mirror of
https://bitbucket.org/librepilot/librepilot.git
synced 2024-12-02 10:24:11 +01:00
ff722b21e1
git-svn-id: svn://svn.openpilot.org/OpenPilot/trunk@567 ebee16cc-31ac-478f-84a7-5cbb03baadba
906 lines
89 KiB
XML
906 lines
89 KiB
XML
<?xml version="1.0" encoding="UTF-8" standalone="no"?>
|
|
<!-- Generator: Adobe Illustrator 14.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 43363) -->
|
|
|
|
<svg
|
|
xmlns:dc="http://purl.org/dc/elements/1.1/"
|
|
xmlns:cc="http://creativecommons.org/ns#"
|
|
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
|
|
xmlns:svg="http://www.w3.org/2000/svg"
|
|
xmlns="http://www.w3.org/2000/svg"
|
|
xmlns:xlink="http://www.w3.org/1999/xlink"
|
|
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
|
|
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
|
|
version="1.1"
|
|
x="0px"
|
|
y="0px"
|
|
width="288"
|
|
height="288"
|
|
viewBox="0 0 287.99999 287.99999"
|
|
enable-background="new 0 0 595.28 841.89"
|
|
xml:space="preserve"
|
|
id="svg3035"
|
|
inkscape:version="0.47 r22583"
|
|
sodipodi:docname="20100430_R1_ASI_GM_ELA.svg"
|
|
style="display:inline"><metadata
|
|
id="metadata3250"><rdf:RDF><cc:Work
|
|
rdf:about=""><dc:format>image/svg+xml</dc:format><dc:type
|
|
rdf:resource="http://purl.org/dc/dcmitype/StillImage" /><dc:title /></cc:Work></rdf:RDF></metadata><defs
|
|
id="defs3248"><inkscape:perspective
|
|
sodipodi:type="inkscape:persp3d"
|
|
inkscape:vp_x="0 : 420.94501 : 1"
|
|
inkscape:vp_y="0 : 1000 : 0"
|
|
inkscape:vp_z="595.28003 : 420.94501 : 1"
|
|
inkscape:persp3d-origin="297.64001 : 280.63 : 1"
|
|
id="perspective3252" /><linearGradient
|
|
inkscape:collect="always"
|
|
xlink:href="#SVGID_1_"
|
|
id="linearGradient6746"
|
|
gradientUnits="userSpaceOnUse"
|
|
x1="143.9995"
|
|
y1="0"
|
|
x2="143.9995"
|
|
y2="288" /><linearGradient
|
|
inkscape:collect="always"
|
|
xlink:href="#SVGID_2_"
|
|
id="linearGradient6748"
|
|
gradientUnits="userSpaceOnUse"
|
|
x1="143.9995"
|
|
y1="4.5"
|
|
x2="143.9995"
|
|
y2="283.5" /><linearGradient
|
|
inkscape:collect="always"
|
|
xlink:href="#SVGID_3_"
|
|
id="linearGradient6750"
|
|
gradientUnits="userSpaceOnUse"
|
|
x1="143.9995"
|
|
y1="275.99899"
|
|
x2="143.9995"
|
|
y2="12" />
|
|
|
|
|
|
|
|
<linearGradient
|
|
y2="12"
|
|
x2="143.9995"
|
|
y1="275.99899"
|
|
x1="143.9995"
|
|
gradientUnits="userSpaceOnUse"
|
|
id="SVGID_3_">
|
|
<stop
|
|
id="stop3065"
|
|
style="stop-color:#99999A"
|
|
offset="0" />
|
|
<stop
|
|
id="stop3067"
|
|
style="stop-color:#1F2020"
|
|
offset="1" />
|
|
</linearGradient>
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
<linearGradient
|
|
inkscape:collect="always"
|
|
xlink:href="#SVGID_4_"
|
|
id="linearGradient3886"
|
|
gradientUnits="userSpaceOnUse"
|
|
x1="144"
|
|
y1="63"
|
|
x2="144"
|
|
y2="225" /><linearGradient
|
|
inkscape:collect="always"
|
|
xlink:href="#SVGID_5_"
|
|
id="linearGradient3888"
|
|
gradientUnits="userSpaceOnUse"
|
|
x1="144"
|
|
y1="166.5"
|
|
x2="144"
|
|
y2="121.5" /></defs><sodipodi:namedview
|
|
pagecolor="#ffffff"
|
|
bordercolor="#666666"
|
|
borderopacity="1"
|
|
objecttolerance="10"
|
|
gridtolerance="10"
|
|
guidetolerance="10"
|
|
inkscape:pageopacity="0"
|
|
inkscape:pageshadow="2"
|
|
inkscape:window-width="1280"
|
|
inkscape:window-height="774"
|
|
id="namedview3246"
|
|
showgrid="false"
|
|
inkscape:zoom="1.1212866"
|
|
inkscape:cx="-35.905404"
|
|
inkscape:cy="180.08826"
|
|
inkscape:window-x="-4"
|
|
inkscape:window-y="-4"
|
|
inkscape:window-maximized="1"
|
|
inkscape:current-layer="g3907" />
|
|
|
|
|
|
|
|
|
|
<g
|
|
inkscape:groupmode="layer"
|
|
id="background"
|
|
inkscape:label="Background"
|
|
style="display:inline"><g
|
|
id="g7668"><g
|
|
transform="translate(-9.4696608e-6,0)"
|
|
id="g3038">
|
|
<linearGradient
|
|
id="SVGID_1_"
|
|
gradientUnits="userSpaceOnUse"
|
|
x1="143.9995"
|
|
y1="0"
|
|
x2="143.9995"
|
|
y2="288">
|
|
<stop
|
|
offset="0"
|
|
style="stop-color:#99999A"
|
|
id="stop3041" />
|
|
<stop
|
|
offset="1"
|
|
style="stop-color:#1F2020"
|
|
id="stop3043" />
|
|
</linearGradient>
|
|
<path
|
|
d="m 288,276 c 0,6.627 -5.373,12 -12,12 H 12 C 5.373,288 0,282.627 0,276 V 12 C 0,5.373 5.373,0 12,0 h 264 c 6.627,0 12,5.373 12,12 v 264 z"
|
|
id="path3045"
|
|
style="fill:url(#linearGradient6746)" />
|
|
</g><g
|
|
transform="translate(-9.4696608e-6,0)"
|
|
id="g3047">
|
|
<path
|
|
d="m 286.378,274.514 c 0,6.553 -5.313,11.865 -11.865,11.865 H 13.486 c -6.553,0 -11.865,-5.313 -11.865,-11.865 V 13.486 C 1.621,6.933 6.934,1.621 13.486,1.621 h 261.027 c 6.553,0 11.865,5.313 11.865,11.865 v 261.028 z"
|
|
id="path3049"
|
|
style="fill:#343433" />
|
|
</g><g
|
|
transform="translate(-9.4696608e-6,0)"
|
|
id="g3051">
|
|
|
|
<image
|
|
overflow="visible"
|
|
width="1181"
|
|
height="1181"
|
|
xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABJ8AAASfCAYAAACjjVxxAAAACXBIWXMAAC4jAAAuIwF4pT92AAAA GXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAs0hJREFUeNrs3Yt2G8e1BdoiRMmS YztO4sS+//+B955z8rDiB69LwhY3ilWNxpPdwJxj9ABFUXyAtAUs7b2qFAAAAAAAAAAAgLV5cBcA APfu7VfvL/W46OmXjz+7gwGAuyZ8AgBW4UIB0cMFHxs97fn1ye9fsAUArIHwCQC4qiNCpHMHRA97 bs/pac/tqe+3HPH+hFYAwFUJnwCAs5gRKh0SIl0iIMrvY+o6l6c9VymnhVDHBFuHhFZCKgDgLIRP AMBee4KlqVDp0BDpUgFRfr+bdLtJv34op01Z9YKduH5P11O67f25uR/r2GBrTmg1N6QSUAEAsx+I AQB3bCJcGoUxh9zODZEuHRC17+9Nc9t7/8eGT23w9Ftzm4OoQ9937/3PDbYOCa3m3o4+x0+vE04B AMInALgDM8Ol9uWHwcv5dfuuOSFS+3EvERA9NO+7vr/H7e2bPe//UL3gKa5fy24AlUOffe9z6v3v C7aeBn+2F1rNuXrvs3S+nqlpqk+vE04BwO0TPgHAjTgwYHrY83IvQJobKvV+bypEaj/2JQKi3vt9 7Lz/c08+tcFTXG0AdcjHOCbYeiqHhVa/l8NCqlFwVfa83LvvvrxOMAUAt0H4BAArMwiZ5gZM+8Kl XnC0mXh9DpXeTLzNnBDpkgHR1Pt+7Lzvc00+9YKnY8KnU4OtQ0Kr/Gd/K+OQKodRo9fvC6eOCaaE UgCwMsInAFioPSHTIQHTpuwPlqamlHJg1L7+sblt38/cEGk09XSugOiYYOuYx0ltkHLJyae5wdYh n1MbMOVwKr/v35q3aV/fC6qmAqqpcKqU6U6qL/eNUAoAlkn4BACv7MCQqVfKPSdgasOjHCi9GVxt sNSGTqMAJ3+sxzI/RLpkQLT2zqdSTgu25oRWv5aXgdK+gKv9un7t/NnfOm/fhldzg6nR11SKUAoA Fkv4BABX1Ama5kwyzZ1cGgVMbaD0OHi5vX1b+gFUL3zqBTmbPW8zmtq6VOdTKf3JrHa18NTHSDkE aaeI2qClF5bse9+HBltzQ6tR+NQLqXoft97+Ul4GUb827+e3wfuZG0ztC6hK2R9KCaQA4IqETwBw IQcETb3gZRQy9SaWRsHQKCR6O3i5/TO93xuFT73gqbeet6/zqZTLBUS9+7kN9o4tGy+9gKMTkIyC oUPf/6HB1tzQqrdON5p86v3eL6UfMrW/90sZh1pTAddvE19vr4dqzkl9X+5bgRQAXIbwCQDO4Iig aW6Bd69bac71dsZt+7qp8Gm0qtdbuRt9XXNCpEsHRHMK2E95nNQLn/YFIKe877nB1iGhVVs2vi8A yoHRKHz6Jd3+0nld73bO1QvP5hSkC6QA4IqETwBwhCZsOkfQtG9aKQdCbYD0tvTDpLeDt++FUTlE Gq3iTa33xcv7vu5eiPRw5YBo3/fuXJ723B77/ko5PNhqJ6BGoVUbzIwmjdqXR6t2owCqF0T9MvE2 vwzefk4wNZrsEkgBwJUInwBgjz1TTacETaNgaRQavRu8PCeE6q3RjcrCR9NXU2uBbag0J0DaFyJd MiB6uOJjoqc9vz7lfc4JtuaGVqMVvVFIlSekelNH+0rL900/ja7/Dl6eCqtG4dQ5AilhFAAc+MAL AO7ezKmmfb1MhwRN78pzmPSu8+vebS+AmgqYepNNbbg0KjLvBUtzQqW5t3Mfp1ziccs1Hws9XeF9 Ps18+zm3c69eQNWu9o16pkah1CiI6gVPvdv/dn59qUDKdBQALOgBFwAszhFTTaMuo0ODpt71Ved1 c6acplbnRhNNpwZMpcwPlU4NkTxe2e/pxLefWtMb3Z4STO2bkOqt7M2Zhvpvc33svK4Np04JpEah VHufCqMAuGsezAFwV2aGTXNOmxuVex8aNH1VdkOneHnOOl3bydRbl5sTMvU6mOYES4eGSh53LM/T gb8/KjFvb0cdU3OmpXrre/sKzHthVA6ePqZfnyuQGpWbC6MAwINAAO7JkWFTG+L0ppp6a3LHBk1f lf6UUw6aRgXgo1PkNqUfLk2FTMcGSx5P3L6nA36v1zE1erkXTvWCqTbo6RWct4FUnobqBU/HBlKj U/ni8xBGAYAHiwDcshPDpt5pc73S71Go9FU5Lmh6V6ZPnxutze0LmUqZHzA9eKzAiZ5mvP7QYGoU Ss0pNs8hUa8X6tRAat+0lDAKADygBOBWTBSEHxo2HbIyV6/35WXw1AZQ+4KmqbCpPWVuXy9TKQIm lukcwdRUn1Tv1L1Rb9SpgVTvmgqkhFEA3D0PNgFYncF00ylh01TANLrel5cB1KgofE7QNCoBP6Tw e+rvdn/ns1SHBFNzCs9HHVLnCKR618/b62O67QVS5wqjBFEArI4HogCswp7pplEx+NywqRcoTU01 9aaceiXhhwZNU91M7d/bD/5e5w487XndvlBq6rS9YwKpPA2VA6fedckwylQUAKviQSoAizRzuqkX NrV9TYeETe2V3yav0R0aNh0aNAmZYNqcUOoSgVQuM8/TUD/PuI4No34r/VMBTUUBsBoevAKwGAdO N/VOoZsKmuaETW3wNAqb9hWDnyto8vc0HObQk/cODaR6YVRvJe8SYVQOpUZB1M7XKIgCYCk8qAXg VXUCp0Omm9rJpmNCptGKXTvZlD9uWwg+On1O0ASv75yBVBtG5fW83kTUKWHUKJBqg6h9YdSnr00Q BcBr8kAXgKubCJyOmW7KQdOHwe3csKk33TTqaxqdQFeKoAmW7hyB1NypqGPDqH0TUr3JqF4YpScK gFfnwS8AF7env2lO2NRON40Cp941N2zat0Y3mmqaKgX3dy2sx6GBVDsZdYkw6j+D2/gz+9b0RkFU /voEUQBcnAfEAFzEAf1N+8KmqemmqWvU3XRIQfi+qSZBE9y2USDVm4y6RBj1n8HVC6J6q3o5iNIT BcCr8SAZgLM5sL8pB077TqJrA6evSz9s+lCmA6dDwyZTTUCrF0hdKozaF0L1Qql89bqi9EQBcHUe NANwkhP6m/J0U9vH9OGAa9+E07Fhk6AJmONSYVQviMpTT3H9O93+u3ld7o06pSdKEAXASTyQBuBg MwOnff1N+TS6PM30dfPyvummqZPphE3AtZ0zjDpkIirCp3+ll9sQ6pSeKEEUAEfzwBqA2VLoNBU4 zelvakOnuP5UdsOnQ/qbeqfSCZuA13ZqGDVaz2snoqZCqHY1b25PlCAKgLPwQBuASZ0ppzxB1Jtu mtPflLub9oVOh043jU6kEzYBS3BoGPVb58pBVFtUvm8Vb25PlCAKgLPxwBuAF/as1eXJora7KYdN U6fSTa3YtSt1x0w39QrC/Z0HLNEojGqvHPz0pqLaU/N6/VCH9EQdG0QJoQB4wQNxAD6Z2ePUm3Dq FYXP6W9qe5x6HU6mm4B789R5uRdEtVNR7Wrex/JyKmpuT9ShQdRvZXdt0DQUAB6UA/DZAcXh7Ql1 uSz869LvbZrb39SbcGpPqDPdBNyjQ6aiplbzRifnjUKofaXluScqCsvzx7aWB8AOD9IB7tARxeF5 ra4tCq8h0zfb23zt62/aVxhuuglg176pqNFq3iE9UW0A1QuiRlNReSJKPxQAHrAD3JsTi8N7p9N9 k65R8LSvv2nOSl3795W/uwDmr+e1U1H7eqLyNFQOoEZhVL3aiahfin4oADyAB7gPJxaHt11O7aRT L3jqhU6j/qYcOFmnAzjenPW8Q3qiemt5/+pc/yy7YVRMROW1PP1QAHgwD3CLZqzVHVIcnkOn0dWG Tnmlbm5/k3U6gPNop6Lm9ETNCaJ6IdQ/09XriBr1Q+XVPNNQADfOA3uAG3HgWt2hxeF/Kv0y8bZA PE85Hdrf5O8kgPM7tCcqr+W1QdQohMoBVDsJNacfyjQUwI3zQB9g5fZMOUUI1K7VTa3TTU029QrE R1NO+psAluXUICo6onJJ+Wgdb24/1Kio3DQUwA3xoB9ghWZMOe1bq8sTTnOKw6dOq9s35dT+fePv HoDXd0oQlUOoNoia2w/VC6JMQwHcKE8AAFakCZ1y4DTqcRqt1UW4tK84/EPpn1QXp9XtW6vz9w3A 8s0Nonr9UO001JzVvEOLyk1DAaycJwMAK9BZrYvAqXda3VTg9E3ZDZ0OLQ6PKaf42AIngNsyJ4jq FZVHaDTVD/XPwZWDKNNQADfIEwOAhRqs1uXQabRW1+txaq+2RHyqODwHTr0eJ4ETwG3ad2peG0Tl kvKpfqgaOP1feQ6f4uVjp6F+j89RCAWwTJ4kACzMxGrd1JTTnMCpnXRqA6e8WndIcbi/SwBu374g KqaSpvqhYhqqnYTKQdScaahfyvMkVHzcnbU8IRTAsnjCALAQM1fr2imnXofTt+U5bIqXR2t17ZST 4nAA9pkKoqb6odqVvLYTau40VL3aaagcQlnJA1gYTxwAXtGBq3Vtl1Nvwunbshs+5SmnUZeT4nAA jvXUud23lhfTULmg/NBpqHYtrzcNZSUPYCE8iQB4BSeu1rUTTt82V7ta1zuxrp1yEjgBcIpD+qHa lbxjpqF6a3l5GspKHsCCeEIBcEVnWK3rhU1t6BSrdRE6HTLl5O8HAE61by3vlGmoqYmo0Ul57TSU EArgyjy5ALiCQeiUA6e5q3W90CnW60ardW15+GjKyd8JAJzbaC1v1A21bxrq/5qr1w81WsnLp+Tp hQK4Ik80AC5kT59TBE6HrNZ9V14GTnnSqV2tM+UEwFKcYxqqBkujECqHUb1uqNFKnl4ogCvwhAPg zGb2OeXVugic5qzWtSXi+dS6NnTalN3QqRRTTgC8vmOnoWoylKeh8ipeL4SamobSCwVwRZ58AJzJ AX1OoymnOaFTTDkdulrn//sALM0x01B5JS9PQuUg6n9LP4gahVDtSp4QCuDMPAkBONFE6PRY+n1O ETr1AqdDV+ty6KTLCYC1mjsN1YZQMQ01CqHi2hdCjVbyhFAAZ+AJCcCRZpSIx2rdVOj0XbrOsVpn ygmANZs7DTVayWtDqDaAmtsLFUGUEArgDDwxATjQROiUp5zm9Dm1wdModDpktc7/1wG4Fe0UVL7a ECqmoSKEipW8tguqDaHmrOQJoQBO5EkKwEwzQ6fRlFMbOrWdTr0+J6t1ADCehppayWtDqAiZeiFU XsuLaSghFMAZebICsMeBoVNMOeW1ulGf06hE3GodAPSNpqGmeqHyCXm9Xqj/KS+7oWItTwgFcAae tAAMHBE65bW6WKf7c5nuc+qViFutA4Bpc1byIoTa1wsV4dP/pJeFUABn5AkMQOMModOfy3Po9Ocy r88ph05W6wBgnqmVvDm9UHkK6n+aSwgFcCaeyABsnTF0iitPO83pc7JaBwDH601DzemFak/HE0IB nJknNMDdu0Do1J5ed0yfk/8/A8BxDu2FqglRLiYXQgGcmSc3wN26Quj0dZkOnazWAcDl7OuF6q3j CaEALsCTHODuvFLoFOt1+pwA4Lrm9EK1xeRCKIAz8mQHuBtXDp2iSFyfEwAsx6gXSggFcEGe9AA3 b4Ghk//3AsDrEkIBXJEnQMDNEjoBAHsIoQCuwBMh4OYMQqd61cCpBkRCJwAgE0IBXJAnRMBNScHT puyGTr1Jp2+K0AkAePYaIVR9n79uP44QCrhJnhgBN6GZduqFTu/Ly0mn74rQCQB46dIh1D/LeBLq 93QJoICb4AkSsGqD0Cl6nXqTTjHlJHQCAPa5VAj1v+XlJNTPpR9CmYICVs8TJWCV9pSJR6/Th/I8 6ZRX677fXkInAGCOS4ZQMQ3Vm4SKPighFLBqnjABqzKzTLy+UQ2ecuj0fXNF8CR0AgDmOmcI9f9t r7ySF5NQ/ym7fVBKyYFVe+MuANaiKROPUCgHTrnLqQZMf/vj+uGP6x9/XD+mq/7679vf/8v2bb8t uwFUhE+PZbe8vA2gAID70f4j1Gj1vz1hN67ooPwq3cY/esWfm/MPXw9vHh9LvX7/7VffFWDxhE/A 4tXQ6Y8HV3NDpxomRehUA6YcPOXQ6a9F6AQAHOfUEKq94vFHPAZ501zD6WsBFLCW/2kCLNIJZeK5 16lds4sVuw9lN2yyXgcAHOvQdby8ihcreP/v9mpX8XIflFJyYJVMPgGL00w6tUXiEThFn1MNlOoU U51mGk06xbRTDaGiXNykEwBwLodOQsU0VPxjWm8yqp2GGj1O+fKxreIBSyV8AhZlotepFzrFil2v 0ymv2MXkU6zYCZ0AgEuYE0Llf1R7mx7n9EKo0Tre1GMWfVDA4gifgEWY0esUq3VzysT/sf29Gk79 eftnInTKpZ5vitAJADi/uSHU29IPoXJB+bGl5AIoYDGET8CrGqzYtaFTTDu1odOoTDxOsOuFTm/T xxE6AQCX1AuhNs1jkfzYJ3da5uBpXyn5MIQyBQUsgfAJeDUzVuxq8NSGTrnX6aftbfQ6xQl2NXSq U1K9UvE86VSK0AkAuLzRJFR7ql0OoUY9UO/KbhCVH9+M/mHNKh7wqoRPwNVNrNi1p9fVIKlXJt6G TsrEAYA1OFcpeRtA5RCqGz59eQIogAJegfAJuJoZK3Z1UqmGTjVAqqtzNXiK0Gm0YqdMHABYk3OW kr9rHveMOi3zx7aKB1yd8Am4ipkrdlEmXkOndsUurr+X5zLxUa+TMnEAYOnOVUoe4VOuGRg9DrKK B7wK4RNwUQeu2NVAKa/YxXpdTDvV0Omv27eL0OlDUSYOAKzXMaXkbR9Uu4bXTkFZxQNelfAJuIgT V+x+LC+nnXLopEwcALg1c0vJH8tuCDXVBTUVQjkVD7ga4RNwdieu2OVpp+h1qm+j1wkAuAeH9kGN Aqj2RLw8RbUZPkEUQAEXIHwCzmZixS6mnWroVAOkQ1bsvi/PoVNesdPrBADcqkP6oB7LdAjVTkH1 /tEuf1xTUMDZCZ+As+hMO8UDofrgJ3qd6rTT3BW7KBP/Zvvn87STXicA4B7M7YOKYOndxDVnDU8h OXARwifgJDMKxevEUp1cqmtzc1fs8rRTnGKn1wkAuFdz+qAe0xWTUKMpqPznFJIDFyd8Ao4yo1A8 pp1q6HTMit379GBp6shgAIB7MXcVr3cy3tQankJy4KKET8DBZhSK1/CoLRSPsKmddrJiBwAw32gK 6qGMV/HaMKp3Gp5CcuBihE/AbAcUise0U6zYtcFTnXayYgcAcLxDVvHi8VpvKiqHUL1C8vZjmoIC DiZ8AmY5U6G4FTsAgPOas4qXQ6g2fMrXqJC8/2RSAAXM9OguAKak0Ck/kMnB04eyGz7VqadYt6vX X7bX99vf+3b79h/K85RTPMh5KCadAAAO1RaFP5WX01A5fIqqhHgcV68/pdsPZfcfB//1x/WfP67/ bq9ft+/39z8eK9aP9fTLx599F4Ahk0/A0Mxpp7ZQvLdil6edvilW7AAALmG0irfpPJ7LE1CjQvLe Y7T+E0tTUMDU/yPcBUBrottpTqF4u2L3t/KyUPyriQc1VuwAAE4zZxUvgqhcSJ5DqV4Z+ejxmi4o YJLwCdixZ9qpjmDnaacaLuVep16heF61e58ezOQHMkInAIDz6k1B5TLxXiF5nn56l37PFBRwEuET 8MmB0041WMrB00/bl+tVV+/aQvG238mKHQDAdTx0bkeF5DEJ1U5DmYICTiJ8Ao6Zdmq7nSJ4+mH7 NnnFrp12smIHAHBdoy6o9vFfbxIqd0CZggKOInyCO3aGaadYsYtpp1ixGxWKtw98AAC4njmF5PF4 MBeTm4ICTiJ8gjuVpp3iAceh0065VFyhOADAeswJoExBAWcjfII71Fmzy6HT3Gmn+vq2UPxDUSgO ALAGo0Ly3lS8KSjgJMInuCOdNbvetFMNnuq0Uw2eRifZtdNOCsUBANbpkEJyU1DAUYRPcCcGpeL1 gUN0O9XppRoo1WmmumJ3zLRTGzyZdgIAWD5TUMBFCZ/gxu0pFe+t2UW300/l8GknheIAAOt1zSmo py9PSgVQcPOET3DDBtNOOXgy7QQAQHaNKaiXT0wFUHDThE9wgw6YdqrdTjl4ytNO9XU/bN/GtBMA wH055xTU3vDp05NTa3hws4RPcGPStFM8QOiVitcpprZUPEKnCJ7+Vkw7AQDcs3NPQc0OoQRQcFuE T3BDOmt2U91OdaqpDZ4idMrTTl8X004AAPfs1Cmot2V3Ba8Xau18LFNQcFuET3ADOmt2vWmnWLNr p51+2v66DZ7+VEw7AQDw2SlTUHkVTxk53CHhE6zcYM2uBkb1N2qANFUqHsFTLhWPaaf3Zfe0EtNO AAAcOgXVC6DaKShl5HDjhE+wYhNrdhE85TW7Gjzl0Gm0Zhel4u2/TJl2AgCglPlTUL0QKn79poxX 8V4+cbWGB6smfIIVmrFmV6ed6hRTnWaqU01RJB6hUzvtFKXiNbSKNbv8QKAUoRMAALv2TUHlKacc RD2W3X/o3FdGbg0PVk74BCszc80ugqfRtFMNnnrTTkrFAQA4xCFdUG0fVDsFtXcC6tOTWAEUrI7w CVZk5ppdLhX/qfTX7PK0k1JxAABO1ZuCagOoPLHfW8frPRbtP5G1hgerInyCFThizS6XiseaXdvt 9HUx7QQAwPn0pqDiatfveoXko75Ra3iwcsInWLgT1+z+UXZLxf+8/TOmnQAAuJTe9FO+psrI20Nv Nnuf1AqgYPGET7BgF1qze192/2XJtBMAAOc2VUbeW8Vry8jnFJE/P7G1hgeLJnyCBTrjml39/bZU vP3XJNNOAABcwiFl5I+Dyxoe3ADhEyzMmdfsvtv+mffl5ZqdaScAAK5hThl5O/1kDQ9uiPAJFuRC a3a5VNyaHQAAr2FfGfkmPV49dA3vqfk4NYB6EkDBcgifYCG2wVM7flyDoxogWbMDAOAWTK3hbcp4 /W70mLY0j2t3VvBMQcEyCJ/glTX9ThE+tWt23xdrdgAA3IapNbzeaXj5Nk9Atf+g+tR7WQAFr0/4 BK9oot+pTi3FxFNes/ux7E48WbMDAGCNTlnDm7uC9/zEVwAFr0r4BK9kot+pBk91eqkGSjV4ijW7 CJxi4smaHQAAa3fsGt5oAkoPFCyQ8AmurFmzi3/JycFTDZLafqdcKh7BkzU7AABuwSFrePnl9hS8 Ted9Vnqg4JUJn+CKJtbs2n6nvGbX9jv9dfs21uwAALgVc9bw8j/c5iDqTfM4WA8ULIzwCa5kYs0u gqc6xZTX7HK/Uy4Wr1NR1uwAALhFU2t4b9I1tYanBwoWRvgEV7Cn36lds/uxvAye8ppdBE/W7AAA uEVz1vB6IZQeKFgo4RNc2DZ4aseE6yvjNLtYs6uTTb3T7GLNLvqdamj1rlizAwDgdo3W8HqTUG0f lB4oWBjhE1xIUyyeJ54ieIo1uxw85X6nH7a/V4OnvGb3rlizAwDgPoymn9opqF4ApQcKFkL4BBcw USxeA6Q6vVTX7HK/009lN3iqoVOdeIo1u7ZY3JodAAD3YmoNTw8UrIDwCc5sT79TLhav006j4Cn6 nf5UdvudrNkBAHCP2umlS/RAfX6SLICCsxM+wRlNBE91cimKxWPNLoKn6HnK/U7flt1pp96KneAJ AIB7c84eqO763acnyorI4ayET3Ame4rFa/CUi8XzxFMNnur6XQRPud/psfT7nQAA4F4d0wPVW8EL T+lWETlcgPAJTnRAsXgNmHKxeEw8/bD9/ToV1a7Z6XcCAICXTumBGq3gVU/NrQAKzkD4BCc4Q7F4 BE/R7/S+6HcCAIA5Du2BetNcs7cKBFBwGuETHOlMxeK536kNntqOJwAA4KW5PVBtCLVp3jZTRA5n JHyCIxxZLN7rd5oqFi9F6AQAAHPM6YGaOgUvPwZvi8it4MGJhE9woEHwNKdY/B/l+US7P5fdYvG3 Rb8TAACcYl8PVFtG/qb5vXbj4Kn7JNpJeHCwR3cBzJdOtOut2tUpphoq1XApwqd8ReiU1+zelv7O ueAJAAAO1z6Ozo+zR31Qb9PVTkX1VvLq84JPE1G/fPzZPQ4zCJ9ghk6xeDvxVAOlOvFUA6YoF4/Q 6W9ld9pptGan2wkAAM6j1wM1CqEidJo6FS+uX/646tjT79vnCQIomMHaHewx40S7WiweoVPtdIpu p3odWiwOAACcxyiAaief2jW8dtrpafJJtR4o2Ev4BBNmnmjXBk8RPsWqnWJxAAB4Hb3+p3byKa/a 5QBqM3is7iQ8OJDwCQYOPNHupzIOnhSLAwDA65lbRJ4nonIAlbcUnIQHRxA+QceBJ9q1E091Cuov 5XM4VaejavCU1+wUiwMAwHW1NRdt91MbPLWTUO3j96eyGz59uhVAQZ/wCRpN8FQDozzxVNfsarBU g6fa55Q7nqLf6S/bt5sKnnQ8AQDA9fV6oNrwqV3Da7ugnjpXKQIoGBI+QTIInuoro9+pBktxml0O nv6+ff1fy3PwpFgcAACWZ+okvDcTV6+IvF6/l6YH6s3j45MACp49ugvgs4mJpxok1cLwmHiqQdM/ ttffy/O0U12zi36nd0WxOAAALFVMMMXj//z6qULytgdq+Dj/j+cXn8KpXz7+7N7m7pl8gvIleMp/ ueTgqT3Rrl21yyfa5WJxwRMAACzXsSfhteXj+bZ9nTU8KMIn7lwNnf74y6D9C2a0atcWizvRDgAA 1m3uSXhTJ+BVOyffvXjiLYDizgmfuFtpzS6v2tV1uRoi1TApJp56J9pF8OREOwAAWLe5J+H1wqdR p+uLIEoAxT0TPnGXmn6nmHaqU0s1RKphUg2V8qrdMcGTcnEAAFiPqZPw2kmoURBV5eBpZyJKAMW9 Ej5xdyaCp6/L54mnCJ5i4qk91W4qeHKiHQAArNfoJLxeH1S7ktduPjyVTg+UAIp7JHzirgyCp/rK CJ5qf1OcaJcnnuJku9r/9N327d8XxeIAAHBrpgKoHD61V56EeupcpQiguFPCJ+5GEzzlE+1qkBTF 4jV4qkFTe6LdD0XwBAAA92IUQD2UfvDUm4CqInj6vQiguGOP7gLuwZ7g6dvyPPFUQ6Y64RSTTvV1 +US7r8vziXaCJwAAuF0xwRTPI/Lr2xW8qOFoJ6BGaur0+x/PU55++fize5qbZ/KJmzcRPNXOpjjR roZONXBqi8Vr+FQnnmpAJXgCAID70k5A9bqfcvA0Nf1kAoq7JXzipu0JnmqgVIOlONGuXbWLiaf6 dh+K4AkAAO7RQ+c298i2xeP5EKJe95MAirtj7Y6bNWPiKYKn6HiK0CmmnXK/Uz7R7qEIngAA4J60 j/vz84LRNZcVPG6e8ImbdGDwNLdYXPAEAAD3baqI/GHi7fcRQHHThE/cnCODpx/LvBPtDv1XDAAA 4LaMisjz7x/znEEAxc3S+cRNOSJ4ivApB0/1bWvHU1612xTBEwAA8NloAqotJG//AVsHFHdJ+MTN ODJ4ilW7Wi7+5+3b9iae8l8wAAAAAiiYSfjETThD8DS1apf/YgEAACjN84RzB1Cfn7A/Pj4JoLgF Op9YPcETAADwivZ1QB36vtrnO5/CKT1QrJnJJ1ZN8AQAACzAsRNQIaafei9/fvJuDY8VEz6xWoIn AABgQY4JoKZCqJdP4AVQrJTwiVUSPAEAAAs0N4DaNwkVXgRRAijWSPjE6gieAACABZsbQL0p4zCq ymXkpVjBY8WET6yK4AkAAFiBQwOoN53nJqE9Fe/zk3kBFCvitDtWQ/AEAACsyNQpeDmMivDpMV05 jApPZRBEwdKZfGIVBE8AAMAKjSagHspzwJSvTfM8pQZMvzfXl+DpzePjk+kn1kD4xOIJngAAgBWb WsHLK3dtAFVF0PTb9soh1Ocn9QIoVkD4xKIJngAAgBvQBlC97qdR+BRhUw6fdlbv9D+xdMInFkvw BAAA3JCHzm0OoNpT76oIn35rrnh9vI0AikUTPrFIgicAAOAGPTTPRUYBVH67HED1+p/ibQRQLJbw icURPAEAADeunX4qZTd0iiuv1/0+uARQLJ7wiUURPAEAAHeiF0C14VPohVD51wIoFk34xGIIngAA gDvTC51Kebl6F76UjBcBFCsifGIRBE8AAMCd6nVAjSahcg9UewmgWCzhE69O8AQAANy5UQCVy8in VvEEUCya8IlXJXgCAADoPneZCqBMQLEqwidejeAJAADghd7kkwCKVRM+8SoETwAAAC+Mup4EUKya 8Imra4Kn+jPYC57+XgRPAADA/RFAcXOET1yV4AkAAGAvARQ35dFdwCv9jzTW7d6Vz2HSt39c35fd Vbsfi+AJAAC43+dNT+n507nU1On3t1+9f/rl48/uZa5C+MTVbKeeIqGP4OnDH9c3f1x//uP6W3me evpxewmeAACAe3VqAPU0uCoBFFcjfOIqmuAp1u3qK2PdrgZMOXiqtzWMqmt4dSpK8AQAANyjS01A VQIorkL4xMWlnqd61eCoTjy1wVOdcIrwqd5G8PTd9u0ETwAAwL06NIB6al7ed8FFCZ+4qKZgvP68 xcRT9DzVgCmv20XHk+AJAADg2TETUL8Prp3g6Y/nbb+bfuKSnHbHxQyCpzjZrnY8xapdXbOLgvGY eqq/X7ug6jt5VwRPAAAA+07Ba1+uImT6LV05iPocDjw+PjkBj0sRPnERM4OnOuE0J3h6LIInAACA UqYDqE3ph085bMrh084E1JvHxyKA4hKET5zdnuCprtLVlboInuKKgvHvy+fgqZ6CF8HTmyJ4AgAA KM3zolEAlV9XRQD1W3PF6+NtBFBchPCJs2qCpzjVLk881eApn2r3U9nteYqT7d6V554nwRMAAMCu UQA1tXrXTj7Fy0/p7QRQnJ3wibPZEzzFxFMETzV0+n/K5wAqB08ftn8mTzzl/2kCAADw2VQAlX8v r9f1ysfzy5/DAgEUZyR84nw/TI+fDk/cFzzFtFP0PNXg6a/bt6kTT/lkO8ETAADAtDaAKqUfQlWj AKrtgPryHE8AxTk8ugs4h+3UU+wX15+rujZXp5hqf1Ndt6t9TnndLjqeehNPmyJ4AgAAmCumm+pt DJk8bZ9n5bCpPemuVzzeXnAyk0+crAme6s9UDp5qgXguF88n240mnpxsBwAAcJiH5uXRJFTVruG1 oVQ+Ae/J9BOnEj5xks7Jdu3EUw2ecrl4BE914qkGT3UtT/AEAABwulEANeqDipApn4CXQ6jPwYEA ihMJnzhaJ3iqAVINnuJku1i1yz1PMfFUf78GVIInAACA83no/Lp3El7V9j/l8Gln9U7/E6cQPnGU wcl29ZV1ha5ONNWAKQdPMfFUA6kcPL0rgicAAIBz64VOuV835NW7fMXr420EUBxN+MTBBsFTnGxX g6VDgqdcMF6K4AkAAOBUo1Pv8uRTu3rXC6DyFNTnEEEAxRGETxz+Q/P46ZDEXvBUJ55ql1MUjEfw FCfb1fLxGjzV1bwInt4UwRMAAMC5TQVQ+ffa8vGp0/C+PCcUQHGIR3cBh2hOtmsLxmu4FD1P/9he 0fGUg6e3RfAEAABwaREutZsrOWiqKdJv29t4edT9tNMDBXOZfGK2JniqPzs5eIqJpxo4Rbn4j9vX xcl29W3rlFQOntp9YwAAAM6nNwEVz+16/U9zSsidgMdBhE/M0jnZLgdP+WS7HDzVX0fwVIvI88l2 gicAAIDreGheblfvsjaAaiehfv8SKAigmEn4xF6d4ClOtouC8Rw8/Vieg6e6bvfd9u1y8NRL2AEA ALicUQDV64KKAGpUPp4noPQ/sZfwiUl7TrarwdIhJ9vl4Kn9nx8AAACX9dD5dS98qiJo6p2AF51P AihmUTjO3P9B5XW7ukKXC8Zrr9Pft7f113XV7tvt29Wgqp146v1PDwAAgOs+xwvtiXe5gPyXsltG 3jsB7/e3X71/+uXjz+5ZuoRPDM042a5OPUXJeIRP0fE0WrUrRfAEAADwWtoT8ErZPQEvJpwieIqr PQnPCXjMZu2OrhNPtvt2+7bvym7BeCmCJwAAgNfWnoCXXx6dgJeDJyfgcRDhEy9MFIznVbt8sl0N ofLUU5xs91icbAcAALBEvdCplHEAlUMnJ+BxEOETOwYF4zHxlE+2awvG42S7tudJ8AQAALBMvRPw eqeTt31QTsDjIMIndn8gHj/VgOXgqaZRNVCqwVKdbMrB00/lOXiqwVT0PLUn2wmeAAAAlqkXQOWX RxNQTsBjftbgLiA0PU81eKoTTHXqKYKnulqXg6e6bhfBU52MiuDpsSgYBwAAWIuHzq/b8ClPP/Um oH4rTfG4AIrgtDs+6RSM556nHD79fXv9rTjZDgAA4JY4AY+LMPnEvoLx6HnqnWxXy8dr+ORkOwAA gHVzAh4XI3y6cwcUjOfgqf46n2ynYBwAAGD9jj0Br9cB9aUHyvodwqd7/wE4rGC83uaep7xu91gE TwAAAGt3yAl4ETDltbw8BaX/iU90Pt2xpuep/izU1bm8bldDpuh5qrd1Cur77e/Hql39cyaeAAAA bkd+XhdDK/X53+/p+jVd/y39Dqi2B4o7ZfLpTnUKxuv/SGqg9G35HDDVoKk92S56nkbhU/s/KQAA ANZp3wl48fv59LscSLUl5Pqf7pjw6Q6dWDBewykF4wAAAPfhoYyDp6otH88reHkC6hMB1H0SPt0Z BeMAAADMtO8EvNCWj/9adjugdlbv9D/dH+HTvX3DFYwDAAAw39QJeKEtHs8B1IvT7+K5qQDqfigc vyMKxgEAADhCfd4XwVE8n8zTTrl4PF+5hLydgFJAfkdMPt2JTs9TFIzXYEnBOAAAAFMe9vz6Kd3+ NrgUkN8p4dMd6PQ85YmnCJ4UjAMAALDPVP9TBEvtCXjt+t2XFTzrd/dB+HQP3+R+z1Ptb4pVu+h5 ikvBOAAAAK1RAXkp/QLyXELem4D68pxVAHXbdD7duImepxo+Rcn4D+mKcvE68RTBk54nAAAASnnZ /xTbNe1pd7Xvaar/6cUpeNwuk083bKLnqQZLdaUuTzxFz1NdweudbLcpgicAAAB2nxf2VvDy+l0O pOLS/3RnhE83ak/PUw2XoucpgqdRz5OCcQAAAFoPg5ezCJfyyl2vA0r/040TPt3qN3Z/z1MOnuJk u7qCF+t2CsYBAADYZ6qAvIrw6dfycvpJ/9Od0Pl0g2b2PNXJpx+2tzWMqhNPdSoqTzxtmv+hAAAA QH6e+LS9jeGWp+3zzwicat/Tx6L/6a6ZfLoxR/Q81V/3ep7eFD1PAAAATGvX70bTT9H/1JuA0v90 44RPN+TEnqeYeorgybodAAAAczzs+XUVE076n+6Q8OmWvpl6ngAAAHg97cRT+3xS/9Od0vl0I/Q8 AQAA8Ir0PzFk8ukG6HkCAABgAfQ/0SV8Wjk9TwAAACzIof1Po/U7/U83xNrd7fzHHVNPX5XP/U0x 9RSrdjHtVF9X1/DyxFP9c4InAAAAzv089Sk9V42w6Zft9bG52jW8WLvb6YJifUw+rVjT8/S27AZP teOphk554ikCqAifviq7BePW7QAAADhVHmx4KP1Bh9H0U28CyvrdygmfVmpGz1MNnuq63U9FzxMA AADXNdX/lCeaIoCKiaeYjHpxAp71u/USPq31G/f4mHueaogUJ9vVcKmeZJeDJz1PAAAAXNvc/qcI mqYKyOO5sABqhYRPK9Ss28XubA2e6jpdDZ7idLscPNU1vDoVVdfy6pRUXrcb/U8AAAAATtVu2sTL cfJdu36Xe59y+finS/i0PsKnlRms29VAqU40tet20fNUAyk9TwAAAFzbqP8pXhehUg2Yfi3T00+x fieAWhnh09q+YS/X7eoKXQ2V4mS7HDz9o+h5AgAA4HX1+p+y3gRUnn5qJ6Cs363Mo7tgPdLUU71q gFSnnqLrqU421dW6Gjb9dXvV0KlORH29fbv6/Y51PaETAAAA15Kfg+YKmQib/ru9fk7Xx+3rchCV y8qf3K3rYPJpJSbW7WqPUw2d6rpd2/MU63Zfl5frdu1//AAAAHBpDxPPSXv9T3n9Lk9AWb9bEeHT CjTBU554ip6n0bqdnicAAACWolc6Hs9P80RTBFC/pKsNoKzfrYi1u3X9R5pHE6NkvK7W1Qmnv5Xn lbu8bid4AgAAYEnPbUPe7Kl9xtH1ZP3uxph8Wrjt1FP0NNUQKYKnum5Xg6Z8ut0/yu663Yft2z8W 63YAAAAsR+/kuyqXj8fKXW8CyvrdigifFmzQ81QDpRo8xbpd7nn6e9ldt8un25l6AgAAYAnalbup 0+9y+NTrf7J+twLCpyV/cx4fc89TDZHiZLtYtauTTj+W3Z6nGkrVlbsP5Tl42hTBEwAAAMvxMHi5 eirPAVSefmoLyHdW7gRQy6XzaaHS1FO9omS8Bkptz9MP5Tl06p1stylCJwAAAJYnP1eNoYtcNl67 nqL36T/bX0f/06/leTrqKV0skMmnBRqs20XBeA2Zcs9TrNtFz1Ocbpd7nkw9AQAAsFSj56wx/RRr dlPTT7F+p/9pgYRPS/ym9NftIniqU045eIp1uzoN1fY8WbcDAABgydr1u/zrvH4XIVRewcvdT/qf Fsza3cJMrNvVYKlONv2lfA6b/rq9auhUg6k6GfV++z2N0/GETgAAACxdfu4aG0B1oyfCpv9ur5/T Fet3OYiKtbudLihen8mnBdmzbldDp1i3i5LxvG7Xdj09dP4jBgAAgKV6mHgu204/tet3eQLK+t3C CJ+W9M3Yv25Xw6Z23S73POXgybodAAAAa9E7/S6e1+aJplxIHleEUNbvFsra3UIcsG4XK3c1kIp1 O8ETAAAAa9dbv4vnxtH1VNft/rO9ptbvnH63ICafFuDAdbt6+/ft678tz+FTPt2u/Y8WAAAA1qId qIiXI1DKp9/Vq4ZP7fqd0+8WxOTTcv7DinW7nOzWcKkWiueS8b+U3ZPt3pXnkvH2P0wAAABY2/Pj p/K8FVS2v67Pf/P0U516+k+6PpbnKag8AZXX9nglJp9e2XbqKU6ni0b/WLWrYVOdcqoTT7XrqU49 1SmounJXg6kaUL3bfh/jdDvBEwAAAGv2MHi5qkFSWzwe00959S6mn55MP70+4dMrGqzbxcSTdTsA AADuVRtAtat3sX6XV+96AVScfqd8/BVZu1vGf1B53a6GStbtAAAAYLemJk6FrylSDZrqut2//rj+ nW6jhLyGUBFAlZJ6oLg+k0+vZM+6XQ2a6pRTXbX7cXtZtwMAAOCezF2/ayefInjKBeTKx1+R8Om1 7vjHx5ze1iCpplH5dLsf02XdDgAAgHs0eq6bw6e8fpevtv/J+t0rET69gjT1lMcG69RTXaurK3Zt z9Pfyu7K3dvyHDyZegIAAODWtc9/c/fTr2W6fDxOvvtE+HR9wqcr21MyXtfq2qmnWLf7pli3AwAA 4P5MPe+NUvE4/W5q+sn63SsRPl37Dt9dt4uppxos1YCpTjjVaaefyvPUU52Eqj1Q1u0AAAC4Vw+D 23b9LgdQv6bbCJ+s370Cp91dUZp6ihPuYuopisZrAPWXdH1XXq7aOd0OAACAe9Yb6KirdvWUu3oC 3r/Ly5PvYgIqr+txJSafrmTPul2vZPxv5blk3LodAAAA927qeXCegIr+pzgBL3c/5ekn63dXYvLp +v+hvCm74VNNaNuppz+X3VW7t+Xluh0AAADc63PrPP301fb5cw2a6rTTf8rzBFS9/bi9chD1tH0/ JqCuwOTTFaTT7WLqqf6HEat2NWyq3U4x8VS7nuoUVA2gajDldDsAAAD47KF5uT39rp1+6p1+F9NP T6afrkP4dI07ebdkvE48xU5qu24XwVP0PfVKxgVPAAAA3LPR8+Lc51RDpigej/W70el3yscvzNrd hU10PcW6XQ2a/rq9csl4rNu1JeMAAADAy/W7+gQ8up7qut2/0tUWkO9MQLkrL8vk0wXtKRmvHU9t yfgP29d/U5SMAwAAwMjD4OWqXb/Lk0+99Tvl4xdm8uk6/0H0SsZrp9Nfym7JeA2l6tRT7nnaFKET AAAA9J5vh962UUw//bM8Tz9FAXkOoZSPX5jJpwsZlIzXDqe6VldX7KJk/Kfyuevpb+VzANWu3CkZ BwAAgLH2eXOvfDymnyJ4erF6Z/rpcoRPl7pjX5aMx7pdlIzXwKktGf+2WLcDAACAuaaeL0fxeHvq nfLxKxM+XUCaesqlZ3WiqU421amnCJ7q1NPft6/Lp9vlqad9/zEBAADAPes9d56afmr7n3LxuOmn CxA+ndmekvE63VTDpjz1VNftomQ8dz1ZtwMAAIDD9NbvfivKx1+VwvHL/bD3SsbrdFMNmnLJeD7Z 7rFYtwMAAIBjnoe3z8mVjy+EyaczOqJkvL4uSsZNPQEAAMBplI8vkPDpnHfmaSXjETyZegIAAIDD KR9fKOHTmSgZBwAAgFenfHyBhE9noGQcAAAAFkf5+EIoHD/vD7WScQAAAHj95+ftc3Xl46/I5NOJ lIwDAADAIikfXwjh06l34MuS8Roo1SS1TjspGQcAAIDrUz6+IMKnE3RKxuvUU5SM116n3PWkZBwA AACuR/n4QgifTrnzXk495ZLxOuX0Y9mdesp9T9btAAAA4DqUj78i4dORmqmn2vUU63Yx9fSPsjv1 VAOpmHrKReOCJwAAALiMduopv5ynnyJ0yiHUiwBK+HQc4dMRtsFTTD3F6XY1VKpTT3W1rp16qmGU knEAAAB4HVPl47+Wl+t3vQDK9NORHt0FJ/3gxtRTLhqv003fp6v+uoZOH7Zv14ZOgicAAAC47PP3 p+a5fDyPj97mf/9x/fOP61/p+rk8h1C/bd9Hfl/MZPLpQGndLqaeanF4nXqqIVOdeqordjH1FCXj fy67JeOPRck4AAAAXMvoOXivfPxjun1RPm766XDCp0PvsJcl4zHxVKec6rpd9DzFut335blkvDf5 BAAAAFxPu37XO/nuY3o51vJ0Px1J+HSAwdRTjOhFyXg79ZRLxtuuJwAAAOA6psrH4+S7KB3/WJ4D qNz9ZPrpCMKnQ+6sl1NPUTJep5tq2JRPt/uhPE89KRkHAACAZRgVj+fwqZ2AysXjUT5uAmom4dNM aeqp3mc1SIpisjrZVKee2q6nv5TPwVSs2z0WU08AAADwmkbPxyNUGk0/RQD1pfupXsKneYRPc++o 8dRTXa2rU04RPEXXU13FM/UEAAAAy9KWj+fpp+h3ygFUu3r3pfvJ+t08wqcZmqmnOsGUj2Nsp55i 3S6mniJ42hTBEwAAACxRG0C163fDAEr4tJ/waY9t8BRTTzV4ylNPdbUuup7+UZ5LxmsoVcOpWkj+ dvvnRsc6AgAAANfVm36K2zwBtS+AMv00w6O7YPYPZUw91fCpJlJ1pa72PdWg6fvtVX/9p+3vR8/T pvPDDQAAACzrOX/b7/yvP65/pqv++ufyHELF6XcPZff0PBomnyakdbuYeqqTTF9vfwjrhFOvZDwC qJh6UjIOAAAAy9PbUBqdfvcx3Zp+OpDJp/0/iO3KXe1xqlNPeeKpvlzX8GLqKYdOAAAAwLLl5/31 eX3U7dTn+/+XrjoB9e/yeQKqhlDR/WT6aYLJp4HB1FMuGa8dT3nqqU5Cfbf9Aa0/rKaeAAAAYNna qaf88m/l5fTT6PQ7008TNu6CyR/APPUUK3d56ukv25dz15OpJwAAAFhfBvCmPPc95wwg9z1/t33d h+3bPBaDJ3uZfOroTD3lwrE69dTrevp2+8P3zg8fAAAArMboefvv5fnkuzrp9LHsTj/9tzxPP33q ijL91GfyafyDl9vu2xPu2q6nr8v4hDsAAABgHTnApuxOP0Xv87fleQIqtp/y9NOmGEAZMvnUaKae 3pbprqcfyucQKqaeYuXODx0AAACsW5x8Vyeb8vTTz6Xf/WT6aUD41N4hj4/t6XbRcF9X62rYVEOn GkBFyXgNpWo4VUOqt9s/1zuuEQAAAFiu9rl8hE919S4Xj7fl47l4PMrHiwDq2aO74Nl26qlduYvJ pzhiMa5vy3PJeG/dTvAEAAAA65Rzgfq8/+uUC/zv9vq/P65/l8+TUDWEigAqQiu2TD7lO+Owqae6 ghd7njH1pGQcAAAA1mtq+unX8rx+F9NP7epdhE/F+t0zk09bR0w9Rcl4Dp0AAACA29BOP+V84P+2 17/K7vRT7n96KCagPjH5FHfEcVNP9W1MPQEAAMDt6E0/xW2egPpvc7UTUKaftkw+FVNPAAAAQFdv +qkOo9SJp3+mq/46pp9qCGX6KTH5VEw9AQAAADt6p9iPTr/7mG5NP3Xcffi0nXrabK888fR9+Rw0 1dApwqcftq+vwVQ7+SR8AgAAgNuTn+/n8Cmv3n1MV0w+fSkfv/fwaeNnaGfdrk4+1fDpQ9lduftu +/I32997t33bN9v7UPAEAAAAt5kX5NzgXcoMalbw/faKmp76+hfDKtvBl7t11+GTricAAABgj8gM 8tBKzQfqgEoNoGpm8P325Rha+ao8D63c/cDKxg+QqScAAABgmBuE3BUd5eO9wZX6+hcd0fc8/XS3 4ZOpJwAAAGCGyA5qhtIOr9RBlZoZxARUhE+mn5KNHx5TTwAAAMAseYClDqjUQZV2gOWb7etj+ulL fnCv0093GT6ZegIAAAAO0Jt+ivLxPP0UVxSPxxDLXdcebe78h8bUEwAAAHCIdpAlAqhYvYvi8Tz9 9CVLuMfpp7sLn0w9AQAAAEc4ZPopup9i+ikPstydzR3/sJh6AgAAAI7R636KACquKB5/V5rup3u7 s+4qfDL1BAAAAJygnX6qeUENl3oBVF692xloubfVu82d/pCYegIAAABO0Q62jMKnD2U3gLq7XOFu widTTwAAAMAZPJTdCajc/RQZQw6gInyK1bu7m37a3OEPh6knAAAA4FS9AZc2gPqm7HY/1Yzh7vKF uwifTD0BAAAAFxCTTL3ppzj5rp1+urvup3uZfDL1BAAAAJzLaPWupkk1a4jup8gaYvopup/uKme4 +fCpmXqqX29bBGbqCQAAADhWDqBi2KXmDd+lKwKoPP30Kau4h+mne+p86iWR7Q+CqScAAABgjjzo EptWsXqXJ59i26qdfrqbk+9uOnxKU0/xg9BOPeUfgt4OpsAJAAAA2Cd3TNcwouYOuWP6rqefNnfy AxDhU556yuVfpp4AAACAQx0y/dTrfrqL6afNHf0QvC0vm+fz0Ye6ngAAAIBj7Zt+qlfkDzH99GXo 5Zann242fOqs3EXxV6zc9YKnd6U59rAIoQAAAICxudNPcdWBmMgg4uS7m7a5g29+Dp7qN34UPul6 AgAAAE6Rp5/ak+9y53SbQ3wagLnV6aebDJ+aqadN55ueV+5i3zInjg/F1BMAAAAwzyHTT5FFxPRT 3r66SZs7+Kbnb/ifym74lIu+dprm/XcDAAAAHKHX/TQ1CLPT/XSLd8jNhU+drqdDp542/jsBAAAA DtROP8XBZ70AKq/exal3N7t6d+udT2/KyxPuYsztm9Iv+bJyBwAAAJyi7X4ahU+xjRUB1E3mETcV Pk1MPeVv8nfpG52/yTe9XwkAAABcXB5o6VUB5W2snEvE6t1NTj9tbvQbHeFTO942KvfaGXErQigA AADgeJEttHVAOYCKjazRIWg3Y3Oj39w44W4qXayB1PuyWzQOAAAAcA4xyXTI9NNNdj/dTPjUWbl7 LNN7laaeAAAAgHMbrd7VHKKGT73NrJh+usnhmM0NfnNz8FS/eVON8qaeAAAAgEvJAVTkFL1O6jan uKnpp5sIn5qpp1i5a7+pcU3tUwqhAAAAgFPlyacYksnTTxE+1avd0MrbWTfh1jqf2nG2r8vzSFsO ntqpJ6ETAAAAcAm5eDwfijYalImT724mr1h9+NSZespFXnmPctQiv/HfAQAAAHBmU9NPbQCVh2V2 uqlvYfVuc0Pf0Phmtt/I+GYOdyiL6ScAAADgcvL0U3s4WmQXNYDKh6PdzPTT5ka+gRE+vS27xxfm b+Ro5Q4AAADgEqZOvmsDqPrrdvrpU26x9umnVYdPzcpdPuVutD+ZE8R28gkAAADgEiJ7aLufonw8 AqgIn26qeHxzQ9+8fGzh1O6kqScAAADg2tqu6vagtFFX9eqHZlYbPnWKxmNvMorGR63x7TdPCAUA AABcSrt6N9X91BueWX3x+C10Pk2lhlNTT0InAAAA4Jp621t58im6n9raoFXnGKsMnzpTTxE+xdTT d9trNLK28fMOAAAAXEmefIocI3c/5Q2u3P30Nv2Z1U4/bVb+jYtxtbYpvm2LfzGuVkw/AQAAANfX rt7F9FNevWunnzZr/4LXKCeGb8vz1FNetxvtSgqcAAAAgNcSeUbe4oo8I29y9ba4Vjn9tLrwqVm5 6+1JtkXj7Z7kTTTFAwAAAKtySPF42/2U84zV2az4m9UWjeeCrqmicQAAAIDXFMXj7epdb5vrXXnu flrlMM2qwqc0WtZrh29Twt5+pK4nAAAA4LW0k0/tUE27zRVDNTvbXGtbvVvr5FMuGo/w6ZvmGxTh U556EjoBAAAASzCafsqrd22d0CqnnzYr/MZMFXNNtcJv/FwDAAAAr6ztfsrTT72trnb66VPwtKbp p9UEMp2i8d5eZC7lyl1PVu4AAACAJYmMIjKOCJ/aAZu2z3p1xeObFX5TIhVsG+F7ReM7qSAAAADA gsSm1r7pp96pdw9r+iIXb0bReKSCbddTXrkz9QQAAAAsQbt619vwylc+9W51xeNrm3zat3I3GkcD AAAAWKI8aBPd1nnLq5d1WLu70DeiPeVu3yhaboEHAAAAWJJR8XhUDPW2vFZ56t3iw6dB0Xg+5a4d Q1M0DgAAAKxFG0D1Vu/i1LsIn74EUGtYvVvb2t3Uyl37jVA0DgAAAKxBDNzk6aece7TTT6sqHl9D +NQbQWuPH4xvwlelP4ImhAIAAACWprd6V4ducu6Rp5/y6t2XoZulTz8tOnxqVu5irCyXb/VW7la3 +wgAAADcvcg/om6ohiJzDlkz+XSGO35UNP6nzp2f0z+n3AEAAABL104/5fzjJlbvFhvQpJGx9sjB qdGzt8XKHQAAALA+7WFr7al3eQDnXWmmn5a8erdZ4R3/oXPHv093/CpGzgAAAAAacwZw2tU7a3cn 3uFzV+5GI2dCKAAAAGDpesXjcepd78C1XDy++NW7RYZPTdF4TD1F0Xg79RSn3K2qbAsAAACg0QZQ eQMsVw/F6l0czrbo1bs1rN31Vu72HjMIAAAAsEIxiJOnn1ZdPL7U8KlduXtbnlvevy67SV8+5c7K HQAAALBGvdW7yENGB6+9GMZZ4vTT4sKnzsrdnJKtVew4AgAAAMwQuUjUENVMpHfq3SpqiJZeON6u 3OXwKYrG6+8/pjsaAAAAYI3a6ad8ANtqV+82C76j88pdGz7llbt8tKCVOwAAAGDterlIPvUuTz+9 K83009JW7xYVPu1ZuYuE7+uym+7lOxgAAADgFsRG2Jw6ojyYszibhd/B7dRTXKvZawQAAAA4QK94 PJ96126FRSXRYlfvNgu9g/Od2zvl7n15Lhq3cgcAAADcmjYjifBp36l3i1u9W0z41KzcPZaXY2W9 Qi0rdwAAAMCtyrVENQPJtURTndiL8rigz2XU5t7uM0b4ZOUOAAAAuEUPzcuHHMiWV++elvDFLGJi KI2C7SvTau/Ux+ZOFUIBAAAAtySfepezkshLovdpsat3S1pX6x0jGKNk7TGCET6ZegIAAABu2Sgv mTqYbVFZyeOC7siplbte8NSOkgmhAAAAgFvRW72L4vGcmSx+9e7VJ5+aovE8Rtabevp6cGcCAAAA 3KpVr94tbe2ut3I3dXyg4AkAAAC4datevXtcyB3Y3onvy7i9PcInK3cAAADALbuJ1btXnXzqrNyN TrnLfU9t8AQAAABw61a7ereUtbt25a4Nn3J6l+9AAAAAgHuw2tW7xwXccb077+sZd56VOwAAAODW rX717tWmh/as3OXRsV7Xk6knAAAA4N6scvVuCSFOBFCPnTsuTrhrV+5MOwEAAAD3ZpWrd4+vfIe1 d1qETx/SHfa+WLkDAAAA7teqV+9eZfIpjXrlqadcNv4hXe/L89STlTsAAADgnq1u9e41g5xR2Xjc ab2pJ8ETAAAAcM9Wt3r32qfdjVbu8tTTu9IfFbNyBwAAANyL1a7ebV7xDnsY3Fk5eMpF4/mOAgAA ALhXq1q9u3r4tP0i84hYnHKXx8QigMopnVPuAAAAAKZrjBa3evfap93l8Gnfyp1T7gAAAIB7Nlq9 q/nJvt6nV1u927zSHTUqx/rQ3EEvxsP8nAEAAAB8yknq1dsoq9f7spDVu6uGTxMrdzH19KfmToo7 SPAEAAAA8CxPPo1W7xaRrTy+8h00OhIwl4075Q4AAADgs97qXQ6f8lZZW2n0Kqt3m1e4g0Yrd+1e Yh4LEzoBAAAA7MqrdzVj6fVpx3DPzvTTNVfvrhY+7Vm5y2Nhbd/TprxONxUAAADA0vVOvYshn6nN sqt+gtcWAVQOn0Yrd3nyCQAAAIDdaqIcPuVe7Tz91K7eXdXmFe6Y0Z2S9xFzKvdQ9D0BAAAAtHLW 0haPt6t3bbXR1TKWq4RPaY9w3x0Sd0reRbRyBwAAANAXpeNtt3Ye9Mn1Rl/W767V+/R45TujVzb+ voynngRPAAAAAC89pNt86t3U6t2r1BtdO9w5Zg/Ryh0AAABAX+9wt5h+imGfmH56leLxzRXviJzE PZbxDmJ7/J/QCQAAAGBs3+Fuvemnq63eXXztbvtF5BSuN/n0voyP/wMAAADgpbx616s5ag94i/Dp qpnLtU+7a1O4qf1DK3cAAAAA+7XbZr3Vu6mqo4vaXPEO6PU95QDKyh0AAADAcTbleein5iu9oZ+8 cfYld7n06t1Fw6f0yT80d8DolLs8/uWkOwAAAID5eqt3ufIoD/7sBFCX9HiFL7w3+TQqG88rdwAA AABMG/U+Rf7S1h21W2cXd62Qp7dy92FwB+h7AgAAADjM1PBPvkZ92xezudIXnkuvRlNP+p4AAAAA jtfr3M4BVFQetcM/F+19ulj4tP2k8xfdm3zKX/yLLxwAAACAvfLwT+Qw+dS7Ue/TTUw+lbJbNj61 ctcb+RJCAQAAAMyTA6j20Ld2+ulqvdubK33B7dRTDqCs3AEAAACcRzsE1Ks/yuHTxQeALhI+pT3B 3Pc0dcpdfNGb4qQ7AAAAgGO1q3d58ql36NuXLbRL9T49XviLzUXjbfiUx72uNuoFAAAAcIMe0m3b +zRVgXTx7u1rnHaX9wzbLzhW7tqycat3AAAAAIcb9T7l4KmdfrpoDdLmCl9om7S1JVdX+UIBAAAA 7kTUGk31PuVM5ksec4nVu7OHT03f0+h4v9z11IZPAAAAAJxmX+9TPgBuJ4A6t0t1PvVOuptztJ+V OwAAAIDj9Hqfou6oXb2LgaCL9z5tLvwF5xGvPPn0VdlN2KzcAQAAAJzHnKGgXDp+0TqkzRW+wMfB F2nlDgAAAOAy2vBpVIfUhk9n7306a/h0RN/Tiy8QAAAAgKPlSqOpbOZqB8FdY/JJ3xMAAADAdeV8 Jm+l5UqkqEm6aO/T5oJfoL4nAAAAgNfTW73rTT5dtPdpc4EvSt8TAAAAwOs7uhbpnL1PZwuf9D0B AAAALMKiep8uPfmk7wkAAADgdSyi9+lSheP6ngAAAABe36v3Pm3O/MXoewIAAABYjlevR9rc2hcE AAAAwLD3qR0UiqzmRe/TuUrHzxI+bT+ZXt9TL3wajXIJoQAAAADOq+19iqwm5zUX3VK75ORTu0cY X1hbYiV0AgAAALic0fRTvnI/91kzm80Zv4iH9Anu+0Ks3AEAAABcx6gmKQ8K5cxm8YXjOUXrfTHC JwAAAIDLa3uf8sDQKLPZmXw6R+/TyeFTp++pt0PYpmjtCJcQCgAAAOCyRuFTb/LprB/0nKYmn9rw CQAAAIDLy2t3efVuKoA6W3ZzzhCoLa5qv4C8cmftDgAAAOB6enVJvY21nNmcZVttc8ZPvnfS3ahs 3KodAAAAwHXt6326yEFx5zztburIvl7fEwAAAACX9VDGg0Nfda4X00+nlo6fFAJ1ysYP+uSLCSgA AACAa8j5TTv59L48ZzdtfnOyS0w+xSeaP/l28knoBAAAAHBd+zbX8updbK6dnOFszvBJP5SXO4Oj T1zROAAAAMDraMOntvOpPfFucYXjo5Pu4pMXPgEAAABcX9v5NFU6HhnOzuTTKb1PR4dPnb6n+MSn UrN2ZEsIBQAAAHBd7epdZDm9yaezfLBzeJj5STvlDgAAAOB15AGi6O3OGU5cZ81yzhEG9dKyd+Vl APWm7E4+AQAAAHBdvdLxvMXW63w6aXttc+Inm69eU3ovLRM8AQAAALyeHED1pp9iiOgspePnOu3u TfMJj6aeBE8AAAAA19eWjo+22Ibd3ceWjh8VPk2UjU99wjmAUjYOAAAA8Hrm9nefnN9s1vTJAgAA AHCSPEh0yDDR0U4Nnw4d07J6BwAAAPC6rlo6vjnhk1Q2DgAAALBOVysdP8dpd8rGAQAAAJbvVUrH Dw6flI0DAAAA3ISr9Hhv1vBJAgAAAHA2Vy0dPyV8UjYOAAAAsE5XKx3fHPnJKRsHAAAAWLerlI6f etqdsnEAAACA9bh66fhB4ZOycQAAAICbcvE+782SPzkAAAAALmJO6fjbsjv9dPW1u/yJ9T45ZeMA AAAAy5VX79papbhOznc2J3xiORnrrdzFJy54AgAAAFimPGDUTj+9Ta/P220H5TyPR3xCcftmxicm eAIAAABYlpzvxHDRqHi8PVDuapNPvaP4RkXjysYBAAAAlqsNn3LXU/cwuUNOvJsdPjUn3bXH8fU+ uTfltEJzAAAAAC4nZzyj1bu83XZUznNsONR+UqOVu6NHsgAAAAC4uNGGWx4yyr3eB2dJx4RPeRfw TfPJnGUXEAAAAICriOwmcp48+dQrHD8469kc+QmNCsfzyt2bInwCAAAAWLqprCdW79qsZ3be83jE J9KmYVPH7wmeAAAAAJanPfGunXxqr7zldpBjT7vLe4DtldMwJ90BAAAALF+efDrriXezwqcjT7oT NgEAAAAsW3viXdv7dPKJd6cUjo9Ousvt5yaeAAAAAJbtoifeHRo+OekOAAAA4LZc9MS7zRGfSCRh Uyt3CscBAAAA1uNiJ949HvAJhHb/r1dAJXgCAAAAWLarnHh36OTTZuKT6Z1yF39OEAUAAACwbBc5 8W5v+NS8k95Jd/kTUjYOAAAAsC4XPfFuc+An0X4iU1NPwicAAACAdbjYiXebIz+JSL8em8tJdwAA AADrMzrxrl29O3jo6JTOp9FJdwcXTwEAAADw6kYn3vWyn/xnJj0e+MFHCdho7Q4AAACA5XpoXp57 0Nzs4aPNgZ9EvPO2bLw3egUAAADAOuzr+u5VLn2y78S7QwrHRyt3+YO3n4AgCgAAAGD52sPmetNP 7dTTrNxnMnxqkqv2g/dCqPYTAAAAAGAd2vCpPWgu5z9nLRxvk6/e6NVRyRcAAAAAi9KGT6PC8bN2 PsUHjg/e9jz1dv4ETwAAAADrMrV2lyuX3pRzrd01H3zU+dQmX4InAAAAgHVqB5Dyyl3b+5T/zNDj AR/0ofT7nnpl4wIoAAAAgHV4aF7uDSDlIOp8hePNO9h31J7gCQAAAGC9Rmt3uXIpDyDN2qg7pnC8 13LeK5sSRAEAAACsx0N5mQP1AqgcPH1627dfvR++07mdT3nqaSr5Mv0EAAAAsG7t9FPOgdrC8b2G 4dM2scrvqN33G51yJ3wCAAAAWKc89dQGUJEJtUNIkzYHfuBR2uWkOwAAAID1m7t2d7bC8VL6RVNt 6rUpVu4AAAAAbkWbBeXD59rVu4d972ifsydeAAAAACxKznRGB8+NSsdLmciDNjM/cLty10u7Nr5P AAAAAKuXO58igOrlQCdPPj00b9ebeoqrXbkzAQUAAACwPu0GXNv7PTX91LU58AO200+PZTcJEzgB AAAArF9v+qkNnXZypbdfve++ozmrcr2ppzbt0vkEAAAAsH4Pnat38Fzv7bq64VMnqcqJVhs6mXoC AAAAuB3tFlzOhPI1awhpM+MDjVbvesfqmXwCAAAAWL+pLCgHUicVjrcfbPRB3sz9YAAAAAAsXm8Y KR88d9bwKX+QqaRL8AQAAABwW9osqBdAHdf5lPTCp/yBegVTAAAAAKxPznZGU0+96af851+Y2/nU C57a6ScAAAAAbkMeRooA6m3ZzYROmnx6aN6mFz71pp9KMQEFAAAAsGb7Dp/rrd4NbY74QDnpygmY wAkAAADgdozCp7Zs/Esm9Par9y/eyeaAD9Jbt5s9YgUAAADAKjyU/ol3OYhqs6BhLvQifGoSqqkP 0oZPAAAAANyOUQDVbsIdtXbXS67qNTVeZfIJAAAA4DbkXCgPI+XhpJPCp/yB9iVbQicAAAD+f/bu RbuJZNkWaFqGDefuc/7/F/v92M3u5mnfTlC0QuksqfSuKs05hobBgAHZ2FWLiJXA8vRyoTaE2htA HRI+PQ78RjkJAwAAAGD+eit3r8rLk+5OCp/Okm4BAAAAMFtt/3cvgNq5GXdI+NT+BlbvAAAAAJal 1wPeTj31pp/yr9+yr3A8r9y1bzxPQQEAAACwLO1GXM2EXpftbOioyaeH5sd74VNv+qkUE1AAAAAA S9AbTOo9ci1T1+rA3yAnXKsxvwEAAAAAs9VWMg0FT/9kQ6/fvN16A6sj3/jo0SoAAAAAZqd32l27 htdmQt18aCt8apKpXuH4QWNVAAAAACzGQzni8LnVjjfUvtE22XLaHQAAAMCyPYx47LQ64TcCAAAA YLke9rx+1AF0q5G/0dAbFUQBAAAALFtvKOlF0fiQ1YG/URl4owIoAAAAgOUZqmTqFY93rUa+8aN2 +gAAAABYhNWex2BWdEznU/t6AAAAAJant2r3Kj0ey4nh09iRKgEUAAAAwHLVHOgxPXoB1GBONBQ+ 7QueVuWwvigAAAAA5qE9fK439dSbfsq//h9jw6c21WoTLdNPAAAAAMvTDifVXOh12QRPR00+tbt8 vXGq/MYBAAAAWJ5eRtR75IqmF1adN5p/rBc+9aafSjEBBQAAALBE7XbcUPD0Ty70+s3bf37x2Mmn CKBirKotHgcAAABgWXqn3bVreO263YvhpF2dT0OJ1qh9PgAAAAAW56Ec2AP+T/iUx6FKv3B89C4f AAAAAIvSm3DKLwetBt5Q+0bbcSqn3QEAAAAsXy/3OSgHWh3wmwiaAAAAAAijpp9WR7whIRQAAAAA o6wO/Pm9MSshFAAAAABd+8Kn0eVRAAAAANBaeQoAAAAAuBThEwAAAABjPIx4vCB8AgAAAGCfoR7w vVVNwicAAAAAdslB02rgYfIJAAAAgJOs9jy6AZTwCQAAAIAhbadTzZJepcdjET4BAAAAcKKaIT2m Ry+A6vZACZ8AAAAAaOUQaWjqqTf9lH/9V8InAAAAAHZpi8Zr4PS6bIKnoyafHkY8AAAAAFi2tu/p ceCRe5+2rA78TdrXAwAAALB8efppV/D0T170+s3bry/3TT7tOzpPAAUAAACwXL3T7trMqM2JtjKj 1Y43utrzAAAAAOD+HFTPNCZ8ao/PWxX9TwAAAAD3pjfhlF92rXa8kV7w1O7zAQAAALBsJ3WBrwZ+ 0dDUU2/6aegPAQAAAMCy7Z1+GjP5FAHU67IJngaPzwMAAACAMNT5NHR0Xl650/kEAAAAwE5fw6fX b97m1/UKx9vgydQTAAAAAHu1nU9th1MOoVbp+067AwAAAGCvfSfWPRRBEwAAAABHGhM+tS+FUAAA AACMsjrg5z50vi+EAgAAAGDQrvCpnXoCAAAAgIOsPAUAAAAAXIrwCQAAAICLET4BAAAAcDHCJwAA AAAuRvgEAAAAwMUInwAAAAC4GOETAAAAABcjfAIAAADgYoRPAAAAAFyM8AkAAACAi9kVPj03LwEA AADgIIdMPj13vi+YAgAAAGDQvvDpufNS6AQAAADAKGPCp/YBAAAAAKPk8CmHSzlsekqP5/RSIAUA AADATl/Dp08f3ufXtaHTl+aRgygAAAAAGNRbu9sVPOUAyuQTAAAAADu14VO7bhdh0+e/H5/WL9s1 PAAAAADuU3tY3Qurzk+u8uTT584jTz6VYgIKAAAAYKl6uc/oHGjM5FMOndrVOwAAAADuQ1vBtHfq qVrteEND009OuwMAAAC4X8/lgGxoTPg09AAAAABg2dqQ6am8zI16E1H/BFKrPW94KHgy9QQAAABw P9otubaaqe0HL58+vP/6cjXyjZ9ULAUAAADALPX6wXuPHEBtWY14w0MPAAAAAJav3Y6rneCfyvbh dIObcivPHwAAAACNXodTBE/tI08+5V//lfAJAAAAgH3albte+GTyCQAAAICD9E67G5p66lY1CZ8A AAAAGONpz0P4BAAAAMDB2smn0cFTJXwCAAAAYJ/nzvcHA6dM+AQAAADAGM8jHi8InwAAAAC4mH3h 03PzEgAAAABGO3TyaWi/DwAAAABeGBM+PXdeCp0AAAAA2Gts+LS3PAoAAAAAWm34lMOlHDY9pcdz eimQAgAAALhPo7rC/wmfPn143/7iHDp9aR45iAIAAABgmXpDRwflQasdb3goeMoBlMknAAAAgOVr M6BRU0/Vas8by+HT578fn9Yv2zU8AAAAAJbv4G7wXudTyJNPnzuPp9LviAIAAABg/tqQKXeB56Gk nfnQ2MmnHDq1q3cAAAAALNfYXvB/QqfcLb6r86l9w0NTTyaeAAAAAJZnqJrpoIPpxoZPQw8AAAAA lqvNh3In+KhD6VZ73viuAMrUEwAAAMDy9DqcInhqH3nyKf/6f6wO/E2fO68HAAAAYLnalbte+HTS 5NOuBwAAAADL1DvtbmjqaTArWh34G5aBNySIAgAAAFiufb3gJ4VP7Z5ffp0JKAAAAIDlaiefDgqe qmM6nwROAAAAAMs3NIQUQdSorGg18IZ7b7xNtEb/JgAAAADM0nPz7V4mtNNW+PTpw/sy8AbbVvO2 UAoAAACAZRo6iO5pzC/ed9rdUPCUAyiTTwAAAADLMrRm1+t6ajfotqxG/AY5fKrH6H1av2x/MwAA AACWZexW3D/ZULNZN9j5FPIb/9x5tL+BCSgAAACA+RsaTDq4lumQyaccOrW/CQAAAADL0q7Z5Y24 0ZVM+zqf2tGqoaknE08AAAAA89fbcIvgqX3kyaf867ccEj7lEateuRQAAAAAy9Ku3PXCp6Mnn0p5 uXrXC6FyGgYAAADA/PVOuxuaeto5mHRI+NQ+rNwBAAAALNdZtuL2FY7nbz+X4aP0hFAAAAAAy5Fz oV7o1K7cDXoRPn368L79jXrF4+1pd0InAAAAgGXprd4NbcYNGrN21550NxQ+mXwCAAAAmL/epls7 lNRmQUcVjre/QW41/7R+2SZdAAAAACxDmwntqmP6qtmo+2pX51PIydbnzqMdsTIBBQAAADBfQwNJ eTApn3h39Npd7zdqj9TLiRcAAAAAy9B2POVNuIOqmMZ0PrV7fUNTTyaeAAAAAOart9kWwVP7yOt3 +de/cEz4tKtwHAAAAIBlaLOgXvh08uRTSW9gqFxKAAUAAACwHL2T7oamnvbmQasDfqOhkqnezwMA AABgvnZlQaeHT51j8XLBVB6zemp+MwAAAADmrQ2ehuqYRg0hjVm764VO7a7fqB0/AAAAACatt+G2 q//7bKfdtWNW+Xg9008AAAAAy5IPoMudT1+a1/+js0n31b7Op9CbfsqPdsfPBBQAAADA/AwVjbdb cDmE2umQyad26ulT85s/ef8AAAAAzF5v6qmXA42qYFqN/A3b1bve8Xo6nwAAAADmqbfRliefelnQ U/Pru8aGT23f09HH6wEAAAAweb3u73b66WyTT6X0V+/aEErhOAAAAMC8nX0DbjB8WjeU5zfydMBv KoQCAAAAmJ8cPOXpp95G3KhBpLGTT73fsA2g2hAKAAAAgPlpK5h6W3Cj859jCsdz6JR3/XLvUylC KAAAAIA5abfadm3APeVfs96g61qN+E1Dnn7KJVPxMPUEAAAAMF9t6DS0+dY77W7QoZNP7bhV23Iu gAIAAACYl5zltH1POf/pDSCdrfNp6Dduj9lz4h0AAADAfO2qXqqP3tTTzixodeRv3CZevVPvAAAA AJiPobW7dvMtF46fZfKpLZrq9T61heMCKAAAAID5aYvGhzbfRm+/7QyfmqbyoWP28h+gDaAAAAAA mIddp9zlCaiDsp9zdD61jec5+RJCAQAAAExfu/nWGzw6avNt7NpdiN+gl3odnHwBAAAAMAn7Kpd6 nd9fNZtzLxxaOP5chlfu2sknARQAAADAtOUMZ9fUU5v9nKfzqfOHGVq9a0unBE8AAAAA85IHj/LG Wy/7yb9mp9URf4Cn8nLdrjd6JYACAAAAmIddG29DlUtnLxzft/vXW7sTQAEAAABMX1s2XvOej2U7 gGrX7kbZGz41pVFDx+3taj0HAAAAYLp6A0eR93xcP/Lk09Mhb/yUzqcxpeP5LwAAAADAdOW+p97K 3YuNt30n3VWHrN2FpxF/EIETAAAAwLS1NUtDfU/txttBmc/qhD/QrtZzARQAAADAfAyddJfX7trM 56yF46Fdu8vBU5RQOfEOAAAAYD6GTrqLrKe37TY681kd8QeKACp+44/NH0bpOAAAAMB8XOyku2pU +LQuj+rtAe5avRM6AQAAAEzbRU+6q1ZH/qFyEtY+eqfemYACAAAAmK6LnHRXHVs4nncA27U7J94B AAAATNtVTrqrVif8wXrt5068AwAAAJiXi510V51SOO7EOwAAAIB5u+hJd9XqyD/YvhPvcgmVAAoA AABgmi560l01Onw68sS7J+9DAAAAgElqT7obWrk7+qS7anXiH+xL8wdqe5/a6ScTUAAAAADTkgeM znrSXXVM4Xi8HCqhalfvBE4AAAAA09FutrXhUztkdFK397GTT09leyTr48Af7Ohj+AAAAAC4uMh5 9g0YReF4KVcqHM9/sE9lePUuh1QCKAAAAIDpyLVKvWql6Hw6Kd9ZnfgHbEeyPpSXvU9CJwAAAIBp 6W229YaL8oDRURnPQeFTc+Ldrj9cr3hc6TgAAADAtPSGi3rZztF5zilrd/GHa8ey8vSTzicAAACA 6XguLwvHx0w9/TNYdMhJd9XqDH/InI59KP3VOwEUAAAAwLTsW7vrbbQdbHXiH3BoLEvpOAAAAMB0 tUNFQyfdnVyntDrDH1TpOAAAAMC85LW7XKn0qWyv3EX49HTsb3Rw+KR0HAAAAGDWerlOm+3E604K nqrVGf6gSscBAAAA5qetVGqnn/JG21Fl49Wpp90pHQcAAACYh/aUu3abLfKcdqDopEzn1M4npeMA AAAA85K7nnZlOhE+5V93sNWZ/sBKxwEAAADmoRc+fSjb22xt59N1J5+UjgMAAADMUs5z2uDpfblA j/fqTH9gpeMAAAAA09X2d8fkU95ia3u8twaJjikbr1Zn/EMrHQcAAACYvqGy8XicNctZnekPrHQc AAAAYPp6Q0Q5fOpOPZUbnnaX/+BKxwEAAACmK6/bRY4ztHKXJ59OcnT4pHQcAAAAYJZ6Q0S9Dbaz 5DarM/2BlY4DAAAATFOvaLwNnnZ1dx9dNl6tzviHVzoOAAAAMG1DJ93lyacYMDrL1tq5Op92lY73 pp8EUAAAAADXNTT51Dvlrh04OtrqzH+BMaXjT97XAAAAAFeVO7uHpp4ukuGcFD7tKB3f1ZSeJ5+U jgMAAABcz9DkUxs8nS2vOdfkU6/zqRdA6X0CAAAAuJ62bDwGh3ZlN1uDQ6eUjVfnPO2u/Qt8aB5K xwEAAABuo+172rW1dray8Wp1ob9EpGfv149egmblDgAAAOA6emXjQ4NDbWXSSU4Onzq9T21pVQ6g etNPQigAAACAy8m5TTv1FLlNTD6dfWPtUpNP+S+Swye9TwAAAADX0fY9tVNPbWbThk8n9z1V5y4c 3/UXuWiKBgAAAEDXTQeGVhf6y8RfJP9levuDVu4AAAAALmtXT/e+qqSTnXvtrv3LfOj8ZT4WvU8A AAAA19D2PeWi8ZzVtIfEnc1Zwqe0/6f3CQAAAOD2hvqe2qwmTz6dfeqpuuTkk94nAAAAgNs6elDo HGXj1eqCfym9TwAAAAC3dXTf0+s3b8/yBzhL+JT+MHqfAAAAAKbh5n1P1SUnn/Q+AQAAAFzfZPqe qtWF/nJ6nwAAAABuaxIDQqsL/+X0PgEAAADcxtF9T/EGztH7dHL41PlD6H0CAAAAuK1J9D1Vl558 0vsEAAAAcD2T6nuqVhf8S+p9AgAAALiNyQwGra7wl9T7BAAAAHBdJ/c9ncsl1+70PgEAAABc31n7 nk4tHT8pfNrzm+t9AgAAALieyfU9VdeafNL7BAAAAHAdvZW7mw0Era70l9X7BAAAAHB5Y6qQYiDo 4n1P1erGf1m9TwAAAACn663cfSqbPOav9SNvou3tewqn9D4dHT6N/E3H9j5ZvQMAAAA4j5zF5Bwm wqf2pLuLDgFdc/Ipwqd2zOtqBVcAAAAAC/dUtiuQInzKk085i7l4DrO6wl+6PdrvY/OXjr9wL4AS QgEAAACMkweB8uFvOXgaOgBu1oXjz6V/4l3+S38o271PAAAAAIzT63vKG2h/lZedT6P7nk61uuIT 0JaOt+Ne+S8ugAIAAAA4zK6D39qy8S/lwP7tY0vHjwqfDvjNei3rH5u/eF69y6mblTsAAACAcYZW 7noDQG3R+Ow7n0rzl9838qX3CQAAAGCc3spdr3O7N/l0lc2zaxaOfxl4AnadegcAAADAOLnvad8p d1fbPLtm59PzyCfA6h0AAADAYaJDO7bOcvbyZxnOXi5udeUn4dDRL6t3AAAAALsN9T3lzGVX7jLa MaXjB4dPRzab93YPI4H7swyPfwEAAADQ1+t7GtO3fdW6o9WVn5BdjevxROTxLwEUAAAAwG5DAz+5 bztPPV21b/vVFZ+EXa3rQ9NP7fjXg48nAAAAgH8Mrdz1urbrj+e8ZXGdT6V5MiJ8+jM92vKrL0Xf EwAAAECrt3J3SM/21dxi7a7dP8wBVH1CPpTtHUSrdwAAAADDeit3vVPuji4azw7tA19d8o03hkrH 48nIAVSET1+K0+4AAAAAhsTgTqzc9aae8pbZVcvGq9UNnpT6F9wVPu1K5IRQAAAAwL17bh5DU09D K3dXzVhu1fnUO/rvv2U7gLrJ8X8AAAAAMxHBU1s03g753DRjuUX4NLR6l1O53Pv0pQigAAAAAFp5 5a7mKO2GWXRt3zRjWd3oycnJ3JgW9nacDAAAAOAe9VbuIl/p9WqftWz8GLfqfGpX73Iy91fnyflS hE4AAAAAobdZ1q7ctfnK2bKVQw6lW13ijY54ctp0Lhdi7WpiF0ABAAAAbAdPsVUWoVPt1c6bZTet NVpN7EnatXrn1DsAAADgng2t3OWppzjQbRIrd9Xqxk/W0HhYO/0UTxIAAADAvRs6zO0qK3eHWk3g iWqPA2ynn/LqnQAKAAAAuHezWbmrXt3oSepNPuXVu6Hpp3Y87MHHGwAAAHAHZrlyV60m8MTF9FOb 1P1ZXhaPO/UOAAAAuGeTWbkbezjd6pxv7IQnK4dP7ztPVoyJWb0DAAAA7tmsVu6qVzd8soZKx3tp XX7CrN4BAAAA92S2K3fVaiJP4K7w6f3AkwYAAABwT2Z1yl1YTehJy6t39Yn6b9kOoD6W7QAKAAAA 4J7MbuWuenXjJ23f6l0EUDH9ZPUOAAAAuCezXrmrVhN6Ig8ZGbN6BwAAANyTSa7cjTmkbnWON3LG J8/qHQAAAMBLs1y5q15N4MmzegcAAADw0uxX7qrVxJ5Qq3cAAAAA22Z5yl1YTfBJtHoHAAAAsDHb lbvq1USexLGrd70Uz+odAAAAsDSLWLmrVhN8YofCp5zkfSrbSR4AAADAEk1+5W7fYXWriT6ZefUu h0//TU/o5zKxJA8AAADgzGa9clftDJ/2JVdn1lu9i96n3ihZPKk5gBJCAQAAAHO3mJW7ajXRJ7gd JcuTT7l4PBI9oRMAAACwNLM+5S6sJv6kfiyb8Ond+hEBVC/VAwAAAFiK2a/cVVMMn3IA1fY+vSvb vU+9kTIhFAAAADBXvZW73sFss1i5q6a6dtcbKWunn/ITbPIJAAAAWJJ8KFvuxc61RJNfuatWE32C c5lW79S79glWPA4AAAAsRd4Mi6LxMZ3YkxzOWU38Ce6t3rVPst4nAAAAYAnyUE0ETzUXGVq56+Ui N8lGXr95O/hjU558iie5nX7KpeOR8OUnGgAAAGDO9m2E9fqwJzuQ82roB3YlVld6ktuUL3YbdxVr tQnfg49XAAAAYEZ6Xdj5ILbchd0O5Oh8OvIJH2p1z0cKRu+T6ScAAABgjtqVu1xFlA9ia7fBJnvK XVhN/EnPze77xsw+T/3JBgAAANgj8pA6aBNZSG/qKW+CTboHe+rhUztqtmv1LtrdnXoHAAAAzEmv aDxykKED2PIpd5POP1YzeQe0q3c58YsAajZPOgAAAEBHuwHW5iCzW7mr5tD5lCefPqYnfVfDu+kn AAAAYE7ayaccPOWppzyAkzfAJms1oyc+F23VJ7smfn+UzfRTHjmb/BMPAAAAUPordzH1lE+5663c TWrq6fWbt93Xz2Xtrj1isF29G5p+AgAAAJiDqB2K8Ck6r3dlH7MYvOmGT0NJ1UTeAR/Kdul4m/59 Kpv0z+l3AAAAwFS1U0+9wZu2duhjmckpd2E1o3dEbnuP0bNI//4o2wmg4nEAAABgLtqVu32VQ7Mo Gg+rmb0Tdq3exTtC8TgAAAAwJ8fWDc137W6CesVbvXeE4nEAAABgDnLWkbe9YuqprRqa7bbXambv lHzqXSSBMYLWrt4pHgcAAACmrtdzXfONWLdrN70md8rdPqsFvEMUjwMAAABzsqtoPHdcz37lrlrN 8B2jeBwAAABYgqGi8V7fU1sxJHy68DtF8TgAAAAwd0MZR9QLvSubAZv2lLtJev3m7YvXzTF8UjwO AAAAzNXdFI2HF+FTL6Ga4DtJ8TgAAAAwZ4svGg+rBb2DFI8DAAAAU3ZXReNhNeN3lOJxAAAAYI7y yt1ii8bDnCefFI8DAAAAcxOZRGQaOXiabdH4LquZv6OOKR7X/QQAAABcW7ty1049xSZXDNMsZptr NfN32pji8dz99KWYegIAAABuJ089DRWN1++3wzSzzTNWC3mHtcXjbVo49A4TQgEAAACX1paM56mn vG431GE925W7arWQd1z7ThsqHs/TTwAAAADXNDT1lIdoctF4/XmznnqqljD5lFPDdlwtp4Z5+unL Et55AAAAwOS1XU85fGq3t9oNrllOPb1+83br+6uFvAOf1u+4tni8TQ1NPwEAAAC3EIeg9Q5O+8/6 EafctQenzTrD2Aqf2mRqJtri8dwS33Y/5fBJ9xMAAABwDZE97Coaz4em5fBp9lYLeQf20sM2Ocw7 kzk9BAAAALiEduWunXrKlUEx9RSDM4uYeqpWC3qHtsXjf5bt9buh1TtTTwAAAMAl7Zp6yhtb7Sl3 i8gtVgt6J0YimN+R70r/uMI8/WT1DgAAADi3tmQ8D8z0pp6iLqg9KG32Vgt7h7an3uXW+KHuJ6ET AAAAcClDU0+9g9I+ls3K3WIGZVYLe2fmNLE9sjCHT7m868vS3qkAAADATbVdTzl8yllFHJaWs4pF TT1VqwW+Y2P1bleBV7xTTT8BAAAAl9I7IC2mnvIhab0D0oRPE5UTxVw8nt+p0f1k+gkAAAC4lFwR 1Csaj3W7dkPraWlPxJLDp94423/Ky+MLc/E4AAAAwCnalbt26qndzop8IrqeFpdRrBb8jv7Seefm kbZ2+snJdwAAAMC5tFNPQ73UeTgmqoGETzN457bTT3817+BYvevtVAIAAAAco1cy3tYCteFTDp4W uZm1Wvg7ulfo1YZPMdq2yHQRAAAAuLo89dQLntqhmFi5W0wu8frN23++veS1u5hkOnT6yeodAAAA cKh26ikPxOQu6t5haIudeqpWC3+Hxzs7wqddI255+gkAAADgGL0T7mr+UEOn38umi7rNI5YfPuVx qAW9s3PauKvcK5LG9h0uiAIAAAD2OXTqKWcRsYm1WKs7ecd/KruPNYx3uuknAAAA4Fi9rqeaPfxe NlNPsXIXU0+LH4BZ3cE7PVLHaJeP8CknjjWAyt1Ppp8AAACAMcZOPUX4lA9AiwxC+DTzD4B8vGFe vWt3LXsn3wEAAACMERlE7p6O/KEtGm/zh0VnEKs7+QCId36efmrf+aafAAAAgEM8l+3JpzZ7yJNP ETzlqae7yB1Wd/SBEN1Pefrp9/TIhV+mnwAAAICxnsp2+JQ7p2Pwpbd1tdgT7rJ7Cp/yqXf5gyAX fpl+AgAAAA6Rc4cYemkPPHtXNlNP+YS7u8gbVnf8gZDDJ9NPAAAAwCGGVu7a4CkPu+QT7u5i6qm6 x/DJ9BMAAABwLu2wS1T95OCpvu6uTrjLVnf2wWD6CQAAADhVnniKnCGKxofCpxw83c3UU3Wv4ZPp JwAAAOBUecilFzzlE+4+ls3K3V3lC6s7/KAw/QQAAAAcq516yl1PETzFCXcRPr1f/5y7m3qq7jl8 Mv0EAAAAHKt3wl3NEmquEPlCXrmL4Rbh0518cJh+AgAAAA51yNRTfeSpp8/rX3d37j18Mv0EAAAA HKrX9dQOtbRTT3ebJ6zu+IPE9BMAAAAw1tipp8gTomg8n3InfLrDDxjTTwAAAMAhxkw9RfiUu57u Lkd4/ebt15erO/9gMf0EAAAA7GPq6QTCJ9NPAAAAwDimno6w8kFj+gkAAAAYZOrpRMIn008AAADA fqaejrTysWP6CQAAAOgy9XQGwifTTwAAAMBupp5OIHzafBCZfgIAAADarCBPPcXAiqmnA3wNn16/ eesDyvQTAAAAsMkJwlPZrNu9L8PDKqaeBph82v7AMv0EAAAAlJQR5EGVmgfUoZSYePpt/e0YVDH1 1CF82v6gMv0EAAAA8oHnJif4mDKCmg38tn7kqad2SEU+sCZ86n+AmX4CAACA+9au2+WS8QifYurp /frnCZ86hE/bTD8BAACAXCCXjMfU07uyHTxFRhDDKR+L4KlL+DT8gWb6CQAAAO43G4hcIErGo+fp 17IJn96ts4HoejKU0iF86n+AHTr9lAvFfKABAADAfPOAp/KyZDzygF/LJnz6T9H1NIrwafcH3Jjp p/hAi/W7p+btAAAAAPPKBNqpp7brKaae/mryAOFTh/Bp+AOtN/0Uxynm3c52xC6OYfTBBgAAAPPK AXpdT2NPuHsq2wMprL3yFOz9wNuVdv7f34///fvx//5+vP378a/1c/pYtsOnB08nAAAAzCILyDlA XrmLR3vCXQyiGEIZIHza/QGXP+jiaMU8/fR/68e//378z9+PN+vntE6U1cDp0dMIAAAAs7j/b7ue 8gZUDKHkdbsPRdfTKMKncR+A9QMpwqc/1x94deIph0/t9FMEULHaaPoJAAAApnffH2r49Dnd/7fd z3H4WO5+zgePMUD4tP+D8Dl9AEbL/bv1B97/pkeefnpdvk09mXwCAACA6d/7R39ze++/a+pJyfhI wqdxH4S97qf6Afjv9SPCp173k+knAAAAmO79frv1NFQyng8cyyXjgqc9hE/jPxjz+F3sfdYPvho6 xfrdUPk4AAAAME3tul0uGY/wKVbudD0d4Wsw8vhKBrVHfCA9pEedZqpPXF2xq0FTXbd7WzbB0+uy 3f30kN4GAAAAcNv7/FwyHptOddCkhk0//f348e/HD+uX9ft57e5TMfU0ytOXz8KnI+TwKQKof5VN ABWPPPkUP1cABQAAANORp57igLFfyrew6fuyCZ9+Xf/Yn2VTNG7qacwTLHw6WA6NaphUn788/RST TxE+9aafHorwCQAAAG6lN/VUp5nqWl0NmWrwVEOnGj7V4Onn8m3qqfZAxcqdqaeRavgkdTr8AzQ+ OHtHL9bRvF3dT/kDUwAFAAAAt73Hbw8Xa7ue8qpdzQGccHcE4dPhH5i5fPxD2aSj/y6b8On/1t// n/JtCipPPykgBwAAgNvf139p7u17J9z9sX59DafyCXdPnsrxhE/HfaD2mvDrB2ideMrhUzv9FAHU av22TD8BAADA9e7nQ3tf3wue6vffrX88pp6+FBNPB/s6hfO1/Env0yFycXiESdH/lMvH49vR/fRY NgXkup8AAADgumLVru16ihPuctdTLR6PkvE6HZVX7hhJ59NpH6y93dD6Qfnv9eN/S3/6qYZPpp8A AADg+vfx+X6+TjONWbeL0+0ET0cSPp32QZvH9OoH7Lv1B2kNnWL9LpeP1wmomHxapbclgAIAAIDL 69XotCXj/1m/rt7ntxNPwqcj/FN+be3uYPEB91C21+/qE/l6/Yj1u7yCl7uf8gMAAAC4zP17LhmP dbsYIIl1u/r4cf39fMrdp2Lq6Whfq57iO8Knk+TwKQdQb5pHdD/l9bv8NgAAAIDz6ZWM12mmODjs 5/ItcKo9TzV8qsHTr2XT9RQrd6aejqTz6TwfxLn7KY5nrON5dfWujuv9b9levWunnx49jQAAAHDR e/d63/453bvndbtfy/YJd9H19KkIns5C+HSeD+IY3WvLyqJ4PJeP5wmoCKCUjwMAAMD579eHSsbf lU3J+K/rR161qz9P19OZWLs7j7a/abV+bmP9LrqfovcpwqfHsikgf0hvCwAAADiP3rpdDZvyul39 9i/lWwD137IpGo9T7jjCpw/vv74UPp1fG0BF+NQLoHLwpHwcAAAAzqNXMl6TkDrZVKedatdTDZ1q +PTj+vu/rX88Vu4+FxNPJ6l9T5XE6fwf1HFkY27Or+t2sYJXX/5P2V6/e2w+oAVQAAAAcPw9ev72 rnW739aP2v9Up6LqxJOupzMTPp1PjOHlRDW6n2rY9O/0UD4OAAAAl7OrZLyGTXXFLsKnP8qmZLzt euIMhE+X++DOqWoOn/L0Uy+AUj4OAAAAx9+XH1oynqeelIxfgPDpMh/kMf2Uk9UIoOL0u3b6KcrH 89sSQAEAAMDhci1ObCb1pp7+UzZTT7Fu91SUjJ+VwvHLikmm+nhVNqff5RJy5eMAAABwOiXjE6Nw /Dof7Pkox5h+2lU+HgHUKr09ARQAAADsvxfP31YyPiHCp8sYWz7+/8rL7qcIoB7TPxoBFAAAAOym ZHyihE/X+aDPaWsNmmL6KR41gGrDp4f0EgAAABi+/263kJSMT4jOp8t6aL4dE03R/dT2PsXqXQ6g em8LAAAA2A6LcvBUg6UaOtVpp9rvVHueflh/u76uBlB18inCpyga54x0Pl3vH0Evda3TT9H/lFfv avdTLiB/KNsn4AEAAAD9e++2+qZON9WQ6deyPfX0bn1/Hut20fXEhQifLv8PoBdA1X8ANWjKAVSE ULl8PE68iwJy008AAACwfc/dHvoVgx9DwZOS8SsTPl1eLh+P8KmGS0PhU1s+/tj8wxJAAQAAwPZ9 d0w91VApDvyqgdMvZVM0Xl/XTj0pGb8CnU/Xl6eZ2v6nN+nbMf20Sr8mHgAAAHDP8sRTXreLiaef y7eOp+/Xj5/Kt9LxHD6Zerqw6HwSPl1PWx4ej14AFeFTPv1uNfC2AAAA4J70SsbzxFMNnqJk/Pv1 t2PyScn4Fb0In+orBFAX14ZGvemnfApeL4B6GHhbAAAAcC9qAFXDo7ZfuYZMMfUUp9vV78fUU52O yl1PXJDT7m7zDyMS1d7pd7Xz6d/pZe1/yt1PETzlAAoAAADu7d566HCven/ddj39tn6dkvEbetz6 jsmna2jX74amn9rupxxA9d4WAAAALFlv3a4GTzVYqgFTDZvqpFN0Pf24fl3tgMrrdkrGr8Tk023/ sfTS2Tr91Dv9LkrI6/sqwqfH9LYEUAAAANzbPXUuGa/BUl25qyFTTD39uv5+e7pd9DwJn65I+HSb fyi9AKr+Q6lBUwRQ/7N+1FCqd/qd9TsAAADu7V46309/KJuBjrpeF6FTDp6s293Ipw/v//m28Ok2 ovupfuBH+FTDpQif8uNt2Uw/Wb8DAADg3gyt28XUU125q+FTnnqqr2unnkw83Yjw6bb/eGr49FA2 O6oRQMUKXm/6yfodAAAA93gPndftPqzvo+sWUUw95ZLx+vpe8CR8ugGF47fVTi/Fo1dAnsOnPP2U HwAAALAk7bpd7nmq000/l28F41Ey/lPZTD7lkvHoeuJKomy8kjZN4x9Rb/3ubdlMQMW3rd8BAABw T/fMobdulwvGfy6brqc69fRn2S4ZN/F0Q8Kn2/9DiuQ11u9y+bj1OwAAANw3D6/b5Z6n+v3/FCXj k2PtbhoeOt+3fgcAAMC9Grtu9/368WP5FkK163ZKxm/E2t10/1FZvwMAAMA98sah63a5ZDx6noRP NyZ8ms4/LOt3AAAAsH2ffOi63fti3W5yrN1Ni/U7AAAA7pl1u4XIa3eP7Q8IoG6uDY1W60es2L1O jxpAvSrW7wAAAJi/3rpdnniqIVMNmyJ8qt+uYVSdfKrBU556Ej7dmM6naf9Ds34HAADAvd8XW7db kMcXrzD5NAXW7wAAALgned0ugifrdjP16cP7re9Lmqb9j87pdwAAANzDPXDIU09Ot1sIk0/zkKeY ImCKCaj8yNNP8XhIbwMAAACm5Dm9rOFRDZFq8BQVNHW1Lqae4vFT+RZA1R+vK3cRPlm3m4jc91QJ n6bN+h0AAABLFz1PcbpdDZ5i3a5OO0XoZN1uJtrwSdI0/X+Ax67f5fApCKAAAACY2j1vhE+f073v u/Jt6ilW7X5af7u+zrrdzJh8mpdD1u/aFTzrdwAAAExFr+cpn2xX1+pq4FQnnr4rm3W7CJ+s202Y tbt5GrN+167eRfjUW70TQAEAAHBrMfGUC8Zj4snpdjNm7W6+/yDHrN/FCl67fheTT+0peAAAAHCr e9y8bpennvK63c/rb9fT7d4V63az9GLyqaZTpp8mL08yrcpmBS+v3eUJqHb1rhQhFAAAANfXrttF 8FRDpTrVFOt2MfFUp59+LpvT7XL4ZN1uokw+zfsfaEw/xThiff/VVbs8ARWTT3kFL4dPj+ntCaAA AAC45n1tSfe2n8v2ul2ET3niqX6/Tj39d/3zIniK0/GYgcfuK00+TdlQ/1NMQMW0UzsB1Z6A91CE TwAAAFxXrNrVRw2e6iRTDZZq8FTDpl7PU6zcvV//Gqt2E/bpw/sXr5MyzfMfaVWDo9z/1JuA+tf6 MXTyXSkCKAAAAK5zP9v2PMU9bZSMR8/TT+tv19fVUKp2QdXVvBo86XmaIeHTfP/B5vW7mHiKAKp9 RBdUnn6yfgcAAMC17mNDnG4XwVOdeqqTTbFuF8FT/X4ETzHx9KXoeZol4dM8xfRTTYojSIoVuxpA DfU/RTF5hE3xbQEUAAAAlxQTTzFIEafb1YCpTjhF8DR0up3gacaET/P/hxsnA6zKy+mnNoTK008x AdWu4QEAAMA5712fO/ewNXiqp9fldbuh4Kn+Gut2MyZ8mvc/4JiAqqnxav2PdyiAyqffxQl4bem4 EAoAAIBz3reG3PMUp9vFut1PZTP1FD1PcbqddbsFcNrd/O07/a4+ovMpVvPi9avysoRcAAUAAMCp ntPLGh7V4ClOt4uJpxo4xel29WWcbld/PErG66+L0/GYgacvn1+87nHoJwqgZmVfABXTTnnyKfc/ 5Ufv7QEAAMChYmOnPiJ4qhNNdbKphkwRPNVHBE+xchdTT1btZqYXPkmYlvOPuaqhUZwYEOXjQyff RQCl/wkAAIBz36e2PU9xr1qDpdzzFKfbxbpdTDzFup3waQGET8v6hx2nBtSEuD0BL8Knf5Xt/qcI oPQ/AQAAcI7709AGT3XqKXqecvBUvx/Bk56nGfv04X339cKn5Yjpp/oPuwZHQ+FTBFBD4dNj+oQh gAIAAGCsoZ6nmkjEul0OnoZOtxM8LYzwaXn/0PPRlbnzKUKoeEQI1QZQpWy6oARQAAAAHHNfmjdz cvBUw6Y43a4XPH0u1u0WR/i0zH/kZf2PvA2f9D8BAABwqfvRXAmT1+3idLs66VSLxWPqKdbtajhl 3W7BhE/L/Qc/1P+U1/D0PwEAAHCu+9AcPNVtnNrhVIOnOt2UJ57qow2eYuopTsdjQYRPy6T/CQAA gGtoC8Zr+FSDpBoo1XW6XvAUp9vVYCpOt4vgycTTAj0O/cDTl8/l8ZVsaoFysJRDqVdlE0A9pp+X p6AEUAAAAIS2YDxv4NTgKVbtfvj78f368cP6dfXH8tSTnqcFqFlSj3Rp2Z8EDu1/6k0/6X8CAABg 373nU3lZMJ57nqLrSc/THXrc+YMmn5bgYeB1ESrlCaj8yCHUas/bAwAA4L7knqd86npdo4uT7Wrg 9H16RPhU1+3+KtvrdnqeZu7Th/eDPyZdWr59/U/tIyag2umnHFQKoAAAAO5X2/OUT7aLdbtez9Pv 6x9vgycTTwsnfLqfTww5iW5X8HrhU0xEKSAHAAAg31/GyzjZbmjdLoKn6HiqP5YLxvU83Qnh0/18 cuj1P+V1u9fpkdfvVmW78ynKyAVQAAAA932PmQvGI3iqa3XR89QLnnLBuJ6nOyF8uq9PDs/NJ4dV 6YdPOYTK4ZMCcgAAAPeVeeop1u1qj1MuGG/X7dqCcT1Pd0T4dF/a/qd2AipCp3+Vl1NQ7QpeEEIB AAAsXy94ioLxGjzVgKnteWpPtvtYFIzfpZ2n3T19+ezEu+V/8gi9E/AilMr9TwIoAACA+713bAvG Y+Kphk0/lM3JdnX6qTf1pONpoWqGNESydJ+fNCJhflh/AsihU28FTwE5AADA/d5DxsuhgvGYePqx bFbuYuopCsbzup3w6c4In+73k0d84qhy8KSAHAAAgPYeckzBeBs8tT1PCsYX6tOH9zt/XPh0v/J+ bS4gH5p+UkAOAABwX3YVjL8rm4LxmHrKBePvip4n1oRP900BOQAAAD37Csb3BU9/rX9+BE8mnu6Y 8IkYn4xPJL3ppzZ8aoOn3P9UigAKAABg7veJIReM10mmGizlk+1i3a4GUe26Xf11ep4QPqGAHAAA gK17xHjZFozX4GlXwXidiGoLxvU8sTWt0lWPynt8JaO6Aw/NJ5r8unYlL0Kp/P2H5pF/PQAAANOX g6e2YDxPPNXA6fv144fybeqpruHV8Kmu2+l5ujM1O9rlccwbET7d1SeZ9nVtsXg+FS+HT70i8lIE UAAAAHO7N8zBU51iipPtesFTnnpqe54ET3dg30l3pVi7Y9vYAvIx5eNOwAMAAJiPXDBe7w0jeGoL xvOqnYJxRhE+0fuEs6+AfF/45AQ8AACAed0Htifb1dW5Gij1TrZTMM5BhE/0PunsKyDPQVQOn/Kj FCfgAQAAzOEeMORBhBo8tSfb/VA2HU8RPCkYZy/hE0OffCLxrtr1u96jPf2uFCfgAQAATP3er5T+ yXZ1mikXjEfwlNftYuIpgic9T3SNKhx34t1dfxIakkvI23DKCXgAAADzuOfbdbJdnXCqgVMtF/+u vCwYr1NPTra7c/tOuivF5BN7PobWL6OAvA2bhqageiffxfdNQAEAAExD72S7KBivAVPuefpp/f3a //SuvAyerNrdoTEn3ZUifGL8J6M2gBo6Ba+3gteegCeAAgAAuO193r6T7aLnKReM/1ZeTjwpGGcv 4RNjPinlAvKH9SeaXgH5rtPvwqoIngAAAG55jzfmZLvc8xQF4xE8RcG4qSdGET4x9pNTTD9Vvemn ofLxNoTKwZMQCgAA4Lr3duGYk+2iYLyGVU62YzThE4d8kopkvH6iyf1PveAph0/t+l0uuhdAAQAA XOeerhQn23EDj2N/ohPvKMefgNd2QOVAqhQBFAAAwDXu5Zxsx1mNOemukiZx8MfW+mXvBLxdoVOv A+qxKCAHAAC4pKHgycl2nGTsSXeV8IljP3m1J+D1Jp7yKt6r0g+hnIAHAABwuXu3fA+Xg6e6Rld7 nCJ4inU7J9txdsInjv0E1o5YtoHSviLyPAElgAIAALjs/VtetavBUz7ZLjqeInhysh1nJXzi1E9g 1cP6E1KefHpV+uFTb/2uFAEUAADAue/Znsv25kq7apdPtYt1u1ow7mQ7zkr4xKmfzOKTWBWBUrt2 l4OnduopE0ABAACc514tn1gewdNf5VuHU554+r5swqc2eHKyHWfxeMhPduIdAx7SJ7jej+VT7oZO v3voPAAAADhMvi+LYYE6vVSDp3bi6fuyCZ/q63o9T4InusaedFdJkjjLx1z6duwQ94KmocmnodBJ AAUAADBeLhiPiad6j5Ynnup0U51yiuBpV8G4jie6DjnprhI+cS4RQOUT8FZ7Hg+lH0jliTwBFAAA wH5DJ9tFwXicbFcnnNqT7XoF406242yET5z7k12MdT6MfLSBVCmb3qh4mwIoAACA3fdi+Z4sgqe2 YLwGTb3gKXqePqzv5wRPnJXwiXN/wmt3gfcFTr0i8jwBpYAcAABg931Yvh/LwVOeeNoVPP1VNhNP 1u04u8dDf4HScY74RNj7xJVPxYuT8dp+qDaMEkABAABs32/l+66hVbvc8ZR7ntqT7QRPjHJI2Xgp Jp+43CfAWL/L8uRTBE750Z6CF2FTfN8EFAAAwOa+K99/DQVP7cRT7Xz6pWwHTx/Xv/65CJ7Y49Cy 8VKET1z2E2EbQOWS8aHwqTfxlH+tAAoAAHC/tX3flYOntuOphk7fl0341AZPuVz8yVPLJQifuPQn xBxARaCUV+3a4KmdesoEUAAAgPus7futNniqwVINmOqEU6zZ5Z6n3/9+vCvfep4+ls2qneCJixE+ cY1PjM/rT4j1E1suHO/1PUXJ+FC4JIACAADu+f4qXu4LnmLi6bv1t+vrfivfpqL+LNvBk1U7Lurx mF+kdJwjP0HususkvIfych1PCTkAAHCP91Vjg6fvyiZ4qlNPcbJdXbeLk+1i3U74xGiHlo1XEiSu 9vG5flk/SntBU36MYQIKAAC4N8cET0MTT4InDnZM2XglfOIWnyhzANWbZiplXKAkgAIAAO7lXuq5 uaeq00u1t6ktF2+Dp97Ek3U7rkr4xLU/YZ67xE4ABQAALP0+Knfp7gqecsG44InJED5xi0+cEUDt m34aSwAFAAAs9f4pxMRTXZuru0/1xLq6Tmfiick7Onyqe36v37z1DHLsJ9D4xHkuAigAAGBp903x MiaeaoBUJ54ieKo9T7VMPKaddpWLC564GZNP3PITqQAKAACgf7+U75tywXgNlGqwVAOmOuFUw6YI nuoU1G9F8MQFHFs2XgmfuPUnVAEUAADA9n1Svl+K4KkGSfW0utzzFMHTj+vvm3hikoRPTOET66UC KAAAgLndH+X7pBw85YmnXcHTn0XwxMQIn5jKJ9hDA6iHPY/88wAAAOZwX5Tvj3at2uV+pwie6kTU n+ufL3hiUk4Kn5SOc+ZPtGMCqIcyLnh6bH4NAADAlO+H8n3RUPDUTjzVIOqXslm1qz//4/rXPxfB ExNh8ompfcLdF0C1U031sWoe8WOP6e0KoAAAgKneB+X7oRw8tR1PNXSKk+1q+NQGT5/Wv/5p/YCz OKVsvBI+McVPvGMmoHLY9Ji+3ZuAUkAOAABM9f4n3we1wVMNlmrAVCecvi/bwVMNo37/+/Hu78df 5dvEU6zaCZ6YFOETU/0EPBRAtZNOr9aPx/XLNoQqRQAFAABM874n3//sCp5i4um79bfr634rm56n HDxZtWNyHk99A09fPpfHVzIsrvYJOe8tRxD12Hms0o+3BFAAAMCU7nP2BU/flU3wVKee4mS7um4X J9t9KcInLqRmP6d4PMcfQvjEFT8x55dt51MOnnoreG3oJIQCAABueX9zaPA0NPEkeOJiTu17KkX4 xDw/QWc5YMqhUxs+DQVRAigAAOAW9zXHBE+9iSfrdlzUqVNPlfCJuXhoPln3fmwobGo7oPZNRAEA AJyb4IlZEj5xj5+oe69/HviEHh72PEoRQAEAAJe/nxE8MTuTCZ+UjnPlT9j5++3jqfO6qjcFJYAC AACudR8jeGKWJhM+fX1Dwidu94n8KX0Sf0qPXvi0K4QqRQAFAACc934l37fk4KmGSTVUquGS4IlJ OkfZeCV8Yu6fyHP4lEOo3mkPbRm5AAoAALj0/cquiacInr5fPwRPTErNes4x+XSWxOj1m7feI1z7 k/jTjk/qn9OjDaJ2fZKOMOq5CKAAAIDj71fyfUrckwwFTzVsEjyxaMaVmPMn9Kfmk3r+H4V2GqrX A9UjgAIAAE65T8n3KPXepIZGH8vL4Onnsgmevi+CJxZM+MTcP7G3wVIOm3rB0xgCKAAA4Jj7k3yf 0gZP78q3UOm38i1k+rFsQqccPP1RBE8sjPCJpXyCj3W7MSffjSGAAgAADr0vafudavD0V/kWPP1e NhNPNXiK0OnH9esET0xSrVo6tXj81Tn+EDCBT/TPO74AHEsABQAAjLkfiZc5eKoBUl2zq8FTnXb6 pWwHT/XlT+vX1R//Y/3zBU8sjsknlmRMqfihBFAAAMCQoeAp+p1qoFSDpRowxapdDp7qtNPvZTt4 isOTBE8shvCJJX7yjxW8cxFAAQAAvXuPfA/SO9Eu9zv11uxq8FTX7OpqXkw85dO6YRGETyz1i4AA CgAAuOQ9R7736AVPNVyqwVOcaNdOPEW/Uw2ePq7vXwRPLJLwiSV/MRBAAQAAl7jXyPccveCp9jvl 4CnCp5h4+s/659ZfE8FTPq0bJuXU0vFXp/7mMPEvCscGUEPdUQIoAAC473uMfK+xL3j6rmyCp3bi 6X15WSwueGKRTD5xD18cDgmghk7Nq4/Xfz8eyyaAKkUABQAA93Rvke8xcvBUw6R21e679SMHT3ni qe13EjyxWMIn7uWLxKETUM8DjwigHpufL4QCAIBl31M8l3EdT7Fm1wueakjVFos/eXpZuseTfvEr 2RWz/KJR0heNXsAU8nRT++32dfklAACwvPuH+vhSxpWL7wue8qodzELNgJ6+HFerfHT4pO+JhXwB eUov2zAq5HApVu56YVT+uQAAwHLuGyJ4qnfetSC8nlBXw6Tfy3C5uOCJxTk2fDK6xD1+Adm3gpfD qC/pi0wei20DKkXkAACwrPuGfG+Qg6c68fSufAuVfivfQqYfyyZ06pWLC564a8In7vULSS+Ayjvc +QtMfrQBVCaAAgCAZdwv5PuGWLOLiacaPNWJpxou/Vy+BU8ROv24fp3gCRLhE/f8BSUHUG3vU/zY vvBJAAUAAMu6T8j3CxE81QCp9jvV4KlOO9VVuxw81Zc/rV9Xf/yP9c8XPEE5ofNJ2TgL+wLTO70i r921Xyii5yl3QPXCJgEUAADM576glOET7WqgFMXisWb3Xdms2/WCp/hPbMETi3Bs6fhRCZKycRb2 Beap8/145ImnHEQNnZT3unwLddtgVwgFAADTvi/I9wO9E+1yv1Nvza6u4tU1u7qaFxNPvf/Ihrtj fAm2A6ihCah2Ciq/Pj9qMvuv9duKAMoaHgAATPt+oL0HaIOn6HeKE+3yql3ud6rBU+2GypUdgifu nvAJNl9wnjpfeIYe7VpePNpJqBpA6YECAIBp3gOUdO0e1/S94Cmv2uU1u1/XP+fP9a+J4GnokCK4 S8InePnFJ9btel1QvRAqTsXbVUYugAIAgOld++fgqV7T1/Bo18RTGzzFxFP9NW2xuOAJ1o4qHFc2 zp18IcpfjHZNQT03X1yGyshzKbkACgAAbnu9n9fsIniqa3P1RLva31TDpeh3aovFY+IpB09fiuCJ O3BM6fjB4ZOyce7oC9Jzefk/Ir3+p94XmKHQqTQ/BwAAuO51fikv+51qQXicaFeDp1/KJnjaNfHU Fos/eYq5B4eGT0aYYPcXpqEVvNzz9Llsn4o3NBXlJDwAALjt9X2vWDyCp5h4qsFTDZkifIpi8fq6 euLdH+ufH8FTXrUDOoRPsP8L1FPn+/Fog6f8cBIeAABM45o+Xg4Vi7cTT/kRJ9r9XraDp7gPEDzB HsInGPfF6qn5gpX/t2Tso52EchIeAABc/lo+X8f3isVroFQnmupkUw2aflg/Ytopgqe6Zlc7odpV O8ET7HFw55OycXzx6paQ99bt4mUOlR52PEoRQAEAwDmv3UvZXyxep50idPpu/Yh1u5/XP6f+3Dzx JHjirh1aOn5Q+KRsHLa+kOWAqQ2ivjQ/HiGUInIAALjO9Xop+4vF61RTDZ5qoXgbPNVQKk60q2FV Da0+l+3/cIa7dUj4ZIwJDv8i9jzw+jZ8+rz+AhePXh+UInIAALjMNfshxeJRLv7T+vW53+l9eVks LniCAwif4Dhtf1PvJLwoIIwvVF9K/0Q8ReQAAHC6U4vFfy7bwdNQv5PgCQ4kfILTvriNPQmvPRUv f1sROQAAnH5tXsr5i8Xb/zwGjiB8gtO/yO07CW9XCNWu4b1Jb1sABQAA467JS3m5ZhfBUw2TanfT vuDpj/Ky30mxOJzBQYXjTrqDvV/0eifh5SCq7Xs6pIi8FCEUAADsugbPwVMNkdo1u+/LplxcsTic 4JAT70aHT066g4O/AObgqfey94WsF0ANvQQAgHu+5s7X3rnfqa7L1SApr9lF8PTd+mVMPdUfHwqe 9DvBHmPDJ6NMcN4vgM8DrxtTRN7uk0cRuR4oAADYvsYuZXe/Uz3RrgZLdaqphkxRKh5rdorF4YqE T3B+vZPw9hWR5yCqXc/rBVClCKAAALg/Y/qd8sRTTD3FpFMNnRSLw5UJn+ByXxSPLSJvS8l7ReSZ EAoAgHu5xt7V71SnnXKx+I9le+Lpl/WPKRaHKxvd+aRsHM72RXJsEXmvDype6oECAOCerqfzdfXY fqd4RPhUJ55qOFVDqjolpVgcTnT2wnHhE5zli+ZQEXn72LdnvquYHAAAlnQNna+lc79TnVyK4KkG S9Ht1AZPP5dN8FR/fhs86XeCI4098W5U+OSkOzjbF8349lN5uYbXC6DaL4ZjwiYhFAAAS7qGbtfs 6rRTXrOr63SxXpdPtIty8d/WP/fPolgczu5s4ZOpJzjbF8/eCl7ugMov4/HcfPGthqaeTEEBALCE 6+ZSdvc71WmnWhoewVOETvWRy8Xrz2mDp1yDAZxI+ATT/6La7q0PBVB5Bz0HS20AZQ0PAIC5XyOX ot8JZkP4BNP/wtqbgmpPu8vhUxtCjQmahFAAAMzl+riUl/UU+p1gwoRPMJ8vsr3+p10hVP7iPGb9 TgAFAMCUr4d718X1Ojj3O8WaXQ6e9DvBjQmfYB5faNvpp7YLql2/+9L8utALnKzhAQAw9evhfF3c rtnVECnW7KLfqXY66XeCiRhz4t3e8MlJd3DVL7xDZeRDQdRz8wXbGh4AAHO6/i2lv2ZX1+Xq2lxd n6trdLlYXL8TTMzJ4ZOpJ7jJF+F2EqpdxWtDqH1dUNbwAACY0vVue93bW7OrgVINneo6XUw76XeC CRI+wTy/EJeyHTz1AqjP5WX4ZA0PAIA5XO/21uxqeFSDp/Y0uxo8tRNPvxT9TjAZwieY5xfkof8N ivApv7SGBwDAHK5x8/Xtc7qmzafZ1SmmXr/T92XT71SnnfQ7wYQIn2D+X6R7PVCfS/80vKE1vHhp DQ8AgFtc05by8j9Wo1Q8r9nVYCnW7PK00w9le81OvxNMiPAJlvMFu52AGruG11vFa7+963UAAHDK dWwpL7udolS8Ti7VMKlOMtVwqU429dbs6o/Viag/1r9GvxNMyL4T74RPMI8v2PtKyMeu4WVDHVAC KAAAznENW8q4UvGYdorT7IbW7CJ40u8EE3R0+PT6zVvPHkzvi/gpa3hDX5SVkQMAcM5r1nzt2isV r8FTdDvlaaccPPXW7HrBEzABR4dPpp5g0l/Qx6zh5SBq36l4PUIoAAAOuUbN16q7SsXbaacInmLa qYZSedrJmh1MnPAJlvdFfd8aXn18KrsDqEwZOQAAp16jlnJ4qXjud4pupwie2tPsrNnBhAmfYNlf 5HtreO0E1Key3QvVC6GUkQMAcOw1aSnHlYrHtFNbKv7fYs0OZkX4BPfxBb9dw/s88Igfb8vI49u9 EMoUFAAAvWvQ3rXoIaXi9ftDa3YxyW/aCWZA+ATL/6K/bw0vr+B9KoeXkY95HQAA93UNmq9Fjy0V z6fZ7Zp2EjzBxAmf4L4uAtoLgM9leBJqTAg1dBKeAAoA4D6vN3vXnZcoFbdmBzNSM6ShAEr4BMu9 KGinoPLkU6+MfMz/LA0FUQAA3Mc1ZikvQ6eYdqoBklJxuGMHh0+v37z1rMF8Lwra0sd9ZeS9Saj2 C/6uoEkIBQCw7OvLfJ3ZTjtF8FQnmJSKwx07OHwy9QSLuVDYVUaep6Di5ZcdX/h3rd8JoAAAlnk9 ma8r22knpeLAP4RPcL8XC/vKyHMIlQOo/POHJqCUkQMALPc6sr2e3DXtpFQcED4Bg2XkvfApT0A9 dy4+qjZk0gUFALCc68ZSxk871XCpTjflbiel4nCHhE9AvpgYKiPP63fxP1H7TsPbRQgFADCv68RS jp92itCpnXZSKg53QvgElNIvI++VkLePfCJeXuNTSA4AsJzrxHy9eOi0Uw6daiilVBzukPAJ6F1g 7JqCatfwhk7D61047ComBwBgWteEpZw+7aRUHPiaJfUCKOET3PeFRjsFNVRI3q7ktaXkvUmoSiE5 AMC0rwfba8Fjp53qKXe/rX+uUnG4Y6PDp9dv3nq24P4uPPIk1FAh+a6VvOcyPA1lCgoAYFrXfqVz /XfOaSel4nCnRodPpp7gLi9Ahtbwcgj1cf34lF72islLMQUFADDFa77etd+X9TVdnVSq4ZFpJ+Bo widg7EVJ3vfvnYaXQ6hdq3jx9tqQqdcJBQDAZa/x8rVeDp1i2qkGSDV4immnH9cP007AaMIn4NAL lN4E1Kf06IVQ+X+5ng74/YRQAACXuaaLl7sKxSN0ytNOETyZdgJGEz4Bh1yktAWUX8p2CJXX73oB VBtC5QuQXUGTEAoA4HzXdPl6LheK18CoForXAKlOL9VAKbqd2jU7007AaMIn4NiLlvaCpS0iz+FT u4qX//erdzGS1++s4gEAnOf6rb2Oa6edInSKFbs60RQTTt+nlz+uf9y0EzCK8Ak49uKl979mbRA1 VETe64JqL1CGwiYhFADAYddt+fptqFC8Bkg1SKqBUg2d8kl2OXSqP1bX8Ew7AaMJn4BzXNCM6YLq TUDldbz2f8Z6peSZEAoAYP91Winb/9E3VCieV+zytFOET7FiV3/eH+tf91fZ/CejaSdgUM2U2gBK +AQce1HTTkHlU/HaLqh2Gip3QvVKya3iAQCcdn2WQ6e2ULxONOVep9ztFNNO/1n/mph2iv9UNO0E 7LU3fHr95q1nCRhzkTNUSN52Qn0su0/Fe2ouYqziAQCMux7L12X5miyuvXK3Uzvt9H16RKH4r8W0 E3AGe8MnU0/AERc+Y1bxhkKoCKKs4gEAjL/+KmX/il2ETjHtNFQo/nPZFIq/K/1CcdNOwGjCJ+AS Fz9DU1D5VJVPzcscRFnFAwAYd92Vr792rdjlQvFYscvBU1sonlfsTDsBJxE+AZe+IMoXQu0KXhs8 WcUDABh3jZWvtQ5dsctrdrFi1xaK96adhE7AUYRPwKUvjNopqBxEDa3hWcUDABi+vsrXVoes2LW9 TrsKxT8WheLAmQifgGteKO3qgrKKBwCw+1qqd0116oqdQnHg4oRPwK0vmPKJeFbxAAB2X0M9l5f/ gVdDo2NW7H4vwyt2pp2AsxE+Abe4gMoXUW0Z+TGreE/N2wy9wEkIBQDM5ZopXzvFNU8OnfKKXQ2S Dl2x+6soFAeuQPgE3Pqi6hKreGMuloRQAMBUr4/ydVIOneLU4HbFrgZKdZppzIpd/TUKxYGrqtlS DqCET8AtL65OWcVr1/HaCashQigAYIrXRr0y8RoW1Wml3OuUV+zaaafeil2edrJiB1zNYPj0+s1b zw5wrQutY1fxIoj6XLbX8XIA1VvFU0oOAEzpWihfE7Vl4m3oFCt2NVyqIVMETjHpZMUOmJzB8MnU E3Cji69TVvF663htCKWUHACYynVPKbvLxKPXKUKnmHSKkCnW7NrQyYodMCnCJ2DKF2FjVvGG1vLy St5z5/eolJIDALe+3hlbJt6GTnniKVbsYtrJih0wKcInYKoXZftW8SJo+tA89hWTl6KUHAC4zfVN vs4ZUyZeJ5jqNFMETz+U7WmnfaGTaSdgEoRPwBwu1Pat4rVBVK+Y/Km8/F8/peQAwDWuZfI1za7Q KVbscpl47nXKk06xYlcno2LF7q8idAImSPgEzO2C7am5YIuLtl2TUDmEyqXk7fi5EAoAuNR1zCEn 2NVgqbdel6ed9oVOVuyAyRA+AXO6eGsv4HohVG/9LgdQQigA4BrXLfn6ZcwJdjl06q3Y/Vw2oVPt gorQKa57eqf+AkyC8AmY6wVdXMjlNbxcSv5xzyMHUUMn41UP6eVD8zoAgPYapZTDT7DLk05DZeK/ rX9NDayETsCsCJ/4/+zdfVdbR5IH4MaOB89kk93v/w33zz1JNnZsw1g59Ljcrn65Fwkh6XnOuUcC hMAC67Z+VFXDNSzs2l3xPjWLvKwVr23J+1L6IVQvbBJCAQDZ2mTrDnYxdOoNEz+ETv9fvg0TFzoB F0P4BFzTQm91KPmH0p8LVT/3Mfk6B1ngJIQCAGuR5+5g97/lW+i0Mkw8Bk8Ar5rwCbiWhV+76OsN JY/hU71sK6G+NIu6sriwE0IBwO2sPUo53w52QifgogifgGtbCI6GkmdVUDWEymZBPSSLPEPJAeC2 1xpxzbEldFrdwc4wceDqHDKmGkAJn4BrWxy2Q8mzVryPJZ8JdYyd8Q4EUQBwHeuKuL5YDZ0OVUx2 sAMoRfgE3MQisR1Kng0k7+2INwqh2rL33sJQCAUAl7+e2Bo6HSqa9uxgF1vshE7AVfghfHp3/96j AlzjojEGRjGEylrysiMGUW073uriUAgFAJexdijlOKFTrHSygx1ws2r4pNQJuOZF5OG4K9+34sXg Kc5/qgvJ354Whofjf54u//vr8evX45evx399PX7+evzz63FI7e+/Hu+ejrdPx5un4658HzwJoQDg 9a0X4rohHrF1/1OyZvg9rBv+rznqWqIOEK9hUwyc6qxJoRNw9YRPwC0sKmMIlQVR9S+ZfzYLyho8 xeOX8i2E+lfJQ6jDc2sMooRQAPD61gdxnZDNjdwbOv32dJtY4RTnOcXQyQ52wE0QPgG3tMjMZkHV xWVts6uLyxo+1YVlDZ9+Ld9CqFoF1VZC/aPk1VBCKAA4/3pgZV0QQ6fDH6e2hE6x0inOc8oqnQRP wE0QPgG3uOjMyuq/lPyvm380C80aPtU2vCyEOhz35fsgSggFAOc9/7frgBg4Ze11tSK6hk6/le2h U7t5idAJuEnCJ+CWF6FxcHgcKBp3xKt/7awB1C9Pi80aPLUh1KwaahRClSKIAoBjn+/r5ai1rp73 Y6VTrHaqQZPQCWAH4RNw6wvSdih5nAcVF6LtQPIaNGUhVFsRdZgN1ZsLddcclRAKAPaf39tzfRY6 1fN8/WNTFjrF6ufaji90AthI+AQw3xkvVkHFEOoQKh3CpRpC/ZocsxAqq4QSQgHAvvN5PK+v7FzX Bk5t6NRer0PEhU4AGwifAL5ftPZCqLpQja14hyDp0Fp3CJVqJVQMnuKQ8hhCZTvkxRDKXCgA2Hb+ jufxPTvXxSOGTr+X73eu+7MInQA2Ez4B5IvYWSVUHERaF6//Kt9a8mL4VI/Yjne4bRZC1XY8c6EA YHyubs/be3eua4+2rS6GTnV3XKETwAbCJ4DxwjabCXVYbL4t/RDq5/L9jIhYAVVDqNlg8lgNZS4U AHw7N8dzdLZ77dad62LwNKpyqqFT/TpCJ4BFwieAtYVuDaEOC803T4vON+X7lrwsiIohVA2f2h3y Ygh1OO7LtrlQpQiiALj+c3E8J2etde2OtVt2rltprftcvv0hSugEsIHwCWD7wvchXPaGk2c75P3y tMjNdsirM6PqYPI9c6FKEUIBcH3n3Xp9pbVuFDrNdq7LQqdY5SR0AthJ+ASwfzEcF8FvyreWvFkI VYOmLISqx0oIZZc8AG7hPLvSWtfuSpuFTvF6rXSqc51GoVM918fvDYANhE8Az18gxxDqruSVUHFB fFj4HoKlQ8DUhlD1iC15bQhV50K1w8lVQwFwyefT7Ny62lo32r1u6851D+X7Sqf2+wNgI+ETwPEW zb0d8tq/yh4Wx4cg6RAoHYKlWAnVBlC1CiqGUHUuVBxOHoMoA8oBuKTzZ3v53Na6LHRa2bmuDZ0E TgBH8p8XIu/u33s0AI77/FqPWpX0UzgOwdEhQOqFUNnxc/lxOPmsGkoQBcBrs1rllIVOK611v5cf Qyc71wGcyaePH1Q+AZxwYd1WQtWZUG+fFr1Zq0Bsx6tBVAyk4mDyGETVEGpllzwhFADnOje2l1mV U6+17s8yrnKKbXVxlpOd6wDOTPgEcPqFdg2h6mDyL0+XsSUvDiavi+oaRMXZUNll25bXC6FGA8pL EUQBcJrzYHtOnFU5xXmJbaXTamtdDZ16VU5CJ4AXJHwCeNnF90O4jHOh2uHk7VyotiIqa8+rQVTb kpfNhRrNhipFEAXAcc572Y51oyqnGDr9Ufqh00pr3adi5zqAV0H4BHDexXi7Q15dgMdBqu/Lj0HU ymyo3i55s2oobXkAPOccF89zW6uc2iHiscXu97KttS5WOdm5DuCMhE8A512k93bIq3OhfnpaiMcB 5YcjVkK1c6FmIVRvQLm2PAD2nMva81o8YuBU/8jSDhBvq5xiVVNb4aS1DuACCZ8AXsfCvTcXKv5l uFZD/aN8a0HI2vFiINUbTp4NKNeWB8Dqeas9h22pcmoHiLdVTr0KJ611ABdK+ATw+hbzcS7Um7Bw z6qhYgjVDihvj1gJlQVRe9ryShFEAdzSOSpeHwVO2SyndpfXWZVTGzi1VU5a6wAuxN/h07v79x4J gNe3wG8rotqWvLqQryFUOxcqVkXFQOrn5jhWW14pgiiAazwfZeemGjhlw8NjW10NjbLWuuzI2upG VU5a6wAugMongNe/8K8BVCk/7pI3GlBeZ0ONqqLaIGq1Le9NEUQBXOt5p72eBU7tjq1tW108L7WV Tlva6mKV0+fyfeCktQ7gQgifAC7rxUBvl7ysJe9w9IKoNoDa0pb3U/kWRL0pgiiAaznHZOebWeCU zXKKYVMbOv1RfgycRjvWxda6x6K1DuAiCZ8ALvNFwmxA+cen5/jDgr4NomJr3p62vDgbShAFcLnn kvb6lsAp27GuDZ3a6qZZ4DSqctJaB3DBhE8Al//CIRtQfriMs6FiEHUIkPa05dUQ6p/lx5Y8QRTA 5Zw34vW9gVPcsW5U6fR7yQOnbHi4KieAKyV8ArieFxPZgPJaDfWmfAuHDsfWtrxeCJXNhhJEAby+ c0R2vnhO4NQLnbK2umy3ujg8XJUTwJUTPgFc34uMdkB5DXvqbKi3ZV9b3iiEEkQBvK5zQXv92IFT DJ7i+0ZtdZ/K9xVOqpwAboTwCeC6X3hkO+UdFv172vJqGBVb9OL7BFEA53/eb88BpwicsrCp3nbW Vhe/D1VOADdC+ARwOy9IntuWV4OlXhi1J4h6G442hMrCKEEUwI/P79lz/UsFTjFsioPDY1tdW+X0 WFQ5AdwU4RPA7b1Q2duWFyui2va8YwdRh+8nC6Nawijg1p7Ds+f09qhhUz1OGTj9VfqDw7XVAfA3 4RPAbb+A2dKWFyuisqqorUHUfTgO99e25bUVUdrzgFt+vm6fu9uw6XD5GgInbXUA/ED4BMBqW97b krfm7Qmi6m3aaqi2Iqp+zRhErbTnlSKMAi77Obk0z81Z4BRb6tq2uvrHg3qcI3DK/j0A3CDhEwDZ i5ysLe8UQdSoLa/eXzasfNSeV4owCri85972+kp1Uz2yCqdY5VTDJIETAGchfAJg9ELolEHULIRq K6JiVVQbRMWKKLOigEt5jo1v76luqkescsra6gROAJyV8AmA1RdJpwiiYiAV39ceWRjVG1Yewygt esBreh6Nb/d2p1upbqrhUAycZqGTwAmAsxE+AbDnBdQxg6gaRrVHFk61QVTWmldnRbWHFj3gpZ8r 49ujsGlrdVOscMpCpxg+xfcJnAA4C+ETAM99cfXcIKpWMr0Pl20IFY9eNVS8zzi0fEuLXinCKGD/ 82F8e0vYlO1Qt1LdNDs+FIETAK+A8AmAY77w2hNE1ZBotUWv15IXw6vR0PJei94ojIr/rhLeD9z2 c158e2/YNAucsuqmWM30Z3O7j+HyYxE4AfAKCJ8AONWLstUgahRG1TApa897n1xm79uye94ojCql PzOqFGEUXPtzWvYcVy/3hk3PqXDKAqcYNNX7FzgBcHbCJwBe4kXbKIiKRxtGxYqoOGw8VjllodNs YPlKe14Mo3q76KmOgut8zsrezqqbjhE2rYZOveqmWdgkcALg7IRPALz0i7peEJWFUbP2vHZm1GiA eW/XvK2Dy9swalQdJZCCy3heyp6nssqmNnA6RtjUHn92LnvVTbOwSeAEwNn9ZwH87v69RwOAc56L 2vBmVBHVC6RiEDVqzWuPLIzKqqLaweUr1VGl/NiuJ5CCl/U4eF8vZMoqm7LAqQZAe8Om7OjNbVpp pXtI/h29xwAATu7Txw8qnwB4NS8Ka5VQfXvUnpcNLu+16WUterNjtIPeT2VtZtSWQEqFFBz/OSV7 uxc4PZS8qmlLddOesKkNmdoB4Xuqm7J/JwCclfAJgNf6onHWnhdDqd7g8l6L3kooFW/zj9IPo1YH mB8jkCpFKAXZ80XvOWRU1RSDpxjoxJCpFzaNBoXvqWgaVTZtqW7qPS4AcFbCJwAu4cVlDGLunl6I jWZFrbTozSqk7hePrWHUnkAqXgqluNXngd77Zu1zD831+vaooimrbIqBUw2dYqB0jLAphl4PRXUT AFdC+ATApb0Abdvz2jBq1KLX7qSXhVFthVR2tJVRWVVUvYxfa2sg1TtKEUpxvf/He+9bmdHUhkxx TtNKC10WMtWgKWuta6ue9oZN8XtsWwBVNwFw8YRPAFz6i9TRrKhei17dSS8Lo3qBVK9SqlcNFQeX 7wmk6vfa21nvuaFUKYIpzvt/d/R/ur0chUzxchYyrc5s+mvh+scyntX03LApeywA4CIJnwC4the0 Ky16K2FUHCyehVIxZMqCp/vObWeB1Kw6KttdbxRKldLfbU8wxan/P47+n8brs6Bpy0DwWQtde2RV TG3Y9NfCEe/zuWHT6HEEgIsjfALgml/8zlr0RmFUDH3a+VExOJodewKpNox6m1zG77EXSmXBVCnr wVQp4xBKQHW7/7dWPjYLmOL1bDZTL2Sq1z8nl23Y1LbRZS117dDwWcvcp+brtIPBhU0A8OTTxw9/ XwqfALilF8t7wqh2dtSsOmq1dW8USL3rHFl11CyUGg01j2+XMm7f2xtQrXyc1/X/ZOXjsza5etle bwOYGMzE+UyzkGmlqmlUtZQND89un+08F4Om9nsVNgFAQvgEwC2/yF4Jo2aDzHvVUXtmSbXva6uh 9oRSo0BqdZbUbK5UFlDFt1dDquxzef7v+Zbb9d6eBUyzIwuZsqBpT8g0GxY+a5FrP3e1mqndhU7Y BAAdwicAvEj/8fooXFmpjoo77K0GUm049W5wuSWUiiFUO0sqfr/ZsTWYWg2nVlr59gRWs/u8lN/D Y97PbP7SscKlUcA02nHuc+nvPDcLmbLQKAug2s9pQ61RVdNKyCRsAoAJ4RMAzF+Yty1no+qoLJTa Gki1FU294GkllGqrouIxGmqe7biX/ftmc6VGIVX72JayL7DqOUWQdarftecGFrMQKbs+OtrbZMHS Y3O9N5upNww8Hll100rIlAVLWWCVVTJ96XzPWeA024VO0AQAA8InANgWEKxWR+0JpEbhVAyiZqHU SnveqDIqmyP1JrneBlSjf3NvxlSZPH4rgVXPMYOsU/1OPSfEWA2Tel9nFirF++iFNO31z53LXhvd rNJpJWT6XMYVTPX6atvcw+Sx2/pzAoCbJ3wCgOOEB3eT0GNrINWGUytVU7MKqp/KfE5UL5hqv7es cqr3b8qGn/cen1lg1T7WmVMEWcf8nSllPSzaen+9MKk3/DubvdR+bla51KtuylraRvObZiHUSsgU v6es8mrWOleK9jkAOCnhEwCcJlgoZVsgNWpt61UbrVRLZTvzZa14bycf6w1Wb8OpN53vMd4ma9Hb Glj1HDvIOuXvyGpYtHKfK2FSNqMpC5WyiqZey1zvY73wqf3YrHJpNWTqBUwr85kETQBwYsInAHi5 sKGUtUCqlLxKajWUykKfLGTqtdq9K/mueb2gKwugRrdpw6f237ISWGV697c3yDrl78RKWLQShqyG SVkQMwqVVoKnz52vF0OlXitedn1WWbWnXU7QBACvgPAJAM4TPsTrK0O3s0qhWSjVm9P0Nnm7DZja EKg3MD0bWJ6FT/G2vYqvt2UeWGWPV2kep2MEWaf8+a+GRbPqpzZk6QVF7X227XRZqJSFT73Kp4eS B1BfOsdD8vZoHlMvZGofz1L6bYuCJgA4I+ETAJxf74Xyc0KpLQFV1i6XVQ31Wv7elrzaaKXyaRQ+ 9QKrnmMGWaf8OW8Ni2b32d7f58H9PSx+/fZzsmCp1573UMYzl1arl4RMAHAlhE8A8Ho9N5SK13sz pmZD0FeHo/duM6s82hMYZY9BKccNsk75M90SFj0u/G5sDbNiy9+sTa+tkpoN8Z4N9+7NYNrSLleK kAkALorwCQAuz9ZQKl6/K+sh1ZuytlPf6GNtNVW269wxZz4dK8g65c/sVJVPW2c+xc956Nw2C6yy j83CpVLmAdPodxsAuGDCJwC4HqNQqv3Y3eB6L5yK75sdo5Aqu8/VwCr7ntvv/RZmPj1O7rMXJj12 PmcWKs0qlUrph0ulzAd9C5kA4IoJnwDg+s1e7PeCnOztLZejI7vflcBq9D2Xcrwg65Q/gy1h0erP dDVMym6/EiqtXK7+vgEAN0b4BACshFPZbVbb/LLL0rntSmDVc+wg65SP8UpY1PvZ9O5/NUxqv6dR mLTaBidcAgCmi7S/vbt/7xEBAJ69pph87G5yu5XAqizcx3OCrFPbExat3OfoMrttWfhagiUAYJdP Hz/8fanyCQA4htXw4q6shRnPrU46RpD1Uo/ZSli09fF/fObPDADgaIRPAMBLetxxu7vyvKDkHG12 Wx+Hxxd8bAEAXpTwCQB47R6P+Pl35fWENMIiAOAmCJ8AgFsi8AEAeAF13tPBvwUYALEUobxuYCiI AAAAAElFTkSuQmCC"
|
|
transform="matrix(0.24,0,0,0.24,2.374,2.374)"
|
|
id="image3053"
|
|
style="opacity:0.75;overflow:visible">
|
|
</image>
|
|
<g
|
|
id="g3055">
|
|
<linearGradient
|
|
id="SVGID_2_"
|
|
gradientUnits="userSpaceOnUse"
|
|
x1="143.9995"
|
|
y1="4.5"
|
|
x2="143.9995"
|
|
y2="283.5">
|
|
<stop
|
|
offset="0"
|
|
style="stop-color:#99999A"
|
|
id="stop3058" />
|
|
<stop
|
|
offset="1"
|
|
style="stop-color:#1F2020"
|
|
id="stop3060" />
|
|
</linearGradient>
|
|
<circle
|
|
cx="144"
|
|
cy="144"
|
|
r="139.5"
|
|
id="circle3062"
|
|
sodipodi:cx="144"
|
|
sodipodi:cy="144"
|
|
sodipodi:rx="139.5"
|
|
sodipodi:ry="139.5"
|
|
style="fill:url(#linearGradient6748)"
|
|
d="M 283.5,144 C 283.5,221.04372 221.04372,283.5 144,283.5 66.956277,283.5 4.5,221.04372 4.5,144 4.5,66.956277 66.956277,4.5 144,4.5 221.04372,4.5 283.5,66.956277 283.5,144 z" />
|
|
</g>
|
|
</g><circle
|
|
transform="translate(-9.4696608e-6,0)"
|
|
cx="144"
|
|
cy="144"
|
|
r="132"
|
|
id="circle3069"
|
|
sodipodi:cx="144"
|
|
sodipodi:cy="144"
|
|
sodipodi:rx="132"
|
|
sodipodi:ry="132"
|
|
style="fill:url(#linearGradient6750)"
|
|
d="M 276,144 C 276,216.90159 216.90159,276 144,276 71.098413,276 12,216.90159 12,144 12,71.098413 71.098413,12 144,12 c 72.90159,0 132,59.098413 132,132 z" /><circle
|
|
transform="translate(-9.4696608e-6,0)"
|
|
cx="144.00101"
|
|
cy="144"
|
|
r="131.05299"
|
|
id="circle3071"
|
|
sodipodi:cx="144.00101"
|
|
sodipodi:cy="144"
|
|
sodipodi:rx="131.05299"
|
|
sodipodi:ry="131.05299"
|
|
style="fill:#010101"
|
|
d="m 275.054,144 c 0,72.37857 -58.67442,131.05299 -131.05299,131.05299 C 71.622437,275.05299 12.948013,216.37857 12.948013,144 12.948013,71.62143 71.622437,12.947006 144.00101,12.947006 216.37958,12.947006 275.054,71.62143 275.054,144 z" /><rect
|
|
x="-111.98513"
|
|
y="-205.35553"
|
|
transform="matrix(-0.64276752,0.7660613,-0.7660613,-0.64276752,0,0)"
|
|
width="15.466781"
|
|
height="4.5012274"
|
|
id="rect3073"
|
|
style="fill:#ffffff" /><rect
|
|
x="-246.57521"
|
|
y="-169.27814"
|
|
transform="matrix(-0.98481576,0.17360278,-0.17360278,-0.98481576,0,0)"
|
|
width="15.464753"
|
|
height="4.5009279"
|
|
id="rect3075"
|
|
style="fill:#ffffff" /><rect
|
|
x="-326.46393"
|
|
y="-55.188801"
|
|
transform="matrix(-0.86601905,-0.500011,0.500011,-0.86601905,0,0)"
|
|
width="15.46466"
|
|
height="4.4999008"
|
|
id="rect3077"
|
|
style="fill:#ffffff" /><rect
|
|
x="-314.32684"
|
|
y="83.598602"
|
|
transform="matrix(-0.34199998,-0.93969996,0.93969996,-0.34199998,0,0)"
|
|
width="15.466001"
|
|
height="4.5009999"
|
|
id="rect3079"
|
|
style="fill:#ffffff" /><rect
|
|
x="-215.81876"
|
|
y="182.08087"
|
|
transform="matrix(0.34199998,-0.93969996,0.93969996,0.34199998,0,0)"
|
|
width="15.468001"
|
|
height="4.5009999"
|
|
id="rect3081"
|
|
style="fill:#ffffff" /><rect
|
|
x="-77.052856"
|
|
y="194.22261"
|
|
transform="matrix(0.86597575,-0.500086,0.500086,0.86597575,0,0)"
|
|
width="15.467433"
|
|
height="4.5001259"
|
|
id="rect3083"
|
|
style="fill:#ffffff" /><rect
|
|
x="37.057373"
|
|
y="114.32632"
|
|
transform="matrix(0.98481576,0.17360278,-0.17360278,0.98481576,0,0)"
|
|
width="15.466753"
|
|
height="4.499928"
|
|
id="rect3085"
|
|
style="fill:#ffffff" /><rect
|
|
x="73.125618"
|
|
y="-20.221407"
|
|
transform="matrix(0.64287544,0.76597074,-0.76597074,0.64287544,0,0)"
|
|
width="15.467591"
|
|
height="4.5001721"
|
|
id="rect3087"
|
|
style="fill:#ffffff" /><rect
|
|
x="141.98198"
|
|
y="14.25"
|
|
width="4.5"
|
|
height="21.5"
|
|
id="rect3089"
|
|
style="fill:#ffffff" /><rect
|
|
x="73.900475"
|
|
y="-0.5895474"
|
|
transform="matrix(0.70705678,0.70715678,-0.70715678,0.70705678,0,0)"
|
|
width="10.751657"
|
|
height="0.71004337"
|
|
id="rect3091"
|
|
style="fill:#ffffff" /><rect
|
|
x="70.80336"
|
|
y="34.769066"
|
|
transform="matrix(0.81912385,0.5736167,-0.5736167,0.81912385,0,0)"
|
|
width="10.750688"
|
|
height="0.7099793"
|
|
id="rect3093"
|
|
style="fill:#ffffff" /><rect
|
|
x="61.614201"
|
|
y="69.062988"
|
|
transform="matrix(0.90631339,0.42260624,-0.42260624,0.90631339,0,0)"
|
|
width="10.749841"
|
|
height="0.70998949"
|
|
id="rect3095"
|
|
style="fill:#ffffff" /><rect
|
|
x="46.609905"
|
|
y="101.23347"
|
|
transform="matrix(0.96592886,0.25880773,-0.25880773,0.96592886,0,0)"
|
|
width="10.750679"
|
|
height="0.70997876"
|
|
id="rect3097"
|
|
style="fill:#ffffff" /><rect
|
|
x="26.255093"
|
|
y="130.31415"
|
|
transform="matrix(0.99619089,0.0871992,-0.0871992,0.99619089,0,0)"
|
|
width="10.750098"
|
|
height="0.71000648"
|
|
id="rect3099"
|
|
style="fill:#ffffff" /><rect
|
|
x="1.1605479"
|
|
y="155.41466"
|
|
transform="matrix(0.99619958,-0.08709996,0.08709996,0.99619958,0,0)"
|
|
width="10.751005"
|
|
height="0.71000028"
|
|
id="rect3101"
|
|
style="fill:#ffffff" /><rect
|
|
x="-27.92314"
|
|
y="175.77049"
|
|
transform="matrix(0.96592886,-0.25880773,0.25880773,0.96592886,0,0)"
|
|
width="10.749679"
|
|
height="0.70997876"
|
|
id="rect3103"
|
|
style="fill:#ffffff" /><rect
|
|
x="-60.090801"
|
|
y="190.77495"
|
|
transform="matrix(0.90631339,-0.42260624,0.42260624,0.90631339,0,0)"
|
|
width="10.749841"
|
|
height="0.70998949"
|
|
id="rect3105"
|
|
style="fill:#ffffff" /><rect
|
|
x="-94.38913"
|
|
y="199.95363"
|
|
transform="matrix(0.81912385,-0.5736167,0.5736167,0.81912385,0,0)"
|
|
width="10.749687"
|
|
height="0.7099793"
|
|
id="rect3107"
|
|
style="fill:#ffffff" /><rect
|
|
x="-129.73972"
|
|
y="203.05649"
|
|
transform="matrix(0.70710678,-0.70710678,0.70710678,0.70710678,0,0)"
|
|
width="10.749897"
|
|
height="0.70999318"
|
|
id="rect3109"
|
|
style="fill:#ffffff" /><rect
|
|
x="-165.10823"
|
|
y="199.97821"
|
|
transform="matrix(0.57356972,-0.81915675,0.81915675,0.57356972,0,0)"
|
|
width="10.750567"
|
|
height="0.70903742"
|
|
id="rect3111"
|
|
style="fill:#ffffff" /><rect
|
|
x="-199.39626"
|
|
y="190.77016"
|
|
transform="matrix(0.42260624,-0.90631339,0.90631339,0.42260624,0,0)"
|
|
width="10.74884"
|
|
height="0.7089895"
|
|
id="rect3113"
|
|
style="fill:#ffffff" /><rect
|
|
x="-231.58224"
|
|
y="175.7688"
|
|
transform="matrix(0.25880773,-0.96592886,0.96592886,0.25880773,0,0)"
|
|
width="10.750679"
|
|
height="0.70897883"
|
|
id="rect3115"
|
|
style="fill:#ffffff" /><rect
|
|
x="-260.63788"
|
|
y="155.42824"
|
|
transform="matrix(0.0871992,-0.99619089,0.99619089,0.0871992,0,0)"
|
|
width="10.750098"
|
|
height="0.71000648"
|
|
id="rect3117"
|
|
style="fill:#ffffff" /><rect
|
|
x="-285.75497"
|
|
y="130.30608"
|
|
transform="matrix(-0.0871992,-0.99619089,0.99619089,-0.0871992,0,0)"
|
|
width="10.751099"
|
|
height="0.71000648"
|
|
id="rect3119"
|
|
style="fill:#ffffff" /><rect
|
|
x="-306.11765"
|
|
y="101.20989"
|
|
transform="matrix(-0.25890103,-0.96590385,0.96590385,-0.25890103,0,0)"
|
|
width="10.749957"
|
|
height="0.70999712"
|
|
id="rect3121"
|
|
style="fill:#ffffff" /><rect
|
|
x="-321.1011"
|
|
y="69.055336"
|
|
transform="matrix(-0.42260624,-0.90631339,0.90631339,-0.42260624,0,0)"
|
|
width="10.750841"
|
|
height="0.70998949"
|
|
id="rect3123"
|
|
style="fill:#ffffff" /><rect
|
|
x="-330.31177"
|
|
y="34.758636"
|
|
transform="matrix(-0.5736167,-0.81912385,0.81912385,-0.5736167,0,0)"
|
|
width="10.750688"
|
|
height="0.70797938"
|
|
id="rect3125"
|
|
style="fill:#ffffff" /><rect
|
|
x="-333.38962"
|
|
y="-0.59440029"
|
|
transform="matrix(-0.70710678,-0.70710678,0.70710678,-0.70710678,0,0)"
|
|
width="10.750897"
|
|
height="0.70999318"
|
|
id="rect3127"
|
|
style="fill:#ffffff" /><rect
|
|
x="-330.28549"
|
|
y="-35.942184"
|
|
transform="matrix(-0.81915675,-0.57356972,0.57356972,-0.81915675,0,0)"
|
|
width="10.751568"
|
|
height="0.71003747"
|
|
id="rect3129"
|
|
style="fill:#ffffff" /><rect
|
|
x="-321.12704"
|
|
y="-70.228897"
|
|
transform="matrix(-0.90631339,-0.42260624,0.42260624,-0.90631339,0,0)"
|
|
width="10.750841"
|
|
height="0.7089895"
|
|
id="rect3131"
|
|
style="fill:#ffffff" /><rect
|
|
x="-306.1214"
|
|
y="-102.41178"
|
|
transform="matrix(-0.96592886,-0.25880773,0.25880773,-0.96592886,0,0)"
|
|
width="10.750679"
|
|
height="0.70897883"
|
|
id="rect3133"
|
|
style="fill:#ffffff" /><rect
|
|
x="-285.75934"
|
|
y="-131.46344"
|
|
transform="matrix(-0.99619089,-0.0871992,0.0871992,-0.99619089,0,0)"
|
|
width="10.750098"
|
|
height="0.7080065"
|
|
id="rect3135"
|
|
style="fill:#ffffff" /><rect
|
|
x="-260.65881"
|
|
y="-156.57202"
|
|
transform="matrix(-0.99619958,0.08709996,-0.08709996,-0.99619958,0,0)"
|
|
width="10.752005"
|
|
height="0.70900029"
|
|
id="rect3137"
|
|
style="fill:#ffffff" /><rect
|
|
x="-231.58499"
|
|
y="-176.9417"
|
|
transform="matrix(-0.96592886,0.25880773,-0.25880773,-0.96592886,0,0)"
|
|
width="10.748678"
|
|
height="0.70797884"
|
|
id="rect3139"
|
|
style="fill:#ffffff" /><rect
|
|
x="-199.40544"
|
|
y="-191.95241"
|
|
transform="matrix(-0.90631339,0.42260624,-0.42260624,-0.90631339,0,0)"
|
|
width="10.750841"
|
|
height="0.70798951"
|
|
id="rect3141"
|
|
style="fill:#ffffff" /><rect
|
|
x="-165.10216"
|
|
y="-201.13036"
|
|
transform="matrix(-0.81915675,0.57356972,-0.57356972,-0.81915675,0,0)"
|
|
width="10.751568"
|
|
height="0.70903742"
|
|
id="rect3143"
|
|
style="fill:#ffffff" /><rect
|
|
x="-129.75125"
|
|
y="-204.23219"
|
|
transform="matrix(-0.70710678,0.70710678,-0.70710678,-0.70710678,0,0)"
|
|
width="10.749897"
|
|
height="0.70799321"
|
|
id="rect3145"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="163.899,37.586 167.633,16.415 165.891,16.109 162.152,37.281 "
|
|
id="polygon3147"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="182.076,42.658 189.43,22.457 187.766,21.854 180.408,42.055 "
|
|
id="polygon3149"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="199.096,50.81 209.846,32.192 208.312,31.31 197.558,49.926 "
|
|
id="polygon3151"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="227.646,75.273 244.115,61.455 242.976,60.101 226.503,73.917 "
|
|
id="polygon3153"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="238.31,90.842 256.927,80.094 256.042,78.563 237.419,89.309 "
|
|
id="polygon3155"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="246.109,108.026 266.308,100.674 265.703,99.013 245.498,106.361 "
|
|
id="polygon3157"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="252.253,145.119 273.751,145.119 273.75,143.351 252.25,143.346 "
|
|
id="polygon3159"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="250.416,163.9 271.585,167.632 271.892,165.891 250.718,162.153 "
|
|
id="polygon3161"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="245.343,182.076 265.542,189.428 266.148,187.767 245.947,180.409 "
|
|
id="polygon3163"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="226.208,214.441 242.675,228.258 243.812,226.905 227.345,213.081 "
|
|
id="polygon3165"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="212.729,227.646 226.544,244.112 227.9,242.977 214.084,226.503 "
|
|
id="polygon3167"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="197.159,238.31 207.906,256.925 209.438,256.042 198.693,237.419 "
|
|
id="polygon3169"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="161.697,250.804 165.43,271.972 167.172,271.667 163.444,250.491 "
|
|
id="polygon3171"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="142.883,252.253 142.882,273.749 144.65,273.751 144.657,252.251 "
|
|
id="polygon3173"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="124.102,250.415 120.368,271.583 122.109,271.892 125.85,250.72 "
|
|
id="polygon3175"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="88.906,237.191 78.158,255.808 79.688,256.692 90.444,238.075 "
|
|
id="polygon3177"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="73.561,226.208 59.743,242.675 61.097,243.812 74.922,227.345 "
|
|
id="polygon3179"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="60.355,212.728 43.889,226.544 45.023,227.9 61.499,214.083 "
|
|
id="polygon3181"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="41.894,179.974 21.693,187.326 22.297,188.988 42.504,181.64 "
|
|
id="polygon3183"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="37.198,161.697 16.028,165.429 16.334,167.17 37.51,163.444 "
|
|
id="polygon3185"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="35.748,142.882 14.252,142.882 14.25,144.649 35.752,144.656 "
|
|
id="polygon3187"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="42.658,105.925 22.459,98.572 21.854,100.232 42.056,107.594 "
|
|
id="polygon3189"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="50.811,88.905 32.194,78.157 31.309,79.687 49.926,90.444 "
|
|
id="polygon3191"
|
|
style="fill:#ffffff" /><polygon
|
|
transform="translate(-9.4696608e-6,0)"
|
|
points="61.793,73.56 45.326,59.742 44.189,61.095 60.655,74.922 "
|
|
id="polygon3193"
|
|
style="fill:#ffffff" /><text
|
|
y="55.666"
|
|
x="138.7813"
|
|
font-size="18"
|
|
id="text3195"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic">0</text>
|
|
|
|
<text
|
|
y="73.6763"
|
|
x="196.77438"
|
|
font-size="18"
|
|
id="text3197"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic">20</text>
|
|
|
|
<text
|
|
y="133.5063"
|
|
x="229.53519"
|
|
font-size="18"
|
|
id="text3199"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic">40</text>
|
|
|
|
<text
|
|
y="199.896"
|
|
x="218.33888"
|
|
font-size="18"
|
|
id="text3201"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic">60</text>
|
|
|
|
<text
|
|
y="242.0127"
|
|
x="166.83888"
|
|
font-size="18"
|
|
id="text3203"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic">80</text>
|
|
|
|
<text
|
|
y="241.5127"
|
|
x="94.855492"
|
|
font-size="18"
|
|
id="text3205"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic">100</text>
|
|
|
|
<text
|
|
y="200.147"
|
|
x="44.478493"
|
|
font-size="18"
|
|
id="text3207"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic">120</text>
|
|
|
|
<text
|
|
y="132.4189"
|
|
x="32.226589"
|
|
font-size="18"
|
|
id="text3209"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic">140</text>
|
|
|
|
<text
|
|
y="73.9702"
|
|
x="69.099594"
|
|
font-size="18"
|
|
id="text3211"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic">160</text>
|
|
|
|
</g></g><g
|
|
inkscape:groupmode="layer"
|
|
id="needle"
|
|
inkscape:label="Needle"
|
|
style="display:inline"><g
|
|
id="g7619"><g
|
|
transform="translate(-9.4696608e-6,0)"
|
|
id="needleMeasured"
|
|
style="display:inline">
|
|
<polygon
|
|
style="fill:#ffffff;stroke:#010101;stroke-width:1"
|
|
id="polygon3214"
|
|
points="144,144 148.736,142 148.736,38.5 144.236,25 139.736,38.5 139.736,142 " />
|
|
</g><g
|
|
id="g6841"
|
|
transform="translate(-9.4696611e-6,0)"
|
|
style="fill:none;stroke:none;display:inline">
|
|
<path
|
|
style="fill:none;stroke:none"
|
|
id="path6843"
|
|
d="m 286.378,274.514 c 0,6.553 -5.313,11.865 -11.865,11.865 H 13.486 c -6.553,0 -11.865,-5.313 -11.865,-11.865 V 13.486 C 1.621,6.933 6.934,1.621 13.486,1.621 h 261.027 c 6.553,0 11.865,5.313 11.865,11.865 v 261.028 z" />
|
|
</g></g></g><g
|
|
inkscape:groupmode="layer"
|
|
id="needle-2"
|
|
inkscape:label="Needle-2"
|
|
style="display:inline"><g
|
|
id="g7633"><g
|
|
transform="translate(-9.4696605e-6,0)"
|
|
id="needleTarget"
|
|
style="display:inline">
|
|
<polygon
|
|
style="fill:#5793ce"
|
|
id="polygon3217"
|
|
points="141.986,38.5 139.736,142 144,144 148.736,142 146.486,38.5 144.236,25 " />
|
|
</g><g
|
|
id="g7625"
|
|
transform="translate(-9.4696614e-6,0)"
|
|
style="fill:none;stroke:none;display:inline">
|
|
<path
|
|
style="fill:none;stroke:none"
|
|
id="path7627"
|
|
d="m 286.378,274.514 c 0,6.553 -5.313,11.865 -11.865,11.865 H 13.486 c -6.553,0 -11.865,-5.313 -11.865,-11.865 V 13.486 C 1.621,6.933 6.934,1.621 13.486,1.621 h 261.027 c 6.553,0 11.865,5.313 11.865,11.865 v 261.028 z" />
|
|
</g></g></g><g
|
|
inkscape:groupmode="layer"
|
|
id="foreground"
|
|
inkscape:label="Foreground"
|
|
style="display:inline"><g
|
|
id="g3907"><g
|
|
transform="translate(-9.4696602e-6,0)"
|
|
id="g3060"
|
|
style="display:inline">
|
|
<linearGradient
|
|
y2="225"
|
|
x2="144"
|
|
y1="63"
|
|
x1="144"
|
|
gradientUnits="userSpaceOnUse"
|
|
id="SVGID_4_">
|
|
<stop
|
|
id="stop3221"
|
|
style="stop-color:#99999A"
|
|
offset="0" />
|
|
<stop
|
|
id="stop3223"
|
|
style="stop-color:#1F2020"
|
|
offset="1" />
|
|
</linearGradient>
|
|
<circle
|
|
d="m 225,144 c 0,44.73506 -36.26494,81 -81,81 -44.735065,0 -81,-36.26494 -81,-81 0,-44.735065 36.264935,-81 81,-81 44.73506,0 81,36.264935 81,81 z"
|
|
style="fill:url(#linearGradient3886)"
|
|
sodipodi:ry="81"
|
|
sodipodi:rx="81"
|
|
sodipodi:cy="144"
|
|
sodipodi:cx="144"
|
|
id="circle3225"
|
|
r="81"
|
|
cy="144"
|
|
cx="144" />
|
|
<circle
|
|
d="m 223.833,144 c 0,44.09055 -35.74245,79.833 -79.833,79.833 -44.090549,0 -79.833,-35.74245 -79.833,-79.833 0,-44.090549 35.742451,-79.833 79.833,-79.833 44.09055,0 79.833,35.742451 79.833,79.833 z"
|
|
style="fill:#343433"
|
|
sodipodi:ry="79.833"
|
|
sodipodi:rx="79.833"
|
|
sodipodi:cy="144"
|
|
sodipodi:cx="144"
|
|
id="circle3227"
|
|
r="79.833"
|
|
cy="144"
|
|
cx="144" />
|
|
<text
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic"
|
|
id="text3229"
|
|
font-size="18"
|
|
transform="translate(121.3691,201.8213)">km/h</text>
|
|
|
|
|
|
<g
|
|
transform="translate(127.584,88.2573)"
|
|
style=""
|
|
id="text3231"><path
|
|
d="m -0.02636719,0 4.94824219,-12.884766 1.8369141,0 L 12.032227,0 10.089844,0 8.5869141,-3.9023438 l -5.3876953,0 L 1.7841797,0 z m 3.71777349,-5.2910156 4.368164,0 L 6.7148437,-8.859375 C 6.3046812,-9.9433494 5.999994,-10.833974 5.8007812,-11.53125 5.6367131,-10.705067 5.405268,-9.8847557 5.1064453,-9.0703125 z"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic"
|
|
id="path3927" /><path
|
|
d="m 13.702148,0 0,-12.884766 1.705079,0 0,12.884766 z"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic"
|
|
id="path3929" /><path
|
|
d="m 18.430664,0 0,-12.884766 5.712891,0 c 1.148429,1.3e-5 2.021475,0.115736 2.61914,0.347168 0.597646,0.231458 1.075185,0.640149 1.432617,1.226075 0.357411,0.585948 0.536122,1.233408 0.536133,1.9423824 -1.1e-5,0.9140709 -0.29591,1.684578 -0.887695,2.3115234 -0.591807,0.6269596 -1.505869,1.0253967 -2.742188,1.1953125 0.451164,0.2168025 0.793937,0.4306695 1.028321,0.6416016 0.498037,0.457036 0.969716,1.0283245 1.415039,1.7138672 L 29.786133,0 27.641602,0 25.936523,-2.6806641 c -0.498055,-0.773434 -0.908211,-1.3652303 -1.230468,-1.7753906 -0.322273,-0.4101514 -0.610847,-0.6972605 -0.865723,-0.8613281 -0.254889,-0.164057 -0.514166,-0.2783147 -0.777832,-0.3427734 -0.193365,-0.04101 -0.509771,-0.061518 -0.949219,-0.061523 l -1.977539,0 0,5.7216797 z m 1.705078,-7.1982422 3.665039,0 c 0.77929,7.2e-6 1.388664,-0.080559 1.828125,-0.2416992 0.439444,-0.1611252 0.773428,-0.4189375 1.001953,-0.7734375 0.228506,-0.3544836 0.342764,-0.7397371 0.342774,-1.1557617 -10e-6,-0.609365 -0.221201,-1.1103414 -0.663574,-1.5029294 -0.442392,-0.392567 -1.141122,-0.588856 -2.096192,-0.588868 l -4.078125,0 z"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic"
|
|
id="path3931" /><path
|
|
d="m -8.7014065,17.460352 1.6083985,-0.140625 c 0.076169,0.644535 0.2534153,1.173343 0.5317382,1.586426 0.2783171,0.413088 0.7104456,0.747072 1.2963868,1.001953 0.5859326,0.254884 1.2451117,0.382325 1.977539,0.382324 0.6503838,1e-6 1.2246019,-0.09668 1.7226563,-0.290039 0.4980384,-0.193358 0.8686435,-0.458494 1.11181638,-0.79541 0.24315476,-0.336911 0.36473667,-0.704587 0.36474609,-1.103027 -9.42e-6,-0.404293 -0.1171968,-0.75732 -0.3515625,-1.059083 C -0.67407156,16.741119 -1.0607899,16.487701 -1.599844,16.282618 -1.9455547,16.147857 -2.7102023,15.938385 -3.8937893,15.6542 -5.0773875,15.370026 -5.9064882,15.10196 -6.381094,14.85 c -0.6152369,-0.322258 -1.0737325,-0.72216 -1.3754883,-1.199707 -0.3017592,-0.47753 -0.452638,-1.012198 -0.4526367,-1.604004 -1.3e-6,-0.65038 0.1845688,-1.25829 0.553711,-1.82373 0.3691384,-0.5654178 0.9082003,-0.9946166 1.6171875,-1.2875977 0.7089802,-0.2929558 1.4970653,-0.43944 2.3642578,-0.4394531 0.9550713,1.31e-5 1.7973556,0.1538215 2.5268554,0.4614258 0.72948314,0.3076295 1.29051773,0.7602658 1.68310551,1.35791 0.39256769,0.597667 0.60350499,1.274424 0.63281249,2.030274 l -1.63476562,0.123046 c -0.0878996,-0.814443 -0.38526256,-1.429676 -0.89208988,-1.845703 -0.5068435,-0.416004 -1.255378,-0.6240115 -2.2456054,-0.6240231 -1.0312549,1.16e-5 -1.782719,0.1889761 -2.2543946,0.5668941 -0.4716828,0.377941 -0.7075224,0.833507 -0.7075195,1.3667 -2.9e-6,0.462899 0.1669891,0.843758 0.5009766,1.142578 0.3281212,0.298836 1.1850539,0.604988 2.5708008,0.918457 1.3857347,0.313484 2.3364174,0.587409 2.85205073,0.821777 0.74999039,0.34571 1.30370077,0.783698 1.66113277,1.313965 0.357411,0.530278 0.5361218,1.141118 0.5361329,1.83252 -1.11e-5,0.685549 -0.1963,1.331545 -0.58886723,1.937988 -0.39258821,0.606446 -0.95655249,1.078125 -1.69189453,1.415039 -0.73535964,0.336914 -1.56299554,0.505371 -2.48291014,0.505371 -1.1660208,0 -2.1430706,-0.169922 -2.9311524,-0.509766 -0.7880885,-0.339843 -1.4062519,-0.851073 -1.8544921,-1.533691 -0.4482433,-0.682615 -0.6840829,-1.454587 -0.7075196,-2.315918 z"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic"
|
|
id="path3933" /><path
|
|
d="m 3.9021091,21.6 0,-12.8847652 4.8603516,0 c 0.8554617,1.28e-5 1.5087813,0.041028 1.9599613,0.1230468 0.632803,0.1054814 1.163076,0.3061648 1.59082,0.6020508 0.427724,0.2959103 0.771962,0.7104606 1.032715,1.2436526 0.260731,0.533213 0.391102,1.11915 0.391113,1.757812 -1.1e-5,1.095711 -0.348644,2.022957 -1.045898,2.781739 -0.697275,0.758794 -1.95704,1.138188 -3.7792972,1.138183 l -3.3046875,0 0,5.238281 z m 1.7050782,-6.758789 3.3310547,0 c 1.101555,7e-6 1.883781,-0.205071 2.34668,-0.615234 0.462881,-0.410149 0.694326,-0.987296 0.694336,-1.731445 -10e-6,-0.539053 -0.13624,-1.000479 -0.408692,-1.384278 C 11.298096,10.726476 10.93921,10.473058 10.493906,10.35 10.206789,10.27384 9.676516,10.235754 8.9030857,10.235743 l -3.2958984,0 z"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic"
|
|
id="path3935" /><path
|
|
d="m 15.960703,21.6 0,-12.8847652 9.316406,0 0,1.5205082 -7.611328,0 0,3.946289 7.12793,0 0,1.511718 -7.12793,0 0,4.385743 7.910156,0 0,1.520507 z"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic"
|
|
id="path3937" /><path
|
|
d="m 27.98414,21.6 0,-12.8847652 9.316407,0 0,1.5205082 -7.611328,0 0,3.946289 7.127929,0 0,1.511718 -7.127929,0 0,4.385743 7.910156,0 0,1.520507 z"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic"
|
|
id="path3939" /><path
|
|
d="m 39.972422,21.6 0,-12.8847652 4.438476,0 c 1.001947,1.28e-5 1.766594,0.061536 2.293946,0.1845703 0.738272,0.1699344 1.368154,0.4775513 1.889648,0.9228515 0.679677,0.5742304 1.187977,1.3081164 1.524902,2.2016604 0.336902,0.893563 0.505359,1.914558 0.505371,3.062988 -1.2e-5,0.978521 -0.114269,1.845708 -0.342773,2.601563 -0.228527,0.755862 -0.521496,1.38135 -0.878906,1.876464 -0.357433,0.495119 -0.748546,0.884767 -1.17334,1.168946 -0.424814,0.28418 -0.937509,0.499512 -1.538086,0.645996 C 46.091066,21.526758 45.401126,21.6 44.621836,21.6 z m 1.705078,-1.520507 2.750976,0 c 0.849603,1e-6 1.516106,-0.0791 1.999512,-0.237305 0.48339,-0.158201 0.868644,-0.380857 1.155762,-0.667969 0.404287,-0.404294 0.719228,-0.94775 0.944824,-1.630371 0.225576,-0.682612 0.338369,-1.510248 0.338379,-2.48291 -1e-5,-1.347648 -0.221202,-2.383292 -0.663574,-3.106934 -0.442392,-0.723622 -0.979989,-1.208485 -1.612793,-1.45459 -0.457039,-0.17577 -1.19239,-0.26366 -2.206055,-0.263671 l -2.707031,0 z"
|
|
style="font-size:18px;fill:#ffffff;font-family:CenturyGothic"
|
|
id="path3941" /></g>
|
|
|
|
<linearGradient
|
|
y2="121.5"
|
|
x2="144"
|
|
y1="166.5"
|
|
x1="144"
|
|
gradientUnits="userSpaceOnUse"
|
|
id="SVGID_5_">
|
|
<stop
|
|
id="stop3238"
|
|
style="stop-color:#9B9B9B"
|
|
offset="0" />
|
|
<stop
|
|
id="stop3240"
|
|
style="stop-color:#1F2020"
|
|
offset="1" />
|
|
</linearGradient>
|
|
<rect
|
|
style="fill:url(#linearGradient3888)"
|
|
id="rect3242"
|
|
height="45"
|
|
width="126"
|
|
y="121.5"
|
|
x="81" />
|
|
<rect
|
|
style="fill:#010101"
|
|
id="rect3244"
|
|
height="43.446999"
|
|
width="124.384"
|
|
y="122.276"
|
|
x="81.808998" />
|
|
</g><g
|
|
id="g7639"
|
|
transform="translate(-9.4696617e-6,0)"
|
|
style="fill:none;stroke:none;display:inline">
|
|
<path
|
|
style="fill:none;stroke:none"
|
|
id="path7641"
|
|
d="m 286.378,274.514 c 0,6.553 -5.313,11.865 -11.865,11.865 H 13.486 c -6.553,0 -11.865,-5.313 -11.865,-11.865 V 13.486 C 1.621,6.933 6.934,1.621 13.486,1.621 h 261.027 c 6.553,0 11.865,5.313 11.865,11.865 v 261.028 z" />
|
|
</g></g></g></svg> |