kicad/bitmaps_png/sources/lang_def.svg

493 lines
44 KiB
XML

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<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"
height="26"
width="26"
version="1.1"
viewBox="0 0 1.3 1.3"
id="svg2"
inkscape:version="0.48.4 r9939"
sodipodi:docname="lang_def.svg">
<metadata
id="metadata256">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
</cc:Work>
</rdf:RDF>
</metadata>
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1366"
inkscape:window-height="744"
id="namedview254"
showgrid="false"
inkscape:zoom="1.84375"
inkscape:cx="-19.254237"
inkscape:cy="64"
inkscape:window-x="0"
inkscape:window-y="24"
inkscape:window-maximized="1"
inkscape:current-layer="svg2" />
<defs
id="defs4">
<linearGradient
id="bb"
y2="48.780998"
gradientUnits="userSpaceOnUse"
x2="33.974998"
y1="46.094002"
x1="35.198002">
<stop
stop-color="#d3d7cf"
offset="0"
id="stop7" />
<stop
stop-color="#d3d7cf"
stop-opacity="0"
offset="1"
id="stop9" />
</linearGradient>
<linearGradient
id="bc"
y2="49.834999"
gradientUnits="userSpaceOnUse"
x2="35.044998"
y1="44.886002"
x1="38.046001">
<stop
stop-color="#6f716c"
offset="0"
id="stop12" />
<stop
stop-color="#888a85"
stop-opacity="0"
offset="1"
id="stop14" />
</linearGradient>
<linearGradient
id="bd"
y2="49.241001"
gradientUnits="userSpaceOnUse"
x2="33.358002"
y1="37.386002"
x1="33.358002">
<stop
stop-color="#fff"
offset="0"
id="stop17" />
<stop
stop-color="#fff"
stop-opacity="0"
offset="1"
id="stop19" />
</linearGradient>
<linearGradient
id="bn"
y2="41.841999"
gradientUnits="userSpaceOnUse"
x2="30.035"
y1="37.667"
x1="36.202">
<stop
stop-color="#888a85"
offset="0"
id="stop22" />
<stop
stop-color="#888a85"
stop-opacity="0"
offset="1"
id="stop24" />
</linearGradient>
<linearGradient
id="bh"
y2="45.016998"
gradientUnits="userSpaceOnUse"
x2="20.759001"
gradientTransform="matrix(0.83721,0,0,0.83721,107.91,38.744)"
y1="1"
x1="20.759001">
<stop
stop-color="#f0f0f0"
offset="0"
id="stop27" />
<stop
stop-color="#aaa"
offset="1"
id="stop29" />
</linearGradient>
<clipPath
id="bm">
<path
display="block"
d="m 30.916,135.97 c -0.93726,0.54113 -1.2283,1.7475 -0.67792,2.7008 l 1.9375,3.3558 c -1.4181,1.4141 -2.6223,3.012 -3.5955,4.71 l -3.7836,-0.99094 c -0.53163,-0.14245 -1.0379,-0.11751 -1.4762,0.13061 -0.43816,0.24835 -0.79654,0.66758 -0.9366,1.1903 l -1.9788,7.3851 c -0.2801,1.0454 0.36595,2.0654 1.4291,2.3503 l 3.7722,1.0336 c -0.0062,1.9571 0.23771,3.943 0.75875,5.8767 l -3.3558,1.9375 c -0.95328,0.55038 -1.3044,1.7407 -0.7633,2.6779 l 3.8125,6.6034 c 0.54113,0.93726 1.7475,1.2283 2.7008,0.67792 l 3.3558,-1.9375 c 1.4141,1.4181 3.012,2.6223 4.71,3.5954 l -0.99094,3.7836 c -0.2849,1.0632 0.27544,2.1327 1.3209,2.4128 l 7.3851,1.9788 c 1.0454,0.28012 2.0654,-0.36588 2.3503,-1.4291 l 1.0336,-3.7722 c 1.9571,0.006 3.943,-0.2377 5.8767,-0.75875 l 1.9375,3.3558 c 0.55038,0.95327 1.7407,1.3044 2.6779,0.7633 l 6.6034,-3.8125 c 0.93726,-0.54113 1.2283,-1.7475 0.67792,-2.7008 l -1.9375,-3.3558 c 1.4181,-1.4141 2.6223,-3.012 3.5955,-4.71 l 3.7836,0.99095 c 1.0632,0.28489 2.1327,-0.2755 2.4128,-1.3209 l 1.9788,-7.3851 c 0.2801,-1.0454 -0.36595,-2.0654 -1.4291,-2.3503 l -3.7722,-1.0336 c 0.0062,-1.9571 -0.2377,-3.943 -0.75876,-5.8767 l 3.3558,-1.9375 c 0.95327,-0.55037 1.3044,-1.7407 0.7633,-2.6779 l -3.8125,-6.6034 c -0.54113,-0.93727 -1.7475,-1.2283 -2.7008,-0.67793 l -3.3558,1.9375 c -1.4141,-1.4181 -3.012,-2.6223 -4.71,-3.5954 l 0.99094,-3.7836 c 0.2849,-1.0632 -0.27542,-2.1328 -1.3209,-2.4128 l -7.3851,-1.9788 c -1.0454,-0.28011 -2.0654,0.36588 -2.3503,1.4291 l -1.0336,3.7722 c -1.9571,-0.006 -3.943,0.23771 -5.8767,0.75876 l -1.9375,-3.3558 c -0.55038,-0.95329 -1.7407,-1.3044 -2.6779,-0.7633 l -6.6034,3.8125 z m 13.052,14.981 c 3.8263,-2.2091 8.7191,-0.89814 10.928,2.9282 2.2091,3.8263 0.89814,8.7191 -2.9282,10.928 -3.8263,2.2091 -8.7191,0.89814 -10.928,-2.9282 -2.2091,-3.8264 -0.89814,-8.7191 2.9282,-10.928 z"
id="path32"
inkscape:connector-curvature="0"
style="fill:url(#linearGradient3774);display:block" />
</clipPath>
<linearGradient
id="al"
y2="66.233002"
xlink:href="#aj"
gradientUnits="userSpaceOnUse"
x2="126.14"
y1="48.047001"
x1="48.234001" />
<linearGradient
id="aj">
<stop
offset="0"
id="stop36" />
<stop
stop-opacity="0"
offset="1"
id="stop38" />
</linearGradient>
<linearGradient
id="am"
y2="62.839001"
xlink:href="#aj"
gradientUnits="userSpaceOnUse"
x2="126.67"
y1="48.032001"
x1="48.055" />
<linearGradient
id="an"
y2="60.290001"
xlink:href="#aj"
gradientUnits="userSpaceOnUse"
x2="127.05"
y1="48.028999"
x1="47.997002" />
<linearGradient
id="ao"
y2="57.665001"
xlink:href="#aj"
gradientUnits="userSpaceOnUse"
x2="127.42"
y1="48.028999"
x1="47.998001" />
<linearGradient
id="av"
y2="66.233002"
xlink:href="#ai"
gradientUnits="userSpaceOnUse"
x2="126.14"
y1="48.047001"
x1="48.234001" />
<linearGradient
id="ai">
<stop
stop-color="#fff"
offset="0"
id="stop45" />
<stop
stop-color="#fff"
stop-opacity="0"
offset="1"
id="stop47" />
</linearGradient>
<linearGradient
id="aw"
y2="62.839001"
xlink:href="#ai"
gradientUnits="userSpaceOnUse"
x2="126.67"
y1="48.032001"
x1="48.055" />
<linearGradient
id="ax"
y2="60.290001"
xlink:href="#ai"
gradientUnits="userSpaceOnUse"
x2="127.05"
y1="48.028999"
x1="47.997002" />
<linearGradient
id="ay"
y2="57.665001"
xlink:href="#ai"
gradientUnits="userSpaceOnUse"
x2="127.42"
y1="48.028999"
x1="47.998001" />
<radialGradient
id="bi"
gradientUnits="userSpaceOnUse"
cy="39.160999"
cx="25.455999"
gradientTransform="matrix(1,0,0,0.31532,0,26.813)"
r="19.622">
<stop
offset="0"
id="stop53" />
<stop
stop-opacity="0"
offset="1"
id="stop55" />
</radialGradient>
<linearGradient
id="bo"
y2="39.685001"
gradientUnits="userSpaceOnUse"
x2="34.534"
gradientTransform="matrix(0.062097,0,0,0.062097,-7.3517,1.3248)"
y1="12.285"
x1="14.463">
<stop
stop-color="#c9c9c9"
offset="0"
id="stop58" />
<stop
stop-color="#f8f8f8"
offset=".25"
id="stop60" />
<stop
stop-color="#e2e2e2"
offset=".5"
id="stop62" />
<stop
stop-color="#b0b0b0"
offset=".75"
id="stop64" />
<stop
stop-color="#c9c9c9"
offset="1"
id="stop66" />
</linearGradient>
<linearGradient
id="bf"
y2="24.700001"
xlink:href="#ak"
gradientUnits="userSpaceOnUse"
x2="-1.5743999"
y1="1.6904"
x1="10.042" />
<radialGradient
id="ak"
gradientUnits="userSpaceOnUse"
cy="-51.525002"
cx="-3.9414999"
r="9.3570004">
<stop
stop-color="#fff"
offset="0"
id="stop70" />
<stop
stop-color="#fff"
stop-opacity="0"
offset="1"
id="stop72" />
</radialGradient>
<linearGradient
id="be"
y2="19.450001"
xlink:href="#a"
gradientUnits="userSpaceOnUse"
x2="1.3794"
y1="-0.8786"
x1="7.0261998" />
<linearGradient
id="a"
y2="27865"
gradientUnits="userSpaceOnUse"
x2="7568.3999"
y1="23685"
x1="5848.3999">
<stop
stop-color="#99f"
offset="0"
id="stop76" />
<stop
stop-color="#039"
offset="1"
id="stop78" />
</linearGradient>
<linearGradient
id="aq"
y2="10.298"
xlink:href="#a"
gradientUnits="userSpaceOnUse"
x2="4.1943998"
y1="-2.2339001"
x1="0.061099" />
<radialGradient
id="ba"
xlink:href="#az"
gradientUnits="userSpaceOnUse"
cy="18.740999"
cx="3.1989"
gradientTransform="matrix(0.58261,0.22914,-0.41898,1.0653,9.1872,-2.3887)"
r="14.912" />
<linearGradient
id="az"
y2="15860"
gradientUnits="userSpaceOnUse"
x2="11808"
y1="15449"
x1="6340">
<stop
stop-color="#fff"
stop-opacity=".64710"
offset="0"
id="stop83" />
<stop
stop-color="#313131"
stop-opacity=".18824"
offset="1"
id="stop85" />
</linearGradient>
<linearGradient
id="ar"
y2="24.069"
xlink:href="#a"
gradientUnits="userSpaceOnUse"
x2="10.741"
y1="7.0914001"
x1="2.2669001" />
<linearGradient
id="as"
y2="5.1959"
xlink:href="#a"
gradientUnits="userSpaceOnUse"
x2="7.4612999"
y1="2.5978999"
x1="-3.2614999" />
<linearGradient
id="bg"
y2="47.856998"
xlink:href="#a"
gradientUnits="userSpaceOnUse"
x2="23"
gradientTransform="matrix(0.86602,0.5,-0.5,0.86602,32.085,-4.9187)"
y1="13.286"
x1="8" />
<linearGradient
id="at"
y2="15.027"
gradientUnits="userSpaceOnUse"
x2="3.0932"
y1="15.093"
x1="-0.93260002">
<stop
stop-color="#00008d"
offset="0"
id="stop91" />
<stop
stop-color="#00008d"
stop-opacity="0"
offset="1"
id="stop93" />
</linearGradient>
<linearGradient
id="au"
y2="9.8216"
xlink:href="#ak"
gradientUnits="userSpaceOnUse"
x2="12.063"
y1="-11.289"
x1="-1.0053" />
<radialGradient
id="bl"
xlink:href="#ap"
gradientUnits="userSpaceOnUse"
cy="-2.4231"
cx="-6.0942001"
r="13.697" />
<radialGradient
id="ap"
gradientUnits="userSpaceOnUse"
cy="-2.4231"
cx="-6.0942001"
r="13.697">
<stop
stop-color="#fff"
offset="0"
id="stop98" />
<stop
stop-color="#fff"
stop-opacity="0"
offset="1"
id="stop100" />
</radialGradient>
<radialGradient
id="bk"
xlink:href="#ap"
gradientUnits="userSpaceOnUse"
cy="0.096901"
cx="-0.0054390002"
gradientTransform="matrix(1.8807,-0.016309,0.0086716,0.99996,0.009389,-4.0709e-5)"
r="13.697" />
<radialGradient
id="bj"
xlink:href="#ak"
gradientUnits="userSpaceOnUse"
cy="40.678001"
cx="18.518999"
gradientTransform="matrix(0.44852,-2.3891,2.2821,0.42843,-77.118,82.727)"
r="10.278" />
</defs>
<clipPath
id="clipPath104">
<path
d="m 30,15 h 30 v 15 z m 0,0 V 30 H 0 z m 0,0 H 0 V 0 z m 0,0 V 0 h 30 z"
id="path106"
inkscape:connector-curvature="0" />
</clipPath>
<image
xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAABHNCSVQICAgIfAhkiAAAIABJREFU eJzsnXe4XVW19n9zzlV2O73kpBcCCT2ANCmiKCIIWOhVgoCK7X6WawO9dhQLKqjIVRELRYoiVVqo IfQSIAkkkJPkJDl9973KnN8fa6199jmcAGL0fs93mXlW9t5rr93WeMc73jHmWPPAm+PN8eZ4c7w5 3hxvjjfH/8D45hev2O0tO//l0jPe94vdANGwvTn+Px8CEAfsc9Ov4HFjOXfVtplzzS1HHHDxB445 +OwUIONNTLK9ObbS+J86mQIQ/+fD/73bL67c/h6vWss4KZdywQflMaVjaPkOszf9d9ZdfcXf7vvx 5obXmQm3TPLcm+MfGOp/4DPrnpwvLv6Olel5y4P3bUfPVMXtd6wHGVIqpbpf2tD87t7B9lPn9By0 zZ4LdhvNl3r7yrXR5PWNzMCE2zeZ4h8Y8t/8eXVDnXDS796y/MW2D3Z3hzS3KKZOVbgpF3QVVAUY oVIWXS+sn3rW359YcKcWn7n7LQu/+rF9dzxhOmDHmxVvKt7eDBv/4Ph3n5jEe9WCHW/+2YrlmTOl VaFnWo5yvsrIyCBYCknIgoXN7LlnB1ddsYpqtQjSBaPJZioD86eNXNPk9v11zYZbl60fXFUFNFEI SDYdf15yO1noeDNk8O8FQOKJapfdf7/ns89Ouy0IwywEiNADaihpMEIS+qP87cZ38faD2jj7nOX8 /ndPg4xtGURvIyxhWrKVF6a3j9zamu27o3fzo4+u3bysQGT0iZuZsMErAfC/EhD/Tg1Q934pFv8y P6y3F3hgadBVTl88jx9esID7HhxieKTK2t4qGzb4/PY3z+J5VTCGdDpFOi3YZdepbN44KMrlVEf/ aNte64Z6jvP1rid2tx203+zufaYtmLltaExYypc3aV49LAjGDP+/MmT8u35o3fuPPfTHR92ydLer 586XdHe4/P3va0Bq/nb93hx4YCcf//Tz/O63T4EuI6XCmCIIC2Ms3JTkkYePpqvT4pjjHuLeJS+B a4MvQIcgXBASaekw44abWtOVZ7ravOc6W8pPVUoDzxQqa9f2DjxUHMr3BYyFiv/VzPDvBICc3j3X MeL8W0dr7QeseGYPgiBkr/0fYfOGQVKpkEW7TePRZS/gBwEIQbbJZdEu7Uyb1sQ1f34MN9POGafN Z5+3dvGRs5dSLNZAhKSamunpdDjwgG6uvmYdlZIP0gZjg5AIqXFt4zdlzXBLJnypNavXNmf1i02Z sDfj6A1C6A1GVDcYM5IXYrD2p1su9hkPisbx/xUg/h0AqHv/acf87P2XXT37ymnzUnzo5G6U0nzr G8+gdQjGQwgfJUOcVI5ycYh0xuaJx4+ntVVyzAkPcc+dywEfy24mDKoYJAgXyzY8vPQI5s7N8R+f eYrf/OYFUArXtfBrISnXItOcYXigTKophzYGJRWuI5FSkstZQdoRtUxaDXWm/MHPiMsHp9jDAyaV G5JK9QvH3iBbW/qllBs8S27ypRyqeL531dNP1X5y/z36NX7//9Pj3wUACVgL5v/prytebDoEUUAS 4Lg21coISAt0jUW7T+Xiny3isstf4pc/v4/2qdM54tApzJzVyvnfXYrvR2+YTrtkcxY779TDkiUv 4GRbefsBPez31g6+/Z1nKBd9hGVjQs0h757Jjy7YnkcfG+HTn3kez4dUyiKTssjnQ7Zb2M5LL9do bbYpuG3swRouDP6Lgt2MUBZKKGTKQUmBclwtlaxJyypJx+4Xtr1ZOs4Atj0gLLXJQK/JZtZry1pr Wlo2iPxocdb53/L/Def4DQ/rX/z+iffL7Xa47OAVK1LvQpVBgjYChE9rZ46Ugo2bBpkxM8ucOU0s WJDGctoY6lvP7377ElK5aF1FyRbCwCfUcOffj6KlxeH9xwU8tvRlbv7bALfenEXrANu20SYkRNPS ItEGnnq6QLnk47gKYzTlsuaSn+/IgW/r4qcXreVPVw8S6hRH8ncsOyBwXBxlIWwLoSRCKIRBipC0 MEFahrpT1fztlS4iUcjQj44LQoQQnhCibJR8efSYk58NMulnTSazotbVvlwKsWbqf51X+Ref99c9 /pUMkLy3BKx5213519Ur/UMsG7Q06FqR40+az4U/3I0f/eRZvvudR1HK0DO1meHBIuXSECgHQsNO u8zg9DPm89fr17PkruVk27p472EzmT29hR/95FF8T4OdAj/k8KPm8ZlPzuE756/ljjvWoSyJEgap XKrVGk1NzQTakGtOce4X5rPP3s184tOrWTds0+RVuMr7NDVCwI6+OCAcByedwigLx7FRjot0HZRl o5SIKU5GKY4OkF6ACDUyDJHVKjIIIrkpTaBTqbV+d+cDtZ7uB73OjgcpjCyfeuGPvH+hHV51/DsY QL7r3Ze85777rUM+9X9mMG1qiq+c9yhahAwN+2zYkGf5M6MIYQiDGhvW9SHwsG2JFoowHOEdB0/l 9FMWMjrqc++9L1MaGeHKPw6hlEIA6XQrlXIZhObdB3ex3bZT6OxYhxQaBHg+zOhx+eBRcznwoA7O /eqLjIxqvnzuShzbpbUtRWk04LRT25l71h8ZXjOKKo4SFquQz0OxBKUSolhEFMuIfB45MkpYLiKE RHo+ouYjqpUonLkOpFKAAcfBWDYyCBC1mqWGRuY5vRvmZXRwsnYc7WdSzw8d/J5baz1TbqrOn3f/ 3H8zO/yrGUACVkf3724sle2Dn3/mHVgWvOeIh3j68ZdAemQzKWrVPEHogZMCr8LRx+7K2WfO46RT l7B5Yz+ZbBN77TmNh5f1USoWQdkQhuy460wuOH8Rd989wPnfexhlp1FS0NqeY3jzKEGoUakcJoDp M1p48N534Xk1Fp/1DI8/mae1xUVIG8exyA+F3HTTLizYvoNiKJFKYAs59kOMITQa2xjQBqE1hCGi XEEPD8Pmfti4GbGuF1augSefgXIRWaogyxWEZSFyOaQQIEAHAaZaQ1ermGqVQElqHW2rK1O6rqu2 tly8zY3Xrf4X2qY+/lUMUI/9xxx2wTFX38TBzd1w5sceoa3F4eknVoFSYKDme6TTFs3trax/eT0Q ctCBnSzaZSrvOGgmV1wxSLkwwpK7Chh8pJQI4RBSpb3dYpedpzE86JHOtFAp5wlRDG0u0tKa5rTT 5nP1n9ezcWOVbFby7sPuZmpPjgfu30gqnSMIBdmUoDDqs3CfWcyb30Ep0OB7mFDjC4HUGmFZaCGQ UhIKgRACoRQilYJcDjmlG7H9QiCeXNEaUavByCisehFWvoB86hm4+34Y2owpFTChwWSb0Y6FdrJo L0T1bZqXXrf2MyqTXfzSDrv9rTpn5mV+S+uSnf/0u+BfZKd/GQMIQB71jhNblz799rs2Dbo7QxFh fIQI0bqKkAqjPXpmtHP/kqN48smNHH/izfi+Ty5jsWj3WSx9YAW+74GbBT9gjz3ncdrJc/jrDX3c fvtKUpksuYyLraCvbwBkCpSDa8M9dx7Fdtu18tX/eopLf70ahCHwLTp7cuyyQwvvf38PF128kWIx ZLSU4/zTyhx3XJo8XbitLchsBqkiAaiVwlESrSxsKQmlbCgXGqQxYEAYgxACEpBMOCEiCGDzAOb+ BzH33Ie+6RaCzRvRVY/QcgnTKQIBulYjqJYIbItaa/vDFR38pLrboqv3vvXG2tY21L+CAereXyru esKmfmtnZB6UwIQwdXoTHd0dpJVk2bKnSGW6eemlAZ5aPgQYjKlSKATcf+8oQgY0t/eQHxkG7XHk 4TM4/ridGBkOWLJkLdVigWqxiGWncNIWc2b3sGrlOlJtXXzmi4/yjrdN4bLLVuJ5GjeVIZ2zSDuK X1y0O+m05IH7S9y0pMq0Ts0+V/0Hz19eQzjNWI6N7dhYuSbc9laslhaqLS2ozg685iZUWyuyvQ3Z 3Iqa2gXtHZDNgG2DpSIATHJCsCyY1gPHvB+OeT/ye99EPf4UXHs9+s/XYDZuRHs1QiuFTjehfQ+x edOeDlyuH370sw8u2vun/ry5Vx547RXFrWmsrT0EIN+554ntT6w+4J6BIX9hOm1R8wO0P8Ihhy7k ij8exMOP9HLkUbdTqw5jOwpLWVTKw3FNQDNtxnQuv+wdjAx5nHDKDfieIJdLsWD7TpY/tZFKJQ9W CwQes+dO4cYbDscQcPKHHuSpx9djjEEpFyeVJpNy6eppZs2LeXbbvQcpBDOm57j7niG8jjl8mBv4 BL9ho5yGY0ksoZBKohAoo1FGoBJP1xoVahzbRkqBtBRSKIQSqLYOVE8nYv585DZzYNZ05Jy50NKE sCJfa6w3N05bmloNlj9L+dvfo3TrLdSKeYyQBG6WIAA/KOMBfmvb8+VpPRcEU6dcftgdf/+ns4et zQB17x8O9zo+X1YLv/f9XdlxhyzHn3gnhRHoXT/K1des4uabe6nVRkAIfD/EhDVsR9Lc3MLgwAZy OYspPTlG8ptx3SxedZBCvsJjj5QQosbsubNYv26AgAChBEuWvEyoBSuf3YiQgmwmR6UccND+0/np T/dgQ1+RMz/6HMuXjyIsi+dXeHT05CiHHodUb6PoZLBdE8d3iXQUUtlIy0JKhbQslBBIJZFSRb8y CMEPopgfBJj+AfTatcg770F7PtKyMcIg2lph330xe+2G2XMRzJoFqVQEBq3B98G20LvvRvaqP+Bu 2kz10ssp/OIiKht68RFokUZj0CMDC9XIwKW6d/0Z185b8KUPrF6xJD73b6hEvbUZQAByyrRjc8Mj b7vbtvSih5e+l+ZmmzPOeohbb3oGqKIsg0AShJUobod53nvEHnzpi3twxZWr+MmFdyKtFNlsimlT O1nx/AoQuWhGMJPmD384ioULmjl98V08tGwdUkrQVZSdI/TL2G4rGoUJ4cgjt+ObX9+Vq67p5QcX rCadc8jlMljSIi+a2In1/Mb5FptLEiFlVPkzkUZVcW7vCIORCsdJoewIDMK2UcpCKonQBqkNUkok BhGGSD9AVH2EX0OUqzDUjwmqGMvCZHOYE46Hk4+H+XPBdSM28H10rYZOpxFKoQsFKr/6bzZ9/ZuM jg6ikRhcfAw+Pr6Qgd895aJKa/P5p6x4dmODHV43GLYmAOre39F94SmDA+bXuWZFJi3YdVE3f7/1 KRAKdEi2OY1j+0yf3smzT69A64APHr033/3OgVxz7XOcd969eLUCIJESIMR126hUCmSa2vjed/dn j92ncPxJt/HymgFQFmiYOrONE4/djlmzcnzlK0+hpcS1XQIflHIJAsOUnnb6hzymTsmweZPmhz/Y huOO6qZQiYo2olyCchlRKiNqNcJyFVEuQ6GIKIwiyzVEoQjDecSmPhgeQdY0MvQQxSrSryFcF2nb CKkQGIQEQo32fHTVQ1eK6NEBtGWhO7oR7z4EccL7sPbaG9JpakGAHs1jHBuRTmOGhhj9/oVsvPSX jIwMEtaBEBCiCW13sz9j+tfurFUu/fWGdRMzhlcFw9YGgGxqPTFbre11t+/7u6EDMD7ggakgpIvR IemMYOmDZyBFyOFHXs/al9ahLEFLazN+zadQ2ASqDUKPju4uvvfdAwgCwcc/eRthYIAa2XQ7pdIQ WlsIlcKEIbvvtQ1/vfYwXn55Myec/BibN5VwMylqNcGB+0/jq+fOp1YWfP27a1mxskYm7XD/kl1x myz8mkC6DkKpONUUyETNS4FAYGtNCKA1ljForRGeB8UyDA1D3wbEqtWw8gXEilWIteuQhTyUCmij Is+XglAKtA4jtT86SlAr4SuJmjYVdc45OKeeCB0dBEA4PIR2XGQmjRkeYfiiX/LSD7/PaLGAQKFx CBMgtLTdWWtu+sxZvWueZvLZzFeAYWsBoO79e+1zweJlS/UvkTVQAoIqU6a2sstObfg+3H3XUnqm zedjH92edMbii1+8jcD3gSCqt8saLa0zyI/0EwYBs+bM4uYbj2fVC32c+qG7yI8MgrCRQpLNZNh1 tx5eWlthXe8AM2dOIQwMuVwTK1duwnaayDSl8SqCxYu34Yv/uT0PPjjAZz73EvlCyGkf2ZbvnDuT fLGCQowZ3ZjoxyQAaMz9lUIgEEqAVHFhR4w7CWAQgUb4HmzYAPctxdz/IPqee9FDQ+hSkdAIgmwT WlqEOiAIAvz8IJ4OMU05nLfuT+YrX0LtsQhfSsLNmzEpF9nUjNm0id6PfpIXb70JTwdY2GggQGOk Xaw59k97W5sv/PbG9YO8Rr/D1gSAPGjRCe1Prd31nqGRysJsNkO1ViP0CszbbhoP3HM8y5/p5b1H /Y1KqR8pA2ynmVp1mIgjFZYl+MXFR7Proikcf+JfeHFVL26mGUsFNDe10bdhDcgOEBaEZX7y0yM5 4fgd+MlPn+C733ucIAgQ2DipLGnX5thj53Hb7cOMjPp0tDZRLId0dGUZGgoJTYYbfzudnXZppSBs bCvyfJRCxoY2cb4PYy1FGFPvpBXaJLavH4OU9TSw8eQawPg+pr8ffeOtBH+4guDxx/BLJQJpE7ou oZQEOsQvl6jqKqG0yOyyB80X/whn0a5UtSbcuBHT0oLtutQee5yVi8+kd/UqDOCQwieaBCOVXhNM nfq5c9asvIFXNr/UgbA1WsLq3p+x3/upvpH0sV8+by9OP2U7br5lBb5Xo2dqO5YK+OOfVvHcc2tA qGgu33go6ZPNduLV8ripHCedvAvNzZKr/7yakeECYeDje4ZypUhTyxRac1lKxSGk1UK2KYOlQr79 vScpjBZx3DRIB9exuPP2Qzj+uHnkMvDgQyUKJR/XcfE8hdXSwrS0x6nXn8LGSy/Dv+IvVG+6Gf+m 2/AfWErw4EOETz6DWf4s5sU1iN5eGBxEDI8iqh6I+EdLgYhBI2QkIic1vjEgBEYpaGqCPXZDnnoS 8qQTEMpCr1tHbagfv1LEGIl2HLBcdGjI973EwG8uI3j0GdJv3Rtn2jT8Wg2vvx8xfz5TzzidtuZW Nt//IIWwgoXEYKODWhujI8ccjMilOjofWlEpT1pN3BoMIAB5wuHnTLvu9q77jLJnPXDv+2ludnj/ sXfwzOMrgRpKaYSwCIISqCyEJXbcqYe37T/E9Bl78+Vz70aoLLby6e6exvp1L2NwQKRBl/nQ4oP4 8hf34aprn+XrX1tGrRYgqKGUiw412WwrvrYJPENrVxunnzKPI947hU98aiWrVhVo68jiphxsqehX 0/kYV3BW+Hs2W9NwRGQk1xhA4GAwWqM0uJYdpXO2wrEjdpCAdFKorg5keyuirQsxaypi3mzEvLmI zg5EJh2lEjRwcFxHMMZgYkAYQFSr+A89QvGb36Zw331Uq0UMikBm8DHUdJUyPtpymfLBDzL1/O8Q trdR29hPYDzcKVMxvetYccIprHzmCSQGh3TMBRqZbXqy0Nz0mf/sW3sfENLABv8sAOrev9sOX/jK 48+mvurkLFpzFtsv7GbJ3Y+CSoMJcNMp0qmA2TOn8vTTz6JDn0WLKjzxxNWkXJeurl0Jg7ls3NyE MQqDTybTRaVcwBjJEe/bnS9+fhFf+/oT3Hbb81EYEBLbcjj+uIV84uMLufTXa/nD71/CSTmUSpqU k8YgmDuvlXxB4HmCXFOaqmrjD+En6bRLeHYTSlkopVBKYcUiUFpW1AQiolRQSonSAmGCKOXzfUTN Q1ZriEoNUSkjhUTaMtIIUzph550we++B2estMGM6JuWClNGZDyMRqI3B2BbGcZBBiL9uPfkf/oSR 3/+e0vBmfCRapPABz1QpoXGaWpnzhS/Q+eHTqbgOfu86ZEcHadti8IqreOLLX6E/P0IaC4GNwSPM tNz46fLQcYDfCIKtAoAPHfeJjtVrt1l270Pr5xhdA1QcC4k+J/Sw3ZD77jmHTEZy9LHXMNi/lpGR 3xME1XFv2NE+h5aWvTnl1CPZb795fPScu3nxhY0IwHYdwgDCwAORAhwcV3LjDe9jp526+eznH+Wa a3ujOfuUQ1izOfcrCzjp+JnccWc/3zp/A5v8dt5WuIcLgwvoF6l6cUdZNq7tgK1wHBdpR6CQjouy HZQlI21goplBIQTKgNAaoUNEaKKmkKqH8D1EqYwZGcb4VYxtE6bTsOsiOPSdcORhMKUbY1lordGe h6nWMEoSptNIIBwepnDxr9jwox+QHx0iRGBIEQJlqlQwdEyfxYJf/Jz0W/ehUiwSjI7izJiBMzrK i1/8Mk9edRWBDnCRVHu2+f7nN676FlADgq0BgOS16u4ld5w9dUr3z1Y9M8jFlyznrntXUKlUgAwo A6FHU0sbn/j4bnRPyfL5z99IV+dy1q9bssU3nzJlCh943xE88lgnDz9aBqMAQ2dXO07K5q17z+La 656mub2ToBIya24Ha1aX8TywnRTppjTGt/j+txdy4EGdnPf1Xh64b5SKn+E3Xwp5++xNDA8ZRLmK qFYQYYgoFpFhiKh4iGoZUfYQ5QKi5iMLeUSgo2aPwIu8v+ZFhR83hXBTSEEEBiEgCDA6RHtBlPtX S+iRIcLQQ6dSMGce8uj3YZ90PMyYjq8kulwmLFcJjcak06hUCj04yPAFF/LyJT8nXxhFYBFgExBQ wkcLyZy99mPbyy5FT+mi/HIvVjZDuq2NytKHWLb4DIY2b6Rv5vanfr/3uRuBKmMs8E8DQHzuc59r Pvroo+9xXWfnplaLrOvS1zvKxT99gj9c8zjlcpnkKi4hyzhOC+nUAIXCNYTha09uSSFoappLKvsW RgbbWLjLAv7y5/eRzxc4/YxlPPpIL8JKgVZks020d6Q49NBZ/PGPvXT35BgdlijLor01w0gxZHp3 mtvv2B2RcQmjb4UWEVHKaFIvKt7Es3vaRHP/woDwfSiVESOD0D8CI6OI3l7EE8/Cs8sRwyMRA5Tz aBRkMhhlESqDDg06DAiDAF2tEuSHqQUeJpXG2m4B6W98GXXwO/Fch7BYQpdKUZjIZpCpNPQPsPGL 5/L8FX+gGqd+YOHhUSAkk2lij29/i86TT6CYL+CPjJCaOYNUucKz5309f8ENt7zrjqH1a4AK4BGx wBsGQD3233T77adN6+q6NKzV0EaiCck0OXS2punrHeXyy5dzxdXP0repj+j02nR0vsjgwH3/8Idm M60sWPBODjxoX7ygh4t/9gRC5cjkUpQL8I53zOGy3+zHaL7MJz+5koefyJPLplDKwXVtBgfgv742 k7M/3MPwkIclo9xeQlQDcJw66IRUCBnJfamseJoXhBhLDetqX2sIAkS+gFi3Hp5diXlwKWbZo+i1 LxFWy2jPI3RyGNcmFFG6F4YBQbVKrTxKIMCZNZf0f3yK1InHEra04JVLhCOjGK0xLc3YtkP5oWWs WHwGvb0vI6OkF42kQpUKgh0OPJjtf/Uzws4OyuvWY2XTrHt5/X2HHPz2xUAeKG0tAMivve8DnQcf 9p67et5z6PZlpfD7NmD8AGMEIYJ0xqKr06VaCrj7jpf43WVP8eRzT5Iv/BWt3/hElgCam2fQlNsJ 1A5s2pxDk2GvPWdyyknT2dAHP/jhCyg7Q1dXGiEcjLEItcN9S3amvU1QKcdGl6Je+RN1Co/q/YRh 1MmTFIJCgbDHTpkUkoj3J8/7CQL00DDmsScIb7mL4PprCYf6CSpVAulEub+SBFrj1wKqtRF8NKqj m9azziJ7zkfQHe3U8nnCQgGjNbKnB7tSYeCyy3n6G99gsDBaF3s+PkUCmrNN7Pq5z9HzkbPwA58l t95xyZlnfOgCthIA6t7/s5lzviB6132jfcECtvn0J2k65J2EmQyVoUFMvoAxmsAopIK2dgdlJB// xOe59bbb3pjlJ/syQpBJd5DLbYfrbke5NpswnIIxLvvuO5UHHyrQ0ZllcBg+cOp8LvxiB2VhYUmJ pSxQUf4eeb3ECImUDUZmzLBJhRBMpPQZb3TRUBWarPxmKlXEqhepXnk13lVXU1q7Ft+rYlSKwHLw lcH3NH5QpEyI3dRK1xkfpuWznyZsbaU8OIgoFtGOg93djdi8mVUf/RQr77oNLwxI42KQVKlSxjB/ /vbscNGP+f3d937q/O988yZgFCgTAeANawAByC+lmqfO8Gr3+zqYVSIkRNLd0cmco49m+hmnI6ZP o1KpEPT3E/o+gRasemEVH/7w4jfwka9/SClpbenhgAN2Z9Eui1iztpsHHsqSt7fjx5n/Zj/7aUaz 03HbWrFTKaymJlRzNlL6zc2oXBaVTSNa25GOhWptQ6TTiI52ZC4DjhOVgJUEOT4cJCOZ5q3n/vGt lhIj4z7DapXgyWcofuN88vfcTrWQx0diVDaa7dOaiilTReM2tzP7q+fScvKJVFMpvL4+TBBAUxPp XI7yI4/x5IcW81JfL2kkFi6GgAI+ba2dlSub2465a+2q54gYIAHAG8oC6t5/kZ09z/L9c30iSelj KBLgY2h208zbd3/mnXM2qT33oKxDKhs28vVzz+XOu+56Q4Z9o8OyLFw3TTbbwV7NhhmZHLPcND1K 0Y6ixde0aYMTCNI6xA4NlmWjbAslQVo2QgqkUNFj20a2tyPaWxEzpiPmzEbMmo6YNQO6OjHZbN3I EHt+GKA9jVEatECbAC0UOA5Sa4LBQSq//RODF/6I4b7eKOUTKXwEvvGp4FPG0Nbdw/wLfkDm8EMp lSvo4SGQEjVlCm6txrrzf8Ajv7iYml8jS4qQgIqbXn2+8Y8b9qqbgQKRCPT5ZwBwfjo7v61SWuoj 2zQ2AYaAKKiEKDxqVNDYQrJgwQ7MOmsxG2fM4IRjj90aNn3tLxk3cAL1Ak/0RNSIqpQilXJwXZe0 m6Ip7dCTyzElk6ErnaLDcelwXFqkok1IOoSk2QvJVaqkawFWpYKqVLFKFahWoo4gS2CMxuy0M+bQ g2HRzrBgW2jKRfk+RGLO96O8X8po/l8pTCqFUoown6fwgx+z4cILGSmMECAAlwDwCCnioxEseNs7 mfnrXxC0t+OtX48JQ3BdUlO6qC17lKUnncyGgc1kgELnzFu+OtD7WWDJCTi/AAAgAElEQVQEKBKl gW+oDlCfF7nr57/4knX3fV9f+de/MFgpAAJBioAwLjFFtOcTUogfPT5jJves6/2nDPu6v2gs2hLj SymxrIZqn2WhlIVljT0W0kIKEzd5qLjKqHAdB8tSpNw0WVvR7Nh0Og5dStEmLdqEoNUPaa/UaPMC mjduIrN5EzIIo2LYrFlw6LsRHzgSue02iJQbze55HqZcRgsRFYN8n9C1UOksun+AkYsuYf3PL6J/ ZBDi4m7kZAEFAlqaWtn129+k5dhjKBmD3riREI07dTqpapW13/0eT156KWvcth/9sLjxl0Txv8RY IegfLgULQPz+iium7r7nnvenW1pmB/2b2fSzS1jxh8vZMDKID6h4pRaNwRApjb5Mil+Xt1of46t/ yYbp28Tg4w0/9ti27fr+ZJt4nJSyfiulxBgJMp4RFAIMaK2jTMAYbCHIKphmJNsimF0s0VMYpatY JqPBOvBtyGOPxj5gX3QuRxAE6FKJsFZDA2EQYDJpVCqNGBlh83d+yMpLLmakVsbGQmMBhhI1fATb LNiZBb+6CLXD9lQGBzGlEjqToqmzi8Hb7wy+/63vn37V048sZRIByBsAgFy2bNkXWltavhn4Piad xmlpgdFRBq64lpWXXMTa3nWM6AAXgUShgb93tPLw4MBWNfQWv2Rs/MRwWwJB4+2rGT95nAAgAVby GSZuDNFaE2pNGIZ4YYiu+VSqNYIgQEqDLQVzLYd9bcX2ns/00NDx3iPInbkY09VFKCXewCDaRO9j ggCTTqGyOXTvOtYsPosXlj2Ip4MYCDZhLPTSlsOiUz/EzK99haLrEq7fgLQEI6XKi+8/4sgTBgb6 +4kEYBL/EwC87tlAAYgrrrtu6qKddrpfhuHs0Bh0qNGBj7ZtVEcHlu9RfvIpVv/opzx37xL6vSqF tjZ+Mzz8LzH2ZKPRSInRGg088fFEACT7GgE0kQUS4wshxgGgcQvDEK1DPM+Pmj18n2q1SrlcJgw1 Kcdmh5TLQekUb5kyg20/+hEyB7+dqlKE/f3oMMQIETFCSwuOZeE9/gTPnfkRVq9eiYXEwiFAEFCj iGbWlGnsddlvUG/Zg9rwEE8/+sQNxx9/7JcYi/8VGuI/vP5+AAHIz751v3Patt/+A7K7O4phNQ8j NSbUBMPDeKUyZsZ0phx7NNsdeQQtoyWuXrOavmr1NT9ga4xG70+2Rm+daMzE6BNf0/h44v3GDSak eclUb3w/AsHYPiFE/TODMGRtscjtm/v5c98G7r/vHgp/u4GZCxfSMm8eYSZDWCyC0OhiGa9Uwmy7 DTNP/xAtxRrrn3iMkvaIapcONoKh0igvXnElHbWQ5rfswSPPPHvDrTf97VEiwzdOAtXH6wGAAMSf dt9rTvC731868sc/ZW0EuZ12xOruIpQWplqNFK4U6HwJb3iIWiZD34xp/Px3v9tqBn6tkSj/iYZr 9N7JgDDZc5OBInnvxn2JcScDQCMbJGBItgQQjm1jjGH1wAh39K7lL9dcQ/8tN9PT1UnnjjsS2ilM pRL1D4zmqfg1Wo84nLmHHUbtjrvZMDoEaBQ2KSx8HbJi6X3U7lhiHuvru+yRF1etZqz+X6f+ZLwW AOrK/8x07nN6aODdhVKBdXfeweZLfwOrXqBph+2xZ81Cp9OYcjmaARNQKRT4r/POY1Nf31Y08at8 0QbPfDWjN4aFRmM3guLVGGFLxp8IgsnCQqPxJ+6zLInruhRqNR58eS1/vP4vPPbnK8lms2yz915o P4jmGxDURkYQs2cya/Hp9GRaGHr8MYa9EhKBi40NjAz2F+/oH/7l+lppgPEzgHX6h9e3UKS4dq/9 5sj1G86QKFwypHGplEs8edWfWHLgQaw47Cj0vfeSaW8nNWsWuCkGnnyK4MknkW+k1vhPjEZ6nkjZ jQBpPCZhjtc6vrHUC2P0n9zfUjh4rS15TRAEESs4DsYY7ly1hrM+9WlO3f+tPLHsAUxXZ/17Bhs3 URweou3T5/CuZUvZdd8DqBBSIAq3vtO0+tF8/ybGx/xXdAW/GgPUvf9sI74UjPS/E1JowrgSrlAo Aq3Z2LeWF669juE/XokaGSE7ZzbWf/+aU8plDsg2MaANG8OQ0Lzi87fKmJj6TeaxW6L6xtvJ7k/m +QlgXsv7J9L+lvY1vi65hTikGcPL/QP8+ZrrWHbjDczYbj4987ZB1GoYIQhGhvEzGaafegqztpnP 0D33UvDKFHPtdy2pFu5i/PTvOO+H1waAuOm3l20zZ+EOFwePP5XKV0eijlMkGgsd35coDIbNpTwv PLSU4TvuonX9OkaUolNaHJVJc0g6g0LQGwRUtzIQJnrqZIp9YlYwGQBeTQhO/Iwt0f+rhYDXMv6W WCNhnvX9A1x/7XWsePJxFuyzF82pNGgJgU91dBR3331YcPJJ8PRynt08euWy6ujTRPSfxP9XLGi1 JQDUvf9L3/vep7sOPeSQ9jNOpynXivfMM+QrBTw8RNQ6ERUw4rxfCYvpGRdbSUIDJRMyqDWWgQPT KT6QydApJS8EAZWtAIRGap7MeJPVAiZur6YZtgSEV4v/jYZOBOCWjP9aAIDxoQZgzctrueYPf6C5 tYnZO+2Io0OEVITDwwTZLLmDDipedt/dP3y5b/3E+P+6Q0Dk/TfdNGvuzFkX6XI5FzgO6be/je4P L6Zt2hzUytXk80NUjI9GY+KiTyaXpcuxx/jGRD/AA4ZDTdlodrJSvD+bZnvXpWwMA1oTvEEwTBav t0Trk9H7q9H9ZPn/uCnff1D8TWb4LRm/0fATAQCgteG+e+/nlr9cz7yddqBnytRoxewwZM3LvQ+f /8MLrmKs9JtM/rwiBLyaCBTz5s070027PSiF8DyCzZup6ZDMmaex7cP3sd/NN7Pd/m/HUTZlPKoi pD0dtVppYwiNwY8ninTcXuUbwzrjsyEIWSAEX25u4Zdt7Zydy7HAcbDFP6YaJxp/YqEGeIX3Tibu Ju6f+N6NjycDwJbYYEsG/Ue2LYEAoG/jJj52+pl87bwvs75UQBvNiy+8+DivjPmTvsFkDCAAcds9 98yePXPmxfhBtuFsR31q+VH8Wg2zzTw6jjuGGe97H03VkDA/SlO1gpaSEAgxGG3QmHoA0iZmBQwF DIUwOlELXYt3pzO8LZ1mqpRUhaBozKsyw2TGn+i1Ez1/IvVviRUaAfJ6xN9E+n89OiAMw1e8z0Sg vN6xauUL/O3P14CtePGFF696+qmnVhB5/xYF4KsBQH7pwIO+0L5ol0N0UxPG86PLmuILKAwCtEHn C/jFIkFHC9m3HUh1yd0EQ0PRMicx9SdG1yYCRDJJZOLvEukHKBooaI2tYUfX4uBUmoNTGXa0HFqU oiagahifSQiBkWPdPI6MrsxpZILJ1P3EiaKJQGgUkhOZZaIXT0bniZEnxv9Gg78e8fePgqDmeSx9 YCkvr1m9887bz+3dsGnweZJZ+tfJAAIQ1xz4znltF1/yU++6G7LW/Lk48+YgW5rRfojxvHgKKRGA hrBUZf0111C9/i+ElsKYMW/X6DHvx8TeP14fJJdagSAECgbK2iAxzLQk+7gpDklneGcmzRxl0aIs bGOoCRFdWBH/Qs8YQiEIlSJUCiWjXn6Z3CqFJSVKSux4vx0fp2Lw2Cq+zGtCWjmx/Pt6C0AT9032 eGLIaPyMibWH1wmEpo39Q4fZkkx3d8eDxVKl3gE08djJVggR00fzZztBtSu//DEGDzscd+pMWr/8 n2SO+SBqyhRqxSJhPg8isqZXKVO47jpCGTU+hMZgiL0fMY4JEu+PNEHjbFTcYyeiVm0RGzVvYERr HMAWgnekMhxmQSAkPoJBDGv9gEEBA0A/MBiGDAmoiigUeTE4SPJrEfXtK8ABHGOwjcFyXawwxJES C3BElOHYQtTbu4xJFoWKNj2J0SYaMjHulh6/mpe/1vNbGlob4cHHgjDcf/dd5n/2sadeuDd+Kkze OjrrY0MA4roPHDNv4U23PyCq5S4fhwCfGjVqGKz2bjrOOpvcR85AtLVR8Ty8/n5evuEGRr75LcJ0 vIyJGfN2jUHrBupPnovvx2RC0l0n4vsifkIIUDSIMMAIgaskSgiyUpF2FGnlkrIUKIVWCi0V0pJU pKIkJQUpKRtNRQqqQlGVEl8KqkJSk5KqNIRaUBOCmhRUgbIQBMZEXTsIfKPxwpBaGBJojdIa22iU kFhhiA7DqBNYa8IgoBZEl30HQTAuHIRhWN83mTbYUjh4o6Otre2m4eHh4xhfDzDwSgYQ85Y/97l0 Nd9VJYOIs3uL6K+4eUMDrPnuN1A/+TGt7z6Uts99GtnVTf7PfyZIpcYZPdRjLDCO8qFu/MTgNBh/ bH2tZAnWseOSDt1Ii0UhqCrA14K8CHHCyGstKbEF2EKSVYoO2yLluDi2jSNV1O+nLIQVXQaOjK/w Te5LiVESg8IIgw+UjaEYhgz7Pv21GkO+T7/v01sus7pSZaMOqPgBpVoNX2tcE19sGjNG+BpUP9n4 Zw2fjLb29meHh4ctxsRgcpJNAoCk2VMUVWatlW3vS5WGp2osRLxOjkCjcEkjqJaLrL3ualZffx1y xgy8atzaZHRM8w3GNxODz9i9JLw1YKAeBsZarpP2a9HwmnjWLxZ/UkosKVDJ5dpSRCtxxHG7IgQ1 o7HDqI6pQhH9pSkRXbMEEc2reJMYlAapwJKSnBS0q2jtoPpagBoQAdqDkIBqxWNzpcSLxQpPlvI8 ODrKE8UChVqNWhgigbTWyDhswORaItm/NUc6lXqasT+qNU5UJCIwcTb16/71j1S3XXh9d3tXuml0 dDtbe05IWC/0REUficQhQFO2wMjoitcwMb6JYz+Jucf/oOT3yYTm428gJzDBxFsJUYeujOg/EXeJ iFMqaeSQ9QWclFJI1dAMIhWWSo6PBJ+SEiFktOqHkHUQIUTUlIEg1IYwpuhaqCEMMIFG6ABLa1xl aLdSbJNNsV9TjmPa2jmjvZ3DM1m2URarymUGajXyQYBnDFJrVCIIJ2GDrQUGy7LyUsofF4vFEWjQ 45MAQBCFBPvx/j79x8GNj61Lu/e2pLIqZznTHb+Wkmj8WKmHGCqZDMZ1ojjfaODkfzN+p6knfxNi f93jRV0DRACJw4AYE4hKxmla3dAquk3AoBqBkKR6Vrw/yQriVUAaq35KomRj1S+6QKR+0QhjXiKJ egJFYhxjIjCEAfgBxg+QQYCrNVNtl32am1jc1soHsjk6pGC95zFUq1H0/WgJ2sTQxrB1fR+EEI/k 8/krieJ/45QwEAGg8bcpIlZMAemVvmeu98orbnfsZU46XWlHTcmEXiYkxFMO1eYMJmbDxnrT+NKT GY+FBuFXv7pmnKdHAEjYQTZ4f2KQxPuVUlhSRdfwJ0aWFtLaQs1fqcjIsbFVDAYlG8CgVHSdv4oB EF8LmBheQP3CUQFIAxiNMBqhNUaHmDDE6Ejs+b5P4NWQQUCPZfG2TJbTW1v5YCZNBXi5VqPkeQRJ tXErhwHLsm7VWj/AWEn4dQHATUAApPJ+Tdxbq6y7UZpHa62dQ+1aNJupXc2iUhbaUmMiDxPXCEyd 5ieGAZN8YCL4GowuxoHild4v4kWZlIi9X6o6lW9xoifZZOzhMUvIBAgqMnYdAHXjJ0WgaMqr0fgS EwHAmCjQaY0MNRgd9egbDVqjwzFAhGFIJQwp+wEmCOhRFofncizO5ZijLFZ6HsO+X8/RYhT80wCQ Ul6utV7FJA2hWwKAFYPAYeyvc0pA1HQYPF4prn9CsWI/23qLspQ7FuvHUrskwZxIaInxJ/X+hvty HCNEzykhEFKMeb9UdeMplcT1Cd7eaHylEFZkdCkSEMSGljEg5JjxE4EpYoqOBOCY5wtM7P3J5eOx 8XV0m7CAqbOCru/TYUghCCj5Pkpr9kyn+VC2iX1SLo/Vagw31An+SeNXmpubL6lWq5sZzwD1N2+c DEqcNVpxLIoZVaJe8mK85YHC8U1Nu2egKTJn/LIJ39eYhndMoNBYxa3/1/B4TOvXH9WzASni0BAv 5SaT+40xW9ZFYt2w8TEifp0kem1yPCLWHYKI7pOKX1L9Sz4//gFjIYB6MSi5b5Kad6LqtYkAEDYU jOIsQMYMUtOGPs9jMPQ5wHVZ0jOVK7q62MG2/+m/65vJZPoqlUrSFTRubaDkFyWfMdH4PmPGLxBd VDAMDO/blHF3MfY7/HJ0JhorlaYhCzBxsB8LAWOWHl99Gsv5RMPz444RImaGOCbLMaNGxhxb1FEK 2bCJ+updjVcAy/g9Eoqvv5doSEHrMZk6mkUdxaZOz3XjN1QHqef6Y7fJhIjWE0rIRGAw2rDeD9gY BOyhLG7pnsKP2jtolW8cBs3Nzauq1WqFSXoBkyEn7EzmZhLvLxIZfwQYAoY+d07XW3b/sMq1TpeU i1DJgzFiXEnJTDBy4wfUfbvhGDluX2MqmICi0cBEoi82nBJxBiAbKX3My+txvFHRywleXqf7+Bs2 en7i9Y2bGQ+MyOhjAIhwkjCBjp1Co42uM4VpKCMnU+UifrzRGHrDgPdYDnd2dXFsJov7BoDgOM6z TO799dFYCUyUYWOtOAkFNcA++qCOaXvvZR3e2g5TD5EMLhUsvy5k3cqQmgeWY5Bu9E6vqAHUBcCY 4ZO4P36fqRN/o/HHtgaxNs7gjSBQ48JBwgwJYyAaWIMJLV+NISAxNrHYawhpiPg5nXi6HjO4TjZT 9/xG+k/mQhIGGGNN6owQaMNaEy1J+9WmJhZnMnyzWOCBavWVfV2Tj6BUKiV9AVtkgMbZQNFwQBIO woY3CC/7ypzTupu9w4MChGVDbibMfZdg1k7RilmjG2G0CAQG6TBeGjTm+skuMVHwTRCBUC/URIaN p3GlHK/+JxF/jQIwWeI9SffUZKJPjoULGa8NLA0IMZbuJeIv8X4RC0DqWyL2GjKAOBsg1HEhaXxr WLQv+ntEodYEJHMnkQF8E3VMOQKOSafZyXVZVvMov4ZIFEKsKZVKlxCF8C22hU82HQzjgWAA84OP z+08YJH5gYVuMQbQhrAC/ii4rTBrb1i4v6ClGQqbYHgEgppBKRB2TJmNABATUr+GfL8uvgTRWn3J fH3S4KHGikCJYaOl3uLHcRWwntfXc/6JTNHYBNoAhFgsSkyd7iM2GEv9BCby/tjoxCpfx0YmyQAS 5Z+AIekT0CFhqGP6T8BgCE3cTcXYjKkhaqkb1IbZUnBSNkcRWBEEW2QDKeUDxphbiXRcY1vYFkMA E57Ujfvec0DXCa69cZb2ZQN3G5AQxEAQErZ9l2C7gyRrHzc8fbuhb62mOgopCW6aesIpGq5LbYyv jWFijKapL9aYKHk5Ib6rcWGhQenHx9AoCGORmFB9FPYFY//kuBw8MX6iB8Ypf2OivD8WfBgdq/84 A2gUfFo3CMOG/fVIEWsFkhnV8Y18AsMmI5BhyH/kmnhXKs1XRobZFI6rHkTfWYgVNLA3k8R/eJ1X Bv3pwlNn7Txr7a9cvGwYyvoJMPVvGUf7EPy8wPcM7bME2x8gWLCHJNsE1QIUigKvCtoH246pXo6V f8ezAGPxvF74aWjzmkD/46l/rNBTZ4DY+EkJuX5MnfYb2CBmKZnEfzNBCMZMQBzr0Q1xP9R1Q5O0 hyWU31D7j7w+miXUWkchwES9FBON3+i2gqhHYVBruqTgxGwTvoDnfb+RDYxt25eFYfgir3JZGLz2 n4wxgFg0b/OHs6nhLq/iQvzHGGOxXA+O9S9oGUwI1ZFocsjJwO7vlSx6L4ysh7XPGDY8Df1rDdU4 KrkWOOn4baPAG2uBJI9ngnePCUEx0YCiwfProk42bGLcNi4TqJ9kg5hwIpIi0NictomNPz7v1wkj NHb71L09AUG8TcgCTLyYRhiLwqSvIjFELEUxRHWLIWMYDQPOzjXxjnSa84aHWR8EWLZd7OjoWNPX 17fF/D8Zr3lhyN9+dcrc7aetuAhD1mjR2NYTqduGiX4TNQ1G96M1E9AheGUIfHBbBNN3EGx3oGSb fSTdswXNLQJTi5Zt86vgVQTaA6UlVqzklZRYdhznhXyF8LPk+LJvNKkztuy7lCJ+rkH8xWAaB6oE ICTzpqYh/jc+NnWPJ/b6scpfWGcEHWsA3dj4oXUU/2MmCBMhGMf9UEfGT/onx/VTxABI9kkR7RvU mk4pOCHXhPF9BjPZ5zcMDvye8SuC/EMMUHeGhTM3fyydKXR5ZSf2/iT/iY4SEkysB4QwcawSmLhd TABGReDwK+CXBcICOy2Y+1bBNgcKghC8ERhYHbFEoQ/KGyTVYYFfFQgdzb9ZQkBKIjISkYqrgYz3 6OgPPcderyTSithD2BJhBNIWCBOnjlZE9ySLP4qxn4cZY4F6zb+uCxpy/nEpoGmI/4kGiJlA6/G6 AMaYgbhhREeCbyL1j4kxg24QSYkfWgkbBAHHp9NMn9L93HdGhidV/a8XAADi3t8eNq+r9eXFQeAi RFTgGa/YGo9uAMYkUKrvjjkn8A3BUAQGJIi0YMaegln7gxESE0qCUFDeKKkOK4KCojYoqQ0pwgFF kFcYXxLqyJuNlGghoy4PJSLQAcKSGFvgKBCWqM9sGFuAAuEQ/70KgbCj0yzkWNVPmDGwE+f9jXk9 sfF1UgpuAEUi8CL6ZxzdJzqhUenr+GK7ZF9jE61pMPjEDRPNlQAMCUFeiOW8Mu2bFASTNoUmt7On l05z3EprULNIyr4m9hITG1vEJ8fEeZ4QAp0cG9EBY+XecRI/KsrEw/iRUKQAwhEISyAcScs8i9aU RGUsUP+3vWuLteMqz9+/1uzLuV987ONL7OBbSPJAoKBCioTUi9QWaEHioa1UCQqtaFWpT63ahz5U VV/6VKkVpBJSqRoKJQnEQCClaUDE4CSOSewkduJLHNvH9jm+nus+Z+89M+vvw7r9M2f2OcdJgBK8 opWZM3t7z5r1f+v/v/8yMxpMGiZPrFoxCbJ2Au4kMF0N09ZAHjtlGsQJyCi3r23gJ1P2WK5BqQKl ZI91CdRioA2b3nVBceoyKGObI9UM1o7t5y6oo1hwARMifVFLOPvORdcubn3RrK2qsgLnEEcJFhc+ NunmTKw2N9VIa8nSs1NTh7FOAGgtAAAA/eCLH9s5On7uM4ZrTmDuQUjEDgQEjtGRqCHgbKQzD6th JTZBm1CIvUMHRIFzawKQKdASgZrKqu1EQTU0qKHRHNYwiUatoe3LGRO31cq+TYw0QBqkNAANIp/0 1FZjOI8fnvszAxkDHQO0GNQywKwBZgxoJgemGXwRNkC+YMApAzUDUzdg5eaaKkK9BiEKaF1GJ3zj 7bz/j6IbKFa/u2UkCL0gUTGnNxnHjrRaMxUAqNQCPQGw9x1Lf9Lob21NVxIQGStcJboUugeFcqBQ jgf4KygJv5h1EeaBYJ++aQP+8RUs5Oy1dTvAsCaCoJCDgIyQpi54VCMHImf3YQGDxIFMkXvhE9lx kjsXWfNABKBBwJACJjyj8UhVgNGgXAEtBbwCqFcY+fEc9BKDrzLMioEZMOC6AZN19Vioe3aqPXgD 8EAgW27n+IFPr3uOLT2tcpOgmDF5Vfh3wxqAANCPHvz4rtGJ83+cZy6EF9S1A0Kw926rHBjcD7Cl pxYQnsGUBV4FBhfAscLxtXmxs8jseWFCiff1KPt8P/uZQ6kXtkOs1QBCoH7mAOu3espv2F2bmDuC /VsBGAXofgXcnyDJGLwCmCkCPWGQPpkhO83Ilxg8YMD9KCSAQtDHM31G5AwEAQw3vCB8KizlODI7 8wbg82n2ElaXf9+SCaC9+xb+TDdbW0w7cSqfhcCdQyJWPgQoWHCFMGkeGH5PCl9Mrs/SsUJ4HRsJ UPhUsARJAJDkGeQ0h1/hhR4HRW4MnqMULaoflps/ijYdEPF/dnPcZKh3AvW7NOqfrqHvKmPlu4zW lzJ0XzMAGeQjBkYxOKswEZB3U8nkkDstFT2C8kgJQJd59scryycRo39r2n+gWBBCAOjpA5/aPTx+ 81MwSZjXMGluQgvHBQeA4wb+u1E4UeDhTwqHouCUcuewQZsgZG8WvGYI6dvo8lkwqGA2fFWvX/1h 3BCf+fGKIUYQATGB4bbehksl7SM2KQNLDF4yMBkD2wgDn1HY/M0axv45gX4vIZ8H0mlG3mEYHcPA XhN4TyGSvjLjl7TPQjPgng3afc0rM8yL2KD9LwMAAGjnjvnP1urLm+0vc1w4CiDv5impsiEm0x3T cWJJIbx4oSDsgkAA0n5lOxWvnU8vj2sPBO26B0jM6bPXGqRAZE1C1BZaItUNrgjgwuqXwGAxj4Lh 29y3iwjCpYBzBi8y8quMPGUMfpiw9T8S3PFYgrFPEgwB3auMrAMYzZEbUJXQ3elhbb0nhZJaAQRK M9ysN062sqxTIXwUvl4BAAJABw/86e6xsalPGlMrCSzOCCmsAoTjZiBBEIOJVaXfKLM+5X9XCVB5 oUUNEFa4qOYJgwmfUVEDFFa/B20kloWBFTSasP0URRBomfP9YwGIY/YBIO47ynoJ2Qwjn2XUNwOT f6vxzu9qTH5KIVPAynVG3gVYc/QMeDUIqpZwYWREuNqon0Bv/39dDUD37L/wV43+uc3MNTEpXC1M IeQwly6x48mcCitT2F+36uX8R/Ue6/2KZM+TvyIgAvkLal1m+JzwvYbyFxDMg/+K10RV8+RVv4ka IAjdlUuw5wLOFJTyAzDOPcwZ2SIjnbIRvx1/rXHfIxo7/1Ah18DyTSA3lgSuEjwVR7QKDAzk9Xp6 ptt9ERv0/yUAgiiuXFYXFufHp2sDiy4pIz/1ZMjPIwXVW9AWIZUXBR6IYjRY4exy1Xr3L6zewAv8 5zGpA7LqPtp9QQiVBIISq9/jWoKEi9fotuSPyykPal8AoRDw8WnhCAIPDB8eBlmPoXOOkdQJu/9S 4f6HNO78KGGlA3SXANJcXLq8WvAFEBCwDFx45ty5s7cKAF8Wros2ElwAAA/GSURBVADozz946sjV q7sOjA9P9m0ZX7qr0ezWNRHyjIP82cRcOHI/H5amkrNRUcYkNH4EhAUPnF23tt6/uoV04mx/vFkz vLRZ6fiZc//g7+dXVHqFa3QjqQQi71EEjVVQ/cL2E8Lqt4LOAc7BbhtUPRt7zCWCvCbw6WEYWzAS 0se5iwt0DLLrDNLA5EcI43uAmecY87MulFGnggfgZ9JOrTddNh8ynWU/fHy55QtACu8EWAsI8r6A BEDt6ImL5t8fOvv82fN0cKxvQPc1azuGBvKmVhnyjIRfIhaGgRC+D5xIEPhcv7sE79Y5YheAkAgB aytcf9euz+yRP0a6KPAAEEcQyf2Wjw/4GIHnGMJVrPZoyopYpGjYbtm4v403BR4AecgU+u6rhpD7 LCKDc6shTJeRXmUMvQPY/TFCH4Dp0zY0XmvGTGAUfgSDdWOBs1n69Wc6nRdQ8Uj4XsL3APDWvXBb 2PFTLX7wG9dPPvJ493BNN1YmRhuTYyNpf6LYXS859eZ+yXOm8NNC4hxBEcyDpuLq93fjOABY4asI CidcSqww/TEbCNLFQFCBO/hbvqO7GLde6By7EuqfPbkzAenMAgQche8LQMIq5zysfs7ZaYA88oTc adDcWGXCQLYAcAZM/gph94cUFs8RLk8xEgPoBvm6G7H6w8JLn1pp/+vpLJ1CsQCkV8VYAQDBBKDq trClNv33wbmLX/pW68jc/OjNyXE9vGmUh+tJRiZ3kT624mVn8F0eAwDZ0q8w0W7gvmQrCJ+CcL3A oXRY1YXVH4StBAhUAIGMCpJ0FUmaBlpn9fvp8YJ36j9oAGEGTO5sfhQ+hVqB3IIi1Ayy6F4ruJ/N 7WLl1BbTJP3Ang8rjI0AU8cZS/NArWk1qdcG5ADQZlz+8vLSF1rGLKDHHUAbBUDP28LanSx7+ujs xS8emDt8+PjgqVpS522bMDHUl9W0Nshz+1M2oeLg6VKHvv4vkC8lVr8r3LRbivZeqHTSSdx3wIgr X3AFoRGgPfkTPECEiclFLgvCD05xJHrF1e/tfh6jgCaPf4fKYPc9Yf9ZcAMYYxNOnhzm7HEFH3Q0 HSCdI0y8i7D/QwrdG4zpc9Y71XU7x0QE6naxuGn8la9dv/51RPsvC0DXNQGSv2vR/frwBjADkBnD 6WtTC9e+/r3ZFx87hGdX0sGliZH6pvGh7kAjyQAoGO/LFJoDgfMSlLfbBTPgVrEwAcoLW+vSipcr 3W8jqGR00OLO+/9eCwhhuysl6ekEVc9x37t+JeGzidoAFbY/Vg27njmh57Z8zgZuOXiV8KdnW2Op a8Du31CYvFPh9SOM9iJQ77dioyzF9Mjokz+4fv0gov1f9V6AtQDgpVNw5Nxxd8Xwb4fzN4l0AXRv zHeWvndk7uRXv9/+0etXBs4udgfbIwM8Oto0zVothTYqRK8QfHWyeZpEOQFb9q4SFYif3MpVLoVf sP1evQfSV2b+OoIixCVQcPus7fdX7le/w36o+nH7zsbb/RgL4Dx+Htm/rx30dt/xgdyV07kK0FBg i+hpgsmmgjMgmwdG9hP2fVDh5inGlWmg7rTW6fGxh567cuUlrFMA2gsA0uqR+MzfFCIFX9nbnWz5 6OmFqW8cvPn8I091n5peaLx+ozW0pDQl/Q3qb9YzXSMDRfbRLTG0S2FlK8/uE23z+I75QyfONRTq Xqh8rzWsgIUJ8KvfE0YIQHg3tBCPEFfvl593ccM6yKPKDwEguS/UPQtNENg/l4DAMgMUzxc0KAWT AAK6i4RaP3DXRxQGNGHqBIOptvI9Mp87Nzc3g9U3gKzb5GVLE5BsoFd9r4bIHZJ6TTXetX/T1l99 V/+979mj7969hXdtHzVb+uvUqCU56YaCIQ1K6jA6sYJPSkLXiX1/rwMFCXJIOgnmwbt9UN5FFAAo MP9eq99E229sSWa09zmYM0vRTQY2GZBngEnBeQbO3fHMdpNn7hEyuesZOHWFo2lui0iy3B0DOIvm wPMA717DSILtBUXo20ZYPNPBwcdHTn76qUt/sNTuXEO8C6jnk0HLLXFfIoEYafOreEFSsV8Jgm5q akdOXJs/cgJnAXy3lqjGrm1Do+/Z13/HO+8c3nnXHeqOnZP1rZvHeGRsGCPNPqolpHSic9LaOCCw 4weA8Q5rCBMjmBUK6epoasJqr8z4+f1opOzVC97kViQLb0DWAvpCj2gWxN+hXtA4KsFxpXvyx/50 MRNoT0MxBeGHJKIsDGDxEtC/uY7++1eeXfqfThsbzP9XASD+ut16DBp3LEfkBlVdag3pSZS39TQz tdem5hdfm5qfBqaPerAMDtSbo8PN/j13DI3t3TkysX2yf3R8pDk0PETNzZsHRkYHuX98PBkeHKDm 8EgyqDSgayCVaKWYQAmUTqDI6UqiHJTkYG5A1VJHPBsAugBpe3meBcZbfUNnCYSwFWq+lAySId9i +BehEjjcJOq/4zglOSBEM0DxtOU1zG50jkd12oTT0+3juMXwbxUAPAh889qASvtVZNGDwAPCA6EK DNLFDPtLrW5tqdWtXZxeuP7Uc5fOoWhmNABdrydJf7Om+/oGEkUpNo0P1jZt2tJsJMs8PNSXjE3s aCaqy331thkZ29zXHBipNZOZfHR0pK850Fcb6l/U/UMTA81mpoeG9dDwEIb7hzDU10/DWiPRNdSI ugRKER4DxwaGhGBRFHR4sJPceiEb+V2EVR7zBu6YwFNZdBbObMlgjK/a/xMjzWnl8Km0/DzgNwwA f85ef0uiKHmD3/rj5ehiL80gQeB7GSDh33S7me52MzW3sEIA6NLMPIBLYukelb6aYG2F6piwHRho YniojzaNj+j9e7cP3HvvtvG79o1v23Vnc9vkVmwbHeatwyPY3tefjihlgWGf5m2XJjuiGEyCEarf PwRCaAFJ9uLNNCQ0iJ29wD/DWraeQJCE03KaCBeX8pMPH1w8j2jzpQnYEBB6FYWW/7EcAotjVdoh Q7XJqCKYNWwcDDUUweXBJ8fsFafs5XEzAG612qbVaufTM7Pm5RPnFh79Fi4BOOb/TaNRU/t2bx38 2Effvff9vzx47749/XdPbsn3jwwuTWjqaib7ImcW5sCqd2EepCaQ/KHg+nFc/SULHmiL5ANOExgw zt8wP87ywPo37PrJtt69gRVDWPPzspZYy1z0AkPZRJRBIE2D1Dzl8ZSBULVCyj20Tifl469OtY6/ OvUygBMA1OSW8eZv/trdO3/3t0Z/6T339X9g+5bWvoTamkGBwIXVLzmBF7aw0pL8rRpBed9tvSaw 0fUcp+e2ngGuSft/yxygPHFvtpW5ttwvm4u1wFAOSft9aUZ8lxpBAlBOq0E1KMoTJwHif09X7Ota TeuP//b79n7io/3vffc92X27Jlf2J7pLWZuQZzYHwF0XFs6Mc/8MOPOdo/vnRmKJHwVQEDv/pPDM Hevx5NCdv3h48PcfeeLki7AP7/JRwFvyBN5qAKz1+xvVDmVTUV795XiD/67/9xJsIbSD9QFR5t1r eT3lseo//6MP3PfZ3zO/s2fH8v6aalN3RTuBu1hAaoVu/X+GyRkIIWFEu2+c0I0bftCtUdElKsOV 9uD5X//765+Yubbo/X//HMBb0gLrPR/gJ9HKgpCTXyZuPhJZ7t3SttyzUq8iguVzy7GVQVoF1oLm ee7oxetf+K/pZy5fGz0zPDjc2DLSGe9LOonJKcT94TOBBi4KyCWTABSELmvrKW5rlOHk/PizD3zz 4mOwgR/5XuBbMgE/CwAA1Ta7DIgyEHyXwi/39cBQ9gp6rf4qwZeFX/Z4lDGsXjh+Y/bBA9MvHHyB jg0M7Uj2Tba2N5K2ylPlzipI4CrLTSV3UExTQQPkePry5m9984eXDyO+F3DDCSDZflYAkK2K+vSy 2V6QKYraoRco1gKD1Di9CFR51a8VECt8dnFmuf3oE5dfPXJm+OTOyeGxnSPLE4kC8lRkAN1ZuXD1 TuhcXCPsbmEnAlLW+VcPmweee+XmBRRfDHnLXsD/BwD0amVg9PLxpVAlGKS26GUaygy6ahKrNMFG OgFQr08tLP3n4zeOTd1oXto+XhvdPmZGOXccIIePEblgJFUAAa741QaClSLMtnHub7546YGlNi9h dQHIz4UJuNUmwVDWDtK2Z6gGRZXWkP6z7L0mUZLY9bTBKiC8eGb55peeWDo2ODDA9+3ErkaNVZ6S Y/vu4jwI3L6/ZS1G/wiagAvzOPwvjy18G/EJYGu+GWyt9vMCAKB4cVXawfOGMhjKgKgCifz+eoEk GQXdqGYg2LA/nny+df7oeT67f3tz267R7hCMQmp8GZ3P/NnTWNmLADBZDfDCxfSxrx1aPozVL4a+ 5fbzBIBerVdQp+xdVHkZVQCpAkHZt5Zg7OUplAlj6Gen06WHf9R5aSW5w9y3o719pNHVqUnkTUgI AIBX/wAUIWfix1/s/ttTL7dfwzrvBd5IezsAoNyqyORaHEKCoPxZldu4Hhj8lnocUwAozYw59PKN c4+fGHhl1+TQpnu2LIznJoHx9ZPeFCgPA5vaXs74xj8eWPjcpRv5LFYD4G1tAjbaqlxMv5VgADYW IazyFqoih7KvNbYCMG7MLa88+uzSy51kW/b+O1d2NRKlUmNv9vBf87ewKQVcXuRjf/eV+YfxFth/ 4O0JANl6xRuAauFJT6CXlijzi7ViC+X4QllzMAA2hvnQibkLR6bHL3xwr9q3ZTBtZO7JaJEHEuoq w6uzo4e+/P0bT2J1/f9tAGygracdqkzGepyhl2spzUqvvEMBhOenF2f/92Tt1Ts318funswmDPsX 1QD2bSk5Dk5tPvCdp6efx5sMAPn2iwYA2dbSDlXupgSDFHQ5zlAVd1grIlko5bq50G498kzr2JLe vvKBXct7BuqsU9iHdaTQ2VeOND7//CtXp3CLtX+92i8yAMpNAqKXV1EFBAmIcr5CRiR7hapTVIDi 8Kuzrx+5Mn7qfXuS3TtG2oM5a8ylfZf/4aEbD8zOr/g7gN5wJZBvtwFQ3d4IGKo0gARBp8e2DJAA pgszi1e+/ZI6tGfH+Og9Wxd2nlmYePafHj7/KIr+/xsWPnAbABtpZTD47VoBqKpcRVn45V7OY3QA dBZbnbmvPT33/cGJd1xrZY1Tjx2akfbfn/ctubjbbf1Wnq+qGodeBS9r3XOxqgYSsaYhhwWDfHub dAFvqQCk3DZaEna72VYO+kiN4MFgEMHg761YCxDlgllZ6UTu9/xb3Mqh343EHtZstwHwxls5N1AF BoJdwVXlcFUFs1XVTd7ESPPwpnx/2W6bgJ9MW8tUAOsDolzjKPlF+TUwwJsAwm0A/HTarQJCdqA6 UinL2N6ygd1uP522Hpms+k5VvuG2CXibtF6AKLeqmog31f4Po8glGWy9pxcAAAAASUVORK5CYII= "
height="1.1555556"
width="1.3"
y="0.11093538"
x="2.3841858e-08"
id="image108" />
<path
d="m 30,-28.7 v 30 m -30,-15 h 60"
id="path110"
inkscape:connector-curvature="0"
style="stroke:#ffffff;stroke-width:10" />
<g
transform="matrix(0.34795704,0,0,0.3245763,2.4670052,-0.51269292)"
id="g188">
<path
style="opacity:0.40908999;color:#000000;fill:url(#bi)"
d="m 45.078,39.161 a 19.622,6.1872 0 1 1 -39.244,0 19.622,6.1872 0 1 1 39.244,0 z"
transform="matrix(0.05,0,0,0.05,-7.1445,1.809)"
id="path190"
inkscape:connector-curvature="0" />
<path
style="color:#000000;fill:url(#bo);stroke:#808080;stroke-width:0.05"
d="m -5.9378,1.7087 c -0.023272,0.00159 -0.045892,0.0052 -0.06875,0.00781 h -0.00156 l -0.054687,0.29844 c -0.089139,0.0203 -0.173,0.05475 -0.24844,0.10156 l -0.24531,-0.17656 c -0.066314,0.051485 -0.12666,0.11153 -0.17969,0.17656 l 0.1703,0.2485 c -0.051712,0.079026 -0.090598,0.16926 -0.1125,0.26406 -3.8e-6,4.5e-4 -3e-6,0.00148 0,0.00156 l -0.29688,0.046875 c -0.00543,0.044331 -0.00781,0.090146 -0.00781,0.13594 0,0.037465 0.00103,0.074429 0.00469,0.11094 l 0.29688,0.053125 c 0.021114,0.10309 0.061223,0.19938 0.11719,0.28438 l -0.1766,0.2421 c 0.050566,0.062776 0.10894,0.11993 0.17188,0.17031 l 0.25,-0.17188 c 0.087372,0.055736 0.1849,0.094819 0.29062,0.11406 l 0.046875,0.29531 c 0.033309,0.00303 0.067468,0.00312 0.10156,0.00312 0.048134,0 0.094112,-0.00182 0.14062,-0.00781 l 0.05625,-0.30156 c 0.10038,-0.02498 0.19467,-0.068315 0.27656,-0.12656 l 0.24062,0.175 c 0.062401,-0.05309 0.11946,-0.11411 0.16875,-0.17969 l -0.175,-0.25312 c 0.0474,-0.0818 0.0802,-0.1721 0.0968,-0.2687 l 0.29531,-0.046875 c 0.00259,-0.030817 0.00313,-0.060704 0.00313,-0.092188 0,-0.054711 -0.00636,-0.10835 -0.014063,-0.16094 l -0.3,-0.054687 c -0.0235,-0.0868 -0.0621,-0.1678 -0.1109,-0.2406 l 0.1763,-0.2421 c -0.0547,-0.0669 -0.1172,-0.1288 -0.186,-0.1812 l -0.25469,0.175 c -0.0731,-0.0433 -0.1519,-0.0765 -0.2375,-0.0954 l -0.0469,-0.2968 c -0.0427,-0.005 -0.0857,-0.0078 -0.1297,-0.0078 -0.011894,0 -0.024134,-3.743e-4 -0.035937,0 -0.00575,1.824e-4 -0.011448,-3.348e-4 -0.017188,0 -0.00155,9.06e-5 -0.00314,-1.062e-4 -0.00469,0 z m 0.040625,0.75937 c 0.00571,-2.9e-4 0.011408,0 0.017188,0 0.18496,0 0.33594,0.15098 0.33594,0.33594 1e-7,0.18496 -0.15098,0.33438 -0.33594,0.33438 -0.18496,0 -0.33438,-0.14942 -0.33438,-0.33438 1e-7,-0.17918 0.14023,-0.32696 0.31719,-0.33594 z"
id="path192"
inkscape:connector-curvature="0" />
<path
style="opacity:0.64772997;color:#000000;fill:none;stroke:#ffffff;stroke-width:1.64880002"
d="m 36.239,23.782 a 12.728,12.728 0 1 1 -25.456,0 12.728,12.728 0 1 1 25.456,0 z"
transform="matrix(0.030326,0,0,0.030326,-6.5928,2.0821)"
id="path194"
inkscape:connector-curvature="0" />
<path
style="opacity:0.34658999;color:#000000;fill:none;stroke:#ffffff;stroke-width:0.05"
d="m -5.9724,1.7678 -0.0439,0.2889 c -0.08355,0.019027 -0.23724,0.077221 -0.30795,0.1211 l -0.2337,-0.1743 c -0.062158,0.048258 -0.066421,0.05153 -0.11613,0.11249 l 0.1689,0.2505 c -0.048471,0.074073 -0.10669,0.20607 -0.12759,0.3004 l -0.29597,0.049892 c -0.00509,0.041553 -0.00264,0.13049 7.816e-4,0.16471 l 0.28271,0.050929 c 0.019791,0.096633 0.093851,0.25218 0.14631,0.33185 l -0.17878,0.2362 c 0.047397,0.058842 0.056883,0.064226 0.11587,0.11145 l 0.23906,-0.17514 c 0.081896,0.052243 0.24445,0.11579 0.34355,0.13383 l 0.039234,0.28531 c 0.031222,0.00284 0.11747,0.010814 0.16107,0.0052 l 0.04391,-0.29701 c 0.094087,-0.023415 0.25666,-0.090148 0.33341,-0.14475 l 0.2388,0.17254 c 0.05849,-0.049763 0.059015,-0.057261 0.10521,-0.11873 l -0.17696,-0.25154 c 0.044422,-0.07672 0.10186,-0.22676 0.11746,-0.3173 l 0.28973,-0.048073 c 0.00243,-0.028886 0.00255,-0.10944 -0.00468,-0.15873 l -0.29518,-0.05093 c -0.022036,-0.081371 -0.09766,-0.228 -0.14345,-0.29626 l 0.1878,-0.2361 c -0.0513,-0.0627 -0.0704,-0.0713 -0.1348,-0.1205 l -0.2472,0.177 c -0.0686,-0.0406 -0.2054,-0.1025 -0.2855,-0.1201 l -0.0437,-0.2827 c -0.039991,-0.0047 -0.15537,-0.00262 -0.17822,0 z"
id="path196"
inkscape:connector-curvature="0" />
</g>
</svg>