Server : Apache/2.4.43 (Win64) OpenSSL/1.1.1g PHP/7.4.6 System : Windows NT USER-PC 6.1 build 7601 (Windows 7 Professional Edition Service Pack 1) AMD64 User : User ( 0) PHP Version : 7.4.6 Disable Function : NONE Directory : C:/Program Files (x86)/OpenOffice 4/share/gallery/diagrams/ |
<?xml version="1.0" encoding="utf-8"?> <!-- Generator: Adobe Illustrator 12.0.1, SVG Export Plug-In . SVG Version: 6.00 Build 51448) --> <!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd" [ <!ENTITY ns_svg "http://www.w3.org/2000/svg"> <!ENTITY ns_xlink "http://www.w3.org/1999/xlink"> ]> <svg version="1.1" id="Layer_1" xmlns="&ns_svg;" xmlns:xlink="&ns_xlink;" width="326.17" height="147.83" viewBox="0 0 326.17 147.83" overflow="visible" enable-background="new 0 0 326.17 147.83" xml:space="preserve"> <g> <g> <g> <path fill="#FFFFFF" d="M251.432,12.318c-33.279,0-60.256,26.978-60.256,60.255c0,33.279,26.977,60.257,60.256,60.257 c33.276,0,60.254-26.978,60.254-60.257C311.686,39.296,284.708,12.318,251.432,12.318z M251.432,130.648 c-32.076,0-58.075-26.001-58.075-58.075c0-32.073,25.999-58.073,58.075-58.073c32.073,0,58.073,26,58.073,58.073 C309.505,104.647,283.505,130.648,251.432,130.648z"/> <g> <defs> <path id="XMLID_1_" d="M311.126,72.573c0,32.971-26.729,59.696-59.694,59.696c-32.972,0-59.696-26.726-59.696-59.696 c0-32.967,26.725-59.695,59.696-59.695C284.397,12.878,311.126,39.606,311.126,72.573z"/> </defs> <linearGradient id="XMLID_28_" gradientUnits="userSpaceOnUse" x1="191.7354" y1="72.5737" x2="311.126" y2="72.5737"> <stop offset="0" style="stop-color:#0077E2"/> <stop offset="1" style="stop-color:#0D69C8"/> </linearGradient> <use xlink:href="#XMLID_1_" opacity="0.85" fill="url(#XMLID_28_)"/> <clipPath id="XMLID_29_"> <use xlink:href="#XMLID_1_" opacity="0.85"/> </clipPath> <defs> <filter id="Adobe_OpacityMaskFilter" filterUnits="userSpaceOnUse" x="219.744" y="100.585" width="63.372" height="63.375"> <feColorMatrix type="matrix" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"/> </filter> </defs> <mask maskUnits="userSpaceOnUse" x="219.744" y="100.585" width="63.372" height="63.375" id="XMLID_30_"> <g clip-path="url(#XMLID_29_)" filter="url(#Adobe_OpacityMaskFilter)"> <radialGradient id="XMLID_31_" cx="249.3281" cy="132.5342" r="31.7384" gradientUnits="userSpaceOnUse"> <stop offset="0" style="stop-color:#A39F9F"/> <stop offset="1" style="stop-color:#000000"/> </radialGradient> <path fill="url(#XMLID_31_)" d="M286.386,131.352c0,19.376-15.706,35.089-35.087,35.089c-19.38,0-35.086-15.713-35.086-35.089 c0-19.378,15.706-35.089,35.086-35.089C270.68,96.263,286.386,111.974,286.386,131.352z"/> </g> </mask> <path opacity="0.6" clip-path="url(#XMLID_29_)" mask="url(#XMLID_30_)" fill="#99B9FF" d="M283.116,132.27 c0,17.5-14.185,31.69-31.685,31.69s-31.688-14.19-31.688-31.69c0-17.499,14.188-31.685,31.688-31.685 S283.116,114.771,283.116,132.27z"/> </g> <g> <defs> <path id="XMLID_6_" d="M311.126,72.573c0,32.971-26.729,59.696-59.694,59.696c-32.972,0-59.696-26.726-59.696-59.696 c0-32.967,26.725-59.695,59.696-59.695C284.397,12.878,311.126,39.606,311.126,72.573z"/> </defs> <clipPath id="XMLID_32_"> <use xlink:href="#XMLID_6_" /> </clipPath> <defs> <filter id="Adobe_OpacityMaskFilter_1_" filterUnits="userSpaceOnUse" x="211.757" y="-4.516" width="79.344" height="79.348"> <feColorMatrix type="matrix" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"/> </filter> </defs> <mask maskUnits="userSpaceOnUse" x="211.757" y="-4.516" width="79.344" height="79.348" id="XMLID_33_"> <g clip-path="url(#XMLID_32_)" filter="url(#Adobe_OpacityMaskFilter_1_)"> <radialGradient id="XMLID_2_" cx="248.7983" cy="35.4888" r="39.74" gradientUnits="userSpaceOnUse"> <stop offset="0" style="stop-color:#A39F9F"/> <stop offset="1" style="stop-color:#000000"/> </radialGradient> <circle fill="url(#XMLID_2_)" cx="251.267" cy="34.007" r="43.933"/> </g> </mask> <path opacity="0.6" clip-path="url(#XMLID_32_)" mask="url(#XMLID_33_)" fill="#99B9FF" d="M291.101,35.159 c0,21.909-17.759,39.673-39.669,39.673c-21.912,0-39.675-17.764-39.675-39.673c0-21.91,17.763-39.675,39.675-39.675 C273.342-4.516,291.101,13.249,291.101,35.159z"/> </g> <path opacity="0.3" fill="#FFFFFF" d="M208.951,32.993c22.831-23.779,60.62-24.544,84.402-1.706 c6.264,6.015,10.913,13.069,13.972,20.627c-3.035-8.152-7.904-15.77-14.601-22.2c-23.779-22.838-61.568-22.073-84.403,1.708 c-16.822,17.518-20.825,42.631-12.267,63.775C188.318,74.393,192.543,50.077,208.951,32.993z"/> </g> <g> <radialGradient id="XMLID_3_" cx="159.6616" cy="72.5742" r="60.2556" gradientUnits="userSpaceOnUse"> <stop offset="0" style="stop-color:#FF5F06"/> <stop offset="0.1061" style="stop-color:#F95507"/> <stop offset="1" style="stop-color:#CC0212"/> </radialGradient> <path fill="url(#XMLID_3_)" d="M159.659,12.318c-33.277,0-60.253,26.978-60.253,60.255c0,33.279,26.976,60.257,60.253,60.257 c33.28,0,60.258-26.978,60.258-60.257C219.917,39.296,192.939,12.318,159.659,12.318z M159.659,130.648 c-32.075,0-58.073-26.001-58.073-58.075c0-32.073,25.998-58.073,58.073-58.073s58.075,26,58.075,58.073 C217.734,104.647,191.734,130.648,159.659,130.648z"/> <g> <defs> <circle id="XMLID_11_" cx="159.66" cy="72.573" r="59.695"/> </defs> <linearGradient id="XMLID_4_" gradientUnits="userSpaceOnUse" x1="106.3076" y1="49.2178" x2="228.0671" y2="102.5203"> <stop offset="0" style="stop-color:#FF5F06"/> <stop offset="0.1061" style="stop-color:#F95507"/> <stop offset="1" style="stop-color:#CC0212"/> </linearGradient> <use xlink:href="#XMLID_11_" opacity="0.85" fill="url(#XMLID_4_)"/> <clipPath id="XMLID_5_"> <use xlink:href="#XMLID_11_" opacity="0.85"/> </clipPath> <defs> <filter id="Adobe_OpacityMaskFilter_2_" filterUnits="userSpaceOnUse" x="127.973" y="100.585" width="63.376" height="63.375"> <feColorMatrix type="matrix" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"/> </filter> </defs> <mask maskUnits="userSpaceOnUse" x="127.973" y="100.585" width="63.376" height="63.375" id="XMLID_7_"> <g clip-path="url(#XMLID_5_)" filter="url(#Adobe_OpacityMaskFilter_2_)"> <radialGradient id="XMLID_8_" cx="157.5576" cy="132.5342" r="31.7393" gradientUnits="userSpaceOnUse"> <stop offset="0" style="stop-color:#A39F9F"/> <stop offset="1" style="stop-color:#000000"/> </radialGradient> <path fill="url(#XMLID_8_)" d="M194.617,131.352c0,19.376-15.708,35.089-35.09,35.089c-19.375,0-35.087-15.713-35.087-35.089 c0-19.378,15.712-35.089,35.087-35.089C178.909,96.263,194.617,111.974,194.617,131.352z"/> </g> </mask> <path opacity="0.6" clip-path="url(#XMLID_5_)" mask="url(#XMLID_7_)" fill="#FFA197" d="M191.349,132.27 c0,17.5-14.187,31.69-31.689,31.69c-17.5,0-31.687-14.19-31.687-31.69c0-17.499,14.187-31.685,31.687-31.685 C177.162,100.585,191.349,114.771,191.349,132.27z"/> </g> <g> <defs> <circle id="XMLID_16_" cx="159.66" cy="72.573" r="59.695"/> </defs> <clipPath id="XMLID_9_"> <use xlink:href="#XMLID_16_" /> </clipPath> <defs> <filter id="Adobe_OpacityMaskFilter_3_" filterUnits="userSpaceOnUse" x="119.984" y="-4.516" width="79.348" height="79.348"> <feColorMatrix type="matrix" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"/> </filter> </defs> <mask maskUnits="userSpaceOnUse" x="119.984" y="-4.516" width="79.348" height="79.348" id="XMLID_10_"> <g clip-path="url(#XMLID_9_)" filter="url(#Adobe_OpacityMaskFilter_3_)"> <radialGradient id="XMLID_12_" cx="157.0283" cy="35.4888" r="39.7402" gradientUnits="userSpaceOnUse"> <stop offset="0" style="stop-color:#A39F9F"/> <stop offset="1" style="stop-color:#000000"/> </radialGradient> <circle fill="url(#XMLID_12_)" cx="159.497" cy="34.007" r="43.933"/> </g> </mask> <path opacity="0.6" clip-path="url(#XMLID_9_)" mask="url(#XMLID_10_)" fill="#FFC1A9" d="M199.332,35.159 c0,21.909-17.762,39.673-39.673,39.673c-21.914,0-39.675-17.764-39.675-39.673c0-21.91,17.761-39.675,39.675-39.675 C181.57-4.516,199.332,13.249,199.332,35.159z"/> </g> <path opacity="0.3" fill="#FFFFFF" d="M117.179,32.993c22.832-23.779,60.624-24.544,84.403-1.706 c6.263,6.015,10.912,13.069,13.974,20.627c-3.035-8.152-7.907-15.77-14.603-22.2c-23.78-22.838-61.569-22.073-84.404,1.708 c-16.821,17.518-20.82,42.631-12.266,63.775C96.547,74.393,100.771,50.077,117.179,32.993z"/> </g> <g> <path opacity="0.85" fill="#FBAC39" d="M67.892,12.591c-33.28,0-60.256,26.977-60.256,60.253c0,33.279,26.976,60.26,60.256,60.26 c33.274,0,60.251-26.98,60.251-60.26C128.143,39.567,101.166,12.591,67.892,12.591z M67.892,130.921 c-32.076,0-58.077-26.002-58.077-58.077c0-32.071,26-58.072,58.077-58.072c32.073,0,58.07,26.001,58.07,58.072 C125.962,104.919,99.965,130.921,67.892,130.921z"/> <g> <defs> <path id="XMLID_20_" d="M127.584,72.844c0,32.971-26.723,59.697-59.692,59.697c-32.973,0-59.697-26.727-59.697-59.697 c0-32.969,26.724-59.693,59.697-59.693C100.861,13.15,127.584,39.875,127.584,72.844z"/> </defs> <use xlink:href="#XMLID_20_" opacity="0.85" fill="#FAA939"/> <clipPath id="XMLID_13_"> <use xlink:href="#XMLID_20_" opacity="0.85"/> </clipPath> <defs> <filter id="Adobe_OpacityMaskFilter_4_" filterUnits="userSpaceOnUse" x="36.203" y="100.855" width="63.374" height="63.373"> <feColorMatrix type="matrix" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"/> </filter> </defs> <mask maskUnits="userSpaceOnUse" x="36.203" y="100.855" width="63.374" height="63.373" id="XMLID_14_"> <g clip-path="url(#XMLID_13_)" filter="url(#Adobe_OpacityMaskFilter_4_)"> <radialGradient id="XMLID_15_" cx="65.7876" cy="132.8076" r="31.7378" gradientUnits="userSpaceOnUse"> <stop offset="0" style="stop-color:#A39F9F"/> <stop offset="1" style="stop-color:#000000"/> </radialGradient> <circle fill="url(#XMLID_15_)" cx="67.759" cy="131.623" r="35.088"/> </g> </mask> <path opacity="0.75" clip-path="url(#XMLID_13_)" mask="url(#XMLID_14_)" fill="#FFFA57" d="M99.576,132.541 c0,17.502-14.186,31.688-31.685,31.688c-17.501,0-31.689-14.186-31.689-31.688c0-17.497,14.188-31.686,31.689-31.686 C85.391,100.855,99.576,115.044,99.576,132.541z"/> </g> <g> <defs> <path id="XMLID_24_" d="M127.584,72.844c0,32.971-26.723,59.697-59.692,59.697c-32.973,0-59.697-26.727-59.697-59.697 c0-32.969,26.724-59.693,59.697-59.693C100.861,13.15,127.584,39.875,127.584,72.844z"/> </defs> <clipPath id="XMLID_17_"> <use xlink:href="#XMLID_24_" /> </clipPath> <defs> <filter id="Adobe_OpacityMaskFilter_5_" filterUnits="userSpaceOnUse" x="28.216" y="-4.244" width="79.346" height="79.351"> <feColorMatrix type="matrix" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"/> </filter> </defs> <mask maskUnits="userSpaceOnUse" x="28.216" y="-4.244" width="79.346" height="79.351" id="XMLID_18_"> <g clip-path="url(#XMLID_17_)" filter="url(#Adobe_OpacityMaskFilter_5_)"> <radialGradient id="XMLID_19_" cx="65.2598" cy="35.7598" r="39.7391" gradientUnits="userSpaceOnUse"> <stop offset="0" style="stop-color:#A39F9F"/> <stop offset="1" style="stop-color:#000000"/> </radialGradient> <circle fill="url(#XMLID_19_)" cx="67.728" cy="34.277" r="43.932"/> </g> </mask> <circle opacity="0.75" clip-path="url(#XMLID_17_)" mask="url(#XMLID_18_)" fill="#FFFA57" cx="67.889" cy="35.43" r="39.673"/> </g> <path opacity="0.3" fill="#FFFFFF" d="M25.409,33.266C48.242,9.484,86.029,8.72,109.813,31.559 c6.262,6.012,10.914,13.069,13.975,20.627c-3.038-8.154-7.907-15.77-14.604-22.2C85.404,7.146,47.616,7.914,24.78,31.692 C7.958,49.212,3.957,74.323,12.514,95.471C4.777,74.66,9.001,50.348,25.409,33.266z"/> </g> <path fill="#FFED83" d="M113.551,35.173c0,0-30.309,37.624,0.522,76.296C127.92,97.618,134.453,56.076,113.551,35.173z"/> <path fill="#D1B3FF" d="M205.522,36.741c0,0-30.31,37.625,0.521,76.296C219.89,99.188,226.424,57.642,205.522,36.741z"/> </g> <g> <image opacity="0.27" width="267" height="267" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQ4AAAEOCAYAAAB4sfmlAAAACXBIWXMAABU5AAAVOQHonx+JAAAA BGdBTUEAAK/INwWK6QAAABl0RVh0U29mdHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAAC/TSURB VHja7J1tbuNMkoSTpCTb3QPsXmD/zmn2uHua+bsXWAzQbVtf3LcBayadisjMoqjvTICQ7bbdlkQ+ jIjKqhKpqqqqqqqqqqqqqqq6uerqJXi8+u///K+b+nv+5//+t96UAkfVnQDiVt7bsYBS4Ki6PUh0 N/Z+j6d8X8GkwFE1Pyi6xveyu9B7Pzb+25j93gJJgaNqHlB0yc+74GtTz4UMJEby/WPwu6LPCyQF jgLFBFDYj9nn0eNc58CYgMdIPp4DNAWSAsdTwiILim7ix10Aj1Pf/zEAhoYF+pzBJQOVo88LIgWO Z4KFBwoGAvv1nnxPBI853n8PFKccEVBcqBREChyPAIwIFhEkOgOJHnyNQaRPqo9zQ2NPHkfyOfoa gwn9uABS4Lh3dcFg4QGCPR4+HsDX+gAk3RkVx+jAYQ++vjNfYz/HwNKSnRREChx3qS5alERvjgMk 7NfR1zyIRODoGkAhgdrYAyigY0c+tz/nwWVssTUFkALHrQIDqYvegUVPoDAASAzm4558H4IRg8aU 88BelBE4dgAOmcddAJ59IieBMCmAFDhuDRiR9egJEDQYMgcDCVIf17Iq+wAY7NgH/7YnUPGykbIx BY6bBkZPlMUAFIU+FubjRfA9kfrwRlvOCY4RgMNe8IfPtwYK3udb8O9MzWTtTKmQAsdVgdETdWFh sQAgsMdAPkcAsaqjCxQHey7jxPPGsyx7YlmYotiCxy35HEGEWZxmFVIAKXCcCxiRFbEXtQXA0sBh SSDiwWMgaoYNx7YGnt650gW/a+9Yl8iKbINj4/zbLlAk6Tyk4FHgOBcwrMqw1gGph6V6XIKvMYiw XMMbRRECjZa2b6SuMuFq1MuxB9bFg8fGedwAoGjlwoLW1PBuAaTAMScw0FApsx9LAIzDsQqgwRSG l2NkL2iRuBfCey3EsUEMTHtiZZAS8eARHUiFbBsAUvalwHEWYPQBMJbkWJGPNTQGoDIQKHqiArK9 FtkeiEwvikhuuDfq+9g7+QeCx5p8zCDC7AzKQsq+FDhCaEQZhjci4sFiRR71x0xhICsS5QusNTsa aRiB6pDgNfGsW5ewTEwJIYiggNQCY52AiQeRCCClPp4dHERleB2dDBbMfuiDgUP/PFMX6KKLhkCj OSIeRJBiyfaneI/oZ1hm4kFkCxTIxoBibT5eEzWCIBI1l5V9eVZwBCoDDWlmrchLEhqewuicQJN1 Znpt3VNat5FVmdoq77XDM8AgNYKGdHeBfVkHB4JIpEDKvjwbOJIqw+YXdvjUqoqFAsaLA40lUBdo CDUDCtSF6XVTtrZqjw1WpU8eg/gds1mQjE4WggCij8+vw4MIA0jZl2cEh6My0JBqb0JKm0loUCzV xy8GGCsQeiJ1kfX5FhZouHGXhEhGbYzEUkRt9FGnbOZzplAiiCALY8Hx6YDEA0j4mj0LPLonhQY6 +W3/hb7gV0ZRvBhQILWBgNGDCwDBAqX+tjfBDjFG8BiT4LBDsq3g6BqgMaWlPoKIfr22ATw+AUws RDL5xzf18Qzw6J4EGPbE78Foie3qtArDHq9AcVhgLBwrsg9ggYI79siGFyNwuN6dvHYivAGOgcOb vLdwHlHXLPrd+m87PC+UgyB4fJjHjALJNJE9NEC6J4BGpDLYkOqKwOLVfG1pMo3BAQaT1pk2aw8k WYsyJuT2GJwvkfLoAtvigSM6loEqQXDeG3hogGhoMIB8EvXhAeThrUv3ZNCwd0QGjJVRFa8EGmho 1bMjaDKXvaOhz6MGpsieZPo3ROKJbtlFiby5Oy3wWIrffcvm8TCAbB318WEODZGsfYGv6yPCo3tQ YDBrgoZXMwoDgWMF7oA9sSOsfTrbNr1psCYtAWhm/U4WKssEePSBfbGBdLYLdwFAYt+P0bwXWn0w eDCA6PcnCk8fUn10DwiNjDXRJ+TKQMOC4o3Yk6VSGEMgkVmjEut29CZsRcAYEwpDxJ+bkj1nugRI UA7CVjrLTAxcAXu4IuoPKcAR2BetPj6c4xMABNkXlB09FDy6B4cGsiZ2pGQFgPGmHrVlWQFbomWx BsbGnJheY9KG3MksOFiG0dJKnt38qAUcDB4i01ZCWxAF4nXnov4ZBpDRACRSH+8OQJD6eHjr0j04 NOwCOkxlvAFg6Hzj8L1aCjNgHC72NbibRR2MWwAOb0p4Sz9GBIrxhPMmu4lUC0QGweuXePCwjXgZ gOj84/A+6FGX9wAgU7KPu4dH9wDA8PKMKMtACuPN5BlaAh/uikJkrwWG12hkT7io7dkDhsi0TYzm AkeLjZEJVmYhfDIhAwdq0kMA8eyLVh/v5HGK+rj73GN4AJWRVRgaFn/g8OOv46d6/Kk+/wHgMYAT TecXn+bO9Nsc7+BzO/xnT0DWz5GBSdTcNRUc2RmuIv7Wj9mtE7xVwjJrkkYXMFKpbHV5b6U1b2lG qtD+/vof8o+Pf5biuKE8Aw2xviprYg80arIgwLBzI6KuxDWAwoZkGNFamS07mjVBIbr7kY2y51Ak 3nvZSW7tE2Rb0IGC1AHkH0x9vJubg7UvbOTloXKP7oGg0TvQsLaEgUOfeLonYDQqw46MIOXwCbIN b3WqU/YKCQFxqRMzgIu3yXZmaQOWgTCAvAQHAggavrVNYwdwWHi8m/cfwWP3CPDoHggaKM9AWcYP AA2rMhbCh+/WJkBbE2ggYGwmAkMkOXx6qyefA5SW4d0MQJYBQFDovTLvPRq+1TcLBg9PfWRGXe4G Ht0DQWMBoIFUxg8ADX3i9Ga05PBm2+nZ+uRg0PDWwMxuIvSwO7In99r1bExmvZQIHkyB2CB8b9QH g8dvoD68UZe7hEf3ANDQifvK5BkWGD+MNbG9GSj8tEN0HwlwRMDYSX49jKfYcawBIp34fToeQBg8 rApBdlVM9rE2Iy7vJvh+NyMvKPS+W3h0dwgNrwuUWZMIGujkyHQU2uHWDbi7MGBkNgh6aFicAJHM dAJv+DaaUvAqxxMXbe/HRo5H09AoGrIurNv0buDR3SE0kD1Bw60IGj/MSWGtyQ7IUTvMasGxkXgK titNgcqo1bRjiLCeEAaQpfCJjGiagQYICk+1Il3L8UjLL8EjLyj3oLNsb/U86O4cGl6e8RMojbfA mqD0nDX9fKi7B5u3EA7DSS18OxUirQCJsg/UDGh7eVBwrhv/WA+PhcenOnc24o+43OR5MdwJNOyC O/rNt7bkJzh+yPchV333GIFn1bLz19cRnQRonslOkitl32MT0KXrz2v05/jTNEUqs/p7y1qse/HX X82u7M4yG5hj2brFJrHhTqCBhltXgjtB/xx/Ux8f/u3F2BOR4yYfe8dA0PCAsY1CrwLGxQEi4u9j GwHEWslMsxraB6cLVP5dwWNxw/YpC41XZUl+Aouip8JHARcal4/mJOwTtqQsyRnq8Dp+3XBYx+wo x018mf1qo3VPRnXz7dRN2JvMlwGHhl0aLE+rOIL5J3p47QVAw6qMn/J99GRprIkNQK0f/UVsyVpw R2C0hH4pjOsqkMjKeHvQsBEwb2SHWZWs2hhvXXUMdwANpDTeDDRQnvFmoKHDLAaNXwQabAKaN5xW wLgdgIxAhSAbMybzjtZ9dbsGcIyOCrkZeAw3Bg0RPuT64mQaFhw2BLXQ+HSg8SuwKNsCxl0rEAYR b+U0r+cms3wisiphsx/72i3AY7gxaKAuwGwQ+oPYk8Nd5QANO96egUaTLSlg3JWF8ab+R6vC22yO rTESKQ7PRt1kWHoL4Sjr1eiFj6Awa6KVRm+gsTYBKBpvZyMmUYtwBZ83HqKSAHUkCiA76uJtj4BW u/cgkdkcK1QjD684SK5hu/1WSXuilQYabrXQsCpDKw0vyyiV8bwBanaf3WjBZpHjrTNEJmxbcU3V MdwQNOyCwnruSSbTyEAD5RleCJoZZi2VcWcAmcG6tILDsyxZcMCtOa8Fj+HK0EBhKIIGA4eFxmCg 8UmgYWcxTgpAS2U8nPoYCURG5yK3QWkEEDTKEsFKHPXRXQMeFwfH15vFwlA07PoDhKG2wSsDjV+N 0PA2Fy6V8fjqY2yEhzRals5RO61ZR/fQ4AAWxevVsBPWtMr4KbhP49AReGjUenesibYntm3cXSeh VMZTZh+eCmFDtF5jmAies9Jii66WdwxXhIYNQ7PQ0EpjJcdDrkxpWLXhrQv5kHthVJ2UfYjktqIQ yW9IZe1Ka64yXgsewxWgIXI85XkJLArKNRA0dBt5pDR0EIoWVSloFDwiaEgCGhIoD9ZNyrpZ9ZAt +1sumndcBByNuQaatMamxqNp8QcbYme1ImjYHo2xoFHwSISmTH0w5cGURg9g4y0HEC4Adam84+zg SOYaS/E7Qy00lnI8YW0KNOyaGUfzEQoaBY9G62KVR5dUHuh3exPtOjmeQXsxyzJcEBrIoizkeAUv 1E5uJ63prtDDhDUNDbSGxqf4y7bVyEkVg0fXAA8h8EABqQeP7HwZ2ONxbnicFRyBRbE7rDFoHNSG XjhW5Hhq/DvJNFAbeUGj6hzw+JY3NCoOtiqYVR3Z1fG7uwTHBIviTZE/WJRBSTTUFWrBgVaXDvcS LWhUTbAtzKqI+CMrnm1hwEjtC3xO1XE2cBi1gSyK3f+EreKFwtBdAhps9IT1aVSPRhWFRyNAWnIO tNQgyjnspDqReJj2bJblLOAgagONojBoWItymIOiw9AIGu+SH3ItlVE1p/qIWs97ctjvGw1A9knr Iue2LMMFoIEavZaCVyf/Icf9GrYzVI+g/HZyDZZplDWpmgMeXQAMBg0PICzvYMsaoi1ErWU6i2U5 13ocrAnG7ipuN8Sxu6xppaFHUOziwt6We9ae0Be4qqqhRqIKMkpD30h7+b5T3KCulYPCfjVWeyvf 93RBEzL1ed7Nfa7PqjgSgehC4r1Q3gg4dkBtaMXhrdplgSFlUapmsizeyl7ReqQZyyKCFxcS4ZuX n1119GdUGy3bG7Cd4/VWBlvh2xjY/Tlr7knVWUudO2zlML3dgt3si6nkQyfzqNSH3XgM7XVrt6ns AdBm3bVxNsUxIRBlSwC+yvftDLRFQQsM6zdAb613txv6Vt2l8ojyDnttWEWuH9EsWqQ49o7qGM+p OoYzQEME79npLQOIhl6jURS0hUFm5a6CRtWl4MHyPg8aA1ANyLJocNi9Z+kudHPBY06rwsaskUV5 IZLLbgatR1G0TbE7x2enxxc0qi5lW5Bl0cr5w1iVyLIsBA8ovAKLvwjUy/UVx8R1NqzS0Hu7su5Q tNOatidIbRQ0qq6pPDpHdSC7glSHvvCZ4kDbkMLWg7ksy1yKg22H5wWiKNxh2zR+AkKjma5oyFUK GlUXVh5agdiLe0NUNFplf6cg0QPV/qKuIRuSLuR4pEbmUh0nKY7GpQDfnGyDbdVoh17ZjFevyWss aFTdmPKIejtQj0dvgCQg39iLv17ubKpjjgawzrEqGh4rozIOH+utGtEaG3oYy25hkGonr6q6Qulz T/dddF/nq+1vWsr3lfCWIKvoVdYxfl1HB1X++vW4UtfEwlwTuhHspKawOa1KRnVoebUyL5DeD2Wj wPABjpqDUnUPlgX1eKCw9BOc47a1QAQHpdauvBi7gkZormdVjE2xRIxmv9rh18OT08sAouHXqDu0 co2qW7MsHbEqyOJby7IwX0PT7nUwag+mwMdT7cqpVsVbZ2AgEgwpDT38ioi8keMtDMJ1Naqqbsy2 6NEQfcFvzMFCfz2fRch1ZW2Otjp7+T5CM9muzN3HgXzbysgqZlE0NNZGsqGl/1yiltqouhHLwjaY tqMs1rJ8Als+gusMWZaVk5PM0s8xyap82ZRoqwPdWm5HUg7BKFoKkG3ZyFYo3xc0qu7MsgixKmjj 9YX6eBDcTWqV+hbYFrjoz19/26T1Ok5VHNaqDERxILUxGLWxNTLNKg0t5cqiVN2rZfFUh1YeekRR 2/TRXG9sAGIpZwxJmxVHoDbYnBR96IlsdiSF9W14amNfaqPqjlSHtQmtqgO1kTPV4WWBcorqOEVx oDkpaE1RFNx4auPTHFm1UdCoure8QzdqearD9i3tTd5hVUcmKD1JdcwRjrIJbTYYXQHJJEaurc2L hvZB2ZVFqXowy7JTagFdB2jm96iu4cGBBwtITwpHm8ChbApbxYiBQw/JTlUb7l4opTaq7kx1iMSz aNeO6tgR1cGuu4WnOP66truzgQMoDbQ04AJYFSuXdGt5qY2qUh3f4ZFVHXuiOpbg2mPT7WWK+kiD w4SinfjrbrAD9W1EL1KpjapSHXHWgcCBFAdbJKhJdUxRHFEoyjrZtEUZATg+S21UleqAqmPtXBd6 0poemECWZbaQdI5RFU9toPUBrNqwL9C61EZVqQ4XHhsAj06Ol+pciT/b9ryjKsSm9CTjYKTTnmqU 7+3l68CilNqoelbVsXGuETQ0OwQ3bxceWbvSqjg6x6qwfGMANmXnKA27kVKpjapSHf51YrMOa1nY 9Yj2epFLgmMhxwuSrOR4CNaOpqAXptRGVamO45mzDBp6dIUNzaL28+GsGYexKfrnov4N+0d6Q7AI GlvhG+qW2qh6VNWhAbIllsWDB4sOWD+HXY80ZVdaFEc0oQ1ZFT2jT8gL4lkUtn1jVdUjqg6R723o Oyfv8EZXUNaBco7JE99OHY5l+QYKYiw4NuSwuUbNSal6FtWB5rDsguvFLi9hN3hfSGM/x9zgYBvl MtWxAFLI825abWiKltKoejbVgeyKVR0oCxxNlDCoa9E+IrsyTzhK5qag0ZQFURsL4U1fG5JrbEtt VJXqgKrDg4feU7YD1+ZCcgFpau7K1FEVb46KzTZYvrEl0EjtC1FV9eDKg4FjK3wN3lG+L/RjBy7Q TX3Shk19IzAyqgONpgiBhv3Ybp5bQ7BVzwiNkSgPdN0geIgTI+hr82LhKNt5CqW1aDSFhT07wSMp 317QsilVT2JXRN1s7ejKzoGGHn1kN3dkVebLOBrzDfRH9cSmIHtiA55SG1WlPL4fO8FLA6LRSBuS etfppDU6pvZxMNWB5A/aNMYjZtmUqoKGb1eQ3d81qI5B4lmyJ4ejnaM8ekdt9CDsQcRkreVlU6rK rvAlBtl1hMDRy/cFjxenQGOK4vB21h6cfMM+Ya9DtEZTqqq+33BZN6l3LelrHLmC4ZSco2/MN6Jw 1EJDnCfMhmDLplRV5e3K9kS7glRHmHNMGY5FPRyMXmyXbm+T3LIpVWVXMETYdaNHW6xaz2aSSHGc HI567eZsTBjlG7sGpVFqo6qKK49o86URXLueTWmyK30SGFZ1RH9A50BjJ7ldpqqqChrf4WFtv72m 7F6x+jrvA3ik1cYcisNTHQJsCnqCnuIom1L17HbFyzoYPPQ15SkOpjbaFUcQjHbqPxzMx6jnnT3R nQOPqqoqblmmXEtojWD0mA5IpwzHMqsyAGJ5T9RVGnWeVFXRnCMCyH5CztGBG/9JVsXb8rEP8o0o DUbwqKqq4jnHVNURXbfMqnTnAkcvfjDKrEqkOCrfqKqcgyuO0bmu7LQN1ErhQSPMOfoEMKxHQrKH 0Qo9uT05qqqqcgpkT27K+yDnYFlHJ43rcrQqjqzaQGEOOkapbtGqqtaco0XJM3BkVEdOcZCtEFrg 0TlWZUdURwGjqqodHh5EGDx65xp2oWFHVvpkrpHJOdB/6KmOAkZVVR4Y0ggNb2QlAw5XecyxyjlT G1mrIgWQqqqTbUt2hjkSAJ3MMTs2oTwieROBYwyOqqqnL2dkJVLzTNXbazhyFpPBEYHEa1PdJw4G ihqKraqKFcdecJZoBx4ixTHvvioJIrH/jNGwVEZV1Xw2xY5KtiiOlmv75JbzLDyiEGfvSK+qqioO jWwckM05mrdG+FOLBmBIo9rI5htSwKiqmqw47LU2SjxyidREB/6t2aqgH44+l8QTqoavqqrT1UYm 60AZx0iuYW+R4m6q4hCiOET8EZU98V8Fjaqq+RWHl32MSUchWbuyOMOTkkBxVLZRVTU/SLwpHOME YMw2HOv94tEJbsYAGlVVVe12hd2AT7neZgtHu4lPbGyAh5TyqKpqVhgt151MvFmfPDvWkzgy4Ul4 L0Q1f1VVfRXZLqHl5jxF4c+6k1sLBVufUFVV1XksDfvaSddef4Y/uGBQVXUd++JlHrNBYw5wRPaj VEZV1QPWFHDMAYCCR1XV+WzJTYKjqqrqdqq7xn/aP9OTraqqum1wTF4gpKqq6uTrTYJr7uRrsJ/p Dy41UVV12/Zl1us0A44pnWatC4V8+x1fq61XVT19JXcemLwgz9Rrvp8JGmx+fwoUpVKqqmZR+Rlo tFxr4xxWZUw+qamKowBSVZW3IFGmMUVxpN1Fa8aRmZjGVkWvgLSq6nwKpJd49XLv2m3qLu0nACMz x791GfYCSVVVGygym6ZlrrEIIE3giPrb0Ww7K6PsZi+Tl2Kvqqpy80F0nemvs9+RmXI/TlUcbLUu 9DWPfNFWc1VVVdMVR5+41iS4jkWS00law9HMpLXWDaqbVleuqirVMek6m3ItTwbHKNMWDOkCixLt AldVVZVTHH3yejvleh5PURz6P87sOq9l00CeVF/QqKqaDA+UbQzB9TUG1/FVFEeLhOodm1Ldo1VP X6BrFFn7ljjA2z6hybZMyThat5izNBwcm1K2papqWr4xTMg30OZNswzHRtvNeRBhEooRsYBRVeVD owsU/eCo+uy1m1Ie38CRXFE5C42sVSlwVFW1ZRtZeNjrai9tezprNoytViWCxs7850xODcaqFECq qqZBoycRgAcNew3vWuGRBYcdjkF7we7EH13xRlWqi7Sqal6AIMUhjlXZCd7hXv9MMzhY3rEPDmZX hkbVUSMrVU9bZkQlY0+Y4ugmqo2TR1UicOzIH9AFT6xsSlVVTmF48BicG3MHHEMWHq7qaB2OPfzy HTlYI1ikOgocVVXtFmUIFAe6ftF1a4dkwzoChxpZYcfO/AEs68hCo5RHVdX0XGMIbshetrEDWceR XbEjKi2Kw7MpjF76SR+e4OLryCiPyjmqKt/wLcoAriukOKLrNZo+0mxV2F6UO6A80LBsR6jInmip jaoqP9+wamPh5BtWcSBo7AR3jc62AlikOFhAauGxcCxL2ZWqqpxN0dfSQvLBqKc40m3nreCwQzrb rwP9IdaqWLuycOBRVVV1DA/PpiyA2hBHbWyJU5jexxEEpIhcWwMRFJDaJ7lIWJbKOaoq3zhWG951 pOFhbcoW3OzdPg4UjLYoDnGgsZuQc6AnO5RNqapy840huI4WCi4SKI5dQnGcZFUi5cEoNpr/J6s4 UCt6qY6qZ1MbInz4NbqOmE2x1yobTTnbmqPMrqBhWRSOLtXBZFapj6pnzzSQ2lgkriEv39gGaiMF DwoOJ+dgBEM0s3ZlERw18a2q6hggntqw4NDXTnStuvBg+Uar4hDJh6O6Bd1KLkvLpfgjLGVXqsqm cMVx+Hgw+UZ0k5+cb7SAI6s8NsQ/CVAcSGpZuVV2perZbUof2BSkOCw40PVpI4WmLRLmWOXcsyto ij164lZ51HodVc8ODxSIZq4bDxwsHE2vw5ECRzLnsH/YBkghET8gZXalejqqns2mTFUctn+DqQ02 AprON1oVB5tldzg25I9DduXwhFeB7KpO0qpnUxpWcRygYa+ZlfoY2RQEjQ3JN86WcbC8A1kVCxA9 LNsBxbEyAInsSqmOqkdVGwgaSGWswI1W32SR2vBu6k3QmKo4onBU082OriDPtlJH1E1a6qPqkdVG pndjRdQGsykbcG1G7eang4NsmYCGZfUftwZeagSKYwUOTdJSHVXPrDasTWGKY1DXMlIba6M4UL6h r/lZO0dZzrEnVkUTbm8sy+BkHSvh04RLdVQ9utpgIyn25royNkWI2tgAq3JSvnEKOJhd2RjVYbMO TdXDkz68GC9fhzc8W6qj6hnUBhuBRMqchaL2OtyY+GCyTUmDI7ArLOewf6wdXRmA/LJ5h7fQT1XV o6uNBbHzK2PnUShqobEl8UGzTZmiOJhdQZRbE8tiVcfSyTlKdVQ9i9rogBq3N1Wrym0o6in/KBht qlOHY1vsCgpJB/LCsNS4VEfVM6iNAaiNF8GhKBtJ0TfvtfjDsOfLOIxdiVTHGhzWsmRHWBalOqqe QG2gXMO7Jjy1ga69TaQ2sjZlquJgOYcdWbF/uJ3D0hmyvpjDyztKdVQ9ktoYhE/HWIHrgnWKbsi1 5w3FytmtSjB3JaM6tsJnzC4du1JZR9Wjqg27ligDxotjUzLXnWdTmtTGqYrDg8bGkUwMHvaFeq2s o+rJso2FuRbsjRTNS4lu2CwYnRSKzgkONluWSSY7wuKpDhsI2Y7SUh1Vj6A2WFs5su4LOW4vt9fb ZxIak+ExtP7APz7+KX9//Q/9IlhysoSYbR6T2QPC7nlpQ9p/vRl//rY/f2NV1Y1CA4WhSwWIt7+O H1/HT/X4puyKBsf2CxQffx3vfx2/v473r+MDqH09f6zZppyqOMRc7BnVoT2XXqujk+9Ds9quRKqj NnKqujeLwrYL0QMCr+oasOe9CA5EP5XaWIvfuyGnWJVhyg8p1YE8W7RWojcPJdrnku2srSFWqqPq ltVGn1AbP83jm7qBDirb2H4B4l2pDK04PhREIDymqI25FIcAm6GHZjUJPwEJbdbBVAdrDEMbOVXe UXWrFsVOl1+Sc96q7QWw9FbRo2vM2+9oci1mAgZbixTJqE/BCbEekjq8iKxt1s7w0wCc7cWpqprZ orDZr+hGqcGhRxTR8OsnsSkbmWFC22xWxdgVFProx0Hw7tpsjVENgD2wKWyR1bIsVfdgUbRl17DQ gejheJN/tyUcbrB6GQsdiP5SNuVDQYTtOjDZpsxpVTTFbECqpdQHsS1oUeOlConsYcPSsixV92RR 7Bqi7Bxnw68bYE+Q4vC2QTipTgIHmb/CJr4dntiHOiwVdSv6Eni+V+D/MuqlquqaFsUOFqBejdcv hfGmzm87krInFuXDyRB3CBinqI05FQcDx5ZkHR+AkKgpbJUAB5r0U1sqVF1bbaD1Q+10+RcDC3RT tBPZNupGjG7Ca8ltLH1SDaf+Aifr6JxQyI5js/1UEJDQ4b0olXdUXTvXQO3kOtf4YXIN3ew1GGh8 yr+HWnW28Q5U/FbAgj2nqo25FQe7yHeOvEKWxVMdls6oLZ2tUVrKo+oauQZb1V8raQ0Lz6KszbXz DtT77O3lZ1Ecjaqjc1QH6gTtHChZQI0J9VHKo+pS0EAzXnWe8dMcB+XxZmzKQW2sldo4jJz8ku+t 5XbA4Sxq4xyKQyTXgm6JmQlKV4bO1heixX9KeVRdU2ksBC/K/UrOZaQ27ACDd+2gkZSTZ8KeTXFM VB29URpMfSDlIYHS0C9UKY+qW4CGbivXSuNvSmmwno1Pk2n8UvDQasNr+ppNbcwKDgceIv5cllMs iweNiLIFj6o5oSHih6EIGtqiaGhoi6JVxm/53uT1W/0bWh5wdotyqMUZX1vbFHYAxiHkQZPfvAlw B8uCbFA00jIq6yOOEqmqai0NDW+6vLUmyKIMjkV5NwrDWhQvFJ29hrl/4QTLwgLTrPKQpGVBYCvV UTWH2tDTK3SvhoWGtSeHw8583RGLohXHJ7EoZwtEzwqOP2XAgejsTcHvk+CIrAuax1J5R9U5cg07 D2UpxyEosygvJtcY5fvQ67uChu7Z8Gabf8s2znFunwUcjuoQojhQ7mEBghSLBPkGUhwFj6pzQgP1 HiFo2DD0cC0e7AmbwHYAB9pB4MiinENtnA0cDZbFUx/sQD+P5suI4IV+qFcteFRNhAaaIv8WQAN1 h27leCnAX0Zp2AV6LmpRDrW40Ot+sA4CXviN+KuEWWAMivCsFX1MQETXvzaJ+jpBxq8JfFUFDGu7 vdXJkUXRWcabURq6yesQ+Os+J91K/gEyjdm2dLwZxQFURzRE26I8kHIRoC5a11bsSn1UBSojMwdF LwGIOkNtGKpzjciiHLKNreAN3c9qUS4CDgMPAXkHvGiFj7x44EC/9xT6FjwKGqxPw4PGq4LG3ww0 DmHoixyHoVGuYeek7C6da1wUHH/KGWVpgQZTIx1RNJlco+BR1QKNLgmNHwoaWnEcoGFbynWvxm9w oJmv1KJc4ny9CDgSoyzSaF/Q1z14eOqjK3hUBfbE9mnYBYYtNFAg+qqgMRilgVrK2XR51B16UbVx MXAQeDDFwUIo9nGLdekS0OgKHgUNwTO6M0ojC42dyTV+O2rjYFHYjvNySWhcFBxO3mHtRCZI7YGN 6R21IglAdIG1KXg8LzTYhtCHURIEjR8EGiLf19ewuYZVGzbXQMsBXsyiHGpxxffKDtHuEvakT1iW 6Dl1CcDov2Wv/84arn2KPAN1NNt1NdCQaxYaGwANlmmgFb2uZlGuojgSeUdkYSLl0QdgiDKWbJX6 eOw8gzV22TVhNCz+FtgTETyCYpu89FwUtBPA1aFxFXA05B1IIaDAio3EeF+LLJGXvWh4FEDuFBh/ 3juJl/pDGyadAg2rNKxFicLQs0+Xv2lwkLyjJYfwvGiUd3gqhMHK/RsKHg+VZVhboq0JgsbPBmgw pTFpBOXSucatZBw277C5R/f1wkWqgkFGt6ZP6U5lKmUP/uZqVb8vYHi2d0HUBmsjt3NPDs1dCBpW ZfxuVBo3oTauqjgSliWyCl7Q2TuPnjIR4YGpl4uU+rhPleFZk1VSaeiZrp7SeDdBqKc0vDD0Jm5Q w7XfVGe5QaRIPBsj4reqTxnG7ZIgqezjvrIMu2QlsibevBNrTVqGXDPt5Aga+1uBxk2Aw1EeXQCJ cYIK8YZ3GUy8zIMFrAWQ2w4/ETRWBhpomFWHoG8EGnp/1w2BhlYbbJV/ZE9uxgoPt/JmJ8PS1pbx KTNwmVrJqBBmXwogtwOMjDVBO6z9JNDQa4XaTaHZkGtm9zU4Tf5WzqHFjZ4Dei1Rce7y+vvRlHod YOo3eHBOqMHcjdhWlYN6kw+h6U6Oly2sAPU6wSezrmjtFxaCvpl8A+3tqme57kCmgZb+Y2EoW3D4 5s6b4ZZOgERYygCDVvnqEuqDWZZB/G7VHvwOkXiItxTI9RSGXnkcTVL7QZSGXlhYL8KzNCHoTimN d+F9Gi325CahcXPgSMCjc6CRWbiHNZF5a51m2t6jdVELINcHht5NjQ2x/iT2xFoT1g2amXvyQezJ 9l6gcZPgSIalQqAxBiDxEnb2Mdptrhd/9KYLgtMCyPmB0asLfEmgYUdM2HwTuz2jDkG3Rmn8lnjI 1YPG/tah0WIJbsG7oru9nbGo95JlTTpvwKPadR8PJ8LhTdZ7ddo1IA/fuwYnA2oV3ku8TWXlIDy/ YBkG2qeHZRkrcL68mccX+b57/ADyjK163609+Q2sCVsz9K6gcfPgaIDHApwQdsozg4fdQUufFBsF j08CjrW5i6zVzyJ47JkkLYikYeGpDTTUykZPEDg0MOzNRUAI+ulAA+0kz0ZP7gYaN2tVErZlJLaF WRe0QROyL31gV9AIix2tiYZ4W5vLnsbKBFbE23sH9WToiWlo+jtaP8Nuy7iQ46YuFIJaW+K1kW/l jkZP7lZxOMqjI8pj6UjRH+bxjdxdOqI+1kCBrNXJoU8SK0m34E6jh289CwNBee9KhCiLSF3YPGmQ 4zkmqBN0pYDwarILfQ4wlbEHKlSD4134dgYIGvt7hcZdgaMRHgsnPX8DtuU1sC57ByBrAw0ED3Ti WIB4+99aeNwlSBKg8GDB9hpeyHFDl+0EtdB4MdCwwNA3j8MFrrOsD2BP3omNXZObxt1C4+7AkYQH W0vhNQCIhQdTH9rfrs0d6MMokk8TnG6c/MPLQCIV4s2SvPgJ6QAiAoUHjMieWGhYu/LiKAwdfjKV sTE5lwcMvUYosiZ3DY27BIcDj07yLcWoM/AN3IWW8r3LdAT2RcvXNQCHhcfasS9WgUQjMR48WqZc p0/cBBSic8ybcew15w3gvV04wLDQ0O/ri/oZbUs6k4ltwI3hHRwWGJk8426hcbfgSMLDsy4vcjwE 90ZyD6Y+9kCBaBuD7IwGhx19sRYmo0CmKJHxgudSq7LwFAayJHaCmn6PVwAWKwAM9L5uATQQLN6B ysxYk7uGxl2Dg9z9orF8FpwiiNhx/KW5M4kJNrfAwlhgIOuyCRQIAshcEDkFJJnV40/d9nMIFAaz JisAixVQGL1RbztwA/gksIgC0K0E85fuOdy+a3A05h7RcB1qAnoN1EdWgayNnbHKYw6AoOHmDEDm AkcUcIrgFdxagbEAMLDgWJr8YinHkxTFvHZbYk1Y89+nHO8az96vh1AZDweOhtxjENwwFgHkBUjd geQfNkTdAhViP47gkQVIVom0hKtZVdGiLFqBEamMJfh4AYDRgRzDgj7qFrbAWIvfKfxw0HgocBB4 iOOXGUCyHYWHu59t9EIAsSfnBigOBA8v/9AAQf0g3qjMeAI8PFBIEhad4DlAXo5hoYEekbpgwLDz TNgUgw8Sfq6dcFvvxfNw0BC53fU4TqlRnSRi3kBPyqNO072xIPZzG7KxNUwZtDZfv0M/evBAQ7g7 R31E8Mg0mjFwZNSFt20n6sZl1gRBwyoL9F6wPIoF2h8q07AKw46YsIau/cTXtRTHDagOdkfMBqda fUSdhgv1uAAnrKiTaafudFs5HtJF0IhyDwuQrPoIJ9oFWUY3ARqsdX8RhKBIdSzN9yJ4C7AlWxKA fgJ1gVRGpjfjaBuDR5tv9HDgAADJrAY1gPAN9QEgeNi7IAJIZwCipfIOQAQpjQ34fgaOTIiatTBZ W9I3ZBgDURr2fUDKg8GiN5ZEjF3cOtbkE9gRBIyNxLOev72WjzpB8WHBQeAhINVHjUUZgFhwoPB0 Id+XKrR39L1RIfYk34KMw8s8rJ2K7EuLrO4CFdeynkmkNlhAipZw7MHfujevCQLGWni3LwNGRmXI o0Pj4cGRsC5Mfdgl81lj0SsAx8p4b33So42k9k6msjOA8IARKY+sfUHw6BKvX0uW4QHEwoTNPLav ox0S3wJbgprzsh2+bF6RPIM1eTpwnKA+0MSpJQDIUo67ExlAWHBnITKSYBZ93GJXpoLDyzY8a+LB g8GkB49s9z4BwGXAyHT0rkmutC+V8aTgmKA+MgA5gOEFAGUFvm8ZeHNrZdAID7IiEShaOk/H4HyZ up2mB5NoDRMhNi8CBpoCwNr/N2QEiwFXnk1lPC04GtUHm4mp+z+WzogMalBaAvuC/LoN+RhIRmJ1 2L+19HpkoeHZlGj7TbYRln1/RkeJ2fB47SgN1nDHgLHLvE7PuMzjU4IjqT6sfUGTrQ4hKOtotPBY kgAVDSeinhAhnnoM7Mep0IheI28nvOzKZ+w57gEw9AVugbEBkGBWZCNxZ647K/lZ14Z9WnAk1Ic3 vZsNJ7K2aK/LcemEgYPwLSmFSHi2bUSmnyMTjk45RPxd78QB3o6ExRvHmrS083tzS+io07MvJv30 4HDUh5A7JhpmzLRKM9WxcAAykNGE/oSLUqRtVm0WHpKEG/p72MiSVhgox9gCMCAbEi1dsGsJjGsF +gLHVPuSWZWKQcTrgmQNTgwizBKg5zAmVIkkwlFJAAPNgYna+i0sWE8L67RFX8+06meb4goYBY6T 7UsXqJCoI3IpflfkEvwsG7JkIGErqLOLWhrBIeJvmBXlLBl1EXXVssdMg1xGXZQtKXDMal/sBWkt xEAgwjoioyNqikJ9D1HAKo3QkAQs7EXH+lI8dYGg0XLsJqgLatUKGgWOcwEkE6aiUZlsy/XgKI+M Cjn8Ld5Fn1ncx1u4Z3Sg4VmRvcTdsdvExy2dsx4oChgFjosCRID68LKQbAv2QuL2bPv7vI7L7MhM 67nijeBEKgMpDva1aFmBqSvFFzAKHFcDiAQKJNOWnYVKBIxB/F3k5n7vWT9JVm14qiGz/siU9VgL GAWOqwPEUyGt3ZYIJH0SFNn27WxOIcnvy4CDKY/oMVoqsSnotM+tgFHguCcV0gqSDkBhkNyckGzf R9cADpSJRPmGdyC7MUr77F4pdVHgeFQVkoGI18btwcGb/9HSMDbFqthmrlFyc2aimbvZ0ZBomLmA UeB4GBUizkWdUSZsXojXGDZ3xuG1uHsAYYDwWuRTiqLURYHj0VVIJhthMBHhLfFd8Lvmfu8z8MjO lYkgkdrioYBR4HgmiEQgkQQUMtA4h+LwACInACK9mVTBosDxjBBpAYk4KqKlLbybGRzoQj8FDmFj WsGiwFEgaQeJp1AkAY6p50FmH9owrJzweYGiwFE1E0haIHPO971lU+v09xYoChxV84Ok9T28xPs9 nvJ9BYoCR9X1YHJL7y0FSUGiwFF1P0C5eBUgqqqqqqqqqqqq2uv/BRgAmQqZ1qEWr1EAAAAASUVO RK5CYII=" transform="matrix(0.5226 -2.480000e-004 2.480000e-004 0.5226 -0.2671 4.9551)"> </image> <path fill="#FFFFFF" d="M67.94,11.293C33.778,11.309,6.098,39.013,6.117,73.175c0.016,34.16,27.719,61.841,61.878,61.824 c34.163-0.017,61.839-27.725,61.828-61.883C129.804,38.956,102.1,11.274,67.94,11.293z M67.996,131.669 c-32.321,0.017-58.537-26.177-58.552-58.496C9.429,40.851,35.619,14.636,67.94,14.619c32.321-0.016,58.537,26.177,58.553,58.498 C126.509,105.439,100.316,131.654,67.996,131.669z"/> </g> <g> <image opacity="0.27" width="267" height="267" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQ4AAAEOCAYAAAB4sfmlAAAACXBIWXMAABU5AAAVOQHonx+JAAAA BGdBTUEAAK/INwWK6QAAABl0RVh0U29mdHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAADB2SURB VHja7J1rcuTKjqRBMjMl1TlmPRvov72aWW6vpv/OBsbapqqkfJBzq028F0K6AwjmQ/kAzGhSqV6p FOOjuwciQqSqqqqqqqqqqqqqqurmqqu34PHqf/+vf7+p1/Of//f/1A+lwFF1J4C4lZ/tVEApcFTd HiS6G/pZT6f+2YJJgaPq/KDoGn6O3ZV+7lPj7zX9+QJJgaPqdFC0/Bp9fg6YZAb+FHwt8+sCSYGj 6gygiEDQma93CWic8vOfEuBAHy1UJvJvFkgKHFUEFhlQoI/2c/Y1CQBy6s9/CqAxGTgs+TwNkoJI geNZYBGBggFi6ZW1La3giKBhr5HAYnK+HoGkIFLgeDhgZGCBINGDwd+TX/fO37kUPDxgjM6v0e+N CeAgmLgQKYAUOO5ZXURZhAcC+zX9+eD8vgeTSyiOKQDFCD4/kN9HHzNQcVVJQaTAcW/qIgsK+7mF hP66/XVP/l4fqI6We2FqBIeFhb0O5Gvo7yxRJqVCChx3AwykLhgwvGtQcMh+1J974Dg1IJ0ceIwE HAcADP3xQP7cwQHP6CgdibKRAkiB47uAkVUXPYHFAEBhL+/3PID0N2BVmMI4gM8z10gAMyasTdmY AsfNAiNSFmigz9fq89K/HoJfW2WC4BEFpJcCx+RAAwFjT762D/7MwbE63ixO2ZgCx00Bw6oLTzWs wDWQXyN4DAAeXQAO9L1MC+8ZNACnIKOw6mFPALI34NiDy/49BKhFKqQAUuC4BDAsNHqiLgaiGv58 XCs4rAlEVkCJeFaFzch4P+tM63dLkBpNuaIMw4OGvXbO71kQjQAi6LVBgBQ8ChyXAEavBmUEi5WB xFrBgn2MoJHJMjryM446Pr37JNOBOpHQdCQWxtoXBovsR/1vsFwkAkipjwLHRYChB2wLLNgVQcML P5Gy6AJFkG2o8t4LaQRUJjw9EIAgSGw/P+qv7YwqYdlIFKiWfSlwnCXDYFOmPckmNBQ2wecWGhl1 4YWd3nSpF2ZODjiy7e+etbH//uiABNkXBIgt+XwPILIHVgZlIWPZlwJHBhpR6DmQ/MICYw2AsTGQ 2BC1YQNQDxZRvsDg0NqFKUBteLNH+iPLg7ycxbMySIFYYGwBQHZEiWiIIICMZV8KHBmVwfov0MyI BsVAYLFxwGEzDT29GsEC3cxeI1RrKzfKObIzSF6be3ZqeDIgYSpkTyzL1gBkC0CyDVQIazAr+/LM 4CAqI+q9sDZkZSDw5/OXABprkGNoKNknNlITHgi8Nu3W1u2l0GC/ZrlMH4S5KBfRA12rCKQ82KUB snMUSNmXZwdHQmUwhWGnTjUYVgoYLw40NHBQdtE1gMLroIxatMcEOFpsSp+82FqbTIs8ek+sCmH5 h74+Pi8EEjsrY4PUsJ39mQDSPRk0IpWBLInNIzQcXozaeCEqA6kLBosxCAsPyV9HEMlMR0bBaKQs WEt9L8fdr30yDGYQOZAQFYHjwwEJmtY9OErtKdVH94TQsFOrnQMMqzBewIVsyhqoi8EMAgaL1pbs LDymE8AhklvZy1bzMmiw5jjUE5OFCAIIg8d8vRMrs0vkH0fq4xng0T0BMLwnJmoHRwpjhsKrgcar sSpMYfSJp6VtwWYdkV5vwsGxLuiJOUrQ/ORYu57YFW8bAK+TFs1SZaanNUR0qGoBslPg2Cpg2I8I IF6ASoPlRwZI9+DQQE9M27TVC++9QKB4MV9fGWjoG9ze1JPE04yZy2tqOiSsCbvhp+BeiSxL1O/S O+DIXGvwd22wbJXcCGZgtkZtvIPP9Z/bAfvC8qKnsC7dE0CDZRl2anUD8goNilcAEhZ6ouyCdUV6 DUu7Rmhk2qpbNr8RR3lk+zmy2wesyMzVCig5awVR4GwBcjCzL1tgV94NPGwGEtkX+H4+Ijy6BwQG u8HZEy8LDA0OnWXozlFkR7z26Uyj0i4JjJa9KVo2AUbKTcTfXT0bnDLrspa2dn02xd0TeO+NdWHw QADRPyP9MxkD+/dQAOkeDBpRAIpmS3TwaSHxBoDxYm5U7wmHlAVqUtoZP71zVEa0M1bUJSoNwJAE RDL7kUQ2xrMva/DzYl25XsYkJP9g1gVdWwAQ2//B+j4eSn10DwoNz5qgDk8EizdgTTbgppz/TwsM qypYR+OWqI2DA42supAGdbEUHC02xtuCoBe87mcIwOE13DGAePblHQDkN1EgSH08hXXpHhgaaF3J ytxkLwAUb0GesTKzJCyEQz0E2wAaeyCBD9K+TV7r4UbTCfdMyyFSXg6C9lpF+5d4rf1WFUYA0bmQ Br2eafkdAASpDy84fQh4dHcODA8ayJogW6KBMV9WZayNLbFrKRgwvEajrcTLwFusiJxgR6Yz3DMt h0tJAiAsxEb9NQgcLwmAdOTniNTHb/DRqo8tsS4Pl3sMd64yPFuibzR9I/0Bw4/P6y9zzV+fAaLb ygdzox0MKPRT6dfn5X0epfesn8PbTyKzgE3OAA/296NjHdnFIBltaLwXf49SO9uEXlvLNHLU0doR RUah+h+v/yb/9f7fpThuKM9gXZ+vn3B4NZB4MSHomtiSg4EGm977IIn8loSf0f4QS89XTUMhevqR g7Kz91XLCXbe3q1sKwOkPtC1AQqE5R87oD5+gwv1fzDr8hC5R/dA0GDWxKqNNwMMG4LqRi4Wpnlr ID6IivCAES3nznR3uoC41o0ZwIXlIy07xSNVyWbJEEBeCUAG8pCwU7dWWSJ4vAPrgvY+vVt4dA8A jZ4EaS9mxiSChr2JOiOl98CaoPZlBozdQmA05RW3evM5QGk9HtMDyJoAhMHDA4gAWxrBg6mPdO5x L/DoHgAamUxDA+OHCUSZyhBjS9h8/05ynYbReoexFRb3nsw7Z+16EGEzMd62jR48kAKxHcD24cHg YfOrdwCP/SPAo3sAaOhuw7W5Md5MGPpDjns05r+nZ0wmOV7fwNY1bIV3F3q2JOq9eEhYnAgRLxCP AMLg8eooEKQ+NDz0dO0voz5+CZ623ZOA+67g0T0ANHR/xguxJj+M0tDQWBGVYTMM+ySxVsWbXvVm QkT8XcafbocpByKRAvEAsgEAYUsKXhz7oq2LVp9oBg1ZF6/b9G7g0d0ZNHqTadgQVEPjB4DGDI75 78w3mc0ykCX5LXgNw45A4yBty7DrLNM8RLyZGAYQln0geLyBsHxlwnJ7r+ic46cBiZd7uHt83Op9 0N0hNOx2fi8AGn8F0FibABQ9RT5M4PVbjvdv2Ape1boIGAWLJohkQlTWQGaXG7CGQDvbNqsPrU61 dfltgGHti7a3+p6xvSY3D4/hTqChN92xvtUCY77+ln81eb2ZIFRDQz85bOD103y0NwEKQtHOXCEw 7rEJ6Nr15z36c/1pmjLlnWGLTpGLtldkkGddr96ZvSLHGw1ZAHpHUtxkk9hwJ9DQstNutPMqXztB /5bjTtBXBxp6elVLTQ8a3syJ61sLGN8CENSq37KZM7NLETQyp9xFe6HcJDxWN2qdWqDxpqDxgwBj oySrnjVhAZftDPwAElPLzMy6hLIkZ675ffx84NhwuVMPiE7w7ujeTmzeloyTGj9MYUQHVEU1mu9l uqX3/mYUB1l/ggKuFwINu+Zk9qh6rcl889j5eO1HfxJ/amdPvGm1qRTG3ViY7AFWk/ANnHuJD57q HMWRWUt0U6pjuHFo9ERpvAXQ+CFf98/o1U0wqwU7hfaTQMNbgIZyjALG7QEEwaMFJKPwc3WjkDay K9m9U24KHsMNQcNKPE9psNWtf6kQdKMCVR2CfjjQ+AmyDD3t6gHD3pQFjNsBSLT4LzpGM3NEZrRp kQg/dCuCxnRrecdwY9CwbeSR0rBBqM005n97D6Dxm0Aj2/Hnbg9XwLhZBeJtYpQ9oFsc9dEHiqML /t+7CEu/FRz/+Oa9Xg0Gjb/IhaChZ06s0vhJoIHax5tsSdXtASSwL9KgONDP3lt8Gc2uiLRvIt3N 39fTgYPkGmxZPMo0/jZBqIbG/EbPSuM9AY3fBBh65sS2ipfKeCz1IYJnw85xODdqm482PbrZsHS4 IWj0DdBAsydzZ5+GBuvo86DxQVTGU2x7X+qDWgiWhbRkHZmejiaIfBc8hm+Ehshx48w8+CNo/E2C 0M6BBmvosnlGasZkVhilMh5GfWQGc3T6Xea4CHb2rQcrEb7t4bfA4+rgILmGbfDSy+JRV6jt07Cz JxoabLoVtY1760y+2JKqh1QfaABHViKrPKK8I3NgFj0s66HBASwK69XIWBTd3OVB4ycAh4VGqmW8 coxSH4EqEKOkvVZ0EXzyHwtoxbMt11YdwzdCozUMtUrjJYCGVhv/T8EDtZCHm6uUyqjsgwxc1uqe OdWuC2zRKA2bPF0THsOVoWFzDWRR3ohFsetPbBv5vFjNLlT7aaDBlMZY0Ch4OPCIoCHERqBVtEh5 6LN6GDhG53VcNe+4CjgSuYbeWGVWFcyevMq/OkoZNNDsiQ1C2aHBBY2CR4tt8aDhnVznhaQtgey3 9HdcHBxOrsEsCgtD7dL4+U3Ty+LZYjW0axfbM6OgUfBAoWmXVBrdmeDhLcBz4XUN1TFcCRrIotgw 1NtXY1YacxiqoTHnGpnZkw8n05CCRhWBR3ZZe0fgwY64bJlhQTZ6ZAC5NDwuCo6kRdkE0LDL4+cw 1PZqoMYuveWfPd8C7a9Q0Kjy4JGBBoIICkbZ8vvJUR3RiX7TtSzLxcARWJQ1sSgs10Bh6Nx78Ytk GvZsi10AjerRqFqSeXhQ8fZD7QLlYQ8290LTq1uWi4HDqA2ba+it6tkh0HoNCgpD7SY8KAi10Ngz aFSPRpUHj8SMi6c8vJwD7SBmLQvaL1XEX/Z/0VmWi4CDqA1mUaJ+Db0GRc+geND4nYBGWZOqc6qP yck62DGWUYOYt08qAgd8HXcBDhOI6k15LDi8/ULnXo4517BrUN6Fr3LVMyg7T2WUNak6AR6dY1Mm BxzsDBgPHGxHsmif24tZlktsVmzfUHS+p1Yc9uQ1fY5FtK+GPW4PQcPt06ihULWwZjswytetKfeB yhjAZcEx54CzNdGbKM/39SR+x/MoF9zo+KyKI9GzoU/RegtyDd2vEVkUdNZJau1JVdWJliUz2+Ip Di8sRcv5I8UBw9Jzq47+QmpDhO9Ubo9rtKdm6V3JRY53Jdcqw56QVdCoukqp+wf1WujjFuwRHOgY jlkhz93M89hE++3ac27RGbds86DbUxyJQBQtl9edoXbqVS9e0+dz2n01rNooaFR9h/LI2Ha2D81g Pu9I3mEVhncK3UWzjuHM0BA53nAYZRrWouizXa3amPs17BoU1E7utZIXNKquBY8ugAc7IJt1lmaP s/SaxM46PXsuq+K9Kd6p8vpQX93khXbysqEoa/ByezWqqq5gW7Rl0aHmDlgWfaj5bLV1r0YP8kE0 fpBl6S5lWU5WHIn9Q63aQIcnvclxd6i2KO/in32iwVFt5FW3oDw64QveMrMtKKvQYBKTp6ANtS9m Wc6hONCCHm8F7Auh5aBez/wm6JkUdNlW8hFYlIJG1bWVB8okDkp1bIHysKpjvqfncTXI8bnJeizN D+iVHJ9p259bdZykOBqmX+dA9C+SbaAtAPUJ8r/k+GhGnWvoXcm/TEkVNKpuQHkwS89Ux4ooD1EP Vqs4DmYMeLuxn6w6Tm0Ai6Zf10RtvARqA1HZ7qmRWe1aDV5V31V26buXAa7NWNmArMI+kEc1nrZy fLbxyowJHbSe3BR2LqvCNiBGoY4Ghn6DbIeoBw4WhlauUXVLlsU2Zen+jr0a7J4NP6j7unesvxeS Rue6XM+qGJvSsquXPVF+7hDVy+X1ytefZVGq7tiysPUqIrl29EE9WHvBHaUHctmp2y9q6BS7copV 8fwaWtRmLyvF9JuwV6pjRxQGa/CqqrpF2zKq8YK6S3fEclg13cm/tpjYmfGlLQ+yOpMcz9J8i1WJ di7fGKvyYr5Ja1F038a7+fhB3tARqI2CSNWtWBbbiKVnWvbGltv7XlsW3dehN8RClkXbFQuQs9Qi q/IPmxIBQ7eW29kUuxWgbvZCi9h0hyiCxxe1UdCougPLoj/aaVOt1vXAt01dWs3Y7MSzLF82+1lq V05RHF7Tl12fkglEdVjElAaSb+nTvauqbsCyWOWBrIpVHzujOliT5YujONgamOsojoTasGtS7JVV G78CtXFE0VIbVXeiOuznkeoYBLeSzzUC1WHt/OGcqmOp4mgNRC0Fe6I2PsBl1cZY0Ki647zDyzqQ 6rDjwE7PDsInIDZGcbA1LFe1KiLxdCyChm72sqHoNoAGmnotYFTdu2Wxi+EsPOZfaxXBLIudgFgH auXy4DA2paULbr1AbaBpKXgWSqmNqjtTHSJ4Lcu+QXWMQHV4484u2/+Sd3z2ZV1UcXgZxwoojjVR G+MCtQGnX6uq7lh1jAtVx6y8uyAmWMnxDA1a/3IZcCi1gRTH4CgOCw7d7LUndPXURk2/Vj2S6pga VMfWUR127NmL7dPxTyHQojpaFUcmFLVqw06/omzjQ71J21IbVaU6juChP6KOUi8o1eA4S0h66qwK C0XXQCqxLtEtgEapjapSHV/HA3qoItWxAmr/7CFpChzEpkT5hn7BaE0KyjZKbVSV6jjebtDLOvQa lt5R/ijj6JfalRbFwbY+G+Q41bUWZXCgga59qY2qUh1fMkB0sb6OIcg5vKzjKhmH7XBjoahOcD05 ZmVYtZZXPZPqsMvkMytn9eyKnZq143AlcUh6HnAYmyLi7yu6dqRRFhpoc57q26h6BtWhH5LMsiDF waZmVxL3c1gGpOxKVnF0CbWBpoPsct7JAQfqEK2tAKueTXmMjapjL8f7dQxkPKIVt4tUxzmtCnuB aKOeHbm8U9hqTUrVI6uOzFGSbMygaVn2QGfQaKol4SizKfbjYKTQ5FB0J/7p8qU2qp4x72B2RYND q3MbJayCjIPNrpwGDrI2xQtGVyDf0KHo2ACNWgFb9ayqA61hQY1htp/DbmqMVIe3OVB67UpGcXgH LqEXh1Jbj6A788awMzCrqp5JcUTwQONmMg/6ATzM2ZqVi0zHeoqDvTi2fB5945qaNQVbVeD4+rC1 2aAeNxYeInh2Ja02Lp1xoFkV9KJE+L4DehaFHRYtZVOqnsiuiBkz6PiDnfjd1RYebA/TxStl+8Z8 I4KGPbcSQQPJrNpHtKqKqw5kV9AD2IKjD8bp4pwjUhwZeAwNauNAZFbZlKqqnF1hit12WrOJDKY2 zt7Hkdn1S2+o2idsClIbBwaLsilVT2xX2PGRnmLX45upjt7JOLpzgEMCtcFO2J4rozboFGxV1ZOr jlGOZ1iiscRyDnY15xx9Q74R5RwtNoVt4V42paqK5xxjMI70WBIAjygcTeccfcKiSAANj1z6m7az JwfizcqmVJVdwcqDHS7NJhgymeSinCObcdjGr96RPF2D4jiU0qiqWqQ6Do7imMj4ZRaluREsO6sS vQD7IvQ3bsmIVAfq3Sh4VFXhvAMpDQaPLvHAP9q4OAJIi+LIqA7bZm592UH4svkjxVE2perJ7cqU UB1obLF+Dk9tnKY4EsHoQD6iZNbrfvNO0q6qqooVBxtLyK70YNzqz9m0LAxIW6Zj+4RVQfnGmARG 5RtVVXHOEUEEtZ7rRW/Mqpw+HUuyDWZVeiffmGSZ2ih4VFX5qiM7rljOwWzKWRrAvD4O9CLsMnrW vOKpjco3qirn8HOOrOJg4OgvCQ62D0cHPBIKVtg3N4KrIFFVlauRXGi9l+cabLxgM0oXIK2KI0Mt T1pZWFT/RlVVe84xOpaFHVzWBValqQnsCzjAUQgt8OgCqxIFo1VVVXl4eA9lZley4/eIAXZmpW/I Nrz/GP2HGcWBNiMuiFRVLVceKAJogUZqpeyS1bERPCIiTlLnpVRVnQsgaNLBU/MMImfdj8NTHB6Z MvCgMypVVVVNMytZVd81XovBEWUdnWNTWr8p/YYVQKqqfMUxBnZl/j02hherDQaObgGdJKk2SmlU VZ0348iMtyVq42KKYyk8mNooeFRV+dDIjq9szrHoaIQ/tWoAhiSBYa3KJLnZlKqqqjbFgQAyib8G zI5nNsabrYqQv9gFvy9BeMPklRREqqpOAklm5tKOry4xrs8yHeupD/bNTEkKVlVVna46psaxhsbw 2XcAW/INRfAolVFVdV6QZKDREXWRrtZwlP0nUyMRCxpVVe2AkAXjrGWsnaUBrGv8hlq/CQSbqqqq nLrIWhhxxt1iiPQL/oHuBIgwcv6zqvmrqurLeJBGUJxD3Z/tJLcWGTUt+Kaqqqqub3MWV3/mFzcl XnRVVdVl7MvVHs79GV509I2IlMKoqnqoWgKOU1vFCx5VVZexIDcNjqqqqtuo7rv+4/6Zvtmqqqrb AQfrb8+0p1dVVZ0+/hYvj/8ucGR6PAoWVVW3ZWlOBkoGHK2dZidtFkJ2Wq+qesr63F08c/pANMZa 150tBseSTrMIHhehX1XVE9qSLEjQuDwZHi1WZWqAR4Z+i5bzVlWV3biY4kiLhb7xH4oWpnlnsdgN jquqqs6rQtAm4t6eOUsdRmrrwAwwmOrIHPZSEKmqWg6KLgkPNq4XNXT2DZIl2uYPHVKNtmHvA59W VVXVBpGejLPeiQMmIgoiZZJWHN7eoOhgW/QNRQc5FTCqqk5TG+zhzA5LY+M4taasNRzNrL7LnGxf 4WhVVTs0EEBax1nLWG4CR+uOXt4xc+wbyXqwqqoqrjj65Hg7ZTyfTXFkD3zRsmlozDqqqqp8gLAD 4Afze0xpsBPfFiuOrKRhu5a3yiixAKnu0aqqo65RL9fIWpWrKw503EHmiDlGw8o5qqqW5Rvo4TwQ VR+de7RYdfQLlEZ0TqUkoFHwqKo6T8bhjbEugEXmMPgpBAfZYTwDjvnrTHFE0Kiso6qqDRotVqUV HkcM+NxtfXHGYf+zgyN1EDwiSVXwqKpapjT02GL9G2jcZuGRBsdE/tOJ/OcIHJ7i6AsYVVWLIcJU xiDHHaPo4X+Q48Pg9SHVLkCWzKpkVEfXoDig6qiZlapnLjWj0qI2BsemjMHV1AiWWauShYYlVud8 YzW7UlV1Wbsyjy00dg+XAgcCibUp9hqFN4L1C+BRVVV1DI2M2mCNXwdyTWT85sGhZlaYTTmQj8iu sG+wAtKqqvMrDQQPlm0czOd0OtbOqGQVx+TIHaQ6RkdxrD4vz5NVzlFV+Yafb1hY6HGFgtFovDY3 gbXsAMZUB7Irk+DONv2NMtVROUdVFVYdfeJBbOExkYf9aKxK09L6FsUxBoojG5CuEvAoaFRVtSkO 1McROYWLKI7Jgcf8H+/FD0mt6lgl7UpVVZWvNtB4Qrt+IWDs1dhtbv6i4EgEpCN4EXtiV9g3usqo jso5qirfoFmhN5b0+EXj9OCAww1Gs1bFUxyZadn5G1klVMcph8hUVT2yVUGW3xtH0jhmT5uOdSwL Ux2IZCznyJDyyLKU6qh6MrXBLErvjCE9jsSAA7mDaGXsSeCIoMGyDgsOS8m1ulaO6qjMo+rZlQaz +9EYmpLjtDnfcMFBcg4v30CqQ78J9pteBeFOAaOq4PFVdayCC9kUNk6RQ0jlGy0ZhzTAA6kOHeys DTFXgJhlV6rKpvBZlDVQHGjznoPwSYzF+UYLOFjruX5RO8GzK0IUxzqAR9mVqrIpOAxFY2clX2dT bA65yyqNc4GD7csxBnbFC0jXDjz6sixVBQ7YJbp2xg5aSu/ZlMvtcu70czCrwlRHBI7IrlRPR9Uz 2JTWUBQFowLG5y6wKk35xqkZB3txFh7Irvz5hjef11p99LrgChpVz6I4ULahYaHHzprYFPRQ34m/ TOSsfRws6/BenFUd+g2x5NyYN6VC0qpnVBvIpjBoIMWh16eMzpjUVqV5GrYVHJm28x1QHZFd2Rh6 Vkha9ezZhmdT0HhBbebzuNw5D3RmU84DDnBkgpdz/HlxW0d1eODYAIqiMyJKdVQ9i9poVRwTGJNb A45oGjbMN06xKmxmZWcuNMPSA6uCso5SHVXPpjZQa3lmnHRmXLKxiGZULnJ2bItd0S8SUS6yKy9E dQyVdVSV2qDKXI/hkah/pjgW2ZQ0OBy7wqZkrWVBWQd7UzaBXSnVUfVMamNDrrXgUPQA1IaXbzTb lCVWRSQXkDLSTSbrWDtvCoJHqY6qR1UbbE3XWinyF/Ng1aEosihbov5PsimnZBzetOwWvOhMSKrf mAw8ChpVj6Y29L4aGRvvNXxdzKY0gcPYlSjn2JprJ1/njsXYFSbHwpWzpTqqHkRtRDOO1qIgcKCx t02qjbRNOcWqiPhTsjvywvdAdVjFgZRHqY6qR1YbdmcvPd1qxwXrFM2Mvb2Tb1zOqiTWrmi7gqhn O0kjuxKBo1RH1b2rDbvlxJo8TDeBTYnUvru/aIvaWKo4kF1hAWkWHvaNeg18XamOqkfKNuxMSqS+ kdrYk/G2C+BxecUBoNECD9bXwVTHSxIepTqq7lFtsH1Etdq240A3fM3j8GCg8fF5WbXBgtFFNbT+ hf96/2/5j9d/s0/6XvgeAmiT4kG+zkFremaOq7OnTv1P/Xldf15fVdWdQGNQsJiV9o/P6y/z8VXB Y/63Dp+AeP/H9fvz+vV5zb+eIYIUhyyxKeewKmzA7yWX8Oo3ktkVT3V0Uhv+VN2XRfG2A9yQMbAG agMFohm1cXIwukhxGNWBPFuXUB1Lz4EYhe/MPJXqqLpxtYGgodXGG1AcPxRIZrWhA9EPozKQ2tgx q7JEbZyqOKz6YFOzH+ZCSW8H3kirOlCyDA9yqryj6kYtCloub2dRXs19P/++PvZgEty38WGsyVmn YHWtzgAMEdwQZgNSDQ+bEOt22/lNfBW/Aw4dcj3a3KOq6kYsCgpEWa/GK7Ep1qJsnQezbrpcfH7K Wa2KsSus517TFdkWdui0tSx2Cf9YlqXqji3KKmFR5msGyPyAtUrjXdmUn8qmzBCx8FjcKXoJq+Id m2AVx7uho21F74j3ezUU9sLSsixVt25RbGeod4/bZq9IbWzl6yzKfJ1NbZwMDrJ+xS63t9/kuwGI hocoGcfA8RrkHTXLUnVLFqUnFmUD7Mnb5/Uqx0vnvZ4NNJ68vo2T1Ma5FAdSHWhnMPaN6tR3MlnH SwAPtDP6F7tUqqPqm9QGW8C2MjmehsUrgQZSG+/mIYzWppyt4etsGUeQdViJhprDBpJz6MHPdh2z no210FbeUXULuYaeQZkfhjrX0NmGVhx6+nWGxjzV+q6yjd8k2zicO9s4t+IQyS18s3bFSiw9Pdsb MiM6sz7+yjuqbiXXQJtWWRU939cvjkXZgfHzW/w2h4uojbMojoTqEKI4eqI6BvXnLZRG8JHOrNgq 5VF1JWigc1F0pmFnT+Zmr/mhqMExKnui28pts9e78O06z6o2zq04RPgGPweTc2hiauURBaVv5mJh ac20VH230mDt5EhpaLWxMtCYVbtWG7/N2Ll4i/lFFIdRHWLeRE++WR/Yi78OBa2PsZnHWMqj6sag oUN+qzb+NvCYu0Tne1kvYtP9Gu8BPC6mNs4KDmJZxAx8CwRmV+xliwWjkW2ZZ20KHlWXzDSy0NAr X1/luEN0Z1TGL3VpcKBp2ItBQ+T0lnPPsmhlcPh8Y/efb+xW8HJ71JMxGMuCFsCNhrIMIL38K3yt tvSqc5R3bKNdd/UGLr2ATUNDWxRtT6y9v3iz18UVB1Ed3jQtsi09UR5WyVg4oR3YEdD+CY1SHVVn UBvzvYnOebVTr9qe/JCv+2ys5essypwHWosyX9vvsCgXA8c8IBN0tn0egwMNrxt0argq76g6t0Vh 61B0AOpZFJ1raIuiZ1F+Cl6Pohe00UD0Evf3RcBBgtIIHn2gOtDf00Bg9iSUbAWPqjNCI5NraJti Z1H2SmkwtfEh+LTEs7eWXxUcCywLA0h0BGQXqA4BECl4VJ0bGjrT2ARKw65HmbtD9TqUd6M2tNJ4 F97wdRVoiFwuHBWQRcy9GTYoHQC12ZL7lXztxPPa0Jn6EAOQf+7hMfd4gLNyqwoYAqCBmrysRdHX m7EnOgy1syjvBhZo2nUvV+jZuKriAJalI5mHJGxLH9gWBqtIgcDXU+qjiqiM6HDoV/GnXW2/hl7A tlW5xi9gUWx7+R5YFLmG2rg4OJJ5B8s9ukZwdAE8MtCoPo+qDDQGBxpv8nX25C+jOGwYqruqWa6h LcoHgcbJ+4jeFDjmQZhUG12QfXQLlYcUPKpOhAbbL5TNoPwtfAbFhqF2Ny97scWgV5tF+RZwOKqj a1AgCBgtRyRM5HMIDQ29gkdBQ/gGw5lpV714DYWhH8ae6EDUNnt5jV5XURtXA4eBRxYgTG1EqgNZ Fw2EyQEKVUwFj6e2J+gMlJcToDGrhTnXYErDzqJ4YejVoHFVcCh4sN+Oej26QGmw82Q9JZJOoAse lWkApfFGoPHDgYbdX+M3URso13CPcbzm/bn6pp+TnaKdp2e7QFlESiMDQg9IomRkp6iub66arn1s YIjg3epQpmGPbMxCYwugYTMNFIZ+S8/GtyuOIO/wFIhIW4Aa2RemSDrn/y718Zwqg4WgaPbEsyfz g5LNoPwUHoZ6+4deHRrfAg4n7/BAkrUrXQCPLoADy1+gdfm8pCByf8AgZwJ5ecZLEho/CDSs0kAW xds7FJ3G9i3Q+DZwOHlHi/oQ8adsu4VXVon882sFj4dSGfbcE09poCD0hUBD707+m2QaHjSm7841 biHjQHmHzjyiLKIXvLuYfP6gRd0IIvnGMg2erfrze/P6bFNZ93lDftsToKoJGELuB7tHzMbJNHSW YTtCBwCND2JNUBCKlMa35xo3oThI3nGO3APZmL5RlUgyHyn1cb8qA52uhjYWfnOUBuoIjaDB7Ala vHb1Va93AQ4CD7Y7VxSoevDI9oH0ZwBJZR/3m2XYU+PZdKvNM/RGw/aM13nR2i8ShLI1KPpo1PGW oHET4FgQlnrdod4h2BEs+iQ8pCH7KIDcHjAYNDaCD4KOZk5maNidyT1o2GXyaN/Q8ZbC0JsEhxOW ivhNWi07jXkQYRYmo0AiVVQA+X5geDmGPbqAnbCGoDFv+dfLcUeo3ivUZhoWGlZp3EST162Ho5mw 9OAMVvt32KpYdtYKOyAK7Q3yoW7A+Yfcy9fkGx1HWQHq9YNPEb495QqEoPac4jdjVfQ5PvoMn/n/ OIBMA237xw5Rusl+jZtXHEFY6qmPaPGap0JQ5mFPk4u6VXuiQrpSIDejMNACtbWjMuwKVx2CbuTr zl3zAw7t3sUyDe8slJuHxs2BI4BH5gQ2tsuXNw0X7bgetb1n9gkpgNwGMDZyPMVqA1C23Z9VGno/ jb2xJyzPYNC4G6Vxs+BIKI8p+PpErII4N5q33+kg/h6oKCdhAWoB5DrA6JXNZNBAMyZozYk9YhQd z4jWnjBofDjQGO8BGtmn+HfeKNFZLGvjUaP9HvWTY6OeSDNc5huBnQzOzrvdgpsBtQqjPVERDCsH 4flF5gGAsqqVgQc6MV5/nDOPtQGGzTNYGzmyJjoI1eck3xU0bh4cSXig6TQbbCF46Nbg+abQJ8/p m4IdlP2u/oyFB+v+oz62IJKGBbsfmEVZmfvDQgMBw9oS3dR1MA8XBI3fIAS1D5e7hMbNWpWEbZmS VkVfI/gzVvai7MLuuO7NvGT3SG1aJ/MsViawIllIrAEk9MzIXyTLQL0ZeiZuUtDwjjBAQehW8lOu d/Gg6O7opsrMzaPuP+tn38BN8qIg0Bv1sVc+FimQrbItWoHs5Os0m+0I1NO3kYWBoLx3JUKUhacu LNzR0Rq2E/TF3A9WbWiFwVSGPcv1w2Qav0kAiqZb93JHsyd3D44GeKCmHjYvb+fmddtwr36oBwKQ d/M5gge6cQ4GIF4GguBxlyBJgEICtYH6blbkZ+9B48Uoiw2wrda62p/7bwAMdCD0Djw07hoadweO JDwG8MTJNvbYMKwHN9DeBKJWhegn0tZ4W5Z/RBlIpEK8/pWr35AOICJQtNoTm2OsQQD6Yu4BpDDs z1vAz/vDQIMB490oTm/m5C6hcZfgcODBFi+hUOyNXC8mTbeS1YanOyVftwYaCB5bx76wLe89G+PB o2V7w/SNm4BCdI95e56wKfKB/GxXBBgIGlp96Cawlcmh7M/4A0Djd6AyMnnG3ULjbsEB4CHkZrM3 1osJzBBEXgE8bPahg7K9gsEWQATNuqDZF21hsgpkiRKZrngvtSiLSGEgS7JSqkEDYwNgsQHAGAy8 mMr4ILCw+2hE1mS0P6t7zanuFhwGHiLxugQWnL4CiLBpOeR/kYXZAWAw6+IpEASQc0LkFJBk9kxZ CguvFwO1jVtoWFhsgMKwShL1ZlhooOn4dyfHctcv3XO4fdfgaMw9BnCzvRr78moyj0h9WGl7MDZG QwKBQ3/cnwCQkdiYDEDOBY4o4BThG0wvBQYCxxrkF2v5OmWOrOeeWBOv+e9D8CK1h8ozHhYcDbmH 14LsAcR2Eer5fSEW5qBupi0ASYv6yACkRYm0hKtZVZFVFkuA4amMNfhch6WDUYoI9jsnz/CA4Z0c Pz0qNB4KHCT36By/jDpOmYVBafz8b3RAgViAHAwYtuTjjsy+2PzjYGzSlISISNsUb4sVyUyjWhuJ gIFyDKY01kBZrM2/2QX2cgusCbMkDBgol5oeJc9AtZLHqkmOtx70ZLz9mpX/I5jtmAfu5vPXtmtU 1ODonKfqPCh2n59vA3DYpxqahRnFbyprbTJj0PCsiHd8pzetijbYWQEoIFBoG2k7ePV9MBI7afMM Cwuvse9AfganKLpSHN+gOiLZ3NKqnOk0XAH70hkfbaWxBsHOURsMHHugaFAzWQYeU5B9ZBaYtaiM IQGNlQECgsTa/Hm7j4qYHMN2Ae+M7XgPgIGyjL3k1h/Jo603ejhwGIAw69IJbyRC4am1MfprK+Or V0Ym2wxkDCCClIa9WRE4shnI2GBfllgSL8PoHWAMBAhr8vkAZkh6AOsRQNpOm1tYsAY+NmUOp1of ERgPDw4AD3SzD5Lb8RpdrwocrHV5MCGqONIZgWQPgOGpjgOwWEyBjI2WxYOwZ0sG8bs+rdpg4ehg YGFnSLTCOChgHAgwtgYSETBYpy/d/+WRVzU/NDgC6yJAfaAFcxogCCT29zfEd6Mb3T4ZbZaCIOGp jZbso2Vpv2dP+iQ4hsCmoI+D4JXHyI7YqdW9mdXaCm7QyywRiIDx8Nbk6cCxUH30JKSzAEGLqTYB QFBwhwJaL5hFkPCgkZ2+zVqV7BRrFh6987lVNULyC9vJa4GR6erdktmsQ5BlPIXKeEpwOOoDZR+s bR31gKwAOLyuxRV5ggoZFBMZ/FlIePBgQSm7V1o6PzMg8fZ4RfuUSJAVWWCgPMOGna3AGJk6e6YN l54KHA3qAz0pWTOS3ZKOKY8NCfgGZ7BMDkgmYkNGBzrZ2Zas4vBsiqdG2N9FGxrp14RyIRR87ojS QF27bLtHb7+Up1QZTw+OhProJG5U0p2JqKNxQ2zLxvxdpELQwdoCnnTeNRL707LvxynwaDksnKkK ZN3szNIOgGBLLtahe3ByjNHLgJ51b9inBUegPkT84xO8TkevLRpZlzUJAwfxT5ITYm+yYGnp6cj0 bnREOXgn3zEYjvK1+xaFxRYCW6I4vHZ+BIzJsSVPrTIKHLH6kMDLoxyEAYR1PG7kuNHJzir0wYxC FiZZqGTCUZH8wdxZuCFbZe2IBcbeURuZ1n2WD03iH7EhtQN9gWOJfUHt5FHrtNcFyTohUS/IILmN kIVkBR5ARHLn9EZqohO+Foa19bOeFq9BLuq29dSFXeOT6mspYBQ4TrEv0U5V2UVbKwINpj5WAUC8 fAEpEJG29SrePhv2cy938WaHkMKwENglvoY6bFFTnAeMsiUFjrPaF5G4nyG7HiNzeY1R7MQ5dq6t JCAijfCQRLDp9aWwZrf9gutAYHGQXNt92ZICx9UAIpI7i9YDSfQ5g0cfWBkGj84BxpS4T7oAPqNj RZgl8eCRabm360da9m4tYBQ4bgIg3v6Z0bLyQXjb9Uri7ku7jqMP8g9JgCNSGCJ8OhgBg1kTlm8s abEfweuRAkaB45YAEtmYTHdlph07267t5R7n/rlPjkWJ9jQZE1A4kL8XdcRGdqSAUeD4VoB46kMS EIm20usXfMyCI8o9pDEfaW2TZyAZE6Bo6YKlWU4Bo8BxKxA5x9Z6aOBn1ndEMy32tUSZReb3s30Z YwATthXiqTublboocNy9Cokg0hGVEK1A9daI2JWlnZzfqkR2xVszE2041LKLWamLAsfDq5CMIukl 3mmrC4DRNdiUUzMOkdxaGdYIllUS6VPsChYFjkdTIR5EMsoks1bk0tDwwOGBBC0ey0AifT5MAaPA 8SwQyYAkCxRJAOPciiMDj+jXIm3HNxQsChxPD5EsSFqhkvm3zwENDyIMCOl8gn2tYFHgKJC0gcT7 dQScU++DzDm0HkRCq1GgKHBUXQ4k3te7K/7MWw60nlr+nQJFgaPq/CBp+Rle42c9nfpnCxQFjqrv g8kt/WwpTAoSBY6q+wHK1asAUVVVVVVVVVVV1V7/X4ABAOlKmqTswH6hAAAAAElFTkSuQmCC" transform="matrix(0.5226 -2.480000e-004 2.480000e-004 0.5226 91.5781 4.9551)"> </image> <path fill="#FFFFFF" d="M159.782,11.293c-34.158,0.016-61.837,27.72-61.821,61.882c0.018,34.16,27.721,61.841,61.883,61.824 c34.16-0.017,61.84-27.725,61.821-61.883C221.649,38.956,193.944,11.274,159.782,11.293z M159.841,131.671 c-32.32,0.015-58.538-26.179-58.552-58.498c-0.016-32.322,26.174-58.537,58.497-58.554c32.321-0.016,58.537,26.177,58.552,58.498 C218.354,105.439,192.163,131.656,159.841,131.671z"/> </g> <g> <image opacity="0.27" width="267" height="267" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQwAAAEOCAYAAAB8RCmYAAAACXBIWXMAABU5AAAVOQHonx+JAAAA BGdBTUEAAK/INwWK6QAAABl0RVh0U29mdHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAADDeSURB VHja7J1rctzKjq1Bsqok2TuiewL9t0dzh3tH03/vBG50tC2pHmRvnxDPgZYWHsl6qB5ABEOyLMuS ivlxYQGJFKmoqKioqKioqKioqPi26OpXcH/xf/79P67me/m/////1QtSwKi4cjBc0+s6FUgKGBXX AYfuyl7r6ZjPLYgUMCpOB4iu8XXsLvS6T41/l/78AkgBo+I4QHQNf+6Mt8feB5kFP5HPnYKvE8Kl AFLAKEDkARHBoAtA0Z349Z8agKHfZqFSAClgFCQWAAKhYEHC+7xWxdEKjQgQFjC8z2sCSMGjgPEI kMgConOAoa8++PxLAgOv0fi49fmtACl4FDDuAhRZSGSv3njrAcMDyKmAEV0jeX8MYJKBiAmPAkcB 41bVBL6PoOgDtdDD1TW8/13A0DDIvj8aYLHAg6mNCZKCRwHjltQEUxJ9oBoGAoEe/m5wQOJBI1I+ ESAiYDAQ4J8P8JZ97iFQI2MyfSnVUcC4KTXhqYbOWPwDvD8QUHj/Bv8PBo2l9wA+xRkwEBKHABgH dUX/ZkqoEdf7KHAUMK4FFCzdYAqidyDw51qRjzFwWPDwVMY5UxIrzWBwQFDgx/fkYyMBi+eLSOR7 FDwKGN8FCsuc7B1IaECsCDCG4GN9AI3v9DCyigLhwD62J5/D4GEpkKnSlQLGtYHC8hIG41qRazD+ PATqo3cURhekTtPCe2Zy4DE6KsNSEfrPe4DEnlwHR6F48Kh0pYBxUVDgIrQW62CohjVAYW3Aw4PG 4CgKloq0GpnefRJ9PStFYOCIYIHXzvk7/FqWmRqWaQsaBYxTgsIyMOcFvDJUxFq9XZOPWfCwIMEq KeIYnGI8XacGYGQawNiCtCogVnrCIJF9ezDSF6t8ayqPAkcB41Sg8NQEQgJBwS4PFlbq0TlKogsU QLaXIeoh6YL/y1IeUyJVsaDBrj35897wQyJwVJpSwDjKo2DexOCAwgPDhryPsLAUBQLLetJPSWMy U4ZsaVnPeiVadbC0xVIcCIYtQGJrAIT5IWMAj0pTChgmLDxQRAYmqomNAQjrreVVeJWO+fubGtRD 1PQ0BeZntHfFKt1aKqQTv/FrJMYoKg4Nia0BEf0x5nu0gOPh1Ub34KDwnqB6sUbVDQsIG/LnNYBi rb5mB7AQstgyisHrihwltxlMEsois68l2t/CVAj6HoePj1ng0LDYOh/z4MEaxipNeXRgOKqC3eiY djBfggFiYwCDeRRatXiewChxN6VXzrQ+dykwvH0sXgOZ14XaB54L9l7MwDgYkMBrR/6MlRfsFbGa wB4yTekeEBSWquid1EMv9A3xIf5cTw4s0Kdg3kRHFoplELLWaW9vRrapyUpLvJ2zGViwxjKvM1UD SQzjFL0OZnz+gcK7AsQ7AOPdAIfX0/HQaUr3YLDwVAUDxYr4ERoQawUKBgw0M9l+DwsSHhCsVmpv H0amJwEXQmbzXAYUXofrEAAlA4/5Z2XmqAbDu/N+FhxmmvII0OgeEBbzW2tfxwALHSGhrzV8HA1P rHgw2c0g4TU1sY9lN29F6Qjm6V3S9MzCglWWotb3wYFHZ6QsCI4tQMK6tsQ03RvqjUL23qHRPQAo vCfkfK0g/WDpxp/rGYCB6YhWJHijdw4k9iQ3Z6VA9tZSGyPJw7PeRUtZtTdMYpaOWIBgb6PGtfn/ 0d/b/H0fiM+xI9B4g7cWOPYGOMzf4b2Co7tzWOAT0lIVaGZaoNBvmam5ckDB8m9c/F7bswUQDxYW KKxUJFNWlUSlxOtZsYARXajYsKlNf08TUWxoimpYtIAjSlPuOkXpHgAWnldhgWIDcNCX9ix0lYSB gpUHsTToNRrtErAYnTQka3BauzgjozhrhHqKw4LGWvxuWa0+1sT3QHDsARxbUBpvDjwyaQr9vd4b NLo7BAW7qXsjBdHpB/oTzwYsnsDUHJShyW7UkaiHXeLaOwacpypa52SKLN9L0jJ/NJOiDA4srK5Z 3IeDqkMA2vr3qk3PtwQ4sI8jozbuKkXp7gwWGWOTqQoLEi+Gb7GWrx2ZnfB+AdbOzLoSrb6AyK/I TqBaMsY/C47IFPWUR5SmaBiwcja+vzIUnyh/Q4NDV0negmsL4GC7ZM3hPfcAje5OYeEZm8ynYJB4 Ad9Cq4oV5M1CXHrt0O/gRtsa4NCNSAwYLSXSVkgsBUZrupIdB4ApB+uo9S4PHBMBupeivILqeIfX jqmNu0xRujuFBUtBLFXxQkDxTGCBqoLdfJhyeE1DlhO/k3h3JQOFSHxwkAWH6Yh7xktXEB7SAA5r fsjaAIbVD+OBYySAxyrKqwMO/TrujdfsrqDR3TgoIljoJ9UGvAqmKF6IubmB3BirHtqF35HceEtc 963jWWSqHtGBQK1px3SCe6blKMdIeXgjDJmPgb0wDB4MHNrfOJA05Z3AQr9l1ZRIbdy0rzHcuKrA m46ZZ5h6/IHCj4/rJ1zzx2dw6JuN+RTaPJtvrN/qeoX3X+Epxcp4O6c6cghURrYpayk0MpO2oqMQ 2ffnjfOL5n/uxZ75GXVpMtVjDVhumZfKoPnl4//5/G/yX2//XQrjSvyKFUk/nkBJ/ABV8RyoCqzr M7c96iDcOqamVaYbF6YaaRhknnbkAOlTKJDoUKfM7JGNoTaeiGH9BAqFKUfs3cAU5dV4AGwdtXEX vkZ3R7AYABbzTfRMUpAfChwvxKtYy+ct5lge1WbXWwIUW+Hbqr2Kx5KeiWkpDM6ULkb3WkulpXfS lJXja7DrWb5uDGRpygivNxqhqByZWmRVlJuFRnfjsPD8ig0BhQULLMtZ+a2ucrx9/Nlq9PGMTZbj RnMmQ6Pymm86AyRMrnst6L2TfkaGKOvYfQJ1gmMGJjBFM9BgJVic9HWzZmh3J7BYEVggKBAY2tzU 8tSSpu8AC31TvAXGJlMV3v6OEBL3UNNPnGxvpStsuNEqAIfX5o/qcpDP+1QOoDYsaPw21MbO8KJu DhrdjcOCGZz6xvgBoPghn3ssnkBVaK+CbVrCDkC9J2EbGJetqcddQuJIeGRSFQscT6A6sf/G6uJF tbEDo/vVMLtf5WuX6I54VjcFje7GYcHMTeZVYPVDw0Lnrqz6YXUAWiXTCBSeongoSCyAR6Q4+oS/ 0dL+v4Y0BR8m70RpMGjo+4WNBbwZaHQ3BAurGYv5FRoQPyEleSJPEAFT06vD6xtgJ/HwFW+kPTUx azp1CI+oSsbUp1U187YDYHdvBynKVqUorwQavw1o4EhAOmPjGu+D7kZggTMWUG4yY/MHgOMFUhDd g4KqwmvY0emIrpawuQnRoTn/BEVBYtG94ZmjlhJlD5knw/PSYFlB6joSX4NB45fw1nLd1Xu4FWgM NwILXTZdGynI3Ij15+1f8rkZSz81tLLQKYhOPfSL/ct5YjCDkzUNuaC4tead74o/v6c/15+GJ7hP 2IFJ2RPlozGG89fMpEPWuTHRAVNWqfzqmruGG4FFL7x7M9u5+UzSkDkF2YKBhU8HT17uDFCMBYqr AIeIf/xCdCaJN4HM2w8TdX+K5PfzXBU0VleaImVh8Qypx0/lWWhQbAzjSnsVryApmdO9hRTEm0dR qceZY/5d/v2wmdR9o9u+J/hYL5/L5dZ5rtGJ8E9q/eCoQOv4yuhQbB0j3DedtO33uW+FYewPsRqy mLn5U6UhWlU8EVgcABZvoCR+iV0eizYZjaUorlJxTIbqYDNEGPTZ6+q1tFunwImRjoQwuBaVMVwp LLTJuSQN0Qan51e8KkD8ApPqN0k/mtp9CxRXAw5rgXonx7Uc8mSdANdL7sDqKQOQa4DGcEWwkEZl 4fkVFiyw4eaXYW56pbD0SLYCxdWAwzNGRfyJZZGnYaUi0aFMltdige0q/IzhimGhp2NZW9P/SsIC G23Q2LRgESmKUcik6ALFVYLDq6jIAqVh+W9eatI1KAu3cvJd4Pg2YMCLiGmIB4ufhrrQOxC9SgiC woOF1WTzUGdR3AM4nDRlCsAhkp8v4m2Yi9ISSSiZTz/DwwDDMTmxO0/DAoHxl6Ms5hd5VhZvDbBg ff/WSLxSFfelNiThb0TQ6ImvYSkNlo6Mktyd/B0qY7giWPQEFhoY3nQsCxazsngN0hA23NWaBP3p xSxVcVdqgz35x0BpSKOfESmLLJi+BRrDN8JChHdxruTzdCwrDflpeBYaFlpZYDWEbQ7KGJtlat6n 2oi8hcyZLt7JcJ2jMqKxhpYa6i4NjYsCg/gWVmNWxuR8ScDi1VAVryQF2QqfVzCWV/EQakOcNCDy OFqqJlbFJKMuJuP/uj9gGKkI9lrozWRWr8X8MWzKYqVTVBa/DFhEuwdLVTye2rCe7K3mZ8bLsL52 ZqjSRVOT4Rth4ZVPnw1Y4Fg9LJ0yZfHn+h8wN625iy4sKh5CbWQno1vqA2HQJ/2MDDSmSMGfGxrD hWEhwisiK5KK/IRUBPeHrBLKIlMJ0cpiKlgUNCQuf4qhPqxJYd5OVpGvB3dnwTFd2s84OzCSvsWT +P0WWD7Vg3oZLCzfAjs3vcGsBYuCRgQLDyBdwssQ+Txw2tuWn24eu1lgBKmIt/s06rXQsNg7sLA2 kLE0ZH5hytwsaGTSEwsS+JY1cQ2QrrCvmdkAR+FxTpUxXAgWViqiqyIv8rnfQldEvMasrdhDb14b PYuCRYUHjZaDoryzZC1PwzspLntWzVlTk7MBI0hFcAy8BwtmclrlU+1beNWQgkXFKZUGdm56/Ri9 2JUThM9oKIwxA6ubAUYiFWGt35lpWdrk1F2cvxo8C6saIgWLCgca2RRFJD58eoC3vfH12dk1owKG W0E5h8o4CzAMdcFSEavfYn5fw0JPS9L7Q6wt6i19FtVjUeFCo9HXsKBhjfWzoOHNIRXw3BAcZ0lN Tg4Mp0HLK6GyqojlW7CKCIPFWwssKioaU5TM2DwLGggLbYKKfB4raA0x9pq7zpaaDGeEhYh9RoQ2 OX+AqrA6OWffItNroU1OVg2pFKTiGGiwsXtdY2rSiz1AWIhyQGiI+DNkz5KanGMIsEVUdgqVd4DM Wj6fAYFzOF/JhUfTYVPWl9JpRcWCYIN5RwIKtg1iIFdPvL6N/Gueix5SPN/Xk+QmwJ10gPDJFEaw bd0yOq1URA/CsTo5I5OzqiEVl0hNsg/OSGFoExS/rpWSZI/ePJnK6M+kLkS+mp2DfO3q1OoCj6br 1S9Cj9jDowDeDGXhkrdgUXFMfNw/1hRyrQjwIG92lIU25yf1MNd+HzvWEQ8UR7XipUvfpzAajE4N iGwJlTVn4XEAOIOzYFHxnUqjSygN7e/hW1Y1YarCO4TpLCpjODEsxICFtxMVJ2fhPhGcmoWnkeEM TuuIwoJFxaXTE9Yq7p04Pwhv5hInJYkO0TppmfVUKYl3yvqcirBT1rW0WgMsMBVhByNbvRa0KlKw qLhQesJSk518ngKHxr2+l+exkF2QmjzJ5yLBmoCnl/gwpcsojOR8Tt3+/SzxLtRovgWanDjdu5RF xXcrjZaUxFMZvaEyJkhJ2CZKa5jwUSrjFAqDGZ3RjlRNSDwaQKuLLUDDOmBoJ3ZFpGBRcWmlMZGU 4eAojTeiMuaHn8jnUqtlgG7ks/k5GNA5SmUsVhjJMipuLmPehd5Y1it1wbasY3OWPhyZ+hYFi4pv UBpd4GOIoy70YmdVD1aROYg9i3Y8pco4tnHLUhd9oC6e5Gu/Be4VwXIUO0U9KqFWVHxH6MauWSUc Pj62/7jXt6DC9Q7utXroYgVl/px5nTyr9aDXxOrjc3o5YTPXqVKSzL4RLaVYz4XI52MNmWx7A1Wh YVG+RcW1pSboPTAT9J3c47jD2uvN0GvqSa0pnZpYg4cvk5KQdAT3i3gnresyqm4B19vWccaFdUAy S0XKt6i4ldSkS6QmuOjRJzkYaQmmJ4JrZElacozC8MaQDYbcWhNzRv8SGIF3cLEUZLRytYqKK0pT mPeg7/edkW6PkPav1BrakDWG6oKd77pIaRybkrD+C7bJbAOSSaciHcBiB0qCHWNoblWXMjorric1 YSP3sEeDpSbvREljxWSQr71Nen2hD3KSfozmlOQjHYmG4+jt69gGrstAs+mqt65ney7QuyhYVFxz apJJSdjxG9auVgEA7Ymv53Y9//k6rWnJsSlJNIJvDebMTL9BPhudB5BjSNgtpCSpOQAVFVeYkmCP BqYj7+p6g3t/JA/qtXw1QdegMAbxT107DzBAXYjwUioee7gBmcRawOdfHP7CcBCO1fpd6qLillIT r3X83UjF9yQ1ya61ldjdo50qYpxNYURG54b4F9hzwdQFA4WlLj4pjIJFxY1CYwxUBpseN4GfsYZ1 pi+r83ORyjiF6Wmdk4qw0PKoM9TFVuzmLKubs6LillOTQyI1waqJbsBiPU+oMiwP5HwpCTE7WQ2Z da3hN46VkYy6cKdnlbqouDGVIWKXWHfk4WmpDPQy2JrD4Tps+3w6LVmiMFgv/Aou/MZRXSBZW9RF tX5X3JPKYGXWjMpgW+C9tce8DGlVGylgGGanl45gk9aaAGN0aOqpiyqjVtyTypgaVIbeFjESYLB1 56UlzeZnq8LIdnV6VZFJeGVkW+qiolQG7frU6wMfotoAjdbg0ebnsVUSy+zU37CVjli/lFIXFaUy Pq8N9jDdOWnJBtbhyczPEBiJ3ovB8C+0HNK1Xz0JnHkXqXF7FRUPqDLY9ogJ1qW3Vd4yP9NpSYvC sA5n8TaZ4W47S13gFcGi1EXFI6iMvbNGLJWh95lEm9KaOz+P9TDYdHAmgzTJRkd2WTtSq++i4hFU BkLDerB6O1kHsYsOK4nNz+XAIOmICN8ss3JkUFRK3TqpCJ4rWeqi4p5VBh4fsDcerDiaMiqxev0Y yAA3LckqjC6hLlZiN4to/2LfqC5qzkXFI6gMEb+Za2eojD3xMQZjPUYqI1Qax6QkVjrCdskJkHNn XNERh6UuKu5VZXgG6N5ZM6y8mlmXg5y5rNoF6chK7C21YuRmu0Q6Uuqi4tFUxuQAY0uAYXkZK2N9 srTkONPT2DtiqQsPGggMBgtr63rtSK14RJUxBipja6gMMXyMlZOWsJTE9DEyCsPbcLYyoGENLWU/ fAYWFRWPpDTY9neWmjBFLvBgZ7Bg8zFS4/tOYXoODsHwJDMGC6QkPTKgouKBYGGdnLYLHriWysCH +UVMT28PiefASpCTsfmDWBmpdKTiUdISgTWj183BgAUan13DGm1qE+8b/Qvvm7DMTqs6sjfSkVIX FaU07PmfVnriQcNbq1YTF/UxIoWROXtkcIwU7FxDhYGwqHSkomARH+jM1g92RlsFikHiXavdMSlJ J/ZR9UMgcyQgpHfcYaUjFZWW8FF++0ChS2AfWLAIU5NW09M70g2hMQeDReYEs1IXFaU0vpZYLZWB e0uEwMI6JT7tY/QN/kVLOqJhMQZ0NLs6656pqLTE7ctgKn0EaCxJS0wfoz/Sv/D+c/xhtctrHSBb 6UhFpSW20mDrRq8rfPB6D/lFPkaLh2Ed6eZJm8lRGIdSFxUVi5RGtJ6mpJXA2sOP8jDY4N8hyIV6 +IEtGlrAqKioAKVNYHFwVPsEa9zzHgcCipNUSfqkyvAOio1gUTtTKyot4TtYPZWh1cYofhOXpS7a FUZgeLJZnr3wUqqI7fB6nZ2lMCoq7NQku5awU7oL1q1XXv1kfLaUVftESmIdRR9BovyLioqcjxE9 iEfHx/BSktQW9z7wLjyF0Ys/7msiHkapi4qK5T5GRmUciMLIrFuqLlo9jAgYLCXpDBKODQqj/IuK 8jFshWGBg62rzkhJMsCQFmB0hFBM3ljTh6MfSl8VFRU5xTEaD+LRURidAw78uFjq4lQKwzI8J+cH 1NORy7+oqGjzMVqUu17LrSmJDQzjSAFpBEbnkNBycgsUFRXt0JgcpcG8wWgNe7D4Z6WkTyqLCBrs P8oojMkweCoqKr6ui6hawtZYKyxcpbFkt2oEjUw6UqlIRcXxSiOCxZTIFjo5ZrdqQmVk9tF7wJiC q6KiQsxKSUa9s3S/Iw/+6GoCRgQQL++Jfhiv96JKqhUVscIYE2lJRmEcPdOzS/gYHoW8lKSURUXF adIRrDK2KIyWtf1pja+OUBieuoh8DDqKr+6HigoXFpmHckbFp1MQjNWRoOgS6mIS3+gsUFRULFMY k5OiWOuMqYejZ3p2CYhkfpgxAY6CRkVFXl0wL2MM1hr7OpmTzhaVVb3cJqqOTFJdnRUVl1IZk7PW vNTE+rO0AqM78gcZgx+gwFFRcTqAZEdGRKA4auJWBiRTIwErKiqWpyVWX4a33k6y7voGKEQ/yNQA i8n4BVRUVMRqomX9yUJoHN24lQFJyzdPwVFNWxUV/wpy7EDLw/miCuMUcqlSk4qK70tdrI8tXnur M3+jJyNbRUWFm6Z4nsbJ1mN/gm+29QeoqKi40VgCjGNbugsaFRXnVfVXBYyKiorriO7S/2H/CD9k RUXF9QCjI3/OtJFXVFScZv1566075QO7PwMsSlFUVFxXmnIyaPRn+EZbB3R8+hr6HMeKikePv9dD NMl/0SCccwBjWggLafjGK1WpqGhPP1oe1LIQGtO1KIzoB6+oqPDTisiz+BaFgZTJbBjzJo2Xmqio OJ/qiKaBS8Nano7xMLI7SzOgWDxLsKKiIu1f9NI2sDta2yEwpoTqmBy5hIekZE5Kq6ioiNMRBIe1 vtiZx12wjkMOZDafRfvrreGi3ulKpTIqKk6rLhgo2Brz1vFihZEBR/YotuzBrwWNioqcyjhmnWXX choYrRO0oiPZ2A+QPl6+oqLCVBh9Yq11R67n6ViFER1IJOQHGIwcq0BRUbEMGn1ynVnKInPgUVNK smSc+VK59Mn/qG7PioovXZ6eR5hJR7LTxd0UJaswsqcrSfADDeJXSkpxVFS0+xeD5CqR3smEKZXR L1AXmXMcI1iUh1FRcRwsonSkJ+oiWruhyvgnMD6mdUcj97KwyP4wBY2Kijbvoksq+N5ISTLQ+MKA eZp/pjXcA8ZB+BmOlmzKgKOiosKHBQPFIH45dTLWrXdQepOHof8RflEGi4lAwwNFdXxWVCwHRx+A owuyhANZ06Ox/lPAyCgMCxyewkilJ1UpqXjkUBWSrLqwFMaUUBdHK4xpQUqCqUlHfqAyPisq2hRF Rl2wNdaRVKQ1JZlaFQbmP9PHf8aukfwH3g8V5VwVFRU2LIbgYczWr7V2J2P9+goDKiVRSfXgpCSS IGApjYqKNlhk1YWGhpWSHCQurf7j3+vzjlvmYTBZE6kMTEtWH1ekMsrHqCj/wobF4KwpZnh667Wp RXzJxK0DUOogvvHJKLgSv2ZcUVHK4qvKQGWxcvwLy/Bk6/csE7cihZE1PrMKo6KioGHDwltPluF5 VoXBvAz8j/fGN4EpSQ/yaSV+1aSiooKrC5aOrMjDdw4Gir2TGbiTuL4AIzA+Gan26kJ5Y8HC+0HL x6go/8JXF5m1hDYCrlMPGNTwzKYkEgDD+s+FQMNSGYNUebWiAv0LhMYQrCMsqbau2cW7VRksLKXB yIU+hkfFlfgt46UyKh5NXcgCdTGDA/0LKxOIyqmLgJHxMQ6GzJnELquuPy6rJFRKo+LRPQtLXej1 462hKblO0/6FCQzHx7CIxeiF290RGJbKKFhUVHCzE9fMmqgLpjC8tXqwoIH+RYuH4fkY0TehfQz9 Q3qErLSkotIR2/9bwzpayVezM7tGTzbT0/MxmNTZBcBYkR94bZg3lZZUVDriw4KtHw8YO8c6SB81 kDU9mcIYA6nDJnAN5AfWP3j1ZVQUNL6anRYs5msQPmHLS0eshq1lpmfQj2H1YVgqo4M8bJ00bqon o+KR0pGlCsMzO/W6ZH0Yqf6LpR6G1R6uv6mdoTSQlJuPywKHdbZCRcW9KgtxvIu1Wi967bB05EAe 4jvDv2C9U0d7GMzLGA2FsQPZgxvRkJIbIq/K/Kx4NHUhkiujsocsbjgbnTW5F7sycjJgeKYn+8Z2 ybRkoy7W/VnmZ8Uj+RYsHVkZ6yWTjuwMaJzH9DSOHoigsTXSEuzF2JArMkBLZVQ8krqIFAb2YEzJ 9Yiw+LS+Lf9iaUrCfAxUGZpomCNhWrKB3Gwttcek4jHVBVZG1oay2EA6gmvTWov7Y/yLVmBEaYn+ 5jyV0Rsq40n8Mmt5GRWPoC4s/8JS4p7ZuSXQWJyOpIARpCVWaRWh4XV9ro3UpOZlVDyiuvB8iw1R F8zsRFiwkmpzOrIkJWFpiTZYdgHZWFpi+RilMioeSV1YvUpagT8Jr45MgdKfL2863slTEpaWTCQt 2aq3W7HNzwHSkvkXYtWYS2VUPIK6YFXEJ/Av9INU5KuXuIV1uDPUxXnKqiQtiVTGFq6d2PtLLNmF pdZSGRX3rC4sWLA1YZVSrbWXURdhOnJMSiISN29ticqY/YwOfjlPcDFolMqouFd1oauCWELFdbEG dTE5D+uoaUvOlpIkZn1iWsJIZ03iWhtpyaa8jIo7Vxc6HdGweDJggZO1xoS6t7o7w70jp1AYLC05 BAoDpdFI0hL9y3kuL6PiwbyLFayFDYHF2oAFeheWwrDm7p5eYRBYeAN1Ink0JlQGGqBrAxqlMipu UV1EZVSmMNjcTvQu3sl6i0bypWNo+eT/evtv+c/nfxNMCeCJz05mYsNK8dAV67DnkfzAQnKw7s/3 9ud7rKi4UlhYachGKesfH9dP9fbl4++0wpg+YPAHEG9/X69/X78/rld1aR9xhDXUlI6cIiUR8be7 W17GAVRGTxTGc0JldFJb4CtuKxWxxu5p3+4ZUnP0LrBJa/cBjnfDuzgQWCxKSYbWfwAqg/0yIpXh bV+fGlQGm3RcKqPimtUFwkI/JF8+rp+gMH6oB+cA3sX2Q138NhSGVhdsdGaTujhWYaDaYCXWrSLf fKH5qZu5LJVhOcVsNFn5GRXXmopE29bne17f97Oy7om62IJ38S68lQFBsThWJwCFBgbbLbcl4EDH d4Cc7kniNvP5/+ohPZrqVq24wlSEKW/rAfkM6cig7nPcL/JupCM7sWd3Ll4jw5J/1Gh+Yr4WnTiN imUk77N8rFKTiltIRbRnMcPhRaUhP1U6MgNkpYCxV57FnI78gnTknfiFizo7z5GSeMOBUWG8AQ2x zKp/qRtF2meQatZIv0pNKq49FdENWpiG6Ht8I1+rIpiKvDsKwxv2uzgWA8PYX2LNydA/1BuAQ6cY 8/fk/TKfAz+jqiYV15SKoNJeG6nIbHrq+xt3pEYP4Xfx514cpS5OpTBQZVjdn1uABhIRVYYHDFZu Ykctlsqo+A51weZz4kFeGhTs3rZG7+3gwYtrKTpw+agYjvnHjpfhDTXtiX/Bzla1QMTGi1lmZ/kZ FdfgWwwGKH6Ad/FDvjZpycf9PT9055Lpm/IuXol3YVVHFquLUyqMjMrYkrQEUxMss+pGlhdCY2zs qg1qFdfmW7AxDlo5W6nIQFIRvX5eiSd4VnVxtMJIqgxN3A6UBb7fGz4EwgjBlBkIUkqj4lKw8DyL Z+EVkVldzKZ+D+riXez2b1YZObm6OLXCEIkPa96CungV3wDVFRPdDfdCcj7c2VqVk4rvVBasOYsp ixcFCjQ6R8O3eIV1ZFVGmk5mv4jCICpDApXRE0UxkD+zQ4xw/wpTGdFwkFIaFZeGxZN64Gl18Zf8 a3PZCwAD279ndTH7FvjAtdTF4jbwswHDSU2sVIU1dWFK8mULu/CT5Nn7U0Gj4oKwEOGnrW8cWOhU RDdoDep+1or8N1waGAiLw6lTkTlWZ/p96sV6UKDQqYm37V2nE736JT6RdMfqBPXAUe3jFacIDQvW nOWlIT+MVESMVET7FVEqclKj8ywKw1EZnaMyonIrbmNnUPKUxeSArFRGxSnUBZr5zLPQ6uIvoi5m YGjfQqciv4S3f1/E6DwbMP4E8TKYp2FtyGHVEmuviQAYJic9qdSk4ly+hbWh7FnsfSI/CSx6+TxB 6534Fr/k69b1sLPzlPf3yYHhGKCoPKyNaggLVCRWY5d3ubKyoFFxIlhkNpUxk3Neh3NFUacglrqY U3s89+fkRudZgdGQmgikGn1wRdO1ImBMBY2KM8FCexYb8CksWOBQnANJRX4rYGj/4uKpyByrC/yu tdegf+GzqaPbwzNTuebPtVrGLXVhvf/P7tKPHo2z/KIrbh4UInaVz0tF9KU7OrE5a05F3gAY39Zz cTGFYaQmXorSJdITLLP2CUh5CmMiHkupjQpPVeD9ifM4I8/iRb6anLNvsZWv3ZyW0cmOPpRzpiJn B0ajn2GlLjgj1PIzugAakkhLKkWpsGAhhqpAWGDbN6uI4EAcNDmZb4G7Uq1zUs+ukIdz/+Kdqkmk NnoDGuwwowgaUtCoOBIW2GdhwQLLpzg9i+0T2crXishvSEnYFK2zV0UuDowTqAwLHlblJEpT9Pv4 PU0FjYIF8Su8w5IZLFgqMsNCm5x6f5VOQ34R/2Iuox6+S11cBBgEGh1RGNYelD4Biz7wSWZALJ3C VdAoz4KdIfJ0BCx0c9a74VmgumADsM9eFfkWYAA0rCd/1Bmqr8HxOHqx97IgTJjSKGgULKKmLDQ4 M9vV53tWt32z8ukvIxWxmrMukorMsfqm1wdLrQfxKyad4188qfczP4/Vcar//qBe3FHdVBcjecW3 +RXW5kg91+JZ/KlZESyw14KpCoSFNRjnovfkcMkXJ/AzxFAB3kJnXobnb3SBmom+p1Ib9+9XZCoh 1jb1nw4sshWR3/LV5NyLs6nykg+w4dIv0gI/gy3w3oGHV47NwMP6vxEa/7gKHLcJij+vXaNf8XQk LLRn8UpSkWg258W6Oa8KGIGf4aUQ4qiDCCBdkIpk/kwhUtC4O69Cpx9r+bo9nZmbGVhYyqJlkO+3 +BbX4GEwP0N7Gt4C7x2IaBDOnkZrNymDzR6+v0+Un2/Cv2lfczauHxQi/o7pldilU6vdW7d8WwN8 2dQsy+C0Tl7/tlTkWxWG42dEPkKXMC8j2EQeR+f8X+KlLaU2bkpVsIE32q/Qk7K8dm9syopgYaUh utfCUxf/eDB91302fOcL6Zig4ZZ0J3Xx1EQEjexlGqblbVy9V9EbXoVOQaLt6bg3hFVDMvtD2DAc duL6qGHxnb/T4btf1MAEFWmsYEhbNcVrDItKr+KpjgLH1ZqalrEZwUKbmy8GLOa0FT0LVBaZVORL c9Y1pLzDNbzADSbolIQHG6HWN/oX9EAk8fevFDiuGxToU2AK4jVjMVhYszi3YpdOvcYs9xCia7iH Vlf4ujMTlHkJ1r9hu1TxlPe189TRTx/82Lv63PnF1RJ0EuPw2zJGL2poiqEw2ewV72Bk7V/MH2cn q4t8Pn8HJ2axrepYEbGOCJiu6b4ZruVFT5igFiSy29c9A3Qw3o92x/YSl2ZLcXy/osCNY2tHVWAa 8kO+DuzdgLmpd51qWKDB2ZKGXB0srgoYCWhktq+zgTnRxCQ2R9RLVzJl2ALHdYLCO9v0p+QH37Du TTQ4rT4LBov9LcDi6oBxhNJgxwtMjq+R9Te809myQ30KHJcHRa8WtgULLJfifpCfYh+SLPJ5rB5u Ufc6OD1YjNcMi5ZF+R03B1tsOB5N186fJddggznooF6kg8on2UnZOF9xvlm25CZg8xZTp7OVz2H6 E5ZHwc65YWXTjaMy9Ntn5WmsQVWIel23RhqS2Uy2E/vwrau9B7orv1ky0LC2Hb8QcGhoPAE0RC3q PcjMd7EPwdVPDQ2NnfAT2qKT2R4eHgEkPHWBsFgbCuOJPGAQFPqh0kMKYp1K9lv46ers/rg5WFxl SpJMT6bABPUON8J/b6UoVvUEb8jB8T6W7Gv5lL48UsripByd4zd5hiaami8k7cAt6c+Gshjl81EA GgisbPqbwALV59V7FjelMAKl0RlKY22kKPqm+QFKQ+8B6B21gYpjq6SmlpzvKrXRaYp+sugybJSq fLmJ7kF5ECURqQmruoW9Fbh5TKcgqC60otior6FVxaheP1Scv+EtS0F2cmPVkJsGRiM02NmW1kG4 aGptiARFGarBsQVYMGiwGwbB4XkcqfLxLdxsASA8SHhn8a4MheHB4om87itQFHqA0h78CkxDrIOS ma91s7C4KWAkoWHtDXgOwGGZXKg2tCm6JU+cd7jQELX8jcjjiFSHebN9x41ogCEChAcKL0VcE1ig X/EEkNCgwNe7M17vd+GHDDFV8U4eEjcPi5sDRgCNTnKtv6yTD6HxZBhemKboCUpbAgyExtZJU1Bx ZCorHjTSN2HLDRvAILq/vB3A3nk0g/A9IBYoGCy02tApCx72ja+xfi1fjeuNvN6RX3FzsLhJYBjQ EHKTZdp/GTyeEmpjUjfBDlQHwmNLXHKspmCqklUcS5THdKH7qFVJRIoCU48VpB8aFBsCiQ0BhU4/ 0KtgpXWExCt5OHgpyKd5KrfoQ90kMAg0RPxzJDxDlMEDn0p4gwlRHHuAAYLCSlE8xcHAcUp4LAVI ZobJMZCweinQ0GQpyIZAQqceKzBOLZ+KwYKV1t8N5ejuL7pV0/pmgdHoa0Rlt6h558nIdTHf1Tfd DuDAgLEFP2QpOEbxu11Pkro0pBr4WjCgLwHFikAAgbEGf0K/bl6KyVTFm/DGvXdibFp9Nzedgtwd MBp8DavrLwIHQmNNbj5MVQ4AgC0BSFZtZMHRojzSpmlSRbQoiVZQRKpiTd5fEVB0xKdAwL8Tc9MD ReYk9buBxd0Aw/E1olkI1oakZwcaugw3yNdT5REceFPuDIXBoGH5GxocrJ8jqrIsPag6e9xldKD2 4ICC+RQIC/aWqQkLFFpVsP4aK/VgHZuW7zTdul/BYiX3FZN8HfE3Gp9nzdCY4IW3nuo6J0a1gaez eU/RnXprAYMpjdbKSovfEQEjoyayFY8oBbGAsSagiCA+Cu+p0Q14WCJlfRVs4I15ItmZjOZSGCdS GZ5Exn0olrexEd4V+AxpzEp4008PN8tInmx7ojwQFlZ6YpViGTjGhcCYHK8iAkYfgMKqfrA0ZBUA Ao1MPCpzBFNzD6BgnsW7oyrSKYhSF1LAuA1wRKVXJoM3hr/xBGbohphrzN/oDPWyh5t47yiLHfn8 g6M4RidNGRvSlGz64Y03jPbkrIxUhCmNFfn8Pvhdz78XVv5GWODHIlBgFeQTgO/xSM27BIYBjaiK Em2Fxk7BZ1AlWL4biDzWi/FA4HEgioKB5WDcvJHayGyxj4AhEg9ZjlSFpy6Y2ljBv9FfX3+PE6SS mH5gkx3rzsWeCsurOBi/x7uFxV0DI5mieODItBrjfoUNuPRrw4Dr5OtOWg0PvOEPASg8T6OlopJV GNnKR+RZMHAMBLgs5WC/xwNRFGhseh2578SARp9Cqwq59xTkoYCxQG1YJdiV8AYhBMaTkaboPJv1 cbCUZSIQ8ACRgUW25TwLjMwkdgYNDyA9ANaa3o5px2j4QuhVbJ23LCUcH11VPBwwArUh4s/BsMDB jNIN8Tc2JAdn4OiIs44LnMFgCSgiI9S6V7IGZwYc1t91hnnJVBkDBZqaUcetBQqrdE1TuEeAxUMB Y4Ha6CRuT14ROFjX2jDu9GIRYt6h2z+RxW+ZnNHfn1phWJPWrb9nnZ/4f+rvDQHJqk3b5JWZV+LN KnkYVfHQwEiojS7h8KMh57Urb4Q3Ga1IlaAz8nQB5SESTxZjfz63h2FNGItOk2M/o5WiofHLmuEY HLw2fK8hbnp0VfHwwEioDTGc/6jZCFOVbGfiysjlvdPXrJ2o0wKonAIYTWfQkjRDxG6cO5AqUqZz ditf55dkWu69kY7TI4KigOGrDa+aolVHJ7wcmOlO3JD0ZuUYgdHxjVZE8DhFWTVSDAxqltFrGbwI ir3wlnpvb85Bvo72P0g8tOihVUUBY1ma0jmqgzWBMXh4XYuse3EwKgzeAdLWzzAFKkQSpqcE6qFz 4GOlRagkRrF7UnaS645lvoTVxn3IAPTRQVHAWJamZLZoW30FDAzex6zeBO+UtmgaucjCUX+SP70+ SoWsPTpWzwn6DbvExw4GKKK5IpV+FDBOnqZ46QqqjlVglmYuq6EpOt6gD/yDFlh4vwsJDEtWsWG9 JRYsWi78emzIcgoUpSoKGOcCh0i8jTu7j8J6f3D8DQ8e3rGNFiimxH3SBYrFUxRel6oFDe99r5lt ShiZBYoCxreCw+tPiDodV8b7g/Px3oFGF4AjUh3S8Pmesjg4PoXX7r5PfA5+Xa/fpEBRwLgKcETp ineqmjcZ24OLBYohSE9O/bpPjqlpdaNGLe+j+Nv4mQfSssGuQFHA+DZwtKqOqNrinRxvwYH5GBlg dEcojKkBGBE8RrGbp9i/teCQVhMFigLGNQAkUh0ifickA4hViYlAwQAlhgnaNQBjMkxOMRZwFhxM LUSAYL5EqYkCxt14HQweVrekV7rtgj9H/sWpU5KMj2Htc7E+x0otrAnpUmqigHHPqsPzPVpmZHop T/eNwJiClGHJDNKmoxMKEgWMe1IdWe8js0fD2vWZKaueAhgididppBhETnMwU6mJAsZDwaMFIC1/ lm8Ahqc8sn+OAFGQKGA8LDxaACLi7+uwwNCd4bX3mr4yABFpO1zp08cKEgWMAkgeIN6fM8A45h7I nNOaOcZAChAFjIrLAaQFLud8zVsOep6yX6cAUcCoOB1AWl+/S7zW0zGfW4AoYFRcHiLX9rpSiBQc ChgV1w+Si0eBoaKioqKioqKiwo//FWAAXhmYu9vuWqMAAAAASUVORK5CYII=" transform="matrix(0.5226 -2.480000e-004 2.480000e-004 0.5226 183.4268 4.9551)"> </image> <path fill="#FFFFFF" d="M251.632,11.293c-34.161,0.016-61.841,27.72-61.823,61.882c0.017,34.16,27.719,61.841,61.88,61.824 c34.162-0.017,61.84-27.725,61.825-61.883C313.494,38.956,285.791,11.274,251.632,11.293z M251.688,131.671 c-32.322,0.015-58.539-26.179-58.556-58.498c-0.014-32.322,26.179-58.537,58.501-58.554c32.32-0.016,58.537,26.177,58.551,58.498 C310.198,105.439,284.012,131.656,251.688,131.671z"/> </g> </g> </svg>