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	<title>Bunge Lab</title>
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	<link>http://bungelab.berkeley.edu</link>
	<description>Building Blocks of Cognition</description>
	<lastBuildDate>Thu, 17 May 2012 00:40:54 +0000</lastBuildDate>
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		<title>Milestones</title>
		<link>http://bungelab.berkeley.edu/milestones/</link>
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		<pubDate>Fri, 11 May 2012 18:45:51 +0000</pubDate>
		<dc:creator>sbunge</dc:creator>
				<category><![CDATA[news]]></category>

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		<description><![CDATA[Change is in the air. Today our 5th-year Neuroscience student Allyson Mackey gives her public Ph.D. thesis talk, titled &#8220;Reasoning training alters brain structure and function&#8221;. This fall she will head to Prof. John Gabrieli&#8217;s lab at MIT for a &#8230; <a href="http://bungelab.berkeley.edu/milestones/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Change is in the air.</p>
<p>Today our 5th-year Neuroscience student Allyson Mackey gives her public Ph.D. thesis talk, titled &#8220;Reasoning training alters brain structure and function&#8221;. This fall she will head to Prof. John Gabrieli&#8217;s lab at MIT for a postdoc.</p>
<p>Kirstie Whitaker, also a 5th-year Neuroscience student, will be giving her thesis talk on August 17th, and then headed back to the U.K. for a postdoc.</p>
<p>Maia Barrow is coming on board on June 1st as a new full-time research assistant in the lab, followed by Belén Guerra, an incoming graduate student in Psychology.</p>
<p>&nbsp;</p>
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		<title>Blast from the past!</title>
		<link>http://bungelab.berkeley.edu/blast-from-the-past/</link>
		<comments>http://bungelab.berkeley.edu/blast-from-the-past/#comments</comments>
		<pubDate>Sun, 06 May 2012 20:55:49 +0000</pubDate>
		<dc:creator>sbunge</dc:creator>
				<category><![CDATA[news]]></category>

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		<description><![CDATA[Celebrating the lab&#8217;s 1-year anniversary, back in 2004 at UC Davis! From the left, Carter Wendelken (now our senior research scientist), Jesse Edelstein (grad student at UC Merced), Eveline Crone (full professor in the Netherlands), Ryan Honomichl (professor at a &#8230; <a href="http://bungelab.berkeley.edu/blast-from-the-past/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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NV3yeQ+fXJNZqi3uZOojdH0p/UEiuaDMBujZgc8jdV+z1M5CXXXPD+lKVBrVDjURtLz0pwHFMjYMoZCCD3FPH41zNGiHLmngU0ZI9KeBUlIUc9KcoOaAPWnqOalspD0B9KkjG99oKqoBZ3bhUUckn/PtUTHsOtZ3iW5eGxgsYOZr0iSTHdA2EX8WBJH+ypq6NL2s7CqS5I3Kl9r08s5t9GV0QnAYLmWU+vt9BSx2muqoke8kiJ7PMT+Y5q9pFktrBtj/ANc335PX2HtW2ln8gYjt1r0uZRVoo5o0nPWRjQalqttgXkEF7EOCyYVvzH+FalvcWt+P3DkP/FFKNrqP6j3FEtuhBJPOPSsm6h2t8rEEcgjtRz33CVG2x0elymOcWspO1uUJ/lWnJF7VxdrfvLIsN0yrOv8Aq5em72NdzZS/a7OOYjDnhh7jrXj4+koNVI7M7sHUc/cluihLGc4xVZkxjA5rVmSqkidsVyRkdEome61C6/5NXZFqu64Jz2rdMxaKrCo2GKnkwvLEKPrVGe+gj6vuPotaxTexmyQimNx1rPm1Jif3KBfc81SmuZpfvyN9BwK3jRb3M2zVluIo/vSKK7T4J3KzePYFUHHlk5P+8teYY54r0P4DA/8ACfw5/wCeR/8AQ0ropU1GSZlU+FieMzjxhrv/AF/z/wDoxqxvpWx4zOPGGu/9f8//AKMasb6VEt2bReiHd6D1pvTrS96kY1+EzVBzyavScqRVBuGqWUiOdghikbkI4Y16Hr1mtxZ3cqICnmNtPYj/ACK85uxmFhXrFjqkT+GGVYAA8C7XI3AArn863p/CaWvB3MTR0VIowBxiptTsYFdZbePy2lI8zB4faGwSPX5jUGlN/q0HTvW61t9pVVBZWU5VgM4NFwjHmjY5y4tNTSNHtxuyeQgBO38e9PtorgR2jSSbLp+WCrt2HPT+VdIsUsJxLbs+OjwsAMfQmmXoUwyMlvL5pGMMpXHbkn29Kvm0sT7FrUf4f1rc7xyxTs6HDPHGWB98in3Hia18x0imBcnaVPDD6jrWZo1mLK38pMnHJ+p6msyxhuLnXpy5j8oqAobqSD0PfGDj8qSsVNSjFeZsXWoSvv8As8krbT/cJB/KsO6vzJhpVVT0YZ6fWnXGn6pYzu8dy00YBIHqc9PUADjqenvVDUt01qJWUrKDj0INOxjzPqcn4nYPeOo5K4BrI/CrepyNK8srjaWdiwHbnoKorKhHU/jW1tDnjNJu4/1oxmoxKpJ+Y/Q08EEZHSlY1U02LQBQOlBpFBjH0pKXj60UAJ39aPel+lJgigQh9qU89PrRjmg80AIevNJ60opDkcmgTGtTvMIjRQTyM8VEeTW94dtI3YzMNzqflJ7U20kZtcz5Sjb2N1cQB0t3I9fWtW18OkW+66Zlc84A6V0sSSBeF+UVMcspGOaj2jZqsOkcDqOkiOQiB9ygck9azfIZWw/Xt716DcWwAYNGoz145Ofeud1CwjRXKgjHIHpVxncyqUbalXRJij+QxypBKn3rYrnNPcfbolUdHBGf8/5xXSgVyYhJTuOk7oUDn61JTQOKeB2rmbNUKoNSqKao5qwi5qJOxaRCq5Y1iasc+JZnYcLGgjHb7qjP866SOPD89qzPEiRxT2zlfnKNz69OK2wlRKbj3Jrw91MuaWrNGAoya147ebbjGfpXNh7iOBWmuVtoiAQiKWY1raZevbrH8ztG/QseTzj+ea7WiYNbD9VK2i7BG8s7DOF7VjPDdT/fjjiPbL8/lWrdzNNOQcqM/SqJ0uPez7pW3dFDD5fxoTQSTbMPUIZFhYTgB0PDCui8C6802+zuwTkjY4GRn3qtqEbeTtbIx61D4biWC3mc/Id3ykd/Y1nWgqtNwYoXhUUj0GVBVG42RqWkcIo7niuX1DxVfyZihCQBfl3KNzH8+P0rnpLqa5lLXEskh7lmzXmU8DL7TOypiF0R115rFpFkK5lb/ZHH51i3OsyyZESCPt61mAZFPxiuuNGETnc2wllllyZXZvqaixUu2kPFapkWI8fpSHFSEfSmmncGhgUdM816H8CRjx9D/wBcj/6GlefHA5r0L4Ff8j9D/wBcj/6ElaU37yIqfAyDxp/yOGu/9f8AP/6MasfNXvG17EnjTX1ZHyNQuBnA/wCejVkLeW56SY+oNZtalR2LHU+1KKjE0TfdkU/jTxg9CD+NKxVwf7prOf75rSYHByKzpeHPSpaKTIZuYm9a6/wpqkNx4bnsPMRZIlYtv6kA/KB+Fci3KtjuKn0OEMzvgcEKD0+tXT2Y230O68PwGRt2PQV2VnGsYG4c1i+GoQqoMdetdDfQthjGQMAYJpXsbU3ZE0ghfG0DcfyrA1dhNdeQ8vlQRKGJ9Se5oTVbcSNELqNZEO1g3y8/jVuFFuJgxeMkggEHOavc2i1ITTLO2ktXZZx/scZ3VkWmnpcapcx7ij4zG69/Ue/WtKS2O2R7eUKnXYtRaOwhuSzH5zwPQUaDlruUr20vIRhzHIo7kEN/hXNa3EbWB53dNoBbjovHU16TdvHcRblwSvBxXknjy8eNpLGFcxswZz2x2H581cFdnNibRjdHG3MvnXchA/c5/drnoOg/QCqdztOSU2n1qaZAq72IJzgbelQSliF3MCT2rqPJuQewOant3H3TTPmRgXQYxQoOd6jp1FJoqDs7loUtA5GR3oPFYncJjNGAaXAo6e1ADR9aXuKXj2xRQKw3HNJ+FOpP0phYTHqaRuRxTselKF3fKOT6YoE0Vu3Suk8LqVh3c8msLyGRh53yKfXrXS6FcWq2bQsxJPaiexnFe8a6ag6XO1GVsdQo7VstqcItBLgbsdMVlRwK8JkRERAv8PXHoaqzRSfYlkCsVz6cVB0KLtdsbcXchdXmMio5IXAyOMf4iqlynn/NGdyY5NasNq8lsksSg5B6jP19wax7y6ZS8UAUHozD+lVddDKUWlqzmYQYNSDMDsVuT7VrPq0YciNC1VZYXkk2gZ75PWrmmaLLOu/aSD3PFKcYy1kYRutIkltqSM22QbTWjDKj8Kwaof8AhG2L5JxnsKq3ekz22Gjz8vQg4NYSpRl8LNVzR1ZsIPWrUIyKxtKvt7iGf5ZB0PrW9CD271w1ouDszopNS1RIqfMpxWJ4vSVJrOUriFflLe5x/hW7NcW1vgzzohHYnJ/LrVlbKXXvD99qFvp80uk2LKk1zIAqb2IUAdyQSCcDjjOMis6M/Z1FOWi/z0NpxUoWMS3t0mkDhSxKhSCeMVZvLby/s4IC5YYUcBR1qWwtZ9PliW4hkWKUEwSMPlcAlTg+xBFN1KbeSZisaBjkk16afNsYpKK13EvrXy5AyzA5GTt5qzaXMYiXzgu8cHAxTtOtLm7PlWdjK7Hodv8AjVfUrea1ZV8+3MjNjYoJPXBq7Cu7jNYjVoRIn3TXNWt/9lWSIxhlcnB7gius1PaunoBjLMWb8BiuOmizGZAOjE0rkS3K7guxPqc1QEzrfCPjG7FagycdKybldmp54+8KdN3umZVNLGqBg0opwHPYUpAFYM1Qw0hFPI5pMUXAZjmmke1SEelN6DGaaAhlLKhKqGNegfARmbx3AzAAmI9P99a4M+9egfAr/kfYMf8API/+hrW1N6pGVVe62YHjwf8AFceIf+wjcf8Ao1qwCtdF47A/4TfxD/2Ebj/0Y1YWBUt2ZcVoiHbjtSrkZwxH41LtzTtuBRcdhqyzL92Rqa0shOSc/hViCIzTxwpjzJGCr/jXVS+BpJbXNvdZmx0YcMauFKVTZESqKG7OLa6KnBA/Cul8O2jGx3MPVqyrbQriK7kW+jMYhPzA967rQLfdYo20Ac5Hsalrl0Nou6NfQZAhQV1E0geA4PPQ1xwJtZQOhB4rcguw0fXr0rOeuqLhLoZd8s9pLJLahTvGJUZQQ/uQam0htNlkjmv457OMnl7U4wQpAPOQOdvb1rQGGILqTn0pktpbr80RaNjycDg1cJnTyxaKt8bZZF/4nDBXHUx9D6HFYlre3UmrSQwbJ4EbCzYIzV+607zIz+9GB1wOtW9Gs4rQAnBIOTVSkuhMly7yuW5IDZ2c1xM2GZcgD+dcjHpdvfzNNdQrIzdS3PFbfiTUvtUotozx/FjsKjsY9qDHris1dIwlaWhyN74HJuQLRxtb5gpXd1zkfn+lc3rnhnUNLkVLiD5GPDLyK9ysEfquDT76OK6t3jmjVh7jOK1jUaWpzyop7HzXKkijbIp2knHtUce4naOnrXtGq6DYyKVNtHjOeOCODXAeKtLhsmD2oCqT8wrSNVPQxnRaOdTJHIwaUGjGBycnNCBpH2oPrQzoTtHUACegJNOaJ1UErwavPF9mgB8syO3CjPGazpfMVsszbx2xSRnKp2Bjg8gj6ig4OD1qSKdx94eancHrTp7fYvmocwk9O6n0NMFU6Mh75pDwM4pTxznFJGpmlVB3NBrdEtrbvcvsQYHcmtu3s0iUAL04LdzUllAIkAAwo65HWtnT9Bu9TAZX8q3z17sfb296TdjHWbsjl7+w86TKZLHoBzTl0G8ii8wAg/3c9q9KsPDcdsVLZwPbJNXJdMVmOcgCs3UN44a61PNre7ltk2SMy7uGBrXgjae3QpITEeQM96v+ItAWaI7OH7Yrl9MuptPuZLe4jGcEDeCfywauLUiNabs9S9dajLbxfYrdirnJZgegPWsViqA56DvQ74SWd8b3bJxnAzzj/wCtVK8mEiJGvQ9ferSMKknJnQaHZvqUiycLAD8y93Nd5p+nRxxqijgDFYPh1Fs9OjaQBAOldFaXUzjfHZu0YGclgp/I1lK8mdFKKirlyXTUTsMEdayNS0+NoWBUf/XrprXbdQsfnjkAzhxisfUWQRE4Z2PARBkmo5UbN3Wp5TrUZsb1XC/ePJqeW+uZQAJmCsBwpxmp/FYZmRJIXifeMBx1qbwZokviLXtM0mMlWubjynYfwoBuY/UKrEe4pV3GMPaT2RhBe/ZHZ/CX4Z3HjK4F7qBe30SJsM44aY/3V9Pc19T2Ol2NjpUem2lpDFp8cflLbhfk2dwR3z3z1zzTdIsbbS9Ot7GwiWK1t0CRoo4AFXs1+PZznVbMK107QWy/X1OtKyOC+JXga31vwqlvo1tBa3mnkzWiRIEXJ+8uB6/zr5zvgl/Fsmj8q7hba6OvKMOv/wCqvsjPNfPf7Q/hptL1S28R6fHstrs+TchRgLKBkN/wIA/98j1r3+E85kp/VKz31T8+qFNXRwNjqGpRxbPNCqBgNgZprRq0rXE8rPKe7HP41l2morO48yQIB+tTXl7bBCFbfJ2xX6KtUc7nFdBurzhh5anIUYqsbMfYV9xzS2drJdSBmBwTnNbskH7sKBwKhjir7nByK8LOHHCZNZUMUt9eBl69T6Ct/wAVMsLpbx/6yQbm+nYU7RrQw2oyAJJT1PGBWztTpOb3Zzy9+ooroReS/PGcdTTGypxjP41qXzqiiKMEAdfr6+9ZzyR+d5bsqvjODXFBuR0uy3I9zHnacfWmF2HBU1eiXMigjIA3Yqybbu3U0OaW4WMbd6cfWmk+1aU9sMVnTRmJvY1pFqRLI8+1ehfAk/8AFfw/9cj/AOhrXnhFeh/Agf8AFfQ/9cj/AOhrW1P4kZVPhZh+O2x448Q5wP8AiY3H/o1qyIreaYfuopHz02qTXsuteH7IeI9WuPs8fmSXkzlm5JJcmkW0SMARRBB6AV2xwMnq2czxijojy+08O6jcEYhWNfWRgP0Fadt4NuZG/f3UcY7lI9x/Cu/W3JJUgflUscRib0zW0cFBPUyljJtaGb4d8NabYYdYN1yBzLL8xP59K6kWyKANgxjiqSZGCvIPf0q2kxjwZMlO7DtXdTpwirJHn1Zzk7sxfEGhC7gdofllxwcdfaoNCtPLg8t1wQMEeldSBkDadyHkGoHtxFJ5iAH1ArjxmD51zQ3O7BY3kfJU2MTUrJXjOB8wrDiuHtpPLk4wTjNd+1vHMiuO/SsLWtHWQFkB3DI4FePtoz2JK6vEj029hlUbyMjtWsstscKEUeua4w6bdQZ2cj0NEk13CmDG6++aqyEqkkbmtiGNTImBiuUu9b8vC7sO52oo71VvL55pooppCod9gLt1PtTr+1ih1GFFyyouVLDnJxn+X60OKWoObmTJExjMjuwLckjk1FbQPOXaz1QiReRu5A/3q3bCMMnIBBHQ1XvNDtpHLmFVfqGHy4/KlFjcHa5LoniG8tZkj1KGNyW2rJDyP89a6i6ubeRTKV2kjpmuMtrTyJsjOwdctn8ad4jvGfZbxE/OP4TVXvoCjZXL+o3EJRtjrx715z4ymzIqdc81q3kWnIQsklxDcdwxK5b8eo6Vga3aOYJpvMLJbsqZPfdTS1IbbZzsrdh1q7pqbVLkcZyaz25Y+wrc0SNZbmCJujHBq5bGcjoLGx8/yS6gsAGbI7npU1/pUSXEc5RTG3ySD+tTWtzseQrG7IG27lXI44/pW1a2K6hbtsmQK/GCcYrDW9zWMY8tjg7zRGtrkGMbkY8Ang+lWYbOM7lAxFKuAG6gjp/h+FdTd2SwwSQ3UsYmiJXAOdxHQisC7vUhnKSxtFMOSrDGOB/+v8a1V2c842ORvIWQMoHMbYNWtCh+Z5jjCjaOO/Jp+qkSyNIOA+QcetMSTydPVF+8+Saod9C7aq93fxWyEkMwzz+derafJFBAiqRHGq4BPGBXnHhOMJ59zt3SD5V+tdX5WnW2yTWXubmZiFEMJwqseg+vpUtczsaU3yq52uneXeAm2lSUjqEOabqqR2UJmuFZQah0S4sdPthc6cJIgVUlXH3lIyp/HNTalrEWo3UUc4Bj+9j8KnlS3N1OT1OSv9Yt5CQI5wM45TIP5VyniNI2hWeMDcp5bHNdpfazcDUPsUdtBHCy7g+3I+7uwT684+orlvENuTYyzqmFcbio5wRVW5WYSfMtTjr5ZJpUSBWcSfOEUZ5xTNIXzdTi3rna3Qiuu8EyRq04ZAzEIUPpyf58Vs6zoVta6n58CAOznftPBPeq5+hPsbrmHbdzA7ckfdUdM0sdtfllL3Sx2wOXRThyOeAfyp+ngyTHb2Peuh/s1PswneVAScYzz+VZrQ6IwujKgv3tREqySO2TkE9qz5bi4eW68iQeYG+VXPbH+e1aeoQqt2EiKhVUbmbjk1GmnBdZKNIpDwg5ByM/X8aCnHocR4kS48uL7RksCpDAY5Na/wAJ9Vg0bx3pN3dsFhEhV2P8O5SufwzUnjO1NtYyE8gcg+9cv4ThsNQ1aOPW9RbT7FUZnmSPzGJwcKB6kms8TSjWozhLZo57clRH3RFICAQRg8g1MGr508A/FqHRSNJ1iaW902I7Le+2EOq9gynkj9a9w8Oa7pniAA6RqNpcDG7CyAkfUda/H8wyPE4Spy8ra6M9B2aubm6srxLo9r4i0G+0m+yILqPYWHWNs5Vx7qwBH0rdGnEjmX8hVLVEh061ee6vIYIUGWaVgoH4msKWAxdGSqwi007manBu1z4t13Q59H1e60/UYgl1bSFJB2Pow9iORV/RtLtZFDMNxI6V23xz17w3q0llcaZcrc6lEfKlkgG6No+oBbuQemPWuE0yXbtKMdp5Br9dy7EVMTho1KkeWXVM56sFGVjohbJGQIwAB0xVTX7230myaaYguRhE7sag1TX7bS4N0hDzN9yMHk/X0FcBqF7candtcXbbnb7q9lFerQw7m7s5a+IUFZbj9Pt5NW1Mz3PzgnzJPpnhRW7POIyUtlXzcYzjhBVLQ5WbT2hhA3tIQzj0wP8A69aJjSABFGWPJPrXHjanNUceiNcLC0OZ7sprDsQySHc2ckmuX1FzLeysexAFdXfE+WF7kgVyuqR+XqE6ejmtcAlKbb7EYttR0NPw9cmQzJIxLKvy/TIrpEUGVx/cAH49a43QlLajEo7nGfbvXaQjLSHj5nJ/X/8AVWOOpqFTQrDT5o6lVl3hiemaz7uIcgitkJ8nTGe1VLmI4J71zQlY3krmJb20txKI4gC3bnFekfBawltPHVu8pXJjIwB/tL/hXCRDyp1ccV6Z8JZBL4vtXBycYJ/4EtdNOb9okYzivZtnb6xEx1m+Y9BO+Mf7xqoLcBhuyB9M1qaoANXvMqSPOfPH+0elRhCpIAypr6qMbRR89KbuUWs94+QneORwBkVDJHhlY8HOCCOlauNki4OfX2pl9ACpYDryaHESkytDDGwPJ/2h61KLQLkI2VPQMM0tuvzD0bHNW41LLtz93pTSFJlFLd7diY8MndfT3q3E6sAPX1qdD6qARUUsRXLICR1Iq0ZNkbq1uSyjMR+8o7e4p8gVwpyCp6Y71LbN50ZVmJXHGapyBrZvWI84/u15mMwfN78D1sDjeT3Jsq3cSRfOVyK5vXGMwKR7lQcluPSuqlxPHz0/nXP36RvfLbnAUYdh69gK8ynScpcqPVq1FCHMzxbxJqH2vVVSBiIITtjKnqe5rrIN5nhWWR5GEShizZP6/jVbxR4SWy1dbq3wtq53FB/C3p9KuFTDc27twGGM060eR8jMqU1OPMtjrNJPyhSAa1pTCiFiofAx9DWPpTA8E9qjvLiRb7ySmV6rhsbvXr3rBI7FLQiDSzygMYUyx+QHBHOMe/UfnVS+smGsxwPwzDGOvNatw0AQx3cckEucnIweMc/nWYJUTUEeOQyMTwScmr5bBzJ6DprYwoySqCoPQ8gfSvPvEt2C72sTZVnEkmPXGAPwrv8AxVqiWuntK33tu7Hv2rx6WaSSRndiWY5Oaumr6mVRpOww8EnPT071vaXE0LW8vZ1GCf6VzxJOa67QYnudJjY42wMTjvzVT0RilzHReVfNAsdnP9n6Yw2MnPJztPbNWbKSa0aHznWSUIu8jBBbHJ4A71e01IZFha4Y+UCN5B5x7VTnxNPujUxw4GFHJ/GslJtG6gtyG6uZLq+b5xG3UMB0+lZuqaBI8O+a7kuJVA/euS2eBkZJPfJ/GtSSIR36SwZKAjO9eDWhcSW09orRx+VIoIcA5BPNPmdhcibueX3ULQu8Uo+6dw5qW0tJb64htrdN0jfdBOB0zknt0rZvLMS/aJuMJwAe9QeFJvK1aCcHmAksPVcHj+n41SZjZXsa3gdPLjHnBWIdiR69q7iCwspSftVv54dwzIwyrEdMj0rHkWKLUoXgKtHNEGBUYGen69a7DTpIoIlllQOq84Pek9HdHRCnHZlLUY0jtGWCERR4wWI7DoM/0rCdDG9tMCV5xuPY1t6ndtfSIk+Aq9FA4FFzE7WcQmEHlL0KjDN9ai99zZRSLu2aWyjZoVAYbskfe981y2uWu5HQrjPUY4rc0vVZ4hFAhDIo2bTzkU3XQhhExG1c5ye1NO7JkkonmutMPD1/HNZIpi+UMjcBgVBI9uTx6H8q6C38RaPqejO5mSC8WTiN878k9B2Nc/41L6np1rcW6kwq7qSB75B/L+VcZEv2eQMzYfIIHWtowTRxSquLsj2PQYN7Pg4JNbV3HJbwiRYTORyVBA/WuW8H6qk8cTluSNvPeu481PLBHNZvQ6ac01oYcV0tzDN5sMauFztkLAn2BAI/UVn6bdebrQijiO3BJYnKj29a6WZFaE5iH1xWFFIkF2xCBGwe2MUJlzaSuZfjIh41gllRDI2Bnqa5uKxtfIIiCuCcllOTmm67eyavrbCOOVoYxsUqOD6mtDTLSO2hESbzzubcec1vCCtqeZXqvmumYV7ZyW3zrkxn17VXjnKMHQkMOhXr+ddfcRK6NuX8K5K+g+z3RXACnkVhVoqPoa0K3NoX08Va1DFth1PVFUcbReSKPyDVSa+1DU5wbmZm9Xdi7fmeaiaVI4izYIH61NZq0sKkDG/muZxjFXSOjnbdrkt4yyHaWGzbgDNYq6he2u6GKchAcAgDNdDFbRryRk+9c9qkH2e9lXsx3D6V04LlcuU58TdR5kQqSzmSR2dzyWY5NEjlhhDj3qMZOAc4pXbBwK9hbHnPc6nwsQumFuyMVH8/61dBLOzH04zWd4W+fTpUJ+VJSx+mB/8AXrSnu9Pt2Bup33nrHGmWHv6V8/UoyqVpJHqwqxp0otlZl826hX1bP5VzuupjW5x6kH8xXT2N1Fd3CG3gZBGjbmY/fJOBx0GP1zWB4hUjW3P95Qf0xXRg48lfkuZYmXPS5ilozmPUoiOpIXr68V3VumQAB9fwGP6Vwem5TUIiD0kH8816DZ8nrnA5qc0VpJhgno0L5eBVKZeuOlaM52xMR17VSuhthGe7f5/lXmRZ2syJU+RTz1rufgs5HjWGM/3dw/76WuOnT9wfbmuz+DXPja2P+x/7MtddDWaMKvws9S1UY1S8GP8Als5B/wCBGo8oVAIyDVjUeNTu9y/8tn5/4EarRqVlZRyrc5r7CGyPmZbsY4IBGAPQ561OreZEB1J46cUzAIwMbh3IpYc84JGKGSmVVQqWUg5Q5H0q1vAZSFwDRIu5xIOgO1vxqNgVbaTyTS2KvcmdSG3A5WnGQg4znNG0vGBkAiooiDkHhh0NO5NriiGSKQyxE4PJB7mnxxfaHVpG2jOWAXNPiJz1/GlfMbiQMNp6im9RK6K2prHFIyRgPkZD7dteaxySz6k9yThmcoRuxgdv5V6lOm9Cd+SpyD1rh0tt2r3KxglYpHyewJJx/X9K4cRStOLR6GGrXjKMgv4FvdNkQqRIvPIz+NYtxppurHCjEi/Mp9662S1Kw4mKFj9xmO0gVVtohGArDr3HSuPHU27TR1YGaV4M5fSbko5ilysi8HPetaS2W5TbIAwPI9RUGuaaGl86A7Jh0bsfrVWx1NUkEN9mJ19TgH8a8+zvc9OEktGX55Lq2hEUE8uxVxtlwy5z6MP0rFs3VL57q9KySqMLhQMfgK1dXvoTb+aJFRR1ya8y8Q+I2mZobNiE6F/8KuzloOpNR2G+NtZN/fNDER5cZ5+vYVzI6HBpB9Kco+U1ulZWRxuTerGjOevJrsdEaW20y9kiuoYVjh3bJR/rDn7q+/X8q5SCIu45wB3PauggaJ7YqABs5XPf1qJ2bsVFtHc6KEurOPLYV1APsajRRHeulzLLHDn5HhQNjHrkisHwjqEiTSw53RLhx6jmupEglk+Rhk9zWD0Z1Qd1qQ6sbQBPKuL+aUgAAxooP4ZJp0caLpimUkytwfpVjUAsUa7JlZe4xjmsHUbxksXKdgeT2qtxSaWxl3jQtcXJlMoUj92I243A/wAVczbThLkNG5Vvu59quedIluWlJBPzVU0K1+16git/q0G9v5CtEtDlcjd0fWrmB4oZ8GFHG0t1Uex6Yr2LSRFdWsefmBAIwepHOK8g12zjWzEqDaVOMeortfB+pPFYQpNnDKCG9DSnGxtRqXLaBbbUpW1Rbi5jydvlNtA59Mf1rda40cacsv8AZ148YB5eYdc/X8OlV0uPMkJZQz/zrYjtne08wRwpJ/dxzUxOxJNbs5fToY7nXo7qO2a1iRFUIZC3IABY9Ov9ab4+vA+ntbw8tL8oA/u1cu5/Jky3y4OWx6Vw+vX0txrdrIzAwElSDzjPGaEnLU5q01HQZbo8VjNYNIywXKZVsfdYf5NZ8fhuzWPZJukkb+Ppj6AZroJClzaAY+ZWP4HvTNpHykcV0UV7up51WWuhn+FrQI93aZbfBJlD0OCOP612Nut4igL+8A/OuasI3t9bNyo/cOixuR2f5iP0B/Su5tiV2SDkVlUVpHVRd4ldprkAb4n/ACrH1CGedZHKleMH1xXbSyBocoOfSse4h3RuSOtRexs05bnKWGnefZb4ZlZ1GCoXAHPc+tVzG0UjCRSu4cEjrXT+EdMLalenaP8AVHJI9xV/+zkuGls5k3knzYyPUcMP5H8a7qS54cyPJre5NxZxYG4D1rI1u0MkDOo+cdK7+50CGB/IG9rg+j9B6nsKzr3w3NEsjzyrHbkfKWGWOewFE4NxsxU6lnc8g1EncqdBjP41u6RKJbGIjqvyn6itK/8ABN1eTM9rOCPQx8j9azoNOu9HuZbW+jIDfMjgfKT3rmr0v3Vux2Uqt6ly2TgcdawvEY/fQtzggjNaF5e+RgBcs3T2NUtZPm2MbHdvRgTketcuFTjUTNq7Tg0Y6k9zSdASTzRninDqcZzXunlM2vDU2z7TECcMqtx7f/rq/exRJrdmLxhFbOimSRjtB45HQ9+MgVl+HMvq0USjJlVlHPHTOT7DFdotteW8jBJ/JRTzJvKrn+f6V5dd+zrt2umjvpr2tJJPUzdKtFtp77yyxiaQGIuOfL559wc8HjjBwM8Y/ilFTUYXyMshXqOoNeg2EEFvpWpTXtzGLj5miXykd5nUY28qeM4HPrxWL43knGhMj3STBZlDqkIVF5KgL6DIPHQdqKNKSrKq9L9CqlvYOK6HnYOwlweQ1d9pcoktzID1rz9jw31Ndf4en3abGM87iD9KrM4Xgn2MsFL3rGxOcui5/wBr/D9agvyu6Nc/Kq5yT9AP61Zuo/sNiNS1ASRWkjBY2Vdxb0+gPrWVpfi2K08QxXP2U/YANrK+15Ohw27A6ZPFcGHwNWrqlZHXVxUKem5oR6ZeXUZ+z2kzrj72whT+J4rq/hLpt5Z+MLWS5tnijI2gsVxncOOCfQ1dj8WaHcwb4r5CT1BU5H1x0rA+ELSf8LXu45Lh2CMxSNiSNpdSD+Ax+dd8MCqfvN7HG8U6itY9c1Qkaldkf89n/maq7twBB+ZfSruqrvv7rnBEr/zNUkYLKBgYPXFfQw+FHjT3Y+bKEEDtkYpsZJY9g1TXQBMQBB9OcVBP8iMcHPYZqmQuw/zNsJUEc/N+uB/Kmz4IyB8wqKHLwx7gQzuOPQDmrLsWBGMDNSxoW1bKcgMD3zTQNsuTxk9KbakAOmMYPellx97OcetT0K6j8YPGakX0POR6VDjCh8Y445qYf6rJJPHSi4mMYuIiEz8oyKxbk/YmeOKNVmZi7k9mbn/Cti6ZYrSR3+6VPesTUdzXs/PU5GPTAH9Kmew4LVnP3DSNqENw374puDKzDkH07Z9q0JLwCFV8goM4BLDj8uKhuEO4HHPSnNGHsXxzxuHHcVzTjzxlE64S5ZKSK15OGUg1xXirVha2rjCsTwoIzzXQ6gWa4miTO5etcXqVu1xKTIu+JsqwPavHjGzsz1Zy0ujjJLmeUESSuw6kbjUHXjjFaOoac9sS8eWi9e6/WqABZgFUsxPAA61taxkpX6iYzUsKF8gfhXUad4LuZbdJtRnW1DYIjVd7kevYCul0rwdp1uHeV5rh8bcSABfyHP61LfY2jTbOQ0bQbq+J8pBsXh2JwB7Z9c/0rqf+EVijMXmOzv37Kv8AjXQ2ttDalFitVjjUjhRkH3x37Vet2HlbELKz9wuPrUW7nSoJI5WLS4dO1MJA6urJnctaptkfO5cH1FO1WAxXays+9NmzPoatwDchJGfrWE7qRajoZ50+PgncefXNYviGPdbGBOOOwrq5iIoyQFBrndQCiTc5HPHJ6U1JmckcLexTSrsRJD5YwRt7DvWx4Vt/L06WcriSRsHIxwAP8TXS6LDFd6nAIycqeSD2966O/wBLWQ4jyXHDI3Yfz9DXRB6XMHSbWhwPiP5dP2nOS4Fdp4csQ+lQIw6ID+Nclq9st3cJCkpZYn52rnLen0HrXomiRGOFB7UqzuysNTte46KwnUhk6r0xVt5b1IyAn4kVrWyjgGn6goEJAx+VZo6LtOyOC1ESbJXlPOORXNfZ/PCOwzjpiut1oYtpMda523Yuikoy8EA/3vatqL3RxYpPRoWCMxxsCBye/WkZW3YiG6Qnoe319q0LawnuPm8tlHY4wTjsPf610gs4N9jFbKvksdwIHOAe56n8a6YxOBy7mVqelnTrDSLZs7233MhI6ngDP4MauacWVFRu1bfjODEllIDlAjKTngE4rOijzHG6gZHPFctf4zuw38NGghyoGD0o+z7lOfwq3CgMSuOhFNupkijYL8zAdB61i0dV9Cx4YsNrXci4+YiM/l/jS3sYtNStZgoI835j0wrAr/PbTdEY27Tic7RK2VL8AsuMj8jVzWIRdRsse1VYFQxPTPI/X+lerRhyRSPBr1OebY61sohcSPKFMn8bHodveuT1a6W+1BpJJPKtVJILcBV4Bb6nIA/3h71vajcSSaTbSq22OdAk20c5H8P1rDj0/wC0ai0VwvyJiSRM8ccKh/E5PqQ1W1pdkRepB9hc20U6wtBA4BSQth+f4gv933PWodR09dU0x1lRftEbeUxH94j5W+hyP19K6XxBMEvkZgmI08uSPP8ACex9xwayEjeO8KoC37t9+e+3lD+OSKzqRvubU522PHdTtZbK6AVSyzDfG+O3TH4YqneQM1jMzkFtvbnpzXoPiax3QXsCgF4JjLGe4U8kD8MVxZTz4nQn76lfzFeXVTpTVtj0qT9pF9zlc8A9qcnJ+tNYkIARyOCKdFy6qoJfsoGSfwr2U72ueebfhQQ/23D9p6J8wHZxkbl/FN/Heu2vfKhIWe6E0mA0uwkD3AYjPv8AdrirHwxrN/EHisHihx/rbgiJB9S3P6V0FxY/ZNOEklxaXKwqBKkMhIB7L0HX1FcmKnKNuQ7MJFvQ2LO6R45JViIaV0l/1nKsrs6sOODzz7fpleI41k0ScRjhAp+9uJCjFaNr4kMcUUOqaJYi1YY2x25hkC+qtnPH45p+v2aRJPHDIZreaLzYZD1ZGGVJ98da8yUqsZpuV9T0qtGUI8slujysjiT16itvw5P+7aIdd2f0rGjX5yvqKueHTjU4we+f0r1cWuai2eNQfLNHunhlrXVfDYtb2JJIYhskR+mAMg+3evLkfTtT1uKw8PaLArzOUSS4kZhjJJfbkYAHuelaZurh9D1GytpBGb0pGW9BuG7p6jIpvhyxi0W7jvreR5buMttLKAi5GMhBznGepNc+HxcIUk5vU1q4abqPlR31h4Ys9OjjEx+0zqPmkcBFH0UYGPrmmeB9Jht/im2oQXttItwAot4/vJjYMnt/D+tcjeX93qcrPdXEki54UnCgeyjiuk+FaKvjO2KkdMAf8CFZrHc8uSK0Y/qvJG7Z6NqTBdUu9wOPNf8A9CNVWCnBHY1c1Qn+0bvPTzX5/E1WLBoiB96vpI/CjxZ7jrhCAjZyB+lNuwGiyRjPXFPlO6GIHuKZdMBGE3deKpmfUXGREcEAEj9KTqwXPWnwjEJ9RzgmltgJHMh+70AqWMSQKlyCR94frSqoaNhj60+5AbDLnK+tIp7r0brupMZFHlogD24p24iF0PpxTU4aQdB9KYzZ3Enn0NQWP1RA1h833dvp0rMvkO/zDjrtI9PlX/61bzndDGCqkbeax9pdpMk4IZgMccdP0xTnsKDs7mLcJh8dqfZJujki7lSBmrF5Geah0w/vlx2JUisErSOjeJyHiGd7LWWmjwBNGG2/oa528ufNd9oC7zkgV1nj22CiCVeoZlJx27VxB+/nHU1yVYJSNYVJWtcjcZcggYNWvCGlWo1tpWwZQmYo2+7nvVVwcg4FTWkrW91DOnBRg1ZSjdG1KfJJXPQ5bdB5Mow7OCMHt/nio42Ea/Ic7uCD61emRDbBoxh9w2578dfpxVTAKsQAcc4YY4rHY9e9xu4nCvIvlE4/yatIB5extpLAYI4/X8aqqVjk/d5Y9So5GCOR+tTRRhIw6BmizxluRRYq+hHPaefbPAwyTkrz0I6frWUk7RqQvzCt5QYy7HIKDcOPvDrjPrxxx7VhGzubnxBLYWaZkzvz1VEblST9DWNWN9UHMkrsS5dmjC8ep5qktpHK43/MzHgdTXpmk+DLSFFe83XEnU5JA/IV0FtpNjbf6i1hjPsg5/GhUX1OaeKj0R5Zpi2+mI3mbFkYZKkfN+VLe6hNNG4ggEO4EM5PzHOOfavQfFHh6HU4BNa4ivoxgHAxIPRv6HrXnl7p15G7I7YZeqOpBFVK8dDSjUVQ57T7NBebETAXgZPvXoOkpmAY6gVxMyzWN3HM5QK+AV7H6V1enXxiQAIRmpn0ZtTXQ6C1LZyaL/LRsccCqVtfBecY9qkutQDwtwAMUrqxbi7nOarHut2ycZFcpbgxaggV2Vu+D0+ldbdSebHt4J71zcMLT3MzqQApI4BB/wDr0Qe7M6kNUjcttUubcEP5U6Y6kbSP8a6+30+5k+w3Jg8vCbmj7jPasLwhpBvrxCy/6NCweVscH0X3J9P/AK2fUkjDjAUD3FdFKcrHm4qnT5tEch4pP2jS0RUJbzgxyuMKFOa5qDzmkSNMV6o9qrqQwHNc7q2jqj+fbKNw5KjvRVi56hh6ip+6YKSSpEYtvOetPghyGLjPepQm45xVuGHcQq/LuIHHX/PFc8Y+9Y7ak1GDY2wtmlmMspXGNoQHIX1qfU7iO1tsKMyyAiNf/ZvpUlzcxWMBcpnnCxg/ePpWEiPfXEk14x8oHEpUcuR0iX+voOOpNeync+f0uSxXgt9K8+dQXaUywfXu2369KmtoDZWkj3TEOf3kxJ6f3Uz7fqc+tO0+3N5enUboAxQ/LBGo4z0yPUDoKW8Bu5/KXmOBsnB+/Ljv7Lxj3x6UviYbFfWbEQCI7GHOyQk5LE8jPvVSwlk/tdIpCCJbY8j+IqcA/kD+ddD4gaE20rFhhjiPaeh9a5awYi70piAMSzRfgynH65qZPQuBla9ERfSgZzsQt74G0/8AoNcWmlXEl7OsEeIUYkyOQqAdcknivQtYjH9qsM5Vkx+pP9a4zUTLba/ZWxlka1vU8iaINlSHJUkA8Zwa5K9OM4q56GETc7I5++0HTLKRbm9vnuVuGeSOOzAK43EH5zxkEH9KnSd9AtbZNKaIpcK0qzmMGQjPTPYiozC0uhz27jF1pk7MyH+421WH/AWUf991HbQG4n+zr8yC1knhJ69N2D+IqHUdrI9ang6MGpPXXU2NcSXUtf05XupFg1GGB1JJIQsuw4H++rVStre3tPEK2ttP9otvtESMzADcQeePrTpZ8+H9FvEJElhdPAT6LlZU5+pkp62kOs3Uz6FGIWV18qGSUKzgDkgscZz71F+rN5+6lDZbHe/FO1B0Gzn2gNDc7CcYwGVs/qornt3n+HNGlPaKS3Pvtcgfpio7/TfEuoRxJq1yqRIwI+1XibVP97apJJ9wCa1p4dPtfDcdpFcwXJhA8mRMiRmJy5YdhnoOPrWWIamnbsYNKjRjS5uZp/geOzpsvZl4+ViP1pdJYx6qhPGc4/KrWsIE1m4U9CwYVnRuY7qJx1DivSfv0PVHhfDVO7tRny06YGT9anWUMSEyQB0UZ5rAbU0iZh/rG9M4Ufj3pYjf6gGESt5Y6YGxBXjRwUmuaei8z0JYqK0jqzTuL+OBNrSKpH8K/M3/ANaum+DN8Lnx7AiphBGTknJPzLXIW2hwghrt3mb+5F8oH1J/pXffCWOOHxlbJDDHEuOijk/MvU963pwowa5NX3MZyqzV3oj0zUWZr+9U/wAMz/8AoRrODHcQ3Q1f1RWOp3bKc/vXBA+prPjw10gJ4719NDZHhT3ZayAsSdwM1BKxM+0c45qzMdhLsOFGM1TsP3paVgfmPHsK0ZkkWnwIQp4Zzg1aiRVjGzHHWoIwXl3bgygEVN5gAIH0NSUEm3HTJpikjjt9KeOQcDkjsaZk5zk/4VLGiBz85wc5qOQ+nWpbg5xyTj1qHkgetQWagJCJnBGOmKyZcpJLHjB2nH0NasXCjvkfWsvVQEuAQDllI6057Ew3sVbiPMa5545qjpg26hIM/LtzWmfnt1I/u96zYwU1CPbxu+X8aye6ZvHZowPiAwbT0HfzQf0rz8jkV6H45QvZSt12uOenavP8YJz1rmr/ABFU9iJhnIxQBmPnjoKkYAHtTQPkYDj5qwN97HpLMotuAQDtKNnqDjj9f0qD943PXbwf8aeyn7EVYjbGBhh0wMd/Xj9aZCQd6sMnqCc1geynoNV/3gCcEH+IVMhGBtX5G64H60yTmZV4QY5J5JPH+fxp8TlN27KE8jPp2pFX0JIHWGcEvt2kbj/s5qL4U6wr3EiX6ITcuWWcdSegB9sYA+lUPFV5DHoE20n7TIoiVgccscH9KPCVuI4IwR/CKmpLlsROKqKzPdY0UcY4psqoFO4VjeHdT+0KLaY/vUX5WP8AEK1pf3jZJwuOlaxfMrnmSXI7MpmHzh8rlGByMVR1HSItSj8u7XZMudk6jn8fWtN1eMiSIcjqM9akE+8YK80nZjjJxd4nlviHRJIVa1vIzv8AvxMv3W9wapaXfC4gaJl/ewHZuP8AFjP/AOqvXZ7eC9t2t7uMOh6eq+496878V+Eb6ylS701shW++MAFe4b3xnmspQ0sd1HEJu73KjZYdNtIsa87ufaqMWrwxJEmpK1rcOCSjD0OM8VHe67DFD/osMkztnazLsUY75Pb6A9Kx5JHd7aNtRmryGFVSIYklJUcVPo+mT3k8VrEg82TlzjhfUn2p+m6Tcapqa3EiNJK3+phAwEXOQxPYYPf198V6ZoukxaTbEDD3Mg/euP8A0Ee1aRj9k5a1flV+otjYQ2FpDZ2agInVu7HuT7mryfuwAPypB8oHHJpRyvI5roWh5jd9WTI6uT64rnfF181ppUyxHE8o2qe4HrWzE+1mPrxXFeILn7dcyt0Rcon0FTUlyo0oQ55DvDscupadBLFGztjY5HZhx/hW3Jatp5SW6KqoDHGeR71z/wAP7uRJ7/TxKyxYE6qp98N/MVPrEr3erNaxDzBGwCoDwxAyWY+gyR+H4DTD01OzIxVVxvErSzPc3JkY7OCQRz5ae3v/AFp9vH9ruEt4hshRclQf9VGc/wDjzc/hn2qOZds6w2mLiZ2CoCMCR+7H0Ra27WGLTbGZpZGkQEvPKRzLIccAep4AH0HvXbOXRHClpdiX04trZFgADt8kCY6Dux9hUVjaiG2UHJxzk9T3/Mk5psEcl1K9xcAeY/GP7o7KKm1C4W1tGduv3V/2m/wAyfoDStbQncxL5i2kCSY4cScAdgT0/Kqd8VjYSpwEmt7hfZQQD+rGnIzSWsobzHgVo2DseCx6ge3eqmpFjpDbP9YIJYz/AMAO4f59qJoumyXWvl1OMA8kMf5CuH8dRW0SebK7rc5HkY6dRke3rXc64Q+oQyr90qwz9ea5LxiRBPb3Bigm42qJQWCnGcgZ9u9c1XSF2d2Fny1VIxraC7uJ9N1QQvKt9E0NzgdSCUZz9RtbPqDVXSryw0XUbWe+vIy9sJEaGIeYzBuB06cUXt/cXMJ82ZmXH3B8qD6KMCuFkO2RseprDDuNV7HbicRUSsjq5te0u0sJrSysJrlHdJM3T4AKhgCAvs561Z0CeS8CzShFJ6Ki7VX2AFcTI2cdMV3PhePbYRNjnFRmFoU7RM8PUnUl77NqTvnk9aaThSRTpOvXrTTnDCvETZ36HH+JYymoq4H34xz9DWFPy2Vrp/FkZEVvLjBViv5//qrl5OpFfS4KXNQR42Jjy1WdF4ctIGRJZMO/oegrr4wAgU4I9O35VwPh678m4ERPDdPrXb28heMGuLERanqdeHUWrpBcOFPQYrpvhQc+Nrb02/8Asy1yN4SQa6f4Pvv8a23sv/sy1FP4ka1fhZ6dqII1W8AP/LZzjt941Vswv2lsY6VPrDbdUuiD/wAtn4/4EaqWrjzZT7V9PDZHzU92Ov5MoUB68n+X9afYKIoFTdg461TBM05YD92D/KrqPjoACfyrQzRcUbcYY4PFKNrtg4z71CrFn64x2qQtjsRjvUgPLFWOMD2Wmk/NgDBqCSQMcjcTUkCk/MQcevpSaKRBdspBBzuqFAS/ynP40t/8hJzgepothudTnrWfUvoaiZ8tem4daztXXKoeDgkZrQBAXAPFUr75oZBgADnNVLYmOjKds260XGMjNZ94/ltFMOquDxVm1k22TeoOOtVtVGzT9+OjA1k9jaOkrGJ40J/s64wONwNefZ+Yk9K7zxO4OizFiMt0HpzXBnsa5q+sjRKyEY9aTn5QBkk/nSk4U9jS2aNNfW8QOC8gH05rnNoatHf3rlLOVGwroN3tkdf0qvYkuy5YgEDHOaTU0eKN2DKGkQBgf4u2R784/AVFpUwVdxXI3e/ANZWPWk7WsX5C5ILj5RyDjr2pZYX27gQQhxzU6xF5F845jU4A6Ajg/wBBVhkaIkSjh+oxnmlYq5xPixi91Y2m3BLGVu+QOB/P9K6nQ0CoMcEVymqv5/i2RMAC3jWIYOec5/rXWaadqrzXNV3Kp9To9OmMV/bupx84B+h4rtQ+5fU9a4RGCx7/AO7835V2FndRyQ+cHG18lfpWtB3TRxYuNpJmgjjkEcUYTtTElQjAI96R8A/Ka1ZzIkz7CpI5CvH3h3B71Xzml85gCFHNK4ylqXhvTNQBZolikPooIP4VlQ+C7e2kUqtusf8AeSMbq6Nd5Hzc04e9LlRaqzWiZFZW1vYQ+VaoEz95u7H3NPJ5+brSSxBj8jHPpUS5TIcHPrTIbbd2PYdcHmmliAabuo3KFxmmIhMgDLnkZGf8/hXByE7CCa7a8O2KQr12kiuHvuPmBHNY4jZHXg1dsp6O/k+JrTJwspaI4OM5BAH54rXaSONrx4dzrPO25wOXOSVjX255/E1yt9I0UqTKzK0TK4ZBkrg9a7fRrcI8k84zcxHyYbfoIjgZI+vXPYEV04OXus5swj7yLOl2Rtg0k237VKuXPaJP7o/z1o3HUJkKDFpGf3I/vHGC5/M4/E96huZTczNaoxMQP751/jb+4K1IFEcQ4G4jnH8q60ras4G+gLsgiPO1VBJY9hXM6jcNcv5gGB9yJfQdSf5E/h71c1W8E7vErYhj5dh3Pp71n3J8iB2kOyVo8t/0xj/xbj86a01F5Fn7NOdJuBOAJifMAHJGOxNYykNFIo+4SMD/AGXVlP8AIVvWdz5zzIUZF3cBvvFSOprABEb3ETdCkgH/AAAhh+gNDHAJW83T7GXP/PLn2Kf41zHjwE2Vq3pLj/x010zRlfD0XHzJBC1c545IOjRvkALOo/Ag/wCNctb+Gzsou00cRI2EAFczdgJdSgcjNdKRzzmubv2Bu5dvTdiuHBNqTR2YnYrNyDXpGkoI7GJR2ArzlBuzXoukyCTT7dz3QE0ZknyxYYR+8y8pz9RQenvTRww545FK5AUnPFeRud5leJ49+jTHqyYcfga4duT7V2+rt5tlOi/xKf5VwoHyr16V7mWSfI0ebjFaaZJatsvISOu4V6JYnMYweteeWqlryADk7xxXotgu2IZHaqxnxF4XYr6m22MgdcV1HwaG3xlajuUyf++lrm7xPMVuM10/wgXHjS2z/dx/48tc1P4kb1fhZ6Bq0oXU70HGRcydf941UDkb1U/eGPpS664TXL/JwPtD/wDoRpbdOrsQM19RTV4o+bq6MljGAEXAWp12qDliT25qLzhjaBz60qLuzn8K0ZiiyrF+GXAFMZ8MwXn8aiyWO3BAqWFOcfMPepGSImWHJFWVIC4ByvvUAIAxUm4bOh/CkxoztQbMwXn1BqW2ydpUn15qtIxkuifTvV22OAOM59KzW5o9i2w465J7VXc5DqMHjFSuxAzk1W3ks24DpVPUhGOWEcUij5ST/Wk1T/j1jRzhc7jSXv8Ax8Ff9odar66zP5UP8T8fh/8AqrLozbqmc/4hLPohb0A4ri1Nd14jXGmSLgfc6Yrgg+GxXJW+I2jsOPCnH51a0FA+rRAruwD8pPTjrSKdul3LY+/KiA/QE/1FV9Jvl0+986RWZApHHOM1izegrzR2mqz7dKcIN8ajGd3zL3/+t+AqlpLbjtJZd3XDVj6jq1lLYmaC5AdmVPKKkEgsAf55q9p8m1UxwQw57is7HpzeqOutWfd8reYoxnI9u9SFd5UiTaQxAPY1nC4ZcAkKXXIYdG/wq80o+zpJIBnGN3r9TSaGpaHBW8jT+IL+aQ5Zpjz9OP6V2enEkAYrhdFO69uSeplc/rXd6Z90H1FcdTc2prQ2Jzi0bGOB3rpNHneayglkSD5o1JCjgcdBXK3G54hHGBuY7Rn1rZ0aF7SJYkYukZ8vPZguFz+OK1w/U5catjpwY2GVjAyKVFbPtTbcZA71fjjB6+lbNHEiEJntUipt5qYR7eKRk45NIZGTnijFO2D3pQO1Ahm3PTimlG7jI9qmC07b2yaYGfMh7ZqtyDg5rY8sHOao3MeNxo6gzKvzIsLFOTtOB6nBFcZcEmIZHI6ium8UXj2dhmIgMxxn0rlyd1vnOeOaxxHQ7MGt2YGpqCrK3IPbrXWWHnCxiuLN1SO+t4WlIH+rk2DeV+uAMeoJ71y2pgFTXR+EbyGfRrSBiUmj3KFPRwGPI+gxW2DfvNGWYx91M3dOiSKNQBtA6D+77/Wo9XvygEERImcc442Lz+ppl9eLawblAMjcIueCfU+1YoBkaRpnJUfNO54Jz0Qe5xz6Yru31PLasWYNq7HK7kBxEmPvt/ePsKbAguZ3kmYyW0D+ZK5P+ulHIHuq9fqR24ph864uFghG2d1wzDpBH/jVjUDHaaW0MHCAGNB3ZiDn8uWNNu4rWLsuMW0oUKCoBI4HIyK5zUVIvrjjgq5X6mMj+tXNXuXVrcK22KBFkGPpVWacXMyMfufaFQE9lYf/AFjRK9rjhuWFUTaTb7ektrj/AMdGP51yfiYCbw1OCMnahB/3WHNdNpDltGsskfuT5Z/4CSv9KwtTh32N3anIwWQfTOa55K8Wjpg7STPNrm5ENmZCfnX5R7muZY5ySeTWjq7E+Uc/I3zY98VQA+YVhhKVo37nRXnzMkiUBfc12vhmTzNJiGeVJU1xqc8V0vhSQCG4i/utkfjRmEL0fQMJK1Q6A/d56g0yRiF460McmmvyeK8FaHqFWQeYdpOQeMCuFKtHlW6qSDXf9Dn0ri9YTytSuUHTfu/PmvVyyVpOJxYyN0mR6UM6jBk9816HafLADjNec6e+2+hP+1ivQbRx5A5zmtcX8YYZ+6TSKNpI4Jrp/hOpHjS2J/u4/wDHlrmXwY85NdL8KP8AkdrbBGNv/sy1jT+JGtX4WdZrbY8Q34YEgTyH/wAeNCSO64GFFGsYTXNRZzgm5kwP+BGo1kBHCH619RT0gj5uesi1GPLHJyx7U7ORwOfrUKcAEnirScDpx6mqIHQ5BJwPqanVvl5/Dmq68HJwR6Ch3B4VgKQiwh3Pnkmm3MxijYD+dMRickHhR+dUriQzTBQMDvUtlpElsjfM+eTzzV6EkOPb0PFQRgIvAJJ/SnRPlmC8Y6A1KG2WJGIYnjHtUGcDJAx1z3FDsQT81MfhASR9KYkjLvzuusk8EBqr3LBrlNx5VSR+lT3xAnjyeNpFUzKomJY/wis1uavYz9cTzLebrypGa87PDdq9HvZlkBXZkGvOrraLiUL93cQB+NcuIVma037pK9wo082+z5vN8wHtjGMfyq14RwdRuMqrHy9wDfXtWTKQMkUy0vLqzZ3gZVLjBOwE1yTmo7nZho+8pFbxrPD/AGtAsUSI8Q3uyjkknof89666LcjjADbhkVwuqW8t/dSXDviR+vua6O01VI0RZI3O0YyKzU0ztabOus2E0bJIm4KN20H5gPYfjVyHzBFIqu0sDKSPUcfrXNWuuWwdBmVADyduSMjFWZtfjIYWeTKc5XGF6df/AK1VzINTC8Pt+9cnnLnnGO9d9phG1fYV574dPA9Nx/nXf6WflBrjnudNPY0L4nyG+YrxnI7Vt6bqVxHHE06LNE+P3g+VuQOo6VhXrfuW+nNaenBjY27xgOrRqWXv07VrQZzYtaI7S1kV9pAxmtOJxx7VzGnXiFVClsjghutbUUwIyDXRJHAjSBzzS545qmJh64p6zeuPzqR3LBxSVCZhjrTWnUd6LCLH5U4kYqkbrjAGaQTOw5p2Ats4APrVO5cYIBpJJtvWs+8uQiEkjpQkDZheKjFJZusz4ABI+tc1bvutyF5pfFN0DFNJK2ASqqPcsBVawkzGOePasK534RWiyhqGQCelafgxwNOkkcsRBO3yjkY2g9PxqhqYyppfBc6rPfWzH5pACgJ4Y4Ix+lVhZWmGPjekzX86a7uGYECdvunqsS+p9BSl8+RHaISWz9nRuuc8yv8A0/ADpzX3rblkfJO7Eu3q57IPatbS7ZrZfNlUG8uOCD/yzQdF+gGPxr0m+x4yXUs20CWNsYkfMjfNNKeufU/0FZjlrtnnwfLVcRL6LnOfq2M/QAdzUl5N9qcwRNmBW+dv+ejen0pdQkW005wcb2BCjuTg/wD6/wAKcUTJmfPcLPe3ErYMUcasq/3uML+ZyapAkQ3SdZPLRwR/eDbc/kTUgAS3mlKFgBuI9RjCj8TzUSI0dzGshILqqP7B8An8G5/CnPXQIaMvaa651KJfuiYyp/ukAj9aoakpa9mA/wCWqKw+uCD+pFWNLbF8V4+e3XcB22Er+uKhvD/plt1yYz/6GKwS3Rvc8S1cFJkTsowPzqovWtDxGhi1u7jPRGwPpjNZ+e9FGPKjWpK7Hp0PtzW34akK30qE53r/ACrCQnnHpWhpEhi1KBs43HbRiY89JoVF8s0ztSRjn8hTd2B3JpoPGaazhQa+ZtqezcSQk5zwK5TxKANSVuPmQf4V0ksuB1rnfEShmt5D3yP8/nXbgny1Uc+JV6bMmJts0Z9GFdzp0hMa8gcd64RsghsdCK7HS3zEpJ69K78WveMcM9DeBynB/Oup+Ff/ACOttx/D/wCzLXJQ7Stdb8KyD42tuOcf+zLXPD4kbVPhZ1+r4XWtQO0D/SJOf+BGo1ffj5lHrS60xGtahhelxJz3+8aribjGcfhX08X7qPnZrVlscL8vzUB8ghhnHvzVcHCZ4PPOKA3BYYX3p3JsTMx5IHC9s0RLnlgPwOarRZZ+xyfSrUhaNT27YpNjsFzKQVROv0ptvGSclcnvTYPmk3EnP1qdCQeSetIZK5UEAnA+tPjx5hxzwOhqKSQlxjqeOlKjc5BOcc0mIaSfMYDPPY9qWdgqAZyahPEpxg/WnyNlfl4wKVxmbeEum7nC47VzGq63Fptz5bW9xKWXcDGEwOT6sPSumlOY3A5GCOa828Us39q89PLGOPrXPVm4ao2jFNF648Ts4KxWYX3eQZ/IZ/nXNSsWd2PVsk4HFGc9ajYnmuWc3LVmsUkNmfCZPc01SCOahvmKRbt2FB5qnDdA8bga46iuzvoWUTXAXrjNKFXriqKXBOPSp0kyODWXKdCkWGBXlFJbtgZ/GpJ50toCIT+8K/MxHtUUe8n93uz04HrVe4LRxTmVDjZgZpqINu1zQ8OgCFOeeM13WmnEY5riPDwHkp9BXZ2LYQZrKe500vhNC4bEZPPStLQBcx2kC8MCikc+1Yt1IBEzdgK6Tw7MsmlW5xkGNcH8BWtDc5sXsjRg3kksAr55JFacO8AYJ/CoYwpIJHWr0OAeuK6mecTRhjjkfjU4R/UfWkQrjrT1YVIwMRI5NKsA+lLvpN5NK4D9qKO1Mdx0FJnmmswA5ouFiCUk8kViaod6MACccgVtyMBnPHWsa4C+Yc96pMDzfx1HLJp0z8fucTgemxgxGfoD+dO0uXdbofUZ+tafi2a2VEjl4SRzEx7fMpBzXLeGpydNiDn51G0/UVlXV4pnXhJNSsbV9llOMVkaYyx6kwclVZMFsZCkMCCe/wDKtSZg0fXrWRbymDVYJEwfm2keoPGPxrGhLlqJnTio81JnX6Sitci82tsU4gB6ue7j3Part5ct50tvC/7wgGaVT9wdkHvz+ufSqlzclVCRALORhFx9wdyRVmzhWOFCMgDkZ5JPcn1J/rXrW6ng3HRCO3gDsAqIMn0ArMYm8nkmuBthjXLKey8YX6sT+WfapNQnErmMH9zH9/1J9KZJIYUSNQGlVt5X+9MR8q/QDn8GrTzM2rjlLS3Eu7pDywHeQ9B+A7VSuZRJeWqxsVuFKqwJ4VgwK/gDyfatdIBpmmea53yBiB6vIf8ACuZjaVLlSBJMSz79qZxuG0/ocj6VD7lRL+muBqUQjDBDA5APJA3nAP61HeMEu7Vuf9Uw6/7QNJZSSQXaSzQTInksjfJnBLE/yqveTxSywbHBxG64HB3Zz0+mays7m11Y87+IFsg1QXCDG8mNvquP8a5bBAxzxXcfEGLdN+5BOJWY/iBXEH6c+9XFp6IvomKnU/571LE5SRHHVWBqAZzzT36U2rpoL2dzu0cMgYdwDTHkwKrWUn/EvhJPLJ/9apC2R7Yr5mUbOx7EXeKYjEZJxzWd4iVfsKN/ErA/nV1pFj+Y9ax9YkkntXYcLkVtQTU00RV1i0Ykjk9OldbpDZtwR1wK5QoApNdPpLYt4vQqB+leniVs2cmGe5vQ7ihwCfqa7D4UHPja2B67f/Zlrj7cAL03Gut+Ex/4rm3BHO0nP/AlrnhudFT4Wdbrkp/tzUVB/wCXiQf+PGqYIx1HuRVbxEk1t4j1ORCzRtdSkf7J3moIb05w7EfXNfSQfuo8GS1NQFflJOfbpS7txGwjOehqtHcDPyvn0xVgNuxuJPtVElmIYOWHfucU2aUk4bIx0pjSrjGRkegwaiDLktkkds1LEi3ABt5OD1zU8Tdxye9QRyttwec+tMMm3PzY7cUwLLOC3OcmgOA2CM/SqrSqCM5ORSiYngHGPfikBKeZTyD/AEolbCY+Xmokdn+8AQD6ZqQtkHC4/pSY0UwV3srDAPPtXnXi9cahEfVSM/Q//Xr0GUgTjj2yK4jxvG37iXHAcjr/AJ9K5a+qN4HLmo3JBHv7Uo7HNNc89K42aLco6yc6e2eoI/OudG/qp6e1dY/IwMDPNRZA+8elc9SdmdlKDcTmg8y5+ZhjnHNd5pcKgqCi54xkZzxXLsgudSC9iwGPYc12dvEoiR14IxinFpmvLY1bZAGVhsCnAxjH+e9U/E0CjSLyQp8wGN23rzj+laNgYzMzycugOMrkAnpj346/SovEIB0W7jyD+7yvtirZT2MLQjiNfTHFdZauNgBYDiuN0OQfZ0J64xXRQSZAxXFPc7KT92xd1GY/YZlTlyhA/Kuj8CXHneHdOfOSbeMH67BXJhikiP12sCR64NbXw5do9HityGHlmRVBGMgSMAfyFbUNjmxSZ30R4GecGp4pCG5zg1VjBxkAfjUik+ldJ57RpwvgDDZqwH9cVnQucc1ZRulSwLQejePXJqENmkLUhkxfIqN3wPamFiBUbN6k0AMuJCASawb52Z8A4z71pXD5wBzk1nSxu7jAxnjPpVISOL8YEFIgNpTzBu3dMngE+2SK5HRLhYFuI1zhZnAz1xuNdR49TYIkjz+7dASP7xdTXIaLGJXmmx8ryMy/QmoqP3Dow6/efI6ITkoPmxWXetumQZ+84A5x3HNXiMKaypGJvIRhm/eKSF6kZB/pXJT1kjvraQdz0K0tGjupVlkMrggFiOTx0/Crd/MbeHcOrnYp9+uR9AD+OKqPcxK0s3mERYBLN1xj+dY15eyXE4fb84+WOMHIXnj8eh9zjsK9dM+faL3mx24LvjbByQejP2H4VraJpziNbu4ys8vEQYcrnkkg9D3+nHc1z2mWn2m7/eHMFucuc8SSdePYda1dS1GdUHlzP582VjOeUX+Jv898UOd3YPZ6E2qSrNOxQkW1rlUJ7t3b8OlY1szA4a3aT5ieZGXqfYU6SIx2BABMagDaWP3RVCx1yI4L6RprIT3i5NE6sYWuVToynflNsSDAXyXBx92C6DEfgcE1QuxbzybHkQuD9y4XyXH0PT9ambVtHeE/aLC4tv8Ar3mJX/vk4FVQ9leLINO1KGZQCDDOuwj2Axtz+FCqQnsJ0pweqPP/ABbci0u5A5YydAjHJB+veuNXO7B79K2/EcM01xLdhlMQ42/3R2rB35/h5rGjKN3JM6p3SUWTgH607jnceariVvU04OD35roUkZOLOm0qbdp8Oc/Llf61M8xHfmsrSJALRlyflY4/ECrgAYjGa8KtC02enTd4ocG8yQbs7R196luY/NsZwVCjZxmp7aJQMsBntUzgHKnPPX+VZKVmmi2ro4tjlOa6fRhvsoTjjaPyrmLkGN5E9GPSup0Uf8S6EYUHA7V6uIfNGLOPDqzaNkHAG3pXXfCVifHFt1+50/4EtcZH8w+nXmuw+EX/ACPdv6bD/wChLWENzefws6PxCW/t/Uxnj7VL/wChmqmyNl+ZV/CpPEUrL4g1XkYF3L0/3zVeMltpH619FCVoo8SUbsDblTmB8Z521Pb3D79kwwe1QnLZG0j6GpRF+6+Yn2PUirumRZrcuHBfLZpQORtGAPWqcUpEZ83qOAQOtTLI+BkYHrUtgkizuIPNDbmGD3pgBPJY49jilWU+Xg/lRcViTyh0LAilAUAjGcVFuIXIJUUitu3ODkeppXK5S4p2JhQRTfMwMAD3zUW8j1pDMxGGNFxcpFOpcho/XPFcz4qt/tOmTlclky6/ga6dnjWPLZC/WsC7lDI6jJTJyPUZrCqk0a07nm4PWmsR+NWtVgFrqM8QPyhsj6HmqLHHNcDNbag2SaS0Y/aWTCvnkZpkj7Bk8ii0mVC9yTt2jABrjrq8j0MP8BRtTnV48Yz5hA/LH+NdlahQgyfmUce1eex3O3UY5m4w2Tj3rvbGNrqVFCkRngt0471tBWQ0+ZnQWMcQtt0jENJ830FJqVsJrCeMcMYzjH6fyq6+3CpHtDrnv0HPFN815DjYobOQSO9Wi5JrY8/0uTYir0I4Yehro7KYMBg1keJLJ9PvvtkQ/wBHmOXAH3G7n6Uuk3IIXkGuWpE0pyaOn425ArQ0W8+zXEaucJnCn0z2/GsqCTeO1PkHXvWUW4M3qRU0epW0iyKO39asKoIG0/nXDaJ4ght4DHqVwkQT7sjnAIq9L478OW4G7U4mP+wrN/If1rtjLmV0eVOHK7M7CMEjqOKsKT2rhIfiN4cY4W7P12EfzAq0nj7QSPkuwfqQP609WTY7QMPWjf6VxjePNHJ/d3MR+sij+tRS+PtMQE/arfH/AF0H/wBelZgdsXqOR8VwE/xI0mIMftUJ/Fj/ACWsW++KtpGreQzSH/YjJH6kU0mFj1GQrjoMDmqlzMkYPzDP1rxDUvijqlwGW0jWIHu5yf0/xrnZPGWvtKX/ALRdSewRePpkU7CsexeJ4420DUHuGVZGVmQns3Gz8cgVyNhAILdI0HCjHNcbpd7f63q0bajd3FwsfzgSPwG6AgdK7mPIUE1y13rY78LH7QTNtU8VW0G3+266g52RqZD9eg/n+lF5JhTzipfCV2tpcSTSg7JSBux93B4P06/p708NDmmGNqctNo07qd7iYRRAgA7UHv8A3jSglQvkAGWUmKD8PvOfw/zxTLkLBcT72QMSWcjkRp7epP8A9arOmK+TdyqRLIPLhjPVI+wPuepP9Sa9GTPJijQURWdoIFP7qNd0jdz/APXNVrYPdXL3E3BYDC/3VHRfxzn/APVUN2/nTiEEPHGcyH++/YfQVdRhGgAOW6c+v+f881K0KepFrdwlvp0zEjaqYx6k1y1iNsag4/GrHiK9Fz+6jIaMNtH+0e5qK2yF6jgVyYl6pHdhFo2N1JwtueecVl2oni0xpI9hWRt7Hbkhc44qxrUp8raMZbjmtK2tv9AdQMbIjkk8Yx/WlRg2pBippNI4LX5dsMcQ4ZzuIHoKwjg9RWjrDu18wJyVUD9Af61QPPUV0Yany00YVpXmMGBnHX3pxC7cEc0oUemKcRkDjp710JGTZf0GVUkkjdC+RuGO2OP61tKylx8pA75GDWJokSmeZjv4XsvvWuXVV2ruX1+XNeNikvaOx6NB+5qW3lB4SmPIsSksfnquJSF/dxtn1agQ9Wk5J7muZR7mrZzWoHdeTY7tXWaeVFrGq8fIM/lXL6nGI7yT5s55GK6PSHEiAMcADqfwr0pP3Is5aekmaSfXiuy+EH/I+W/P8B/9CWuVtbC5mhM6RZhHAbOc/h/n611XwmAi+IlvBIHS4SI745FKkfMnY0oxkmmyp1IyTSZq+IZBJ4j1YgkBbyZT9RIRUEcuOCauavo2qr4i1vdZSeVJfTSRtkHcrMSD196rDRdQJ5t5gPpXs06seVXZ5lSDu7EkcqgEBhk+9SpK8YIccHuKiXRbpf8AlzlOe5zUi6Tfr/q4ZkPoRkVp7SP8yI5H2HKFc480bRzipvkC8vUMdjqCsRJYM4/vKKnFhckH/Q5V9itDqxfVC9kyPzG34HIp+8YywOamSzugvFtID/ummfYbwNkW8v4Kan2se6H7N9hjMduBxU8JBXGOnpR9juyMGCX/AL5NSxWtwoO6GX/vg0vaQ7hyPsRseed34VTvbtYIlbqSSAvrVu4gvSMRWs2PUiqUulXkzqZLaYYHHHQ0nUj3GoPsYl1ez3AxgqtVw7r3zn1rUl0TU93y2kpGe4qGTQtVYgCykAPBY44/WsXUj3LUWcDrE3nalMwORkL+XFUmPOO1dE/gzxC0jE6bKcnOdy8/rTG8F+Ie2ly/99r/AI1zNopRZyl9KIotzcjNZE947jYvyp6V3GoeBPEk9uyppcpbIIG9P8ayT8OvFf8A0B5f+/if/FVk4pu50Qm1GxzVvAbq6t4Y+HldV/M4z+ter6VbeVO0ZOMfdJ6N61heGPAPiK11iK4vdLkjiiViDvRstjAHB9/0rt00HU+N1jL+lVYqE+V3K8hI3HIOCOfbH86GVwx2kZPO09qvx6HqCjiylGcZHUHFSnSb9nVm058gc4PU+tBt7RPUxr6B7jT97qpX+JG6EdD+lefzpJpN/wCU2fJY5RvY9q9a/si/MLIbK4GVIGMY5FY2p+Dr7UoTC9o8fdXIzg/h+FS43BzXc5/TrsOowRWwrblBrF07wh4ot5GEmlSlQcBg6YI9etdJbaBrQUebp8oP1X/GuaUHc3p1Y9WZt9bJcQNHIuVYYNecavYSaddFCPkP3Ce4r2P+wdUI/wCPKX9KzdW8HahqFu0cljJk9DxkUU+aDtYVZU5q6aueQBj24oyfY11kvw68ULIyppcjqDwwdBkfiab/AMK98Vc/8SiX/v4n/wAVXVc4WcuHNIX+ldT/AMK88Vf9AiX/AL+J/wDFUf8ACvPFP/QHl/7+J/8AFUCOULknpSEk5PSur/4V54q/6BEv/fxP/iqQ/DzxUf8AmDy/9/E/+KoA5QketA4rq/8AhXniv/oDy/8AfyP2/wBqgfDvxUWGdIkAzyfMT/4qgCXwVbYhedh98/yrqycKKs6X4T1W0tEiNjIMDBHH+NWZPDurEHbYyn8v8a5JKUpbHo05QjG10cxqDtI4ij5eQ7VA960dOlje0EaJvIiO0kchQeQfcc1Pb+F9bW7aV9OmBVT5fK4z+dX7Xw7qsVzNJ9gkUuRIrDGFPQg+uQM/jXZh4qK1PPxc+eVlsZ1sEuLjaADbREMxP8bdh9BVy71GRFVo8CaTKxj2PVv8+orTm8P3iqkcFlJsIy/GMn/69UF8P6zJO88tjKHc4A4+VR0H9f8A9VbNps5lF2ILNmVQATjsfX1NRahdlY9iMfMk+UeoGRz/AErXXQ9TA5spenbH5VnSeHdclkeQ2EiyOcDJB2Dpnr6fqT7UXVw5Wc5Ixe8ihH3UGSfU9K1IxtU9jVqLwtrAvZGOnSrEuEj5Ukgd+verv/CPaqOljL+Y/wAa4a15TukenQ5YQs2cuYmu9UgiUE87z7CulZIZbZ7FgSpALkHG7/61Yt/4c8VxSSf2dpUmZFCmQugKgdQMnvW/YaJrPkW0lzp8qTgBZEyDx+f41vT0jY5MQ+ad0cVq/hGA3bG3uXjL84kG4f41kz+ENUUZhEUy/wCy+P516tdeH724iAa0l3jocdap2uhazBIV+xStEfUjitFNxVkZatnkkuh6nCSJLGfI7hcj86qSWVwjbXhlU+hU17kmjamSS9lKPbimSaJqbD/jzmz+FP2zDlPHdFt5fNm3b1+UdQRmtU285H+sb6YNeoJompAHNrNn+dDaJqJBH2SWuSrS9pLmudEKzirWPMBZTP3lb6Cp00udsYt5ST3Ir0b+xdUH/LnKaQ6HqbDmzlrP6t5lrEPseY6l4ZvrmUOixoNvOW5rHsJTBfQb3HliQbgeij1xXsTeHtRYHNnMT+FcjqHgbXn1S4lh0lzCxBU7kHb0z61slypLsZ/E97HWaM+nzfbtIgviLeZcRXcj7Ek77SB0U/nU/wAPb1tT+J+n3EhDSQ2X2ZnX7rbZBtIHYY4/DPeuSTwTrhVQ2lzKB1UOuD+tdp8KvD2qaX4ttJbyzlihC7AWIbHzA44P1rZ1bq1iI0VC7ufQ0/8Arn+tR0UVIBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVJB/rk+tFFAH/2Q==" 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<p>Celebrating the lab&#8217;s 1-year anniversary, back in 2004 at UC Davis! From the left, Carter Wendelken (now our senior research scientist), Jesse Edelstein (grad student at UC Merced), Eveline Crone (full professor in the Netherlands), Ryan Honomichl (professor at a liberal arts college in Ohio), Sarah Donohue (currently at Duke and gearing up for a postdoc in Germany), and Mike Souza (professor at the University of British Columbia). We will have to do something big next summer for our 10th anniversary. Even bigger than the surprise chocolate cake below&#8230;</p>
<p><img 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alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://bungelab.berkeley.edu/blast-from-the-past/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>NYT Magazine: Can You Make Yourself Smarter?</title>
		<link>http://bungelab.berkeley.edu/nyt-magazine-can-you-make-yourself-smarter/</link>
		<comments>http://bungelab.berkeley.edu/nyt-magazine-can-you-make-yourself-smarter/#comments</comments>
		<pubDate>Fri, 20 Apr 2012 21:06:18 +0000</pubDate>
		<dc:creator>sbunge</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://bungelab.berkeley.edu/?p=579</guid>
		<description><![CDATA[Can You Make Yourself Smarter_ &#8211; NYTimes]]></description>
			<content:encoded><![CDATA[<p><a href="http://bungelab.berkeley.edu/wp-content/uploads/2012/04/Can-You-Make-Yourself-Smarter_-NYTimes.pdf">Can You Make Yourself Smarter_ &#8211; NYTimes</a></p>
]]></content:encoded>
			<wfw:commentRss>http://bungelab.berkeley.edu/nyt-magazine-can-you-make-yourself-smarter/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Jazz</title>
		<link>http://bungelab.berkeley.edu/jazz/</link>
		<comments>http://bungelab.berkeley.edu/jazz/#comments</comments>
		<pubDate>Fri, 13 Apr 2012 04:38:55 +0000</pubDate>
		<dc:creator>sbunge</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://bungelab.berkeley.edu/?p=572</guid>
		<description><![CDATA[One of our undergrad research assistants, Forrest Riege, is a budding jazz musician. His group, named &#8220;Frank Martin&#8217;s Advanced Combo&#8221;, has played twice at the Freight &#038; Salvage in Berkeley over the last few months. Silvia is a big fan &#8230; <a href="http://bungelab.berkeley.edu/jazz/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>One of our undergrad research assistants, Forrest Riege, is a budding jazz musician. His group, named &#8220;Frank Martin&#8217;s Advanced Combo&#8221;, has played twice at the Freight &#038; Salvage in Berkeley over the last few months. Silvia is a big fan of their work&#8230; and hopes that Forrest will remember the lab when he becomes famous.</p>
]]></content:encoded>
			<wfw:commentRss>http://bungelab.berkeley.edu/jazz/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Forbes Magazine opinion piece on neuroscience &amp; education</title>
		<link>http://bungelab.berkeley.edu/article-in-forbes/</link>
		<comments>http://bungelab.berkeley.edu/article-in-forbes/#comments</comments>
		<pubDate>Sun, 25 Mar 2012 00:30:02 +0000</pubDate>
		<dc:creator>sbunge</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://bungelab.berkeley.edu/?p=527</guid>
		<description><![CDATA[This article in Forbes was inspired in part by as-yet-unpublished data from our lab on the neural changes associated with 3 months of reasoning training, spearheaded by senior grad student Allyson Mackey. Allyson, Alison, and Kirstie are all hard at &#8230; <a href="http://bungelab.berkeley.edu/article-in-forbes/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>This <a href="http://www.forbes.com/sites/naveenjain/2011/06/16/naveen-jain-on-rethinking-education-can-we-use-neuroscience-to-create-better-learners/">article in Forbes</a> was inspired in part by as-yet-unpublished data from our lab on the neural changes associated with 3 months of reasoning training, spearheaded by senior grad student Allyson Mackey. Allyson, Alison, and Kirstie are all hard at work writing up exciting findings from this project.</p>
]]></content:encoded>
			<wfw:commentRss>http://bungelab.berkeley.edu/article-in-forbes/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Allyson and Silvia get into the heads of schoolchildren</title>
		<link>http://bungelab.berkeley.edu/allyson-and-silvias-research-in-the-news/</link>
		<comments>http://bungelab.berkeley.edu/allyson-and-silvias-research-in-the-news/#comments</comments>
		<pubDate>Mon, 12 Mar 2012 20:39:40 +0000</pubDate>
		<dc:creator>lisa</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://bungelab.berkeley.edu/?p=501</guid>
		<description><![CDATA[New brain imaging technology may pave the way for a new science to understand how children think and learn. It could eventually help educators and revolutionize classrooms. Click here for the article.]]></description>
			<content:encoded><![CDATA[<p>New brain imaging technology may pave the way for a new science to understand how children think and learn. It could eventually help educators and revolutionize classrooms.</p>
<p>Click <a href="http://research.universityofcalifornia.edu/stories/2012/03/learning.html?utm_source=UC+Berkeley+NewsCenter&amp;utm_campaign=8645c48cde-NC_Email_List&amp;utm_medium=email">here</a> for the article.</p>
]]></content:encoded>
			<wfw:commentRss>http://bungelab.berkeley.edu/allyson-and-silvias-research-in-the-news/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Heading to Patagonia!</title>
		<link>http://bungelab.berkeley.edu/silvia-is-heading-to-patagonia/</link>
		<comments>http://bungelab.berkeley.edu/silvia-is-heading-to-patagonia/#comments</comments>
		<pubDate>Sun, 26 Feb 2012 04:59:09 +0000</pubDate>
		<dc:creator>sbunge</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://devcogneuro.net/?p=449</guid>
		<description><![CDATA[This week, Silvia will give a talk in Buenos Aires and then head to Patagonia to participate in the 2nd Latin American School for Education, Neural and Cognitive Sciences, funded by the James S. McDonnell Foundation. For announcements about future &#8230; <a href="http://bungelab.berkeley.edu/silvia-is-heading-to-patagonia/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>This week, Silvia will give a <a href="http://devcogneuro.net/wp-content/uploads/2012/02/image0011.jpg">talk in Buenos Aires</a> and then head to Patagonia to participate in the 2nd Latin American School for Education, Neural and Cognitive Sciences, funded by the James S. McDonnell Foundation. For announcements about future meetings, check the School&#8217;s <a href="http://www.laschool4education.com/">website</a>.</p>
<p>What makes this trip even more special is that Silvia&#8217;s family is from Argentina. This will be her first visit in 17 years. On top of that, the site of this year&#8217;s School is hard to beat&#8230;</p>
<p><a href="http://devcogneuro.net/wp-content/uploads/2012/02/1.jpg"><img class="alignnone size-full wp-image-453" title="Hotel Alto Calafate, Patagonia" src="http://devcogneuro.net/wp-content/uploads/2012/02/1.jpg" alt="" width="978" height="391" /></a></p>
<p>&nbsp;</p>
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		<title>Chloe receives grad student fellowship</title>
		<link>http://bungelab.berkeley.edu/chloe-receives-grad-student-fellowship/</link>
		<comments>http://bungelab.berkeley.edu/chloe-receives-grad-student-fellowship/#comments</comments>
		<pubDate>Sat, 25 Feb 2012 19:00:29 +0000</pubDate>
		<dc:creator>sbunge</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://devcogneuro.net/?p=430</guid>
		<description><![CDATA[First-year grad student Chloe Green has been accepted as a fellow in the Research in Cognition and Mathematics Education program at UC Berkeley. This program will cover her tuition and stipend for the next 2-3 years. Congrats, Chloe!]]></description>
			<content:encoded><![CDATA[<p>First-year grad student Chloe Green has been accepted as a fellow in the <a href="http://rcme.berkeley.edu/">Research in Cognition and Mathematics Education program at UC Berkeley.</a> This program will cover her tuition and stipend for the next 2-3 years. Congrats, Chloe!</p>
<p><a href="http://devcogneuro.net/wp-content/uploads/2012/02/Chloe1.bmp"><img class="size-full wp-image-445 aligncenter" title="Chloe" src="http://devcogneuro.net/wp-content/uploads/2012/02/Chloe1.bmp" alt="" /></a></p>
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		<title>Intro to E-book on the Developing Human Brain</title>
		<link>http://bungelab.berkeley.edu/e-book-on-the-developing-human-brain-forthcoming/</link>
		<comments>http://bungelab.berkeley.edu/e-book-on-the-developing-human-brain-forthcoming/#comments</comments>
		<pubDate>Thu, 23 Feb 2012 18:22:29 +0000</pubDate>
		<dc:creator>sbunge</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://devcogneuro.net/?p=355</guid>
		<description><![CDATA[Frontiers, an online publisher, will be publishing an E-book on the Developing Human Brain. Here is the introduction: PDF]]></description>
			<content:encoded><![CDATA[<p>Frontiers, an online publisher, will be publishing an E-book on the Developing Human Brain. Here is the introduction: <a href="http://bungelab.berkeley.edu/wp-content/uploads/2012/02/Frontiers_DevelopingBrain_Intro2012.pdf">PDF</a></p>
]]></content:encoded>
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		<title>Special issue on Neuroscience &amp; Education</title>
		<link>http://bungelab.berkeley.edu/special-issue-on-neuroscience-education/</link>
		<comments>http://bungelab.berkeley.edu/special-issue-on-neuroscience-education/#comments</comments>
		<pubDate>Thu, 23 Feb 2012 18:14:37 +0000</pubDate>
		<dc:creator>sbunge</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://devcogneuro.net/?p=352</guid>
		<description><![CDATA[Sarah-Jayne Blakemore and Silvia Bunge are thrilled to announce the publication of a special issue of the new journal Developmental Cognitive Neuroscience, focused on the intersection between neuroscience and education. The papers will be open access for one year, thanks &#8230; <a href="http://bungelab.berkeley.edu/special-issue-on-neuroscience-education/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Sarah-Jayne Blakemore and Silvia Bunge are thrilled to announce the publication of a special issue of the new journal Developmental Cognitive Neuroscience, focused on the intersection between neuroscience and education. The papers will be open access for one year, thanks to a donation from the Dana Foundation.</p>
<p><a href="http://devcogneuro.net/wp-content/uploads/2012/02/BlakemoreBunge_DCN2012.pdf">PDF of the introduction to the special issue </a></p>
<p><a href=" http://www.journals.elsevier.com/developmental-cognitive-neuroscience/">Click here</a> and scroll down to to access the full Special Issue on Neuroscience and Education.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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