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    <title>The Australian Institute of Physics upcoming events</title>
    <link>https://www.aip.org.au/EVENTS-BOARD</link>
    <description>The Australian Institute of Physics upcoming events</description>
    <dc:creator>The Australian Institute of Physics</dc:creator>
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    <pubDate>Sun, 05 Apr 2026 09:00:32 GMT</pubDate>
    <lastBuildDate>Sun, 05 Apr 2026 09:00:32 GMT</lastBuildDate>
    <item>
      <pubDate>Thu, 09 Apr 2026 06:00:00 GMT</pubDate>
      <title>AGM of the AIP Theoretical Physics Group (TPG) (9 Apr 2026)</title>
      <description>&lt;p&gt;All members of the AIP's Group for Theoretical Physics (TPG) are warmly invited to attend the &lt;strong&gt;TPG Annual General Meeting&lt;/strong&gt;.&lt;/p&gt;

&lt;p&gt;The meeting will be held &lt;strong&gt;online via Zoom&lt;/strong&gt; at &lt;strong&gt;4:00pm (Canberra, Melbourne, Sydney) on Thursday 9 April 2026.&lt;/strong&gt;&lt;/p&gt;&lt;a href="https://anu.zoom.us/j/82901477561?pwd=kDXnt1hH7JSvzoa0Pu8O5pH1WtuYk5.1" target="_blank" class="stylizedButton buttonStyle001"&gt;Click Here to Join the Zoom Meeting&lt;/a&gt;&amp;nbsp;

&lt;p style="margin-bottom: 0px !important;"&gt;https://anu.zoom.us/j/82901477561?pwd=kDXnt1hH7JSvzoa0Pu8O5pH1WtuYk5.1&lt;/p&gt;

&lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;Meeting ID: 829 0147 7561&lt;/p&gt;

&lt;p style="margin-top: 0px !important;"&gt;Password: theophys&lt;/p&gt;

&lt;p style=""&gt;&lt;strong&gt;Agenda Items:&lt;/strong&gt;&lt;/p&gt;

&lt;blockquote&gt;
  &lt;ol&gt;
    &lt;li&gt;Confirmation of the 2026 Committee&lt;/li&gt;

    &lt;li&gt;AIP Congress, University of Sydney, December 7-11, 2026&lt;/li&gt;

    &lt;li&gt;Any other business&lt;/li&gt;
  &lt;/ol&gt;
&lt;/blockquote&gt;

&lt;p&gt;&lt;strong&gt;2025 Committee&lt;/strong&gt;&lt;/p&gt;

&lt;blockquote&gt;
  &lt;p style="margin-bottom: 0px !important;"&gt;Chair: Jacinda Ginges (UQ)&lt;/p&gt;

  &lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;Vice-chair: Daniel Terno (Macquarie)&lt;/p&gt;

  &lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;Secretary: Murray Batchelor (ANU)&lt;/p&gt;
&lt;/blockquote&gt;</description>
      <link>https://www.aip.org.au/event-6638887</link>
      <guid>https://www.aip.org.au/event-6638887</guid>
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    <item>
      <pubDate>Fri, 10 Apr 2026 06:00:00 GMT</pubDate>
      <title>AGM of the AIP Group for Astroparticle Physics (GAP) (10 Apr 2026)</title>
      <description>&lt;p&gt;All members of the AIP's Group for Astroparticle Physics (GAP) are warmly invited to attend the &lt;strong&gt;GAP&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Annual General Meeting.&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The meeting will be held&amp;nbsp;&lt;strong&gt;online via Zoom&lt;/strong&gt; &lt;span&gt;at&lt;/span&gt; &lt;strong&gt;3:30pm (Adelaide/ACST) on Friday 10 April 2026.&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;font color="#ED1C24"&gt;&lt;strong&gt;Please note that registration is mandatory in order to receive the Zoom link to attend the meeting. The link will be contained in the registration confirmation email.&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;Further details, including the agenda and supporting documents, will be circulated closer to the meeting.&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6631961</link>
      <guid>https://www.aip.org.au/event-6631961</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Mon, 20 Apr 2026 02:00:00 GMT</pubDate>
      <title>2026 AIP NSW Physics Research Poster Presentation Network Event (20 Apr 2026)</title>
      <description>&lt;h1&gt;&lt;span id="eventDetailsHeader_eventTitle"&gt;26 AIP NSW Physics Research Poster Presentation Network Event&lt;/span&gt;&lt;/h1&gt;

&lt;h5&gt;Poster Presentations for all physics HDR Honours, Masters and PhD students&amp;nbsp;&lt;/h5&gt;

&lt;p&gt;&lt;strong style="font-weight: bold;"&gt;Event Date:&lt;/strong&gt;&amp;nbsp;20 April 2026,&amp;nbsp;12:00 PM – 3:00 PM&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Registrations close:&lt;/strong&gt;&amp;nbsp;Friday 3 April 2026&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Location:&lt;/strong&gt; 14 Sir Christopher Ondaatje Ave (14SCO) Mason Theatre&lt;/p&gt;

&lt;p&gt;(&lt;a href="https://maps.app.goo.gl/wV8x6swZU9sNZMfP6"&gt;Google Maps&lt;/a&gt;) (&lt;a href="https://www.mq.edu.au/__data/assets/pdf_file/0005/1236317/MQ-Campus_map_2022-10.pdf"&gt;Macquarie University campus map&lt;/a&gt;&amp;nbsp;- grid N20)&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/gif;base64,R0lGODlhAQABAIAAAP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" class="WaContentDivider WaContentDivider divider_style_border_solid" style="border-top-width: 2px; border-color: rgb(117, 118, 119);" data-wacomponenttype="ContentDivider"&gt;&lt;/p&gt;

&lt;p&gt;This event provides an opportunity for all NSW physics HDR students to:&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;Present a formal, research-based presentation of their work to a learned audience in a friendly university setting&lt;/li&gt;

  &lt;li&gt;Promote research opportunities and achievements through interactions with researchers, academics, supervisors, students, employers and visitors&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;The best poster for each student category judged on scientific merit will be awarded a prize.&lt;/p&gt;

&lt;h4&gt;$500 Honours Research Poster Prize - sponsored by&amp;nbsp;&lt;strong&gt;&lt;a href="https://bosoneng.com.au/" target="_blank"&gt;&lt;font face="Arial, sans-serif"&gt;&lt;font color="#CC0000"&gt;BOSON ENGINEERING&lt;/font&gt;&lt;/font&gt;&lt;/a&gt;&lt;/strong&gt;&lt;/h4&gt;

&lt;p&gt;&lt;a href="https://bosoneng.com.au/" target="_blank"&gt;&lt;img 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" alt="" width="300" height="120"&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;h4&gt;$1000 Masters Research Poster Prize - sponsored by&amp;nbsp;&lt;strong&gt;&lt;a href="https://www.diraq.com/"&gt;&lt;font color="#CC0000" face="Arial, sans-serif"&gt;DIRAQ&lt;/font&gt;&lt;/a&gt;&lt;/strong&gt;&lt;/h4&gt;

&lt;p&gt;&lt;a href="https://www.diraq.com/"&gt;&lt;img 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" width="300" height="87"&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;h4&gt;$1000 PhD Research Poster Prize - sponsored by &lt;a href="https://sydneyquantum.org/"&gt;&lt;font color="#CC0000"&gt;&lt;strong&gt;SYDNEY QUANTUM ACADEMY&lt;/strong&gt;&lt;/font&gt;&lt;/a&gt;&lt;/h4&gt;

&lt;p&gt;&lt;strong&gt;&lt;a href="https://sydneyquantum.org/" target="_blank"&gt;&lt;img 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uBDyveg8qFKFL2RPaD06dg7ZcykWVVp5G6PvIJG3rXhNHKX50zXyF1SB9GrUd5Aj5x4wEiSSIxI/hhzTnnmKNXgT7MeTlr0cMJigN/NBvg1wXrlSHLCt78kOxb83rvH5OPjx3T8deDAmPN5eRFOp5NdG9LClbLXjh0LPTxmoPDI8OGGo6OG9zjUod2zu03Gj781Gb/frYsp2aNRw3caNXyrUro8c+zrg0LmYVxYEhoOSzhcWG60PMUc//3Cf/7zH6XD4ciOiooaYzKZ8mw228sWi+WluLi4qQqFYkCPHj2Sjx49GsLcjo558+axx40b5xg8eHDqhAkTEs6ePRvEbFNbAMDDkyZNMuM+R48enZyXlxfB/Hzy5MnxQ4cOTRkxYkRSTTZy5EjHyy+/rFuyZInk+PHjAfR9eYtXX31VOHz48ORhw4alPf/887HMz73F7t27AydOnGjDsY0ZMyZhw4YNVZ7fmTNnRo0YMSKVOZ7aGp7D+fPn88l+8ZrhsbEPo0aNSgSAhrhmD02ZMsWI+8Tr8sorr4iZbR4oFP3T8dJfU+KglKoQRDRynQeNnCwI8qSRe/bIr6Q5KkkrqJG7wg9rr5G7pBW3R65RwXa1Er5SRVFEiLo2FaJojYdT1ng4bdbD7wnWW8cykvf8kZX+7uG2rYefeOyxZADgMc9BQ6Ps++/Fu7OyWu9qmT5+j9WyYJfZ9OMOrQb2RClgh1oJ25RRzm3Nmsy5FJkvwp8hHFjCjShZlZrxGHOcTQmr1doxMjJyLp/P/ykkJOTO//3f/8FDDz1Ubvh3ixYtgMvlXuHz+VvUavXTw4YNi2LuB5GamjpaLBZfEggEV0Ui0UWtVvsfp9Ppz2xXG8THxz8pFApPCgSCK0Kh8Krdbn+N7hx07969tVwuP+b+/GJ1JhAIsG/nRCLRH3w+f39ISMh6pVL5H4PB0HfZsmUCsk9PXjr534YNG/wVCsVcPB6OUygU/paSktKJ2d4b2O32ftgfoVB4RSwWX4iPj5/EbINo166dSCqVbsHxM8dUG8PxC4XCyxqN5r9kPA6HY4hEIrkUERFBnT+NRjMLHzLMPtQGRqNxnEAgOIH9xXMUFRU129M5fSCwH/XyvLRld56MhdLxcVCC3rg3Gnmlyc6G08jvEXnFqBWikdOJnJIsoqIo8tsdrYZzNgOcdpjgWJL9j+MdW797om/vnO+XLav2adtQF6+6/ex57bWovW3b9tuTnLT0m9iYs7tUKtihkMM2pbLZk/mHoVxYyg6Fj/jCC4tbtknA8VQ31obG1KlTOVqt9o2goKDrjzzyCODh0ZC86YaETv8MiZ3H4x1KS0vrwtxnampqrr+/v5O0DwoKgpYtW/ZgtvMWLVu2TAgJCblG9ofH1ul0k+nFtTMzM0eyWKzyPtbWcJ8BAQF3BQLBbovF0q+mwt35+flhwcHB++n7iIiI+GnmzJm1Tt1gMBiew3OK+8DzLBQKFzDbIGw2m/6RRx65zOx7XU0gEGzCNxrcd7t27ToHBQXdJp8FBgZCWlpaP/ysLt/HPn36xIeEhFwi+8PzGxcX909muwcGhYUnOaX/TN96C73yJtTIK8SR16SRuyNGyjVyjbrcI0fPdguSuUyG/797MjM1/1TPbmPPvfaanDnWulzwhgZ+MX+eOFG3p1WraTsMcT+g1PJNVBRsU8hhs0LhbJ5kHg4LQznOj4PDYIlCseHw3DfCmeNqLLz77rvBCoViWUBAQIWbHEk9MDDwbosWLW49/PDDpQ8//PB1f3//2/7+/hSRk3ZIPKGhoVcTEhJ60/eLEplSqfwI90PaR0RE7H3nnXe49HbeAL1vhUIx7+GHH6b2g/sTCATfzGIkMGvVqtUQNptNvVHQx4Ek4slI35gPKbTAwMCber3+2epkwS1btoSyWKyd9POGfaR7u97CYDDMwG3x2PhTIBDMZrZB2O123SOPPHKaeUzm2LwxPz8/iIyMXEPI/PDhw3jN5pLzgX3h8Xj78vLyaj1Bj0EfCoXiI/q5xeuPjgOz7QOD0q+XiEqmJe+/9XicS1oZTRYEVaORuz1yTxo5KfVGeeSpVWvkmGvFW42c7pETjRw9ciJRbFYoYItEClsNhoNn9++XMcfYXHFg2jT+nvYdh+bHx3+zTan862u5HLbIFbBJrnA2KzIPC4cPQzmwkB0GH4VyYIXR+BpzLI0Fs9n8NHpg7pvXiTcwm81G+WF+x44dB/Xs2TM1JSXF2K5dO0uvXr06ogfJ4XC+QzKgE2B4ePjFnJycVNwnITK3Z3aBtMNt4uPjpzH7UBPatGnTicVilZL9BAYG3nE4HP2Z7bKysoYEBweXkzkeOyoqapZMJntDIpH8RywWl5tEIvkvn8+fExISslYoFB5ksVg3CZH/4x//oN4oAgIC/rJYLOOZxyHwROZoLBarrEOHDh2Y7atDXcn8kUceKZNKpUtkMtnrzDHWYP+Vy+VvZmVltafvv1u3bhY2m13u+ePD22KxTKS38QatW7fujg9Eci0CAwNvZ2Zm5jLbPVC4vmCStHhywuFbZJl+hZWdnoovWyoWX66Q/ZBeWMLmklaS3Ro5lf3QpZP/YXWFC+LKTvTKXRq5a4k+Ja24SXxfDJnsvBe1QkL8UFqhpIkoBUV6myMlsCne+N3Z/fsbXQ+vL5he0bVr10J3t28/8Cu9bm9+VBRsx/E0RzIP4cCi4DBYFBZ+Y5UH6aKhMWzYsOiwsLBT7huXIvKwsLAD3bp1S2S2pWPu3LkC9D5btGhxB7fFhwB6YBKJZD1TF9fr9XlICIQcQkNDzwwdOrQ8P01N+O9//xsmFAp3EVJwH2eN0+mspOUyyVytVu91Op1VTiQS7Ny5U2wwGDqLxeKNtIcUReihoaGX+/bta2Jug6iKzPH4AoFg17Rp08q195pQVzIPDAw8N378eD2zXV3gjuR5KDY29nX6w5rD4ZwYPXq015O7Q4cOFUREROyhXzOZTLaC1Mh9YEGR+aSEwzfHuD3yYYxcK42qkbs8crpGjh45fUGQR41ciR65AjYpXHLEBpkMNorEsElvOHAxP1/IHOODgv2vv87bmZEx/Cud7qcd+KCSSqmxNScyXxDCgcXBYfChQPT7tlGjtMwxNCQSExPH4U1LbjoWi3W6V69edvI5M0yP+btWq33+kUceoeviN1q1atWR3vaFF14QCIXCb91erxOJSiKRfOJt8WskOTqxsNlsfAMo7yMdTDJXqVT76ZOZNQGjOdRq9YsPP/wwGRPVX5VKNd9TP6siczTss1qtfou5TVWoB5lfGDhwoJXZri4gY3z//fdFXC73R/KmgnKUQqFYUtMcAkFcXNw0lHBIH9FhGDx4sJHZ7oHD5TXzxMWTUr6/OVLvllZMrsnOfkyPvAqNvCUtHzmlkdvgXBLRyN0eeXkcuWsRzy8mXaVcK9QqSx2JI7+nkVOLb9RuIi+P/lDAZoUcNrqJbr1ECl8KRbBRZ9hd/Ouvzd4zrwn7p0yRbU9IeG2LUlmwTSp1jVEmhw1SabMg8/kot7DDYIlKs/Qs1D+kryrodLr5bgKhPGuhULic2aY6IFEKBILf8IYlN75UKn2F2S4pKSk3ICDgNiFZJP22bdtWeL33BCSA0NDQ83SCjI6O/jezHYEnMn/33Xdr5Xzgm4VMJltFondwP8HBwWeef/55DbNtdWTuHmdx+/btM5jbeUJ9yLxv374NQuZ0JCUlPYqTwbTj3ExPT+/GbEdAHgTDhg3ThYeHHyfb4YMgKirqJWb7BxKFp06Flz6ZsfXmMAMUD4mvmDSrKo2c7pHXUSOvmGuleo2cHrVCaeTolaMEgSQnlcHnbjLfEKffCADBzDE+qNjTo2vbLbGxe7fhmwc1VqmzWZA5/kTvPDT8r0/sdiqaoDEgl8s/Q+J46KGHnOhJGY3GN5ltaoLBYHiZw+EUh4eHF/J4vKL4+PipzDabNm1iicXiDXgsvMGRsIRC4TfLly+vcqJ3zpw5LWQy2cf0CTQMmZw+fbqI2ZagIcgc0aFDh8yAgIDr5AHFYrFup6SkDGS2Y5L5Qw89dMff3/+6+29KthIKhVv27NlTo9TT3MgcJ7BlMtlKcs3QIiIi9r355ptVvungZHFUVNRC8iBE4/F4R8aMGUPl8ff0dvNAAQdY/ETmstsYgkgRubmiR97DrZEjkee4JztpGvlVlFfcGvl5SiO3wKkkV8Hlexq5q7BEuUZuRGnFpZFjDhT6yk6ikWOOE4xaQY18uyrKrZG7dHKUV1BLXi9B2UFCkdlmkQjWx8R+5O2r1oOCX/79b9E2q/XdjTL5HZzkpchcIr2vZI42jx3mXMxiwyKxdO93//53lQRWH0RHRy91R3RQckJkZOQyZpua8MUXX3B69eqVnp2d3bJHjx5pL730UoVoBXIDd+/evVVwcHARIVr3xNqT9LZ0pKSkdMdJSRpp3U5MTBzAbEdHQ5E5PmSkUuleGkkjub7ObOeBzIu1Wu07bDa7/G0Cx4mTzMxtmWhuZI7o2rVrEpvNrhAOajAYnsHPPBFzVlZWdmBg4A3a2J12u30Us90DjYLHM5+/PdQCxZj9EDVyhkderpGTqBVKWmkIjdzlkVdcEFRZI3eFH7qkFaKRo7TyRWQkrIuMhDUosYgjYb0+fiZzbH8H4BdzW3qrXpu12t+3RUpcZO4m9PtD5mGU1DI/OBQWB4fCJ3pDo0S3OByO54nMgqcBo1h69uzZKMSAiImJeZWuf+NkKEa8MNstXbqUJxKJtmMbIgGJRKJ1+/fvr1ZyaigyRwdMqVTOcR+fInOlUrmcGabIJPP/+7//u5uWltbWYrFMZ+r8NU0qN0cyR8TGxuK8SPlYMG48IyODilqi46233uLz+fy95NzjOROLxV96mqh+oFH6ePsZtwZZobivqXqNvA2jZifRyDGOHKNWEtweOU0jpzxy2srO8nzkVCbCexo5TnaiN07XyMlyd1xMQ012lmvkMvjcTWIUgQmEsFooupPftcejzLE96KB7GLt79bJsjNbuoTz0SAmsu99kzg6FhUFsWBjOK/yic/f0ij2vP9LS0tqhx+u+USnS5PP5+7Kzs+s8WeXJYyPIy8uTcLncX9w3PHU8uVyOb3t+9HZ6vX6KmwyphwyLxSrOzMykQv2q239DkTmCz+f/i0g8SK4ajQYX11SIt2aSOcpVSqWy45IlS0L4fD6J5qDGKRaLN+H/6dvT0VzJfNy4cVHh4eF/0L8jcrkcJ0OZ1+yf9ElPFotV0rVrV6/mCx4YFLw0UlE4NPHnm/0slYmcLq2gR57p0sjLPfL6aOTu/ODVaeTlS93dHjklrVARHUhk98hrrUAEq8WR53eMGaNjju/vhsOvvircbDB8shE9dCRxyf0k8zCYywqFD4PYsEihWNfQXs7OnTvZcrl8LV2Xxt9DQkLOYKRKr169jExvFFEdodYEXDJOX6AUFBR0KzMzsyf5fNCgQYawsLAz5HP3BBomIqtR3mtIMhcKhZMIOSG5KpXKb/74448KuWCqIHNqkjAnJ6ctykrkM5RbTCZTpfkEgnqQ+fnhw4cbmO0aEjabbQJKJuS8slis661atepMPu/QoYONTFTjmxReM61W+9+Ke/kboHRS9tN3h7h08sKe1nsaOXrkFJHboKDtvclO1MgvEo08xaWRn8Z85OUauSvRFakQ5NLI73nkLo2cLNGvmDTrnkZ+b7KT0sjdRE5C85DIXV65CD4Tip1r+QJYE6fftH/OnGpfc/8uOLJmDXuLzTH7SyT0++yZzw0OhXlBITA3JOzuqlatGvzNqFevXno+n3+UNtFF3bT4d1hY2CWxWPxZYmLiyK5du8Y2ROKl/Pz8YIxHJ8SAP3FiDRNW4edRUVGL6A8XjHGeOnVqNH5W00OkIclcpVKNxRQEbpLGKJ3dS5YsqTB34YnMNRpNd/J5TEzMK3S5JSQk5Fy/KkoG1pXMAwICLuECpfbt20uSkpLk3lpaWlrUU089xWbu3xPwjUIoFOZj34hhygNcPYyfy+XyD+jXjMvlHp08ebKKuZ8HGsVvj4spHpZ4/NYgd+3OqjTyCnHkSOJVa+SUR14haRZDI4+rrJGTIg6VNHL3snYkcdTIUSMmHjmS1WcCofPTCCGsjhDAepttAnN8f2ccPgx+mxMTn98QGeny0O8jmX8QxIYPg4JhoVj8fWNMhmZnZ1sjIyO/JIt78GYlNyf+jitEg4ODTwuFwm24erBDhw5dBw8eXJ5tr7bIycnJCAoKKiE3PxKeXq+flpOT0xVDGMn/sT9Wq3Ucc/uq0JBkrtfrR9LJXCaT7Zk3b16FHEQ1kfmcOXN4XC73IPkcSdq9eKaCRIGoK5mjTs9ms8+GhIT8yWazT4SEhNRo2C40NPSkTqd73dObFx3kAYohlkFBQYX0a2a32yf16NEjKzAwsJj8H99m9Hp9lRPbDyyKJ7X7719DTFDsXiBEhR+SlZ1I5G1pKzvdGvnFFCucTTZTGvlpd66V4x7ykTOLLx+okI/cVWoNE2Pd08hxiT5dI1fQNHLXZCfljbt1cjdBOVfyImC5UFTwRdeulC5Xk3f0d8JRp9N/c0LCK5+LI52fiyIpIm9yMmeFUDYPCZ0dAkvj40cz+9kQWL16dZjFYhkjEAi+RRkECYyQIo2sqJsY48TDw8MPxMTEvNCtWzePC3iqAxKISqVaSJ9YY7PZZzgczjH68UQi0VeLFy9mMbevCg1J5jqdbiidzOVy+f633npLQm9TE5kjMjIyclGWIG0w301iYuJQehtEXcmcGN1r9sbcbxu7qku1y4RGo3mXfs1QDhMIBD/T+yAUCnczUxM/8Ch5/2lD6XD7hZuYERHJvL+JWqpfIY7ck0aO0kotNPJ7xZfvSSs1aeQkaoXEkVMaOUXiLsJaJRABeuTLeRGwOpwPq6NjV9Y3FeaDCiSezQlJr64XRcJaoQhWiyLvC5l/wAqBD4NYsFgqy9+yahWVrKoxHqyYCCsjI6OPVCpdxuFw/ggKCvqLkAyTPPDGDgkJuSyVSj8gscTewq2Nn6Tvl/47Tnq2b9+eWk3qLZojmeM1UqvVH9DPYVhY2LEBAwZQMgS5hvUh8+qSiVVl6EHL5fJtK1as8HrdyMiRIzXh4eF/0o9Nv2ZBQUE327RpU+XCogcWxZPa/ecu5ikfaHRSBZmRzHtb7sWRu4kcNXIq1wolr1jgLKWR3yNyUkS5vPgyVV+zokZ+r9RbNRo5tUSfoZFTceT3NHKX1+kiKCSkFVw+fMIXXt/csWM2jqkxyKOhwewj/s38X20BAAGbLbb314vELgmKIvSmJfO5rBDn3KBg/OzOpylplRawNAY++OCDqJiYmEfRIwsLC/sZJyvpnhm5mZEcwsLCfk1JSfEquRS5Hkaj8Wl6BAQxJE+JRLK4trk8GpLM9Xr9KJJO1y2z7K2tzEIwZcoUGY/H+5m87bgnVDEipFziqCuZP/LII9djYmI+s9lss+Lj4z/w0uaaTKb5dSFeh8Mxlp7amH7NFArF0tpes2aPkvefMRQNs56/TnKwuMmcIvTONqo6UCWN3O2Rn0o0uwtLNIJGjtJKNRr5SoGQ8siRkJCIPgvnwWda3YckRWZzAiHpuhB1XbY7v2kx64uY2I8wR8398Mxd3jkbFgYEwYeRkbv3LlpU61Sy9UGXLl2kGMqoUqn+JRaL96EUQ/PKSAjhpaSkpEzmtlVh//79oSKRiJpYoxNDSEjI2a5duzqwTW2uU0OSuUKheJxkk6zrBCgdWVlZPehyCy6VT05OHkY+ryuZY2hiXl6eBT/D+9RLe6Su9zRGQIlEoi/cDya87iQh2enc3FyPk7sPNAontXv5zjCTu3pQRTIv6m2Gay0dcDkVNXJX1AqlkdOklfI4chK14kkjpwpLMDRykmuFIvKKGjkSOZVrhbYgCGOoUSNf7fbGCSEhCa3gcGGZSHxu+9ixjRr21JDA8DX0ojHlAACEun/i3zWGtXmD/G7dJOtV6oNfCsWwUihy3g8yn8tiw4KQ0DvLm6gqkScyxSXddrt9OCZjokUxkHjqr/r16+e1Dtu+fXtMb1s+GYqeuk6ne57Zzhs0JJkLhcLJ9NBElUr1tTehiVWROX4HlUrlu7gvWobK46RSE66srCuZ9+nTx8xs15iw2Ww9AgMDy8h5xjczrVY7ndnugUfBa8Oiikcm/H57qAkKB+ESfuM9IsfkWo+Z4VonK1xKwZWd7vBDOpHXUyMnhSVqo5ETj3w530XkH4fzKFvjSBrLHF9TwBOBIHBCsuzzzyOvjRxsvDxiaKdro4c9fmnAo69c6tpxwfl26avPZibnn2yVvOdkmmPf8bSE/cdT7fuOpSV8+0dKwvY/MpLXHW3TctEfuZ1fOzmw/8Q/BvXt/kffntarH38sPVtFyJ2nfux4tH/qOrnizFqKxJuazENgThAbFvgHwUKFYgMz3WxtwBwb828mPH2el5enjIyM3EiPfMFqRX369GlT1TZMzJ8/X4mRGISc0GPt3r17hcyL3qIhyVwgEMwk40Jy1Wg0eL4rPKS8JXMyjokTJypxHoL0DyWr6OhoKk2AXq+fWlcyb8xFQ56AKYy5XO4JMo6goKA7MTExbZntHngUTek85OYwE5SgV06Vg2OQeT8ztaT/clsrnEvEyJXKGjmdyF0auQ5+jK+/Ru4i8soaOSWtRAjhE77AuYzLh5UcLnymjVmSn1+3IrcNhXyAgMK8qcqCZ57sXvRop5nXu7X7rLBTmx+vtk4pvppmhyvJVriaYoFrKVa4lmqlfl5JssDFRDOcTzTBuQQTnHMY4azNCKdtRjhuNcBRYxwciY+DX3C1rNV4/eeUpF9+TU1a+0tm+qu/DRv26A8TJmirIneCzRkZg9eKxLdXR9wj9KYhczbMCQqGDwKD4f3QsLIvevVq8FWhXqKcZDGzYXBwMFkwQpWHS0tL87o49SuvvKJhs9nlZO7v7383JyeHqqN5v8gcJQiynN9N0rhwCfXgCm943pI5HTabbQxdcw4MDCzt1atX64SEhPEPCpkPHDjQxCDz2xqNplaT1c0eu0/tDiyd2HKlc4RbYqmGzIt6meF8hgVOOWhRK255pRKRl3vkHog8hkHk7mX6pEJQBSKnaeQuj1wEn7onO5F8loXznZ9yuPCJTHZwx9SpSub4GgPMG/banDmhhc+OthcO6TyqcEDnFcU5qX+WtEm4cadNEvzV0gElqVYoSLOXL666kGZ1nk+xOqmHojstMP3BSN5yjmLqA+qcGpw/49sOzkEYYuGwTgtH9THwu1GP8tXtQ2bjyUOZrdb80Cbrif39eqdtefHFSto09nm9wTh/PUXmTemZs2EOiw3vB7JhXlAwLNZEe7zhvUGrVq1UKpVquFwuH6NQKIZnZ2dXSvHqDQ4dOsSSy+WbiBeLWjoulmG2qwpuMi8PSWwOZI5hmjKZ7Bs6mQsEgjeY7epC5ij7YTZCojljX+Vy+War1foafYL0ASRzKkjib4PiVwallYywFt8Y4q4k5InMkcgfNUNxXzMU5FrgdKoZjlkZ0gpq5FSFILdH7qH4ckWPHKsDuUq9kcISlEZOiLw814jbI3dP3tE1cvTIV4Rx4WOJ7FB+t24NUrmkNrg16wX9tZG500p6t9pR2CmhsCzbAbc6OOBGOwcUZ9qgoKXdiXMNrkyS7tw1qTZ3OKf7DacqMre5yZzMP5S/7ejgkCEODrpz2RyMi4Yf42Lgh9gY+EEfC/t0MSX77Ja9e9tlPffzmDFUoWWC/MmThZ8rNd9+HkFJVM6mJfNgmBvAgrl8/qkNg0fWadJJq9W+iFonEge+7qvV6mV1mRRDMlepVOvdWjBF5rGxsS8z21WF5kjmPXr0SEaPGfeB+2KxWHfS09MrZWysC5kjJkyYEIsrW+lyS0BAQHl2wgeUzP9ennnplPZv/DXcReQ1kXlRHyR0C1zrboETSUY4aq6/Rn7PI6+okX/uTmNbWSN3kw43Aj7jcOFjqfz7zV1ym2zCEzXwG8+NySoe0HphUW7S6etd7HAzxw4lHW1Q2J4Wj5/lisknUUANReauyCDmWw8VHeTcFxsN38VEw4EYDezHJGU63ZU9CY7lB/v1yz7rzt63KT2zE8otqyIETeeZB7k88/cDWNTfH1mtTzDPqzeQy+UzaJOXVFHm/v3713oi7cknn4xis9lUMQK3zOJs1arV48x2VaE5krlSqSRFOyjDbJJ5eXmVUgrUlcwRNpttBL2cHt18ZH6fcXnzMnHpGPvPd5HMvfDMkcyxOEXxoxa41s0Mx1Pi4WejHn6Op3nkJNcKU1ppKI0co1bC+YDSymeq6E1b+vemvrANBoD/O39oE6tw7tDwsnfGistmPxFZ/PoIHmyZE3rz2eEdbgzruK6om+P2na42KOtqh0LMVZNtg2sdbU4qHr/d/SBzV4QQhnvuiYl2Ug/OaDXs0WrgO40SvolWO79LStqyr3N2n+MAYavjdLNX8wT3vPOmIPMgNswOCHbOD2TBAon0qyUbqs7GVxW6du2aymazy6NI8MbEJf2zZs3yevUeEltcXFyFtLa45PvRRx9NIp8zt2Gikcn8O0yny2xXFfDNxGKxTAgICCA5uakIHYVCgW8tlSKi6kPmZ8+eDYqKivqE/kAlVgcy91ijtLHwtyfz4uf75F4fabqL1YRqQ+aYSRGtINcMJ9KNFMGgrIIk0ygaOXrkEUg2Amqi8xO+4OZn2tj39r7zTiVtuC74dtk0QfGs3mllL7YcU/pyh/dK/tVqY8nTjgOlT1iPlk20/1403vFjyeMp+0oHWUugrwVKcy1QRKoskZw1Hd3pDu4zme+NIeX17q2m3aFWwXcqJeyK1vy102JauadHz7GrZPLTy7l8WB4hahoyxwnQwGDn3IAgmMMJv/ZJTg4VZ1wbYKyxXC5fTuQRNxnh4pgvs7OzHfn5+VVOfiOxjRw5UqHX62e2aNHiFn17hUKx+o033vB6tXBjk3lJSUmEO2S1BdMwGmjEiBFBQ4YMEXfo0CFFoVDMxoVRdGJls9llrVq18hg7Xx8yR/To0SOezWZfIP0lVlsynzp1qhXPFXN83hhz/97gb0/mZU+1XXh3uB6KkMhrSeaYFreopwWKe1ngfHsT/GyJg/2xMfAdWi008nIiZ2jkrlWdbo2cL4BPuXz4LJwPK6SK7ze0adOttjeNJ5Qu6GUpeb3Vyzf+FX+wdGpM6d2pcXBncizceUIHd58wwN3HDXB3bDzcGWmE28OMUDbQCIX9TM7CPmYozLVUTEBGctc0QzJ3PUBV8LVKCbujouArlapop1ZTskUuh2VcF4k3EZlTUgtOhC6zJ4xnXg9v0L9//+iIiIhf6N4h3qCBgYGXZTLZmsTExKcVCkVvuVzeXqFQtJXJZD0wf0tsbOwHbDb7D7pHjvvg8Xin+vXrV6sHS2OSOaYaMJvNy6xW60Kr1foh3YxG44dqtfoTLpe7mcVi/RwcHFxCW91KTUxiZI7RaKQq63hCfckcYTKZyuPZidWGzB955JEbcXFxaxISEuYzx+iFfZycnDwDH2i4b2/P99+SzMngyzbPExePsh67ORy98tp75lSOc7cV51rgWhcLHE+Ph4PxMfBtTDR6gS5C0ahhB+WRu+PIaRo5NdlJNHI3ka8WRzpXCcVOKuKCL4BVvAjKVkjkx9ZZ7TN25uVVWJ5cF9xYOyPq1msJr5X9K+bi3Wc18NeMaLjxlBZKn4iDkvE6KB6ncxaP1juLRxigeBgWtDZC4QCjkzoP5fndXWmBy3O7o1ZOfjZDMicP0m1KJWxTKOAblZJauYsrczGvDZI2ErlrPqLxyHx2YLBzXiALPlSqPofDlTPxeYO2bdsm8/n8X+keupskqMUgjzzyiNPf3/9GYGDg9UceeeQu+T+9rZvIT6enp1MkXBt4IPM79SFzNptNkTmpnkTykHgyMgFMHwvRyVksllOr1b6yYsWKKs8rkjmbzabIHLepC5mvWbOGTWL13eRI5QOvisxNJlMcIXNCptge9Xfm+Koz0h7fDCwWS63S1SKZ83i8E8QJwBqpDzyZE5S80rd3yQjjrVIkq/qQOXqoPSxQ1MMKxd1tcCXbAn+mGeCgMYYik3wl5iGnF5VQAHqEruyHUtggkcJ6d1GFL0RiWBchhC8EIlgjEMHyCOHNz5TqfWtNluk/5uWVhx3W9oYhQH3xxvsdBt/5d9xvzjw13H5GA6VPR0PJZC0UT4pzlkzQQck4HRSP1kPxSD0UD0UiN7nSG+B5QI8cx9zNnd89x+rK7Y55a1o64GomZpW0QyHmem+mZP4VknlUlHOjTE7NbRS3SqSOu0kug4/CefARl9+oZI72gX8gzAnlnN/8xBN1nrju0qWLAYsn44IfJAbmaz+dOOh/480cEBDgxOyGKM0w9+sNnn/+eW1wcPAZQqJIMNnZ2VTOkNp+NzMzM0ey2WyqX2R/+Ht1Rtrh4ZDccdESVluyWq0DPOnkdGAII5vN3kc/llqtLi+04S169OiREBwcfI3sA6+BWCyex2yHQM+8RYsWl8gxvRljVYbb+vv7X4mJianVXNmoUaPMXC73PO4Dz1twcDCu2q31g7z5AeD/iiZmvHd3VDyUDDVA8dC6ySx0Mi/s5sp7XtzNBiXdbFDQyQqnM41w2BEH3xm0sCNaBduUrnzkJJ3tRrmCyrnyuQQrzEtufS6RFa1WRP25Sib/er3R/NbmbrnZB96aX+cc1HQcz18YdusNx9u3nlfd/StPCaXTNFDytBZKJsdAyROxUDIhDkrGuomc8sgNrvOBRI7jLydyl1ZOETlGr7S2U4R9BWPIU+xwPtUKV7PsUOhOTNYcyZzMVeBPPG5RywSqX7gdeuZI6o1H5iyY7R8IH7BDnMssluHM61QboH6KBXlFItESLO3m7+9f6OfndwujUzDhFBrKDug5+/n5FYeHh//O5/PXJiUlDc7Ly6tQTq02wNqRWKwiPDz8CpfLvRgREfFz586dbfhZbckcc2tLJJIj4eHh57lc7pmajMPhnObxeH8IBIKD4eHh22Qy2fvt2rXrlZeX59Wk6eHDh/3kcvmc8PDwS+Hh4dj3n2w2W61TAiMsFstEHo+H/ToXERFxTqfTeawf0LFjR2FkZOSm8PDwy8zx1Mbcx7oskUi2dOvWzetJb8Ts2bMj1Wr1Bi6Xe4nD4VySyWQH27VrVyt5rVmi9IuFwuLxyd/fGolEjlZ/z5yQOSktV9TFCsVd7FDU2U7pyZfaWuF8KzMcSzGVft+t03O7u3cftzO70/RdXbpN/rpz51Fbs7Nzv0xPT9o3caJy5+XLXlUT8RZ/fjFDfvMVw5fwbyXcelYFJdOioXQKeuRI5HFQwSNHIqc8cjeR44IpukdOyuYRIm9J8rrb4VyKtXxl7MV0KxRmNWMyj1LABpmc2u5ymg2upNvhaoYDjloN1OTzotBwWMppDDIPhlmBLJjrFwgLNJoKWfjqCvRGp0+fHhkfH5/QqlWrXu3btx/dvn37yW3btp3Stm3bcVlZWX3NZnP6mDFj5PQiC7UlXjpeeOEFQY8ePXSYqGn8+PGyuu4L3xYx1wlWRerevXtMTZabm6vFJfZr164VMKsoeduHhQsXhuHxsP+TJk2S1uTNVwX3pLKmU6dOun79+mmrSzmdl5cn7Ny5cxxzPLU17PNTTz1VJ6l1/PjxArxeuI+nn35a4u35apYgnb/0bJe0kpGm0puEuBqBzNEzpyYHc2xQmGOHomw73Ml2QEnPrI3ezkg3xMku2/yO+ObLxq3wghKuP6uGUiTyp6OhdLK2ZiKnPHL3OAmRk4lO9LzRI3cTNCHyEwkm16pYazzlpRe2TGiWZI7hoCi14FvSiUQTXEq3UX1DQj+RYIT1EgksCuXCkkYh82CY7RcIHwhFv347bZqAec1qg4b4jvjgwwOL4hkdhl8fZYCS4W6JpZHJvCDbDoUdbFCanfBX0Zjeg5j9oaMhb86L+XnBpS8ZV6JHfv0ZJHKXRk4R+SSUVjxp5MQjZ2jkFaQVl0ZOSStuj/xMksWVdAzz1Njiy1MbYIbJQioHfPMj801yBTX5/INRB5fSbHA+2UL1C3/HRGoYcYSEvpiDpN5wZD47kAXv+wfBe6zgW6t79GiJ16o+1x23JdvXZz91QUMdj4yhJmNuQ//bW1S1v7rC2/0xx1IXY+6zNmio/TQrXJ+U+l8YG+/ShZvAM0dv9kZHOxR0Sf219MuK+ZUbE2VvJs68O1MFZRSRuz3yJ9EjZxB5dRo51kAlRE5NdtI08tSK0gpJOHbETcC4GhbzqSCJo8fb3Mh8s1xBRRNhm7NJZiobJtZxRSN9/FoVBYs4LgJvSDKfFcBCMoePE5KmMK+bDz744AX279/PK52cse3OKD0UDTc4G5/MUTO3w52OVige3Pk1Zn8aCwXzemfdmqkpvpOnrodG7h4LVTaPppGn0zTypIpEjuT7s0kHPxldOVSwxil66fTqTM2JzEkuHEzLQPqEhp45/n0x1Qq7olXwYSiXsoYk87n+QTBXIPr0b+Up+eBDU6HkjeGGkglJZ26MaBoyv5Zjd6JeXtwp6XrJuEEeV6U1NI7t3xJ682XTl/CcqqK04o4jr5LImXHk5URevUaOhTnoRO5KaxAH3+tiyRJ7iqzRO29uZI6Ltj6XSOG7WC1VOQr7Q7dzyS6P/RuNEj4MRQJvGDJ/zz8I3kfdPDLy+wvfflsv3bwp0JCv5w3xut+Q8gOiofZV036Y/W4oYx4HUd1ntUVNxyLwtl1dUGm/xXndu5aNMtwtw0gWSjNvbDK3OW/l2KCod9bOX9flexU+VV9cn5XT/+Y/1XB9ugZKpkQ7K2jkJPzQC428kkeeVrVGTkiXeOQkYySmNEBSxcRj6Jljyb3mROboma+XSuErd5jiGXef6Ib9ROllu1IBC0KQxMPrT+YBQVSI4vvh3Cuftm2bzLyGtUVj3DwPGnzn4H8MpS/0nnpjpM41+dkEmvm1bBvc7ZwApf3aUdVJGhuYe7nkefN257NqJHK3R16DRk6XVohGno2TnW6PnEx2MjVyxz0iR22cEDl65JgxEokc89IQQj1mN1KefXMi8/JC2VIplTsdtfPTiaaKlmCi/n8m0QSb5TKYx+bUm8xRZpnlF0j9Pj8+vlKqVm/BJLCCgoKwiRMn6uLj41NxST+u8lMqlZnZ2dnWNWvWiOntmdtWBQwfLCws5KAxwwFrC3ctyzD3vqrMJVMTcD/ufWCpwTB6yGVdgOUKyf6Yn9UG2A/auaoUdopjdn+GfW4I4zidTlY1x0Gr77nBfYW791dlJB5+T/D7V1Wf6gOn0xlIzlv5P4ufzlx8d0y8yytvAjIvzrFBcbbdeXlI9/4VetdIKJ03oG3ZMzHXb0ylhx/GVS+t4Lh6mu9FrSCRk8lORtSKZ42cRuT6WCol7d44GpFrVLBVGUXp5y7dvPmR+eeRUmofSNrYH0+GOjoW7sbyfXOR0OtJ5u/5BVKLiJYmJ8/0llg9AW/WzMzMDhKJ5CWxWLwhMjLy95CQkGI/P7+7/v7+fwUFBd3ERS0SiWSnUCicYzKZBj7xxBORzP14At688fHxk8Vi8ZcSiWQDJvrCZFPMdt7g+PHjATqd7hnsI+4Pq9337t07ltmuJgwbNkwilUo/cI/1c/f+Fnfu3FnLbOsNcnJykiQSyUocX2Rk5Dqj0VhtxFlVwMVUGo3mvzg2tKioqJf2u1MvI1q3bq1RKBQf4XEkEsnnVZlYLP6CbjhGZhta2w1SqfRTUkwbgfHkMplsFvZBKpVuUKvVc7t37y4v72gt8MYbb4TL5fK3xGLxRuy3Wq1+d/DgwZUWMuKDCxdNicXi9ZjJE89nWlpag1TVwrj4yMjIT/D4uH/M6/+PDUed/mXj7btgnJvMG1VmQYnF6izDOPOuKecvTRzeJKutSl9IeQtmIJG7JzsraeTucRKPvBqNHAtL1FYjR0LcE+vKFEmIFAkUV1xigrGzSRZ3GGDzIHMyAYpphzGbJfYDDcfpyVCG+c2mpxJzzWOHwYf1IPN3/YOccwKDYKFK9SmuTGReS2/w6KOPxiBBsFissqpyltD/h22wGIVAINifkpJS43LuLVu2cGUy2SGyfWBgIDgcjpHMdt5g0aJFMpFI9CvZV0hICO6r1k6OxWKZzsw1g8vpkUiZbb0BLq6i5ylns9nXcnNza53q4LHHHksIDw+nUhTjeRcIBGcWL16sJp9rtdqezGvUEIbXpGXLlk+S44wePdoeGhp6nXyOY4uKiqpTVaHnn3/ezOFwCmn7+kur1VKrfelwOp1cjUazi6QLwPFLJJL8JUtqn+qZDnRy8KFPP2+PPPLInX+U7dwsvj7e9tutUQYXsTUmmXd2hSXeyLFCYZ/MrQXHj9d5+bS3KFr1Irf0n7bvbj8VDSVPxFTUyEfUQSOnRa14pZHTpJWdWlfKXyRQJE+M6cYwQHwIXE63NxvPnF7ZCX/HFaCkL1UZ9vmQPoaKbJkfHFZnMkfPnIpoCePumTt0aDjzetaE9u3bZ4WFhR1h5mbB3905SyjDm5kUbiBt8KYLDg4uVavVT1e3AnLVqlVcuVy+j+QFcWclrFMagry8PIVIJDpAbviQkJC7FoulH7NddcBEWXw+/1v3WDBTIjHAlAa4mpS5TU1o167dU0iI7ocflQ8dvcB169bVSlLCfC24ZJ+cX3xwLViwoLy0X1RUlFdkTvpBEo+R/zHbEcNrkpKSMpkcZ+zYsTZcsk+2adGixQ2hUFinpFrTp0+3YKoFsi8/P79SmUxWqbCG0+nka7Xabe7vGdVvzJmTmppa64c1HZ07d24VHBxc7B4rOScl/yj5cFp8yTjr1VIktkYm80KUWXKscLuLAwr6ZL3D7GRDgryiX35/hK3s6biCm08ypBWc7K1KI6+Qa4Wpkd/zyL3TyO955Ewix9WWn4sl1ETolTQbXGhmZI45cnAiFN8yyEOrKjtuN1LnZIdGCfNYoXUmc/TMP0DdPCz8j6VTJ1KJ1LyVWzIyMrBQxVn6TY03XHBw8I3w8PAdWq32naysrElZWVnjExMTZwoEglUhISEXCJkQrz0gIOAvg8HgMacIAslcJpPtJe2R9Ewm0zBmO28wc+ZMuVgs/p4QA5vNRjLvy2znCeS8tGvXrjOLxSr3OumGRZftdnsv5rY1AVMf4EOPvi9MHoZFL5htqwN685jzBbd3k/lvdDK3WCwWqVT6A3rsAoHgBNOEQuGfmH/loYceuku7ps7Q0NALIpHoWERERKVtcF+Y26ZLly7tyHHGjx9vRTIn+3CTeYfyjtYCzzzzjJlO5i1atChRKpWVPHMA4BEyp/UdhELht/gAZrb3Bu7aq6vcD38kcfJwK/nHjec6tyoZa/mrBCM5GllmKSfIHMfd4nH96vRa6i3IF73kgyH9iifF3i6jJjv1lTXygTVr5JS0QjRyN9m6yM1UvUZePtmpoTTyfJXKReQKBXwpw4gRGawWRVJ53VEzb45kjqX6UCI64aiezClCT3D9/CIyEuYGuwi9tmT+nn+Qc3aLAHiPy7u4ZdQor8u/TZkyBb3Tr4l3Sm4cDoeT73A4cvfs2VPp1Ra9b/QcUWv28/OjqvIQLzQkJORaWlpaW+Y2iOZC5gQSieR9QhgPPfTQndDQ0HMtWrS4SSoMRUVFve9p4rE6dOzY8SkmmWMfQ0NDz/Tp06cScVWFmsgc79OlS5cqX3rpJeurr75qYtr7779v6N+/f0cWi3We9AMfXH369Bm7bNkyHbM92uuvv26dNWuWlv52dT/IHD3z6Ojor5hvHviAtdQyoRzhs/T09O5VPLhL/lH6z04D/xpnvOeVNyqZ26CkM+rmjoLiN2emMjvcGCh9KeeZ6xP1Lo98TENo5KgTu0irwoIgTxq5lqaR0zzyDW49el2khCq2gROOGM99sRmSOfYR885ThG2Lp/pRnSHpYwQMFtb+IDi01mT+rj/L+Z5fALwXGnbj49SWWczrWRUSEhJG08kHbzSBQLAMSZ7Z1hNsNtvEgIAAJMDy7YVC4SacoGS2bU5knpeXJwkNDf2Z9NvPz+9ibm7u42FhYb+RfXI4nDMjRoyIYW5bHTyROTkvmLc8Pz8/GNvV9NZUE5l7g+TkZHFwcPBJ0ofQ0NCSYcOGlXvd3qA5kTkaj8c7XNu6ruiVCwSCL+kOC81K/lH8Yo9n74zWuWSHRiZzjGa5jhkTuySeOPvyFJm7g9V+GeqLsmcy3rg70QDF1Bir0MixvxWSZtGX6DecRo4TnsQjR5JcI46kyt9hEQ4k8GZJ5hIJlXgLj0slC7PVbCcdJkpuQe8cJ0RrT+aBMCsoGBarorsyr6cn5Ofnh4nF4nzyxcYve3h4+K8zZsygtGJvvmMYQhYdHf22W2unbpSgoKCCzp07JzDbNicyT01NfYyUiHM/gLbOmTOHh3ndiQ6PcwU2m61W8khVZI6G8w12u30gcxtPaCAyVwUHB58ixw8JCSkZMGBAZ/zMm2uLaG5kjpKVXq+fytymOmRlZXUJCgoqZe7LbSX/KH2p9+zrI2OgaGS8s9HJvLMVyjpRk5+7nGvmNWhK26pQOtnx3t0J8S4i91Yjb+MuLIELglJt1MRkhfBD2z1CrZLIGRo5RZIViFwMK4VirF1K1TU9lWiipJbmRub4oMFJ2l9MOlcfrIYaDQkd31qwzN8cVghF5vO8JHNcBYr2QUAQfKiK9oogk5OTk4KDg8vwS403GJJXbW4UQgi9evUyBgUFXSU3CJKZ3W6fwWzfXMgca3/K5fJPybZIEHFxcVQER3Jy8mP4NzknERER22sTD88kczJW8juXy/3t8ccfr7Gyj4/MPZM5GubSHzBgQI3nEHH+/HlWZGTkFvr1YOyv5B+lM7uuLR3eBGSO5dSQzHMsUDQoZ3l9g/a9RfGkpHewZmfxUH1FjRz73stcLq1UiCOnMhq68qZQGjkjaRbRyJFI6Ro5Eic9jny7B40ciXy1OBJWCkWwAkuzcSOoEm0uMrdVJnOUdBxGF0HSydydgbGxyfwLiYRKffujIZZK4YvH98YwVPN7nRYWhoTBvOAQyrwmc78gqvLQR0bz08zr6QkJCQljSGQKWlhY2LnRo0fXOu57zpw5QRijTNOfkbRWMheFNBcy79Wrlx1DBsnNHRIScmbChAlUjPrYsWPF+HZCbnasDdqxY8dWzH1UBTqZYxm5yMjIb0JDQ38i/cRzpFAoFjDPDRM+Mr9H5n5+fmVSqfQXPz8/Ss7Dt0CsncrczhPw4YwhkOTci0Sinx955BG6dl7yj5Jn2n1bMjwWZZbGJXP3BOiNHAsUDu1ap9jXuqB0csbrd0aZoHhwvIvI+5mh0JNGjvnI27g08qsMjfwk5R2748jN+goa+QG3Rk6iVpAsCUkSj5yE+aGXS3nkAhElr6BXjqF8SOZnE01wNcUC15LNUJhihauYpRDzoCSa4YzDBOfR7CY4bYmH3006OGLSkUlXJ0abNAaZo0eO2j5G3OA+yYPMG8MkXX/YjPClTEp553NZ96SWGskcl/QHBsGyxMR/M6+nJ5jN5nfp8khoaOjXtZ3wI0hMTMxDz57cqAKB4LudO3dWKHzQXMg8Li7u36SvSJQqlWoB/XOtVvsGOS/YRqvVvkv/vDrQyRz3gdtmZGT0CQgIuI3/w/1hqb2kpKRqw+x8ZH6PzNlsdmmfPn0mstnsA2Rb9M6ffPLJakNHly9fHs7n8/eTcxgaGvr7wIEDR/n5+V0l+3GR+dOtjhSPiGt8zZwidBvc6myHwqFdnmV2uCFBLvD5Q4tZxeMT8+8Mx5qdxnvSCvavApFXr5Fj2F3F8EM3kTOlFS80cpRWCJEv40bAwtBwWC8Swfk0u/Ny2/QT59qk7jrfOu3Tsx0y3zvTq/PL5/p0f+FU984vH2+X9c4fGcnLf09L2v5basLvR6zGu0fj4+Aoyi3xcVRq3YOGOGeDk7lUCuvEEvguLpqSUH616L22o9Z4qjj04rBwN6HXjsyXOhxvVRfvTYCr/UgsL/4Ui8VLmG28hVarHUK0ZjQMf8vLy4ujt2kOZI594HK5B8l2gYGBt9PS0rrQ23Tu3DkdNVbSJiws7Ogbb7zh1SpXJpnL5fJF+ICUyWSLSFgc7jc8PPzI1KlTyxcBMeEj83tkjiULs7OzOxuNxqfxnJJzq9PpnmNuiyBjwzdPIplhe5VK9fKMGTNS/f39r1ck8yeSTheP1DVJNEtRZyvc7uqAwkHZ45gdbwyUvdmrR9k4060y7DsS+aNVaOSk+LJbI3cRuUvqOE5VCKJp5G4vmBD5vlgtRZREI9+O1e4ZGjnxyFe5iRxXSmK0B1bq+SgsHNZGa3dfGtw3p3jO2zHXasiDgbrnxcVz1Uc7dWrzZ27XZ35JS/rqJ0t8we9GPRzRo2ceA/v1Mc6GJfNI2Bujgd/MBjji1uq9MUzziwuOsFD3+4Hs2pC5E8n8I6t1fk2v8Yjw8PCNbmJ14pfeZDLV+c1PKpV28ff3p7xPNIFAcG748IorlZsDmWdkZHQNCAi4Q/oZERHxPfaL3mbTpk0sqVRK6azuft5NTEz0qp9MMo+KilqK/58wYYKWy+X+4e4v9fCMiopCucXjm5CPzCt45oCTmPPnz+ejR076EhoaenrMmDEVHohkXC+//LIEI1/Isbhc7smpU6cqhw8fnuzv73+zApkXj9QVFY9yL6JpbDLHaJauCVA0sGO1r2YNgctH1rCvP5O0yTlRB4WPmZzlceTokeMkrJcaOerEdI0cidwVfli9Rk6f7ESNHCcDPxWIKI98KZcPH3F4sDg0HJZwuPBZZmb5suPaYvnu3YHHHx/d6uf01P/+5LAcPmzUw4+66AbzzHHR0FpxJHyr1cCv5nsTr94aPgAO6VzeOSF0r8g8IAgWG43LcJKPOWYmOBzONvxSo7brXtjyErONt9DpdO2Cg4PLtUgej3elT58+FSJa7jeZY+SNUqn8iGxTnXdnNpvH4apDbIftMa/JwIEDK4VbMuGJzMlbUmJi4kD6Aw/jnrOysnKY+0D4yLwimbdq1epR/Cw2NvZpki4BP9doNG94GktMTMyzxCvHdjExMS/g//v169fSE5nfKcal/E1B5p2tUNw1AQoGtM9ldrqhUfbOoz1uTNbfLZsQC0WPmaAw11q5ZidDI6eiVmrQyImE4Y1GTkkronsaOd0j/zAs3LkohMo0WPZpSgpVJq2++GnmTOnP2R2m/2gznfhZp6WSeKEEhLnT60Pm6Jnv0qgpr/xno65W9otRR02I4kKiWQHBtSDzQPgwNu6zmrIIIsFwudzthMzxBmnZsuVM92eVbo6qQNqmpqZmhYaGFpGbJCQkpCglJaXCmoj7TeaTJ0+OZ7PZF2nbXO3Tp4/HBVYzZsxQhYWFlXuBLBarqE2bNin4WXXnpwoyfxg/w+AFmUy22k1SlNyCcwt5eXmViir7yNwzmc+aNStCKBT+gP/H/YSEhFwZMmQItQ8yJiwwjekYSJ9x1WunTp2oif2BAwdmVSZz9Mqbisw7WaGoayIUj8ztxhh3gyIf4JHSZ9NWOyfFQvFEnbNocDwUdnUTOZaso4ovE48c84lX1sjveeQuIifSClnZSUkrNI2cklYYHjlq5ERaQY/8Y24EfBTOowo5LAjlOBdh2B4v4pf8V1+lFg94+8WsCccnTzAdSk1ehQ+eA3HR1AKm+pA5euY7NWrK08a3k9raEbMBdkerYV5wKMwJ8p7MF8XpVmOaT+b46PBE5pmZmbUmc4LU1NQMXP1JbpLQ0NDSpKSkCpnu7jeZx8XFTSXeGppCocDKTB4fenh+xGLxUnrMeXR0dI1RQlWQebmU0rNnT2tISEj5qky31/hqxb34yLwqMkfYbLax5K0J22AmR/o5Rm2deO943WJiYt4knyGZ4yK3+0zmSVA8tk+jknnZh087Sp40FN54Ig5KJ8ZBySi9KzQSiRzrjtLiyLEwBFMjd0303dPIK0523vPIa4ojpxM5euTlRB7CoYjtQ1YILFKq5+R5MclXW6A88UOHdhP2G/VXDsW4+lxXMkfPfIdGRXnaeD5qa4fjXaS+gh9BEbd3ZB4Ei3X6NU1N5piiFMP9aGRehgRPb3M/yfzJJ59Ej24Xae+OLa92abjZbB4SGBhYrq+LxeJtq1evrjbJXU1kjrBYLBPpmRVZLFZxhw4d2tDb+Mi8ajLH9MBcLrc8siU4OLiwffv2ifjZ6NGjleHh4X+S/oaGhp4lYacIj5550Si9s2nJPBEKhnbqTjrVGCj7d5vn7k7WuRJrYU6W8Too7GWGgnY2KGjjyn5INHL6gqDjDhMVz41hdcQLpTxyd9Is1J/pHvl2tQq2uVPZlk92SqT3PHKBCJbzhVTUChL5Yg6Pil5BIp+HpBbKKVvdo4fXS9brgh/69u6w32T48wetut5kjucDwyDrYhgXvy1KQZH4B0HekDnlma9qajLPyMhoGRISUkhuEiSO5OTkNHqb+0nmqamp7QMDA6k8Mu7+na8pl/qCBQukHA6HHnNehtklme3o8IbMyUIWevSPUCj8ZuHCheUPCh+ZV03mCJ1ON4O8ZeH5USqV/3H//1/usFLy1lOhVrJHMi8eEXe9yci8sxVKuyRAycDsPvSONSTOLX+BXzLNdvD2k1hJyJ27fIIOiocaXEmzUFpxl2orJ3J3Glckcgypw9WOh9Ejj3dp5K6oFfRuoykixMRYGLWCxSVwqTtF5KiRS1ySBDXZ6UFawdJquBoSyWx+IAsWKpRL3nrrrRon+OqL/Y+PStxviv/hQLS6HmSupla74sOtLobb4rlcFMop986rJHM/F5kvNug/qUo+IMCbOTw8PN9NrNQEqN1upyaJ6gKr1doG44HJTR8eHl7QsWPHCiXs7ieZY1gaCWvDbeRy+eI5c+bUGPGDZEBIxf1K/z6zDR3ekDmiR48eNlysRM4Xnn+63NKcyZzH4913Mp8xY4ZUIBD8SPbFYrFOZ2dnD+dwOEdJX0NDQ0+OHz+eOmdkvJ7JfJzlIhWa2ERkfgsnQAd2qPa1sC4ggyybM6Rz8aS422VPVPTMSx7XUROgV5LvlXq7l2sFww9JrhVPC4LuxZG7sh96H0e+hCatYNKpOSw2tVR9Nod7ZU3//pW+AI2FQ0OGmPcaDb/s19SezNeKJZRmTlaa1tXQs18jFFHEXbNnHgQf2WwY21zjSuGwsLAtxDNHMjEajRW8mNpAqVR2DAwMLE+4xefzLw0aNMhOb9MIZL6fRuZ/VUXm06dPj8QbH9th+6CgoJK2bdu2Z7bzhL59+6LGfYWMKzw8HOPnFcx2BN6SOQLzvmAmQLLv4ODggk6dOlFyAVb7+buReV5enomRz7xEKpVWupe9IXMExpGT84f7ZLFYpeRtB8+9Xq/PI22rJfOSpzKONcmiIXc+89td7VAwMOepCqNpQJQ8lz7rztNxUDLR7ZkjmT/uInSMpb/UygbnEquOI0ePHImHrpHT48jLJzu9iCMnHjmWUUNp5QNWCLwfwIIPgliw2KB7htn3xsbh8WNSv9XHnd6rUXpN5lSceaQEdkWrqfNyUB9bZ8OH5FfKKCc+0N5HC6qSzKlFQ0scjtlVEQgdERERn+OXHz1z9wRftV5ndZBKpb0feeQRatk0WkRExOlx48YZ6W12794drlAodtPJ3Gg0jqC38RYzZ86MEolEh8hNicUpHA5HhRue3MBIBH5+fuWkyWazj40cObJLt27dMnNzc9tUZfj5mDFjOgoEgvLqSLif6tKwekPmpF/z5s1jY/ph9zWgSBtLmeG8Td++fZH47juZP/744+awsLCLZB+YIlggENSp0tD06dNtXC73ArlmgYGBxSqVqlLVNG/JfO7cudQKT7pcRQyjWTytEPVI5sXTsg66l/M3Lpm7Cf0G6uZDO9f5Nbg6lP7ytahkmuX7O0/FQDGWh8PJT+KZj9NB6XgdXO0TD6cTLFRmP6KRlxO5Nxo5k8iJRi6qrJEvIho5O4ySFWYHsGBeQBAsUCrXHs/Pr3YCqrFwoEuXvt/GRt/cpXYRurdkvjtaU28yx7edPbHRzoWhoRWIvCoyX5qY+Jo3N6tGo/kIbxiybJ3D4axhtvEW8fHx48nNhyYUCo+8+eabFcjH6XSyo6OjNxMyxweIWCz2KscGEx07dozlcrl/kpsyPDy8rFOnThVWciJwbkAqlX5Gv+ExdzlWufH3979Rk2G7hx56qDw2HE0qlX7BJGgCb8icjk6dOrWhVb+hMismJCQMf/zxx+M4HA5FoveTzMeMGaPDXOxkH/jAjoqK8vgGVBMwxpvD4RSTaxYaGnopJSVFx2znLZkjkpKSRtAmk6kHNp53jFxitkV4JPOyf3XaUtIUibbcWROvU7lZOuHKvgaL4CAXtOiVLh2vTzGU3XjSXeuTQeaUPa6Hi13j4ZjVlTTrN4srjryiRq6tUiN3VQhy51phaOTokdM1ciRylFbQI58dyHLO8w+EObyIQ8sfe6zSk7apgOdqX1ra6/vUavhapayWzF2JtqTwRaQU9sRo3LlfYupsB9EMMbAigg+zAlnVkHkQzEGZxWqt9u2FXPekpKQX3JNF1E3A5XJ/2rBhQ6UCuzUBv5MGg+F9ei1NLpf7zY8//shhtHtYpVJ9hL8SQpfJZLPpbWoC6bvD4cgMDAws1+i5XO75yZMnJzHbo4dLl0kawlgsVsGjjz5a6ViI2pI5AnPF0EMm8c2hZ8+eQ/BhhX/fTzLv37+/LCgoqHwSGPsZHx9fp8V6MTExA+iySGRk5C+vvfZapeLQtSHz//73v2ECgeAbGjnjd+HEkCFDKhTkrlZmKXuh50dlTUHm5VkTrVDwWNuNzlOnqo1SqAuK/p311N2nY6AMJz+RzOmaORI51v7EakNj9XC2owGOGA3wM4bNEWmFljTL5ZFryr1XEkfO1Mgrhh/S4sjLNXKKyGG+XxDM4fN//bR160raWlNj36BB0p3xhl/2IJmrayZzfHDhKlKS96U+hg+EL2WS6smcypoYBIu0cY8z++4JWDOTTAqiYSHnrKysWr9CT5s2TYCZAcl+kNQFAsEiZjuESCR6ntykeEOJRKJ9+LrMbFcTTCYT6qXlfQ8JCfkxLy+PyvVPh9FofIZZsLm+hudMrVZXig1H1IXMMYpFIBDsxG1IxSZ8swkICKDXAL0vZP7UU0+hFLSVvNngtYuMjKyQmMxbaDSa2XTSlUgkmzxFXdWGzBGZmZkdxGLxHzwe7xqfzz9tMBjGMNtUT+Yv9X7l1qgmkFlIcYpONijsnnr46AvTau051YTr/0yc75waC8WTYpxVkvkYPZSgjdbDmRy9K0FVnCvb4H4diSN3RX141Mhp2Q+90cjnBLJgbhAL5kUI967Mzq6gvd4PkC/DgdwuQ3dFq2+jd47hlVWROZaNw9/3xbrIGOWn+hg+MLerotxvK57JfJYfyiwsWCD37jW4W7dueg6Hc4HcXHjDKhSKjxmTp/+Xk5OTZTabn0FLTU0d/eKLL1bIZeJwOHrSl6kHBgb+1apVK49aeLt27boEBweXT5TidqmpqV5FaZFrgHl2RCLRF+SGxJteKBSuysvLq0CaS5cu5YSHh39HH19UVNRam8023Wg0/stsNntlmJtdrVZ/4ufnR80J4HH5fP6Po0ePltKPh6gLmSPwHAcHB5fnhKebm8wrFHT2Bg1B5tjObDa/SH8gcjicE+PHj9eTz5nb0EE+nzRpUnRISEh5X/DcyOXyl5ntEbUlc0ReXp66f//+SdOmTYvzpF5US+Yl/+4x/q+xTZObBT3z0s42KOjkuHh11gtenURv8eOOHzk3n7Fvp8j8CbdnzpRZ3GSOC6WQzEvHGuBMFz316r9XgzlMGEmz3Br5FjeRk2INa91EjiXfVvCF5dIKPY4cNfL5AUEwlxUMC9Tq5dvGjKn0GnY/QM734YsXg3dYjF9/q4yCbVHVk/lmuZx6Y0H5ieR8qavhAwHzvHwYyqGW9zPJvLxsHDvk7iKT3qvq6TjRJpPJVri9Lur1NyAg4EZGRkZ52ohJkybxFArFXpysRJLicDjOdu3aDSKfv/3221ECgWCfWzah9sFisc4OGzYsuvxANLz66qtCLpd7mNzUuB2HwzmAS7BJm5q+20ajcRzJUY3mXgA0hXxOtm/btm3XoKCg8thyXL4/YcIEU4WdeQmst8nhcP4g+8LjW63Wnsx2dSVzRGxsbAXSJHY/yRyRlZXVOigoiCpiQvojlUqXeJPMDYHtVCrVfPobGYvFutm9e/fWzLaIupB5TaiWzG8+277TzXEmKBnRFAWdbVREy7VO9htlz47vwexofXBr7Qvxpc/YTt6cHA3Fk2JdnnlVZI5FnZHQR+mhdIwBLvfVw5HUWGqS72vlvSgPJHKsz0nXyF0eeWWNHGPIF4ZynPPYobAwkA3zg4JhvlB0eLFRP+6wu15ic8P3ubl9dmjUd/Kjoqokc5RZ8DzgWwtOCNfXCKkv4/EoL7wymQc5Z1EFnbmFq3JzPeq5ntCyZct2KK+4bzKKjIOCgs6YzeaRqHFfvHgxWCKR/IA3MN4AwcHBzvbt2w/Fbdu3b5+KeiV9chHJSK1Wz/HkHREYDIanaKTlRNILDw/fmpOTUymygY4jR46wNRrNZAzhI8dDw9ji4cOHV6g8g28XCoWCmuAl7WQy2bL9+/d7RUBMIBmIxeJFZH/ut5hZJO8KQX3I/IUXXuDzeDzqwUgf3/0mc6znqlAoPnOPnfqOuOWW+RgiymxPB9br1Gq17wUEBJQ/fHF8EolkzRtvvFFJYkE0OZnffnuAo2ic9UbTkLlbaunigOKBHf/J7Gh9UPpSu+yyafF3y57Uek3mlI0wQNkoA5QMj4czXXXwvSWa0pA3SeWwUeryxu9JK5FU0qwVqJHzIlzSCodLZT9cHMKBRSw2fIhFjCMEf3ykj39h1YCKN2Zzw8kdOzjfxBu+26Wsnswxtr4hyRy988+EAiRuj2T+PkXmvNPrpk2rsQgxTbL4P/SyaNo58dD/kkgky1u2bDmUx+MdITeiv7//HYvF8kZMTMy/2Wz2eTqR4w2Cub8fffTRqkiHOubQoUMFPB6vvPoOGu4HF3nExsa+ZDQaW+Xm5mpxBeZLL72k0Ol0xpSUlIEikWgLXSdHQ0knMTFxJPNAuLozNDT0HGnHYrFupaen92K2qw0SExP7BgUFlctJPB7v2NixYyu8gdSHzBHt2rXDKvJEhqKuxf0mc0Tnzp1tbDab0vCJ4fh4PN6PmAslKirKjuloV65cKZk4caJSo9E4EhISJoSHh++jv22438Qu9urVi4qn94QmJ/MbG+eqS8bbTl93E1tjknkBSiw5NrjVyQ7X+mStOOzFghBvcePl1uNgWgyU4OTnpBpkFgaZ45iRzMuGu8Z6uosODiVFw3ZtFLVoZo0wElZG3JNUlobzYXEoFxaFhMNH6JFzuLcWcLgXlyjVGz8x2iZumThRyexfc8XeNm3+tStK4ZKTFJXJfINUSslOmLcdsy/W13AiFbXztZFieC+AVa6b0zVzKuonJPSnd4YMqZSFrzpMmTJFJpPJNtO9ZXKztmjRAsMWy70q/Ozhhx/+i0n+eHOw2eyz6Okz9+8Jubm5mTwe7zh5GLhlGsqzx/JgGJEglUp/jIyMPMJisa7i//Hmpj8AgoKCMIXt657S/cbGxo6mEz+Hw9mPGfeY7WqDFStWoER0gOwT5R2HwzGW3qZ9+/aTPZB5Be+9OiDxq9VqqkA2OQ4h88WLF1dZzMITGpLMEcnJyYOCg4OL6Ncd+4bXJiAgoEQgEPwuk8l+EAqFRzGGHMdAu17UxG5wcPANvDbMfdMBADytVrutKcj8//7v/4r/cfzgwbCb460H/8I6mU1A5tdybM6ybBsU9mx5uODt1xosRO/WGx1f+etpTZ3JHMdbMsQIpUONUDrMBCVDTHC1rxFO5ujg55Za+M6uhh2GKNgWI4Mt0TLYppXC9ljZXxsd1o835fbqs23CBK2nGe3mjv39H03dHq0py49SePDMpbBRLqM0biRhJjHX1TDzJO4b4+6ZZP6uXyDMRUIXCDevy8vzugAxwezZsyPlcvlH6OnSvW1vDEmTy+V+n5aWlsncb3Xo0qVLWkRExHdIirSbq/wnkXboBE4+w9hsk8mU52ml65IlS0IiIyPXkfZICnK53OvSb9UhPj7+34RosX8RERH5K1asKJcD27dvP5VB5itq45kj8vLyJHw+v7ywAv7Eyk2LFi3yOA9RFRITE9XBwcHlGRpDQkJu9O/fn8rvVBcyR+Bkd1hY2B/0hw29n3SjXzO8Blhj1mw2D2bukwmn0xmh1WrL5Tsk88zMzMeY7WoDMt4BAwa09fPzu0vr303qw7Inkj93jjNC0XB3HdDGInNKL7dBSSc7FHVy3Lw0vEedltMygV+yspeyPr7zlNpF5jVNgFZB5vTxFg8yQclAE5QNssD1QRYo62+Bkn5mKH7UgjVEnTf7WOD6Y4lnnWv+6zEO9EHBr+uW8nYkOHZ/o5DD5qgoJ53MUV5C+YWk0G0oQ7lli1zuxCX9s92ToOVk3sIVybLUbH63Or26OqCHGx8f3wcr1+MSbrxh6TctMeKNoRwgFou/0Wg000aOHOlVWTUmBgwYEKnVaieLRKLtmKHQ/TZA3fx4HDT8nfSFx+OdlEql8zMyMjxOniE+/PBDfDBRKwNx25CQkMtt27alijLX93s2YMAAlG/Okr5xOJzfZ8+eXb68v2PHjoMCAwMpLxTHodfr/1OX65Gent4pKCjoCjkO5qHZunWrgNmuOgwZMkSMaQzIuQwNDb0yYsQIKsd8fc5D586d4+Ry+SsikegHjBsn14b0lYwd/4cPanwwyWSy1zMzM6udEyFwOp0sjUZDafS4r+Dg4Ntt27b1WMSjtujfvz/KRYVk3zweD/Oe/+MfZXmdX7+NBNfYnnknNBsUZtvgZic7XB3QsXzmvj5wHj3qX/rPxPw7T0fXyzOvOF6sG2qiCluQsRb3RTK3QnFvC9zsbYHioa2/cu5cw2b250HCCoCHdyc63tuD4ZduzxwnfQmZb1crYU+shspN01C2Ny4atikVTixUgQROJ3MSlrg4IWE8s6+1Bd5MmZmZDkwBa7Va38NFMjQPyxkVFZWfmJg40WQytVm2bFk5wdSHIObOnSswmUwdkpKSphiNxvmRkZGfCwSCzQKBYKNSqfzU4XC8bjKZBuTm5hpqIkeUNdLT09OMRuNgk8k0EBcY1bRNbYDZIHG/RqNxEJ4D+qRqbm5uuMFg6GmxWAYZjcbHevfuXWUel5rgcDhauY8x0G63ez2pTYBjzsrKSnL3ZVB8fHz7hkxQhzlqjEZjt6SkpH/FxMR8JBAI1gsEgi0CgWBDTEzM0uTk5JlGo7EXc3LaGyQmJhrwemO/8Rg9e/astiykt8jLy/NLSEjogOcEz2t5cZLiF3oPvTFSB6Uj4puEzK9l25x3OzmgpE/WivwasuJ5g8trXmGXzTD9cHcKauYxjUbmrvG6xopkXjQ6B6MA6nzjNxfsTEiYtEulokIwkcwxFJFazi+TUytgd2tdudAbyr6NicZoISdmkKST+XuYgMwvEGYHh9yYZzTWetFPdVi5cmUEemDktZTFYv3Vrl27Ucx2DQkkIXxrzM/PfwR/epIp/g7fn78T8AHKuGaV5gma9TUrzuuaWjLGUnqdxJo3Npmjbt7BCoU90k9feaFi5fO6wLn1TUHZVP2fLjJvPM+ckDl65rcftcPlEW095k140PBdp66PblOqnFvk8nLPfINMRv2Ok58NbUjo6PEvCAljkDmLIvMPRKI/9j3/fAX5qi6g33QYeYJkTvRLJPP09PRKK+x88OGBxrUv3pUXT0r/4eZInUs3b2QyL8ixQ0G2Ha53tEHpmD5VZm7zFje+/K/i+lTdmdtTYpuAzM1Q3MsCRX0czqKxXQcy+/IgYm+vXu22KZU3tinkVO4ZQuYYa79LW5mM62u4z6/VKicuHEICL5dZ/IPgA1zKLxRtrSmPeW0xZswYoUQiOUI0UfdkVIUIDh98eODxltPpX/Zk+kcwxoBk3uieOVW+LdsOt7LtUJDbarOnmfza4ObGt2PKpujO3Xq6Cci8N5K5GQr6JNwofm5ko5a/a2wQz3Vrjx5p21WqonycBEUyl8mpSVCML0eZpaENCf1rjcq5KIzjJJ455mp5z59FpT/4UKP5L7Ov9cWKFSv87Hb7VIFA8DVGbqB+jZOAzHY++PDAo3RKq6l3RsdD0TB9k5F5CdbjzE4sKX52MlUtvK4o2fSmvnRK3IWbTzWBZo5kjmPt4yguenGMV8vNmysImX/RsWPyNxrNte20OHOMYvnGnfO8oe0btRqzUDqx6hCdzGf5s+AdVrBzZWdXJaqG1iZRw8bVemiHDx+ulwNRHarqd1X/98GHBgH5gl17rkeX4hGGv8qa0DMv6GCD2x3tUPhYTnnV6brgfpB5waOOktIXx/+dyLyAkDnKLCixNB6ZUymFK5A5yiyz/YNgdlj45S/79au3Xt6c4SN1HxoV514YHFf6uP3ULZwEpcjc2CRkXtbBDkWdU/8snP+fOq+arCCzTGoCMkeZ5VHHzbJn/yYyS5cuad+o1YVI5qiZ40rQr93FKxrDkMwxmqUimQfDHL8AmK+I2nr+0CEWs68PEnDx2IEDB/iYyhZzfrz11luSX375hctc4ekjdR8aBcfheEDhxLTVdykyR2sCMu9og8L2drjeIQGK+nf5F7NP3uJGvmsC9E5TRbP0skBxHzsUjOlSnnXvQcbu3Nz2OAH6lVsz36aMoqJNGsu+1mDaXYVzIS2aBX9icrIP1dHl9Q4bErm5uUlqtfpdiUTygVQqnRMVFTXb2/qZ3iAvL4+XnZ2dK5PJZnE4nK1CofD7iIiIXyIiIn4VCoWHhULh3rCwsC9VKtV/unTp0m7nzp0Nsj5hxYoVoSaTabpUKp0nk8nex58Wi2VCnnv1bG0fGL169dJHR0e/jecJC25UZxKJZJZUKn3LZDLN7NSp04jOnTu3wsVTzH1WBwz/czgcQ0n/mceoheHY57Ru3bpSGoYRI0a0sNvto/AYUql0rsFgmL5nz54QZrvagJzXnj17WhUKxTuRkZFzVSrVe23btq1Q/Ltbt27GqKgo6nzK5fI5eI7on9cF6CTExMS8gsfE8SQmJlbO1VM0o/3k6yNNUEKIvLHJvIMdCtrb4UZ7BxRkp/5+Km9qrXI2EJSsfUFQOlX3592pTSCz0EITrw1vN43ZlwcRe7t06btN5QpN3KKIohKNNablq1RY6KM8zhwllvcxvjw0rGx9bm4bZv/qizlz5oRKpdKvcDWfO2cKtXQ/IiLi0NSpUyvkNK8tMC2qwWAYyOfz9+HKT9w/WQZOX0mIhv/DYwcGBl4XiUTbzGYztSS9PrBYLKMxMoeMy72i9a/MzMzy9L+1gUKheIbsxxvDtrjsn8Vi3fX39y/l8XiHVSrVrHbt2nm1OGjRokUyEmXE3HdtjFxTiUSylnmMESNGyNhs9inSjsViYc3Wetchxu9VZGTkRnK+3NWLMNNmeWy6xWIZi8cjn+ODfcKECbVegEUeHhjlpVAolmAqZ7JPzNzIbP+P24vybEXDTdeuD0ciZ5JbY5G5Awrb2uFWOwcU9atboeeLK/KCS2aYD92dom0SMi9fNDQqGwsO18rzaY7YkeSYvFulprxyLI33VSMbluDbJJc7Me878cznYX1UgfDg/jlzeMz+1Rft27dvi0SL9wLdAgMDb7Vp06bOUhkWMtZoNAtw2TszhwcaEjhZbs38DNtjn6Kioma99dZbdfIS0buUSCRfufdZXugZj4eZIuuyWlQqlc5k9rU2huPCMeNScyzagOeIeQw6XnzxRbVQKPyNuZ+6Gp/P38Y8xoABA1R+fn6n3W2o8xQeHn5s4MCBNWblrA4JCQm9MQcQ7o9cf71ev5Aenff444+rOBxOebk6fGjFxsb+p+KevEdKSkrfwMDA8oyXmJ+9ZcuWldOJw/HjASXjU76+PcwARUPinU1D5na41t7uvNXODqWdM364uuC9SlVPasLRo0f9y/6V9NWdeiba8pbMC3tZ4EYvMxQNa5N/bcuKBlmee7+AXsS3SQmzv6VS4EZREgtmUGxM265UYqItp6vItUsvnxfIgmUmyxuN8XCMjo6eTTLX0Q3/J5PJPqwL6Z06dSpQq9XO8lSEl81mX/Lz8zvA4XA2CYXCz8PCwrb5+/v/GBwcfIWZIwY9K5VKtRRLrjGPURXIOcI8LUFBQdeZ40ILDQ29MGrUKKoATG0glUqfY5yjW1gMA6sHBQcHX6Mbm81GK8UxeHpg4VgjIyOXYn1L5nEIXn31VRWWliPbYC76wMDAIqx3yjxedYZ9CQ0NLYyNja2UiKxv375KPz+/k8y+aTSaZ5htvQVef3wLIG9cxAwGA9Y3rhApZbfbh5OaoWiYsbFr165UbpnaIC8vL4TP55fXCcWfMplsQaXiGuQLUjq1/eS7uKy/Erk1HpkXtLNDQRs73GqbACWPdn6tQse8gCvRVuuPMNFWcVOQeW8LXHctHLp47vWpVncfGpyEmgLH5s4V7HTYv/8GJZaoKCeGJDa2odSyLjLS+X4gRebO97GAc0joreUZGQ2mYRNMnjxZFRoaeoLcAH5+frdbtGhR7qWHhYWd79GjR6XK6jVBr9dPRRKjE0RISMiFmJiYqYMGDTJkZGTwcnNzAzds2OCfk5MT1KZNm4j+/fubtVrtU2FhYWfonrybWPAtr1YPFdT9yUMK9xcQEIApUcuLLphMplqvUKaTOe5TJBJ9NWHChIRu3brZMXd3nz59Eog99thjCTk5ORlKpbJbfHz8syKRaA/znGA/NBrNm56WxSPcZE55rni8oKCg0rS0tJEDBw400Y/ljWFx6tdff73Sm93gwYOZZE68899Gjx5dp8CLtLS0fnQPmfTfE5mjsxkZGbnWTfjUWxyudTh48GCVDzkCOq/o9fopmMqZHA+dhqysLFdOFk+49f5TltJR1is3KpFb45N5aWsHFLVNLix6+okqE75XhbLXO7zsfLqpyNwKRT1xItT6V8mUxx7oVYTf9evXcrtGcwOrDWEUS1MYev+rRMLyFLgosczl848sf+KJWk2eeQOTyTSaEAzeRFwu9/Po6OjP3B6VE3VHi8VSqyrtw4YN04WGhpanZEXjcDi/9erVK53Z1hP69euXSE8NixYUFHSzNhOyL7/8siw8PLy8/BuHwzmbmJj42kMPPVRMvEQ+n7+HTPR562zQyRzPEWaeZLapClhT1WQyTcYsie59UMQVHBxc2qZNmwRmewSTzMPCwgpycnK80tu9hQcyp8wteeB4awWcdBYKhbvo14/03xOZIzp37pyObw+kbUBAgNNut3udTA7fsjgcDpGKKL1cp9O9xGxXAVgwonR82jrniKabACVkXpDlgFuZDijolPXF+fPnaxWedvuVzFGu4hRNo5kX9LTAXST1/hmrMtwJlLy9YZoT9rbOfBGLU2zGGPMmMvTOV0QIYBaGJLqjWBbHxb2XV0vPtCbk5+cHR0ZGbiI3HVYdSk1NfaxLly6d8LWXkB6WjKtN+oDo6OhX6XIJln/r2rVrW/I5fg88fRfo/+vWrVsmi8UqJPtAD1Yikays9MpcBRISEgbTH1JYGPrzzz+P5PF4+8n/UIJp165drRKWMclcJpOtonvVZGxVjRGRnp4+ICAggJJ/sB94rvR6/Wue2jPJPCQkpCgzM7M8zW9tjbl/RFVkjhYSEnIGizQzt6kODodjCLNSFOl/VWSOiImJeZ18b7AtvjF27ty5xjUVeP7lcvkiupSF9Wf//e9/i5htK6F0Zq/B14cZnaVNTebomWcmQHGrBCh6rKfXTy3EzddyOpRNi79d+mR0U5G580auGQp7J56++G5enaJw7jfOLFrE/dpgOPQNkqw7yVZjG2Zm3KpQUCX3MEviB7iEPyTs+qo2bcrJsKGAVYCCgoJIRRl8LT2OBRMWLVrEjYiI+JncVFg7NCcnx6vjY5WfiIiIA+RBgKZWq+cy23kDLA5Mv0E5HM65KVOmUK/NVRETAlevSqXSz8m2SOrJyclU1RutVvs8em34f3xAKJXKD6qSODyBSeZSqbQCmVcH0meUi8Ri8Wq6nhwWFvbT9OnTK5FPdWTeUKiOzPFcIckyt6kKKONERER8z9wP6X91ZI4hhWFhYb+5zwmVP12r1b7CbMdEZmZmV4yAIsdxlxj0Li/U5WWviIvHpRy8M8wIRUOMzqYk84JMB5RlOqC0dfKlc0MGUK+t1X2xCa5+/qa+9Bn7n7dqUdC5PmSO4yzKNcON3nYoHte91tpkc8CBLl2G4kpMXPHZVIaEvkkug0Vh4a7Y8kAWLJTINp/avbvBqzQpFIr3iCeExCIUCpeSz7Ra7UvEs0XSU6vV71fc2jPMZnN7eoX3kJAQ9H4rxTZ7g/T09DbBwcFU6S80DDdTq9U1VrDp3bt3GovFKsJtsA88Hu9PjJrAz9xFCy6Q/oWGhp7u1q2b1xOh9SFzBLlXW7du3d3f3/8W2VdwcDCWeqv0wLwfZN6iRYuSoKCg8jqgWBO0T58+NmxbE9fgXAl5WGLZNh6Pd/7hhx+m5mBqInOE2WyeRPfqcfK2U6dOlSpbkX7MnDlTSnt4UMVCsCg1FqdmblMlyp5s82/nSDMUD45vUs8cyfxaK4fzr1YJUNAxa/2VDRu8Ctvaf2x/6M1/2r6CqTTNfELjknlBrgVu9bBASd/0n099OLvB9d7GxJWjR0N2mI278jFvuVzm/FJO/Wx026iQwxdSCcwPCXViJMscFhtWpqRRhYxrupFqA/SgwsPDfySEhwWMs7Ky+pHPe/bsmRocHEzJHNiGw+H8OXXqVGoyrLp+WK3Wx+kSC8YNL168uE7lD+fNmyeWyWSHSIw13uRCoXAysx0T0dHRr9EfUkql8j0yeYoJxbC4AvHacZ/x8fFDmPuoCvUlc4Lc3NyosLCwY+T8Y6y1xWKplHL4fpC5v7//SZPJ9GpgYGAJ/u1+mM8l46zq+g8aNEgTHh5+lOyHy+XuTEtLmxUQEHCHPJBrIvPVq1eHRURE7CTnBc8xxqofqmLVs1ar/Zfb6aAmPkNDQy/hAjhmO48gAyl+aUB66XBLyfUhTSuzIJkXtHRAUYYDyjISoKBPt+pFfhpK/5U4xzk1Dj3zJiFzapzdLXCjhxUKR3f9J7M/zRl7OnQYi9ErX0ql7kIUTWOYxGuNWIwk7pznHwRzI4S/bp02rVZlxLxBx44duwQFBd0gNx6Pxzv4wgsvlB9n06ZNLLlc/gW5qVBDT0xMHFdxL5WRnJz8Mj1ig81mbz1y5Ei1sdRVAe+11q1bd9bpdO/ExMS8ZTQaX+jatWsssx0dAwcOVODCHBoxOa1Wa4UFQjExMVPoerpcLv/EW0+uocj8ypUrISqVaguJtsGfXC73eWa7piZzPMZDDz10Dt9ucJ6BjDUkJORamzZtqp3A1mq104lXjucXywTGxMQ8QT/XNZE5onXr1h1xwpt2DSEhIWEEs13//v1jUVcn7dyRQTXKMpXg3L08sGR8xrq7KLUMineRW1OReSsXoZdkOKC4ZeKta4/1KveoqkPRc1mTsEBFGVUHtInIvIcFrnfD6JbEcwX//beJ2afmiJ9mzFDlx8b+sVUihQ1SGXzZRIbH2iiTw3J+hBNLwy0MCoal+nhcpNKgQPJRKBQL0HvFG8wdtfAis51erx9JvxHRo61uAhL3azKZPqDLM2FhYZ/VNqSwLiBOlsVi6eXv71++UCU8PPzXYcOGUW8GpM3TTz9twPqehATCwsIulZcVqwENRea4jVar/Zge38/j8d5mtvNE5hkZGS2Z7eoDpmf+8MMPX37sscfUWG6Nfi0xJUBVXvmMGTPkOOlI+snhcE7gylK1Wj2VyCbekjmeG6VSuYgeVsrlcn+bMWNG+RsettFoNHPdb2CUVx4WFnZqyJAh1IRpVf2sEmXP98ktGWK8XYLkNqAJPXMk8wwHXEtPgFL8mZV8+tqwQWnM/jFR+HL3dmVTDaU3CJk3smbuGqcVirpZ4XZ3G1x9rPXnkJ9fXuG8OQKJ52uH462vpDJY7ybYprbFnHCYGxAEC/gRZzcPH2tg9rG+GDZsWHR4ePgpcqPggheMkSafkxvhscce07PZ7Is0Ijk/ZMiQKvVlJPq4uLhFhADwRgsPD1/CbFdX1HSD4rXDFaOEBNwPqUq533E/CoViKXnrwHZGo3EGs50nNBSZI9Rq9UL6BK9YLK40L+GBzAswfp3Zrj7wQOZXzWZz7I4dOzh8Pv970kcMN+3Xr5+duT0iLi7un8Qrd4cFUrmkVCrVv5DMse/ekjmiV69eRjabXf7AxWuEOXGwXB1+3qpVq44sFqt80hOPaTQa614zGV/Nisalb709JN5FbE1M5gXpDriS7oDrGQ640ibtWMEznmf6yd8lP34rKJ5h++7uUxSZO5uGzF3jLOpqhetdbVA0rFO5LMTsZ3PAjjZtRm6VK25tkEjgC4m0SQ0fHusiJc55wSHwYRALlhkMbzD71xCwWq1PuL1yKvwwMjJynSdCwqLASqXyE7q+XN0NgzepwWD4iE7mPB5vEbNdY2HkyJGo2ZaTEoZE9uvXj3JyyHeN/GzZsmUXegoDJK2NGzeGM/fJREOSuVKpnEPOLV4HTArFbEMnczQ/P78bmDBLIpE8pVKpZnhjuJIzJibmn1UVi/ZE5snJydRbdGpqanmIJ/YVV+MyxzthwoTYsLCwcuLFxUavvPKKGD9TqVTP1YXMEVarFSdD8S2L8rwxlBSLbJ89ezYI1wiQhzH+FIlE29esqWfx+MJ/9e1dOtj0Vwlq5oTQm4jMr6U74CpF6Ha4lWGHwvYtvylYOLvaJDWlz2e8dedp9Mpjm0xmIeO83sUGpd0TygqfHEgVV0A0J0Lf1alT5kaF8vImUSR8ESlpclsvkcKnEQLnvMAgWBghPPn54JFGZh/rC0w/GxER8TW5CfBGTUpKqjJCxJ3r4i65UYVC4c6qSA9vUr1ev4zc/PgzKipqAbNdQ4N8hxwOx1jiHeLYxGLxl8y0ugSrVq3C8EsqhNJNFHfS09M7Mdsx0ZBkjtFEdEKSSqXzmW2YZE7a4tsHHt8bw7ZoIpEI4/SpuQH6feeJzJOSkijHECckBQLBLnJcFotVyowuiY6OfpO8DeE1NxqNT5PP6kPmc+fODefxeHtxDOh44E+UXxITE/EtoHylJ879tGnTpgNz+1rDeegQq3h0av5fSHJN7JnTyfxKhp3y0K+2y9h6+uU8CbOf5OIVzR7asWhS7K3rTaiZ08d5s4sVSrsnX7w0flB54YrmQOi7J45L+TI6+thGcSR6x5WItrHtcxeZOz/ihMMiFhs+0mr/29CLhBDZ2dmt8YYkNwKPx/v9ySeflDPbESxevDiCx+P9RDzIwMDAm+np6R5vHE9kjom2mO0aA+6H1DbSTyT1xMREKgqoKsTFxf2bzBugqVQqzONR7XexIck8MjLybdLf2pB5bY08MHg8Xr7T6aS8V2/JHIFL8zEihexLKpV+Rh6SgwYNsoSEhJSHMfL5/J/feecdyitH1JXMSf8SEhIG0dMC+Pn53QkICCgP6cSHiPu6UfJLvVH8woDcssGWm6X30TO/jJZmh+tpdrjSvtXGE2+/7TEcrGjVO9zSabbv7uBK0PtA5gWdrXCrix2KuySdOTOqT2dm/+4HtvfrnbYxLva3jSIR5kS5TyaBNSIxLGKFwHwO9/KS1q1rnbKhJuANolarywkEiQxzmNdEYJgb2u0JUrKMWq2ew2yD8ETmUVFRC5ntGgPdu3dPDw4OLiY3Ocot48aN83gPEKD+i9kLyTYhISGnZsyYQcWjV4WGJHOFQvFubT1zd4qFwoCAgCsBAQFXvbHAwMBrQUFB1yQSCaafpYi0NmSO0UiYK4V8jgt0srKyqNQKSqVyHgkD9fPz+8tms00k2yHqSuYEABAUGRm5xv2dLffGaaGIJ3JzcxtuXumo0+lfPKbVx38NNkPhYybn/SLzS2kOuJRmhzL8u23a/vMTx3hMkFQ8s/U//3oqDkonoNTStGRe2Jkan/NGJzuUdkosvDaqT4WVrDURS33B3P/XHXJ6bIhSnkIiXyuOhLWRkfd+NpWJI+FziQSjWGAhKwSW6nRer7jzBmTMmFQLY5vJDYFJm3AVKLM9E127dnWwWCwq5hhvSFxo85//VK585SbzpfdDM4+JiaFe9bF/eFyVSlVpMpEJ7K9MJltJxoWkYzAYyiUCT2hIMsfVp24JgdpfZGTkPGYb5gQoXjO73T46OTnZlp2dneaNdezYMR1zn/Tp08djiGt1ZE6+O+3ateuMK4FJPzC1Qv/+/XPwQUH+x+fzv53DSNFcXzJH9O3b14qZKUn/iOHbl16vn8RsX2eQwRbO6Nu6dLDlOuWd9zPfFzJHz/xiqg0updmgLM0GV9ql7y+cPpFauUXva+lH002lT8ZfuUFJLU1N5q4xXsuxw41sGxR1dNwtGpDzSuHy5R512IYEnchh//6g7cnJ//w8Unpjg1AMa0WR983WidErj4Sl7FCYx+Mfyx85stp5j7rCarWOwwRG5OaTyWTrMVUpsx0T+AqLpEVIB29OLCrgoV2jRrMwQa4nlp0LCws7SvoXGBhYxtR1qwLOCbBYLOo1HrcXi8VfL126lMNsR9CQZB4dHV3raBZMY9uxY8cK1XrqC2/IHGUsTEFAO8eFfD7/KOk/fifi4uIqJWRrCDJHYOgskcRIP3FtxOOPP15JUq43MI1j4disJXcHme+bzIJe+aVUG1xItVGkXpRmhSuZycfOPtarK72veIFu/DP9Y5gUB8UT9M77QeYF2TaqLF5JBxvc6OCAwm6ZO69MHF5hOTPTi24oHB/YL3G7ybRpPXrEQjGsFkdSEkd9bZVADCv5IviMJ4JPefd+fsoXwcoIEawUiGC1sPJ26Jmv4EU4PwwOgU9rkSmuNkCijYiIWE9uBrwx4uLipgwZMoSdlZXFzcnJ4Xmyrl27cjFPNEbABAQEUBOheANLJJJNc+bMoUqv0Y7xcHx8/FxGnPmKxrqOBElJSUPokSlisfjbJ598Mio3NzecOR76uLp06RI2duxYjDkvzxeOERNpaWlVPggaiszdcebL6GTO5XK9ijNvzEVD7utWQWYhwPJrOFFM2hGCRuPxeD9jbhVsR7/eDUXm/fv3j8Y3QnJsdEqMRuMTzHYNhpJ3njYUDXGcuoG6eV+z836RORI52vlUKxSkWJHcS8/mdnoa8vPLV7mVvj0wu2yS/vYNlFruI5lTY2xnh9ttHVDcPrm0qE/n98+NH21H6ari2a0f8Ob5bdxI4y9tsl7YFq258qVQBKsEIlglEjtXi8RQV1slFFOEvYIrov7eoJTANp0UdpjlsNMqh51mBWzXy2FztAw+l0VShL4iQugidvc+1ogjYXlYOCwUS745+cUXVXqF9QHmEMc4cRoROUNDQ49iXgsej3eoOnO3OfLwww+XR7UEBgYW9+jRg1q8Qr95k5KSXiVkjsZmszdVtRTbG5jN5nShUPhERETEBLlcPjo1NbWCvLN48WIWhlbSSTEoKOiiQCA4wBwH0yIiIg5yudwDqEGTbfHVXavVVpn2taHI/PLly1iFaTN9BSifz7/vK0DdffFI5liXFR/idO8Yf0eyNpvNHom1ocg8Ly9PLBKJfqCdh7stW7b0arFknVH0VNcJNwZYoLif5b555oTM0UM/l2KFKykWuJpmgwvtM5ZfnOxKOLQfoMWNZ1PXwpN6KBkfd9/J/Brma8+yw62sRCjOSrpW1K3D8kuD+vZ0njvHZ57j2uCy08k+PqBvh6NtMz/cb9Bd3CaVwpoIAaxEMq+nERJfr4qEA60VcKq/Gq6MiaHOZ+njeigda4DSka7zVtDPCOe7xsPRjDjYpVfCGrEIVvAF8JlQ5FzFj4BFvIhrq7OzG3RlHx24KIasxKPfiN4afTtCeliol3kcm802gUyIoQkEgh8+++yzKqNlPIE8HFasWCGUy+X7yPHxmFKptIJG2rp161RMqsXsH7P/1RltG0qCEolE+998802P+nJDkXnPnj0x3/qv5PhBQUFIdJWkq+ZE5ggsCI3lBOnnGh/2b7zxhkeZtKHIfNKkSVLM80POA5vNvpuWluZdZsS6Ai5eDC4ckbHN2f/+ySzlnnmKlbJzyRa4kGyBwhQLXGid8vOl/rk9sa+Fc4e2uf5k/PWbGNVyn8mcGl+WnRpbWcsEuJ1ux5Wtd69mZx282iPnnasTRve8PG5ETNGWLdyqlpSjtgvHj4ddfPxx1ckxI7v8nt3uP0fTknb/kmAp26+MgvWiSPiU7/KK62OfRYhgOUcIXyjF8HMXOVwZr4Yb02Pg1tQ4uD5JB6WP66B4lAFKhrvOWdEAMxT3tUBJHyuU9bRBcRcbnMowwrcxaurt4JPQcPhQrW6UBUKIL774giMQCHbTb0AkoroY2R5vKA6Hc+iFF16o8LDV6/XZAQEB5TlfsGxaVlZWa3obb5Gent6KxWKV7wsLIyuVygox8dHR0eV5Vki/mH2uycjEKe04dzMyMsrzudDfPOpL5mRfXbp0yQoICCjPLonnacCAAZVCPpsbmeM9plKpqIglPG8hISF3qks3+0CTOaL4hZEppQMcl2/2tUBhH7OTIvT7RebJLjI/m2yhfl5JNsPZFOut0x2yZl1asEBz/dmklX89SckszmZB5jg+9+rWonRXZE4hvlWkWJznWyVdu5Cdtf9cduvV5zpmLjjdruXbpztmvXKybcZbp9u2mvdn28yVx7Jafvtbiv3CEbPe+YdZD0d0MbBNRi3GgU/d8kZ9bAVPCJ9wBLAzWQJXn1DCrX9Gw41pWiidhB65DorxHOJ5GxYPRWTtQR+z61x0tUBhJysUdrRDSdsEKGqVAMfMOlgbFfXLu0PGUN5rY+jLuPSZ7k35+fldV6vV+dHR0Zuio6O3eGNarXazSqXajhXmyX4CAwNxsUaFhTbvvfcepiT92X3zUgs9cFEJvU11oI8fCzYQonU/PC6OGzfOQT7HBS1isbg8ZA7bREREHImJifmS2f/qDNtzudzyqkTYZ5lMhisdqb40FJnT94Ol4uhvMGw2+w9PoZTNjcwR06dPj1QqlaO4XO5km83Wo7oY7weezBHFE3KeufOYFYrvt2dOI/MzyRY4nWSGc0kWKEhCUk84cHF4h+WFY+Nu3Jykh9Lx+mZD5q6xkQgdO1xMs8HlZAtcSjTC1UQjFCWboSDJAleTLHAl0QyX7EY4YzXACZMO/rQY4LBRB1+rlU4k4OU8AaVTI5nX2QRC+IQrhBV8IRzsIIXr/1RTRF7ylBZKnnBJK9TDcJQBirHgN54nPDd4/fFc4PhzrK7xtrbDtQwHNbaCdDtczEo+eWnU4EpeWUMB05fSyRUTZu3fvz8UF5Bg9j5vDNsePnw4XC6Xr8B94E2FsgcWkGAm0lIoFLNIGzQWi3W5U6dOtYqb79mzpxWr3JB9YP9FItEGjDsmbdq2bduGZH7Ez1ks1rWhQ4e2cTqdLKfTWWkMngzbYfs2bdr0IQtj0HB5+uOPPx5XsVd1I3MkcTqRY24VNptNTeZhv/GBpVarF+3fv7/SG2dzJPPa4G9B5qfeyAsvGpq+9S6lnVuczYLMk8wUmZ9OssCZRBNcTDDBSbvpr30W9V9HOqmhdJwObkw0QOkYA5QQQkcyH3a/yRz1f5dkdDbFSvX/FPY9wQgn7Eb4k7J4+NNugt8sBtilVVMTix/zBfAJX0gReX0NiXw5TwhHesng9r81cH1GNJRM1kLJJNdK2uKxeL7wXMW7ztFjrnNBnYduFteYcaxZDheRp9rhfCr1gHVeTDLBqSTL5T+7d+nN/B7VF88//7yGRAHgTYA3VkZGRnk6hdoiPT29O93Lx9qaI0eOpEiPENaQIUNsmBfF3YYU6D2Uk5NjYe7PEzp37hzH5/P34na0vBy327ZtWyEqCxesuB8a1EMKq8EzHyzeAidp6VIUes2eYs6ZZF6bGqCI9u3bd+Jyub/Qx4aVcZKSkkj5ugpvZkwyDw0NLWrK0MT64m9B5oiyl8c5ih9LOH/zUSyf1pzI3AynE80UISKpH9br4NMIEWyOjYRj3TSUZ35jvIGawCsZ2czI3P12gX0/lWiCk4lmOJlggt9t8bA3RkMti/+EL4CPeRGwnC+gJhnra+jZLwuNgEMdpXDreTVcn6GBUiTyJ9yRQOUeuVtaoTxy9/hx7Hhd8ToSIk+zwwVqLK5x/OkwOs/Y4uFYgvXiKXf1qIaCyWSaQNeU+Xz+L57Kk3mLvXv3cvl8/n5yc6J3brFYJtDbIKlrtdqXaTICRbYhISEndTrdhIyMDAmzpih63K1bt5bhJGBoaOgfJMrDTS5Imh+SjHmIvLw8BaZZJW1wjLj0mxyfvm9vYTAYnsHxuImWykODed3pbehkju2EQuFGh8MRJRKJZFqtVsE0u90ejcUSMjMzRwmFwuW0yVqKyHFsEolkfVVJophkjhWJzGZz76qOV51pNBplbm5upYACH5l7ieInug8tedR6p7S3FQp71URyTU/mJxNN1P93Raudi0J4FAkiqR/poIarQ3RQNjYero+Oh1L3ZN59JfNkF5lT+n+Smer3b1YD9h3WiSOpvn/MvUfi+LMhbGlIBHydIIayZ5HIo6H0KayjSpdWXBo5dW5QI8eHt9sjp4gcx9naTeTpdirKCMdwKtEMxx1GOGY34huF87hJDz8n2Q6deX2mlPk9qgvy8vKCJRLJVkJO7uX79V5dajAY/kWyLuJ+BQLB17iohN4mLy+PJ5FIvqCRMuWh43YcDue4RqNZK5fL50RGRr6nVCrnazSaDaGhoadoZFpOdhEREV8NGzaswuIQi8UygjyksD2fz/8N65fS29QWAwYMiCd5RnCfGHPepUuXCiXv6GTu7t/NgICA8/7+/ufxJ9P8/f2vtWjR4gbGRZNzQbJV4gMuNDT0h4yMjBj6Mehwk3l5HDyeFz8/P1zKf455rOoM++fv739FIpHkYwUn+jEeIDL/6b6SOXoJJaPazYF+VihujmTu9nCRVNZLJc4lHB58FManbK1cBN+lRsHpnrGUZ35zlAlujDRD6VATFDchmeOYLqfbyokdvfHDxjjIV0XBSqEQlobzYCmXT5H5Jw1sH4XyYZVUAJcnqCiN3OWRe6GRE4+cppHj9XF55EjkrnP+hy0ejloM8ItZD4fjdfCbIQ5+ykz/D/N7VBf06NGjLSbVImTOYrGKe/XqVW/Pv3///mbiYeK+cZl3jx49spjtZs6cKReJRNtIJkPSviYjbZEExGLxZy+//HIFkl63bh3m69hI2uMDQqlUVlpwU1tglFRUVNQnpJ9IvgqFYjZdE5dKpTOZfWX235PR5xDwb4zMEQqFm3r37l1t5aQXX3xRLRQKfyPbeXs8ppHtwsLCrk2dOpXKSU7eYAYMGKDy9/cvz2//8MMPX0tMTPRKEqsJarV6Jo4Vx4/7jo+Px6RYtSbz8ePHywQCQXmRcSRzTM/LbNfoKF34rrB0cMbmu32sVF3Mqknu/pD5iQQjRS4/m+KcKyIELmLkRlCEvjiUB58KBbA1TgoHUpVwvHMsXOlnoAj9xjALlA22QGl/MxT3M0NxA5B5YaYDCls6oDDDFe1R2DKBInHs30+mOMoLx1SxH/MjYAmNxBvFuBGwOIQPezOlcPtfWijFyU4suYehnMQjxzcWrANLeeQWKMIHdne3R96B5pEjkae6ZSK3R45Ejhr/EbMefjLq4Ackcl0MfG/UX/1l2MBaTRh6Qmxs7EtYBBlvJLemvD4vL6/Cqs26ADPmKRSKle7kWxSZymSyCuULCVE89dRTYqVS+SyPx/uReGieiB3/Jjd8UFCQMyIiYpderx8/a9asSouo8vLyYoKCgorJuNhs9s0uXbo0SIx+cnJybxaLRclCbgnktzlz5lArGxFSqfRf+H8y9pqMtMNx4bXg8/mn+Hz+Fzqdbsw777zDrXj0ynj77bdRwvkdt2fuu7aGfeFwONfy8vLicd/kGvXv31/GYrHOkzYBAQFFiYmJDZK8SqfTPUfIHE2n06FnXmX0S1V44403IiUSyRHSx5CQEMjKyhrAbNckuPrMIENRv8QTt3pThO7ECjyVSe7+kTmSy+kEM+yOVsNHHB4sC0dC58PH4XxYGsaDxWweLGLzqP+tk4vgG6McfszQwMlOOrjSywjFfc1Q1s8C1x+zwfV+Nih91Aolva1Q0ssKJT1sUNzdBsVdXTHWlHWyQ3GOHUpyHFDa0QEl7ROocL3irESK/M4nWeEPazx8H6uFrXI5rBaIYBmXD4vDeIBvD1T/wvnUz0YxLp/yyj8VRcD5USoqjrxWGjnlkXvWyOlE/otJ5ybyWDigj4Hv4rTOw3Fa+C7J/irzO1RbtGzZMiMxMXGW3W6fb7PZ3u/cuXODVahp27at1eFwUPs2m80fpKamVhtLjsvrDQbDIL1eP4/H4+338/M7HRgYeAFXa7plgBNisXiHwWB4y2azdV++fHklbZcAc6fY7fbnrFbrAjx+amrqGLqeXh8cPnw4OC0tbarNZluI+05JSXnytddeK9fN09PTzXa7/V2LxTLParV+UJ1ZLJa5FotlttVqfU2r1T4ZHR3da8yYMSamJFUdDh8+7NeyZcuRdrt9Ae6PeYzaGO4jISFhCq6apR8jLy/PLyEhYTx+jpaYmPjUiBEj6v3QR3Tr1s2YmJj4Fl4ri8XyPn4nmW28AUb6ZGZmDsVrYrVa52Ot2dGjRzeIHFknFE3tn1PSx1FwA73W7s2PzE/YXUSzWS6nSHMpg+CWcviwBIk9lAeory8JRXKPgFWRQtiklsCOeAUcSFTDkYwYONZaB6fa6eFcx3i4kG2CS9kmuNzRDJc6muFiezOcb22Gs5lGOJkeD78n6eEnaxzs00VjOCFskEhhpUBIHRP7QRF4GA8+Qk+c44F4G8M4fOrh9ZUlEq5Pi4FSLLXXgBo5Ja2YXB75j/FxcFAfC/t1Wtgbq3Ue0Kphj9Xy3cEPP4zE701dJ/QQGN1BLaaqY5RHdaDtu9rQPDpwm1deeYWNCZKefvrp2GnTpumfeuop7dChQwWY64U5VubfdLiP3SAkzkR1+3aP+2EvrUHOOznP9TSP4yGobsz1gTs0swX2gflZbdFYfawTSif3GV6ca7173aP8cH/JHEP8TiSY4KjVQCWA+jA0nCJQulH6NO1v9JIXh3LhwxAuLGRzYWEIl/obP/uYx4fluFhHKICVYiGsokwEK0WuuG2cXKQ84HAeLArjwsLQcMoWhYbDYtTuiVHHdLVrMuO4Hlg/dVLArWlxDI+cppGjtFSFRn7PI0dpheGR06QVisjjkMijYbdW49ylUcHOuNib33fsSOWM9sEHH5opCkd3mlbWy36rtLsVCrramhWZo9d4wmGCn4yonwthYZiLmD0ZatbkJ90WoyHJh7lI+kM0JHxiYVzq/5RhO07lfdD3yzxuUxj1ZsLjw+kBGriB+WuoOHLikcffm+xEjZx45HXQyA9QHnmMi8hjNLAjWg3faNSwSyGHPVlZ05jfHR988KGZoWB4h5m3cu1Q3NUKBV2szuZE5sds8XDSYYJDhlhYxo2gPHT0wFHq8Gj4GTGURdwETay8DWO7Sm3o+2Ieo4ntQzYPPosUwNURsVCGK2OpeHv6Ev0qNPJ0hkbO9MhNOmp1KqWR6yiNnHjkFJFvVyvhK6UStkulsDM19cOGeDX1wQcfGhHnFy9mFQ5oNe8GTg5S5dRszYrM0Y47TLBHq4ElKIGEhMPiMO7/jC1ghcPaKAEUjoqjVsTeW9npQSOne+QeNPI/bFVp5C6P/NuYaNgZrYavNSqKyLdEKZz5MhlsM5s35h8/XmFxjQ8++NCMQCZ1nG+8EXitf9a8W93tUExC9pDImwmZozeJ/8MIF5RGFoRw7skjf3ObzwqHdSohFI7UuxZMVaWRd2Ro5OXSiglO4GSnO46cLq0QjXwfReQaF5GrVZCvVMLWKAVsksudmKp3g1b7TX5eno/MffChOYMQ+pF589gF/VrNLuvqgNJm5pmTBS34+65oFSzmcGE+m0PJLn93mxfEgbVRQigcEg+lmMa2woIgDx55NRo58cir0siJR741KgqJHDbIZM7NkZGwITbuq/yFC31k7oMPDwow1KZwcIeXi7pgkWNrsyNzitDtRoqAUIKYFxwKC0M4f2ubFxQGn4r5cLVfPJQOpCXNwugjLzRyPH/UZCcjjrzcI3dr5BiKma9SwlYF5ZHDBqkMPkevXCiEjRbbp3VZLeeDDz7cR6CnXjQs+7mSLva71zvZ4VozInMkpXuErnFitMfc4DBKdmGS4N/F5gWHwUdcLpztrofS/lY3kVtcUUfokZOkWR408qrjyD1r5MQj/1Imgy8kEqom6Oe8CNiUmvp6dXHWPvjgQzMFRi4Ujcp9srhLws3bnZoPmRNC/9VioLITHtDHOLHYwxxWCMxju0j972YoJ+EbyK+ZWrje1+aVRk6kFYzTR40cc60w48graOTokUcpYLNcAV9KkcilFJGvEYlgrVAM65OSmj73hA8++NBwKByV27e0W/Lx2zkOitCvNSMyR5LC33+Kj4MvJJEwlx0CH7BCYD477G9moTAnMAS+Mcjhei8HFOJchhcaOTXZ6fbID3mpkVMeeaTLI18lFDvX8CNgVZT61NahQ6kcGj744MMDjNLpYy3F3dP33s12QCF6522bD5mjfPCr2fW/7aoo+DCUA+8HsmEuO5TyZv8uNicoBFZE8KkUBMXZDpe04kEjrxC1UgeN3OWRi11FoiOEznV8AaxURy/DotvM74UPPvjwAKLwjTx1Ua/Wa250SIDStna41ozIHA090F8tevguLho+5UfAnCA2ZXNZoTDvb2Bzg0Lg/SA2HLJo4XqHJBeRMzRyJHJmHPkPRCOPIx559Rr5ushIqjLSZ1jVyJWL3bnG6rg/GeF88MGHxsHF/Pzggr4dny9sn3D9Vhs3kTcTMkf72ahzyQrxcbBFIYcPQ8JgVmAwfECResgDb+8FsGC1UIDn3Hk13eGsTRw5UyP/qgqNnCJyLBaNHnk4H5bLo3b+OmcOj/ld8MEHHx5Q0CMZCsYO7FHSMeX3v1onQhFF5gnNgsxxaTpO9KFh8qh9MdFUxsMPWGyYHciCOUHBMDcYdXX2A2lzWMEwK5AF38eooTjdTp1LPH/HE0z3PHKzq4B0uUeui4F9sdpyjxxzrbgmO9EjV8CXMjlF5MQjXykUwXL0yrlU6t1bX7Rr16XiN8EHH3z4W6F42qSYkh7tFxRmJjhvtnTAtTSKzJ33ncyNOsozxxC8n416+NEQBzs0KvhMIKBkF/RuUa5Ab51IMc3eWGx4PyiY+rk4iA2rZPJTp7NSf7nAyLVyzyNHjZx45FrKI3dp5O6olUoaeSSsFopc0kqE0PlJOB8+4fJhpdH8XEOlTfXBBx+aMXpi+OLA3oNK2qT9fisjAQrRM8+ww6V0V1my+03mSOT4E/+H0RzfqFWwnBfhRCJ/zz8IZiGxBwY3a8M+zg4MhkXsMFjJ48MXas2OLd262c+PGaM7kZ54+Jz7vJSnsa1KI0dphb6ykyLyexo5SQOMRL6cw4OPNdELjvtysfjgw/8WbkydqLyW03rhtZaJd8syXFJLcyFz1I0x4yIapSEjqWuUsEoohAXsUMpTf5cQe0BlMm1qmx3AglkBQdTPOUFs5+IQDqzlRcBqqfzqRptj5q95eeX69cmxY21/piXtP4HnwYjjjHN60sjxIVY5jtwVfujSyF1EjtIK2idKzbz8MWOCK15lH3zw4X8DAP93tW/v3tfaZnxf1tIBJUjozYnM9bGUx3pQH0P9fVAfR5EdFo7+iMOliPRdvyB4xy+w3GtHnb2xDY+Dhsd8D0k8kAXz2CGwjMuD9RFCKub7yzj9uvyuPVPvnep78xe/T31C/Uta0pe/G3XwM9bspCoEudLY7tRW1sg3yuRU3dK1kZGwivLIXZOdq1Fa4UfcWG22vHRkzU52+XX1wQcf/ndAJ5fSf08XXendecK1NmlHrqc7oCDVBhfS7HA+1QrnUu4/mWO8Nebu/j4OiS8WDhpiYV+clsrdvV4igU94fOc8dqhzlj/L+bZfELzdIsBF8H5BLsJ1ky4xQsboTVc0N0mTv/EB4R9EvQWg4T7fdT840APHZftY0xS95C9FYvhSIoXNcbpvNiYm9j1//lCFOolMHH7iifCf22WN/9FhPfxDrBYOxGhgl1pFolacW6KinBvlcicmzfpCKnWuFUc6VwnFsJovgHW8CCTzO6tU0euWJyVlM/ftgw8+/I+Bmbfj4osvqgt75LxyLTPlbHGaDa6mWinv/Gyy1Xm/yfx7yoPFRTSuggwY8fE9/l/vivzYqVHDFizcLBI5l4ZznfODQ+957i0C4W00P5chKVPWgmbkb/rnbvJGgsfIlIUhYU4sefeZQOhcGxnpXB8phc1I4BIpbNJoDm9r1erxvYsWlVdMZ55fTziSl6c41LH95D0W4+6dsTHXdyqjgMpFLpXBVtyvOBLWC4Wwjh8Ba4UiWCWRnV+tiv58c2Zmz0OHqn9g+OCDD//juPr0WMOlzm3evpjhuFCUaoOrKRZXSF2yxdlcyBwNvXOUJ/bGRFOETpkuGr6N1cAOtRq2KRWwUS5DecL5WYTA+TGP7/wonOtcFMZxLgwNcy4ICXMuwNww7FBYEBLq/DAkzLmYw6HaLOPxMX+MEyNGPo+MhPVSKaVbfymXOzfKZLBFKoNNEhmsV6p/35aU8sxv06dTxZO9BZPoC44XhO17NDfj26ys8TtatZr9ldW+dpNOt+XLuLhNGy2WTzclp772pcPR/5uho+ObTUFaH3zwoXmCSTCXpz5pvdCl/TsXWiadQenlGsotzZDM98TcMyRyzGGyO1pDadAYGYK2K1oDOzRqylDK2K5SOlGXxmiRr5RRsC0qyrktKgq2uX6n9Gq0LRgSqJADEjiS91foictksDFae3hrQvKMgy+9pKjq/NUHSNj7YT9WJK+yKnlDHs8HH3z4H8CpUUP0F7q1n3ixbcY3F5Itd5DULySYkMydJx0m54kEV+x0syBzJHKtBnZFq6moEDSqyLFbj3aZEsmcMqzOk1+BwBXUStTNcjlVsQc9+20yGeRLZbBZqSzZbjav3pyQMHjf6NFS5nnywQcffHggsH/OHN7FIQN7nO2Y+cn59ISzlxLNcMFhorz0Ew5XiTiKzO3NkMw1FckcvfJyz1zl8sgpT5wicwVsUyggXyaFr9Bb12qPbk9IfHdn916t9gMEMc+LDz744MMDAebrPP59IW9a/IXunSeczErbfiLJUnAu0Qzn7EY4bTfCnzYDHLNSucudR60uQm92ZI5V7FUq5zalkpJXvlJEwfYoBXytkLuKIqvVF7ZbzGt2tm497Me8PCV9/D744IMPfzscz88PuJj3dPKfbTP/eaJ1xqYTydYrJ+xGuOgwwRlrPPxpNcAx9M7NmCGxeZD5N6oo+EathG+UUbA7SgHfqpSwDck8JuZMvtm85pvU1Em/v/yyzjfR6IMPPvxPwul0sn/t1c1+smeXQSdap//neNvMrceSbVdO2o1/nU6wwFm7EU6Y4uD3+Fg4YtS5yNxscB426Z0/xbvKozUImeOEZ0y0cycaErtGCd8qFbBPFQX7ozVU9MvuaPWdbwz6Mzvt9i9222zP72jdrtf2Ll0MAFBhOTzzrcQHH3zw4X8OJ0+e5Jzp08N8dlD/vqf69nrjWHrSpj8dll+O2s2FmDHwuDEOjui08JMuBn7UxzYcmWvUsEupgD1KBeyPVsPuOC3s1sVe2hMb88O3Vsu673Nzn9vfvUvXg3366PZcuRLC7LePwH3wwQcfasCFrVsFZ6ZPNh3r2inn917dnzzWp+eCo5067jicaD/7gyHWiXJLXcl8b4wGvtWq73yXYD92sH3bLYe6d33vYKfscQey27X+/flndKd27w5n9scHH3zwwRv8P+773T7mdZGBAAAAAElFTkSuQmCC" alt="" width="300" height="136"&gt;&lt;/a&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/gif;base64,R0lGODlhAQABAIAAAP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" class="WaContentDivider WaContentDivider divider_style_border_solid" style="border-top-width: 2px; border-color: rgb(117, 118, 119);" data-wacomponenttype="ContentDivider"&gt;&lt;/p&gt;&lt;strong&gt;Poster format&lt;/strong&gt;

&lt;ul&gt;
  &lt;li&gt;The poster boards provided will be 1.8 m high by 1.2 m wide. Presenters are to provide their own pins or Velcro strips to attach poster.&lt;/li&gt;

  &lt;li&gt;Include a title (in a large font), authors (presenting author underlined) and affiliations (institute/organisation with location).&lt;/li&gt;

  &lt;li&gt;Body text arranged clearly in sections in a 20-24 point font. Keep methods section brief, unless this is the main subject of the poster, and emphasise results where possible. Writing in dot points is appropriate.&lt;/li&gt;

  &lt;li&gt;Keep the aims of your project clear, and summarise implications, highlights and challenges encountered.&amp;nbsp;&lt;/li&gt;

  &lt;li&gt;Include appropriate figures with captions, and sparing use of equations as necessary.&lt;/li&gt;

  &lt;li&gt;Keep literature citations to a minimum.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&lt;img src="data:image/gif;base64,R0lGODlhAQABAIAAAP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" class="WaContentDivider WaContentDivider divider_style_border_solid" style="border-top-width: 2px; border-color: rgb(117, 118, 119);" data-wacomponenttype="ContentDivider"&gt;&lt;/p&gt;&lt;strong&gt;Cognate/reciprocal Societies:&lt;/strong&gt; Members of the AIP and our&amp;nbsp;&amp;nbsp;&lt;a href="https://www.aip.org.au/Partner-Organisations"&gt;cognate and reciprocal societies&lt;/a&gt;&amp;nbsp;receive discounted registration rates. If you are a member of a cognate or reciprocal society, but&amp;nbsp;not&amp;nbsp;a member of the AIP, please register your cognate/reciprocal membership&amp;nbsp;&lt;a href="https://www.aip.org.au/CRSregistration"&gt;here&lt;/a&gt;&amp;nbsp;to enable access to the discounted rates.

&lt;p&gt;&lt;font face="Lato"&gt;&lt;strong&gt;Cancellation Policy:&lt;/strong&gt; Tickets may be cancelled for refund up to 7 days prior to the event. Cancellations before this date will be subject to a $1 processing fee.&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;2026 AIP NSW Research Poster Presentation Event Coordinators&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Dr Danica Solina: Danica.Solina@uts.edu.au&lt;/p&gt;

&lt;p&gt;Dr Frederick Osman: fosman@bu.edu&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6552203</link>
      <guid>https://www.aip.org.au/event-6552203</guid>
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    <item>
      <pubDate>Sun, 05 Jul 2026 14:00:00 GMT</pubDate>
      <title>AMSI Winter School (6 Jul 2026)</title>
      <description>&lt;p style="line-height: 21px;"&gt;&lt;font&gt;&lt;strong style=""&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/Event/2026%20AMSI%20winter%20school%202.jpg" alt="" title="" border="0" align="right" width="200" height="356" style="margin: 0px 0px 20px 20px;"&gt;Applications are now open for the AMSI Winter School 2026&lt;/font&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="line-height: 21px;"&gt;&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 15px;" face="Lato"&gt;Applications are now open for&amp;nbsp;&lt;a href="https://ws.amsi.org.au/" data-saferedirecturl="https://www.google.com/url?q=https://ws.amsi.org.au/&amp;amp;source=gmail&amp;amp;ust=1770847938792000&amp;amp;usg=AOvVaw0nd-e-BwqKhFop5cHN58PP"&gt;&lt;font color="#1155CC"&gt;AMSI Winter School 2026 on Geometric Analysis&lt;/font&gt;&lt;/a&gt;, AMSI’s flagship two-week national research training program. The 2026 School marks the 20th edition of Winter School and will be hosted by The University of Queensland from 6–17 July 2026.&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 15px;" face="Lato"&gt;This year’s program provides a scaffolded introduction to Geometric Analysis, exploring the intersection of differential geometry, global analysis, differential equations, and mathematical physics. Participants will engage with leading national and international experts through lectures, tutorials, participant talks and networking activities.&lt;/font&gt;&lt;/p&gt;

&lt;p style="line-height: 21px;"&gt;&lt;/p&gt;&lt;a href="https://ws.amsi.org.au/" target="_blank" class="stylizedButton buttonStyle001"&gt;More Information&lt;/a&gt;</description>
      <link>https://www.aip.org.au/event-6403266</link>
      <guid>https://www.aip.org.au/event-6403266</guid>
      <dc:creator />
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    <item>
      <pubDate>Sat, 08 Aug 2026 14:30:00 GMT</pubDate>
      <title>INTER-NOISE 2026 (9 Aug 2026)</title>
      <description>&lt;p&gt;On behalf of the Australian Acoustical Society (AAS) and the International Institute of Noise Control Engineering (I-INCE), we are pleased to invite you to Adelaide, South Australia, for the 55th INTER-NOISE Congress, to be held at the Adelaide Convention Centre from 9–12 August 2026.&lt;/p&gt;&lt;a href="https://internoise2026.org/" target="_blank" class="stylizedButton buttonStyle001"&gt;More information&lt;/a&gt;

&lt;p&gt;The theme for the Congress, “From the outback to the ocean,” reflects the breadth of topics to be covered — from core issues in noise and vibration control to applications and challenges that are characteristic of remote areas. The program will feature oral and poster presentations, keynote and plenary addresses by leading researchers, and provide ample opportunity for thoughtful discussion with peers, catching up with friends and meeting new people.&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6293471</link>
      <guid>https://www.aip.org.au/event-6293471</guid>
      <dc:creator />
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      <pubDate>Sat, 15 Aug 2026 15:00:00 GMT</pubDate>
      <title>ICPS2026 – The 37th International Conference on the Physics of Semiconductors (16 Aug 2026)</title>
      <description>&lt;p&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;The 37th International Conference on the Physics of Semiconductors will be held in Tokyo, Japan, from August 16–21, 2026.&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;We warmly encourage you to contribute your latest research results and to participate in this premier international conference on semiconductor physics.&amp;nbsp;&amp;nbsp;Information on the abstract submission is indicated below.&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://icps2026.jp" target="_blank" class="stylizedButton buttonStyle001"&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;More Information&lt;/font&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;strong&gt;Conference home page:&lt;/strong&gt;&lt;br&gt;
&lt;a href="https://icps2026.jp/" data-saferedirecturl="https://www.google.com/url?q=https://icps2026.jp/&amp;amp;source=gmail&amp;amp;ust=1771383937748000&amp;amp;usg=AOvVaw3C1XZPCH09SCMKJUGv-HXu"&gt;&lt;font color="#1155CC"&gt;https://icps2026.jp&lt;/font&gt;&lt;/a&gt;&lt;br&gt;
&lt;br&gt;
&lt;strong&gt;Abstract submission site:&lt;/strong&gt;&amp;nbsp;&amp;nbsp;&lt;br&gt;
&lt;a href="https://icps2026.jp/abstract-submission/" data-saferedirecturl="https://www.google.com/url?q=https://icps2026.jp/abstract-submission/&amp;amp;source=gmail&amp;amp;ust=1771383937748000&amp;amp;usg=AOvVaw3ANsQI5IH5RNK4IE195mMg"&gt;&lt;font color="#1155CC"&gt;https://icps2026.jp/abstract-submission/&lt;/font&gt;&lt;/a&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;strong&gt;&lt;font&gt;Abstract Submission Deadline:&lt;/font&gt;&lt;/strong&gt;&lt;br&gt;
March 15, 2026, 23:59 PDT (UTC−07:00)&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;strong&gt;&lt;font&gt;Submission Guidelines, Templates, and Submission Portal:&lt;/font&gt;&lt;/strong&gt;&lt;br&gt;
&lt;a href="https://icps2026.jp/abstract-submission/" data-saferedirecturl="https://www.google.com/url?q=https://icps2026.jp/abstract-submission/&amp;amp;source=gmail&amp;amp;ust=1771383937748000&amp;amp;usg=AOvVaw3ANsQI5IH5RNK4IE195mMg"&gt;&lt;font color="#1155CC"&gt;https://icps2026.jp/abstract-submission/&lt;/font&gt;&lt;/a&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6572624</link>
      <guid>https://www.aip.org.au/event-6572624</guid>
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      <pubDate>Sun, 30 Aug 2026 14:00:00 GMT</pubDate>
      <title>Particle Physics and Cosmology 2026 (PPC 2026) (31 Aug 2026)</title>
      <description>&lt;p style="box-sizing: border-box; margin: 0em 0em 1em; line-height: 1.4285em; color: rgb(110, 110, 110); font-family: Roboto, sans-serif; font-size: 15.6px; background-color: rgb(255, 255, 255);"&gt;The XIX International Conference on Interconnections between Particle Physics and Cosmology (PPC2026)/4th Gordon Godfrey Workshop on Astroparticle Physics took place on 31 August - 4 September 2026 at The University of New South Wales (UNSW) in Sydney, Australia, hosted by the&amp;nbsp;&lt;a href="https://www.sydney-cppc.org/" style="box-sizing: border-box; color: rgb(0, 153, 204); text-decoration-line: none;"&gt;Sydney Consortium for Particle Physics and Cosmology&lt;/a&gt;.&amp;nbsp; It will bring together a wide range of theorists and experimentalists to discuss current ideas on models of the dark sector of the Universe and to relate them to ongoing and future experiments.&lt;/p&gt;

&lt;p style="box-sizing: border-box; margin: 0em 0em 1em; line-height: 1.4285em; color: rgb(110, 110, 110); font-family: Roboto, sans-serif; font-size: 15.6px; background-color: rgb(255, 255, 255);"&gt;The meeting will feature invited plenary talks covering topics of recent interest, as well as a number of parallel sessions to provide an opportunity for junior scientists to present their work.&lt;/p&gt;

&lt;p style="box-sizing: border-box; margin: 0em 0em 1em; line-height: 1.4285em; color: rgb(110, 110, 110); font-family: Roboto, sans-serif; font-size: 15.6px; background-color: rgb(255, 255, 255);"&gt;See&amp;nbsp;&lt;a href="https://indico.global/event/15267/" target="_blank"&gt;https://indico.global/event/15267/&lt;/a&gt; for further details and to register.&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6464388</link>
      <guid>https://www.aip.org.au/event-6464388</guid>
      <dc:creator />
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