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          <h1 id="cabula-latex">Cábula LaTeX</h1>
<div class="toc">
<ul>
<li><a href="#cabula-latex">Cábula LaTeX</a><ul>
<li><a href="#definir-comandos-e-ambientes">Definir Comandos e Ambientes</a><ul>
<li><a href="#definir-um-comando">Definir um comando</a></li>
<li><a href="#definir-um-ambiente">Definir um ambiente</a></li>
</ul>
</li>
<li><a href="#conteudo-listas-nao-numeradas-numeradas-e-definicoes">Conteúdo: Listas (não numeradas, numeradas e definições)</a><ul>
<li><a href="#lista-de-itens-nao-numerados">Lista de itens não numerados</a></li>
<li><a href="#lista-de-itens-numerados">Lista de itens numerados</a></li>
<li><a href="#lista-de-definicoes">Lista de definições</a></li>
</ul>
</li>
<li><a href="#conteudo-partes-capitulos-seccoes-e-subseccoes">Conteúdo: Partes, Capítulos, Secções e Subsecções</a></li>
<li><a href="#conteudo-imagens-alinhamentos-tabelas">Conteúdo: Imagens, Alinhamentos, Tabelas</a><ul>
<li><a href="#imagens">Imagens</a></li>
<li><a href="#alinhamentos">Alinhamentos</a></li>
<li><a href="#tabelas">Tabelas</a></li>
</ul>
</li>
<li><a href="#conteudo-posicionamento-de-figuras-e-de-tabelas">Conteúdo: Posicionamento de figuras e de tabelas</a><ul>
<li><a href="#figuras">Figuras</a></li>
<li><a href="#tabelas_1">Tabelas</a></li>
</ul>
</li>
<li><a href="#internacionalizacao">Internacionalização</a><ul>
<li><a href="#conjunto-internacional-de-carateres">Conjunto internacional de carateres</a></li>
<li><a href="#traducao-automatica">Tradução "automática"</a></li>
</ul>
</li>
<li><a href="#apresentacoes-beamer">Apresentações (beamer)</a><ul>
<li><a href="#aspeto">Aspeto</a></li>
<li><a href="#comandos-comuns">Comandos comuns</a></li>
<li><a href="#pagina">Página</a></li>
<li><a href="#bloco">Bloco</a></li>
<li><a href="#colunas">Colunas</a></li>
</ul>
</li>
</ul>
</li>
</ul>
</div>
<h2 id="definir-comandos-e-ambientes">Definir Comandos e Ambientes</h2>
<h3 id="definir-um-comando">Definir um comando</h3>
<div class="codehilite"><pre><span class="k">\newcommand</span><span class="nb">{</span><span class="k">\COMANDO</span><span class="nb">}</span>[NUM.ARGUMENTOS]<span class="nb">{</span>...<span class="nb">}</span>
</pre></div>


<p>por exemplo</p>
<div class="codehilite"><pre><span class="k">\newcommand</span><span class="nb">{</span><span class="k">\bdia</span><span class="nb">}</span>[1]<span class="nb">{</span>Bom dia <span class="k">\emph</span><span class="nb">{</span>#1<span class="nb">}}</span>
...
<span class="k">\bdia</span><span class="nb">{</span>Maria<span class="nb">}</span>, como estás?
</pre></div>


<p>produz</p>
<blockquote>
<p>Bom dia <em>Maria</em>, como estás?</p>
</blockquote>
<h3 id="definir-um-ambiente">Definir um ambiente</h3>
<div class="codehilite"><pre><span class="k">\newenvironment</span><span class="nb">{</span>AMB<span class="nb">}</span>[NÚM.ARGUMENTOS]<span class="nb">{</span>INÍCIO<span class="nb">}{</span>FIM<span class="nb">}</span>
</pre></div>


<p>por exemplo</p>
<div class="codehilite"><pre><span class="k">\newenvironment</span><span class="nb">{</span>ac<span class="nb">}</span>[1]
 <span class="nb">{</span><span class="k">\begin</span><span class="nb">{</span>flushright<span class="nb">}</span> <span class="k">\textbf</span><span class="nb">{</span>Ao cuidado de #1<span class="nb">}</span> <span class="k">\\</span><span class="nb">}</span>
 <span class="nb">{</span><span class="k">\end</span><span class="nb">{</span>flushright<span class="nb">}}</span>
...
<span class="k">\begin</span><span class="nb">{</span>ac<span class="nb">}</span>[Maria]
Seguem os documentos anexos
<span class="k">\end</span><span class="nb">{</span>ac<span class="nb">}</span>
</pre></div>


<p>produz
<blockquote style = "text-align:right">
<strong>Ao cuidado de Maria</strong><br>
Seguem os documentos anexos
</blockquote></p>
<h2 id="conteudo-listas-nao-numeradas-numeradas-e-definicoes">Conteúdo: Listas (não numeradas, numeradas e definições)</h2>
<h3 id="lista-de-itens-nao-numerados">Lista de itens não numerados</h3>
<ul>
<li>fui ao jardim da celeste</li>
<li>giroflé giroflá</li>
</ul>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>itemize<span class="nb">}</span>
<span class="k">\item</span> fui ao jardim da celeste
<span class="k">\item</span> giroflé giroflá
<span class="k">\end</span><span class="nb">{</span>itemize<span class="nb">}</span>
</pre></div>


<h3 id="lista-de-itens-numerados">Lista de itens numerados</h3>
<ol>
<li>fui ao jardim da celeste</li>
<li>giroflé giroflá</li>
</ol>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>enumerate<span class="nb">}</span>
<span class="k">\item</span> fui ao jardim da celeste
<span class="k">\item</span> giroflé giroflá
<span class="k">\end</span><span class="nb">{</span>enumerate<span class="nb">}</span>
</pre></div>


<h3 id="lista-de-definicoes">Lista de definições</h3>
<ul style = "list-style-type: none;padding:0; margin:0;">
  <li><strong>primeiro</strong> fui ao jardim da celeste</li>
  <li><strong>segundo</strong> giroflé giroflá</li>
</ul>

<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>description<span class="nb">}</span>
<span class="k">\item</span><span class="na">[primeiro]</span> fui ao jardim da celeste
<span class="k">\item</span><span class="na">[segundo]</span> giroflé giroflá
<span class="k">\end</span><span class="nb">{</span>description<span class="nb">}</span>
</pre></div>


<h2 id="conteudo-partes-capitulos-seccoes-e-subseccoes">Conteúdo: Partes, Capítulos, Secções e Subsecções</h2>
<div class="codehilite"><pre><span class="k">\part</span><span class="nb">{</span>Canto I<span class="nb">}</span> <span class="c">% disponível apenas na classe book</span>
<span class="k">\chapter</span><span class="nb">{</span>O Consílio dos Deuses<span class="nb">}</span> <span class="c">% disponível apenas nas classes report e book</span>
<span class="k">\section</span><span class="nb">{</span>Debate entre Baco e Vénus<span class="nb">}</span>
<span class="k">\subsection</span><span class="nb">{</span>Vénus apresenta as suas razões<span class="nb">}</span>
</pre></div>


<p>Também há versões "estrela", não numeradas:</p>
<div class="codehilite"><pre><span class="k">\part*</span><span class="nb">{</span>Canto I<span class="nb">}</span> <span class="c">% disponível apenas na classe book</span>
<span class="k">\chapter*</span><span class="nb">{</span>O Consílio dos Deuses<span class="nb">}</span> <span class="c">% disponível apenas nas classes report e book</span>
<span class="k">\section*</span><span class="nb">{</span>Debate entre Baco e Vénus<span class="nb">}</span>
<span class="k">\subsection*</span><span class="nb">{</span>Vénus apresenta as suas razões<span class="nb">}</span>
<span class="k">\paragraph</span><span class="nb">{</span>Cum poder tão singelo e tão pequeno<span class="nb">}</span>
</pre></div>


<p>Os parágrafos (explícitos) também organizam o texto. </p>
<h2 id="conteudo-imagens-alinhamentos-tabelas">Conteúdo: Imagens, Alinhamentos, Tabelas</h2>
<h3 id="imagens">Imagens</h3>
<div class="codehilite"><pre><span class="k">\usepackage</span><span class="nb">{</span>graphicx<span class="nb">}</span>
...
<span class="k">\includegraphics</span><span class="na">[OPÇÕES]</span><span class="nb">{</span>FICHEIRO.EXTERNO<span class="nb">}</span>
</pre></div>


<p>Por exemplo</p>
<div class="codehilite"><pre><span class="k">\includegraphics</span><span class="na">[width=128px]</span><span class="nb">{</span>imagens/ovo-estrelado.jpg<span class="nb">}</span>
</pre></div>


<p>produz</p>
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uPTKVZaYQ+oquDqmou513MvM7+HFSHKJoAYgAaocXkAnYwZbz9mO3crFQIJagAVAAKM60nOca2WIu9cxHZXFWp3nJt0xaRYmqBMSVUim5Mefswl5+XsivEfXxbnR6vi95pn28ZKpIk0IaEAJpL6ONZnQqmwAAaBoXXXDVNNM6l2vLTWaqXTGEZ7THmncL0mPRZkr4jlWnJEIUsZvQ6cnNct2zp2jo1nx+epxuWnAgAAAAuaJzqaGmja1Oj3sujFbRAhAgUTUEqOXQkXHskyVJqkCtHIlVk7OnXh16c+6+fbrxpXFiAJTUqy1muRaxHP5Xs8mnm7YXue3zz05ciapDSJNCGlSqTo05u2JvHbUQMABDB6ZWu9Rol6Y6l1F6lAxKkSMXl7/AD+2Q8np5qz5nEpLzierOqaHBG06nR08vSfPAZ0mnCAAAABskgCxtMr3ef1M2qVZJNClzK0ktyTy3KZ5+yG7YVISpEzc2yqVSqQOVZt1cOm+fpPDbvwE0kpqUmlZjGsrjh04x5OHp+XudPseD7Fcy1xABEmgTSiaDv8AP7jLo5+ixDQNMaaCpZtrjtRrLzdbzveaaYwBDF49ceaRZb8KqWoWVUbwinc2X0RtqZaed2ZviA5ZYQgAAATLz0yJadj7eX6GXbWbwGFJCJlqVFRnQB5O6G81KlUqksjRKpWymqU0qlVNJos37fO6evHvkfXjE0pZGkmLlYx6M45PL9fhrh9Tyurc9Dk7eIAEE0omgTQuzj6Serm6BgrBiKQA0Gu3PvWqKlrTPSyqmrG0xDDz+Z3HPzVCiecLqzdJhFbRvqadEbVXJ2+bHhg86lhCABNA0ystcqTTT1vW4+3F0bAmpJREogGkcujVLy9hMBOrM1SmkmqU0lmaVSNaSqmlNKw6ObXWfS1w29HllNRKYTNSqjSI5+Xr5TybU9Z7fH082UidCaAEAAt+fY02y0KAsABtMQ0XthrW1xY9M6zdXNbzQmMA8jm6fPlEiDN2bQmFLYveOnUrbPWr5uiI+SaedICEACaBpjy1yoa2T3+nHfnbtOlNwZ56ZZraStquXQTXm6DTKsrtjCKXLpKaVJpVNTSTWiTVSmrFpnpc93Zw93p82c3KSqmJTSqLzMeTq5I82GuufVx1zzc2imIAAEAtctTXXHYoHYDBMBAx65aVtpnY2Vm3ed7zTTGIPG4+zklxSiH0YalOdVvc3snojSyqmwqWfJT1c2dICEACaE0ystcqO3i9WT1OjHpxWCp51mRNLNFRU3L5dBUvL1LitTVld+XPnU+fspqWkmhIVpLWiTVSmrDTPTeOnv4urt56i4sU1MSnKmemZz8nXxx5qDrn0orOWWgYgaABAa47lb83UNosoAYAigNI0q9M9CgqJ2iy3NajAjwee+eVxWYt8uqsuiO6K3ZUuUaXlpWgg8Tzva8TNTCENCGhAq0y0gn2/E9zL0d+ffJidTm5zRlVJSIarG3GkeXqBUO5Ouck1x6KWlU0rZTVJCoQtEqlHrnv15dPRjt14k1KKakmalVneZhxdnCcDT6Z9DLXGVADEDQACDfDoI6efqCptBoqhMbGO5uquLKpMGPF0ae5QhPmM2SrKtK7OfbkPX9DPeyM7kzh5mt8mhteVVn819Z8vmwms0TQJoSasqWln3fC9vL0NcN8tJrOoFWa6V2TGkLKazqk15+hUPnu3L6ZWemcsprG0gJVTqymhKlSB3L7MO3vwsa3zaaqYqYUVCrOsjLg7fPrlqb3nsy0ylYgYIaAAQ+jDYfRlpZntncU06bVBc1VXNFVNlOaG04q8tRiLPlQians5+2zlzhx9J1cfVuRnWYsdsjn2y2NNc9yPJ9fll+fB4qTBJhKpUnLJ9bye6PZ35ejDfOpqaTlqpuxZ6RETc51OmbxtjXn6OoSicypNKk0JBSmlamFis6uvJ9CfXiJzTSSEuScrxUyrEjzezztQ3x6NLhzDAAAAQAF2g6KIsuLmNKjQpp1VTVXSZVTQ6VDc0Fw8WwNz5XN6R0ZdXm0mOPZ9Lxva3MsdsoU3Nc2s6mnRjuQtZj5GfU8vOgCENCTQgVFyj3uny/Q5uqstRNMdxVEXMQqSzNLGqqSWRrh0SazpASyqRKotlUazGl7dcGxfXkAXJneaoSgkipxrEWVZVyc7W5fRlrEAA0IxCtAAUaVGwxqy3NkbYbRdKtHU2VSY6mh0mOkygWbZmJ8t28/Vpzc7IdKzb6P5r39S8OnAiKZnTo02y1ppo4/mfsfms3jE80TBJoU0rATW/Z8Pqy9vbj3y6BOm5uCakkaVTZEscqKUqm3LjPRGdYvcjA6HZz6avWY0VblAWCJkJJUkgM3lURdGPJ3efqcVTpqbTUSjTAAAABBrnoLry0oAR3NDZJvWeg6HVNMpqhtMqkxtMkZjXh8vTwbyVNw9J0qvT87qs9jl6szntURNo00w2NJoJ4u1Hxx6Pm50wIQ0JNCAoGju9L5/vy9jfh6MtqihoQ5ZKgQVNDadJsiGOG26Q0AIAChFhJMEOVUUjOLdJXlZlxdHEcu2W2zQQNMAQxMQMpvQ2VTYwYWqKbdOsdodzVOpoLTHSZTVA0DAj5jBg7nQesaWXtGtepXL2GBUkK4DbGzdywllcvzP1vk5vitVmpMEmhDVAAmB3+j8/3YexpybZbvOikCgMTbJoBgCYwqQYgaEAAArCRSqaQkyzNkCwrCo87o5NLtMYAAAAAAXGgbyy6TsdKxWOqaom04uk6Lmh1NDpBTTGDAQfJVNRWk609Fol6RZp6vkemTn0Y1Oekic0dDihqpqY0mPmuX6b5zNgCUTCRoQFNDhDVdPp+JeX0GvmduXQ87immNpqNWkzSUAAAAABDEAhIgKQ0EViLEhVyaebqK501G0SsAAABDRQ6XSXy9OdT0c/UhaqmxjpUGWyydp1TVU2qG1QNMoAAD5OpuL2z2seiuqtOH2cvea475ViDIm4NdefctMJmpqOHvmPkz2vEzpgQhoSpCGqZNQAUdvER7+/z3pYenWGkaOKKcsaAGhQEAIaABAJliGgkyDFwqwrhsyyWu42nKMAAAAQMLTL6AsY6rnpTHZU3TYwubBMiNYuLaelNUNpjAKaYgD5TRaF6xqlXNlUqN+2HVyyOeLmnGkkb4amrTFGmdEXEcPB6WUvgvv4JQCBMJGEqlQ0FCcJhXb6vzvVl7t8umG9Y2WS6bljQoAStAgIASpzGZWZCvKeOx8RehQwABgAAIYMYdM7WA3o2VCnTkOnXz/QimOikxjBBGW9TWlNMbGDTGKgAPmNJ2HqtEm1RVTR1bcOldtZ6GWW+Igoyok6kqEqkibgXB34FeT6fQfJv1/HzoAgTBJglSExVRLhtM37/JUfQ6eJ6Wb11hUbPJpqodUkilKijOK1yiFuYzNMcOSzTCnoMYmAMAAAAGmG76LE29RMFdTYDcKuDojqY6GmNjE1OWlY7VVJ02mDAGgoA+d0m01qLClYVLG5snt47PQw6MaztBM1JteegJhnFyTlvB4vueN60u3m+mWfIT9L4MuKHmoaBMEqCRghgCCqgO/t8Nx79eL0Zem+HSXqnnRvOKrVY4p1Z8ONdfND0mmADExiYAAAmAMXUdFgD1FQwClmxw2w56245e6ouwYDpMTHE3ncaNVoNMYAAwAPCuLLspJYimqC4AhyezGe5gqmnneZprjqWgJjSKmNc4zjLhl98HqLHZHg+b9Z52b4peeaxghglQSUhDBDBKgkoIdANA0BLbJbBMYgYmAAAAAgYakdWl6k0qsTbE21VU4mmA2E+d6ZGW2WlWKhtUJoJNJy0qa0GA2gYgBh4tqkq4atISmrICAqZOz0fF9kynXKploeuOlaiqFnpNKHRnN+dL6OnneghNKlNzGPk+5Z8gvpPIzeNpS0BCGCGCGCKQhlIbJGCGADEMEMhDATQCKAom9+izLWjUStxnowbdUm6hNtUMExkzTPH9WLl1c1YUqE2BGlZZb51VAUxMGmAB5NNoqQsqpS9M2KExF0Z+p5fUd+HRhUNonTLQ0rPQE0QxUubrUcXbx9K6qlZKpCcuLmg8/wAz3sMX52Pp/P08l7YZtEUUSRQmIYJgCYIYCaGIASKSKB71z36OycGvRlSYymVYimRO7yTLqbGqbBKpE5olUGGW/NL31GljqaGADGY3UYag9mIKAAA8u4tCbkkTNIqCdI0KVZkjD2Miqym4EINNufoBCpJgAHk16mGb1Sq1JGEA4pAGW2UURpUc/UHk8f0KPl4+nxl+dPawjzH25rzPWYhaIg0oxXTdcb79U8yvW0rzOjtVmOpVhoqMMd4zrF0BpN2MqiFrUc3Q3KilSVBM0hNA5pBnpxx0b+X6ZVy6bTAAeOueWtZa6DTBoGAeZTEUuQaCpSNHLHLQFSdnX5frHPGmdIqR7c+xpLVIAEMPG9nkzV3+f32JsqFRCaYlQc+8VAVNIpVCtRnNhBSMst4Mo1vGsab1ErVmeisRTqW6M3QFlSLl7eWaweqJ0dgW0h0zF6Z5toNBCEqkE4NEAqkIvg6JeuouxtMaYJoJ1wvLRp6AqAA4FIimgkIKZZNIClRM2ifU8zrOnPfnoTCNcqNXLpNAAAxHB3+L2ZvoiNRpwU04QMxneMrA0EylNqIVozVyTlvBjQ5Yeuea1RvMNsHaClZK0QWrCNYl5EVDZVMKJGhxcxleGwpapywJYFJiTDPLq4Ze7TDWyqmgAAGOXlls4vRgDAPMEkoQIEVeWitTaDQPO5K1y0PT59AyTVJNF3lpTkCkmCGGd+Hm+8ZbajmkDQMAWeiyjXHYAdKbkSoIVBE6JcY1Qs9TFSHqJXNW1SDGNUBcUWDObPp580c1TvOxRcg5CZMctkGggGgBpibZHD6Fx5/oc3QVSdDAACpYRpz6xoDpFB5LGJVIDSAA6mlpTSDmxaFG3TwegcrClNoV50UNUqixNMXF2uObq830SnLpDBqlA5ZlpmstmnoJggBKkE2lynWSG2Y0GKTotSbjShqh1NE0mXUuFydmUYE1RcUNORJoMtJyl53QMoGCoQxoSpni9no88u953Y2mJoC40Od3hl0uK00EHmqGUCCNIAQjpMHKNHDNqy0Dt4tzXPfCk0yE2WJ0mkUAJhHi+h1ZS7vPTUTQUJwAhxWMbvHWmAJpgqkBizNolUh47c+LoqNzO5odTQVLBVJdxcPPSTz9NMZbcuykBKcjRccm8hQihqhMZLGDaL8f2Jji9Dg7TSaiqi4DXGx8vTnD15tK1OcOOlQ2gcUhJgJpGFAEml52Ooo9HDVGSqaE0FxYkymkxuXB4Xvc0t78fVZc1NOoqGmglsx2yuLaKYmNDEACaVKkIbjOs9YybNBgDCHNKncXFJhhx9/JKOKstyCmoFpnZlHXhlSdaJtCsozaRWdRGt56V5Ho8jl9OHNjmMzZc8m0zUZ1rrXOdQcAwHDKUsFUjAClQp0lHWbLrPQ7NePtMZuaU0GeuWg5pCYqYnDBHl+p5nRL3SOxVLKBAAZx0RlbitGCG0wEwAVIAYGdXlm3NxqAMAYMZNy4oAjHfA56albKslOiGgvn6DLFyq2kqi8tCJMzXNxGtYZV1c0RHVktDHXbSstLBOgGBRIefPzgfRv5sPpD5sT6VfNh9K/mRfqH8sJ9VPy4v0x8yJ9Rp8mH1np/AB90vhivt18SH2j+KD7c+ID7Y+JD7U+KD7dfEh9rHxofb18MH2z+ID7k+GD7h/DB9zl8WYfa38ObfdP4QPu38GH3h8GH3h8GL90fCh92fCB93j8Uc9fdT8OdM/cr4cPuX8KH3b+DD7w+DI++PgQ+8w+KD7bD5APsX8aH2V/FB9hHyQfY6/Eh9YvlCPrr+OK+s0+PD6yPlg+qw+cI95eEH0enzBX1d/Ih9k/jA+yfxgfaP4oPtT4oPtT4oP/aAAgBAQABBQLeQXZtGU0MxrwSMbCwl5iEMMbuZa58AxzXELAmGDzALtkMO5m5B8TXXSRGEZdk9Te0zZy0J6fELKa+ATczAvJ6N5aiiwjmuJY0MbzALk9gYxggiDsx71FDoFeIMsBrIhEddIqeoJAGbMXhPRX0qLk9hXK1hemFOKQntDMK3Y0buaAcRHM40xCMaGi9y3YHSdAEGjMWGTGbjSZaERh1zEKMuYuSenvMAh0ZGu0wpdqOYYZjXipjGhmIXJo3mDz9VMauERzpMJqBqfGGgFtlxCtusZwgy5S5v0l6WJgxwYxPqprlbisWYFsphMvCZiXk9G8mGIOKxjXGn7NDPJlp9VOkmoEA1MeyZW56zHFGW3VZMgQZMhY9ETQITLWigVEc6MzXImNbnwJkNgTTCtlMY0JmJeTtQ9zQCymMYBTELs/k6CYTQQDYfALjYIhEZYy26jJlGMO5Y9CLwJBjEsKOInavgE0EdrDyVEwLDDMrXMxryajmEwzCtlMJghmMXZqHzDFHFDovGNBAIBsZX4rhy89lxPMZbxlsely5gkZiTugT/X/QITBjnEUGg+Pm8EyPOUvBMzQCIs8CZGsCYomBbAwmEwmIvJj2Eal5jFlMNcY5M50GHzeAQCCDYzJzXEjq42CKWjJeEW6TNn4wtv4cXGmDJyGsz5l7Bnuby85TycazGsJplbuO8RO/gRzCaeuvY1JiDkxo1CZjHFGqKZIIogG3kIWKbjYPYwiOl4RbUNzNnhO/hxS9EQIBoGhoJmeXl5eMYi3iLPAJjNYeSizGsaGZG7+Yq3P1EYwwmYFsGNBCYg5O50HsLxosUQbfsIzD1y2yy3qRHS8ItpG1e0zZ+UJ38OLR/f8AcHYaA9na5qO5xpBHecpkaILxFngR2sCbxRMKRjQnuTFHI+AYYYT3wLYMaiO3e8HeKsUbpsCNm/ehEdIRaCXoNlmCjLlLQnfw4uWk+v8AsNIra8yLbGdGJII78QWnKeTjSKIzQmZWiiIs+qmMbAmnrrGNPljFXkx7KansL0Wd4u77N567XXYKwUIhEdLwi23kyKkfIWO/ix8z405cnEY35AbGUXRq4+5QWBNg+Tkby8xLeARm4gtC08lEiCMaZG7xVgHFSYYTTAsc6MrVQQLLW3WUMFUJsmX71IjLeEW2cucLGa/QIhcgADTlTkMKOsGt2sv9yyGqNYrmW2bPyl5eILnGtqZMlzyjGYkgFp9VJha0JuVEwp3YwwmExRPqprewJuRLRBBCe/navXJmKujchsEQaCIy3hFtXiZc94T0CqWKoEGozI4WL31+wf1H1IltfrimfLacpeY15HxTJknKZGgERYP1UmExjBMCd3OjK0EAgEWCMIN3NhLTCOK7Bg0kRlh7UFGcKMmUtL9ABc48YQazPZBnrX4as/eDxS0tpw5AI3sKoZyxgmBLAiO/FS0vPJVIgjtCY7UUQDirGt7Qm5RYFgFBTlvDIvLYMB76SIy3nijOFDOW6LFj4bXEGCwh1ZPsdVpbVj8r4JsMmTkb0xJLTlxUvLzzEWY07udGQ9lF4i6BQrvOrqyntsECDURGWH9YxJJ6HDjttnwzMuQG66X+zS+u0toRrFMq2z57imFORAtTLkuby8UXiLPqpOg/s2NKHQIZfvuGA7LQNrInsN0WLHfcMbCpiz5FRH8vtWltQmFbLM+TiLy8WY0gEyPLy9MjTCl5a1TTms/vjEb2cMOfHP8Aaxz/AG8c/wBrHP8AZxT++Kf1xzkNR8cymQG+zx76s2QIGNzGFjvY8fI+N3IeKYMtyYNGTyw3bacOUWbMqh35tBMSXiiO/EFpeXl4ByZVtDkQRvbxiN7xje1kMOVzORl9m5gyuIPZyCD2oM+MwMDRsatF7bJgOrI/Jr0cXG6q8iosN1l5RcHBvgaMvkw71taecYsPEyZORvoGdccf2sjQsT0gJEX2HEHsqYMp5A7B8C99GR7w4ec7giKY623ALxF4jfy5lQg3UaMo7MId+0tpQ90YWz5+14ISFhzQsT1XcRc7CLlU7BgNXeAFizDGMh5EQS1wy228aW6AzPjYzDyCjQRcMLhuito5GAEw8VhyEy/V3raLlZYuVW1GLR3luRZxjGTIXNAYDLAxlts4k6N2Fxpt+2RbdHaWpxCxshP4C8BpaLkYRXBl5eXpeFp5JYYxkyctKtOUMI140v0mcEPha6jQ0yi8PRhYcoH4S8DS153EXJLy8vDD3h44lyZCxtbUDaXh1ItyO3RmcQYLBtLfXIO/QnikZ2b8OGgIMKwErAwMfIEhyuYM2RI+UtFXYvqVbxRbpPhjZcWU8xpeZegAJjZAv4sNLXlrR1vOVoTeCBrUJl9KoWjKVqBAt4BboxVhD69nGgTJH8bwW8yZb/ica45lUAjvQNaeYVjpeeKg2n8/6aUQsUQTJjV1KlSBMeK8ZR1GbJxGHJyGh/D+DuqsyZOVPH4e3fhZsh7qe9ASIrAxljpO6misVLXrjxlzjSWFMqh4uNVqR0Z0ZU5DDjOOCpjfVvqdm8vOUQXGTIX/ABYzkRn5FBc6Fa8Kx0vLFToTGWKILeBGbQKOtuhEOnLlCspuKt9T9DsXnKd5jx3mTJz/ABvFdavLR0huphmHDzPawl4WvrHeOtugGrPiYnDcLV/B/wAR13oEMXFMmTl+WVoReOkIKy0RirWhnnWKstuiFWIVUdXMJsY8ftiOrzFQmBQJYmZXp4/LI0IvHS87qR5BATztCWvGWx6E0yLyCYsiOtW85/qdBgBaBAtLTI381njpbS0It+BRoyx05RR+wG3ahF4y23TryOqDGwYTxB3fO12qTFUsewpaXCKSSelFWO0NVuiVrx1iAbY0Fbxl4ncMGnPjLzArrkmQ2CxjoVSx8CATjMz82h6VR/1wt26C9LS2oxADHxhZ51A2g7wgg3vvstwVKnbMGp2CxfGVrlj2NDPsQOAoJnfisPYdDbQT+vfo7wGeZx0mYkxcPbUY4p76ka0PcA8TtDS63HjbOv2h3wZT/Md40NDMS2FLQWUMxduhVS1SblRcsLHSFJi+sxg9VZ/rpP8AXSf6yQ+sIfXaHG42Q0DXhGnH7Cgezk5xR+2i9cbR1iHtU7FtGRL9EyBoQEDdhDDMa8mNBT2HsOiVuMvsATH694qAS0tLS0tLS0tCghwIYcBhVhqBitPMIqyhoccAtoPhI1jjEHaKbg/q3bWINh8YMIttGfGhzaL3jGhhmNeKUE8Bm5N1ARjB67mD1YnrqsCy1bS0tLS0tOM4wiERsIMbGy6QYjzzCNgzGbK7KID+0RrEi4XsdQgoNbpeEW0X2fmZTyLdgYYZjXk2jO3FOnT13aJ6yLAolpbetCsKwiPhBjIy6AYjzzDsG4nKKK42vMiwdx0DpeHtovXzqyNYJ3jmhhmNeK1UXOVuWQdLjxNkmPAqS3SWhEKwi8fDoBiNCIdiw0KbH7BezbIoDpImTHfWNWRuRY2BoYi8mhqzccc+Ojw+teBQOotCstHxBoyFagzG0Zd3G0dYpuuwKjVkx6TqzNYIIxoYZiXitRPZND52zrwYLQDqrQijLeZE4mitEa4ZdxTYkcsWPsdY0DURMuPQamniOebubChiLyfQg75W5ZNw6/WwwDrCIRRlvHQqaI1p9gw3MDTIOL+dgQbJEy49BgrlawQWVjQwzGOCBr6L8Unx0Pr4ubAdcRCKOlwy8TBMbxh228ZmQXGM/rrEFQdZEyY6GGviH/sfI1TEXk2buuI96+wbYods6VcrFDZGxoEXcvLy8vLy8vAdwiGmRLjxRTEPIONsefKobHZFBsET+X7HRnawUcVY0MMxDipnYQUE9o/sPPQ+risNy8vL0vLzlOcDzlL7bChmZKCYW7uLjbxns36udkVGsy3cd1p4n+TJkaGhijk0MyEzEYIBPYN8w2zqwYubAbV5fYvS85QPLwbJqwmReJimI11cW28ZmURDdNgVGzjNDMz2UfohNTMYsKFbxMfErFHdjdvjaOlELtjQIuyd68DQGAz41GEUMyLcQTC0yDbXy/1xeNgQUvBsA2MPYf5MmRrmhgHJtDOVmI8h4E+Nk6QLnBi/mOqBiteA9tZoYZlWxmM2PYqdoQfXH99kVGyhuvs5If0Q1MQfrofHymDGUGT/ABz42Tp9bDaDYv0imK2waGGZFuIJh7q+2njxl2RBS+yrBQv7u7XNDPsTUQRYcqBs3+DbOj18XMgdcDEbZMMImUWYT1mmQbeKZOzHZEFRsZTD+iGpmMaBAJaZEYM9/wDTh2jVFLNjQKNk9KIhgOyYZmHaYTZn28Uy7QgqNZNpjHJsjXNDPsW0KIBBABM/+CHd9VOwltk9Mhi7Jhjw+UPc90O1i85YO67AgrbXkMb/AK0JqZiGgRYIKZFtih3cH+MS+/boF8psmGNH+wi/Q7WPzli/TZGgasQucj3NfJPbQogEFB4zD/q2joxiyjSdpR3lt9YmyYY0f7TH9DtY/OWJ9NgQQbLsESpmPQBFgEFBH8T42DXGLusGk6fjQO3QiJBsGNGh8zF9G2sfnJF/x7Ig0DS/8zGQjWBAIBBFr5hFjsmvrD91g0GHT8VUXnmdo/nfWJ4Osxo0PmYvq21j85Iv12hoEGhjGAhvRarFEC0Gn2V459z1B2XSdXxUd4DdmtDviLB4Osxo9cf1baSZIPHRtCaMBAarEqKA194f9u563ZF0HWNI7HuOgWLBsGNMniCJ9DtJH8v9htjQDoYw0JipyJUIFW8TEYEtoFL095f+uHztYPosvU6x2LfanyehQQbJhmb6wRfqdpYO7t3g2xsNoxpZX7thx2lqGolxL0zrzww7eH6rQQ7PmvzS28IgltkwzN4gn/HaHjH94fI3xU0Mxi5ZopmH9scNby8vB5MX7ZF4P8bWH6iCCHZU6uVod1RFG0YZmosO0J8Y/pDF3xqUWGUxPPrdhGoZ4qJaCe8ls23gP6rBBt+RT5Y7wEVYNowzIbtEh2hGg7IIZcied8VMRbk9hBMRh8tBQjuYPCjvPn3U5Ydv12iwQdYFirLbBhhMMc2FFh2lh7lvNDF3xoxrYZm709Vro0bwKtElqkXDKVbaQ8WUwb3beCwCAbJoTCZlNBu4/vovBUbpiLck8Vr6h/b/AI/HzDDF8DR72OzbeB7gGDqbQCAQDaNDGh7mKNsUTslBQiLv37TGsytc1xHi4hE8VaJQV9hOeLbRuLI14D0FpaFZaWlpaWlpaW2zDS0y/WCDbE8w+dI37RFuXPEacLcsZjUtCIulp7WPhk28OTjAYDB0NpaWlpaWltw0tDM3iLtimLzqI7rvoLDIb6vVMMI0iphnsYf6JuYssBgPR23zLS1GmX6xdsQy3FdAqN9zbQKCYzxbzUVEGgz3MXF9zFlgMBl/wbGEzKd7GOTedIr8jeyHQIKCYjdDDpXTkQZFZSp3MWWAwH8ETDDHNyNsQz6jYtB0QggpgPcw6RPEFDDPcxXG7izQGA/gCaEzI1t7GLm37UGu46MQUQ2aGposGgy3bPh/k+7jylYjgwHrTCaEx3tPMG55lrDIxER77Q3xBBpQ3Uw6V1ZMYyq6lG3VYrMeYNAdgdITV2tCeRG7jXiIy8oiWOxboBBqw0OlDr9nD/Qb+PPaK95fqSaGEzI1zuovIk3NMjlZjyctg9AINWNbCHSnnSae3g5dArssx5g0B6cmpMyPveTawrkTlMaENscYN4Qaca3NDDUxYNHzTLmKN7GEDocWe0Vpfo7wmpMyZLTzBuovEaWIAVgdj4B3RBBQQUUWEEMIqZ8roNcmLmMStjnsevw6HFl4QNLy8vvky9LwtMmSed5FtryqTMHnY+dwQVFVeXgoaCGg2Mubi6919j1uPQplKRMytAZel9u8Jl5eEwtHyb6JtDZG2INhcloCKGgqPOo+HxIyjtPj2PU6JMzLEyBpeXrfVecpel4WjZAIWLb6ptZmN8LXXWYp3BBsd5hfkNIg1HxkPFMeZuYpn9VXhBU9ACRE9iBwZeXl5eXnKcpeXpeFo2UQux6BF22xBpjTjsWloNsQbOE2eGpomtheH1mBx+KZsC5BkxPj6K5EGdxB7AgyqZyl5eXnKcxDmEOUwknoVx7FoNH9jzGwYp376TBB3DDSNZmRgqYnVtDIHGb1ePS95yac3nJpc9GATAlt58TXx3C6yIBtd4NI0NAJha66hr9pSVwH/u0ETN6wMZGX8SqXgFuguL0+Bv2oNXet5gP7w6R41HvP5hSNT4leZPVKwi34UAmKlq2lt0+L8WXQNBib16ntoU2bzDQ1EGv2shv6r8hry+urDJ6zLCLfgQCYMcAtpMG2aHGh6S2kUatqYWuhr8HxBrfCMgx4f5bNhMuDGY/rkQqR1oUmDFLW02paAWO5kcgYnLQeNZinZtqNbS0MwN+0+fmo7bGbMqMjcl1mN4Ty2JGj+nGwuopeXl+jsYuFjF9dRONoRsmCW22TlFxsrDYtPGyIdAhloNA7H4OgeZ8aPme2hnpk22bAGlgY2DG0b043rOIUYary8vL67Tg0HruYMCiBQNBhqNJF4uyNGRwsU32SYN468RujaDtWsRoOl4huNPEGHDjMPqJD6k/1Xn+vkn8nn83n82nBp/N5/J5/B5/AwevP4KIEUVtS1BLdzqtS0tBuZx2wG+yRF7DoDowN3MOj52PZZ/6etl5ip0kXirx3DDBHEFPOoaBW1bUtLVe8Q7lrywBGzeDeFDBVTYxodA2MuAZJhx/z2n7bJ1W/U/a2zbRbtaxI2Qlt3Ox5YWuuwYnjaOod9GI3RtI2cmcI6sCKHU0xntsmEdqeI4tB3raClq20lYaCg0tAdx8YeY04QbHx87lr0FBowmxOgwQbHsYyD6t/57PjSdNqGpHbwajvrFX8fOwZY33MmazI1xsHtAb7QvF8Q617GfOgbJ7bTxDcbRhoPPzPmDYFWTvst2i7mbGZhDAbFoNHxqv32BMf1bed2/pjcOmwRAOO2dBF54nzsirQHWaHvFPfWdJdAR41nwTYg3g6ITGe50/I2Mnr/wBGxoMabLG0HjaMtUn9t0xl70GthYjbPjMpU4WNhsMgi7l6eTpBsY2kbL+wvMeNhxE32Fx8brQbLRW2xOIM/VaDWfF+996+pDdX1X0ihnsIQ+At/PqPg+aHWNBnh9i14AQdB2PZUh8GTkBoNTGibQ1iuI92g3uwoNh4huN5uxEtuuNprQbIhgjqGgASLqEMPj55gTn0N4p/aHzQ0Gn4+BRiUfG3JNgiKOO+QIPOyIKtPDavmP3iaBDLaD5pkyEPja408gJ/SXJhgn7UG6NCG6sNInxrfCjxBxGzkNop7b3gw7hjrF1W7wCHtoGo1z47zD2oTOYheXNO8CmBBOMt0N4Jih0nabORkUgjYcRLjfZYN0xu4HYwahHFopqYNPyTLw+OQn9DCSQIATAktLdBaW1If20mDxT4058JY+vyCbAh7Rd/53DDHBg0WqIwvPFBQUMNPktOZhYkAWnCBJxlusbSNPwa/HwNfxHmP67gp/y3mg0mi0NFhqamGogg2v/aAAgBAgABBQL/AOSj1VuvHUnrz+ZH5i/4w/8A4ID8FeX/ACl9d+jH5i/5gwfmAeu5S8vOUv8AkidYP5Bjsj8cYdodIepbbH41qjYH400FDrHTDoTrO0Om+egOtqm2sdMYOoIl9YHUfPUW02lupMv1VpaWlur7f/fM9T8/+Ln8b87Y/AD8gdg/mR+QOwT+ZH/lB2D56n//2gAIAQMAAQUC/wDUgtLS04y35IDWR+QA2SPzJH40bZ/GjbP40bZ/MH8cNo/lyfyN9V/yl5eXl/8A0RP/2gAIAQICBj8CdPgKf//aAAgBAwIGPwKeh//aAAgBAQEGPwKDS0itWzkyjStI9W61MIXpiFbXAmkZ5MoEZW+FMaRCBG+7K5NIyrKBL3UxpE8nSOFyaRnlATudTuJc4BcmkgZ3LMKceliNLmz2drlBcrk1CncSskTS5xq3GheoKb//AGeowjhWSK1Le7Pa9eO2sByOr1XSOOVq2I0ucJO4OO33wHLd4PkeKygRnlnatiQsghxqmE20gOW7wYSERwrKBGeWd5KY0gFOjPKJRxyZQJeOuQU4DQI/OHRnkykEhhCiU21gkJubhQZNIVIBWkiVhlMJtkUChBCjOJQC5MpCSCQqmNIFBq5UTgtQrOrhI1IVTglP1OpxC3MsIsFyPwgzf1HHbfKQXI6PVCNHCpibSO6ioq1UVFYjWC0fHmENo4NLFZ1bmYzEisqKu62TKyUGZ2rk/R8gVbllUVFYSQzExOj/AEC7ahDgNYBI/jttmY/ETi5vdBoNQr9TrAqE3MpEyH5TPIhKRXUhWawCnBo13h/z9wQpFdcrmVpYVTkWYT+v33PITZQhrcsxKJ/KZ5fUT912a2LcxicPIJsmf7fS652SC4vUOMI4ZaFiY47JbfPvZO55ko/FrVldlcmtAnuCHZOgldvLdLaXSEEKW3AvrrZrc5BC+LmdqlUKxxKhMZxWom0b3nulsL46EMiKhdY3X+ZKf7BX2gQqWyjUaN5y3S2FX6EMtpULrG9EanQqjjs9Nujc4dSCGybuY47fQVPqd8paR2aR6iUBw20x6yKxOu18JaRmFO4EGjJE6QvUfw+52a9TvrUIJ3EpiVpNoVvM/AteqhTqYWIS41C/yuRMLEB7mkJiXpKnzPxhz3Rsx+LlbnRhAjHEq7vL72a4/IvrDJGaCRCWLrS41B6DkzyNgzOhA9xhYyQnK2llbKQH5VeJiVxTHDbiEcls8T+RfODPV0u4SdyE3tW0YUgpXFyNnU2FPAHuPGJkVk4CUF3EmeNwpmEcltKu6vbCIyGcLKAUrFYULcB7zZ1NhAZ+7yILl0ULoMziJhdsKmcegRzuPHCzrwhF3e72P5GyuJs7dmUz8afCF5bq3iuOITODUnaOt27rIoTnu8LyQ6GO0IpOeRs8jZ3bsi+0Ip0K9e0IpNLYjKEEYIv2Py/zBSCYmEK9eOcUgXE2VxNrbtyLzg+R1O5VgSOJUaMo3u93ulBT9JdJfBQqWoNTZXE2iBnmYOAQghXwZQ6hf4kyjZnocChDXG6VgDKH4FUIyubMqiY3/wDk/pYT/mdcL6KGMzB7zZQI1xG89PpAKfpL2R4kOPvZ5ONy1l5v0IIV3rcXI6EygRx/YWT/AJZ36XaE4gtuOLPJz/fqh2E9237thD3nQmUCOd//AJ+5WE9Ir92whbC8WeTo+xviJ4V5bYT8y4H+22ZeO2pBSPltzLqTCOzLJ6sAp0KzK7NvaFUpHoJz1sV5vLX7vTN4bE6XcXaHWhibwj/YvscSjWXsLn1g72bsjT5/J6TxQd4EUXN1vLEpl4fZ6UGWt1Ll/iJXCwjaQdeFvcbtn6mjwrTgDxuo92cvnEdxxsRnWxetGOWG8vt5JFdmJPJR+0vGIXK0jcJauOw/gfRPEfyu1AmUojjlb2dmWZID2nhFrGo/X9Z/T4xCsHtaRov7C/lXv7Dr+3kX38owjebtuNSeLfSBMNsvr7zjSN5Km6ZfN4h3ye/9fPCOPayjZl/KpfTxe8TvgtuNT60KHRsje8y9O/zxeod7KdNsz+ReJhYdHHZ4ew8afIIdSeod6l/X/I57vkXgXncCZvf+pV/l8jfJuvPkdNvRF1gOR1O4CN9/qdH2l4oQ4Fh542a3bxPwHHdUn0hrd/M6n6fnu+lxm+5F6y+MAm6PR9oVWCS4NX//AF2VL1F/9fWAkNYxHyEOJMzjlwbk5L9cR/1/r9B/CBTd74rV/q1MSjUgNQZbp7Tw86jnt9HlAodIiT9T8LlnAmSeP2Ghjns9OOkDmUNJ+p3PMSfqZTGh9JZz/r8dv0gpzISuFTdJHyE8H24/cC5Tt5bZbvMIcjgZD8hKOU3iR/d/L0r1IJbOuBidM4KQzE5CriQnAqb3SPVpHCBT68CEmEOgXZ7oaoqKitxSE6x6ZPlLAFq0pVE76TKPTN/IuvP4uFIT9lyN+Wwj7jidSuyYkyr5UncHa3rwd5HmDNVdymJxshOGlUTj0zf9fEzCk6QTIfiJxU5iUROPXJ/zBlg9nZKykHMUiyu8+vtAzIUsrbQUFBQUFGaR/IGUej+shOpOjulHssesI9X+o7n/AIlFL7Ddn6J36xBGTpH6hblncCZv1qR+YnK6Uh0whUzC5ewSwHXi2pCcKsQoPdioUopH6Q/FZxM2kfqqZhC+PSewHJ0tymWtftFLc6XdoY28nXa6EE3vIsQlUjkgO3Xd32vVDEo4jgDMLm6O9jydVEo7rzZmEKXWZ3SsOpR6QBlgoUnRx6HDTslZS6+W0Tv9BKVvXUvbj//aAAgBAQMBPyHS/FWpDSq6GWLibuholltjdn3R9+YudIzW3lJcvwP3FFF7JoIjzMUHEU4IYIS0fMuYortBlEfWUlI+NCc1qulwIEIai4xXDHjDLNoMGDLho6LhCHm35CBsBEdj8vKDx1KjKhCM9wRw0XJLBizNur88R0V06aN2jdlH0emMoJUZmV7H7imJEt4bSo6pUBFMVRVFKLeZYmOc6BBzoouhBAlRJkhhmIeRdeSDBgy4pcuLQhDya8R4b00EUowdjzAjqasbxlQlH1SlCO+uN6xkzKLrkxlUd45k+35cRRdA7RzQbsqeiOWYpSoFTdfx+5YxmTCGjqjwI9e3WbRRdA0BAlaWriU74XQxvylgwZcGXL8J/Dt3ROkuB/CBi6ONL0bq9j9x26Gl90ISiODLHaMsYUWZUnLlilBDb3jmd7flHxGK/ZOJlTmVRoLErGm6vY/ctY50CGW+mouBoBAhpxDsIQAl6Xq5iRJljKDCXLl6VCDDQ801+lUlsduCNv4BHS9RtCJzORKKCLQlj10FzLd/wigEzV06LoZf1FixXSKo5XnO7HMoIGlze35R6H6EqWWjdjRj11j8GxpLA1AIHgqaTA7IdZx4hmWSrxEcGDrelwh5teCzbuCW49iLfmVL8QW7E3baJVTgwo0OZkrpF17aNFd1SigjDh0ZdzPt/wAOIpQQcrpUV7ZP6i4jHg0vM96izMEwRnbH5RX7NQSs60QaAQ0Y6VeIurExKh4mWEAlxEcGDBg6jBh5/WnE/uWgtj5ga3LgcR3nLlWxOIlQ0qXCcsuZcUs2Lkl8pL+x+4oo3YIKz7ofubFRZkrQVzNt8v6ilROrrFU9mM/1FGZQaPcufeKOmxcAaO7BrAeMmgBnfyGUZhhBETSGDDU0NL8ohu5+EVJaxfMCItG8/f8A80AOYBtotXQE1JGGosSyLmbcArOIuh3Sxlo+cEUxTOui31j25mwIx200Yz7vl/UdsVEDF9YtT2HJ/U4o6BM8EaQ21owSvA64E3mfFHiGosSo2lSM6lwYMuDBgw8sgWy8mMtu8vzAgShy9jpLzGpeIONTDqzbC55lfBA2hFb9HJfScUWXwFolTrACOkWVmkZlKXOCPMWGbUolfw5joqLG7RcaGcb5f0RXr1Q5YiZupB5VM4Q7jbyGJyagCO4MIS4PjXq67ny/00V8wNKMXs/erEo8aM5i0ZUAaKcdQjHUuSghPLDRitkzQSFFibbpLtGAcygRxFmKusVFSyXK9ntMkWbFTPKbhu+0oKIsdHDbHbDnQHlcS5cIRcRDyBEOmoUO4MNDyVxYgWUEThfn5zvAl+LHD9+ATZtcuCXHQg41zlbXiWLLly4GFRDU6cyl8WpTCCy4ZYvRzdu0sajMh0XEcxqtxFOnrHRWhsX7PaXMdVnsjOSDegEYeF8Parj8h2ii0MxJdLCO4oQaDxMZZmK9OBLPOJY4/wB528HMR1iDiXoRaO0aoLJN8uXLl+WGiFTyxWNDSqzM0LbRvwljohg9d4s6hmWbq9j96TL3aNB1ShCboziO9jaMMq3aZw8jjW5iEYtTx5N0x1LIAivMIQYMPBcYDnPH+0uh8Rb86o9jt3f1ABTY8Id+Fdo2m8IOiwZQ+0WdLgpIAQ3WJbxxpbYlq4YQO6+F/wA99NO5tuku2XYN4Bj11maPEoKl2zfXsfvV5hlmaugaVhDy69KcWaMngdHbTZK6klkMRHUGDBgy4a8p8np7RVa2x84JWTblhrYNTS8zH8x14TdGGlzjSyg5IreYsvTJTdmfk7USQmWG82PaMW4i7ug+oy9lRYlkvm4caS072OocsAMcemO2OmQxEYIaIYjEDTwvg7wtpcqnEoR4b1YlxY0YmtkVQYMGGigsoIv1z1/gIQ36O8I/I61rzBHweYw2ado7QdFlFesrFzHRcvS4QXLDaVeR3jDNTCqEC2WNGxCLMS50xoQBcthtm57flOLR0wVgvXxU2S0goryjXJSgLx3qRqx0LIFZgxQZZn2OsXzjgRt54RAG7O4+7+vEtS9DahKDDSqhKg2R07jEjo0+DEsso3CF8y5kzMM6cx3LQxhelZTtM1aPEhl0yM5ljLlxouM7FZXKNHHaOVS4+N8GKiKN5et+E4lEXpcYmkcIqDLE78EYsi354QOCGOZ9vAwixl5jGxSNaNBo6EWUe/gqJGHxDZhoEBVsRHeONF3icrKTd8suzGVtLJidCccWXpXQ3Y6lZEo0I4lxrhjHgdXwu0oY5jJveHgvwCb034E0Losr4lqfwAabT9n7ly/CxlRlhS0LzKph0hN5zCODz41Rh8CqiMoG6xyy5cSBiptMMbE2x4y9KYVZyy+LLl0RMKwZVaHQxFNsq6GXoPhvUiTJUHVdTRTinGhq6IXX50d/ODS/wvvo6mrpcZmTNjJCBTjQoytBnuh5FRh1W67oQPMJjOpC2VlzgmemxHSGYKJdthRo51I7mG6mlUcJmPme5Duw60GmzYwXYeA03qhlNrlS/ISyWIvS/BQeex+9IDzoDRu03ZgUbENLl6Xq+B0EJyrN02aEIZYI+VUSPgGGIsYlV+IiOXMpcuUELvtpY6mzS65RNpT10JtcdBeu85X18TcIX3i0uXLl6Olw67Nic3zMOXO1NwDGZ5MzghL0uXFly8R1L2vARaLdiZ050DMK8wECIAQDHEYPiI+Gowu5VN7R6Gh3dYMMGYeXUSOoU2irqLBDgtLZevHGi4MVqcAerf8AydCHrgxN2hZemZ8zEx5u7Km5tIRQpgYASyXL8R+UAk217zaEV0KhsYE0cDLeNvKIERUQfuJcvW/HTqtQAt2ACayEutKH3h86ow+FVHKQMr3dFnacFPTmdB8v9Td3r2lzLtK6sx/AuXL1qDsMxORObp1vwtl5DTjNGlbI7un3xxFTEXkhAlfkeWa1oLiNS2YgqdWhCXEZXkh/gpHwO7EaFzkvQZZjvZH7Yits9dPeX0Jb/Gt0DiUMsbTeNp2Rgy5cuDBcFMufsGCq4lHPTvoitMvfSQ94i8Yafpv7jFl6XL8R4HSswnDNmt6NUcRcY7/wajDAK0ZZu3np3+ek+iOft8Fv8wi3eUO0uZJhXabK50GgMrcx19UzUTuGO6IFeCiFpmZ30K1qBpZt2PVQjHW4Q8lm0YklTubtE02nRN11hp/gXraWU7r9TEld+/x0iq25db/8AcB3lIpbjhgttqOWpBWHNfpKEQo7+J4zily/Av5oAUbaX4TwngdGbI3qXAA2TmGtWVODpKP4RDfYydyxwNj2NPf/AMVDVD2abTvCOvR/c2SEXyOM/rQaC4xj4cGOpAiKiCaNLly9SHhPDcYxbeagKq51aOhBS94MX/Adr07rPl4/T+8VW3LpfT/xb0GpxwiFO4TH7iHIR/ZBUf2RpyQNF6rUdx9Y1R7PXQNFFjaEKNF0fAeVtmZag4gAuI8QhtExFODDnGXL8zMTTuet5Q956939J3iVn6P7/wDG5lJTi1bekVNH9kEM6cDt9N4mxwwqJEUcgdx+6Rxh0ItTtrlmzMH792XjxuleK6aSZY/lKWNVNvJNb8VQ0dsTn2jAhbLDrOIbVo7zORnN2ly5fkginKev5GLiU/8ATq0Kc7+09ur/AOPkXWD6mWGD9I9jkn1OuyMA7wIDh34Y4EWMqWRocwJVm94bxa95QeOXpAawbz195RsYjKEdzmd+dX9EvS8xv5BDySbpxoEekhZ0udKTehhv1uXL0uXorEQE7o6pofC9jRdFHy/o/wDIq+zwwUKjbl2lz1RLeDwCjiDg7wHaUqY0DLuMuOPefexnCR56wqklyxr6v6hDRQCWrNtLl6ml+E8Gc3as94gmhZ0naPSOlMn7Tf47jDFqZK8l1/cy4AbDp93QpsfL64/8kmEpj05QbeHaXFolJaUwUGXZFmZdVmUriOrrMI45jbPCJbUwVG6NvAEPLdR2uGoXFZ3CDfNDDGU+Wh3+K4xSx3EB3YMr0OqzExbLr+6ZcEaMHy/1/wCntOvN1AcPwxC0EuJQhw4Ylr42Igy7S3fjojqeAEoSmO+0uXCHmcVExFbNtFC4l74QbZgI7RbR/LN/hWW7J/aTuTBFEOrsN/V6aF7G7u+n1/i3/wCDwsqQBbfhmwd5kJuKJG39E8g0UQKY/ahCGh5KZg6O+Js0sjzNt90WIlzio/0jrR3VVHMTesvSKsI+Uvs0Br3bdj9nj+LfnSuUqV5RpX8LZl+GAiyhXHbv2jdyLh3mx0j4iGhCCGKYr7QhoeCoeCrDE4iR0Ouie3PRwVi+8f1PYCPgO2ph+qzeEKHD8nA9uYdNe5AKvscdXp/cVW3d/iC5RXeVOJ5WTlrW4MNFeVUrwijiEO840stO7+/AeAhDQQZUAUxuxB0HWoeGukFTIjEucQIDRxMEIN5hnvL8R0JztLGMYtE7TjX3uGgWf3MJ0MKra9e8V7bG39/P8WtL2D8wlFOYHL54wgR8YTCKwRa+GCC4+F1GGVJxACzxkIQgQIQIdDpAZehoQla1WjHEdDOjMMtTKxHqOcHtKgOIo7RQGhAp78xlIw2E+XLty/XSgHLPofP8AtSl300muGdAa3Lly5flXDRlQxVaVAmKZpYfaDAGTnf5YIWxw6Tb9Y+KxTtKSwLu9XHGu8fAQ0G0EhHMGCKp0IaENajMob6ONOYxvtyoPymRXxFehY51cdo76bZxIL+Jzkfjg+CDnlXH4Jlbd3z1iDXGdCewEwV1ApGzW9Kj9G5llAd1Z24xMOEoHZubhCJueMZVCiyJWhEU78TGVbai/pH+MfA8TMzyVpwsuySyz/D/ADU8AhCEq5eBpVyl3lI0wh4CXL03GbENpUZ3jtcLrZOqBayoCLFFPYzebsbEdBVRgd3Ri8dPz/nnrp8QrRl9oeCpURaC2P8Ag/3A6HhhllhhO5OIqG33NteKmcMoGJRCDAs79YvshnHgwUJcy8zwxbjuRKvRw75X47zI4HV8QQlw31SZDmM6YMPDxKnE2anpL4j0lP18w2filixYo/AgIUm0LfjMbeC/4fE7/Tzai1L8nexm/YnXTYIJoqV4w2GVILuTPYM4KzW5ehRMCUaXHwixIG8dRzjMEM8mblnv1jMD66R2rZ21fCUHUXcNUhnvEVMGDBm7TjRnS5zLuO8cwvMWnv8AhGVooopvexljS/iOhH6yPsfU6PT138i814V8j2mdcO/9TcC3VgtiEEV46lSpUqVGBik6kyeDEMml6UTgZQLgryCv1j9xm5+3WhTKMI6dVStCDBgwdDwJiGe8CqYS4Qi8aD8Iuam0MTvCAkNoLV1KZmDoSgjp3dew/onJbZfofXzVqL41sFdU4LuMIqV51SpUqOh6UHASr8EbGmXL0F2uAlweQ71eBoNd2Ps/yleIgwYpcyeIoXzERplw0vEe8FWTbOi6OC433/6JhsWYxTF8G+ohMk0in3cY71ejgnXP68sRYviy4iYeOP7Qiglfw6lRIkdEx2hjedusGXK4LvOSOPMuKZV+vzcpnnZ8QwYMWhQxQ8CYlopvERplw0EN4kcWxg3MPy7/AKjUySMUUzKDFnOgyvcfNsfEcxXb6fg8xeIFmMHZ2lEr+OkSOjSGKYnagwZQwKuZVHzMBhsx7d4rXts95UPAaKDB0cIeEs6kzeYS8aDTbO0Hlx6YlX1/RMJ2ItsdopVHBvF+20WLCWA6zowuPY/QQ5en7x5ZF4+E9n788PMSJqbDNM7CgwY6g5uJQ+YPwDHxcrgmRz47iihBhtCGrLNQuOhWRjvcx3rtGbeZe6KOEuC/RCsmYuhH4Ke7h+dEod8/o8oi4i61pUX1F0lRR5dy5cuDLg+IfEmpVCqYlDBileHaWWjv5dDUoZZTnH+vJKDB1jVlY0KnwASsTlwjaeN5wdiLo5RnHMvwBFFAwgTqPZ8f60b66Y/v7+WvDY0G+pf0uCd0DHFA8q5fgZJBBBbRK0fC6ppCmJD70RVMGUQY0vluhL3/AIhLXOV+3Hi40IMUq4ahCHgSXE+jpSVzOJj+7v8A1LleADmVR6ZSXW83wIJ8wfnL8ENg9dZu35JGPixd0Pb/AGHlXLjrL0XloLQLmhYeB1Y6gnD0UppMgRNHyb6M7RH/ALN0dDwmoYsQ8KQaCqnEYtLcRbF2Zf6nDFo5T8OYvTYwRXCVUvwwTglj6P4P0mFvb84/flEfizXcd+kVEPJaRtGXLly5cvRegRoF9dR1dGGJElhPZWEqZgjeWvLzBMVywdMPxOITmHgIoSpjDQ8NTPrYpu+iA+elznRcRxvgEWsR2gGmXGYMS6He8Z+j+/15JOIvCW+b+4I2j1bDyVUfFUrwXL0VOYfE4YXLq6jUEvus2aimephjv5TqMofsnwHkBChDxMLO8Yi4g5MbSLoogfVLONuNajhRBtPmD2pPoLp+b5JFjwoGRdoPVe79HaB4bl6XFjpUqV5V6KaD50rR8DBEghmMbMJWxbHWGnyt0ynDrB/vR8BqRQlMxIQ8XM+IlQbjf9TA5uWK46OOLn+H+6m8CKSSR69oqf0P+tFUOnkni1KctnQ6/MHhdFhodTzrlLMgy7zo+BglQQywI4ajzK9R6w58rmO5H3DX1xo+M1CAgwh4SbagX/kvtsz/AES6jooFMMoGxqYIesUc/tFXbD6ojHj28kj8H/Vh6aR4XwXrXmPgGNoVi9GOroIdLKddFDUyPluxJgPebvCR8ISpth4/3kqQ3cwrY6OUCvjUIdIwmNWr0/EBo1TD4RnD2PJ48AFvPpYB2j1cCV4GOuEP4DqRaFwBE8LowQy2/TSkmZD5TzN0u6eoPgYeKIRQh4aKvEueuywdVARPMoYcampGfKYyg5pf12dOHt5BHaOtTZnA9oZY1dGP8gTJOMW4+BjqMFiQUiUCKhm/yloOz2fbGhvoQ051OGhBDwuoJXlWfAHKBfxFvQgzDDiHE4lFeg+pp+DyCO0dCfYaLbaMYxdbnEf4ZhvpLR8pb03x2Zv8wfbf3NvE6GkhL2ih4vajrzL0WUkOYwB2NQ0KszbcCidSGm8r7aDt5AmyOhO1waDRjofBwR1rEty4lG9b+rYq3t5+648kaS4+U9yG+nv8wfZft8B5AJUBuHh5Cswuqgq17E30NI40DxqKny0fRo0dnkE2a+93+6hq6HyDaYrgq5+kXK+a6lGJbHwPiO/Deb03eWOfaftl+DnwGoQ0UPAUb/8AXX+zMCPe/qbxcubtHMaAPEIadu0q9t/6hx3g9fnVwrrj9Rnd1U48gmzW9dBoOrF4Facez4L1lbj+oU74NpSy/wCu1TClVXhfIYQ0o3zd4HR8B3Ibzem7yxzZ+m7OYavgIaDRm7wmti/qX7GzGNlOj9ku9sz/AAh330GhUOoxtzrxEQ5sfOH5nD5BHaOndiwQ1WKPhNT1/krgqHraV9FAVUsz9H+2K23zjScaW7wPhOUd4bx0os+VvPvFMB7Pxc5j4yEIQ1PAq1tk9HUmTwIlxbiPrFqWdoS7jnFF+SB5PEdMGuZhBxmXopelaOhu+qHTU3mEsol2bg5+0cvnEGYII+B0dR0tN2lv8zYV6UfTEy8ZAhDwHSPBKGk1EJcOTn3UtaYYQNHE3ZnNnrvCPbeM9TP5w0Cl5HEdMNQIx6mjGKiMQ9ddCAb4LpGOcuajvo+YSxgqGrqx11o3TCd3lbYPfv8AWHdK+A8BCHhBUNVo4JuwrnmNrNiYTAAxKndEo+83C/aU3PXVno/HtDKvWYtV699pg/BV9S/RplT1/wCeIq86EdPsouITKKOYQ0fArl0w6EIs4hb8TpbQ4Y6ujHwkGnhDRjq6PT+fTfLoEd/KxtM30V/T8ziKhFc58PENCHgWLVZhHK29uZSPBsRFvmM57n409f3mWVHn6/0R6d/WfiGfr7zIV29UZ6vvFmuH0xhTjB/RFQ5Po2fkhn2eJ0I6LUtvVX/fAIRjHQBp2fRNmtBg/E6MouCK23HmVoVEfAxjFixxx7GgzNteUI4g1ylT8obQykYaGhDQ0NCVBWfAtE3Y3djKDjf3mzMj5hGLj13jt62g/tPwTYvw/c2ZbR9X4EdPVfSkbU+vaKrXcz/W0qDsH5MjyUjpee0UU2MdTRjHU+XUNdhOHhHrHymtDsomzwsYxYscc+I0OY/LrE9zX9WD8RcQWyxiDSGtQhoeEj0i0NcIbjge8VVXdmDZvMXWnq/GI7Pt6IsdvX5jjP1/RGadP+zs29XPR+BnoPlzKt7fr8To9dtowDP6Q/eMV3j16+VUsKKPf2jqaMY6k76O/mVPaM6BoZcvVii0FLRm7cIaL8sJcBu4PxKYdvxY/MNBcw30JzobwhCENSO83aLU3ZkOWWAbbvfXA8v/AEmwTmen8s3U7fqN7POf6iZxxj+4OfXdnV0/4Qyx66sC4FW/P9S/dmXzj7TeSdM48qtZcRwY6kIxjqQajYph5P2ebvpV+EfAsUXUMv3aCGCPkhbDBDfSD9H9hqRhkGg1EIaEIamnEWkF9pFtt0JnDuWH5m/s9E6PX0lfp9O0fX6g6cfln2MftYavxv8A0TZ636QldYmJwOx9j+yGHt5eBdzSUMlcnhY6OnOqSmX1mPDUqe3kFGOtxY4uhUXFYw0HyztBbyVfk+r8JU2aKrQhDU0IQ0ZwTdlBbMBwaECe/wB/k2aFWz7f3id/XaXserYPrsMxKfX1gYv5mfr66qD/AGDNHvHy1LhzAAmkPM7nhdaieCoxWdDReWlpfmEEkB4VjoxYopvGHXu1GiL5RmUDdwfiEAdinxu+pqaJECTeGh4CEPBVzZpA0xVbhCBDGZ15MOj1/cODiYPtn+tpd8fnvB6/q5yPEIkZ1dMy3fSKfXzLHE7a8tdo6VrWteDjxArKSoeBjFixYscq9Xa99BHHlCbEORwx7sU9svgCGlFuNB4SENDQ0tuDey1X10IQgSlXbc/c2T70Nq+PpP8Av9RMMBX0r+2Ic+vrDr9f1qyPX5gG7f8AX4I9GG3l/qXX8V7wl+Qa1pWlaKleNjFjFjoyhDFNzTZHyhFPTWuxqc6ZaVMNDQ8JDw1ugi23CEEDR90I4e8SVT9v7xNmY4z67SqO8Wa9d4rh69Md4me0wb9dpi/k9uD53827r8a+F3m3jIS9XSoQ8pjHVLYHgLDXWBDwL8eIhBiQC2tu5fAGrtLfhFDQhCGp4b37tCEEECCV/XBgzDmcVHPzC5s+37mXr9wjo9J3zS6PIiU63CHlkv6/XXBl+GpXkEvyLix8DA11HPgYfLEWJ/yC6/1INCBCVCcxuw0Q8g8K2310IEGoErfS1NsevpH1/wAIb/f9E7vHojr1/cunr8xYuWbaBHqMMezRa3PMo+0/3L9EZflnmPhdddKlRuwhpx5BNp76T3f3sGZra357StQamnSDXDbwEIeDfwkCBB4BG8Onb13n5RcV1nX6+bmR6/Me2n/P9qbPX4iFDs7nbao1G+R/r4m3m4VzAtjoCV5FfxFK4ugR78RVW7weWSlGRcEQWxkvXk/RKAMTYsBAhqQlYm2Ok2w1IQ8ZDQIIECEMSv7aD/czt6+krevabN8Q/wB/rePGp0j6/wCTn1+I5wu76PEWBW55y1r4mIcdH9aYwYeFYqs/w101iwArHsYIeUE2icAUPR7aDEMnLKhCVoa5e+hDyyEEGIECEqVHSLiaCVu+u+I8dHH+6WbwjAnMcnr8Ss+vjEt/6d094lYd/O22idB1/uELGyEDL8B/CXTW4tLHNiBA8oJtNz6y7dPdmU44OnAaVKBunI3gev8AIaBDVUYl94Z0PAaHgIQwQIGoTJu7Qzb8/wBQ2m3r6ys9vVxen2hvN4RnPr57Q8w3xvCCFbBz2d/4B218THbdH9S2DL8p8pdNzF0q8N2BA8oIQENxgPrj1eX4hAlRsjiceHrpCGlT16IaJPsm5hoQ0PEQIIIQhCZxs0IbJ+X6mcfX+pXr37QUfR/bMG4r04iRxSPr/rNm/n+t5ge0f856Qbd365f15d+Jeh9MwEvc6wi5f8C46Fi6YYEZVsHmpZz37HT+9A1rMHL5x/wnY3rghDTnX1/U27mZNTQh4DQINQ8AJ6FNkzevnvHft6qHTkgvb2/uX8PW83evjwen7zN/X7jvc/fGGtsV09xC81eg9tN/Pdcn7S4s2hJoXL8xdFhY6KnG6Uq2B5vfXD9sM6VD1/yBKlQnEDeEJ69E9f3tDVLiNKhxoa8eA0CGCBqIE6qbNQnLFc7PXecfb/Y8167TiGj69bzbE59fBNv3ByMd7fWhl+sRbuG3b2iHc4PTbTfyr8OC+H+pgBp6OiRei5cvW5cuXLjqToa4rj64HLDzf0Z/evr+tD1621q8Ssj8V/hoNOfARqzQeQeAC5toQl6bXIiN2gjv6/Gh29fMclfT9zn9dpxONHfX/KZYKf8AehMxWKKOldmJt+R7yoS7/s83fhxkAVqGhcvRcuXLlxMYWy46D3ydqIHne+9P7leE39f8nr1xpU3Fg2jZuIanr9ba1Nj9pQ1CHjNCb9RoaXMMUNuoj8vS47RMvT1xOfXxNp6J1czPTjRLfX5Y+v1vBXpz3Yom4V+zmVFUevraUT18UESAPsvH9GODo3P4KtqmcJ+T+oTauHh4iML0XGBILm5tuCV59fU47f74K0r16xO8DiBKjPeAXlf/ADG0N56/rQ9eiHr0T16NKLXECX5Yg0GhqEKjVTHcYfs0wxO/GnR695tv7xYYZlRz6/c/Xrdm79/67R7+unaEM5Onvv2h2xbB574TDsfrBOY9PX0mDux3PftFMctuDNv4Ii1TN4h+xjZor11qykS5hebjtk3JKlecCtEI6nrbWvGGmZmCHH/YrL9fE9euJUIevRPX9z1/U2id5g8T4AhqeAQioiRBuZioevgH1+4u3p7Sxt8w9f8ANeZ39f1H/f6mVRfCqf8AtUXH1W7t/h3ho9PX0ldLXHraNzjnme3UlS+GV51aVKgjZh12g76K7qVK/gu0TBqbyvASpUr1/sD16zKnr0x9f9ZnzY+swBOCGp6/XgXY9dZV7w8kwvE7oEplSoJjS4o1XPpZ+4x39fEdp6/vEd/f0Q7+vpofX/I7R2jv6/5O/rtA+fWAhj3P7lYHpvmoOB9dp+tDPr9QHeYVr03IzRqZJY7yvOqVKlaVK/hLk4IWASyhhTCVKlSvX+ypUr16zr69LPXq5h39ohlzw/sMEPXraEr0+82ff0T16qc9vVzm/XbSy/mGnM58RFarlMGJz1l2riLG2GNSt8B/yO0H59Z0LImc7OP3B37eickNoztHeY9f0Sv7fRACn6f8gOkWJg++C0PYjPXoJ/z+8Tr0nPr42gSPr4hj9Dr/AFFVCmZljK/n3rskPJMyukqNoIYQlevWNKrSoSvXrMJzXr6sdu/rrL2rpj+4Pu3mKw9f5D7+q7Tqeu8JslX6+sP9nEOInmHkE4hpegzCOM1iN1UuJ0lggE2YMy+fXaYR/wA/uGd/XSY+vpNuqf5/wl8evoT/AL6JzXz6qCTlDhj2LJepf3D8w7+umnr+8QnP3/qfmAJTt64mFYmx57f1EVJTLSX1/mXqpiet+iBsfOtSphVvXaK9Km8rpAlTt6+0SG/3nr9s6vX1ZzXrq7y8XY9viHT19Jd59dr4lX6+sPX67Qm349Vpz6+NGq9vXMNvIDRtKEiVKggxDCYvQTFc4f1Nsd66+t47xXp959TiDjPrpOnRnHr8ErPr9Q3ifeVj0vzDzKcW4O9cwbPecadfXvGcQ6eu+J+/W0U3LH1tM5t6+0Hv1e8boVpcs/jXL129K8yDA1JUp6/qevXEW+0aFSoEOkrib+v1H1+todPj+56/RU9f9WO/b1ssPX7yzqIx7TAb5T0+lhMp7T164nr+tp69VPX96bZgx3lhUPGQtGcRdCLEd4CxMpUxlczE9PvHl1z+jTC18fuXmvVT0fice84rT8w6ev7naGISM7ZDvzlfSECYfT31/wCR/M/7/UJ69E/L1sQX7vW0+NU6qeuJzevxL11VXPvKdNkNCzzLlkXpLdRNicHRMw/h6uUeNVLsxIa7yvX+wPX+wlPX6mZoD1/kPX607eu+Cb59dtptiP0/zpzKx7fl95Xr/WevSypR9f8AZ7Qf82m2p6f+TtD1/wAJ6/o8Da4Bs5hDxGikdqJdan10GpUcRzGgOVwbD108XNs/M9fMyX0g36/bDQ73DGfX9wwr6794Q9fX1mybbL+JaF9D+S4bTv67d5UdvtO0PX6j1nMofaLlFPrmG1yqnAY2/vE3Qr10gN2+JsZfrtNyhE38FstLS0tLZb4RO0EcE3jHvM4r9d5tNJUN4bd4d4MyoEECVKgYmNLDUqBpx9/6nr+9pt6/Ro73tNi/Pq506euWN7+vZWHf17LLc5enNd9iDWtof7/WIQ6T16Cfr1xqPMQfX7isxDQ6+AhE0SEMSi1Kgzi4t60N8Y/qDESin18aXz0g2rr/AN0HEcTf1+569M29f3Kr19d529fVlXv6+s+AzfHtaH0xY9fmevTO/r6ysY9fLPT95nPr8z1/WhN03vjf9TglY9vW2nNeu0Sv6jiWTfKdP+RGzU6EPDEC68OixAJAnEOeBsuYbrPrpMsentAx6/BAvHr/ACNPn1vKhSBjQssQXK0phd509PW0qEJFxVzZ+pUf89ENvXxOPX6nH2/uPr9d5Xr7sNvXsZcsr193eO3r43j9vV5YtBn11irofuHr/k49fqH+f3PXon/f607TtGS5cB1PCRm0qEuY3Ib3K1MqZHXmGydPPriPr8uJv+WBn17su+z1cHPr8x9f9nr0z16WHX19Z69XD1/1jv8AiWpbYhePp7zBd9+noR9fvT/ugPX5zD16dDGdGytsuD/Z6/qbEOkrOht6+JVHeV98f3H8/g7zv67Q79Lgr1y9YMevlJu+39qStuW+T9+8OT4Py0yvq/UTn5f9JR+/62icSs119bSvX4glev8AN5Xr/JXSen/JU4jlEzAhSBDCEVAuYrON/wBwXV6/uf8Af62m2OZ69czZ7+vmPX6/qe31/wCz8f1tSz16uUFOfXfEW6VSM4ev+E409eicevjQ9fuEdk2eII6b7zMuFs2inMUHMaPeXKr07zcvrDTOj13xA/udybe/rM2XBm07fHphvLh1Zx39fERvYYv8wS0283bZS4Td9fjR/GdK9fmbz3hvEJ9fNzcK59bx9f7DrGMTE2zKx3ILH6f2yunPred/XtmO1/P9XOM+lh/n9wDRgodXo3jTPT9wKx9P3TK+j+pz6+Lh6/Ur1+anr0yueYkfT/YGO8BgR2IOj17zNAgQPX+QMRJXr/dKveA1vPrYn7n/AH+pxjf1c7evoR/Po2hv29L3j9JVe/rrDr8/1llZ9fljvfr7zt66sq26Db0T3Yh09fSdPX2IY9f1PX969p2+IcRMevToa7RY60hgiEDph9XOZROAjpUpPh/Wn16J69E4Pr/UdzqTLHxGPHbMcntxDp679p69E3c859BDv66YJt6/RHhSCX2D2Dd7sRrDn0EPX/JfHr6Qev8AJePb0Tj1+pxrn8lSxdGPB69OjvKzOJ6JR+fW8wK+Zzn3lY9vyw6PXWIqZqOnp8Tj2lYr13n5esQyqnVA9f7K6+vaM1AgQIT7wcTvBioGrjVdJbh39cS/9/5F49Z6VM9e392R+39feczA367T1/eWcH1+OMsrn19539dss9elg3ftXHSZZd+u06efSzf1/U9f1O3x/e0dvXztOPvp6/uVGNm0Jxr2jolyp2nee+hSQKyuGYGNFhpobJtc3/H94hX1/XaYevpMDPr2qZPr5xOc+vgj6/5rz6+cT/voI7evxF5vk/VVR4jS8XjHX6w9et9OPX4nr0E7evoaPr/k49fiAJn18SjAK9doev3p/wBnM4R02YlfH7mxPp+6nHr8wDOPvO3TP/JdFbWzO7v6qV9vTK/o/LoVefrKxKhHUQgdkHc3lZn/AHQneOJ2nr0QXn12m54h6/4R/wB/rbT8Rx66zj1+ZXr/ALKL7f10WO3r9z19O7N/X0u5bt6/qMoOj+9oFp6+J69BP+/0UR9H/J6/vwcYlsiVL8Ny9GMKUcKr747zd5YVy/8AIVxKITaMuXEuEVD0m5fWJV/X1jtejz09XLx7/riYzn18z9z9Q29p/wA9cz1650ovPr6wben4d7WGx6/2f9nEoMGDT/s4nr0aJzUwrv6zOPtOdGVDf1+Y7yuZWIH12gx6+cwcnoh/v9SgsZr0RXdsTD6+k/0/qJXvBT9v71rXmE2aJcDuSsfb+4ZdPX9w2jt99P8An94l+v8AJRe562mR6+cTdfW3aGJzXG39z1/VczHr6xeb9dCXt698uZW76+rD1+XLO+3P65idPXL2lem88feATnx/kDH2/uY9f0R29oQPAilqYOhp1TeHg7y3c8FXOItlStSsHSHmP7/E7/M4gUZ52g59fGdH1630/wCv6zOfXMMfi/zPX0nX07Zh2NDZ26VDXN6bWevTPX9TvOft/c/cPX6m0AMevpLZ99PXonr0eRtBE9fmJ9/WYHX3m+5gNo6uv6nr+pt6676Gp6/7EnbwMS+ZdGz9p/3S/X+TfE5++g3r4/vENE54jiI7e+P7vmbevp3h/n9956+ndzPX195s367ZZ6+vdnZ66ZYn1N/d7s5v1956+saQ7f8AIgQo7fesR36f8hvDe4TbR04CbpztoBjPEJXkG+frOa6QmAuN86VKglS6oLI7/b+5vO0enr6zq9fWPmcx9fuYv3/Xdnf12yz1/lscfj+8sfX/AGYBk6L9umYCVcreTfesJxLv1+9DB3lW3fr3nPr8x09emBb34/axWH19fDxoxlYn6gzPT9ypxU2T66Sszv8AWe/rpDDL4nN+E31AxC5N519fWen60/5OfX4j/s5r19ph9fXaCib7zZ6+e857evmM9ftyzjv66yvpt+3LA59feY+NvSx9frec+vnLPX9RNuUxBvF9bxxu2vXtNkc+vRpx38Lq5EdY0Narwcz5jV5MT/jRIO8IaVKFm5oNodfXabRNz6fuL17Q29fmX6/2duk495z6+J69cRyvr37Qq/X/ACAotcjj/MQisztH162jrzO89erlhGljt65m2rCceCokrj13lTvMY9dptTn1c3JV5mzKxow0YQdGdUV3Dp8aXX5jHmvb+4vr/Ccn1naPF/EsO5Df17uZWb9dszb1/c49e3MenrvDf1+dMev1zOfXMTPb+u7Ms+vvEWQ9e8rgFS9DDMSXxBucTfmMFtLxpeldJbUfAbQmUKqEGcTeVHbEHPBOPX4j6/5HaOD3xE4OPTC3514r13wT9+tibPX4nr/gT/HoJaqvKe/OCcQrdD04xH1/wnr0Tn1+JzDbXvDMcR69OvE404nM3Y/7o6Oo9f8AJu4nVDbTc1YoQ0MdjhhOft/cvMv+/wCo+v8Akd/tDowx6+neNFIoer1vCqn2/wA7z16uYPX7Z6emHr/srn10nY9dcsc+v2yvv6YFevpOJnRX5TIW3Lb/AF0fuDmM7INfMGZD6/MO3eLFO5p2lwdTmVNtRg1JcUuEy+qbJ6fq4kYmS9jM2z0nr0QOr66URg9ZXHr6T16J39dtpx6/UDNeu/eNlD7MZOcFx30cvr7Tn1+J69GtwvPecme7YQ39fnzO0/5LWfSZV7Ry9pzCGpqQ0czJfWD6/wAlzY98f3idJ3+f6jj3n/P7g5Pr6YYYgvv6yxcznt6ud/XbeVkOn/XLD/f6yx2hg7+toHr9yszKKmo+IelY+sQ/Gs5/6xY9f9jr6/qbevrF6/2L+/6Mx7unzB9f6jiX69ifP12lQwwlT7TbMYEdagaGpiBgrtnE/wCf3mC2uI7U8S+r/s/Pr5YtI9d+8eHWflNs9JtlRX4cwyPpzCbF/WfqG/r8eC+PX0gq946s3mE5+3kPgYrv67TByonr8zeG9+SMuzcHmYvHWXx0j0+PXM39cR+nrE29fWL8PVz/ALBT9xKU+vmf8/uF32gU6MJsmzcuDTH694ev1KozxLEMm6/2Z71/c3I+v+EH1/yLT939RfX/AGVMvr5iL6+u8S1kgeaSnC5Vb03TmXMsdXStbijMQJQaVYucR/z0xwe/qph6+kN0P8nOPXzOfX5R9emD6/1h/nphvn18zLHJ0x7Z5h1tDj8XC/X+z8TmGjtqTLav10ITb6/8hPXpnPgYev8Amjo6dou7GfhKxGG87asIeDlI6JeR9dob9z9z/k49fEfxn+oWt8f3De/XaA3cAiG1zeVibG4VzFqMvMf8iyV64O8N69f3LrtHoNp+PmWIPv8A9YbQPX32jbVnr2luxceZqYc0sLbFVFbsB69bsAfHplPXX1jTaXOJ7TiOtapjQlzZoW/ygshtU59fEZu18embvdht99P1K6Q9f9nV9dpk9f3PX95nPr8sfhxXz98QTseuZ69Md+z63nr+oeDmoqQlb6fuDNievTPXp8TOJ+9Wczo9fSJGevTP3630rMN71NvANhMrAx3xtFn7z9SsxCGLm2JbeWrgJBqD9JhOn13j6/UYOY7SwHr/AHSsnr4lbvp2hdvnodO9bRrw+s3BfrtFwWZuzXYgcwO3rvAnr1tAz6+PtDD69j+56/qev90xoOgsZeteAJcISgPEY4nH205gz+Jn6fiHr/kdAZfX+R/M2z9fTDb1+5/z0ymN3ue3NsxfFa+OvEMnr9xP80H1/utyvX+T0/WCMsbX+fYmWfX0l519enS+mh4K0dpezRhOYQxDU8Dq9d44Hk2l6zKzDa9PymzcvSOMTCvn93NmK3184jt6+I81L9f5F6/yZUcf17S5YWgBvHaMS4Gzt/crUaet3eCZ1PXWB9euEKevpA59dvqw9fuev7nr+459euJfr7E9f7HUnPkMdvCTjQbw2+J/cd/X2mz19+89f9jP7+Jz9fRPX/JsZ094cevpPS/1PX/O2s59fSH9T13nT3nHr7wg2f1NzP2ac+qjDxPMNXLP0nEZ/ehtOJ00fAx3PebJvY7TjR41bNP34/cdGxh++Jx8ern7T1/2dJ85s5hvCbOJs+NH+wh/U6QnD7Q2n9z167T/2gAIAQIDAT8h/iEfG/8AqnkJ/L3lR1P4j4az/HrWqffwulZ8wb8Z4Bf8Y8DlfgNU58znx3nw2N/4pfgFmpqR0PKcFy/E+G3H8XnxkfBzHV8bBNunlsX8R8ki6Nn78zA+/mbq/ij4HySOhHxC4eW1vB/8Jh5IV5hRj+Q+WR/iNDf8R8D/AOA5h/Hf/Br+O/8ArH/lv8Wv/EP/AGG+PNNHwP8A4y6+ZefCFfwLNFJf8RW+3mupHzb8CvCv+C7RWeeeYsvyx/g7q8t8Dt5a+ePn9UVnmkfKX+CPkniyV5z5K+JZTXIA+Qec0Zh5Z5a+Gv3i340fEPnJcK26eZx5K+Gn38l14yPm0DfXyjS/IXxFb5T8R5B4hcPLfNWNTyN3nHjKGvLfN2agrv8AXyN0PNPGhv0/hO3i2sZuOe2wvftAxeHPsM3PkD+IllQUV/HJBTXRqEMfr53vnyR4TyOIeOnLjny3zDBz1394Q9VOlvydPEQeI8nnx2rG82Z8p8T4mJKJsrr4jyA8o8Y7P47PvGaZWpBB/B58arM/S/KfEnjqVKj/ABmYfyBP4h5l+Ov78t8afwzzMfw3xp/BPNS/5dRP5pf8xP4h5Ct9v5qRPJryA8laIfwzRPJqV4KlSvIDyxNun8O86p/GrzKBv+G+Gv4Vanli4fyL2SvOrw1m/MBHs/w6z4WjOtSpUqVrUqVK8bmHifDbj+G+FLh06eNPIXw59nmLh/hjnw1TfD5AT9eN8LtiG3lrX8Na8NqxDbv47ceaOa8wb/kDmvITz43wvXx14cD7/wAOvCq8ih7eQeBIeWl/w3wpCtunjSK/G7+EK/nnhqm/IAPnxsPAn/ibYbePY/lf/9oACAEDAwE/If8A8z4/9i//AGn/AOvP/wAhP/4Z5/8AJf8A2Dzz/wAp/wDhTwH/AJD57/5NY8s/80j5x/5SfzQl9e0UfxjP8y2B4U0U/iv/AMiRD+dDH+Rv8vb/AObu1WHj2R/iX/KO3r7Tmtv1DbyL/EI/xyH509P87x5Z5hFxqX4mP+MR8o8w0GV/POP5J4Vxh/kEryjzbly4fzmz+/8A4M//ACr17/8A2Lpf/rVrf8a//Ev+Ff8A5F+df/iX5Ny/FcuX/wCMeaPkH/ov/l15pX/sv8O//FD/AMs85/8AsDZ/lf/aAAwDAQMCEQMRAAAQ/mSr5oilGwZQ2mMUoQlsboUEOmh4ZF3/AKCTYmlXSZRzbSZXZQYWdDPIAAhihpuUEjuOjpCesmBjKHAYLGo8NHTqw/8AwV/Y/wDNppR9hlRJVFQ84E8wiCmO1TVqucL4Z+O32G2Oew0ayCsAIqfbvj8z2yyRNZNB19d5JM4EMYA8zpnBxgUMSCGMRGtn2fEibQMcgWM183yO6qbkvgSGxRxRNZ15M4Ec8sQCjKscZjqNBD0jgiQG0Hgylkoyj05sQriy2OA5Wjqe4RJl9tMAYA4A0YOCUEQgnZ3H8cVFALziq/aUAgUGi11GDL+V7HjN9mjYy4hlRUgUE4IoMeuCaHckMYQwjxCQVX+icitrYECgVTTvAkAWxFhPdp6/C+gQwcAUUAwwiia+NH10s5PyopujrT8JJk+QAGDHPg8IeCGzKGOCAc4+LOoIA0EE8cQW+6E8hVUY1LeObK6xTPt2sPPM0J3I0A+WqGSniOIEWCSW6lwU88AAAo2q6gNMkdcGwEWSWzj6OMrwYk0CH/mkoAgokggYn4kAiUsqK4Mk888AwIK+41PxgB12AuWG+DfnB7ymqXfTz9NdQ8IAE9dvb8U8E5mIss/4A80k8K2co3nP0xjEOYr32mDf/wC0S0sW6Fnvist+xvqloiy9iLNDtogMWwMKAMvkGTe0zwJSsOEQo/w5/wAssPyPRocMPf8ArW+Aei2WmmRiDzr2Y4UcHEQeOEs9fTzPV4WcQWZ/LvvjD7dAOnP6jCT8sA8osV37aWgPFdKE3ssCSQzOG84VF5z/ANwSXeDEsvtk62jREv2t/njLAJAfScVVVWUUScnbcMILtbw44hoOKTcZ/UecykDBUh10NZ+Ag19v7oHPQVQQfVUV6w8w6S951biru8y2NxtmJDTbTQ4U4g4xZOIxsOIgww//ANhzzF0v/k9ZIbrLKK6m0utErVttdfn365hBW02tVVGkaPjlqFDoaIIP7LDkVs3z00wwlv5TLb5cf8stmsO8NcZdyrJAFEEQTCxBMfeT4e4NKIMMri0ktvn3TgoITAVXH3ZNYF+jem+G3svka1YYXXEzTzYmTeZeT2J+oIJPjvYPGd5JN45qbgjj34hBlB+Lo8UNdNkeZrgJL41RiYbPd2Bb9IbospNzW+OGhS4JLayx+UAQ7S1GWWHtbYo97sd+XS0TJYIxhiqvcqC4SJ6ra66Gk2ViRNd+dvcs02/DFSS50U+v/BYn0ufeN8UFCY6fzGPO8Spe4b7b5YUGtdQl3AAh+Jd8S2v3T1CSjceus/p4OWniME0W2QLpBVDeDtifpbr4p4lOtKx8rup8mdGyjxEXWv14qpN+esAgf99wsmubWsBmfcNfgC9gp76qbA31AoVj9uzteivvnOMkoivxhdadeKQvHnfETNmhHUxpnyv1MstSr7oLqEVRr/7Qvvj0NTRocYb8reh+a2DP8ABRXPNf3Ga3G0ALxd80a6wCL6opL2w7gn2WXtfy/opAdHRFzFzq4ZXPBBQBYW9e81zCsHFFyMGcHT3yL5aKDUxRy5W9JRHI1LqqZGyUtsyIdyPrSSghL/8AvzNiCVZBQLnL7Z0bICqWC8R2w0nH8/7wYtOW8EpXoRDoMXdTmI4Y4u3Dj/sGqp1NE/vKl57pwCqW6URCkZDdl6JbDV7OcApJvdXsQ3dlmMYMY2/3Dzoyz5ZDnflfOWA8muwiEY+KwKgy6Z10Dba6+MnFi/Ty89BxyEYE1MrnfzAeyWWPD5KbZNjgriGWRk25cOTSifMkvgLg+SPHDBfaiUF8OEckEhx97hsaK9fPYoqMYExSoK4awMoxdkYXDuPmF8/rQCTHYFDWiVEESwkoYlP/AEzNAsnq/j4IiArKANpDIrhPNwi6O+Wxb9Yv/H4kPRDvroDAsrzHEGgafYBJKtrsgwVnviukrFRnuRmTAlwG96EbdWJJ84wNHzBu9qQVKusJLOL1WTsFklshMGDwCGr3/k0zNYTnNDe3hWqqrIvwhhMEb2mhmr0FrhiMMI3d4KLLJokhjeQt4HU8y62Yu+ToFKCxx3jupmporBIsSnq+5XNnvvoDJqw4DCJKCpliPLUN0vqUxR5di9yZiElAsewwv0EIENCg7f1yvfTtspkrsH9hADvmGinBjC1/Tg+b+3w6DzPb9gGnLtx+wz7roELsc35DeToggugE3A6DKDprOgngDJGyyjR331/4JsOPWqnNCoLZ6+fT5my6zcObunogmkH2GhT3PMLJFqimDvC+/rEf07374wdRL2nlpPqp0LD3UV7VHC9mvogACc4bCCE1HILnplprMgz8zesuZ74630+vmW532rungsaylrA79Mmu4gCU60YWBpoiJJCvvqhuMFI/cb19/wAf89GsHAB57EFGU454rLIKqaoqwwg0JiFFSKaRdVBCiC6K57A+xE2UEfM+3vUmi9zKu+8f/wD/AN/effSUf/1+Z49e2SUzrtOWAPLNhgnqgAwBRd8y3Y+16xf+CIAkhlS2RyfbWcVS70aL9HhhS46tkLOVMHKMJsngvm86WXW9/X38zOODnfGnoUklSO7BlimI2rudaFIUdcBuvPHbz5LHBFLrvtZ/9W5d044zxYGEqcUmtR9uOuo2Rlj5sHFB1LOm87HhNFBLXGOEvCQugjWc829U/wC0N82zWWdQxb7EdkMuf0pL3XXtdeatJrJJjzCADDSQBpbjx4K0sXiEEWkOMO1wTlrHxSm2PtdtvZi04BnF011Nrpqw1RxzzC/vSJJShbyjzkmhF2msNNvTknFXzDYvF/se8ZTgnrjgBiZt3aKDaPSTAhCQxAgJrTIwwB3G3EhcXvvX1G/dyh8O0tf8dIJwUTwgjDKTQQZBK0xTihTecyQyQDzzjgRUVX0GPcPPk28Y/WdMlWctNMoKkfgyJBIIAQYygVxjDXtySjRBqjBjBjTTjU3U9fevf1+OnvOOvctfuuyzRRCgCAb4WCDxhLNggUs2cbxb5Y7CAGGAHBEGONMMMPPOENNNIPGMPMDCACBDBCJLLGADCBMGGEOMJBDAJLL/2gAIAQEDAT8QMwiqxN9KzC4ixUWouZk6FqV5gZQcRY7sGbmyXfedCJoFpQd2ByAX3KLabEta3mQNvliGAqXgYIKMSkWLIZzmafbmUPECiMsrKbuJsI8QBWdntoFfsS8m0mA8b+wg8lzOJFbqG1gXLbEUjRYcIlztQptBmIbVFbdXOgvSOcy4lksILZUzmpurwFYx3Bijpm2K4qizFhtCXUGZgxzmKQWWhLdFwZvorLvR+nKWOnS4IuwRzK8agSsSs6GYGhtDmMIMRTKG73z+CW29ZyYYISLiO7y4lXMpAvKi6I1uyvO26KFhkSj3YJ3DPvDuX5cKg8uWKXQFwRWM6KG0NhjgbqPZgNCphyyoTHCfc2exLoiswl+7ADMzr5l5zKdC4LYs2YZyrE+8ZxU4mUNoZiYuBZKplzZDq0lpKUeDWCGcZuYOhRw0vQ0rUVGO+mdBh0YRFIkKcI5lkXyQrQsS5cUEjguIFy1R1g5hymyIHyz7Sowm1do7pDQs3MLVEK8wDJX3uOWSzhW7mXsuA6fuigqb7Hi4IqgL3BQe8ATh94snEoYc4JgrvKFS5FgxC4jojteCKMdyz7Qx6H2Jg949IFtxwHKHAJRL5vLmZb1Ui6MSiVLY6RVN0lpvKj0naC9oMZhJmWgS5fISiYYXdNzm2KJCoQIYML0KZcJzGXK0TmI6DqlsV0jY5ZkjTFGX5NSpcdN5daHFHMXCd2UjCKTaBUfpLyuhQF6SpDwEySWcfgSKoUpB8wQqWqW9+5Yiy/hcneKifHj7ocKhZRnEL843rTRKAbhn9xWrKV1cEfkgZmPaQ3H2it2NM0FvwR8wI2Yly7MrzKswxKIU05m9RM3CzoJkxaLhbMJzUEU4memCITeXA2nDEbw6YctJmFIpwRy4saEqba0eDGghGNm/IsZPR9kiZRlSvAa1MRYR0FwVvFqOFsMo5i1Qp8Jb5MpioMaFwwUG7BBVV3ZauXIdH2QfiGKxurvtLFzMwL+3RUSoWKX1wRUtaIam4+RjtcNIlW85l8T2lHul7XSKiNo4hcAciUfMG5QVFjmVOZaHdmO/pWtS6WSgh1KIYxtG6pmBjZYhB38mqisBzDNIFS6zN5VShyy2HD1I1qJ2po3S4JcteIuC4UmedJDaYCEJvNtCO8qVqA0s9b99jO19AjLPhrUNA0tVyk4l1DJLrS5YzpWMcY5YssXDsFRbl9+DM9k/KW4JeQhQSuL1IFYoXLftzADEBRGVKBdLCN0G5iznhY6JYnnafZjbh9qjBCouUNtssSyOwQiOi33Yyr2lCrfiVWd2HEtGdH3THXiFvEljUy7SUEuYbZtzpaIYdYBp0BEFUCpYchLh0Ym6V1lkqiEu4OYKxSubg1pl2ifGItxdEItypi0lLly4aOuVjCL0hnRxkX4Yb3j7R25i+SBNpZllS44RTgzNkMQe1RANi4H2I4p1imhliWt5kTJgjP3nzm8wzLG4CDxHR5VuJlLMssHFOR2iCoYSPwK/QQ0YwBQQAlvchGDYlqY+rO9ouYSQ7veOBzKFeqgwqLExjg30LMAhw8+5L7eZlOYF8CZcsyQu6bcsdQrFQ3qDxGZq4NZiN34IkMDxDeDEnvKqG0TEDVTYdyXtYwE+Yu6QcaooMEghFiDKXBgzjXBpZDMGY0cb6RzAEstZfkk2lm8BFaaAl877HaQLuiABVwfDMoBxGcTYqOSo6hGzAKplggtCVLbbxs3cbkEt1loL7yqiqKy4IY2hUvgo3niVk5csoOsrFn6AmapUqgLONorDDst+xDAxAUHYizK3k3ige0uZ7xD20ISRSzeKWN5SKfmIta8bxZjyxlDrAjpbytRnLCXyniBWZ1E/MKWbNaLK0dNpklhblixcKjDLHMVEauJnEIbIKoKlCEokVoxDPGomoLdA6FQ0SGl1FvQMi3HCe0ZJa3WZuYpfhJUqOnER3liBvDMbDJwluU3MvKWRWLjzHEbqcw8wKwgFqe8CxUUVwRmV3jlC1Fw7b2I4XMtpqGWnZ7woMJijg3iURpjKogF2FE5peVzKcXEqVaz9IS2CBWO3wpW3idSX7CFSxNyKQ/MoJKmp7wySpeWLHMFD9E2puwCpBCypXpgVUNq0RI4zLs1Ad5eotL52toZJfDpay+J16S5duoQVYsOHrLLOI4I/HbQcUNQNpbeIDAzNtF9IMUu4YFcBusGk4260MrmIupCVnStXabSyBwQyXFyv5aOLlRdqxEXBxKXMaEzmKZNRR4nF4lC73mbN0yRMDvvGBqCNGZQr3/ctUuJxHSyrGRZFCuQo95kolcWUOItA1MsJwPFfSEs2neBMcbyxUpRnD2JciEGeIR5DaBhcXrT4UqMVSy7i2IFtdZXVvGtLiMRis2saIVKIFMd5bFt7Q3nMdBkV6IWKHXQYYQjLo0q2paOmYKTpiS64A2ZlNTEoiWBHHiDcCBNoSpVaMuItBullole7zCLiLepDwmjiBaUELiuU5YacH0iTiVSrFAQczZLRwkcSGOLYG17QFEIw7s3zfpBG8IlIdF2MwWxYME5LmwPvFDEtGIAjpDVYKDHXqY7WIQ2YNe50Qj4JejY2l9zcGdQCwAo+JYxXR3UGsxPbOdOHsRlY6JlzN9uxMQbRjcwbkBesygJRUFzDEvmO1xLi8TZOIbQ7xBIbmFyludyb5ipmD1nMu2tLzE2OYaWxGUTmGtkLCEwmeGVpJTLCOLEUGDOYErQniKqhwcsXZp2YkLqQhKgXNpZqFsFTAXQOqWADAYCBE0YIoXdSoLiHujD1ZbficEYyBS4bG/7mCjlDOCWiPQoIhxKyeKOUuICtwu3e5QEQcumZYo7So3lqz3iyxGM8QwO9Z94RTL15YYUb7sTKhNtFap0ihdcTBLbiFGXV9ocJgAexFcPeVQOsJXgj5dYlZfUCNYh0p40PXR2llVHEYuJ0QaIZJhtGUgHSb/XC4RcS0h94YY5IbMNmPle8KK6TcljfSUM8RkJnhlL2R6SJbEQYMGAlWL7XbEIrTxwIqj4jTiMNKvaFJSWvmIAjQUEd4Uk2l5lyS+BFQw9IsVGxKwmGIG0vEuJVjhh9MsfEtUWMW5tBwOImVARRbDA7Ryj0EcUYIBKjKnoS3LMKriZZ7xMLA2MflKmjjaNphHaFyZmRYPmcART7wTSU+7aHJaG0tv8AXLlDiLi+WOQSmDYioTBvMrLpYmIJYhOybR2l5l4nMW8Rg4qLmXmdEDMUWiGIUXGVBJcHOYm8S2cGiN0MTaGZ1JQMAMcCZNopWkkzaAIpeYZhCxt8MEqF3WJXwmpA0emlSiEsQzwBCar7mjvpWViwB2Sl9cY9vERVTHMHmGUGFnBFFxygWCukdueXRco4r2tDaCNvl1RULMMEA4lRcAl5bDBMe8XG5YID3giqllnodEO04jBOVjKBhY2+8xUO03HmAOXaIgQGZSicaCvmMJ1lTaDRfWIRxReY7d1irHZSkqEadIdhBpj+ZdEvM7JeIJUXkl4tAGIPMqF9JSASHKiDiGl9YZRbh1huHKGbmFe85gG4k+/D9/WJ1r6TODUeg3ywpXgeUIrX1l3q+ImPBzMKO13ehAF2/MsGOgKiXKMYGOsUOqQhmOsTMGBwiOWDiWYiid1T7QBlbm8uYpMkI2S5sitnZDaGgSgb8QljvoMpLLhISqlJexlhKnAQXeYR53iQoBTeERs7vuy+8xi+Jaa5iAssoYMe6WtOJebYlfeUWHBCAmXeWJZWNMVNiXSYY2Zc3JtvL3l8wYxYoFRaxMIsbRIzzG9zdrIOdQveDmLidBFyEriXN7g5lwQ3vMLCKVnrKdoxg8T4nDeGS6NnaM+3kXB0GWRdEh42lBKlvCjxEzLqDFNJvuCyzeOgKnE3gOlxhUFsriUwYnmFsx0ngxGJwxAKsHQVxEpklwabillRoCjARkbVLxJEpC3l5cHeeAlqt5Y1bw2+sURSG4sZMHC4Je1c5zHMDJbGptMWX3ZaVHGpln6QkW5mKHlxKjGiCKpKlhUQK4Bix1hbbaLmLi5bWdpcd9GJUg5iwVlhXtUeNg1DCDZB0LmFS89JzGbnEp+8MveXHKC2WYgQy6p4lKTS33P541tLt2iPPjfDcvS7MRQLXYhUbD6Jd6O0Vk2TJGT6EFEAQNwEQF1UNlkdGYGzNtsLKm2C9uCU6sWMSUgwWITbeDUV3ly4JHa4Rm1RZaC1itd1DtHPeLYN49BSoKMxDPtREpyzdWOr1ioagWJyMG0bELLccccwc+0rO8e0MSmUg4IlbTdMlQBL6s3LgW8XiLWJdtcSnEvFxek3VLDEGmZu5e8zZ1I5cjYSP+NC5slkvMZgy8y7mEpmEPaLFsOUvmGd4y5zHXtDmotsOly7HQitm3lEvW6HQlIynch5QgY5iQ3zMGZTfDYR0HSXSJlU79kWeomfxE5cTL2Eqksfoyn5wtLbuDcubxI6BCZJegKdhg2gxyx5aWtiVMQCOI0rdjeIqcRG/dHSkcMSmWS7cMx5l+I5FRvL7sXPF0S0CBFGjAzzDEdpYRA1hWXFpvQZRpJwad+YsUZszC1jvFokJobnBLzOZkneDjRdRuNiWb6YWCLibIxMQiVHWVPDuJSs3tHzLGBRUxB0h5Q6bBxBDDBii5qXmCLU3S0GxE/dUZ7QxFCnLKsTBrrGk2URD3oWMSLDQ3l6IMZDQRIM4rdLmRIFDLmdcC/6nYi13jjF96UChtcDeG3OAl7VxyuFzK+cwwgQhqHMaN0DuxHFruTYv4tiEG+xDov9pQLtF9iF9ERuydPe8B3lQG2fJHhPtKrMu4oZcy9G5iIarlKE7JBzF0viXmXUvmO0LTYIJJeIQ9YZ3ilxIGz9ghLFtmTMsThyS4vl2QKgdSs36IBTrAE6opKQgZugxV0Vmb2sRLJnppiKWvYmN493WOS5l7TBlHezLk95hiEIa7y5cYiDoUkvR0PSBRCdYWFQwHMeDfY6GmyqPYMQCOkZt8MNesFcygS1xs+S4GJHLC8x0u2FuXR8TID7quEtwdmpftJvY/MU3X6zdoVouAKpu5cEcsEYL5n7uQKkE6zGPnJ1j6MyQnZlAL5im2ZGIFdjaJZaXRo3XAojhMO6YWLgcCXftCKOgGSgtXaJklqvYm6DF3x3e3mWSiHXv+Js57nqxaCyoS8RYpsuNzFy8S8ssjZKJcfIomL284uImLishxPgkvPoyjQPCy5cGJcYHQRJcyCT2m6K+82lzvBBRzAdqAu4l5hgTKE0xFNjqwh+LQsxXAQO5mBeGzRbAReCUcxVOsIxCoJ0hUxCuZjhgwnvpV7RHL8pQFRwzaQ/iY9zcJmGkw5jol1DLAz7QRIrEcItiURXN4IMwFmg3glxD7x6Mtq2YAC3SMSlwEcwlV1iKjPJ5QuUQiVrKsGW6YE3wYPWbost0IqlSsd9AUsY5MbyiXuwRrDIRw8MNfMVcO0FbTdKE8MRCsCZ2GPDUSVWlS2DZKjoOSIml6CaxRUGMxmYXalonoX7QTFuVz9kqxSe6w8qt8caAbSBMgdt2X0LLzgqK8uleZbrLQMs67wCr07oe0JCgGbjh2ljkydSXRGDa5ZUGC7u0ErDqOIr3l0S4dtu9WdDDdj+gpjtL8GTllA3w46wFKn3TRUccRPA6heki0QK7Bg6EXMthvCLONLl6UjQTi42yRUolQreXlJijpKNAGi5gU+IVm95iTqhdeMRcDLTKV7yqZzK1uta1NLmIgy2UbSk30GAFDrpcuoTPu0phNUFaD3LXctdpg3fSBPyOYpu4lfwzQLvBwm2ksW6epMa16IYC9viWlm3XSmoSNRTjeJmd2OQEK7qCAcGG8xEw+kNQVL3hT9sRMwHJoGe8FMcR2PsjoT5iV4QvQDggYPBteWFoE2QoyjLIa06EnaWwDmfiAct4LuIduZVDxUMsrEOHMSvdgNmCyMCtmCoIjB6zEqVpcvxVEjAROIEBTYIjKO4zqYVH1lmsy5rHWYHrFMbHQleYTEYeQaVDEQ2gUMGJKyj1Z2lbljgzojNMJELiHyl+wveNhWO8uyjvrpLOKq2wB3d2MW4qNxXTKuIjNvohjiKJTKhoAj0/WesbKNjY8QcUJvDEG4dospl18wARwIkF5geVtu4r7uYtkEYl4g3mFQ7vPtCHSJYnSG83iYhjSoy5VRagy5ei1vKO0ZVxHB2ggJ7lvZqlUyrvN9o79YpwuDb+aahTO0I4LKDWfzG4KYBX14AtWdYIYWIA1eWJxb7xSg3wtHKY4JnHduxxGLMzmIb4gRZmXxikEYEJSDbl0gM6EvEcI3LlwlIWQYMcaDWjXWFJUrBdpSituswns2O0vCpSo3LRlGWyQWlu6mV4dB1dHaBnRJiGdUgZuArQWuwTv5BZuWJ0EBb2mC9z0lrKla3/KIQlae0wXfPSHWCKVv0Tf3slEcp8IZV1fQgKu2KDBYXvMryvMGaYqi58BkqAovHMVxYQRHYhnI8vBKLe71dHQdBBBFgsI6CO8qclb8wFVzDZUORzHN5qe8C5TBcRRug5K5mRjeOJ1xj8C5Zg2YuYMGDqw0Wpdw8Fbtsq7BASqbLbEap1Mq7wzzR1YgxidXeV4s/wTWtCVK8VduYNxFZL6T5guM3L4UxlR6jn2h2MhuMdoumxFyZiHPIhPdH7QW2e0bcad4FytRvKtgcrYgOlXsDS9hPEqArkyvPu9YOisUzCGgekS4DCNQlyszFR3bmUQzrcbSCvXiV5rWneFj0xFT7RXbSIGd5s9wZdh3/AFFmEEDLlxYTESUasYBZeyPaQUEt3NCiAjDtO4HJJV/qV4L808yta0ITCB5jrAbXcT4nzzDsN+TTELB7khbxlKo56wKqo3gRUploPpEolS+gNnApCkwjN4MUzZG82+1z0iUj86UKC0jBxGCuo8kRleTv94ViAbQHdLhluLCLmKQhtrvMKS7YSoaURWWMfSLjM+qgWz6pkZGIDna5hkM+ZFQCbFfMyHokuXcCYqXCDQuXmXDaMupZUuclCPKKmcSsrLgysoK7reBytuVh5x5NahCU6kNagSwgtwxvvDTZ4iYuTGFiBOMImZUx6UN1KE+6K2yQXgQFC9mBMR+qA27QYjNWdru6W2P8QMMc3Yd4KH6+wDcPQSxT9CWb7Lg6QvBTAEuZlGoCow3jZC4kCokqA6nGmd4QNCZqHB3mIrmKUILT02hZeu0TFabGJKKWkO8zEPiB1R47zBF3olx0m9oPgF6CEEYdVFoVU8oB8rZbA6xlwZWVbfYgfxDyLhrUNDQgTFhoyG4ylDa6SWT3dsB93feJoksUGERPKzMJAro8k4h8PWBBW/MMwEYjI3Q1hA5TBPfFbFwkIK4jVu6r6TLWNnhFAqOmZc6CLE3ibwotEOULMq2VBMEpxBlXAhBiVDfT7EHLhiXBcm82FbcyxeqNTO2SVNsm8doEa5SqwIoaeDuiStbYMZp5nSjIPM910Nay9LYQGWoQ/wBT2kP55DUhoQJhBoAnRiM1uUKIHaMqJEgqs3JxC7e8ZMJBrp1J9ET1gYWUIifCTIiCrcLCyFIb0bQMsOssTHq5YAE2IMHEVMbFbkfIDFXLhZCE6mgMygldIYgZhiDCBpUguKszKpqcMsLe0RB1h1mHHiYHWNV6x0zY72ohpjZxBkR3lSokcRBK9pbzMiYdWPtIHRBAVBdw4tACAWvBN53XyMBD+CHnBDQhDMIEIXAjGJem8qJBVZxL8PP5hXH0l4f6GNfhepARksYYJu7xNTY7BfUhttcotvsOqcA2JcGLMMMuyK4Ax4MZYuW0KQRFcOIESA1Kgy4Q7wnEpKCCNE4W8wLxHJerDdiC0C5eHbTfLMTxAsZXaZJN4KE3ypHE5d/WD5R3howgYqqMolHK2mxnedoSzLsEBuxZzmXYuKL0IuCIa355LCVg3nS5UqZmdSFaVKhCBKhCGIMNKiRI4mGJEmzZLizMNqL/ALmwH6BjaKhNu3u4rFho6wFLHwwZXJHDDa4bXBshHTM7kVKZXyxn2sZlFxNksmUpuokIbwuEKnEYt0/EJLPklcQpf5SlOr+YYw7sVFVMww3vuvFQG3MsWm2JbYeiXMOw92ADii2ZMEJdQRKeMQa8faMLscBtKjvNkK8urBalgpj3ckUh51eDPEEe6GdQTohAJUqVKlSpUDrCKYhAMIQIEqVWlXtO0SUyomdKiQUk4zKXJzDZy7TZFBn0TVUcq795yEAcQIL30Osd5VwaxMsTugZmcqbuDEV88+zzBmPEKWVI1HM2hyhgZgaDY6Szx8yrHWIuN4LuzbEpzextLL1Q0lF0nLHlwW65jYZiMKAte0UTwyWpvgJnGXCJ08d2DXswD6oVwkLMWla90FUAtwoUFE15Fh/CqXljQr3QOGCh8kNtDS9blwFFDrLqXCMsoyiWS8qG9QJVkqXU5jFresyjtGEzoxIaVUHCD0RPuYjac5f1jmOY4myJzBzO8XM7oCb5TmE1M5UC7lY+DMkMZ0FgQDB12gV7RCNExUorwMyw9d4sN4gpxKGN4h8N51ohXqDqwk7hkYgjXxLlPf7IuHOHsiPfMwe2k06ylGzdnDAYYQoE2IwcHPAmVOH6wiANdXoQKDohAPMqVpUHPgEIM9crCHaYyZbROovl3LgwcynOrlHaKICbw2htUSpuzLhalfN3CrqrOxKA3MJ3glQlVGE0ccwXmxnXeydSE9t46MqJc47ziJUNtFIYalxUUIbJgiIPmOB24ZZCMXKVKgglHMqVClTmWffY+YIDD2lbwWXpBw9WCqOWWQGliuVjBa+biHmfAhMtmZkWMfZohc6sG7vdoLw4jsOlyhai2bwLglC9c6EY86oGzLDMXxBcRbTztruIoq9IdGJRly9dFI9st0gumikvS5cvW5cFGNFgcsTci8NoSjAshbaTaFw8/UqMiFoSbl0RbepguJKjEiRxT/UFirekZrbKezAYKSyG+YYMHMG4QNoIbglCzGYGPMAIiKzxHQUkGLM2QvaWm7MuUs3SzQe8Bs9vmL4GJdlzB2cQofeHDlzN97DiBBGqo+0Zb3gdBE4cGPbDSzbcoGLsbsNy6btGtneBbKtn7R4osHoCbhTsOATBLCmdtliqsqW+8PKCBKm2+g4G6q7BOY6yu0oEhlAHKx13xL6S6L66LeIdUuxXYmEQeDLN0iA9fuz/AK0bsJ7M4E98za/7Jv6hyZiWQ9yXLlwyxxB0VW8pC4AszFUqDmVMyM+4imgs1yErFbFrsghm6W/M6NHQhpvzUuhdbrtHGYjm95mBeKZZNex3gYxp0S1VAzorjNN7qFVQls25lU1E2mWDHaLQUmlUQbhCLrMJsuLWT1UHA3eI7HMe+OHvFWeNiC1FfaPvHx2jc4g1lURvUfDZmXMzdpSMUh63siGgrEEyYcw7hkI5dCU9Iro7sxB9/dQeXUCKER0EFvIKhWLh2gAUSmJWZlguYQCUmwSiwEjRwOhBRZKdImdididmC8QmjfibRb2l+0OjEaU78S4MuDBjPDLyzvKjdcR7YiCGTFNcBvHNXellC3crvHOjHYN6jipYbwvKDIbxHlNQSOIVG5zCRYbeS2GBEl5icQeesVzaDDHgNaI0IxpK+sqClw1BW4YtxMpjEg8QXaDLlkCp6MAvW8WI7uCDQCcX0/cGfoJ9zPxFTyxL4uiqXtHAbg9JbrvS3ZwHMqvfXoRKxEzKm7j3qntw3O010ILTbtj3aHkMCBCAhs61cA4JUCKG8ys+qZUpqBh4vfbEyBp68weANjVpKRETExnsRnacNiB1cS/+GjqvcEuXBQhRuJgsS/vGWJxiKqos5jS9pzjSp3UMStKXAap7kDmsh3j0ljWwbjMA7OIPMjJW5GxHLbrE4nJMszMC4Xzoo0EXG38zATedcqUJUtwxyhQ2ZRmoIQYO8IGZ90W0ONpfIYxcdhuCCvZUKK6wWO0oKcY+J7Csr2IBzJb2gxiozMkwd9BwjF0Bt8JlKthCo4lC9oQ9mbwcb+7B4+BxvoEIEMIt+AgaFrQtekrxv53RQNT3ICABB6QCAlStalajDLCYbFcTZJugx3gj8HtKFi6m0GEDEVzlMRozFm2orcZVR1UCNwXYbvm46ooqoSZGyVObh9pcMF5J1f2fcm3zKhw0BcWkUS+2kOzH0hCOZdCBDDaKQpIoYRYu4w1OaLlv6zeX/wASwgqotq3cBFu67fE4Vu5+szv6SxmuX2IvIcntLtF3il2JXo5X2iLo4i2twW1O6zTE45S4Jgi7A+TBy5cr5FZvQgShLHQ8Fz3JD2h4nWyqIQdUAIaDL8dSiMMMMXQXcimfohTY7Me3yQFCidYQQgysYoDEouJem8rQjEOBfbRiQVmhww8FBj2l4niOgI1zA5mOJfE2al5ixOKUEsipVXhgwIESAkBgUIiCkjxlqg1L4TbWz+5SDZlCVsxEXlNvmWlcmJkAdt4hdlFsMlsXDtBgwAZDa5eo8Sy4wU5PYSwq8BsShcVkJdwkkzLPXE2Bl39oHkgwEQOkVYw0IbQFBm9glXS3dSTQgNghSBqMuDLl6mtQ1SMOoboTnnrEGkg6h0WU49nDQIRXEQ3cRkoYhtEjib+F30YwA4t5VaM3l2h0HHyEWiBi+kou4OJeodaBcJlDeXkUWbSru5nQtpeIgCkhQinEyD03faO+w/cJWuePaFO6ckVFnpYVBybfSBXayeyBCZclxF25YrZUSvBzMIcvxKK1xM8GAJBBUhb34CVWDq1L7ht7CBozjwkC4AFy1xL0NExGALVwEM2DyGBGIRWlxYMuENLlwlSpXhYkTULjQoaYhOxmFb9nUGJOIaba3iWQwwU53mHedoiaMY6MYw5oYpNYTqWdlmT2o2amGNNycXFLzKDQuJf3jZ6RY0GSbFRJdg2lNDD7xBTCotIYy7yw3y7wz+LipnXL7RMHCrPdgBVQN4o/Zb7CADi/RLhiBS6Ox1l2IYodgJRvvoZzu0plEbuRmnbUe8DySCi5WVFvUhC9o7WQ7kAFGIEYy5eowlxcy5cUHQrRjLlx0TULIFOIXZicbGMR37OpicykGIdMTmUPvoziXHVg03O2nJtEbTZVtUANo2fMrE7/AFnaIbQxB45giWy6UvMAwbx2IumirbYHMGJS94t1Z5IY30FT7Qc87/SEnC4Yc05Nh7EF0bVbCy81b87J2FO5ZK7xzKiYZlRG1ekXxp1lrUC7gSofNIT9m48tp2JGj4iCVRc6UssQGrpgqtwcSoWTPdgSCg4gaLF8NwZSbvAodAqVEiRJRxcW9EiRNC6b6R6omD2Y1+J0KWMbIMt6w1TaFx0SOjWjvGPW33LhsrIfeZq2n0MYNuZTb0neJi+k4neDFEGWEoO8uKgy1Q2zLgjsQ094zFhyhLzMCvggLro/iJHfO8LZ8xCzsFTiiB+vYhDshLli1MjE4237CJJdcO04Ysuc8waVGcl7EqXBvvMO1PogaO/iIFE4ow1PSArFSQOyK7BB02Zer11GMdHW9CSMojINQd7nd0UDydogt5jqDF6VBGJLJabaZYRlRjsxjgTStEInQiYzGiQjGMYxjL9xcoFNuHLN1d79iX7xZse8DeViEViOYi5hgMtoH1RRXoHNVN5V5llw0K95X7tTZfERp7QA+77S6oZf7gk3IO0d7V7QFV3ZliqUjL0uh7RgcuvzEwAcMEyT0lm05o2dgkdyToYovsQti3W/ro+IhiAit0IEImI+LcviAxAxox1dWhGrd6Drb8TuQHmE3h84mEW4F0DbKlVPeCJoIbm9KgpMFOTeDWhXJwwdyJU1CYMY3oxxGM2YPAJt0mEbBTtwgDDJx7Mwc/WMWK5YGJXEIYxHHAxFL+0v7ooMIbQ20AZzQkGcZ+JWyECmEmwbYijL9CbFOAwBEYaHSc2uxB+gJYWIBIHSPfMy+palMqEMrat8IsnOOjvEaPg5jCGVYNCEIRzLLfcgAAUGxBoujDRiwhGhMYtwR7NLLpW4gjebUxuWddEJAxcsl8ddFyiCnGgl5K2YoKCREo5iLMU04g1y8oirmFRu8xI6MdKjK9pmC0GHedSB8kb58ToZXwiu5XTTdnVpOF9mCkWIMVwxRKjEub5mpwlkSmG37YnXHgEPXMV3dzFVmQysWK6cPsgCnGL7x/VNsFwWZWYJZZgWthLn/eiWCWdUEDR8POi6ix0qBCGXl3cByoU9cnKwGiy4sItMGyLNlzEsvpE5iSokYYqJpY7w5EIqBYnIREerebg2WtFabo7xJZLsyuNMxVhkiKLclbKQ3DvEbBicE5jvGoxjoxlbWLgM+bBI3byHZite8Y5lBTromgx8RQdoFpLjGpzOkfzHErMFvDLsBslzE+DeI1+52Ul0vHB0J92XzCCAnbddAjccBXslxbYYXCskrKwHuEILhve8Q2uVQXkr4IaPi3SiHQIQ8LdA5WDR5MYRA0YsdDfOh7vmO2bzKP1xhInMSJEiRIkySm0HpHSABHMsRvsIo33joWOhmSZ7JglozEnU94paL5hhZRtzGXVIxjHfRioxe247RPSN8mjaQuczciozKvMI6mKOF2MwNDzoUGDKjKzKEMQR3wjM+QnfbFXbf1ZeXrFmLWJyx2YwjDjtN2FwlL2ZRDds7VECM0pmJv6fYScEcGxa+WHkGWFHPR0IQlFjOTkjSQJxGMUZR7yyKVcWO7KlQRjEiRIkSMSJEjLpgONKKxk5gupeguJGDqHQ7kLnKx7wKLclYjZjDuzK2y6ixjHMuNSowwJdG9GL2l04s+whG66Sl9mc1DozmbxK2l40OPE3yx1lxjUIZnOiztFQrEdWN+qq6XC8O64iz2lqygY4uy5e0NsZWJfEzeJkb3lsER2MNFqaHh8yhnf4kTZCGMHjIWpY6EIlblthACCBoxiuLcS95jiKWjYiXK0BEiSokqMSJo6GNy40MmZwOzhiQhteO0dGzRhiSwvRuGWwMZkVJLVuHExXA4+Y4ZcuMqMdGMBTauZblQJ8MVP3/Md4GYbxwTdqHaLIawiXKOg30NKg3FUbK/UwpGOzux4q44zOeKBq8Qrdx6y46SjaWYqPsLxHKFbELdwcI2RvUdkrdZHjN4YhW6EEa1q+hAn6HL1YIIUgYjFiihUCC0NaVotxjokSJGMYjE0MSKmUugprOz3iF3HeMrMdDBZrFsN8oYlrvmKjqIUWDpcuOhGMQJ74hza5xKH/AHQm/wCIVdTnMtdEtXcjtOhDeK248R4iIKneKbLhxCcaF7Kd2b5MheWL94i2x3lBMpiqgr2jX0nGIWwcQEL2iVniHt9JlKfkzEEaTTjGTtFeyqBCPhxMnQWYQh5ALeybR1gnJCbaFiivQXmZN8SqNalRK99XEYxjEzPzEiRIx+kf1m05icjeNghoYx0CVDpChyROkKS5bZiL8m03IS/ExlB94RWAMUUfRI4m5G95lEErrEg3ip0H1hKEY+ug17zfRuvdYyOPcFZcr3l0sXA/WYd5X/tLJXNyrqoc9paALl+Hbp7S9305l5OdswsVbmSJZGjupB2uGvcYeJm+ON0NBbnph2ixAQVoWlcI0haHqwFd5UqYqB9ZXAtLEqzVjGMS9o4jGJEixUsQmp1j132iNZK0MYxjps07YKr6xUYt7ib0vRl6Xoxjrt5js6RWJz+LGzExxvG4bxztBOYIlS9DFHNkWUl7TFCDCcQMjzi8sZLcxvFzKLm5pVTEWMG4CvaXVUvPaPg36doTsbs+Z/Mqjls94d2Uh3pB2n2lfRh4XTfHG6EC4N3E7I5960G4NTJdCjzBZdRgVbzbOOoM925QNKyrmNIk0fiCjM7nRjHMSMY7R7RzGMYOYsYobfMShiuHTUdGMdDi4jt+82orcxWr4WM2O7Or1iZ+6+kUz2idN4nPGgcx7S1w7xIqxFFiX+ky2ghcUGE40bW0Xjy8Q1dF0yEwt7eZghbmG67zfdZad9iXYbD9iFfuI9uLhsyFbZuBl94r7FnhY6b9JhMZWJX2I2EENGiI6VN2IRYPETJ7n0jk1EDe8oC3TJWbYoKZLOg7yxGVXM5vRxHeMe8ZVRjGMwgWzj7zB3gKhXiZxjHQx20qLLHa92bUT7MPhXL0dNmXAYoKxDl2z+8RGHmEq5UpIcyvrKgzcTiLiYTZLClYDgil5hmfmE3eUrE4zwslJwWND3jZbioj2YGfeKG2NvE6A5ZYzgQ+SPuyx9sdotMjZue0M1XGa5uYiML7iDpprO41KbPRh4WM3wMMIDHa92DBOSG0u2YEoizCBiMbQynY+sTC6B8QkoK4Lg3bnWWocBCL1EBQaxg99GMdtDGMY7xjoObjyBxLyioWO83K2jGOrZNsW8WWO/eZtTq49nBLly9L1YwKE4mwQ32tflhv2TAuH2l1AGYFlysypvh5i56xYg7QWPUjcT50DCUxVzvyRls9ikJ4Og0zaLdO28xt8YgUX3GWS9loYtisMu1dohgSrc+xMFvcyRCD2PmDivrDJRMljII/SBhVntSDI9hhq6OmLrCAVLpHsS6jrDRUWG8+1LJlKgRMRjxdEYZw6YR4o3gMb/Je7BZMwtWO8IPMs4LIMqKu6xjFjzFuOikYxjGLEGSUWm13bYKVxjHQxZt0KhdmZJ7zagid2WdEvGl+FjDgN3c4n2Ix2hrzARp9YqAIY/E3Y5KgJttO8q8wdJTbmY6d0A2YANnJHCE4lpuFdEu3Ep/KHMDobjPZlqXDLCvGJRV7SldDicHjnrUAVzkstCOD7TpLPoiQM46yg77RM7EYCp62J4mMHMc6gdirn2Y1FFvEZThWI8JdEwTum+gNFcRlzCg7kXI5/Ed3RUEi3A9Bpz7Szwyp2x3RXPXOdHEYx0dGMYxgwHWWCYKlBiJjGOhi0rLLl2dNiVGO6x+DcuXLjGHJ2JlQzf7hekAfCKAfVTvxvBx3g/aDcPxAx9ps+2gYNBDa4F/Ua60F/WcSkw7zJOuXNQEDHL0jlduF2QJg24iAXBO8VN82v7ROD6+8d7G+r1ZSgLXL7sQycvHeCCvqSsBgs33iKdie2EQR6Nygd9HVil1OYMbtBR7QbNYjYrbtoVEohmBBiJowbh8MIvtAHbLZ8kMFwQNm/aA6Q/FRtO2W7xWkN+I4nVOYnMdoy8xYvT5jmLGVBmPB4eIx0Md9CijuVLu1oMIk+8UOh4Vm7Gib4+0w5ub9hgDXuqwjBziJWGXtBqKn3hX1zAhhmUFanOIQLCCmo9tLlr7RFYscBlsDcm/xDTZKPeUA77SkCu8aNeqhwuwze+CNQZdnRWVfAN4HCw23DY+OtGi+y4zKzBk3N8+yVgewsBMsPvoA/ZjbPAv40OjGVKObIsTfDeUPZTYtRF8wWD6y9XjiNWdoOYIEFRzGdpUVugntHbb5ipztzENno3DiexBhAoX3uUVFbLFyJBYdNDHVg6GZjGDnpLmbURGyGYNDGOLMEW8WJoFmHAIri9LxpzHUykKn0QdEX+kI77jZFG8oibwfqg4m3xj6zpXH4gwChzBCt9O6GC57QwRRoON4ezvBzOZZhOqXtQeMZ9hLXwNdRjJO65SkqV7sJW4mZbjPHtBQWWObMtEatnJlWTMObbKTuwuIbDF/6n0AHtiAqzC4vpcWg9hOAzBFgi25Mk8jDYdRSckOd/DDR1AsY4Yby32iPaKIEewwsTmBBBDMItGY2dPvDdiPMAO8xNZfaFixhcV2gSyuQcZjKFnYMEXV0YxlaIrDgfMvZwE2USqCbRdOyLwwGHvrpcYgAzRFzDxsubfiWV4g8UvaI55dfxASkiL7koUHtDeOv6nvtMPxKzN8OIHEENoj6Qt9jRRrqxFba6h10cugH1JjPQPaVJYzksXVqZk4fkcym2/Ne8SkZTBfeFeSo/NA7QMnKHUB0oKBsxw3jDhkur69Zbc4vuYEAX7CChk236EdYivvKq9W2eBprribOjqxm7TzCBzh9JsaCx9tIZhBDQYZbFxNx/sTfJNnPzCBu8ksRMbGWtXMS5W/eOjHaLFiR6yoWhag3es2aN+dAId4K7o6LFi0Ob0wavahthAlpemZm0NL0vTjQ2yoy1hs+qgyX52lAesRIMO8pG7ljHwTdIVZHIJnvNsCdUIcXDGIbzrjM/Kpae28qC7fpE7RDOIvShphkrS35iS2iJO8AD8kw6DdGCYcHwz1i2xnY9KI2K23hxmVKNIX3h5wrYXIs1uZ+uJKAtzHXu2l0vd80IDHhd9oAM2D2C2WCc7KeI7cK3V4GMZtHaJm5Y/uS0Jimw6o0VDQbaBDKjG8RDYxydI9TmK3yXeCXaWdNo5jvRGMTNReHRjmZlmLx9UR/Mr3IAYgVoYYWLFoZa1MUeDEVRbuWDOkHmG2lzfS9HQIAO0AOrAHEAexk89yGbh368MAAW+3vAr8TOFvRD77Q3Axo2Q8SjBxpso2g3R/HafMoSmWJHEQEf5kVCJevAvtB3jtzDdDfh/VKHuHXCVLk4O7FwtWIebjCAotAkMbqzuFxRVFdcsCFuXa+gQbHPui5WUHO2Bu0z4mFWOYeBjGGYkVPa6fZgg3h0dphp7OSVAnV4ALYxLiynMZWbw7NN/mNDknMYxjGMqIxIgZdo3gGI7Vw6EAzAjHab4suLpb0vV0LpeC94Jcw0kVsvyGAMz5spnuF74TeVd3d95VTCzpBZf0inSt3Fmn3g+IGL0EvUIpsiovfQ6cxbcxxeixigu0cLcKMRt5bYEEA+7IEUVb8z2hsSzivrOWDjZziDpLM7p16JYUuhgaGlbPRIrmrRt1ohdV5565QMHN49pRVyz9iZrwZ+YOwDDsDJgr2McLo6pEhvGJK5uNnelkVfsPbQhBmUGgjK3QlXoomMynCovVF6MLiETpqL0W/aDW3MXgqVyneBLixaFix0XHpJYDrYLjs8sOZY3GVRO8JvrfgLfvzMaS+uGghMVFr2id+ZWK6YiDmOky32DEyB6zK4+IE/MHT2m6HbeHTQbVMSoOYM3DD+IbbdmW7l1AwRg4to9d6Gg0EBNqPsw7R1LhAh8h1Y2TAa+iCjlTu1vNhyWmb6naUlLseq6yy5hz8EKAcZPv7zg6BmN7d849iII88qQebFVZguzO/MMnchEvRjGMIwgdg7RSrHM2G5eAckS/uEGEIlbykcY0YoYAwsnvMHEJzLOINXF+bmXDr6nJgmxmFXeVwIGNV0FGLSrLlrEVKiXxyq0NzIdZc+PEWbsoLiZrcDquEZOwd6F8sabv4jwQsCsssoPpErbGTdmEJ7wZfpA5m+G9Qywt+JSLQbQ2hnf2gB7Svuu77xLnYzKCw1b7RE3LmCDQOHIzOiV9GFsoxuzF3pOTqxlaUm+1HtNw7pR3YVB2LU7ZEAOOaL4oIF1N3HQIir5N41Y9iIH3r6EAnHkgCKwxwseze0ZxGMYkSG+jFFs2XRlwUymDufMSqTZgyqdYrqOY0jhhmMBA0okzUC4nCXWUCEV09iAbEabRQjFii8ABy3EHAQgohVumixLipU3fA+FFvpM9C95QZii8cwt7w3hWzvKD349obPuw4OnHdjEexiXfjQBXvzAzfOh1guZYiheO35mW+nRDip0OLnQsR8vvAQQw8RuI+EM+SMLdN4yPJg+7CZMZ9lQHCYMjbEXVspbXWbgzQHRWApZxt7EKnuyopQeZ0V7e0FJ1z8EAxhvTKkQIoUmEeGD6IRjGMYw0qOImeTmXVmVY4hgzfBmDGwHSXoxLhFhoCJcIqipulXOMNVWjCDiXFFoLQUSEEveGEAQllXs5IbwVZiuHgvRlxYGKb5ccyophg2ynmf8ANO8C0XmOYBDfbEFMc/qBdfWNwPswmBybErGOsDggToh1JTtzD7wPozZUTftib/uf9g4qVzxCrYHPvEZbukQNIIyseH6IAE2AykTmr+WNkCsAe8BfQX4oiU88qQ0Q4X8sDB7HTEUL65v295ex+VgDZxWCYBsvxLgMVn6RsozIvdOrokSJDRhhs3NphJhu6y6bHaEVy55IlBsb6S5ehGOoUJhhB9JlzAbzZNkYxlxYMHclxYoopSxKjUSmOCCFEbMxealyEVFacQgOwezwsIvaCiVTsvcpmM62qkM/Ep+Nohh6zBUFNdOIF7SoAraGAQEOesH/AGBzoye39Sl3N1fE2x8Qxv7wXAxDJDBOKiZXeKgg2gcwdNgmQt/aJQ3ifN3ruyi45K+naHYYMkdsRilz+cwGt35bZhAr6fuE5X/ZlkxDKj1qVbeBz8EwV0VcMDrnUmGdENEjGJrWiRsaTZmAlcVzNjRvhA6XN9BASmVUIypnR2S5cYxm0GOGgoxM6CZGOJRYM55vy3rbAnJoeC9XTKSiHEbBXySZvz/UwNnvBz6zLLrnEGffLDhz/c4G/E+yWNNSxbzecVNlysQKIFlEOPqw3CtsyrYUs2QziduJWSXxHd7q4aWYhhbmL16yrGCAg8nyQ2V6xM6Qyb9YYPRjHeDYhgeToQqC3lBxiKtbVLeG4JFZLq+MwlGl9ukI285lCcvpDunOO0DPfb4loyIBzA4bIECb7nR0YxjrcTnQUbMJMJO0QgRsYlBeOmmWgxgQgSoEqbEXVcuXLl+BaixRzHtEiMFEuoAUb6e9DROkQKw0Qlbr5qvFeh5hhcJzvfNo8zkYV2uDRo36QeIMVzKGj2gHG0NvvBj2htEp4ZzFCbOBrGJsVDMN6gZr4lG3g/E633mz1vDfG20KaeIYblWdLx3hAhm1AvErYcwSu8boqfRxGh2SUqHukLKEyYrm2Ll3pR8QBsOWOlHtKjvMl5xLorpfywWJyYGNwbDnsSs39+8d8bsAt/THT2Qo7FG2VBufsHMbdpXOiR0dRuJqkP8AlIFvDDaju6/tBhoEIEqEOIwl634bjFjpUqVpAKN2W5lRGK5WzvFbWtENFttnOt6mXEMB1boOVje271VHtTk2se62NnrKMvP6m0vvUOc/SV09pjjmFg4jDOfHCO779GZbzemE2X10XrPH7gUd5wd/xD/WETg2lMEFwRd5k0mMs2xCLMQkm+DfaHCnz3mW34e8Gli0x0ywhsqX4UdojY5VXtFRZh3SJTy7vecje+DpHGPmoG3Y/TLLNBvtiEDsvPsdkK624asx1Bg8Om8TSomnMGJqbrdeDKJOsoHrrihCGhWFsqYxh4rly4xY+BZRKrDeMtsrilYI9+I6E5YPA+JotMxmVORuDDqt/YikcO4xWtg9idPxUGa2/wAlk+8+4495X9eibK65gY9iB/yUu0d3MNjFUTK5sgNSmvxCkIVv8w4icfEviG0qYuCCZtojhgm0RjMu9oCrmDRzGRsIIdElxB1xlTjBMDO9XXeCQMNV8wNlC0PgQoLyFvwRAODV+1zdjFYuIG3n9Shv5r3iWunB0ZkI74vsRRHA5f8ACVywbGWGyQQYRwiQzjnwVEiRJtBuVoQVCqTZJT5dnWQEAmyQ2WwgYMu4qz2rU8Cy5cuXLj4GBCMEZWyjRW0zZ7svYAQy+DnwXLv1ApFow9hQ044wWwIt/eb+0NBSbz09oqQlNgxv0gfqDmuJX9zgm7tA4h9vpGZwsrHeDEuxpFXN3XmB/UDj1UqiIvMMGeP3o2i4uU76DMmdTxQL2xAaq8TrQiDlYytOLfsRKZKq4Ot2a27scMewQC6bsHSiEFfLddoqe373Eohj9yiXxvEhW6NSgQbbQRKYd32IvvR6MNaA6ZEqoZ1qVKiRm0GVfg2muVsykT1nBbGXwgYMGXoaM2mWt6XqsXTowbxKthErxKq/WehGWVkDQ8dntBUDK2oIATA3LBLztKHv9N59HEpMrsO0IowLV3dRx5gtqGf3CiwC+369kG/1rvA34lhn3+sBve71mCg6QG0HN8bz092DpDJW+fxKNvzNzrzKoO2Jvp2gv2l02pgghggjVP7XRWDLiuZjY4NpxUCKbb0YKFN3WPeF+0xkbbwpl0Xt2Jcxu/GZdYfabU4OJZVZrh2mAtth4irLWevSFKNzWUB+rQeW2UgO+GVk5GyDelEqVEiSptDRWoo2NJskRGvYciRQRNhCYSQMuXBlxjF1dLlxYwBOMi6ykgBlhrkWx07zMS1ysph5IXA+kXIfARgjDB1zskDb8wxXe1hv9vrP6PiV+EAN1har5byI434h4geveVgcbPt8Snf5qG9dqlcm5mFEstQDv1gtXFsN66/uV9vxN33hj3494MTO3j9Q68Q2uH+aK+sol86Km3JAcwF7zLeblEqFsZ94u+fSyw+83aibMGx0SAE8LKdiLNf9DESLNwAigE1XFHZFWfOYyN9IvPHMHl+sNqmLaGDYDgxb2jaG5lvej3l3VDbOJYdUxocmIkhfvG6Ydm4dG/grMSVE0GDpWpVF+8gglrZhaJhV4hpDLlxdL0uLLiynQd50CJReYxUt/aFoWu7DIHkXAuHQihFw6+aSEBTfJ9Zg0/7mCyvn6Rg9t+lzZXxM2k4yi5CrSsYm3rxR1gzRziB9d4RcDnaH57ntK3fiOK7xwJubQNBvmpn3fWGX7Ewzw/iV/f1lYqdHqpdz395toz8y3iJ7TJO1KmGxmCZO8vxQlFu0u4GOGfbGGJWHb+5RRwZDiiFhm933ZcDcmD3ihSlK0OxF5Xue3sijQ3mTls4fadXm9+8IfF1UGWGN/iOcucpBwwftb7RZ0QYlQGOoZRbcIVCtkd41W0K90yaulRNDEIEZUNKl5NuiKr4CMJgQkgk0rix0KRhMM01MolEINsUczzCrZawUQh5ALAl1MpwZ3Pmc5fvvA2vErAvOUiuvG/zOmtsQF5u+WswKOv3lVhno5iC1v7EqqmMfT7QN18TZv5+JSUPdhWYGKfpEb+8w2wbXtGLmyk7feVq965lHG7xN0OP0Q6zdrpHcD2m8M5Zu54zF9JUG1wVVQlaV3gNE26RLZwNos4grhUsdJ7y9QveuYZO86XPMAJ+PghVd45rfeBcMu0EpYR3QqKyHHYgN3aBdJtC7Pb/Y1zngexMje1tv9RglMXXRbGQxtebo906U9JbgBUImQw72bgMFFi4glPtBvDE0qJokqVoWQgSY0MNmHhip85uQGZOTkndhBJJFYmMIiesBzD40hgSGTGXfQR3L2YJAJUBh4wvsdZjY2l8EOyxpZxGTKqgHO59YluOMd4b9B+ZvsWcnEtYfat4DEBZe5vHZ/wB3iCETZJVVK81Bmum0r/Y4c+03dTevwiv6rv8AECy/r7TYdf7guw2woiPNF3L13/uDBDa33neH4xHtztOL4nf5nUcaF+IqoyzET5l4DLGeYPMabQ3KrvFSWZsgQy6vioN2idxj6SGDw5ekJT4+LYl3jJue0wL4/COhfzF6fM3/AE95XDxgZQW4M+wQe5Wbu4PuW4L4vCFEo5G09yLY3ZeEMZub9N5FPxjvbK1d/hLeimk3INYdonJk1rSpUqVK0uXBlwu4ukoqp9KK4T1Gd2EluZXhlTdgOZ0YqKd2MiTmJdhZ0JYn7UM7cvVgSpWg+OuWb+0uo5qpu7h1mvk3pna66dIb5xBG/wBOcwHZmTZnn6RTj6vme8NoiLvMj1zACqDF7y4SizecVwRlTnk3hnfjPXaKxnfn5gM371vtGyuendjAVx/UJzfHtvAjgx6uLsM374m1XP8AczjpsTYD1RBefebZ45Z0fpLo+xHNPWGM/M47w8Rd5h7xWVzvAOJhvtLvaZ95kgpU2l+8EXgfqglidZV0M7X+YhVNmZdg9ee7LmHWh7QFOzL/ACXA5ps92JHZ/EKV2zMiG+0Je1tsnNEClXls7oEGWOVZ62sAGIFWzbhDFcQjjAqPZbxZA207fNwCO469PhNoBuA6n0yzAvZMMdE0qVElSpUqUzMuXL0OsMxtR3wzBIfUm0PstQTIH5jfmJ6x6kQ5m9iYYs7ZmHo7s3droYgSEVpUCVK8W3vKhY7XiVOUbdIXpvtiFzqvPaUVjeBfs78wMV8dpV46dekOrPPq4MXzBnJj+veVW+/rrEFgWLi+0UIA07VB1M3x7wuCsxbA57d5W88frsS9olVx3Yq8d6I6d8wWq2evdhrKVtRu1AV2bhkv4HvDP4l5Hj9R4+rN37QVMV+I3vLx3gEMC5kI+WUdodYYMuYoiswu47RSMgPiCDsBlu3M3KNh+05p3GyplgxufBFqmVyckBMgDZvdzf2wEO97c1Aq3rxvKtc3g5YmQZXfnBAXDsZciwaJsZrqvtNpjAb56lPCqsvhCSx7nHvAKR327wNAxe3sQ8EhV7PtUk2r7mZlQ1tUOBjrOoyaUSoypUqVKlSpUrRWpuSezA7fWnexfeW6D5jbdWAOJUqBKlSpWlePaAxe7HNDa5WC5O/3gKTdOuIGcu36gcvv0gZqDMOW/X3g9/if6faMd88cZYKGMDR0iND1zAsozeLhbW5YHSFtHI1kPpKPeuPablu9bd32hhx/c6uuU/xA43TAe/tN6/XQhxe/9xHIccFw1RcnY4jo7n5gZ+3yyre230gi+to1j6y4FTj3xM3dY2gxId9DzB+YgB9o45mDjMs9+kUY5gpsWcS/MFM/ETYV0hJyeHZg4t4iqzs8bRhYy7d7YOKeWh7SoocZJfaGgFiy67sKqOnxlmR3XbtHxf72gqpmqDlhWnF45QJaTlWU3jcHK7re14E7kgd4Rlm1lO1QAo2c17wji/YRuvbB1iBQ0bnx2TYGUViTQy2uWNoPdxDgghtUt8aVKlSpUqVKlSpUrwCko1KJUqVKlSpUrSvAvSVOxvGz9rBcYCIMcmFjynLzBw/5AbO7tBb/AFIUNsfWFyziDYu+98yld9rgg6X8WEIlJhMvWJgemL9/eBzxvXaCNX9/eKopecN4IosoKON5yr7f1FkbzWTpbG1N+AhGHHDf7J2Mpiu7BuLya+kDQ5NoQGc52rjMrwfdM0d+WVTfB+ZsgOIPw2hTkg4uu8HF+rn6nNcSrHHSdNTdu+7N42slDcaLdPdCrhTdlWTF8RNjMYt3eYvQB8kC0RsG254wRRh4LXjLNhfs7ZWCi1bDjEUtt3ddiFfU3x1ZkDb/ACZ103qUJ9FdJwb5o9E2JeKWvaBQHi6IIhZZa7ws4RQG4FULsbnGPaZY56e8bcdCvmHPQcH26ESymN3aiHBN817wNsLx8wnbRsswug6DCkOwlvjWpUqBKlSpUqVKlMqVKlSpUqVKmZUDV0wm+jlCiHlrulBwqW534gM45tlZMm7AOfxiDFPt3hnjPeAsvAm8xHF4gYzLUVufDbAfUr6RoW4vNR9CdcZYFIbbdNoWFjqHpB5lUNurCWjl+ouZP0p5ngmdzzDc3HYXMVXsZfYiW3PB3YJUbGPQhN3bINoFW5D2yxALnFOIhrIty9oOed2H3JsPfFzi4bfeGMu0NrnO0GLmTAtJarqusvFu0eiXxM18wYbLgDPPHMbQQye5FBe6YCXdMShMxQCfMvy2cRpfIbXttC3dHD7zNoxZR4nM7R3vki5GqttOlwrT9P3Gq+/0gvz07suz0wIAbHWg7SDFODcf4lVccYPfEJAWO2TM7iQ6kNo2UrX+JVNfPTLErbHBCgJw8cUSqA4dg9PZNhDdmtssalez6QuCK7hKhY8IWODcYbBgXZXtMcQHSpUqVKlSpUrwVKlQJUqVK1WXUeiZZUqQ+eIRnZ1gPscPJgYxjmt4BLD6qGP36kHAFUu/xAbW/sys7fHeDuUoX3WKrC3bpvArJjZ+Jge2a94FdG33gBOjX0mDXH0Sgc7uLcfUiy8t4ANGTljZBS2rYKmh7HbsIJduesCqdO+cwBc7b0ZaI7ArvW+8TZ2+6Kuujj4O02A+/TeMuO1dN4gHayf7CULzz2hgHndZ068/MrNcbE7fEc+0oo+ulkFhdnaVbtDJcR9jOE5ukoL2IpiAMLEVbqKNm7iBqsyhW7aDkxX3FdwIG53N67xYVdjtcIubWH2RgVrlNotdMV8bxzdbOO2JgKe9TZDjFHW2ACtc10M9ozbsXQbCES7MbnjEYWLLKZuFypTDnjqHqzwY4ifRxtvGqrkaPmVkbXgrGIJbZQv2JdZF1kGKgG5iD22yfYgkoyEc7Q7hdLccyZvtdnARamksvpoIhzYgjs3GzDpUqVKlSpUqVKlStK0uXHG8Qd4pldZiJUjKfK8TDNd4F/mAg0/EFht34mDk73OhAY61vBQ77iUFMe2Khb2eNy4UL346zIfvpBTYz36sFafaoAq/5RHQ+9e8Bh29W32SwBqrLDbEDi7c1V7ZYFurD8EAVV5KvjMDNqhS80jl1nH19pUve+uCBsecvllX3464I6J7pBMB0L+WEwB7QdX0Eu26t+jK7e5949zrTKK9P6gtr9+YYz0hVwjud8zv8yobRtm8IV95wbKuXYMTI9ZZxEMOOstu33m2/MQlY6z3ibQWK3YLo278WQ2JFe4xcU+oPOIbDTWKvuxOCBOxqM28dfZFa3nnbeHLrfDoTFODh42jhrj6bwODZ0xvKF7FxGHLnNbbRDt3MnERN1uMzaZ9z830gdT3lZawm/uwxztu2hoeOBxRBKHhyvHsjx+eG2PTbY9GC8B2e0Lx4FfBCBY5Ft3tqBoGG4VmGVYowBuvWKxdhFLcT3mSLwovrFNy4H2h1oIm8s8NeC4nmp1oJF0330ZpGVy2OXEprTpshtSOFcMvIN4Fv0g+IAZYBiiyU+7owrv8RkHh5YAOcjuMqq2is3AARvnEUbc/W/aW2G/PsdYFZc1nriKfkNu77QLUda+kBkpxlTYohSuGK+vtFfuMG0JgXhvtwZioC839CVJZzVX3YM4FuRcBiGtAMgMrDkfTfaXkep3ZhMUy7eqm4vIcdiHRdjNe/QjY1yH3YnG2fsTCe+XiCA7pf095WK5W95s99vacl94P3h9zb5nM5uU/uu0TFLuJUGw5Wf8ASFcw4U4gh3Ym6xi5VBUrEC3d4htcBjID4hE4AP1hBa3cELE80/NEWvKnI7xKVMKVZ1RVkp+iiADs2vtDIX/eZz22I6Hy6bRZL3vbLAsHLQO13F0nhwO1kF9rm9tu6JQG9CvEnFyFuDPIlVJt9NpVD8ukNy/fbLDdLrq2IhQShfYoi2vAq1ttARpx8ZYrs4KEwWy4lYlVsMoeoEeU7Q6HMz79IrDnY62xwAVyOkObbaVsEpKpqzZCGxG5UWlxW82Ql9ZUzLZ3oDzMVQ1C7kt6zOgRujbK8r7RgRX4QrK7oYjBEjZ5gGsD14gKWZeDeEdljr/kzgp59riisq9oU9ol1KHD7ntLC6rrWSBPnNzmGf6l+WLz1I63NFFZGUPCntNji0zXM6OUKTmPXi764IcK7uYqzGXZO7CqZwLk2KIJSuS/jeAKMNh2sJgjc+VveEF6HPtmG9urOOVgVGxjpvghMuqtnPcgvG8e6XOrc+UA5N/vl9pW3g7ctEds85rfaDgLPY9WApx7RoU4/qUZc2/EAFAGYAXIcTZn1Uzd/MH0Q/G0/czd+qhhVmCYuuIVsF0SglF9EciHQO8BHwOsuTMv74YrVbbDtFtuhj3jBk4OsKNc7rWdpYF75L3YlPeZvuQItdWq7HdmCuKwe/zMH2uUB6bfTul252c9IGxW4Ze73i1q9r94CPucfEKKgVVt52nEVaigaSLf1GCzaKsv5x0O6GL2OW/9TBvLnuwDubXX/SFOXOD2IXr7sbI9DPuwb9eIFsNWVRjaOJvbliNm4M9MsKdWw92Kv2cX2gFlzkIpN5S33S+BgFIXbFVqXSIaR7Ki9CIL8F4xDWsQLrtFluO0Q3U7md1OG03FpsizAl2G8pqgDdvrLdFVAb7x/dZoYEBYbXfEVVoDeqxBBbBsckI7qjq2xFVD5qLktHHMuDtfXMwMG+Os49LtvcurVPaUF9YgFmO8wY24YGqZ3gPyc8wzs4x3gIi557wGrLrnbMpgocdpkXpCzBv07sHH0cwFD8vsdkMey1O7CVTlocRssxTfSwhyB3KuCwrcyriJNNmuF2yxUC1d5XrIqmwCrgflC53wQVLRGNyHeP8AcHZC8+mU94HzWz37Jyd+mcEFc85ENh0rj3licOOky2MX+CKybQAOavHeYa6bS8px+iYfOYb3yTa/pK5rECbyJprMXDvG8FBmJlC0Hi4TJk2gBH6Et8G8KWDjmcbcQjjinuT3QzM+oVXux0GBa6tEGaPewztH5bfIsAB1bc7ReOiXe+0b7N+veDGD2vrCmEKzl7EN6trte3GUHC8m77wentiTbVvdLdx7wR6zbsKii1UmGbuDZce3WoobDNu+7ULrOx7oKRM1eN8s+KsW9ILOTdc9iHo8Fqf3FhwDKdX3iYHGz7xKWEB0Ix8b9IS96bpjMObYKq40sYvjhJvS9VTtMFeKyG28ZPQUcZjjhrYeIDdIAkpgrFNqz1A7pmvIsTe33giwuhtCBSruFHOWAAHccccEBaLiuJizjg6vVB48iC5il2Fpbc1CVzz1cbQCDqZHvBVBuAHvAWpgYrfHZD6c+hLrNk36ZlzdsdkgDeucpIwtfSC8VXcijf63iUi46qzmsdJmBh3+JysRY2297hhnbi+k/wATtE2cBg6Q4P37T5m/RzCSiFKGMQTasZOiQvf5plD3rjux2o6gHIHRHJfDke0LX1PrbGho2c9LCEQfYu28KngOeG0KV2GepYVK6nNQDXupl3yxgg6BztBSMWIAFnsiCJtt6qK6XJlelQ2pvW3uwzgymOv4n2v8EOBeLykF/Qr5ZUx8fEIBXZv2ohitu8W7dTDHOeuJeR4f1NqeuWG/c5l5r40BRZ9IqOWYWXtLAh944jtFabyh4+TiB87TOy4qUvxzMdpunKjz+0odyO3a4EIbC5Q8mV43hzXKYOuYYL56OhMq/F0tjSz2h1uGVXHy4lm/Gb3i8C37WyqDm+73giOeHlAjZXltvfaWCjNWm8xbso5ywZDXAMtdkGUOtFYG4wx3yht3faVscYi7ro39CBG/cN4dTpXXeZK78BuxizzdX2IXXLm95Y9m/wAyqOg4y46kwjLBsy1Av84ztFxtuG51YKHviCijFv2Ji3m8pEcmwZNm2KL9g4yzAMXg8QcMNhjsQYy377gQF9flBDAbHOTYqGhN0w629k40DfS6ipdb7VDIBdc9LjK31i3VgSDXQDkIMi9t17QKlPBfUtgS7DWP7QgoOR2vfEFk+ThmHG58MR2c9HeEouOXD9ZWrkiuHna946uT9ZaWbUpg9nx7St7OZWY4a72xwozw+0EjjmVZ+/vMBfjtAFXtbf0ixXRbcDyabdCA252t7Y7QsV6ZHGYdxsYDuwI9i/QIY5cNmveGwbCi3BiA393RuASitue0KssdXdgooepfTvBVR79Yq0tfV3+RlYIdE2inHpI9Yxrqw8tHZFot88kMAdtu7F3j4PjsnPbf4JdF7c13YGKbmOmWVfRw6SzCqNviKzw7SwKPa+8Ox9JybxvApX5nEUw5jUV8y0G99yXsmeJbu0hK3c83KBeItWtjPaDcxEtI3g94LXllLLCXuyqLbk+IOO27DvlrBzbDt9r7EVk793aMy4LvcbjodFDlmAG/fdxMT5HM3nRjdlhq+W3Vhhs777tEOwsDd0hagGctMBxXBhHvBvoFhYJ3xMOvswwwuXjnMZNHsQHw7nt2Tle6v8RVHNflgLp8MePf3wSrb5bXmHe8ifeXw5dfaoZrm8HxKpvrlrtHFdKzXViV8YgMI4HY9oMLxzUVl0MuzbARHJjpvApQ2KFxBYPTXx0gHcc9VHvHjytu8sYcFO8HTLCA+7A7IyfaByFyvN8QBYd6U93rG2xloeIbvu+x1Sxzjl+IYO2XneUv6BcnxAavZ6wUKB7MACV7LkhjXD1mKun0gVj+5YRi02IMy25/UAT6k5gVR/1lNfSoBL4uVw7m7Hd12+sACuNvgg4vvfwRsUyDduM+0BG8/UAS1q7eWOIo2Zq89YEsgqx0fElL6W9sQcEv343nAVVvTEWqpi6z1uCtzPU70xBZBdvvGBVsWwBWUs2+WANteEBU29ZcYHQC+d8kunZz8EDeXbeu72QwvRh7sFXuwQuh3y4gpfWvbLDC/ZgCxMOc9oINKR63got45952czp2/BH/AGZvqqejLQreciUCjEd1bG0RUXLT2mWlbYJTZuFkbWM9Jhbl2uPvOsCG9lIvVhCV9JZLd+IDPbb7kuR25hlbe7pxG92HZGzfbAi6K7NqMc1sC+7BjDxRmKjT0CByX70/0lo7Z3r39oXadMVtl32jRQ4wHY6Eq7vB91QdF5pcwACNtHEAJUjOYIYPTlI5owV7ZY5yxx9IsaTIvvgg7HRmveBZh4PuzcPwRThz+owHh3P8QuAyuveMnPt7Q5b78dCVbcI7fSzB+iC9uXbt7xqrM8s2Ou68ywht9z7pRAZMW/JE2mbKzvXaFc7hh7SkyzmCrFsAdbWAYW3jhpgacak+CFNBWT0zOC05sX3YEtGNuhB2xve3YmCm+/VBFun5hTHXapT+4MX8VvALQ+0wyQkD8doirpd0iW7K4dGi8exC7zxkysfb5ZjQ7bX7QMvVMlOx+Y2D8O+YUV0v7EXGm/Towk0ID8yqN4HB7EHkvfce0C0rZ+4sXvS+MEwXSPTZuC63vt0wQLFYvDjOYUAZ2fEB0Xarv3cQUlN53g4G6ZXfMAyjLdHaosAY2e0MXtqDe1gbMZGg5o5gCBfXDeALPb7mK2rjBDmjq7dibduahh77YiIjlg61Gxcn3lRy/czftHLR7QT+yXjvcQTLMLXfEwesAjfPMrYtAuUnA2KYb2HtCB1EaV0uGBQPVzdvChFHaWMNPWG0OIALShuCHwFy87vtFwDpbXVgcGAAE2thuiZNdDEFqOxt6wQRvPfG8XNMDg4IcLnH4E5eAXnEoUdxfTLGy3r7IGzGOOl1GMcu+cYIXAW1b7xUryAdoEgThy3jEXg+zbedD09t5drAoAwRwnAvtgjij6Nony44yzitroi813+x7TciNWcYIHAcY6sVY7bIN26fggW2+5zN98hXXMywb7f3mDN4wfBAuzznviHL7vzMLVtt8ygo2YXK7HLVc1DHuW7QKMmS0e8FDJAXlgxqGCjGGFouy3XGIyC+B9xhqVs2re2WCcv2QI78/iO8MqOJX3htt/cowN/vP+or6mEAZzCU7DFdYXt03RuPm+xG1xvvcuju4+Ypu536US6L60i/Pbu+0Vr2qn9EwxuPToRaW8j7wioxeA7bw3DgeO3YnULs22pYAK2RR2uFttKd622xBgg7NF7DBFzfXpGzYxwOw1mRZEcb30YUrtgvrDLtHufZmMOFpVO+/Vh4bbAyU9kNBLNL+kanbA5+BBXsv2IKl8q9/aWcPBXyyiqMbfEMt/L8QweuYduMTFDHPaHHw5Kg17zd9iO19ZnuRT4QfSMG5drMiDCNicJL6gy3rrCkUc/ao8XzDPxCpRoHZm0CFJcbeYEEHnMWbu52I1qvlzUbD0bu8N/cq/eUrsUV0TLlg7Uey+8VKODY4GK52H4wQab49hgv0HtmMr0T5IrI7XR0x3S6dis9NoMtoMmiHAgYPZIRls2X2wSIZ6ZYp7K3TlYJ2VujZHq9sEbl53qMr1uzAChx/cVQsOBekuubtKbRs3cBjjLGNuuI3qvQTgH3reFj1+8A242I1n/riJi3ZysyZc8sRR0NucsxVy4D3jX9A+IBT6vYhBHg+xlbhss7wxewQCg2yrtCFi8Wp7xVyvaFNWda+Ja87OYUtcnHvDDXG0Qt/mLH26w/pMHPPWBCOgF5BDNikuyCrwXFAjx+E5Pr8sFVdcQgLc5+kvAQzs4lgF9L7TJfB/hL0aTS9ogsdOM7R1ht7BiC6LsOa2gEFcbW23jYK7c9MQAS3Y2vbMHae47YIqDG7YWbdULVQG232IMJ8iAAhZrY7EF4eBtf9TrgVBvANGxwVhu192CNPjHQnIOb64Jsz9e7HCuMd94Vvwv2JuHjdg4r1mXVg27xDvbyRwPXNRMN2yAd+OJ9kNoYjtLqUbwpzNr4jACoWnoGA2e/CUg2qjg6xUcDiBnvFtP0gvicjOmpv5IKnKQoAyfUQFB3d2uAlZR72dXrFQVxYFRVXuHAdAjBbC5vvE3dMDBeDHAwNDv+sQuBxa1AiU3SN2dWAIxzg75gyA6p3aO6E9+KpZRviUwGUWMRS2264OfvKIDlpfaFAvplZmPD992XALp2+qGLG36jaPy8Qdzk52yzHtiisZium9KpzEQGzmDPrlnPZxCn5mf3ACnz9ZXBttALjN/WifVzcbG9/tcS8eybM4xW9rGzjfBBbPC8dCVmMVlgVChAuM7DjiuhOMaHPRK26MpxbBUDIGDuwLlzg+IAj6oYL56waPsMq6Tn6TZzxFu4cQ0EzNl1FsW5eEw9bYFtNtj2IVIdc12h3roY92I29HhL+P6IReduELOp05thEzkMYxtAfqx3bku5V0OMwsp1fBRFgxhDPGWAZD2viEWF7m/eHIX4OxZL3uPziNwO6h0xLAxvlfxBKHai/aBvK7OcwADYA7uZSBEywu0E1edto5HpREWrnHeiLydKtgBb2RK7DglXv9ZbfXv3YhRnirjAqpjmEm9pvLa/MWTqY6y8b5iWWH0mKBumAlXcApE+ZZa8QLc4BzzLhk5HaAoOm7lIbl4xEINiOqG9fSBu3ZnX9JS1i4Utqo/FiXFyGyQoLyXjfMVvqtd8Shlza8wAsmOrtbGKG817IvRebb5CBlyvO+YKYd6o537olNM7OsWyhf1IEsRbblXeFXbcz1ywAG+wcwqVc4OdoUrVmQKhYulY53h8k25zEuDl92KOd3dd4KVe4W85YUmM8dY467/BFqvkzj2z8x85u94bbA4uAwrlt4xNj2+Ms3we3SdHXjtLV2M1K/x7zG/Dj0RM/P2JjN8ZjQvn65lGXNfmVpG+x8wK070fEy/UvtHoKriFbRjQfMAUVd/qHcbr8QMjtlPmIOoMfMDY71A1+WcDneGL9fabr+s9GWQlKhKKYcV1IVHJ+ZcLcxs0bLXwTYvfhApj0sLQ9j/EBO7+CCu5VWj/AJBq91bG2X2iKvV4cbEJS65dssyIZCsmCBs9pVnWGxrFlX1WDY7Vk+MIGy6Uvd5XFuMC3022yiFqubK933m4V3z8HdCtFKs32iq3ZAD7inVg0KNsl5hRQtUFh3hYDofdgKD6M4+tpYZ3M1tMVXnj5gatxifAvfsSrt6uMLcpR7s3aUcyqV7wA5v+5/TCjBtKV1gLnYjbKL2qIITMAtuetwalhh5nLexM09sR02OYUKc7y6zsbEWcby64rS40KPrMiy5PiDhHJXVgJTdMd8yuOPtiFVuavrlljOV3NsNewA3YsVz+mIgPVM9Y4xyG2+WXnywEFFfSewQeC7uXmGxRNi0c7wCxOhQ7sExe0C0GyBwDwAaRdUPGa7sN1OQqvfsiWjho9q7I5XJvHWe+/wAxM+9HWKKPR39oVZu5govu5zAWXdGeMwVb67PYgaz8kMfn6x3Xi8QxTv8AYjsHTNQDDdPzK+BiJsc7/EyB43cwyZzz8wUbZN/mJX4PeDAb3ghl37yjQbxfzCwo4ALhKeDjvAWbs2+xOW+/1lIfHvllIHx9IXvz94ZK5gszNy9/1oVk4l5+JepyNd5hW7i89WVfRSQo4jXPsQQU8bIs46cbZY3w6ZbZ5nsDl2KJkL5t6bwyFti9szdCtti4QDtWMcsBTODmtsQ4t3r2ywNF9d+xBO/FXe2WAnzzsYjKuSWu1X3S297YswURpo7ZvvRAdVzgv+oRz1tP7QUaYK9sywGFnMPsp5lHEcqDFfeIEYA8/qL6H5gq+j4bYVCt1HxMGfeEA7Vv3joldlbXFp3Q9oZOvNbyys8/G8alXmMoccsa4zKzjHSBrky1xLbRXvxFveISt2Cy6wRoLBVe0b4jDG2UNqhZ7kAu+M1EjnGLeN4UN8bdDMQ+xkOKJvTkD1Yrkzsru+0AxWLxR0MwheQW6eDohm9OUf8AJgDdWeMrGl/A4u94a2MD+CFBFs2p7QTDsWG28DkwuDrnthiIWSzZIHfLGc8Yju3bn5ZTQZT8sGeywqLLF2vbt7I3d9M1vEseuxzDKu9dYci3bHtHiy6zvtHoeDqiqnSiFoHvd9pis+/TeZ242Jec88diZrHvK3N/7YFFfDOOp+iV15zW8TG3dN47HKcd5hvcmKlUI87IOBQymO3d8sYwLpi4ls649glsdP0R38ZuFXXGxNvnMSGY2FcOJg7W/iLB17zZoSACDYl8krw8N17dkqWvS/l9oD902gIZbO/RCLSLHI2iwTY/W2CDi7d0/IWPYhlmze+2WXu1dvkkwOw+9ssx32XwwZFcZXbeGXAwXqwMleDd7RFLGMb7bwFj3F9IzU7182xj2X9iWV7JztA4Q0YhYfuQIWXThsik7iLlbmyHb7ZYFFczF39+xFMHXLOLdzPTLF1Tpge7Ab8dex3TG3sZMG3NvDqZb2JzAVhfJvDfVU61i4oued4e5zB13ZS8EQDOXHeJakNtmZnqdELxLxKXW8tYAOdorbNu0bCAD3ljNkv2gHPWJZ1b84Ju3lz/AFDj3IAsclrrEW2MjvMmcYo4yxQezjoVHJTy3W2CZcZ4bTi9gV0ywYDsDtAc2aF7WTMFwJxtg2ivJatDEG1qi7qQm2KH0h1Tte/xMdRViBWHfhtvFbOMHoRbQ4X4o9o4w5DNf8iDh6YH/Ja7bmIpfOx9iXqJGfaO292vfLDd2h3x1/ENr25rbeGKOdpzX2/yU4ON2LbXB+WVxvxBj527EW8PLOi85TiVVXjn6wD8cc3CVS3Rg7DDVHEUe3SWLW5tAHpxMV9XtKzZ72d4A2+sTFX8zv8AWJV8G0WKi+uohXQcEFxI2e0VU2ZVsURTS3GPdg4YGg7YjGW1u3ZAtLldvEFp577bwphhIHxGLp5LOzbKkwP5Eyzxm9sxgwdKPF+6UU2t9Q946L7/AC+8BzstfSJAvDnrmfq9psLYt940wb/3Aw4OHsR6HLm+8cqwuROhArFjJ4gwGCG9SRjarrvF7m7ioyvmviFmNhy+x2iwvBsbRgHb+2MFRwfEMSDRvEUICt3cNVvVTn7RHcXCzoV9KlVUXLaINAzvB9IuTAnSK0s2mLb+KhN1QcBW3MzTNVmAOY4PzDOoAZzFiUmwb4jSybph+ICX1ftC1mxk52l4PO/W1gar5MYhxkMZM7lq+8Zp0we7MBvmuz7wy+GCjtGC5vls4hkCYrNnVij4x8sM74uCMuSvTBCN1Bt3L2QHWG2Fe0AFCbNGNo3t5Y7VLocbtOIws2rlxvHLRtscEV0MD+oNUe7Uqi33rvF132rf7TdQUGXGZEzvv74Vl9PywzbwYuOrr+CZu3BzxBpqe/0gz90/5Nmd989WHp8HG8Ga2Nuk4rrt7EF443eIJV/b3hdPZUcOGzBjG1QUWdkKUPYYBPc39o+fE2Ucfuf8+CWIfWBD2594MY22xHi4RgH5jKGq+sVr7BlAWBVfYjhLdj3i6asLhDfi1c9CEhnDboywgLAbuvMJH7n6QLyN57xYMN+0xAyu77xCgb/ojaztu+8uBuNuN+sKyLF29ohvk3+ZXa8Xn2ILsrjnMxd6B7JdtLfbeDe2BRjBRBRbXVcvnXaByi32UsEHeXwd2EsM1g6d1QJInpfBFu2+wmNTXgy5mSibwvWVmv6jA7W3FEECr5zAA6Kn2jsZveKWkttMy1jTFldmIDu3gMPMp4gDlxX5my4PSWbE+S7w6ERtK7pcyAG/MtdRc3sIzEFu/NQDsN63KITtV2Y92OwLL+yFQ5o7tR3bl3byihOnvmBT3wLzmNCzeQ619ZRtc8vXHdDJuVb6MEV+/v3jC0ctf9JkrVC/YgJlzMqB0miF1sTZWCs1gcXxCAvJR0qDh4VV2xCrC5q+m8tDoOOkxYdcfEvh63FA9GU/5GYGUqjrKAtKdTFxXKX9Ibrn+2cY9j/qXn5w+3dB565uZ9sTt1xHfoL+IUl9czYvJiVSrdwcThPq7EaG+HKQ6/X5j9MHK9IlLcNfSLPzU4XxhN95z9D6Q7ie7jaLpL94Wp0PzM10YiYs35htP8IR2hd/ibgWuKxFTLNld7jCm5X+zebDfR7RLV5+OWNsdnB8bxC3zn6QKy3+uZYOi6+kqEZG5kDvs95SEyc+0NXdOx8wNuWfgibO/L7xX0HMdW+LqMROmO9s5Gy7HbbaI921G9s5hhK4yQglcYxjLBFcO4HMZkoSl3bg9wJrJmIoFBy4EHdb2GKXsB2Ju8FxgxN3k3S7uJshT+GbgMG/1nCDENwHsRgCO4bX9I7cbXGJeUV9jtODj7y0K55iHt1nsgttoGLWbldIIDnvOi8sAG+dqiVcsMaRIEvjvBfd1J7wb9yG7WDa9i2IWrmuglW9rsOMQxR6LT3j2NzaECPGPg7Is5yLfXaKW8lW85goBy/3MJx9ZWb4zXpUeXYLXeA58hh4thy0+jG/jgbzAIxqgN0IEXOSreTMBg6FLi5v2Lq+xLKemen3S6Pv0zEpEwbfMpduKa+CFs7c56QsN7uQYE7QC87sFRzqq6wJu7LjlxLeN913zM1W7tBxRsO/tAtXxvEI8tr2lNV8Rl4x/kf9uOG+mHjecPFYON5k9tjjaXYd8/SK+lMwylzu1Gge+am4Od+uZnh4PfLDK6bX/syVTG4e0tk79PeDFHX5jT+5VN/iYFQ0xH7TFplwVFZOVc1CuBqvrCluDFe0pZb5WLTXq2YFOf6RwrI/qIy9cfLHYHH6JmW/HuQkeGBzC3c7/WFRxt8bw5k2tTt7JVZzv8x2l0OX2IO7Oi09XsicxyLDEAADxmtssdgYze0CbnK11Zuopwv9QE7JjDeMIXy1u+7GQW+q2zaBUG2Ad/lgFELra5CncHHtDg7b3fxDt26yFbY613gYJh/cYGNzaFNV237avE3Gj6w25nMNow4h+5sPbib859XHeG04Pbicd9yGz2Jwn7Pebvu948eyb3vzG17O20Dj2PaOe25ttDf9o4e27aOXtzvH35vvH/p7T9m8H5Qdnv8AE930n++82+35jc+3ujt8w/k23ju9nbeN/fYn3fun2R7zf3/6hx7cbQ3fqN3zztNnww2fTD+9ocfPvDn243nD8e8/J8zh7/MNvhnL4949rbnefP2bz9Cb/k9oenEOPmbnpn7Tj9NpyTZ6uHqobw3m+fdPeeztxtPuCfgdob/Yhv8AM2+12nP242jue7tNz2Noc+82vvlz+Ntpt+u0+2Ntp8t32R2e323j0G0fnbiflztN3ufabk7G3zvOO25t7Ta7ibHs/M+H73hvG19n8T0O0dvYbe82/wB7bz1Peb/z7x4934nPG36n/9oACAECAwE/EPGarmuWGjrzLDeLqyPCGgshqkqv/BQx18LohWYNnjHgBF8FhU+/8oTAYRTbUcs3blzi/CwK2hF1IFvhDivDim94/wAWnRRoBHQ76VxMCtDK3vHeumgaurrUgeF2aiUz4FGMVKxH+Jas+Cw22i41HMW3RcB1cFddWMPANA8fB4HaCw+ET+J1PA2CZoNBbFo0HMfGg5Ytt6bF6hRXgRcIWLOfEqLg2eDKPyhElfwrfZ4HacXo4rhvNiO8M04io0C2dHTQLi23qEAlMzB4wnHHgtTW8RM6JH+CqMQyDq7R8CzMGlQTMLehg1cFddQt1cjZi/EAN9fC0uNXzHxA2dNXbxjeKVLg51DmK3UwR0HdxEJjxJfhqLG0BLNUlfwLBrrq7R8Vy9BKitgti0a3SS5ZLi8VA2S5cuXqWeBBKZtD/EQ3eNXzDi41uXpcvS5cuXMeMgbUGy5cYfwBZDpqPLL1vzbmJnUApiAo4i3ArXfzwRXrqeY+TXXS/wCCM31AXXMCvDfnN2Vrsj5G0v8AijoOgXtqsG/ObrEtWdXbx7fxQNR0HVajmBoGxHbzRbR0Y7eCoQ/x68IxjnEDwFLH48xWzGNHaOxqECLx/OvECvCcHzDYYisiWhqCGZgVH+JfhXzEbBkleWbDDrGBHMa17Rbb8xdLiUr30APPgtII6hca48J4gCi1onlIX3i402IMx5qPmIN2I4zFWVopmYKQXMC6jHwMq/Itao+QqtE8nqxhGdUW2/LEi2V5FaKQR28o8WGLfnVPG9IvBh7o+Vwnk34RqWYdb8zEoZJQOqeK+dDeMEfHlcXhuXFg65l+C5ZiPnLFSq8CaGj0i6ce8IEWV8RrQRzo6ibseDMrPaweRhm+h4GDzFZGD4jfwka3MxWCc6sqHgC4wN3OI+I1sde8WbIzC5LcuXLlwU2ibLASO0PBU6bPifEApj2PEekdNjREMS3dHwmt2DwLKFG6Ku8NtL0IQZarrBs8TsrpoPCw28JNwQeMiwaWbEj4TSrBz4VRctF0uXCDLhDT6s9vAx0x2h4tnhIIqMorPg5jpsaGp8JoudXTJjvoF28BCGjofSG3iMkOfFs8aocc+Dj30Iwhpsj4SPgY7Tf9cx3hAA5Q1eOsNCENNibY7+E2Jy+avDxA34w8D4SOlDRdExB9B0EzHuMCBQaVChY2uEIQhoc3MY6sN9OfEbeO46pmDerpVwPC+EmwhCO8NCd9ufaMnVQFr3IsjpmRd3QhCDocGh1ZuNOfFV0gQz40qHLwCM9tKlaHPi2GjtAhHT+Og6fvHdXk5g0FbtQai2ptdo7+E5PIJTlfjzIJRsfBzEzqabI+E40doQjoBsciRX+4IQxaPvoaEC6QVL8J5j5CYxLVnxrZGONCOhseFieJKYaEdBEKRKMcyRLiWmdGd5VBRosIaECiPiN9RfZ46GErAIsIbV4hHw3Zgx6+BL0PVEzpEpyQJxCkCseIIbnkGtgsisvxIJTL6PpjoeNIni5iDPbwGlErpKJXiNd0fJDQF146/eGEPIEfFzml61pel+KvAefGaVqgb58k8oeO3JKRz4DePkVoZgvxmgeCpDbxkPAeJInjQ7xD283eBbAo8YSpm/Awix8Z4efHSvaJ5HKfTS9WVK1vQL2gV4xqtEG/AA9XljHxt8RLieQLFNL8O8CFoAbeOzL4bzXgzG8Vl+YeJl+YnlCXbEXKZTKYQOAPI5HxYPAglMuI8S/Eb+NQDXoRPKx01vxhNlr40uHg6AX+GgywbL1S4wmt6XL8F63pWhABEsqCsX4wrwU6uqmAG/mHiQd4VseHO09oykSU+RUqAxpVyqhq8jxt328KHzA8eFvC8gg2Cc6I02luk9krtK7S3SDnvlNGDZ4DSoUKc+JUQbPBRT8obfwipiF0X4AFMqFPEY6iNVDW9L0oQ6+EAnl4xLrwqqFJ5h40sPhGtvGJiWA5PGpV9INl+C9uUa5b+Joz4TRZvz5h4w8IrqS9L8bKOw3PGwoa8OWivElw6eBCtrh4H8JL3gmxx4Vuj28btGWDbxg36Q8DDIg2eLBvw+wfMHjKN9fCAuCJZ46ITLnxpZUFY8AJTKBRx4ksh4Cp2h5Z4wu0O/gBKY9jxgTJcEY48YaJ4bS3h8Zdt+BLxA/hptHw1yPIRa8bZiJ58DJjchdF+NFN6gfwTy/Y9v4nPAw8j//aAAgBAwMBPxDxmtYvymHhXQdb/wDCJd6ngN4njXwY/n14VogYlR6eHaXeY+UV4R/jV5O7peyHXRah5K+EieAg/wATEfIekNNia7vtqddGGr4658V/xHwmjqsNOiGj01W328G74zwml/yBt+NGBzqTi9diHXRahqw38ivGP8I8IeBlXjSjd6udd3zbvyB/hJqbwNa1Z7Sqi6rxDVz5Q/ys6m8HHksCLXgrEx5bXH8m/AvJrRga1KlSpUqVKlSvL2/gjUdR8vGtSvLqV5e3nu2pBx5N9NK/gv8AIK1IeRflX5txNLrwVCJ5hHU3fFf8Zda0TwXWomR81Man4eBZf81NDw0dvMrU3db0PPrz68SMj5hGLRc26MWGYfw68VSvLJivMTFxy10hHR6QKPMDWpUqU+ComqwvQ8kBHOfMuiDnVYOfIvxVrcuXpUrVPCS/IN4aceW5ahHUGPG+GvJuXE/gMyt08rvB4DL/ACaiefvpgpTyd9HR8g+RUqVE8d6JWm/jfFgHyQ05jGG3nq7QleXjwTcCV4SM2hHxceK2ETy1NDxPjCbh2gmxKJRKJUF3IO5EHwGiXpueI8Qo4gd3nwmh4MLmc+SeAJc9oAeNJYWbkSnxMI+Ejv4WWpXTxB4HStvNNtQUUS/IS/FETEI+J38LKGDPg4h4HQ8T4SEGDBly63h4xajv43jxO/jRS/B+vC6HifCQ3m1CMRV4JbnxvKb/AB8eJ8YqrrHxuleNhqaDFk94S9s1CoFeEGgdvGsTN8PGnHifGqbjtutTyDjwsNTbVR2D0XFC/aOaesHjW8fC7eQ+RZhz4HwXL02eI0N46Gj6TaJcSZs7V4lR4x2/gUvMBePCPhfHiNDeOhFB2TiCkoo9CHhWERb8TD+Ahlo68v8AAIQYObGoDvBJcuXEmmr8b43yheJb71HyVx4jxDWggcXlloqNot+Jf4Y14B8g8RK8dy5cvx3/ABbf1q+QuPGP8HfRf5435p5b5K+a6njIfxdtN/HemK/kWVjeBv8AhVrv411I7/xyuZdbQTyb8VaX5K+GsX/APIpxPaFvfybly5iWS5fkr08WX+RSr1Or+M+MNfyAXESmtRqH8Ixfkrf8caje74RTnQPmXMtpd+C+PHiv5GyvIF0UlnWXLlyyUnbLa1XlmWPgP4apzGrx5ZKOI6PhGHzExf8AIQoTw35CGnnxkSvLLcfyBPm7g+RlL8saj/HGojz5oMJ4x4j5bYr+AeQtlebYPXxkW8+WNMf46r5j5gptAj4xKrw342qK8N/w0KK81VPbxm8f5r/4gPJ//9k="></img></p>
<p>enquanto que o resultado de</p>
<div class="codehilite"><pre><span class="k">\includegraphics</span><span class="na">[width=64px]</span><span class="nb">{</span>imagens/ovo-estrelado.jpg<span class="nb">}</span>
</pre></div>


<p>é</p>
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zJXo31TGx1uGdG5NcjT89mv/AJ7c9GPdBdDpeMKsqwujc8g/9Ha5cX/jU6I6nNx+uUs/RZAbjZcdrWT9msd/x1P6H/rFa7cudVkNtI0a4bj8Pa7/ADla6v07G6p06/AzAX4+SwssiJGvstZ/wtT2ttq/4ROkLFKBovz7ayQtf6pde/Y+cRcYxcggWH9x40Zb/U/NsQOr9Jy+kdQt6bmD9LVBZYB7baz/ADWRV/wdv/gdn6JZrm7TxoeVARYILJ4vuuHfXc0W1kFrhJjWP/Ok19YdPYcyvLPqz9bcjo5bjZG67C4aRq+sfyf9JV/wX/ba9L6d1DD6jjsyMa1t1T+HNMj4H+V/JVecSNCkFOcb1Gg/KQUL9kutJh/t7SNVoMY0AkcjgKQcWjTTxVafLYZG5RFs0eYyxFCTTxej49FrbLP0jgdPJXsq8NYW9kN1g5Va4l+rjopYQjEcMRQ8Fk5ymbkbLmdRuuv/AEFWk6uceAF5v10B3Xi0u31UVhzdZkkn/qnrs/rH1yjBx7Xg+zjT6T3fRaxi8/D7brbMi7+duO5wHAH5rB/UVjGOqwlJJ5PJ1U6Wusua1o3EEQ3xJMMb/aehEwtHpuJaan3MbutGlTJ27nj6Xv8AzWM/m/6//FqSrWutj1emWMaZDPbPj+87+073rZ6fTtHpxG0+3WTB1/6LvaqPTmV3VNurc2xjxLXtMt8HbXfyXLapYGOZZ7QPouJ5g/R2/wBpPqtUEulijha1A9nhPcLPxWcaLSpGkeGqPRD/AP/WqdFwvTq3wNV23QMjExbHPuIY54DW2u+i1o1eHH83d++ucwqRXTJIaRGnZXvW9OreRJe0hp7HxRQ9Pm0A22MGosbub4BHoJtxATzEH4gwqXTMgZXSMe4Hc6gGh54+hoz/AD69qtdPeC17PMkJ4U8x9buhUdZFFd1vouk1Y1p2BtVth3Vu922+5uW/9Xtx6d/+DyNn6H3+X9U6Xm9LzX4HUKjTk1iS06hzT9G6l/8AhaX/AL7V7X1nCfkYl1dQpNzB6tDskF1TLWEWUX2bfe30/d72fQQep9N6N9aOlUnIaMii5nq4uTWdr2F4/nce0jc3/i7Pp/4atMlC/NIlT4YWFpkfcrvSOr5vScoZOFZsJI9Wp383YB+bY3/0Z/OMW1176kdZ6MHXtYc/p41+1UNJc0f92scbn0/8Yz1KVgCtjxLCHDxGqikOhC8a7Pp3Qvrp0/qf6KfQyf8AQWkBx/4p/wBC7+x7/wDg1vfbK3NiYK8SOMCII0VyjqPWKG7as24MHDXO3j/wbeojj7H7U2+s3dQx6/pPE+A1P3Bc91v61YuKwssfDj9Glur3f2QuIs6l1e4FtmXZtPIbDP8Az01irNoAJPd3JPJ+JSGPufsVabPz8nqeSL8j2tZ/NUjhv8p379iEEjtEDknQAclaeB0PIvIsyQaav3P8I4f+iv7SlAvQBB03a/T+n2Zlkj21NMPs8P5DP+E/6hdNjYza9rGja0CGgdgEXDwmtrFdbAxtegYIMd9Y/Od9JalOFtEkca/cpIgALCbanTqhXk3YxMwBbWwVhjGMf7fSa9vttd6jHWO/4xbFdcs8PPwVS+p1d9F7Ba/aTW9jHAMDLPpZF9bvp+j6bPofpGLUoZIMCe/kkpsYXuY0mZ4MiDI/krRrgQqWK0se5pmH+4EmdeHtH5yut4SGyn//19J7dtYA0cRBHikAx9jQ501VtggHueSoWPLwT+dwCnqFZAAncAQ4mAih2Pq7ZNmVin2tuaLqmngOZ7X7f67CxaWNZtyW/uuMfwWFgWGnqNOSBArcJPOh9lv/AIG5b2RWarS1vNbgQfL6Tf8Aop0SptWEb5PzCp9PeRkZuBba662mwZDCavTa2m+XVY9b2/o8j7O5tlfqN/64jiwODXdnAT/r/WVfJc+rLw8lv2h7Q44z6aYNQbbDnZeVUfdsx7KWfpq/5r1f9Gieig3GNdW9wGmuhXP9R+pf1f6nu+04fpXtcWjJod6Vrmn+bse6v9Fbun/DVLo/zgTrIiPPhQc0Mua+ABZ+jeSdZH8zDfo/voSGxPl9qA+eZv8AizsrJOB1M7ezMmqT8PVoLf8Az0si/wCpPXqIm3EsadJDnt/zg6teuWUhwHgVn5eCH1u01HCaccey4SL5cz6o9ZcNz7KKo+kDvLh/Z2LQxvqJuM5eY+zSdlLQwH+2/wBR3/QXanFIMED9Jr/aHtf7T/J2o+JU2G6Dc3QoRjHtqok9C87i/Vnp2Lh2HGx2ssAk3Elz4/O/SP3f9HYmwenWOcWlp8D21C7bEpY1xbAg6/IrOGOMa99ZklrvpERPg7+0nHQ6I6audV05tTml3D/bAb+cBva5zx/J9nuRbKw1sD/XwV3IgtfXJDXiAQYI7tWe6xzxLgWuMBzTyCPpN/zk3qR9UtfJxKsrHdS5gsDxAa4uaC9vuq3WM97P0oZ9FXOl3G/GrscWmxwi0McHtFg9lzG2N+n6djXsQ2tJmNNdSoYLm0dRtxHPbGQBk0VV1FgaARXkiy4D0LLHXfp/9L+lS6p6Om8bQ14iazu3Gfo/n7Y/kq4wjsZB4PiEBoghx17qeMSHOpM7qzAc4ASD9CNv0ktj5/mh/9DRaNzJcQDrwENst8+3wHmk/wCkeeP4qQ+n93PCSi2sWxzXOY4gyNRHiuhpebsSi+Pdt9N/xYdrd39Zi5l/5vH0fzV0fSf+T38/zo54+g36H/f0Y7oZ1aNczu0z/tTZGPRm41uJkA+jewseGuLTB/dez3M9zU7P57t9AcfFOOR8v4J/RS+BlXXYjbMhgryWHZkVNeLAyxvtfX6zPa/9/wD64rNo9Rha2Nzh7S4SA78x/wDZcsrpv9K6r/M/0gfzPP8ANU/0v/u/+/8A8F6a0h9EfDv/ABQPy69kJaLm3VNeCDPP9YHa4a/ykQsB+BQG/wA5Z9L6Q+lx9FvH8lHb25/18Eda8UtW6gFjo0LYfxJ9vuI/tIbadjyRq06g+RCut/nPn8/kq/ZnP0Tz8Uz9Ip6BJWSHsPyKrdZYWW1ZDRIfFb9fP9G7b/W9qts+iOOR/q1B6z/RHfR+i/6fH0e6Ukhy7n7qw5vuMcfkVc1Ft72gNaLf0jdZJP0Ld37vvVofRPHDvh2VfL/o1P8AWfz9Pn83+T/3/wBNNO4Qz9MBhcTwdrvGe6DnPf8AY32UNsfbg2NyKqan7TZA2ZFb2u9ltfpWWO9N/wC4iZH8xd9LlvHH0QsbqX0Xfz353/E/Rb/PfyP30SkO/ldTwWHY24Oc6HtYz3O1H7rFAZWZdki+jGLSW7HG07QR2dsH7rlS6J9D/tP/ANZ+l2WwzgfD+CSH/9kAOEJJTQQhAAAAAABVAAAAAQEAAAAPAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwAAAAEwBBAGQAbwBiAGUAIABQAGgAbwB0AG8AcwBoAG8AcAAgAEMAUwAyAAAAAQA4QklNBAYAAAAAAAcAAAEBAAMBAP/hQcZodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+Cjx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IjMuMS4xLTExMSI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOnRpZmY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vdGlmZi8xLjAvIj4KICAgICAgICAgPHRpZmY6T3JpZW50YXRpb24+MTwvdGlmZjpPcmllbnRhdGlvbj4KICAgICAgICAgPHRpZmY6WUNiQ3JQb3NpdGlvbmluZz4yPC90aWZmOllDYkNyUG9zaXRpb25pbmc+CiAgICAgICAgIDx0aWZmOlhSZXNvbHV0aW9uPjcyMDAwMC8xMDAwMDwvdGlmZjpYUmVzb2x1dGlvbj4KICAgICAgICAgPHRpZmY6WVJlc29sdXRpb24+NzIwMDAwLzEwMDAwPC90aWZmOllSZXNvbHV0aW9uPgogICAgICAgICA8dGlmZjpSZXNvbHV0aW9uVW5pdD4yPC90aWZmOlJlc29sdXRpb25Vbml0PgogICAgICAgICA8dGlmZjpNYWtlPkNhbm9uPC90aWZmOk1ha2U+CiAgICAgICAgIDx0aWZmOk1vZGVsPkNhbm9uIEVPUyBSRUJFTCBUMWk8L3RpZmY6TW9kZWw+CiAgICAgICAgIDx0aWZmOk5hdGl2ZURpZ2VzdD4yNTYsMjU3LDI1OCwyNTksMjYyLDI3NCwyNzcsMjg0LDUzMCw1MzEsMjgyLDI4MywyOTYsMzAxLDMxOCwzMTksNTI5LDUzMiwzMDYsMjcwLDI3MSwyNzIsMzA1LDMxNSwzMzQzMjtEQzkwMzdGODQ0RTc5MjM0QTEzNEFGMjQ2OUFBNTVCRTwvdGlmZjpOYXRpdmVEaWdlc3Q+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp4YXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iPgogICAgICAgICA8eGFwOk1vZGlmeURhdGU+MjAxMS0wNC0wMVQxNTowMToxNy0wMzowMDwveGFwOk1vZGlmeURhdGU+CiAgICAgICAgIDx4YXA6Q3JlYXRlRGF0ZT4yMDExLTA0LTAxVDE1OjAxOjE3LTAzOjAwPC94YXA6Q3JlYXRlRGF0ZT4KICAgICAgICAgPHhhcDpN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"></img></p>
<h3 id="alinhamentos">Alinhamentos</h3>
<p>Para alinhar um parágrafo inteiro <em>devem usar-se</em> estes ambientes. Se for necessário fazer um alinhamento mais complexo (por exemplo, no cabeçalho de um documento) pode ser usada uma <a href="#subsectabelas">tabela</a>.</p>
<p>Para alinhar à <strong>esquerda</strong> usa-se</p>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>flushleft<span class="nb">}</span>
TEXTO
<span class="k">\end</span><span class="nb">{</span>flushleft<span class="nb">}</span>
</pre></div>


<div style="text-align:left;background-color:#EEE;border:thin solid gray;">
Alinhado à esquerda.
</div>

<p>Para <strong>centrar</strong> usa-se</p>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>center<span class="nb">}</span>
TEXTO
<span class="k">\end</span><span class="nb">{</span>center<span class="nb">}</span>
</pre></div>


<div style="text-align:center;background-color:#EEE;border:thin solid gray;">
Centrado
</div>

<p>Para alinhar à <strong>direita</strong> usa-se</p>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>flushright<span class="nb">}</span>
TEXTO
<span class="k">\end</span><span class="nb">{</span>flushright<span class="nb">}</span>
</pre></div>


<div style="text-align:right;background-color:#EEE;border:thin solid gray;">
Alinhado à direita.
</div>

<h3 id="tabelas">Tabelas</h3>
<p><a name="subsectabelas"></a></p>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>tabular<span class="nb">}{</span>COLUNAS<span class="nb">}</span>
LINHA <span class="k">\\</span>
LINHA <span class="k">\\</span>
...
<span class="k">\end</span><span class="nb">{</span>tabular<span class="nb">}</span>
</pre></div>


<p>O argumento <code>COLUNAS</code> define o número e o alinhamento de cada coluna. Cada coluna pode estar centrada,<code>c</code>, alinhada à esquerda, <code>l</code>, ou à direita, <code>r</code>. Além disso, também pode ser usado o símbolo <code>|</code> para desenhar linhas verticais.</p>
<p>Em cada linha as colunas são separadas pelo símbolo <code>&amp;</code> e terminam com <code>\\</code>.</p>
<p>Também pode ser usado o comando <code>\hline</code> para desenhar uma linha horizontal.</p>
<p>Por exemplo</p>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>tabular<span class="nb">}{</span>l|ccr<span class="nb">}</span>
<span class="k">\textbf</span><span class="nb">{</span>Aluno (número)<span class="nb">}</span> <span class="nb">&amp;</span> <span class="k">\textbf</span><span class="nb">{</span>1ª Frequência<span class="nb">}</span> <span class="nb">&amp;</span> <span class="k">\textbf</span><span class="nb">{</span>2ª Frequência<span class="nb">}</span> <span class="nb">&amp;</span> <span class="k">\textbf</span><span class="nb">{</span>Resultado<span class="nb">}</span><span class="k">\\</span>
<span class="k">\hline</span>
12345 <span class="nb">&amp;</span> 17,9 <span class="nb">&amp;</span> 15,3 <span class="nb">&amp;</span> <span class="k">\emph</span><span class="nb">{</span>aprov.<span class="nb">}</span> <span class="k">\\</span>
53142 <span class="nb">&amp;</span> 12,1 <span class="nb">&amp;</span> 6,9 <span class="nb">&amp;</span> <span class="k">\emph</span><span class="nb">{</span>reprov.<span class="nb">}</span> <span class="k">\\</span>
...
<span class="k">\end</span><span class="nb">{</span>tabular<span class="nb">}</span>
</pre></div>


<p>produz (aproximadamente) a tabela</p>
<table>
<thead>
<tr>
<th align="left">Aluno (número)</th>
<th align="center">1ª Frequência</th>
<th align="center">2ª Frequência</th>
<th align="right">Resultado</th>
</tr>
</thead>
<tbody>
<tr>
<td align="left">12345</td>
<td align="center">17,9</td>
<td align="center">15,3</td>
<td align="right"><em>aprov.</em></td>
</tr>
<tr>
<td align="left">53142</td>
<td align="center">12,1</td>
<td align="center">6,9</td>
<td align="right"><em>reprov.</em></td>
</tr>
<tr>
<td align="left">...</td>
<td align="center"></td>
<td align="center"></td>
<td align="right"></td>
</tr>
</tbody>
</table>
<h2 id="conteudo-posicionamento-de-figuras-e-de-tabelas">Conteúdo: Posicionamento de figuras e de tabelas</h2>
<p>O posicionamento de elementos que não fazem parte do texto <strong>deve ser feito automaticamente</strong>.</p>
<h3 id="figuras">Figuras</h3>
<p>O ambiente <code>figure</code> posiciona automaticamente um dado <code>CONTEÚDO</code> que, <em>em princípio</em>, será uma imagem externa ou um gráfico. É boa prática incluir uma legenda (abaixo), com <code>\caption{...}</code>, e uma identificação interna, <code>\label{...}</code>, para fazer referências, <code>\ref{...}</code>, no texto.</p>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>figure<span class="nb">}</span>
    CONTEÚDO (por exemplo, uma imagem ou um gráfico)
    <span class="k">\caption</span><span class="nb">{</span>Legenda desta figura<span class="nb">}</span>
    <span class="k">\label</span><span class="nb">{</span>fig:ID.INTERNO<span class="nb">}</span>
<span class="k">\end</span><span class="nb">{</span>figure<span class="nb">}</span>

... ver a Figura <span class="k">\ref</span><span class="nb">{</span>fig:ID.INTERNO<span class="nb">}</span> ...
</pre></div>


<h3 id="tabelas_1">Tabelas</h3>
<p>O ambiente <code>table</code> posiciona automaticamente um dado <code>CONTEÚDO</code> que, <em>em princípio</em>, será uma tabela. É boa prática incluir uma legenda (acima), com <code>\caption{...}</code>, e uma identificação interna, com <code>\label{...}</code>, para fazer referências, <code>\ref{...}</code>, no texto.</p>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>table<span class="nb">}</span>
    <span class="k">\caption</span><span class="nb">{</span>Legenda desta tabela<span class="nb">}</span>
    <span class="k">\label</span><span class="nb">{</span>tab:ID.INTERNO<span class="nb">}</span>
    CONTEÚDO (por exemplo, uma tabela)
<span class="k">\end</span><span class="nb">{</span>table<span class="nb">}</span>

... consulte a Tabela <span class="k">\ref</span><span class="nb">{</span>tab:ID.INTERNO<span class="nb">}</span> ...
</pre></div>


<h2 id="internacionalizacao">Internacionalização</h2>
<h3 id="conjunto-internacional-de-carateres">Conjunto internacional de carateres</h3>
<p>Suporte para carateres como ç, ã, í, ñ, <em>etc</em></p>
<div class="codehilite"><pre><span class="k">\usepackage</span><span class="na">[T1]</span><span class="nb">{</span>fontenc<span class="nb">}</span>
<span class="k">\usepackage</span><span class="na">[utf8]</span><span class="nb">{</span>inputenc<span class="nb">}</span>
</pre></div>


<h3 id="traducao-automatica">Tradução "automática"</h3>
<p>De termos fixos como "secção", "figura", "teorema", <em>etc</em></p>
<div class="codehilite"><pre><span class="k">\usepackage</span><span class="na">[portuges]</span><span class="nb">{</span>babel<span class="nb">}</span>
</pre></div>


<blockquote>
<p>Por razões históricas tem-se mantido o erro ortográfico (até pelo <em>nao</em>) nesta opção para português...</p>
</blockquote>
<h2 id="apresentacoes-beamer">Apresentações (<code>beamer</code>)</h2>
<h3 id="aspeto">Aspeto</h3>
<div class="codehilite"><pre><span class="k">\usetheme</span><span class="nb">{</span>default<span class="nb">}</span>      <span class="c">% aspeto geral (elementos e cores)</span>
<span class="k">\usecolortheme</span><span class="nb">{</span>default<span class="nb">}</span> <span class="c">% cores</span>
</pre></div>


<h3 id="comandos-comuns">Comandos comuns</h3>
<div class="codehilite"><pre><span class="k">\alert</span><span class="nb">{</span>DESTAQUE<span class="nb">}</span>
<span class="k">\pause</span> <span class="c">% construção sucessiva de conteúdo</span>
<span class="k">\small</span> <span class="c">% reduzir um pouco o tamanho do texto</span>
</pre></div>


<h3 id="pagina">Página</h3>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>frame<span class="nb">}{</span>TÍTULO<span class="nb">}</span>
    TEXTO
<span class="k">\end</span><span class="nb">{</span>frame<span class="nb">}</span>
</pre></div>


<h3 id="bloco">Bloco</h3>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>block<span class="nb">}{</span>TÍTULO<span class="nb">}</span>
    TEXTO
<span class="k">\end</span><span class="nb">{</span>block<span class="nb">}</span>
</pre></div>


<h3 id="colunas">Colunas</h3>
<div class="codehilite"><pre><span class="k">\begin</span><span class="nb">{</span>column<span class="nb">}</span>[t] <span class="c">% ou [c] ou [b]</span>
    <span class="k">\column</span><span class="nb">{</span>0.33<span class="k">\textwidth</span><span class="nb">}</span> <span class="c">% ou 0.33\textwidth ou 10em ou ...</span>
    COLUNA 1 (um terço da largura)
    <span class="k">\column</span><span class="nb">{</span>0.64<span class="k">\textwidth</span><span class="nb">}</span>
    COLUNA 2 (dois terços da largura)
<span class="k">\end</span><span class="nb">{</span>column<span class="nb">}</span>
</pre></div>
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