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		<name>Eventum UPF</name>
		<description><![CDATA[Eventum UPF]]></description>
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					<name><![CDATA[VALENCE ASYMMETRIES CONFERENCE]]></name>
					<description><![CDATA[<p><img alt="" height="283" src="/getFiles/hash/MlJWNxIGMiBTY3IGNyEWZykTYjF2MlVGOgDMwUGM2QD:cG9ZQkw4ZGdqb3JLYTYzUElSWG1YNEFpMHZYd0trckdUbGppdmNCd0d4eDRMaDdwSWltcjRqemVDejVMTkQ2elNGK25wS2RxeTFMeVRoR0JtQlZaOU9nWWRoMU1hWWUySTJpdEhvUGtMbXdPRGRCc2d5MitBbEZNaVJwOUJGaDdKWXRPZU1mWXViODNMY2F5L0RFRHNVSWJ1SC9GYklTbFdQM1FEUDRWRytxQ0hRb05hTFgraWRYOXhuRldWSDNpVHp0YlgvRFVLV0w5R2tKSWJ6dDJrQ29lckxWSmRya2I1MlJnUGlTVDJwcz0=" width="755" /></p>

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<p><span style="color:#444444;"><strong><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">VALENCE ASYMMETRIES CONFERENCE: 19/03/2026 TO 20/03/2026</span></span></strong></span></p>

<p><span style="color:#444444;"><strong><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">PRE-CONFERENCE WORKSHOP: 18/03/2026</span></span></strong></span></p>

<p><span style="color:#555555;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">SALA NAU | UNIVERSITAT POMPEU FABRA | ROC BORONAT, POBLENOU, BARCELONA</span></span></span></p>

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<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;"><span style="color:#333333;">The first </span><strong><a href="https://www.upf.edu/web/valence-asymmetries" rel="nofollow"><span style="color:#990000;">Valence Asymmetries</span></a></strong><span style="color:#990000;"> </span><span style="color:#333333;">conference is nearly here. The conference will will take place on </span><span style="color:#990000;"><strong>March 19th-20th 2026</strong></span><span style="color:#333333;"> with a pre-conference workshop on the </span><span style="color:#990000;"><strong>18th of March</strong></span><span style="color:#333333;">. The conference will take place in Sala Nau at the Poblenou Campus of Universitat Pompeu Fabra in </span><span style="color:#990000;"><strong>Barcelona</strong></span><span style="color:#333333;">.</span></span></span></p>

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<p><span style="font-size:16px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="color:#333333;">This interdisciplinary event will discuss themes surrounding the role of valence asymmetries - the systematic ways in which "the bad" and "the good" differ -  in language and cognition. These include the role of affect in perception, language processing, social cognition, communication, judgement and morality. The </span><u><strong><a href="https://www.upf.edu/documents/d/traduccio/valence-asymmetries_abstract-booklet_final"><span style="color:#333333;">program</span></a></strong></u><span style="color:#333333;"> brings together philosophical analysis and argumentation with experimental and corpus-based work in linguistics and psychology, including cross-linguistic work, formal semantics, experimental pragmatics, and computational approaches to affect and emotion in language.</span></span></span></p>

<p><span style="color:#333333;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">This event brings together researchers at all career levels, with participants joining from around the world. We hope you can join us and contribute your perspective to the discussion.</span></span></span></p>

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<p><strong><span style="color:#990000;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">Our keynote speakers are: </span></span></span></strong><br />
<span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;"><strong>Hans Alves </strong>(Ruhr Universität Bochum),<br />
<strong>Frédérique de Vignemont </strong>(Institut Jean Nicod),<br />
<strong>Saif M. Mohammad</strong> (National Research Council Canada),<br />
<strong>Pascale Willemsen</strong> (Universität Zürich)</span></span></p>

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<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">In addition to our invited speakers, we will also have talks by <strong>Filippo Domaneschi</strong> & <strong>Federico Bina</strong>, <strong>Ida Miczke</strong>, <strong>Alexey Tymbay</strong>, <strong>Lelia Glass</strong> and <strong>Valentina Apresyan</strong>. Our pre-conference workshop includes talks from <strong>Saif M. Mohammad</strong>, <strong>Eirini Sossidi</strong>, <strong>Anouch Bourmayan</strong>, as well as talks from the Valence Asymmetries Team (<strong>Morgan Moyer</strong>, <strong>Michelle Stankovic</strong> and <strong>Isidora Stojanovic</strong>).</span></span></p>

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<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">We hope to see you there!</span></span></p>

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<p><span style="font-size:16px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><em>The registration period has ended, however, if you would like to attend, please email the Valence Asymmetries Team below to check for places.</em></span></span></p>

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<p><span style="font-size:16px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="color:#333333;">Our website: </span><a href="https://www.upf.edu/web/valence-asymmetries"><span style="color:#333333;">https://www.upf.edu/web/valence-asymmetries</span></a><span style="color:#333333;"> </span><br />
Contact us: <strong><span style="color:#990000;">valence.asymmetries@upf.edu</span></strong></span><strong><span style="color:#990000;">  </span></strong></span></p>

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<p><em><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">This event is funded by Isidora Stojanovic’s ERC Advanced Grant “Valence Asymmetries: the positive, the negative, the good and the bad in language, mind and morality” (GA n° 101142133).</span></span></em></p>

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				<Placemark>
					<name><![CDATA[Valence Asymmetries Seminar]]></name>
					<description><![CDATA[<p style="text-align:start"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="color:#999999;">UNIVERSITAT POMPEU FABRA | CAMPUS DEL POBLENOU, 52.701</span></span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="color:#999999;">CARRER DE ROC BORONAT, BARCELONA, ESPANYA</span></span></span></p>

<p style="text-align:start"> </p>

<p><span style="font-size: 16px; font-family: Verdana, Geneva, sans-serif;">We are delighted to welcome you to the Valence Asymmetries Seminar Series. W</span><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">e invite both local and international academics to speak on matters relating to valence and how it impacts all facets of language, cognition and moral decision-making. The sessions discuss themes which are central to the <a href="https://www.upf.edu/web/valence-asymmetries" rel="nofollow">Valence Asymmetries project</a>, including the role of valence asymmetries in perception, emotion, morality, language, and communication. Discussion will draw upon insights from philosophy, psychology, and linguistics. </span></span></p>

<p> </p>

<p><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">If you are interested in presenting your work, please send your abstracts and information to <a href="mailto:valence.asymmetries@upf.edu" rel="nofollow">valence.asymmetries@upf.edu</a> </span></span></p>

<p> </p>

<p><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">The<b> </b>Valence Asymmetries Seminar Series will be held within the framework of the ERC Advanced Grant "VALENCE ASYMMETRIES: The positive, the negative, the good and the bad in language, mind and morality" </span></span><meta charset="UTF-8" /><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">(GA n° 101142133).</span></span></p>

<p> </p>

<p style="text-align:start"> </p>

<p style="text-align:start"><span style="font-size:medium"><span style="font-family:Aptos, sans-serif"><span style="color:#000000"><span style="font-style:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="text-decoration:none"><img alt="A logo with red text

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n1SamtfOvOeChCPqkvwtGUe/h8bVgj+/AkAW3cYFEpWUDv9xH5sscLxSJX8xf7TFrS/TA95rWc/NWL1v/zSbHHKCsfPWeHTv9MEgbNak17dirdsQXt3vnZ8XswfRTrNp2+z5S78FYHXEiCQfy0+7nxgBfQClayXrTE9a/H9CaveGbNA68dnalcSFJ/zArJXJ1SKLNOLU216xta+um7tH1227JP31R3mxeuw7NWQ2C8CCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggcUAG1bE/Xly2rrOVrsgde9V1s2f3Bqk194NXoCsaTQG3u9ffC00Xl2x7X14r3CvysTx2BlXcEHuJv3pTVZGlspm7G3tDej5G3kt86wUDnFSqUjxSUR34bXztef+54S1WgOa1A/st/tHBOedDFb1l4Uq3oe1QY2eFR6JYTChXCv2Ql/47Hwg0R2EaAQH4bFL70Dgj4rK7ZOatcu2Xle/etvrBiYbliWYsu4FrL5E1vWfSwKcp6xWoTk1afmLJ4ccmKg/1veigcDwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBA6ygLrupuVVS+782ZLJ2xaqFXzh7McWHDmeB9/PGnqmADzYGnY/68b+dYXvYVeftXz419bIA/9WC06qmFBB++P15hWke5W+chf/w9eZ9/B9Y/Pj5QH6xhc2/tSNvY18sjhjwcpccx86VqRzCFSFv3XzyQaFngE/wNZvPf57cwCP/77xmb6e1dYsWZoxW1K1/tqCpZV1S7WU8K6VaPqxfXJBo5YX1ueBfu7wnPFujI8/D70Agfyhfwq8mwBZmllDoffql1etMTKpi6Qu/GqtosvlPm1+QQ4si2NL1tZVuT9v9XG10W9ptbBb7Vue9wKzTyPmsAgggAACCCCAAAIIIIAAAggggAACCCCAAAIIILAPAh7IL89a46t/suTrX1n03o/zEDvsU8W3PQ7DnxiZ7pPVq/p2oVmFvik0f+J2W/4Sdh6x0mc/s8Ll7+X7jnq0pnqLKtQ3cgsP1lWln1XXtT5vQ9/rUGDv1frPr2D3yvjGgxvWuPYbC6fuKKdRoK8q+NInP1W7+G9pjXitNb81y9445pYxZjo3U7ieaR+hdwlQm/knNlW8F46ft5Zv/Q+Wzj0wU3V8pHb1YZu3z996kCfuueO/ZImq/MtLlq3O5t2Ps54TucNz2/rveO/c8F0XIJB/1x/hQ3p+aa2uSvQpq925b4VVrR0vh9Qtdue6+/Kqflz/iPWiUa5afWYmX0++2NtjpU696Gx98Xj5I3APBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQeAcEVOeuAsNADX9DFRsqXNjINrKNTzafpEoRk9jSxWlLZ0bzNdMDtWqP+k/sqO27V6ZHA6dUSX5q806bn/vEgJV5LQ38Tb7vrFHPK9zDE5esMDSsUP0ZLfS9mn51wYKRLy34y88tW5jQKShMn71nmULypHsgX29+u/Xdtw4iU0V6OvPAktV5C/w8NSkhUov8oEVV/BuTDmQUDV201u//B91u0YKuIxb2n1Jb+meMb+MgmjSQqpAySDSZQTlN6JMMvAPAdpsmOySrcxYujFhW0JrzJU1a0PkHPrGADYEXCBDIvwCIb79lAnrdyTRLKp6Zt9qDSauOT5jNL1r+GlXURfQZs6v2/iz9RVKDa+iivq5AXmvbV0fvW+nEoBVPDWkC1ZbZXHs/II6AAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACB1AgUMV3qEp1+0CV8Qqfw2PnLTp68nEAvXnMXnm+smjpvb9Y+vUvLVYFfTD8sbV8799b2Pn8KvbNu9nu80xt8+PRry3+/X/O2+enXiU+eM5KH/1U++6xsG9ou7tZ1mhYujBt4YNvrOXBV6pVTPLsvFBbUVfjkxafuJy33w8jBdvP2XwCQDL7QJ0Cfmnp+C1NGlDR4/ELlp77zIrnPlKr/K5H93avUEF8QZMBPAsK1Cng8UyGRzd7/IlX/vtkg7lxy9QBwDsFBENntU9v1//0xIdMkwGy6qpuu5wH92mjklf9P33Lx4fgMwQ2BAjkNyT4890Q0IU2WVq2+v3xvCV8srxqVlWLlkBhePSMWU1v6Mx9eZEs1gtBtWGN+SWrTE1Z28KCQvqGZlE9/0XnDQ2RwyCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMB+CygQDr0t/MVvW3TqillruwXt3dsG8pnC7sTXTb//tRW++ZXVKxVL1lcVmv+12TZrte/41BRqxPPjllz/nRVHv7TC/IjFqn5seCt9ZTFFjS3s1qSBaLuoUWu6e+Ct5YSzJLVYhZSBV81nqvjXBILAA5NHZf/PHlGyOKnjq+X9l//dijN385C9OnpV45o2b60fnXgcyOeV7cqBdhyQK2CP7/7Fqr//ezOdU/HcJxb+8H+0SIH/dpX/vmZ81HNcg1XOo8r8sL0v70bw7NHzHQQeC2z3U/L4u3yGwNsm4GvHzy5a9faINaZmNFupnmfx+7h4/BOCiV5wwoZebCqq4l/QxIGlFa0pX7FCm6/H8sRN+QsCCCCAAAIIIIAAAggggAACCCCAAAIIvEUCHi/5xtt8TQf+iwACryHgFd5qix70DJj5x3M2L+b28DvwNeQVzvs67+Zrrm9clDbf11u+q+o9i2vav9qte9D/rLbzup9XyKfebn59waJEreOtoFb0S1qnfVzryms/2l+wXSDvFf4dvZb0n7HG4HlLFXgrnrfUW8kfG7aSKuu3vd/msfrxl2YsHvnaSuPXLFqcsLTYakntniVhyVq/++/MtK+n2t572C+DTK3o80p5by+fdyl+8uqc6TbxtLKkr/9VSx9P5Z2Ws/d+qHXuz2xrEpRa9XgMWqZg3regvVf7fb0OBPmO+M+hECCQPxQP8+E5yVSzrBpz81YZG7P6nFrVV3XBjTUD64AQ+OuAXnKsxcc1uaAqfr2YrKxqVpVmupX0orBNG5QDMnSGgQACCCCAAAIIIIAAAggggAACCCCAAALPEchUOeofYaiCnOfcjm8hgAACuyqgsLmg9eLj89+2+upyHuS3nP9ULdgVGD/c8oxEa6BnC1MWj11Xq/Y5C1SBH528pLXXzymAbt02nwhaOyzQeu+NUqel2ZzSjdCyjj4Len0N9zZFGtt3JvbJBNHR45Yo4A7qdQsnb1qmyngbPGPFD36ipXwvqwr9xWG2TxzIahUdV5X5am8fq8I+yQN3tY/X2vL5xIMn2t4rDyqvWKrK+kyTADys97GG+si7DGyA6E9vrByEGmd7j5XCzCK14Ne0Bn1H49xu83OVk09kyEOnjfXrt7stX0NgiwCB/BYQ/vp2C6Ran72xuGi12Xmrq119VtcsMJ8JdkAujMHDdik1rXGf6cWveP60xYtLVhw4qtcF/TgSyL/dT0BGjwACCCCAAAIIIIAAAggggAACCCBwKAU8vvHAKw/iFco323YeSgpOGgEE3rhAZEGH1nNXy/WC1kEPFYb7eupBizrzbmy6QCWz963xxS8suPeF1pyfsYaqzCMF5qVP/kat3y+qWr5j49bNP5VXREeOW3b5u9ZYnbPMq8EVhhdU3R5e+aGFvqb980J1fS868761aJ33bPFb+X2D3gGLvKp989iePOoTfwu7B9Wy/7LFE7cU7Gt5Yj+3o90WnnlPEwW8Xf6TywFn1bI17vzZGt/8xgJV9vtSxuHJ9yz64K+1H52jqtwfXqnzfRWGPzT7q/+orsZLFqhVfTg03Jyc8MQoNv/Fr+/+sflrfI7AiwUI5F9sxC3eAgGvgQ+0Pnuytm7xnCrPZ2YtWC3rFUYtWny21KPfhvf5ZEKfJatl45fLaudSs/rEtNXuT1pBgXzYrplVB2TiwD4rcXgEEEAAAQQQQAABBBBAAAEEEEAAAQTeGoGNWsr2UmxhkFq1UbAkVQjk5ZdsCCCAwF4LeDisYNrD8+jIkP6yTVoc1y2evGfVz/+b2r9/bZHazavU3OKGlv31EN8r3rcG8tpT2H3EClorPlU1enrklIWJbq9APRr+WPcZ3HJmTwcxkVrUR1rHPosVoPutvX38SxQmhqqyL17+vlUXZ8xUwV4oaI34QVX0X/yegvkTGmD0eAzejt9b3F/7jcW//3+UEc2pnl9HVVt6a+vUefZa2K9JBMpp8k1mheEPLJRZsq5AXpMaov5TGt/2Vf+PD8RnCLy8AIH8y5txjwMo4L/bplW9ICyvWH1abVOm5i2q1U0rpWjdD108t3n92bfT0FhjvTBk1dRqI9O29sVVtZPptdKgZqwVn5zNtW9j5MAIIIAAAggggAACCCCAAAIIIIAAAggg8EIBb2/sEVQxSuzUkSXraqvZ9ckBWy2r+EZfO0hvS77wZLgBAggcHAG/sKS+BrryjZcq5NvuqqOd1dbzteDjqTsWri0rFy9Ym9q0N1ZnVX1+W23kf6TweptNxw+1hn3pk39rduUHKjhU83itoR4q4M7D9Yd3ybSccL5uu656YUkt3TeH2grgg+dU0vs+zdei9/MMn4wtw1YF6Wc/sFZNFkiXpi3QhIBC/+m8Ot9b7m/e0uq6JXP3LZq4rur4BxpraIUg0drzWuL4/lVLjp3LJyw8KowUVVBqV2t9Xa/7NCHBj7953Jt3zucIvKbAk8/s19wZd0dg3wRUdp6srVp9cjqvOk/mliws15vD2fZVZN9Gmh/Y1zvRa50VVspWv3nX6hfPWvqxZmK1t+3vwDg6AggggAACCCCAAAIIIIAAAggggAACCOxIIM/L1J4+ULVQV2vdPjg5Y4M96za51JkH8qoUUrjjt2JDAIFDLaBldbO1Rcu8Kl3ZgFekBx3dzybxgLq8aomvg55mFqpyO1Cler7O+7Pv9Zzv6JhRIa+ADzt13Nqy2s+rzb0qxYP2Ln0oXNf3n7mpCj1fj14V5n5FeyLyVzaTeRA+M2rZqpbqVahdUCv7oHeo2R7+edXwum+6vpxXtWeVNQtbPBg/kY/Hx5tvHuYrlI9Ov2/R4LClmqTgkwGCzZXxmwfu+5R3kiiF8Y7F+f+8j0maf7b5phv7F47mPGyqtH/qRs/4go7VxHhCZPsbv8xtt98DX33LBZ7zE/aWnxnDP1QCmS6u9blFK9+7b7WxGUvm1yxeq1pW8jR+BxfDN6wVFJvjSlTRn9wcsdpH43rhWTc70vOGR8LhEEAAAQQQQAABBBBAAAEEEEAAAQQQQGAnAnm0vpGv+1uOCtzjJLTWYsP6O9ftozNTdvLoiv3h7kmbWuxW23oFXgrkI7Wx37ibv1V58N6t3MnZcxsEEHhlgXrN4gfXLZm4o8tGoBbs37FCu9Yu3/ZioAi5VrF0ZsTiG79VZ+CKhWoRX7zyfQuOqEX71s3De4W9ed7r4fezqulbOqzg+7n8A4vuq8K9vGwNrQmfnf7Qiuc/y0P/R7veuNj5vn2f/vFwsFuHnCpITyfvqE38ry2bHVWwH1l25gO1tP/UIq3J/sQ69o8OoE+070yTDlK5xHe/MFuZt8QnHpz90AoevqtivXnc5p3y6vVWVbPnY/H7P7yqbvxdXwq1PnykNvr1/mFrKNiP6hV5a6njPrXaH7pghT6189/OJ/dr7q95qo/Pt3n0zf/V7bRUsncDMJ9ooRb8QUEdAZ656fa+fy0Z4OeTTzTIq/C3Sj5zB3zjHREgkH9HHsjDfhpZnFh9asbWvrll8fisquVrup7rorh9k5X95fLrbBTmv4Q3PISfrlvtwYRapkzqRaZbL3wdui5zMd7fB4mjI4AAAggggAACCCCAAAIIIIAAAggg8KRAkkSmYtX8fT1/+y5Ng3y9+M7Wmp3pX7ILxxfs+NFlO9m/bLcmj9rMSqeyn8yKeZVmM87ydeWjyPtnsiGAwGERSOtla9z63Opf/lIBsVY1b++2wqn3dFF4uirbK+KT5TnLRr604p//q9VmJ6168kOtc34i/3hk5vlx5pX3S5au6PbKQ8JWVbsrkA6K3jL+0S2bn3jl+omL1vpX/8nsxDnLlmbNvPL8/LescP4Tde99XLGfxcpXVPVuCrS9Lb1XqAct3t13y04VNMdjN63xx/9ihVu/tWhZ+1QgX79/zRqzE9b+k//FgqHhLQNp/jWtrCuI/9KSP/+D2bV/sYKOGat9fOPel5b96H+y4KOfNtvib8pKvOmI6XamSQp+Mc5KpbwK/1G1fKGkNeJPW/GTv1VI3mrZ/H1FRDJWwF9470dWGDj9dCDvEwP0+KSaoJB59b3sgjZNDCg+o5uxm69r2WStTx/IPOg8atalyQNe0b9prI9O2kP7elVjXtDjpYr91m5ZdmgcxLOPjA7JJzzih+SBftdPM2s0rDExaQ21fw9VdW7+zNYvxAd9y+fGajaVr3u//s11BfJd1nrpnBadYi35g/7YMT4EEEAAAQQQQAABBBBAAAEEEEAAgYMp4DmVb7v97mCxkKjpcaAgXrmKB/N5lWNmPQrkzx9bsMEjK9bdWbZhhfODPWs2q0DeO9Z7CO+V8s0/m2Pbzf/6+e72ue7m+NgXAoddQHXRumBIwS8c/snDP7Zz8Z9lD4azSlkt4BcUnE9b2n3c0oaC6E2bh+bpkroFj2pt9Pvf5N8P+09Y4cK3rTg4bKZW9Fu3oKvPShe+ZYna36cK8jOtyx4dOWmh/r6xeXicTN1T1fvtPOy31jYLBs9Z0avd1bL+iU1hdqJK/sb131g0edMCBdt+XYxn1RE4LFqidefDwTNPh+Daibfvj+99ZentP1o09k1OolRb69zrfE9/YNnwx5ow0K6L28akBQXw8oin7luwPK0dKOhWGB6p6v9RNb0C8UDt7IsXPlXhY7cC+XEdW/cfOGvhiQtmqqB/YtPjka4v6phjZlpn3sP+TJMabOCcWc/xfH35p0J2rXWfLI5bNndPdZc6nirls5Ku9fmEhqevxHnhaG3NgnW189943DVZgED+iUfiUPyFQP5QPMzv9klmCrTjhXmrP5jUi8SM2VpZ122/8B3AxeO3PBT5BVi/wDfUbr9ya8Raz522lrNaX4VAfosUf0UAAQQQQAABBBBAAAEEEEAAAQQQQGBnAplXIeqmG+8Oehj+qpveusv3E4WpdWid+JaSQiDvVpyFakmvCvl60c4OLNqV43PW01FRMWliF4bm7NJQv80sqxJSEX5rUTG+V8V762RV2a9WSmp1vxEyverImvdLH55r/m7oa5zn642CeyOAwHMFFCwXr3xPgXZfnu8WTl/WhWXjCrXlngqVo/YeSwbPWv3UR5b2nLTimY8s6u5/4oZewd5QmN340z9Yev13eRV2MHReIfqKBd/5d2qJ/3Qgn0/dUSgd6nahQn8PuwNVwG9sWaNu6fykxd/8izW++mXeRt6r6ENV0Yff+/dWGP5AxZCb2rN7dXlNIfy6lubV50FUtFiX20Qt+s0nFHhluLd33+Zc8+B/YVKt81fVar7FGrrYpiq8LCRVCypaV76sNeV9nwrpffM2/sn4LUu++IWZJguYT1rQWvXZpwr9fdJAmyr88wr1QOvdy3lYVeinruT3taIq6VU9v3XLPFyfu2/Z3d+r0HPcgrhqaYu6DKgzgPoYaIkATSbY5OP39zwqXZ3PA/ygtcVSD+IbZVXL63jqjPzU5m1VPLTXvvO5GHFDE7X8lYXtsAkQyB+2R/wdO99M01HrCuHLV29b5d6Y1pFXdfy62pVoZtJ2F/kDd/oaZqpUvq6q/vL9+9Y+OW0d69W8bf2BGysDQgABBBBAAAEEEEAAAQQQQAABBBBA4IALeBjvZenBpqD6VYfsMX4e7mt/hSix06qAHx5ctJ72ihUVsNe0fnyjUbBhBfLvnZyxzqLWCNadLg8tWPmDu3lA7zmUrzGvEdnyequNz3fbjckBq8cFfcXzIz/Kq29+uvnsg+Z/Xn1H3BMBBPZMwNcYL5zVuuoK2f1nNmxXpfl27c19BPq6V3fb8CeWtXVZpAA37BmwqP/UE+PzCvf61V+b3fyDlZYm8qA4VoV3Xa3To9NX1BJfof92m/bfDKe3CajXFtVG/k8W3viNFUf+bI1qTRlzaMX6umX9xy1RhX2otu+PWsQr0A97Bi06cUnV5Vr3Xm3ftXMF4v15q/qwQ+dZ2D6G9Lb6odZ59xb7pvbvpjXWs1LBElW9h11HZKSq84fV8R6cx5N3LbvxWytc/YWliyrOVKhdmL6lqndNcNIEhkhrz4eq+M83jTnwavitFfFbPdR1IFt4oELPa82JAAWP4RXSL4xYooA/6Bl6YsJCfnefxKC285nO0QtDg6KO6RXveceUrQfQl/V4ZJrUYLFa22vLJw7Qrv5pqEPwle1/Eg7BiXOK74hAHFtjbNLWr95Shfy0xWXNMtLX/MKtS9uBP0mvkA80QSwrV6w+O691Vea0PsyKFfr0QlXcnVmyBx6BASKAAAIIIIAAAggggAACCCCAAAIIILALAl4t7m3h21rqeXVjI44sVhV74l9/hf1vvLvYDPkD7bdhJ/tW7PKJGRvoXc+r3uM4tN62mg31rVrBw3Ud63jPikUXEzs1uKSaIVVC6msra212c6LfFvWnh/BeNJk3+XyFcW2+i4f9kfbn7zM2kkJ+vj7ujbFvvi2fI4DAPgl4QKxw2j92tOVroZ+00tETzZtvE957xXWyOG0FtX4vqkLc5+ToSmCx2tinFRUubt28Kjtv2asbeni8TYCcVdcsnRqxgqrGi9pHmoYW1XWNUUv3ePa+JQrOo/6T2vPD7ELn5evSZ5/8VLMMtN+5MV3zCnl7+/D9H2rN+yEdZ/urkbd4L1z4TCH+vKVqdR/qPDKtIZ+euGyh1nwPewceF12qKj2ZG7dw/KYVZu5Yvaoqeu23oAkA8fgNi099kFf920Yg7+fu5+vV+Q7j5+qt67eOxW/jSwF4JX9BQbsmCXjAn/nXauvNffi+Nm8K2At9py1V5XyWxep6MNhcE34bz/xuun3QogBfZoFuk/kkgYjsZzPpYfmcQP6wPNLv6nnGidXGp6xyXYH8jGZR+W+yz7rwHUAD/S6uMaea5aZWV2tqMTO3oFB+Xmue9Grtlh6dyqv8U+EAnihDQgABBBBAAAEEEEAAAQQQQAABBBBAYI8FYlWst5ViBeJr1lKMbXG9zebX2q2utvKBgvHtY6FnD0rvNOo+Hp57a/qCjS10W6/a0p84umwXO+Zs4MiyRVpXPtJ7kmqIrPBGt9ZHSWMYalm2/qNLeaA1v9RhU7rv/bk+G5nttUpN48lH40d4tc3PNVKVfr/WrO/WhAAf3/Rqh1UrrVZUa/x896+2a+6FAAIHRWBrgLxpXEFLhxWGzpnNP9CSvhPqCtLQuvE9CsgvWNT1ZHt7D6dTtYb3wN0/D1SxnX/k1euPr4yZqr89aI49cE90H11IPMP3MNnXPI/yyu7Ht/fhRAOnLPjs71RR3qn15O/noXfp7McWnfkgb9H/eMgb17vm/QOF58XzH1usID/WfW1l3gpeGT/8qVrjf9iscH90Zx9EqglHylF0vY2bg7K6rnVpou8pY2lONnh4B9020/mmy3NqFV9X0K42/T1H8vXlvU3/xubt+oOOI2bdx9Re3218+CV1KFA1e8eAXjce3/bRffS1TB0Lws4efUl3UJv+/OM5j5VPBvDz9Quzh/Jsh1NgfwN5/dB4y3EtmJOvDdH8ocmfkvqPnsgHaXs4nMx/qLQOROgXqpJ+WJ/3Q3aQxv+OjiXVevH1iQmrjN63eHFJLwp6fPIL2pMvCgf69P0p5cuolOtWn56z6vikFQaOWNSjNV4I5A/0Q8fgEEAAAQQQQAABBBBAAAEEEEAAAQQOhoC/GxirmrOogPyy1nM/2lW2UQXglQcFW1FI7WvAe/V8Xu2+wyH7Pv3tX686zVRpP73UqSr0MA+/lyst9umFsXy9+Da1sDeF/v6+ZHP1ehVbhmqxrAr9e9NH7C/3Ttgfbp21a2ODNr3YqXGqzbPG8irt6ptvRyuQeniuF9Ue/5QmCMyttFvlftEW1hTSFTLtX4FUXg20w5PlZggg8FYJRJ291vLJv7HEK7XvfqGMrWaB2smXPvhrizyo39jyNc/nLL71J0un76m1fWyh2t+HJy9b4fh5VW+3b9zSog4F+qpOT7RGe7K6kK/b7muoZ6paL+r2kdrTN/OXR3fJq8qjgTN5G/zgzIK+ocr1I8cVxje7Afi69ObV75oM4PmaTwQIfUKAr+uude6Lwx+rRb0C8Koq0hXMh0dOWJiPya/AzS1QRXmkbgHZ0EVrPLhmgcbmAXzDg/Zj55SnnNF91CVAW+Zh/PyExfe+smT0a0vXNXFKQX80/FE+SSD0rgMbobjOLRoY1vVb690vqAOAr/PunQyG3jPTPm2bdef9RSFv+b/d9/IRbPOf/MXk6XB/m1vypXdYYF8D+czbTKg9dzy7mFc5e7ja/IVC4o9/1g4Gv8+48WH5jJn2NrXcGLCWs5r506oWFmxvXkCzoFK1ea+NT+dV5Ymqy4PYZ2zpMfKH6qA9f54l9PAJn1Z8rRJ1R5lZsJrWkW85c9JaTuqFobivP6LPGjVfRwABBBBAAAEEEEAAAQQQQAABBBBAYF8F8ndrHxZR+UC8ktNb07erXf3lE3N2bmDJ2lUlPzLTaw8UjJcitRb2wsSN+3io8ugvzz+VvLW83nSsar340Zk+G5vrtbvTR21Cf/6Hb1+zT4ZVnZoXCmnnCoP8IEm9ZBOqhv/Hz9+zn39zwa6PN9eNLxVijSV5/D748w+df/fhW9OPPvf16BsK5Lt98sHQnH1wekaTD3pUfd+natHQUm+P7W+SPjrX5kHelrdMd0DCTRA4BAL+M7zph/hReNY89UDryxevfD8PuJNeVXg3qlqj/oyV/Gvdavf+cEvXlyweUTj9+f9r6chfdI1QJf2x8xZ98GOt096tQPq08pTm1SFQIF8694nV1xfz62m+truOE+prhXOfPWxBrwupj0tr23u4n1d/K1wP+4bUZv7Yw8E9vNpokkA6+0AB/x1Ll6bz3CboOaYq/kvN1vd5KK/W9RpHvqmaPamUtUb8jArZVVXuoX6xWYEeafJAevE7edt8b6mvE7F6R7+FOt/imSsPK9C1F42rMXLVGr//e0tuf6716dUSXxXtidrpF3R5LskmKD3M9VTxHx5VzqcwP+nU9bNWyZcVCAfPqwJelfNvTdDU5OO/B1tgX9O+VCFq5esbeaha+eaOKpyX818UDuTEvbwVun78tH5E1NttbZf1A6kLQun0CX3NZz/y68ybfKpn6qrQWFhSeD1ljXkl2ZW61koKTBNVvTPUW7clNb0INvSPgtklzWSdtJZzc9Zeq1nUrvVE2BBAAAEEEEAAAQQQQAABBBBAAAEEEEDgkYC3a/c28v7hm0dWeTW4/t6p9u1n1Cr+yolZK9cK1tWmgEfrvNc8eFFr5I23Dj2wzqvm9bWdNhAuqMo+U/dUr5IfVRjfOXLcvnfxQfO9YYXjzfBMo9G+07hgy+V2+3psSGH8oNUbqt5XEO/HfDSIfPTP/49PMvBqeK/Q981zMD+LVH9vV2v8E2qbf2VoRs1cY/vtzUoeovnEgUjf93u4jb917evbhzr+Ts/Vj8WGAAJ7IOA/xC/IkzIPu6uqKl9bzgcQqHLc11zP1zjfGJJ35FCleeHM+1oCd0jXCE308bbo3ao239RqPZ4etcZX/2Sl+3+xYHFMk3k0YWh1UdcGFTieuqJW7gqoH1aXe8feQPcvfPRTVYmft2xlIa+g99A+D9t9VpNC83RpNg/NfYym+/o+Qq+K9zXYH26+Dns688DqX/6jJdd+rX1pyWG/eqnKPv3wJ1b86CdWOHZWFyfdRxOZ0pqC+JlRSx7cMCuvmK8HHym4DzXJwMPx/Fw1McBbxYeLUxp9Zi3dg5pQoO+rqv2RaVVdlW//yeJv/tWKtRVdC2PLVmetfv23CuYHrfi+JixsBPI+Vh0/6BpQ1/nWpmGkyn25Pv9C7VfWjW3jVWXj7/yJwPYC+xrI18YmbeZ//z8tXquo7fiMZetqC6ELkbeBfzTxZ/tx78NXH/+AeVV85Y4uDKru7/z+p9Z6WWtydDxu67EPgzt0h2x2V1i2+tSM2rxrhtOSKuRr9ebz5gUvZgcRK/UZtP46vLRqtZt3rT580rLvfXYQh8qYEEAAAQQQQAABBBBAAAEEEEAAAQQQ2MCI0L0AAEAASURBVFcBXzvdm//6O7ZeEd5I/P3kQOF71U70riqkXrET/Yu2vN5qQ1pPvq1F4ZZuq1hb664rEPJwWh++NavkdxaoFHTcMFBFqI7uLeF9Hx6EB6p6T1SFX662qk19aJ0dZbWNT6y9taF8yyvmlVkVUyuGCsw0AeBltvwYvt6lTthDeJ8MkCqg72jROvU61+N9Ot9+L3Qzfb5iXe1Vq1VVrarDuFM+CUHf8/N8uSO/zCi5LQIIPFdAgZeH7FZZyUP2PDhXsOxrmz8Kkjd2oAA5mRlRMH3dsumRZkisNuuF4U9UAT+sgNxD78fXLK+U949nbZkqxJOJO2ZLk8pQvEu1Lib6WjbZozXWZ7V2evVxIO87iTShRwF/HvKry3Xgy+o+zFwyVZAnM/csufm5ZRpfqFbvaanNGgrNi6q4Lxy/qLD74TkpVK/f/L2lf/mFZbc+t8TXr/fda6yxwvo8cFdAHnS2WFpZs/qNP1h2+/cWekt6ta9PFcjXhi5Y4f0fW/Hy91XN36WW+f35h48j8Op8b3G/JQ/KEk0Y0HklmjRQKmr5abU4STWJIPNJBD4pIPZr+JZN68D7WvKPVbd8f+Ov/jjq8Qnq6/na9JlP9CqqVb5/POvOedjpV9/8Qtz8c2N//HmoBPY1kE/ml23tnz/XLxBa80bV8alXCGuG4YHe8kp5rU2h8WaZZhR2tlnp5DEC+Tf8oGVqq9JY1FIH01MWzy9ZuuoXYP1ym/ePesOD2Y3D+YuGnvpRtW7h1LzWQZnQC8aK1j7RbDZ1YmBDAAEEEEAAAQQQQAABBBBAAAEEEEDgsAt4rhEo4O5UwN6h1vRF9R/2kLqqanT/81jPel4Z39tZsVCV8ccUVl84Nm8Xtab8ulrIe4ju7eI9lG8oQF+tlPI29MnDavJn5Skb7h76e8V6okD8tNZt/+zchJ1U8O+R+/R8r9rj91lZa8lf0PFO9S/ZkALyD07N6utH7L7ayTe0dnxJa8vvZPO3ob3Svl3Be0drzVoV8Ps51nSuSRJZtyYfXFFr/n5NOIjUFaCvu2wXBtUZQC3s59dUPKb7F3Wfgoz89mu1oiYMlPR58/33V1m/fifj5jYIILCNgKrXE1V127iqv6fumqlte+CV7apC9zXaN28eNjdu/tEaajFvWsvdK9KDwbN5mB4qpA76T+ra8KKr1eM9Bi2tqq7vsXqoSvBsVV2GdQ0raT/6mnl47oH7xqZxZn48/7uC+UBB9eYtW56zxtf/YvU//n8WjV21Vg+7detGn5bf9YBDEwwKOidvN58okPfzCCdum648VlF7er8u6QpmjbHr1rgzbC2qkve29JkC9PoX/92Cr39hHZUlC9LUNH3Bave+1nhii7z6/uSl5trtHop72/2yAv61JcvadC4K5lXi3nTR2u7R0eOWahJDsqZizljLBfv5aowFfT14jWWCs4aC/Yo6NqviPqitqWOKJhN0q21+p1r151X32zwumjjgkwS8ENlNTRX4bIdTYF8D+UJbq3WfPG5VVQWvq1W3edturQeRr7dzUB8P/SbkrTwyrXdfm5iyulqmx0trVhwY1A/7QR30uzeuTNXwjekZq45OaDLHmmbCaqaW/0aeKbx+Gx8Hr5DXFmtiQVqfs9rolFrXj1twpNeKR/r0QkMo/+49izkjBBBAAAEEEEAAAQQQQAABBBBAAIGXEYizUIF2ZkcUuHvQfvroSr5mvLd0rytoPtpRtUsKw7ta676ovHW3V+zb58f1lnNiZQXZRQXy3rq90ijag7luuzYxYLXVDoXUQf71nYzF34KMtB+vTr+sY5UU7t9VS/pf3xi2L+8dzwP5T89N2l9dHrXTCuuHBxa0nv2ijS90K0zf+Xt83o4/0rl2K2z3cx0eXNQkBFWV6uv1RqSQvmHnji3Y0c5yHnK1qn39R2cn/Z1rWyy3KBoL8gkLPvFgcqHLbkwdtbFGTz6GSAZv41uoO3l8uA0Cb1RA14Od/DB5yO0htH31c2uZuKYA+6RygKq19ikg3hzIeyC+qsD3/tcW3PmTBQq1I/1UR4qnk3tfWkNrv7eoet0Km0N0/dRrX0qedXHSuut5hfrja010REH0Ja29vjytKFwdqr0tfUefhec/U0Gg2r23qM29b9qHTxpI5lVJr8A77FCL/KMn88B8I5iP5yesfvXXZhM3LC0vW1kt7NWzw4recv72HyxR4F3sP6VxqGJcmY1PLjAF4t6S3gNpnwgU6Bytrq9rzXuf5JQpfE+133DyVt7ivqLxecivJF6nqclVXpGvSQyhxhqERY1vzJLRq5Zpbfo86Nb5RarMj4bO5cF8oIr94oVvmS3oXEa/snRt0UKF5oUL37biuc+aXQmaZ9z8r8aWB/waV+Ct/nWMJyYpbLqtt75Ppm+oM8CShR6yq0I+qyuf0utN2HNc+eaWsN3b5WuCga2rqFQZUNAm044nlxTYtHs+fccF9jWQz9pbLD47ZIl+wDKtm+2/TGQFffg6FAd1814/+sUv06yWeElrmM/OWTy3YNmJIf0geVsKfpXZ84dOkyKSlXWrjumCqo+WesN8zlaq34bfWn1/3uip1SjrRWhF1f73Fchfv2OF/j4rdLbrRZklEfb8ecUBEEAAAQQQQAABBBBAAAEEEEAAAQQOvoDeQyvoPdo+hfKXtU78pePz1qkAPtZ7yy1qHd+p0LqzpMIvrR/va7Z/fGbChofUkVLfD1ShXlZV/J3pI7ZWKeYt5z1g3+l7innzVL2J5+3o+9SWvkuV63cUdF8dG7RfXj1vNyZ8rfjIxuZ7bEXt8r93adQKGsMxhfdemV9/iUA+H5XG7JuH8he90l8ffV1a9lX/83b03imgSx+mNeM9wrpyctZOHl20aqK3/fUedl0G97XWfUNt9O+qQl8C+XvwXnnPhgACryOgn8K6Kq89PPe13LW+u1eb5+3dt9utEltvmW6Tqo6fvKGQVq3fBy81A+XNt/dwWmugmyrRA7VXDwpqH68q9EKs2y9Nq+W6Ws17uL1xHwXnyYK+Pjuqa56W9W1pt9BDdK/Ab21mCv730oc/1mQcTVQav5lXn3vFfaTQOjx2ThdUXS/Uyr6hVvHJnT9bpvA7UFie+Fr0J99XiK1W+cfP5+fp4Xaiqv2CWu8HhVar6VJSUifpkvKymtaqT+fGmi3dNT5fpz0cUDg/3q/JBxWt5e7ThZTTe5dsjS9UkO5rzmdpQy3rV/M29V4NX1OVfSxTDy87vJBR7eH9uN7yP1HI3vAW+N9oUoDO2dvHZ73HLVHQXvz2z6yorgM+IcED+VCTExqaHJDpvoHWuC9c0ASE0+/pfDetc+9t78vqcqJK+kA+mY4ddGgpgVatSa+xPbHJPVmdsXjiuhWtpuNohJ5t6n5ppE4Dankfbg7k9eKSxZooUVab/BXPP/X/ROfcpn178L/d5i9I8tSDnFt54E/muB3U2/k1f07v2xZ1dVrbR1f8uWW167fVXsInLj66lOzbuJ5/YB+fgt9EH+WaxbMLFk/NWuPkkhVK+iVOH2x7KKAnS1Ku5JMg6gqtk/vTemHSC5Rfv/zifNCfPi+gyfTLcKZ/UDQ0yWPty2tWGhqw1uGzWh/lBXfk2wgggAACCCCAAAIIIIAAAggggAACCLzjAr6eureLH1/qspJC8DYF78cVdp88smztqoaPtEa7B9GqANMbzc3Ao0vBfWekQEdvHC6vdNqEKtW/0X2/UVX77EqHxWrnnldt7sTOQ329/9iideO1Cr2q7Hvt5lS//enuCZtY7FaVfvOY/rX1WknBfHdese8hVL7WvIJzFVLmb2G+6G3MfI17HW9eFfzXVcnfoeC9V8H8abXC71Z7ep8UkHmrfYXt2cPjdrRWra1DoZcOWC632Wj5iO7bb1/fP2bjGku1ruBeLf9fdOydUHAbBA6zgIfD6fy41jz/XD/QuoacuqJwezhf03xbF7UqLyicTk+/r0k7Cn51Ww+5g03hcH4/Bbxha6fC8AGLvRW6wvlAAW1W6FDwrHXdexSSbxS0KkxOFxUQ3/idxVd/ZYGHyp1aB31YwbOv537qYnNsCqhDVY+3aO32fAKBxu4V44HWY89DewXlHnTX1IbevvqFFcsLeTidtHRa4+hXlmkMrTq2tastvHe4Vnt4H3ekIF1N7S1UUO0dPYLWtuZa9DoH37wlftEr8xfVuUNrzQcK5b3Bven8ovOfKCD/pHkfhc6RJjTU23rUWl5hui6y3snEb6oFfvW9Ixbp+IGOU1fngMpv/m9rm76lSQDV/LpenRlRXvTAou4jlip4D48MWdh1xOzSdy3U4+KV+h78B97uX/t/FHB7N4K1BUunblo2c8sir9hX+/u077SFxz9Uxftgfh6P/qPj59X+mrwQBAryfSKDTy7Q45B5xb9X/m/edHt/ngQN7wag8DNWptiqCVWaRBGorf62m49J4zCdWx7al7p0jH2NcbcdJl98NYF9fSSj7k7rVCCfaq3s9W7N3FG77obPKPHfGA7ypt9YvD16UPUZOctWn562lrl5VTNrZguB/J4+cpkunvHSstW0xnpjfFpLBmhWWU0XP80Sy9fg2NOj7/HO/Tfhon5p15yOrKwlEW7eterls9at2XKaMrbHB2f3CCCAAAIIIIAAAo8EVPqUerVD1Vud6g1L/e6f0QnrEQ+fHBQB/ZvUq+ba2/Smnd7Q4Tl6UB4YxoEAAgggsIcC3mrdWxyXtR76PVV8ewv4hsLohfW2vF37sd4VVaT7m7feBll/KnwOVZnut5lY6LVvRofstzfP2pcjx/NQv6KAXO8q5pXyOxm2v2vtNUGhCmomFrusVj9jd7Vu/JjWj080EaAQaa1jfc+D7zwAV7X8kirl9aqdB1YFtbff6eaBvIdcVe1jfKEnb6tfrhZstVq0zy6M2Ymjq+oIoOr4hyb6RDmdfnfVhIW55Q679mDIPr9zyv5w56TWr/eOAB4ANc+V9eN3+ihwOwS2EfB/H6oVezqjivCvfqk12VUhr5uVPOT2tcy327S+eeHERV0n9E/MYxct6B2w6MQl3WlLFbYqp4Ou3ryaO11Xq/WZ+wp1a5b0n7bo4netoCA/b6uuY3hVecMr2q/9ixXULj7T3xO1a/eQPmjvsrB3UGubK7PS9TBQ5Xfk1eJHTioYVr/hTcdNK8tqCX/PbPRrS8duWP1hhbYFOv76stnxc5a89wOLWs9b1HfMisMf5y3ns+VJhfLNa3Lc0WuhqukLg+d0gWzGjh6Al859bA2NK/UwfFWV4pLKVHkfXvmBFc5+lI/Lq8wDX9tdIX2o1u62qPb1Xq2utdYTD9jPfJi3ozefyDA1YtnYTWusz6qavZQH8lZZU4CvHiHTd9VFYCY/bw+zQ01AMP94xuZt/pNpFQpPXbdwaVSTEHQ9XVU4o/Fm7X2WtXY9GeBrckBQUjdjnWvWWFeI4xOw1LK+qM7ZOr+nqt594oTC9Pz7JZ/MoOzT7x/Ix18K/EmzZctb52tteu8K4JMITF0I8v3yb70tUm/nX/c1kA9bW63l1AkrnRi0luMDCla95cOKrgeaseJP1m2ekPvOnI9JF42Gz56pWrywolYcWitocUGt08+oLcW+j/CdG4BP0NgI2309kfqDMVv76rrVxqYtVpeCwHtF6QXtXdjyN3r1HAt84sGilkSYnLL6xIwVjmpGV4tmn3HhfRceZs4BAQQQQAABBA64gLfJix9MWn1kwrJ1/4e2ZsL7zHc2BA6SQKLnpf59UHr/kpUunFGVxb7+8/4gyTAWBBBAAIF3XMDD5FBB9aJC+FlVvN+bPmp3J49YVUH1X70/agN9qwowvArc32Tz1EP5jirqf3ftnP23Ly/bb26dztd5L6iavk3rruud3h2L5Q06tVuv0r83c8RuKuiPVaHuVefeLn9jXx1qZd9Q2/g5jW+1oopPTQrwN7u96tMDuZ1uHsr7+a5XS3ZtbdDuqtX+XZ1vudZqP74yYme0hn2oQeVVp75TrW1fWWuzL++ctv/658v2qxvDtrimQjjto7XY0K+0+v2BDQEEXl/Aq6K1vns2/0ChsIJabyWvyudnbYGv7a4W7WHvMUvf/6F+rnUfr3ze5v1+D7Jb3v+RRV19WrJXa7U3VFF99JQVrnw3D9U3KuTT8qrVbv3RClprvm1pUtcWXV/U6j5e1HXh1HsWnVfbdgXzGxXW3lo9b7OvyQRhVf++VXjvx9o4j0iBearb1BQE+ySDgs6nQ2F9oAp3X1s+0hruBbW6Tz/9W0t0Hcy0jrtXf6dacz3T94pqix+dvtI8L0EEBeUZOufip//WkhPntZ+pfEJVJoPC0HlVsWuygK5evnn7+tInf2uxxuRt881DaVXMRyeuqNr/J/lEhHRBbd+9Vb7G5UuQ1HUd9utpu6r1SwrnG1V1QlHbfjE09+rV5h6y54+LvqiA38e0EZxnqtqPp7Vs8MKIquOXdT9dy2sK4xXUpwMX1JFAkxe030AdEJqD1Pe7NJFi6JK6Ecxo35rAr1wq6D6uCn49tltb3OuxDYvtlnb0a4K/upMEuq3WkDcfQ/O0m/vd/F+vqk+UeTVUIOAvOP5ehLZn3XzzXfn84Avs67/Y/Q2DQl+PWnWo5YRC+XRZPyxlveHlPyAF/83k4D7NPJCP66rMXl6z+qzWIJpftLhayzunH/yH/e0a4eYQOpNx9d5YvsRB6M8XPU107X13tvxc9Ku71j5JVBnfmFu02ugDKw4eteJxtUihA8O781hzJggggAACCCBwcAVUGV/98ze2+l9+YfG4Qvk4UQVys3LhwHfzOriqjGwXBfwNvFT/NgrVYavnf/uftVai1iIkkN9FYXaFAAIIIHDgBRQwtyjk1h82p5bud2eP2gNVka81ijagdvLeGlg9nhWW6M9iYmuqWPcge0RV9cvlVmvTbVrU8v1l31bcqCxPlEbFCm9iVeF7tXwhnwCgYz3cPCIvPgy/Y7XPT3W7YkFtnfX9V5nm6evQ+7yB1UqLjcz15efx/pkpO6NJAPnmLfp903vqdY1rVK3078wc1YSADjUWlZXO17MdNgQQ2AUB/SyFCrLD4xct/eRnmuiiamxVjedh6/N27+G7QvjwRS3IvVhV1e0FHSM6cVkZiK4cqqwOO9VF17+3sSkcyXMEhc4NhfbeFCT12/qHwujA10ff2LwaXFXwqa/zruA9UJAcDpxWlfr7+T4zVWLnV0QVRHrpo1/NfIJRrF2FCqQjH7Mq5wNVnBff+74q8DstVTv4dHXBIoXM4fELVhj+KG+F7y38H20eSnvrfa3Lnilczzdfp33Lv128gr/o91dL/nT4E3UgWM9b9/ta9+GR480QWx6mVvSZ2vKbwvRIGYqmNei8A2t4K3oF/WFnn4j8YqcOI77u/MK4pVoj3v8eKBiPtHa9t+pvOnpHEV1b9e99Aeo2kfx05l4AqsnPXhzqe9q8BZ06Fw/UlxWy51XsOpcudUboVMHxdkWjeaW+Kuq9Qt4f/3xN+E2P4ead++e+jxZNovDwPp884JM2tt6Iv7+tAvscyOtC1dNpxf4jWl/jqFXuqv2G/pdP/Djgovla397Kcr1mtXGvYtbsHgWobHsooIthsqiOBA90EVXVuGktef3GqwuSvzy8K1vz6pp3hdEbbD7Ro3r/gZX0BlvU36dJXP5yyIYAAggggAACCCCwlwI+i74xpt/x//y1xbf1hkVDb2S0bLQEf5d+99xLRfa9twJqd1jVGozqotX5s5/kb7jt7fHYOwIIIIAAAgdLwOOMKFJdqt5Kq9ZTKymw7m6vqeJdFaAKy8vrHVbTGu4tqlRv70zUFdq/X7VWrTnv1eJFhfEF3d/b37/Klq+XrDt66O6B93abh/c+Lr+tH8dznlc5mt/HA/+oqFb4arHv4XxXW9W8Ct+Xr6moAr+qCvqizqeja13LGjesU2vNu0Wkink/V/941XPd7tz4GgKHW0A/lQqAvWI8+/Rnyp+Vc6kFvVeb79bmgbmpNbq3R3/WFqiavHBMldyD96xRViW7AvigzSu21ape7emDDlVjKxDOVG2dKoxvfPlztaX/xiKvAleukg4OW0PBd+Dr2Q+esVjt5rNZrcXuwbtyOl1ALVEAH+o8vf39RuAcdh1VS/1vW6qq/VQt5n1yQh50+/E8dN68eZW6jpFWdBwPvzUeH2fm1fmb2ub7/bzdf6HtkpnvV0W7bhC0qB38w82r/X0SRKS14YMRLTeiyQB5Tqc16dOTV6x4+n2LVGnvV9pkedbS8auWTVyzwAN5Vahnbeo4cPyy5kRo7XoP7r2Nf59a5av9feprtmvLvNpf7epDrWnv3887reTfaf4nUMV8WBzQfC9N2NckB6+gtxY97tuF8Rv38/N43vc3bud/emDf0pnvP1+aIL/fFtPNt+fzt0pgXwN5/yGL1La+cLTP2k4OWW2gz+KxWQWtms3T/JE/sJi+7o//vlbQFKFoVmuaj47rh1wtSjSbJihsmgF0YM/g7RpYpskPyfKqVUcn8vXjy2OqVFor+2+9Prnpndsy9VrJat62ftkq98esZfKstVzUC2NH+zt3rpwQAggggAACCCBw0AT8d08t0qk3CvQGpv7NkujvsbcJ1P/YEDgYAnouZlqjVpV/ep/9nfw30cFwZhQIIIAAAgdZwNvGe+V5T3vdLhxbsE9OT1qfQveZxR678WDQVtTS/ogC6ounZq2nrW7fPT9utyeO2o0JVTbq1z1vT/yqL6KeOWl63I54fALA6xYU5eeqN6NLqnQ/fXTZvnVu3E72LdvSarvdfHBMa8Z3KaCv61ynra973T4ZnrQb4wN2fXzQqnEhb7HvEwT4bXZHDxk3QmBHAr5Oe/HMe83beuW6Xxj2YvNLzTa79qrzlg9+ZA2tMZ96tXh1VZXoCppPf2CFi9/ROvXH8jGlahXfuP5ra/zm/7Jo8pa1aLK5V9Y37n9tNa253vrT/1XV6R9a8tFPVSmuLlyL4/q3sNaZb1dl95AC8Cs/VIan9u1ese2bLqB5hwAF+V693+xwrAFuOX9v4Z+qhX5y/6qlOm6gUN7U1j1vWe/h+dCFZuC+5X6mED4wVbxrKblM67nnFfe6X1DQxCOv6E/+oyW9qqSfuKOJyTrv/jNqz/9Zfs55JX5D3QAeXLXkm58ru7ttUVzN12OPtd57sqb8sU0TCIofagJFp0Va9z5JGxZrgkIxU5W8KtmTnpOqyj+r8/dKdX+deHLzhyLQ+vKm+zfPeZsH58m77PhvgcYRhAr5N6y3e+B3vDdueNAE9jeQdw3NHoo6O61l6JiVBvqt2jGqH8yaftgO+LsKUTOQ11RLy2YWdfGasnhm3pKVVSv0+LochPK7+mTXrKmG1lOv3rln9WmtZVKtamaXZlT5xXr3rne7OuTX2Zm3Q/Hf6ZO1qtVmFqy+uKAWK5qA0KcZcVtfoF7nQNwXAQQQQAABBBBA4NkC+b+0/fdNTZZUK1L/HxsCB0NAz0s1bmg+K3leHozHhFEggAACCLxpAQ+pfRvoXrPT/Ut2tKtsU4taK/72GfvtjTM2s9xpQ72r9qOl+/adC+P6fMXODCxZb3vF1motCmFULKbf8V5le9NvR3qVfaKP3o6qnTm6ZMcUuq9XW+3ze8ftn785b2NqUd+lyQjfv9xt37swZkc7y3b2oYk7+MSF/Fzf9MBfBZf7IPC2COTZxBvIgbzKXCFz3kJdQW3g7dm1ebV2pJbu9snfqFr9pHI1VcmrfXxB7ePDAVXIP8yokrlxa9z+s0XLUwrcK7burdj/f/be68uOI0v322mOKe+rULAFD5AAfZPs7uluTo/pubM0S7pLD3rQi571L+kP0MMsLS3pzsxV++lusukJEobwpgCU9/bYzNTvi1MFFoAC4YkCEAGcOlXnZEZGfJEZGbm/vb9NFHxWnbT6hS+sfuAdyx/6ETncf4G8PJLw41eI/kaNC6n5ArL0IcS5ES0uIl7R7tkKJLkkfhX5TSS5CPTNSjo/ZeVv/mjBuY8smrxC9hDS9DKPVQrtlhx53/Jv/BKC/VWnNnDb/uS4T2ZHTY4EAXnhXa57nAsiJPZD5Opz+98gIh/HKsh+kf5GxL5k7aVS4ApYpWMXHClvRL6LaZQsfZyLLVqasGT0PLL12yzq2eWcFsLgdZwEtoENxD2pASJk6SVDvxkZ3zgAPx1H8zQn1KdZ961e+F9+YASePSHPiRu3tlhhcJsVBvogs1saxONKtZGrYcuSj+S+gJSvI1mfLpUs7u1AWnyMCQTvGfJLhs2bT0I/8Pi+MIfLkAmt3hyDkL9mdfKqK4L8RSamXVQWc67SQAVI81en5qyOAoNyyYcF5FC27HXxwpxyviMeAY+AR8Aj4BHwCLzMCLAOw07gcvDJ+TNl3a+8dD5C/mU+KbZY33WOwkE4DoHfffEIeAQ8Ah4Bj8DLiIBEjSQX39O6Yi2Fio3Nt9mVyW773akD9s3woM0QPd4LSb9Mzvh6LbKDO6Ysj7Gts7VE1HgOQaSQjMHPR1l3G+iEdJdDwcxyk12e6LFfnzxgn1/a6ZwPWoo1W6Sv5VLe3j1400nbd9P/uZWilao5+qpFw3pNz0e/fSs9Ai8cApDhKcQvk5Iz8YsAVl75Te39IsDZLpsbg6AegzCGM0PCPuqDg2omnzz7SdI93nEQ2Xrk8yuKBM876feNuGWQ2hny7nJhSsgVT7KLRt57otvT5QX4rXk3M4S9Oyzf1mn17RDwHEuS95J0d+2jHek8ZPYUaaeRtc8gzSXbH0CERwN7SbeLVLzk1teLZPInSf926k9mFz62cGWO52pUTSDG04xc7ZLKRw4/Qlo/XHMw0K7p6rwlNy9YeuUbyyauWKR6cAZIIM9zh39k0faDFpJHXi88jRoR+i6t8YZIdoh/1aOXFLqTAEUAHvBzyudO5H99Bal7tZ8SRHB5XTvN2lET4Dv1IZLzwW2FeRMFvUyqAWCWsU2AtP0DBeVKjsWhy/zrOZ3bUH0Z/9hwhTy77kcd7VYc2oW3DRcvktyJpobn4eTUdYh3UlKBNZ1ZsNVzl/A+6rFcL6SpJ+Sf6AmVQkpXJiatPMbNB+l6Izo+02T2PJwnj4CEU8zixhhWuDGPS4FhzOozs5Zs38ZNVTlHnpfHhUfovN/FI+AR8Ah4BDwCHgGPwBZDQI/QnvPcYoPim+MR8Ah4BDwCHgGPgEcABCJyq7cWaja73GL/7cujdurmgF0Y7ScYUoRTavOQ0X85v8cml1rs3QM3XGR8G9Lu0+Rhr9UbovPPyzpPzgfN+YotVwv229MH7Mp4t315eYdVcC6QHL1I9y+v7LDx+VYbW2i3kLw2LWyvPParGXmRwet56as/uT0CLxwCugCJKk8Xp6w+cgmCfMZJsCv6PILUVv70O7mODFI8mRpGev0jSy59ZaZocfK5J4ffs9ze1yGzIct1VSsve6HZvTbDTcR62DNoych5ouwTK4hQhoUzJOATIs+DdlR5RWqrkA89hmCXEpfLYb4m2Z4uz1j19F+sTltS1VNBzVfR5NuGLD7+CwuOf0CUOlHmIuUhrROi19ORixaPnbP64qyt6HMneIxzEE1Ob/B558eWHvsbCHHIcBXtN3rRKn/+V4uufGU5otmjMLAqXFC92GkpTgn5t//R8offdW1Xm2FQGvtu/AkeWZEc8EjuRwFC9VK8g0eSTH89ACs+D5DAd8VRTPyQRDx43FmEQ4ZagJUWyTU/g1JB1dI8kvqt/aQHwCmCY91d2EfcFZL7AXL5GnqHpY7ptvcz8d2YvRyfPHtCXic8OStyOwaIkh+wuK3NKppAhL9Uuzc7n7fQ2OhClidMVqpZ5eJVWx3stZZjRyDl8dDx5ckggNeUSPja7KxVZuetvorMiCLkG26wT+YYW6wW5QpRqS8to6pSIaVDj9XGpyzZs8g1ws3ZE/JbbMR8czwCHgGPgEfAI+AReDkRIHee1qS+eASeJAJrp5RUGiST6N7vVb+35dwLGf+5R8Aj4BHwCLwECIhkkWl2ZrnZViGj58gZP4E8e7kaW4FI+ChKyYoa8l1sF8d7rFTjc3Kwr1aJIOXfo8rVPwtonaWQ/i4hU39xvNeWy3mbWmzGwSBP1H9iuQgCCFn6aj2ykdkO+/DsHmtvqliNzyTXrL5CRz2LpvtjegQ8AkJAZPwsudwvfWnVb35v8dIUSsttVt1x2OKjP7X8/jeRhb+dEM6IKq9CgNtJtoeotnrVakSdV+cmHaEcdUNkbyCEU0XCK087svTBmpy8iP6ol+jyQ++iwnvTRXpLrl7kW9beb7mDPyLC/tDtAYCKvN8waunKotWHz1p29i9Eu39qBsGeiWyGxI5WZyCyI6tB5Ocg5l3kuroryftVJPTJAS9Z+YxIdEIsIchFoWdEry+S/hmCu4pagAoEdrpMvTfOm138zJKJawSlV+HciaZXdP7ykiWnP8R5gIBY8s/r/Z4FwjyHo0N9jv7O3bAgKQFTzlJys2edO4joJ8peCgNql46pNvDcpYj9gH5Iiv8WAIrCRz4/m7lqUWUegp0oefpi5JjPbB8qAl2Mwe1OAVI/dg4LpXmIfF5SIkCZIGhBBp+89BobX15OBJ49Ib92ZSvqN9dPToo9u6w2CvG6hOxFtYKXDU2Uy8xWLWoa7QsVKT8xY5Xro8iHLJjtYYGjFaEvj4WA8qJkpbLV5xe42eBVNTVjUVW5Rh6r2udm57oi5MtVcqzMWPnKdcvv2Ga5vl6L8n7Sfm4G0TfUI+AR8Ah4BDwCHoEXFoEApjQUW/qSrE1f2IHcah0jCkQnlczmPA1ttdb59ngEPAIeAY+AR+CJI+D8G7n93U5p3P8wIYS7iqTq68jPlyDeQ4jnlmKlsUaDwA5DyGoI6xpEtUj5Jgh5ydZjciRqsrH//Y/07LcIifZXkdOBpPhXIeIVFd/aBGG13jwwjImGT3BCGJ7ptCL9LuQhssAmp/21xHiIolWIXtrtIXd9iKP4TT0CLwACioYm+trxWVwsAYSwCN6N/JCk5+ujl60GqZye+LXZ6pxZU4fVbl60jEjzWLna7yDk02WUc8nxHl89aXFl2QFVW5ghcHHKon1vWIHockfIS0Z9ZYHI+4vwJ9chwdkWKfsAIj7adcTlhY8PvmPJ/KQlEPQB0d4pEr3Btn2We/0DCO7DtPXeVGGyQFQ/bQiHz1iEfH4W4ThANLmi7COcBpJrp61W7LJ46DXyuTcCVQNI/SxfcHLzqhuxetd+l3JLv0mmXm1ZI6cz5ZdXTnjaH82P4lxUsWquyUnNx3AhEX2sj120uuTscTyINhLyfCdC301YPEsFtC3acdQ5JmTXIcIhxUM+q+MAEe46ZuG2Ay5iPp25bjZ9DdIcRWYi+NPWHnLKQ9grn/z6WCgfPaS+jZ7hEJDx9CMkyl7K2WmOcSsSPBmuRdu7HvKDc8EUTU8/Akh85/yQb6V5POEpql/OAJtxh+rDZp+v1+vfn3sE7n2VPYOuRQO91vz6K+QIX7DqFbxOREbmtKTYwmHychbgIk+qyIeMT1o4OmbVsQlrOjCEZIW8aW4tiZ4Boi/AIcnNkSwvWx0ivjY25VIDBBXl8qBv3xsq8gL0nS6keiJRzpPZZVs9fdHlkG8+csCslXPLF4+AR8Aj4BHwCHgEPAIegWeLAJEAWZGHb+X8WzMwPNsG+aM//wjwoCMjnoxKNV48+wTKV4jB3RePgEfAI+AR8Ai8iAiIohExJCJlnXR+0H6KJNYdskp++BQ7YUyUuOpw1ti1e6e20SsnFggCvs52WZ3oT5H1+uI5KetNlcx+Al4xzgghfVj/3HWDP/R3BA551qYyK0otwEXH37bhg3VaEffC1SkJ+LXIg4Hmt3opEUhXiQKfGbV0GuKWqPFw+wFI8F6I+Q25yNcI+WD0gjUjY66Zqg5xnpWIfJ+4yjuksCTQNxCyGc8BRvS2uKeqfoewTWpEdYfIxScV/kzdNZ8RbV5H0r7+xX+39Pppi4lOT+KCZdsPWf69/8GC/W+Td363FX7yXy05+LalEOwxTgNh93aL+3dBELffe9w4phwDEvLGB+VlNydUmbihoyHJmYN4ZQtEmfN9ioy9Y/JwRojofzowZNXuXRDa0y4XvJuzmFNCycNvI+/8nleJdCfCnOJysxOgm0KAq99Uq095rTkq87fk4o2c8gFk+HrJiFjPiMTPJOev9uDcYMpND6keHPqJZeSeN6LgU+awuK2fnPfkrMcRoHbznGXXT1g8c5nnLepFTr4WIfs/gFrA/nct7NzeGAvaE5UV6T/v6KhU44sdQA4V2TIOBL1D38nfrzVKuebThTGzhREcI0gpQjByGMAfsr0Rpa/24Ymw3oVGX/X8l8KHqs+KuNf3G86FWxv7X55rBLYOIc/JlevqtJajB12+7OVPv7bc6qolXLzu2tuyMHOB8D/VBUMkt6Ljq0TJV0cmLb97O6Q83lC+PDICWa2OlMqslW+OWW2CiX1uFU8zJtyXZDLi/uQm4BCZ/vDmhJUuXrM68v0xUfK+eAQ8Ah4Bj4BHwCPgEfAIPEMEyGMXDfZbyz/9wmLSVWVyGvXFI/CYCATu+ZcnYJzTazdGrPzNWUvHJeWIcep5Yg0eEwe/u0fAI+AR8Ai8HAiIjJfpS5Lrsv+mEMAqjZ/u1/v+0LaqR0SPJOobJM7du4moz7OxIuMdq/IwB7m7umf6iesr/ZF5dLP+Spo+R6S8vkuccfHhmyuYROzHHCdNGmL3zzFkDw+A38Mj8IAIKFd4Mj1i9dN/tmjkjMsFn1Qgh/e9aVEPpO560QUEMavIcBdBz/Xp3IdCEbYFFzm9vun6e1BsIUf7PiffXpsbcUR0RlR92LMbwpjc72ukrsjyKsfPkJPPJq9ZjQA/EbuSjK+2kh++tdvynT9Cuh4yuqPPEsj/UHnQqV/NUvS+JsdAaXKds/l6CxrvIZ+HMRHkPKukmlj4r/lH+yq1cEY7AkWUb5Rub6Lugf0WHoUUV8S4Ivcl96789a1dljvwtsVH3oc/o32UjLoD5NytpduSQhsEO3yI+sGBXFS93jtwcujsc+S526e8SiAnzgw4NBgpAFKk+CUhH+IEYIPI0rf3WQb57ch6+udyvitPPLikE6gJXP8GJ4M5nI5wPlLEv/Lc049UZD44Owl7PZ/ppb7h5eSe18Ao1bZ87oBwPfjuh3MuANOAKH+kWBov3d8y/hYW4HdbUQoBsLEaDhpuHGhjnoBMtdWXFwqBrUPIA2vc3mbF/Xus6eAei7d14XVStiqGrTr5KDY7sbfUSLhJiEj5lZKVh0esiPEk7uPi94T8Yw1TWqlYZRQiGrn22uQscxL5PDRh5Z2v62PV/TzsHEhhgVeCc0rp6k3Lb+92agHpHm6euoH74hHwCHgEPAIeAY+AR8Aj8IMjoCiAlMiE3M5B6/nf/zfLDe3k2ZqHa188Ao+JgAxOMurpfFr5y+fINqIWNoukJH8rAkbGIF88Ah4Bj4BHwCPwIiAg857InByS8l1tBOAQLTq92IIMMBHZDxmNLZl6FfFE31dUrfNv4xcd+3ksDRLsAftLJ4Xlw/a1wbcF1tJctrZi1eaWm8hVn4NXug/AzyOgvs0egSeAQJ0c47Vzf7X4xglyqPdYpanTgv6h2wl5yNV4xwHI++NWW0QJmKjtEEn2tGeHBcrh3kSUui7wDSVqh0g//J5VJTF/NUeEeMXVGe99m2dRZObXyPP6JNzJ+c8sT70ZOdehsq3A9RqVFqxE5Hy4+5VGjnqiu0X+x7y7Yyn6fpE0wStE51PC5lYLIfBF1Duy2X0KEY6UezS4z+qXvzKbnWDe5pmF55KQyULTb9pJ5Dnfi8D+rjCX45BQeOPvrVpotvTaN05WP1Au9b6dFr/6N+Svf9tMx1KhL1FHv6U4IGRgF/C8HVWRpnekN98jNx8QUR8rql5YKYX03KjVz39kGXUbUf+4RlgA/ilkPAy32a7XLJTTAdi7+8Oaw0BWBk8cHNKFCatDwNck14/jUVFq3TWChJGaz/ob/clyRUubuixt7rOY7+QD4fLBcxxrw0FAxPwdxTkdcNwMmXpLIdpxtgZ0IuOJ3qe+O8dZkfFWx4mjtuiI+dRw0EDKX+325cVC4O6z5Vn2D6mHuKuDPNkDlt+7w9JVjFqjyDjoPb/FJRrwjsnqXPIQ8pWxcUjkMSse2uuiZZ4lpM/7sdOSHByuW/niNaLjl3Agwj/zZYoMWetrnRuQpGlsfMoql4aRkumzAgbgoOAn5ef9HPft9wh4BDwCHgGPgEdg6yMgs4jMjw3zCL85WyTGTRwko95ODBc8VOvli0fgCSGQ1VFg6MDQlOORHcNcIy7tCVXuq/EIeAQ8Ah4Bj8AzRiAjaluR28rt3tVasjeHSAFKjvePziNvXCP3L58/TLmdwvr+PR9m2++v6dl8+7Dtf9jt1SuNT0h0/N7eeTuwbca+vLLdVqY6FRz6Uplln80I+6M+bwjoGguVr52o76TQQV5x8qK3tDvie2NfAkjwGGJcDrg1kdKzYzxHtlhx96umfPABddxZAkjo+OBbSKy3WH3PMeTrSxZ0DVq86yhR8oMNYlfKzZJtJ1pcke7rOc4lKp8l/F1C3h7indDrDdUzB89NWTJyDqL8pKUz4xDsXPcQ6/HQMYv3veYizRsR4HDl3RDl+9+yZPQS3HHFwhXyohO9rsj4lKj2EGJdBHtEJP7GEhSK5HI/aAWk+LPD77g2Kre8gVVE+x2xvraDcHGKAPQzfv9fLD37qaVjV3BCQMKeXPTBwB4rvPl3ljvyU2Tgm5wqQXrlC4svfkKqgGsNmXu4lLCKunACqQ7RnpDjPSCXvFMgWJ8MxcwLCjk787ui49f7GYjjU7R644HftSxA+j9Alj7E0SFYgfQH67QAyS+Vgi4UENacIta64d6yiGj7dvLQU09WQtpeEvuQ82EbqgZSBKCvtxVhqbHCicI5YRNZr7Rl9y7rNgm2uLOue+/kv9kCCGwtQl7nD9HAUVe7FQ/uteVJTlbk+dzdXhcJnPxWLVwqTHxEyuA8UJ2bs+rsrMt9jlsn7fZRDI86bunyqlWv4uF19YaFkgHNMVm9TIT8GnDOl5UJOV1csaUzFyxEFjXmOok9If+op5bfzyPgEfAIeAQ8Ah4Bj8BjIgBFipycl6p/TBj97psiIInGDMU4k0OyMwjJaMMzpy8eAY+AR8Aj4BF4DhFYv4OtUxC6u4mQb0Ziflvnkr29b8SWSgU7cW27LZchUdjBcSRsd+e+z2H3t3SThe/6uKihdcZFpSVXt/2Q8T86cN0mFlpsdK7dyrXIjce6gsGd+7od/Q+PwIuCACSpQXArH7gpWhmJ903JTy6ZiCj3/Ks/s4y86RnR4NHu40SVN3Kj34JDEeXK1T503DIIeVucgciHmB/cT751oq03IXYlAR+2dVt44C0I6b1EUBO4CrkdSYb+VoGERuY9Ihe8EfmdrSw4Go1PLcM5IOolrbKI8g3EbUou+OpF1LjO/IU0ud9aNj/JtU1HOnpcnnNd2/EQ0eVqlwpR3dH2gxYd/1si1XE4kER8pURf6Qe56XNHfgKJ/zoEOxHhtxVIdsh01za1b2PRszQOBpqBAshuW4vaj5HVD45/YAltdg4ApWUI+BYLB/dY7uj7FvUNcQMhOn7qmqU3TltuZhiiH1UxRZ5n4CVZfOTrszEk6Tt3cey9dzhH8ByvsWyHHEeaPkxK3G/4jEh3SfIbcvlhOxH/qBe4ojFgO2NcbaXHqRRYjAMG0fwNhwJwu6NI+j9gTFwKgAKYiHDnmKEi6iVFv2EsGseg/xr/gOBLx4HyQ5hsVuRYIacBNwHr2Gx3Z32b7ec/2xIIbDlCXiePIgGakOSuXiMXOzLd2dKKrqVbC7AtgdwdjZA3jRwHsmrN6nOLViPvuXJ9pxhRwmYu3peQRL4Doof7kwk5XS1ZVbnjyZ2eIlfvjJ2SFbl7jnu4up/DrTW/6hSrL61aGQeF4tAOa371kMXdd9zYn8O++SZ7BDwCHgGPgEfAI+AR8Ah4BDwCHgGPgEfAI+AR8Ai8mAgo2loE/HqBInK54mv10JoKVdvbP2ev7pq0maUm6yZaXrL1tQQVVXKXy5wqm5gKdIk3rzageCI/3ZgwNsJ33dSq32soFeTJPy/lgr0Q8q/smrBT17fZuZE+RGzJxaztcaRQubXvmpS9D0lzsPgfLwICGOKzlUVLZkcgq6cgZPsgpA8Q5bxG0t7Wx4Y0e9jyS8sOvgMPRMApZHxGrvjNioj9eNdh8ouTH51Jzm23Tr6KANiMXCXaW20QQdCQSGc7SVbo4oVEFuGdP/pj0lwRJT92me8Uvc6XkNsxkvcxbRfhrM0VRZ8SnV8/9WdLT/yGaHIIaXExVBevzqDSu2oVOC4rtlt+nZDXYSDb86/+1LJtey0dvehIcMPBIEJuPyJq34jid1H4curZrA9rYGREf6dLc+R8nyPavuz6E1BPgDx/KNJbfe0n+px88TF9kky/yPqA7wKcAVQUxZ4szSA7P2kR0ed1nA+qLpc946bDM0WlOCZkpAVw0elrx3Zv+p6+xMjaJ9VllAquQ7rgCM0x6iLaIfHjPuTq16X0hTkOGcptL2cEjUFE/xrjIEQ3K3xPaoAgwqGhuZNdqINxcvuI37qjKArflYr247wp8recNjYr1EWObzpBU4Qz869zaJAzgS9bHoEtScjHbeSS373LKntuWvksHikQ8vUqF5mkHW4tEbYgtpz/ETNXtMikNUb+ialpcnAsMVkwYYQ+3/fDjFhWrlj58rCtnLxglesTVpllctT8Fr/MEwu55HHwKI+NWXl0BFkZpGF2IYvyPTe4h8Hcb+sR8Ah4BDwCHgGPgEfAI+AR8Ah4BDwCHgGPgEfAI+AReJIIyJznSHkR85Ak0A0IwITwCaF1NJXtIKTvzv4ZyxNFuL1r0a5Nddn8StESSN8IUl4lJkmx8sRnIh7Etvjy2AiIigdNNzaKihfHo1Ku5SxPyoBdjMXuvlnrR7Z+aGDaBjoG7cZMJ/Z57QkZRNFIRBob1eSHxWHif7woCHCWTw1b9eSfLL3ytct1rtzkYRdE6aaEKvyPIuI3RMXf65Jw0uwi69cy0Wo7yZS76Pca0fj6QDLpeW2wzoWIAF6LmBahvgTRvEo0vIje1g7I7C7LvfkPLko8uXbKScqLdI7IMx8f+8AiSPRgrd1ZackSSPt4Avl5cqXX4K1SEc5cx0kFDq5y1erkU8/JueDAGzShcVwdX8S5i5CHLFcOd32nXPL1ZXiK6RsQ0JD+iqBHll1y9Y3O8KZCW9PlBUtufGv1SydwCsDZAZl9R7aTaz5Gqj63F2WBrm2N3OnkT3fy7o29b/up+0ggWXhIbwlUCz8pdzgyXnMZx8pE4gvnTYhqEeDRtoPs32zZFNHvFXK305ewtY9UAEM4AwxQBf1bVV53KSRAoyotAWT5puMKFhlOEEBIPSLeObYmRad60HCEuK0Dd/4hst4R8Iy3xlT7reF+56YuKJibaRCBAcfQTN448F1b+g+2IAJbj5AHpBAPkHx/r+UH+y3sJu/GBB4zieT6dJFvQRRdk7jAdDVKUnCBHBXjc2tR8osWdbZxsXpC/mFGLkWisXT5uq2evWT1abyZanh1xQJ4y54AD9O9R98W76d0foFza8a9ksVlbhTkLPFpER4dU7+nR8Aj4BHwCHgEPAIeAY+AR8Aj4BHwCHgEPAIeAY/AU0FA+eALRFzLcJpA8ogErhMBn2Eq3Y5c/b6BGWttqdhqPbZ9/bN2cbzHylWitHOp5dgvFAkvogX5VEXVr/HGT6WtL1OlUh+IorrF5IpXZKxzmoBs1zh1t67aAZHwjE+hULM9fZDyfXN2frTPyoxTc16EvHIva2zgqxKCiBjbhnH8ZULR9/WFRYBrwpHHY5DWV7+xCNl4SbQ/FeJT5PE8gZ0zENor8GCQs1lrD9LsRIm3bVTHpVHViiWT161+/Vuiw0dpJMRs54DFENlR/z6LXoPu699jAXL4IuojZO6jbUR7Sw5+rWTUkfF9BNEs4rcsBymufc0JSRA7BWhbII00hL/I4bsKhHOINL/k/JP5casNn7VschhyfdFCCGtHqHNMOQGEype+ViQrX7t60pKTv7f0/Kf0d4SI/pJrQ9hNPvnZcThoSH8R8XJs+B4vn0xtIE1ARv8y8sdH5F+P4gaJ7XZTO7q3W9C9w0Lqu6uwUUjkeogjWNLCsUTIg3skqfpiG/3mnjU/AU5I+aMYYIp2Z3uDqA+QtL9FlgsfpTaoLNP/JfaDGxRp39ThIv3p3F2Hvv0D4au5U2+8c5z7FjfV8kOOBiLtOeStOu67s9/gWSOwJQl5ef/EXR2W7+tBHqLHqtfH8PhBmkLn54Zz9FmDd9vx3YXA+V+pWbVUs3iKPPIT0y6XvBwLDLUNXx4cgWSlZJXhG1a6dMVqK0xmeSaX75mEH7zm53NLnfYqkXKCoBZRh5Svjk/hrDCDigseV033kDBp7OZ/egQ8Ah4Bj4BHwCPgEfAIeAQ8Ah4Bj4BHwCPgEfAIeAR+EAScCZdQxQjd4GZk6Qc6VqyjGWlijl6HvK0gix7y3fFd447szREJr5zlx3dP2NRCq3UUy46Qb+IztJQh6HM2vdTs5OyrkPmqR2X9vfGX//kgCIg/aphYM4j3svW2L1tTvgaWgVUZl9VKzrZ3L9pre8ZtoG3FYnbY5f4es7H5dvd9c0FEPhGhjPEy24+RX35x9QGIpAdpoN/GI7AVEGByCTvhpoaOoQeB48muIw258oflJ1y+bzqk/Tbbl+tL0vj1KyeIxv9PC2dvuqjqrG/I8m/9gwX7yR1PDnY325E3vQ4ZXz35R6uf/IMFcxN8zAUNoZxN/cyCd/4LJDQENDLzmch2J/NOVPcGMl7Qus+RY08g41Nk3uWUI25Xx8jR3hRuLmkmPQUR4fecZCHA6zfOWe3Mh1b79kPaMmoBxHQCAZ1B1od7XrXCO/9swb43Gu2XJD6Eew2J/OzUHy23MuucCxTeHmZ18sDfgPVIrV4oEK2ft/yR925vtyYu94J9dhHopDWB9LfSgtVncUyYuoxydYVQTpwLiDRPyO8e78RJAVl6qQ3cs4BByLaWyvGBWZBts6RKQOQY+elPWjY73FAuEFFO/vdw8CiOAHsbSgFsnyk3vJwoFkbMFsdpIkR+ocOSLo2DyHtk/O8s7gZJPxRR78hOwMcRYW0Q7tz67r8h4eW04CLj5USlwdvs3Lp7T//JFkBgaxLyeLNEXe2Q8b1WIFK+1I7XiSTLdd1tAdDu3QRJL3HRVbiY5pasdPWm5ffdtKa9e4iSxyvGlwdCQNHwIpqrI6NWGccLCfl6XC5f7omFuVU3wICbVIDDh1QDyuCTH99lUQ/eXJ6Qf6Bzy2/kEfAIeAQ8Ah4Bj4BHwCPgEfAIeAQ8Ah4Bj4BHwCPwlBGQbrDsuJAEOaTnJUV/ZPuUbeM9H0PMEJEpcmU3cuj97UgCQ7I3Q/Ae3zluRUj4qaUWtiO/MnUslgp2iaj5Sm2APPOQSBAQDZn0p9yHF7j61DlLhNZSqNh+VAn2kzagp23V6ZLKWaKtqWKv7JjCMYI80vW89baV7Ef7R62VvxPGTpL2VdQKJhdbUTTotdkVItFWmxxfJjUDXzwCzz8CgcU9Oy04/jPyvb/i8pkHrci1N5jr+3cPslV50tNFiGf4oqClo1GHyGHZ+deK8qOL2E7P/tXib/9ExPkk3xCp3XPV0jZSREBuR/1DqC9DwFZLVr30pdW/hoy/iuT7KqrCVBZD2NeJVs/IsV748f9kEdHm31cCcr2HRK/X+/daMnqVSPkVl4dd80Io2XbywcsRIOrdRVshiu8s9CedGbXqN3+w6hf/YQHy91mZeZx+SW0jLAxbuDgFqS95+2bL7TpqKd/XRy9ZRoR8yvZ1kf5E46ddMmAOAABAAElEQVSQ65oxQnLJ28xNq5/9GJwGLb8fqfw1RwJhlK7Mkw9+wQLyz7sIeuGJekC8+1WcD9h3dJcFy9PUhXJHU5cFvbstGnoDTg4sRHar4BSQKVc89WX8bsj0B5Khl1y/JOLXigj2ZORbCyYvWrA0CW8OH5NDdr622ghGh/CPlEte0elEzydE6IeLN+kD7QOAhEj5FFI/Y8yiPPXfcc5k9CEjoj5UW3CAyJTqWlH5+Wa23XByrDfozndto/ZKHUHfgaEvzw8C351pW6nNnElhsWi5rk7L93Rbvr3dkvw0JxonKd9t5du6FprS9wgqVasPj1j53FVL3nodDaatBPDWbYsj44n8rt4Ysxo50gM8v0IwxVmrUdwss3Xb/9RatjYZp1W8rnBYCKYXrTI6aTUcF9ISDgvfqb88tSb4ij0CHgGPgEfAI+AR8Ah4BDwCHgGPgEfAI+AR8Ah4BDwCD4KAOHkRPAkR8Urs29lSIiJ+wnYQbd2crxohTY5McHl/6xD3RMIP9ixYH9/rG6ghIuKb7eJor92Y7nAy9wmy9Y291g2FD9ISv81dCACfGxvIdakYbO9aIiJ+zHqRqg8V+Q76xLlCDkFvIUVfzCW2f3DW9pBeIGb7Wi1vI0TLnxgOXIqBBHJektcaS188Ai8EAtjig9ZOiyF+bTvntZt6NiGnN+usIqwXIKSvnbHk5gVI4LqF/bss3ve6hb07iBgn8nytiGyujlyw+OY5yy9NWIV9xWrn525All+0ZPcxot4hyCF3Je9eo87s5lmDgrdqDicYrtUcqSPq00TOX/jScq/8zQZCnnavR5aznYuiVr84fixC/sA7yPLPWTQ17Mh9kW6Kio/2vm7RGx84qXu3z3pj194b5Dptu/CZ2XXy1YcQ6+Rqr7O/COWYKPF4fsTqFz6xFIeCWLLypRVI/BGLKrzTlpKcsjbMF4nlkJ0nfcb0qOWmbzZk4DmenBCSCfi18St8J9IbiXtJwuM0EO48agG553NHf27pwH7L5sbYAd6ESPYcSgFOen6djK9DkIvUJ4pdfc4UVAupHrb1Q9oPQIZ/l+9ejg7J5GXLEX0fQHanMU4KIuSpuyYFg/ZBnCT20zpmSQj5dO66hZVZcIVYZ9ugumLZAm3p2EZbqHtjqmEpJkjennZYHSl8QM8iSHu9gyPeFQ7DNai/901t8+X5Q2BrEvLCkYs3am+14o7tVhjoQ778Jh5CfM6FrfljyxYtNmMWM0x2xfkVK18ZJh8GF3sdTyguSF++H4GsWnVS/5WRCeT+mfQgoOVZtKXH/Pu79ES/xYcYTFKuhRVzGI1PWLLC5K2bK9eMLx4Bj4BHwCPgEfAIeAQ8Ah4Bj4BHwCPgEfAIeAQ8Ah6BZ4mAiNwQEl5m3KVy3k7d6LdSLXJR1W/vHbUDg9PW1Ayxog0SzNNsG0DIS55eeeNF+E4ttNhXVwbts4u77OT1bTaCLHodclikr7eAPd7ouih2sB8nPcAXV3ZYOcmhQBDZm0NjNtAzb3nliMdJQuOyXkKi4nO4UVQYz5szHfbxxd326eWddn6k1+ZLIpR88Qi8aAhwVsve/pCUTrIwi4z7X82Qco9uEGkNCZsQsV1dmkWG/h/J675nA1C4HhFBrWDEKjxIHQ4JdolobMheOBG5Jt0iRqgnIPLeyaTze7g2F7pob0V8SwJdhK8K+7oI+mV4qTLcgXKzt7RZ2NoNcQz53NQGef8+Od7bLRs+acHMmOtm2IXU+743LTr4jgXtfY267viZrS7hLHCFyX3aBVPWlHcenDSd66UEGEZAYTIJgQ6RLqcD973apPbDY6hXrqVrc0yIU0EjKJMa+F7/pCygqPraiV9bMHLOImTuI8j+BCK6VuwgYHHYokPvWY5I+Lh/jyP/nRoBhL0hFf8dVcJxFyZRIqCf4xch5gn8BfMs32JZz24L9ryBDP1O9iHqnRK4SHp6gRy9etUYA92ewJ9WC2/1U31QjwO1F1VjblxsxMmi7RQV77rS6KvbVD/gvqy0aGEJ5QScmyxHlH5cY+hWLShD6CtP/YZo/Vv7+V9eGAS2LiEPxFFHmxUPH7Sm66O2cva8paNcLO4y2ML4MyG4yaNSsdIN8kY0xVYdRW5pftHJ8AfrXjlbuAvPsmkJygKVmWkrj41ZHUeGdLnsnBk2zKDPsnnP/tjM9JkUGDTB47RQvnjNkrffaDh84Knli0fAI+AR8Ah4BDwCHgGPgEfAI+AR8Ag8WQRkEDUcoasTU1bnZTUc7puJLurv5kU+SX735ekh4IyyZVQIJ6atTlq7lDRulo9c+rbc4IAL5nh6R/c1ewQ8Ao+KwLp0eaUW2/BMp8v/Po3k/E1+/8mh6/buwevW1oLqIyWAhG+w8+SXL8d2fbrLPjq71/6T17mRPpslf7wIkAKR2j4K20H2yD/WSSrhubBaJEtss00stZIHvs0R7T89Mmyv7Jp0jhF4VTgy0TGSOEOUKkX7+tp2++jckCPkr0x023IpbznIeqUi8MUj4BGAjyU6vnoaMv78RxYTuR5gy0+mR6xWrVm8l7zmGwh55XOPBnZbQhR5bZxIcOTOVVKi83OQzHEXUdZr0u0Beczjvl2W9O0mZzyy8JnmTyhiCPGgs99y2/c7gl2kfEI0ejL8LfLwl8wg5R3xC9ke7XmN4+1tRP+Tgz3q6KO+XeRMRyofEjno3oZU/U7qQRkA5WKR6SKZXTS2SGaKy7G+uujIeMm9i6YWyd74krbzN9MFfVmxYJVocOT0w6ZWjtVrdaLSM/gz+Tg4Qtt5ZXEIqSQTzKptwi5yr0NKp1PXnYS9cs6bovgh4wOizaXhIVI+WJ5xEvYZEfHBoPq+iYSwyHKi8pOx85YwHuHsddbxyOsTjR4gPW8rM64+RadHRNk7Dgrp/6C9n3ZDkkvOn0lTii0Zue2tqceCps4G4a4+kIJAUfbOUaJOf4EhzJE3vrnbQgj/QAT9elFbUoh+JPYVWa9oeiZa9oH4T8SBFdbm2/Ud/PuLiMCWZvDCFvJeDO1wr1x3l1nbNNcLkwB5GxqeSQ0/lC03MFykSRWPwdUy3kXzVka6Pn9jxIqFnMVtDU+bLdfmLdKgrFy26uQUhPw4UeDk2yjLs4jGra8Wt0g7n10zOOeZq0POL5ucs+o1pP2R+E/2LiGvgmfYRgmUZ9dIf2SPgEfAI+AR8Ah4BDwCHgGPgEfgRUFABrYNRjYFsjzUk7jsc9pBz3SbPdfdUf99K79XPU8R72y1ZJUz523p335vy7/+E/lAl8knOmjNv/yJtf3LP1jTq4d5SHsoVJ5ia1/AqiHjq6gmLv+/v7Olf/8DpPyUhZ3t1vSTt6zjf/4na3rnDXKAYiT1xSPgEdhyCGhmlJxymK+ZcpOfudlv05Drq9UcUfIz1tYqYkSGLhHyEB4QSSvlZrs81mv//tURFxmv+MIYwl656H15cghobIoxEbnc2BdWivY50e4T863WXqzaPqTpc83YZCOtAdZwR5J+EQL/4/N77N++OmrjbKtbeJFo+ogx9sUj4BFoICCyNZkbJ+K5ZKmitZnDUjgP5YeXdPvGEpD/PSbHerY4Y3W+i2ZHuO6YC3v3WEiUejQIeQ4RrxIS9Z3b/yaeNMiui9gl17mu4xRSWER7fPQnOCn2UtesVclJn5DjPb12ymIk0lPNr53bLDw+Zvljv7CYelz+dAhyd/wdB2km5LBy1UMYJ5KNLy1z/fNxgT7gIBA0Q9KzDpdkfMjfidrFJCCevhEH3pgHEHmHvoB2VA55vWhk2Nxm0fYDluFkkBE1HyM976YXvpTzlvphEOERWMS7kaKH6K/hUFA/97EVFiegAxNjDzpLGyOpCvCao43Xv7E6sv5xWw9tgj+8o2QJ0ec4SKRj55AEOS9anSrQ+qCvedVThl+5ftKytj6L+vaAPRHrEPvxtkOOJDeO7R49FLUOER/2Mx7guP5MEzAmYd9eOkivyTcvaiYotkPok7+6pZvPafPGAlhuLEi/EiKLEODka7QxKIIAx9Cx7ipuDpZ7Kk4Im25w1x7+gy2MAGfS1i2KJo+7O6ywcxvS9YNWmF22peFRq+PVgkARJ+nWbXvGQqSuiWG1YquXhi3Hw3quv8cT8t83ZJItWV4hb8q41cemLQO71EmBaELabDb6vspe0O/cHSCwOgaJFHziGzgvXLlphd07rVgkf0qLj8x4QUfed8sj4BHwCHgEPAIeAY+AR8Aj8MMjgJEtmZ51kcnJAhEuMrrF9zAW3dk6WendC8NUa7PlBvssbG+7nThFlrM+SWQKx0iJQNfmdzkZ61FQEeo8G2r/uI+Iky6ckZWn8QcqydiErf72Iyv//q9W/+YcdrOypSiW6Xk/14XRjnbldg7y3Cpvcl+eNAL1sSlb/c9PrfIH8P/iJIEay0QfYcAuoUwI/mFzixWOYThF9vN+xcm6KqWgnq0VmbTVDJu6CIgSc8WRlN4Wcr8x9d8/BwhAtsiEKyKkXMtBuOdtpcq9BNLGcryqEUq/MXwG1t48xDuR1oqwXCwVbKWSJ9880ZUiObgcdIn48uQQEBEmcgDq3cqMyWK5aDWIoljODwxaCglfr+ctjzKB8VnEq4QzxcJqwaoJhBaOFMpBz+g8uUb5mjwCWxkB1qNGxHdK5LhbE4uUvoN0DSC5o/7dFog4n5WMPGRqazvE7S5I7bbbewdBG7R1WXzgLchr1rfKg676urdbvPOwy/d+awfIcpHVWb1idaKvw3lIf8jaoLXHIgj2eOgYaxuyy5Nnvnbid2ZXTli4iLoT+dO17gkqOArQ/qqiuiHGowKksSZW6g0Mx0a1E1n92o2zlvCSk4A+U7R8sG2/5Xa/YmHvdheJHu84ZEnPDktGzlNv2WIXGi5mXrN343khHNxHnveD3zkU9MCP4TQQiOgfucCkw7vwZILPyGuvKPf8qz9Dgv4Y1cCtTRHlPzkMF1h2jkPi2jTXSA4eWt4i9YtI/Wx2FB5pAQKcCHm3zS3E3FglSN2HfB/WyUcf5qzOSxL6irRPqxXW9TMWrrB/nbESIb9Gsiua3ZHwCZL7OCGkLZD+PUN8hpMBcvaKsmdByvj1EfVPi1pwCBAOeSLsm4mkLzZvaIiaTvvJEW9Fnocg9y1tKBwwyHze7CLq5RRxW1Gue/opZzWYxsb+XoH7Noietz+2NCHvwOQEy2/rt8LBIVsan2YymMRzpHGh6gLcqkV+PZroMnJ/lK/eQDKk11peOWC2/TsPmq3a9mfRLidrUipbbWbOKsN4as0SHV/PrCYMGeatO9LPAi09n+PBukrOkYkZK317yfKDyNJwnYSekH82A+KP6hHwCHgEPAIeAY+AR8Aj4BF4ARHQc1r18rCt/OUzq56/SsRM3eImomQgMnnidc9qd3ebp2Ee4jKMWikvPRdHQ7us5YP3rXh0PzYnjE5rD3hZuWLVby/Y6idfE50y4qQvI6JwMmeLamwUYpDLSNmVkpsxd3ifFX/ythWPH4a0uT/5enfbHuETyNEa0dmlDz+z+nkievSMWsARuoRR8+S3Vv14yCr7hyweQC4zakQwPcJR/C73QkDn4HXw/9MnVj99wWI5pxNNFohUv3LDKn/9kmiq7diM9mJQ/v5zIuV8S+bmrS5nitYWyxP8odQDjum71/F/wM8zpGwTbCK1m+MW4cQS796BswHXG+ecLx6BFwEBkerFXN22dS7bnt4Fa24qQzTENrPQbJOLbZC+ddvevWBNEPDbOpZtsGvR5Y3PuKcw84oX8uWJI6D5hfs0gWWtxbLtAP/+jiUr4BhRgaCfIgp+fqWJz5atu33ZmosVxmjRverTkdUTBtXPUU98VHyFWxQByONshRS7RI+nioCHqA6Rjw+ISl+XlVfLo84BotA/cNLs6bXTjjSP+ocseuWnELo77uqcZM1F4EsqPiVyHIoeUlf3f64vFXgA51DIJBoQBZ479G4jSnuB6G3aFHYgRd8nmflOIvGXLRm/bOm5TyyAjE+JOq9FRLRzneZwIkjJFx8ib5++9gEOrkitQ0C7AuGbEcFfOYPz45m/QJiTPnoJSXhNvETD2+BBF2meP/4Ldyw5C9T2v40DAW2YuGohZL+carW5IvozORQcfg9Hg7ddZL+OEeJ4UDj+c9bwTZZc+AwiHecDnFwdSU2bwiGi/I//DIy2E7Q5D9FPZD9triuIk/arD+4ZgoPgK8TUI8cu8do49eKksHnhuQRSOxR2kOE1dnQBoPyd8GzhHBVya/WuVRBIzr5dJHtsWfsgEv3Iy7PGDyRBL+eFCmkFViDJlUqgQDS88tV3bmdbZO7BUaS6JPc3LdpHeeLlkFaTMzLvSOFrXJX3/taYr++MTD/SCU4SX84CjY7zpYh7dd6X5w6Be5wZW6sfYTtSZEcPIGMOGX/2CvkxGouwLb8O0yTEhFmdniaP/Jgls/NMDjw0+lzfd59gGGrqi0tEXiDPwsNxMoIMuyT/Jfu3du+5e6eX+BNFXhQibrIlWz17ERmVbmt75ziA9LzEoPiuewQ8Ah4Bj4BHwCPgEfAIeAQ8Ak8SARnhaqPjVvrsa1v9GOJzcRX7IMpcEJ8yHmK62/RwkqBMq1Wr8DycQpwX3jpmeZzs83sxFrp9GhYkkfYVUryt/vVzq315BrIVFTAI0hTCX4Y3bZpT/kqISmJTLP+Ldy3eg8Hr0N5Nj/s0PsxWSlZXOrXVVfpENAzWr5THMSeVqQPiWJ4urThDaaNXT6MVL2+dzhkDfBPsBUkF4ycGVOHvXEKIQgpQKTBSCjQih74HJxlvp3BoJ8J++XcfWuHQPmv/l793qQdcXtTv2fUH+Urtm1uw1U+/seX/9lt3vXT8r/8VI3a/c4D5QdrgD+IReMoIcJpDiqS2p2/Oju2asJjo+JGZdjtxaaedHem3lkLVfnzwhr2ye8IGIX0Pbp+x4akul9ucoG2CRje/5zzlZr8U1ScQ6x3NZXtlx4Tt7MVxCagvj/bYF8jY35ztsCPbp+2tfSM20D1v+wen7ej2KcalHcWDyLwr2ktxivhOgkCWwl+MXrL01H+aXfsGWXnIeOTfc0feh1AVydoojng++mOrt7RZQmS5ZNPjgX0W7yPFDjnS71lY40iW/rsCB1ZB9n5pjmhypO4h6F1u92Zk5pF/t/5dLLi5WEXyigRnks3KEOOQ8mFSddHwcM5u5a3NFIyeZ20eQforOl1rrHVCPltetPowkfWf/7sZZHk+w0lQ0dkQxjkI6BoOCFUIex0/JNo/aO+x3Gu/cM6Q9dMfms3chPdSmgtWaF2DROy/YSLvQ7WTZwZXIJEjVAIiqQTsfdVseoQ13ALR8USSk7veunfewlFrs6CpjeO1I7m/iGMuzwPcB+iG8wFyjwmQ1anqVgS/6tikiISPcZhImrusDqke068IJWZ3T1FtkNwpOeid3D0qYBuLJPqDIuOhm5d0W0TEz16FjJ9uOElETY6wD3s4DwpEvYswdw3cWMvtv+tZQZL/Rt75xsb6QAtbHXuzJwkqTHFaUFoQtY/2Nxq/hil7+fJ8IXD7WbZF2x62Nllh725rOjhqy93Ie8wsIAfPee/O8K3ZaE0KChfImLiSJSatWeQ+ZpDh40Ey6mTSYVLx5TsE5KleGZ+wMp7vtclpq03PMbeAUexx+g6lDb9x45BEo+S9kvFJK125Bmazlt/DjdjnLtwAlP/VI+AR8Ah4BDwCHgGPgEfAI+AReHQEyNvb240c+OEGKTg5a8HsgtUuXrNkBaOU9Gw3GI8UwYipECMTMpo7ULojdVvQ3kpk+16Xwu0umXkMS/F2tnv9KHYo5CNvjFg6jpP2xDRqoIp0oTaOHyF3X9i1zW2nVHB31fPoHbz/noUcz/AYHjuQpyzEliKzGSY88CtaR1EyXe0W8bplbLx/jX6Lh0EAw27YIenXXqsW8y5dgAxCMjrXAnKN9nTw6sKWeR/bAeNVQ4Wh/PFXVv7z50QaYVP6YNliWai3QqEdkuavnThtCYoUCuYwghQaRuCt0EDfBo/A4yHAJedIlKZCzbZ3Lllva8muTPTa2Zu99snZIbvE7818t0g0dg2vm26+39G1YH0dK+Qqb2PK3YyoeLw2+b0bCGhsVDqbS7a3b94SmKqT1wbtozN77Ysr5JVfbLVrEz02t9pk7xy6Zk0oGcipojlftaUS+abZ14+Og9D/eNERgN2uK6r75jnSyJ5BvZZodCLfXV73jX2HJA7aWb8S8R0QLa+Azbijj99Fwm4oio52nkqbkKt8niIfn4xftWT4NE57RKKLfCZ6PLfnVZf33ZDGv604+Xe2EeFLFLqFS6yk191npefM2iduQhqd7yDwN66dEvpVu/S1ZSPnkNonZzuKVcoED8VP+3E+rc6xPzLvV09aHbn73BBtQGJeKaej1m4X7R5Ixr9AvZDr0faDZuRWh/J3DpUpGDiFZPUhJqK8ew9kN2mH2EftiYieDzcoHSkSPd42ZBmR+LaKQwKS8pLnBzC4aSTriY5XRHnaMWC5viEIdfK1O5aebXQstnRR6jxfBF1r7Zm7ASRTKHKhOizHAdqSIvdvO1+1oGcneN1BlWptGaLspaOyXzJ1heegK7SFoFvaEuSQppfTAu3O2kFH47E+GWpcFd2uMVG7OB6VubocL0i9amPC+i9hzZcgnS8ecWMJeU6KiPyPKjhR5KmjwEv9vlPWfuNO/vctj8AdZ9nWbK8k6yRbXyRPdn6IPBXI5JWm8NZbXlqbONbP9K3TfrdOpFmSGInqkKbk26uMThIpP2EFIuRDDBS+fIdAike7Ir2XyMdXm8ThooaSQP4+D9Tf7f4S/uZOLveQnpWI2MDZo3xtBMm9HRjMMEZ4FYYf7pzQDdZ54Pxwh/RH2oDAY+CvhaCkiXzxCHgEPAIeAY+AR8Aj4BG4BwIYoopvHLPC/iEkI2uOKC99fsoW/o//02qnzrrnjkzKcGu7R0S8R0UMfa/st8I//621/Orn7vkkxDin/O+h5O43rL+CpoK1/vhtazp2xNLFRVv9+ltbJXq58tsPrTaChD1y3RlKYMV/+sCafvq25XdjD6AOJzN+jyY/6Y9lWMzv32OFN4+RxxLD6IXLsp4hW48hbWgn0ppHXIq9MP9cmFeeNDxPvT4ZevMK0Hj3TQj1USLl51FNwMaJkTJFqj5+81XLo6hoSoXwPUVRYJVTF6380QlLbmJMR20uw+5w38j676nzSX4ltYjypatW++q0FcdmrFAhAgrDrAzh/onlSSLt63omCHCTSEWgRIm1EQWfj+s2vdBi39wYsM+Ijv/25oAtV4hcJHr+JhHzC+WCvbZ7jHM/gyQusx+EhRyhfHniCNy6fzM2LUXGhgn2ws1+O8PYfHhujw3PdEEWhXZ1sttG5tttarHZDm2bdqkHmkktkCOHvFsE+OF54mPjK9yCCEiZRyc8qXMUBR9INep7mikJ+bAZp02VDetfRxgT8Z7pxT9t4yK8RVavV0hUff3Gtzjq/R75+b9aOnndUqKoQ8hne+vvXCR9oDz1ENe3Cuv2UNHnyu0+sJec6TV4NBSIVSc20Ay+oIZcekIdEc4BAf1whe+S2RFyz58iGh0nA8j6FfJHKQWV2pMi816ArC6kRN2PXnAqAbFyw0OkxygAxDglKM85yd7Bpgjpnyedhdnc/Jwt3hwly1OJFBhIz7PW4VAQZpDX9DWGyM7D+zUVM2uppNbS1GRFMM2zxg6Rcc/tOooS0rxVFydx2EU1W7nUhRdrwKAJbq13l4V7Xof8P4QjQDNOs0supYBVkYKnfocp2KYQ52nPfkt2E40/dt5seaYxHrQ16B3COfg1i9q3Q/Kvg9+ARdL2ddb8ldKqLV/8xsrXTiAzT7Q+XJ8k8PsIum0lmDRVhDs54F00vQCT4wBYZBVUDeSkoIBTKR/kWmg9DgrUWUVJbHllxZaXV2x1dcXKrEvrrFXTNUdR2auFQxOqYc2RsOGZqSO0XBvpB3LO/bnRSP/zuUPg+XhiZLKI28glRE62/J5B5DG4eJCMI0SeGYHXVu4FE1eUMFUsl6yKt3N1YgqvHTx+PCF/28VSX1iy0oWrFiJXn+OhWN5T+IHx05PytwG18Q8mZhkPEibrAPzKwzesgEEiLBYaERobt/W/Pz0E1m/WWtggn6Oi+65boPFT/28rWnRwo3ZrmvV9b9vgwf9YJ5TdcVkkaFFzO8HMB1roqA0c03k+ut/vbNT3H9N5MLJYcB1Tfa5Cd7BbO8pQ5lZ4D1f1rf1v/aJOCEt5EOp3iuvX+gZrmCmdhVQ0bu/v+kYP9n5rXxY7zhCn4+qQ7oCP05FGu4WT8ic5vDZTrtCYuZccA9TmDcdca0PAwmvtS23w4MX1Q+eEsFx7YFivX5+5A7KIdbJItPExz8XbGuaOyfjpnJERUbJSawvK77bT4pv+agz14vzJdG3w+33LWv2S0E15sdcTGLO1o7r2aBx46c0Xj4BHwCPgEfAIvOwIcD90z648v8pIFfWTTxFMVv78sUUjkJpE8BLTwX2T+7me4DBQKUd8HpLU5YyHrA6Vo5t79mbF3fs72ogaamPN0GetA30YCDusfOYCETqj7njFd9+wpr993woHMCwqn/Y96tqs/if1WbStz9r/l3+BGN5llS9OEbFElDyR2fnXX7Xm99907fQqeE8K7bvrifp6rOXvybva1mTlY4csIw98QGrD/GtHrOm9N4hMwyCtdfO9CuvR2o0xK0N2V86cJQqJ1AMyYGv9ea99fsjPOafrktP/8pStfIUxfGUZxQhFpfniEXgxEFh7aoO8zSyGXL861W3TSy12cnjQRpE9ryeRi7rWY+PscrP9+exeuzbZhXT6AhHY2Lgg6jPpC/vy5BHAOKV5sBAntlLJ2ymI+Enyxp8b67O5JRzsmIlyeWS6IeSuTnaSpeWQ3dzVCSEPccSeedIONNQLNMq+eARecAQgxHN7jkGasvold3zYuc3iva/jKAoJvlnRRSG724bi7HQLKOJcP2PBzKiza6ZI34dEm4e9KEs59SnMaUi5185+CiH/O4shpMMqqjmU3Ph5Cy+2Wa2LoDzIbOWd31gk0R4hE59/61eWFFiDj122CKl92c8yyPjcwXcsfvVvWEdJOn/DVSu5+SrOirLjaV3PfOzWITJgU5xlUZM0Evra7tYiRXY8vYhEL1VztrS8ajOz4zYxOmpjIzdscnLc5li3LeJ4W6mQw172XorsgAXa39zSal2dndbT3WXbBvptYGDQevv6rLur01p6Bi33yk9IXcXxrn5j6cwIv4MDRLp1D5Cfnr7seweZ+27y24+TBvkC0vnXLVNEvZwb2vpssWWbTWVtVuIZJS1Lfn4bRyc3PB4DWcTzTbnDmufq1t9csd6m7xQH1NZ5OMiZmWkbHx2xsTOf2Ny1s7ZK/6s8+rTjIPyrN/baYdqelYneJx/8rQIJnyyNW6BofJHychptoY3FLlusxTYzv2jj42PuNTk5ZdMzM7aA80K5zHOVbKiMVYQ9Wfh0sN7tQqWrv6fHtu/YYdt27rKevn5rbW21wgZnVGe7F65uYNbG9Unaem91zv/yuAhsZSr7tr5Jkk4P6fnBfitfHibnA9cVJ9janHDbtlvjD0585XZgkkmU02xxxarI1ldn8XQmojmWEcFfFEyCGG3IA1cdQz0A+bj62ARGHDyqchrgDTeFrTGoW68VLIizGucYuRwryDtWbtwgSh4ZFkkm+vLDIaBLHW8/OZZk3LBdpAVHd5e4fvC9+8GCJmqRDA8SnkTauPN84+LnYVrMtaMrROkeEnIN1jEK6jgbCU2RzGqE8xzEqy5q5biteOw97NxDdIZLuUH+TFfcpckP/dciTTKeLA4iGUhFzD9GUX7QRPk5wTMpMXdqoUZ7dUg3bbIgUX9C4SjZ0MdVg9AcRN7PBI/EDCxTju/I+TsWzA/TpcYiCLKbMc61sZjDi9GN99qc5r5ngZVyL6gxdjq+w1ELWJ0r6ihjJ2N2DonWh3bg0v4sLFMt5BizZAXPUI7XGHctzTh3wFQODTELSOEYIv/5pIzIWtTWZ+dQ7pjnvJkj2o28VMqtShtc3ziuVDwiPF8DjSPRcjkM2jGL2IDz835F9SdcazpPMhRzdI4Itkcyp7onjLVzmfEJW7hGkNUNuV40Jr54BDwCHgGPgEfAIwACG9aOIsRzSIfHSMjr+TzV2ldLNlImhjyc83hiWRNrGCLZc3vIFy8yXmVDHY0P1n5u+DxgjSd5/OIbrxBt08+6lTVCX7flDxCdToS0ouVd2bDPbXU9xT8UlV+ECJZzff7AkEtLF+I4oDzkcTc5Q50T5lNswEtetdZmOg+i9hZyq++1hHRtIWvYAr9HKMTdbx1bn5i1lQ8/J0L+HAbbRYyiilIiusqdS3rSeLalzpq59NnXVsFhoDY+jp2LZ3zOqa1r73q2ePmjP48IyH7RuNYqGHQvjfdYjZzlY7PtTh69hUjrmAhA4plM34/PtdoC0vVzK8082mID4Lkt1rObL08FAY1MiKPEHJh/g5PEFIT89HITZHsdcwb5lsG+ThoB5Yu/NtXFGMXWhnJBqYptRs4SOFQ8+5n0qUDjK/UI3IZAEGL/RK5dkeFJ7x7sR8jSdw82COLbtrzHH5Dd6cIMsu+nLDv5e+TPIZixPdU6sOVDkueLEOVtSK9j18uQw69DpieQzDGR7IqElzx6TB7zYOaGVccvEx3+6l2EvI4cq03Hfm41It3T7h0WVHEklcx5R7/Ldx/tfa0Rsb2xmUScKy98Nsaxsnl4N61DGvOuLImh7LOyW7ZiuyNn+8a1V6VShlSesxFI+OvXr9vIzRs2Bok9PT0FqT1vCwsLLhK8SpS8osNVQmxwMWv/5uYWaxfp3NVlfRDx/ZDNg9u32969e23P/oPW28Ha++jfWNi9Hcl4VAKkKhBjZ+2CkMcZQk4RqSTkr3xp2dWvCMtHXYUIeRH+KUT9ZNJpH01HNllHup5jBs6hgDpwQMhySwS2r1j3yJK9hwJAL6S3HAbU5htwLJcvX7Yb12/YxNiIjV+/aLOTY7Zcrpn8Ogc7W+yNoQE7rDpF/gvfhnES+zI2+jmUvsqk+kqwNZcjW5qbs4lybFfnqnZ9fMphNDU5abPwhXPYUBdJeS0cRciv45Nn3EW8t3d04rTQZYPbBhwpv2fPHtu9e5fthJzv6OgAS+ysTMKyNzubtmZk2TRlH34Gz02uA/7HPRF4bgh5kbMhZFKBE69AjrnKlRuWzGhqQObhnt171l8wXXERO+9rCFNFx5fJ990k0k7kCJPOy15ExtfGp6185Tpk8qiViZB3HGL+8Ui9lwVXR6yJj4J0KyMBUwDD5mMiZv2E+4OeA5y0InSrSCjWpsl3CQGZQhrqhujuxgyHGxL+LhBdUyD1RtzbA9Haxv36ER9bqFOEZH0K482FKy4dhjuWnFlU+F4RyiIVZSTMk8Mz2L4NwlGGzAcnGkV+1sjhuXrmvFUnkfRhV5H+usk3DFjI5eAAUjw4RP0DSAYh9/OopDx1qk9SE6nJSYf5UgQ9unW0WfMpC0A5Z0Fy53cM8GCoBenjzaOai+sstCpEzNQmNXaanxvSQxz0ocq6wSzDihBQb64Hg/K+3c5grfk+WMtF5CK7UbaoQViXhCtzoDw3Q8bO4QoOGZ6bEQbs4uF91kTET9gCUf2guLLYSpE+qk8j64QcZwVHJ+HqFst8p2OE4BbiKZsb6LYmjMpBDkMy3zXG9MG7rbrcyY3sVCrpKRwpdJ5Uh5nPmZOqN8etNjVLrqUVZG5xtuLE1EJV8rQRi0o5AzhD+45tVuT8yXN/V57ZEGcEja07l7R41GutyHGiwrVW4RxRdJojAvhOi3mNwUPZadhel4rOaTlAFHYMMmZIXmFgzzjXHhaP9Tb6d4+AR8Aj4BHwCLzQCBC5G+BYR9gG913do7Ue0D2YtYSkNCXfCYHq1h5aK2y4jz8ILm69hyN+jvVeTHSMcx7EiW8rFOUxbxIBrwghrR8ecy26Ffr0PLVBkfLCX+t1h79sKt8tEzftihxDyye/taV//XerX7xC5HkBsnsL2RtYQ1dRhFj6v39ttTMXG74ddK/hcupWz/fr4qb99h96BLYSAo1HOqIT8dpaWi3YbNKMuYLoaqKyw7DuCHdNq7qcC0inxwQ41fj++jQKoxC+MU4qD/egt5V6v7XbEqw9QKc4PswsNdv4vCzt+C2RWkCOEM6qxdhEjEExR0ADNqwZyHq98jhRaP/1OrZ2T33rPAJPAAFdHESChxDeygfvgqJExj5gyQhCrN9AqeebP1h04v+zuLxkKfvXsAEmEMWRyHOitAPk2tEvd+tNSa/XuQZle9NbQg5xOcFKIp4rcvMjQ8THuw6TO33A0qM/sWB5DvIZO1sbtujOPpez/bb1OZN0hMx9tO81pOEvEVg6iaIJx1ibH1jh8ys2y+YOi3YdWcsdT+ogjr5M5Pvw8DU7ffqMffPNN/btt9/a1BQ2XeySIodlNxTJLSl2Z0Pc0OIaQTZlbHzrBHjE+ky29J6eXjty5Igdf+11e43X4UMHrO0Y9lVk/FMi5J2tTnLzrOlSSdpf+tzCk79Bves0YwKHqL5ST7IyYxMjZfvd1wt2bg6FYX2n8dJNSXjSrjxryd07iTzHKfj1Y8eI5p+zr7/+2j7+5BM78dWXOBZgV8WRoAyHVSJgrY5ThI4ve+UKKs+WlyPDgJlUElQvo+Ii5heJkGeOrIPd1PScnRuesK8ujtqJa5N2E7vpMhHxTrVgDR9hs/5ah0j4rGLPVRS9vot5BmtBUUCE/PHjr9q7774PTketHwUzOTe4uVg3U3em8OYDjdah3FLvj8dk/MBdiSB68r3I1uMtE0nSroj3i058Lp6tWhrzJQuYMqQW+eaqI+N4QkGYqt16eHzJS0Z+jKrI+EvDlpCGQOQYYZtMGC85MA/afSZZJ9mMVkp9eZl0DnNWQ/akyA3CGcE8jg+K5GNvl5KWQk4lq2fO2apUPCAgnYfa2skssjIkyqGZ/IatP37Lmo7woCljZbSWr+chWyBPvuropJVOn7dFoj3K5y43zoVmDKNaV2ihg4SoiM0W8n62Nb8L+dp36578IIfLWDzVWDSsnDxj83/4yDnOuKhhFjWsA3QQ9yrsHLTuf/w5+TxZ8EU9LB4ffDF6WzuoNAG38vBNpBrP8DrtortDoqzcWoK5PiKaJQdx2/o2uUx5f+jo8dsOyB/UKfJ/9cRpWwXDyihzNK6O4bqR7iGuIUHiCtefckA2HdxnHb/8Md6eRYtxKFuP5tciKiGarApRvviXz8D3PAZFFoUYrlVHoLHD4zIkAkj9TJZ1vuyHuO5dO8D93pgXIMYrkPHLX3xjy1+fsSryUCEGcmp2WEqpISbirFn1Qj7HRKljnXzouVfOBXUi8GssJsuXr5D38pqVr0HEc26mzEVyVFGUfsbC1UXIu4d1HvC5/7kodPoc4WwQQcLHOHbEAz1W3LvTCnt2o/YxaAX6rO+dM8LaWCT0rXTxsi2fPIvEF5JUcqKQoYAxc/jdD54N37vUCFpIoxAQdXdY2xuv4vAhBQtyMuke/agOMxuO4X/1CHgEPAIeAY/Ai4eAHOxkiGo4wzUWaht6uX7/1I1Zi0ZnnNrw/f1+5Z7vnBnd2oR1A8d66EXK/Y7xqN9r3UC+y5e2POxi6x5APXI1OpdkcHxAU0qKGtXynz+15f/4o1WJjs9QLlQAk3PGZBylfBCQ8u1Ri9b1Or/XlqkPXU3KWlmR8Sv/9gerfvoN+VuRWFWebWqSBL8cX+RI64tH4EVCICPSWg9uIg4iiPdAZPuGq8hd5tA8mvvrKdcBxDw8kC8/AAKSnpdznVIEyCnizqJIecxBzlkiYzttr8988Qi8CAhkkL0G8So7V4Z9SVHw91zDciE4Mn5jx7WfVH/X5dwhxV2O9o2kKLxHOosSDpHeAVHdNfK7J3wfEYwUzGOPJLrbqgchdyGUiUIP+wkY6dvDtgRIqW5KjWCfCCl2SdxH5Ki/VbBvOjl32WpZQwcQ1iER72FLF5+vOiI6E4mtSXa9aNuESD8u4xAHg9zR9606PeICaqIlgmuI7nbztextkPHZ3jcbkveDQ7Q7sElUfb49c9o++ugju3Dhgo2NjREVP20lFEFVZBdX8IzmeEdibzw2nzbk67Erqgngp7/1Lul21aEo9UsXL9rPfvGBHX/jDduOXTvUuGwo2eK0JZe/wJHgopPTTzV2usfwnmQQ2uRpX1xaQBIeJyPaItJfbdHMJTtlkfXgykq7lUvLNjczZX/581/sw4/+amdxLBgdw84PIU6T2L6BW8i+6/UkBZQC2nGi6BlCHXV9LJgnFVjGGKwuL9pVVJo+PnXZTlykLzcncGYq2yqKsMoXr3aoPSqNoD73q/shHNw6k78UNS9sSiW9yi6Sfh4OaJxANmH07rvv2YH9+0gvIododmBbX7YuAs/Vyt7J90LG58knIS/5pDln2QonWFWX0IbJZIvhnWGQ0IKlsIoXDRdebXrG6qVVyyHz7L7YYu39IZsjqXXlPi9fuw6hzGS98Sb1QzbkOT2WznxWwKRAwCEL6fra7DzKEbNEjS4xoXNT8A/vP8zI6s7MrTlDWqZM6oCVE+SVnJp357O7eTI9BYyPbtgJYxN2KTIYCU7msvARDUCKHK9cv2lLHGv5o69wBGDhQQlaIXX1EMXvcYUVTStkMDKO7bTxYVU5HKkLOb78zRlb+vgrq16+zgFkeF0zOmmNR73VXagz7CZvEtKliuR2fWKbhy7UleCkU8Pzr3T2IrKSX5KOAVkl+gC6euqzYj+EP6R9pb+bbatk/XnMwvWTzC5a6fI1W/n6tJUv0kcI+Sx+hPavNSUogTuryWRp1YqHkFglSl7E760aOaYxfnU5O5w6a5VPTrEn50a+sSDUNZ1xv4g7Wp36hcJkRErHXR2M4QMYgKk+BZsaeSjlZLD0yQlLpG6g+cCdqhlEd4/Zvh1WwtmhFRJa0u8iyNWOBymKShLJXkd2yqm/XBl250jt20soRYxbhaj4RItL3fx0fbAadm86d/iTU7TRFp0n+k8fYxxURMqvoCDRjCRsCzlZw9desWAQxwtJ1K7dH3TcMs4GdvmmiyJaIb+s+y7HsR624AOmxWq+G2eA7X1W6my3liPI0eJd+iin8MMe3m/vEfAIeAQ8Ah6B5xIBrSekK6w1jX6/o+g2r/v9pl/ese2mf2pf5a/E+BTIoKSXDIbQlHIYzTBiNRy5Gwd30dKsveSQ6oyV3MQj8lBKYc+tXVF8ynAgVBqfFLU6qbRpbaHvRchq/aoUeXcVFi9aIynNUMb60DkGcAjl1lSbtB6Xco8cByMUnKIepNMlMy5HRBwIXfu1FrpHWTeyufRSPBOoDXLqlFOt3h22zoi5VoEWU3JqlIqP1m131O2Oq7aCjxTUUikkgWFI29RXKVk5AnpjX9VHttG+6ktjvcahFYGuPgp71pV6174R0elSOlL7hGV9Dvl39hOpLedGd5yN9dN0V7/qpj1KSbXethB7SIzMZtAM/qxT3bFoi/p1a0xoR6pxY9ydAdm1d61tjCvhV65+peWSeoF73nH74BTKWrsMCb/0r/9hJZ5lUpHdbk2qMcHoi4G2hophiGOqw5PPNAbqi6vnjsWgS2+lfuhF/xOUmjKeVTLGRGt1lxpMzgIYdoWRq+eOMXIjSR91ftR5dq+wVl/5f35rJZx0ExyD3fizDwHCbFO2+vhE49kKcl6D48ZeTt1a19/RvrWzxL95BLY8AgFk7+2Pbrpr3FH4SERvRPS8Lz8cAjnGBl3q7z2gHCnymqR88Qi8QAhoRZkuIiU/fg3bIxHYENnxzsOsB2Qne4BCBenSHGuPETPyhmutqGj0qA9CXbna1+/Za/YvY62QFUjJgUGKVRjcLSkd+VulITnOLkjD5w+8TXQ7sufXv7VsYdqlhkqbSDs59Jrlho436taaBnt0tkBgzBzKw4qsxxkg4rhhB2sjRdyv5Ua/Nduyrs5QscyWZixbxn7N2iRoY40nov/Qe64dIZHy2QrrPOo3ta1/r4WH37cImfyE9o5DViuC/MMPP7RPiCafgcxWFLwCuQqoaK2vc11lrl+yCwrp28tGov4WWc52krsf4xg3b96EFF+GWF+CeP4Rsu2DLhrc1aLnBfVh8irrTNK5RjkjvIn+wMWxgaLTEyLic+BRbGJ9xTjcUv7geyl+FFn3FVlXL9D+k19+bn/8w+/t8y9PkPN+wbU3D8m9sd36Xctz9TFE0SDr28/50s+ArVuo5URWtOUkZ5euT9tfCcL63Vfn7dLIFHL3FfK+58hgixKAyPMNRfUKHfcM5QZKTgyNDRT9vl6El5wErl27hhLBlMtxr1QAWnLu37cfAQe21R+bYL1eh39/tgh8N5rPth0PdPQQ7+DCrkEkzncS0YfnCq7Nej7kVH2g/Z/JRrpy9FDOw3o6jhRFC9F8oxNIJC84OWLJ+b2sRQ/5InPKExNWwXtK+Y4l9eyImvUZ52UF50H7rbuLAJOhaBwiHolryVNXOb8KMgpoEvbl6SMgownGqeK+IcufPusinKNynRu/SmOxEaAvpIVJeXTKchevWW5wEOLvIJ505Bh/hJJizCpduor84jkzZOsDJbDRVLjCi2tLBsNWRVQP9hBpvM3yzJ3K1S2D4YOWOmoe5fOXrXT+CuQux4BoloCFjqNehTyDZagz1CYgls9esdy2beQ8Z9EKFo9SHFJg5AxczmjHgkLR5vQF9FhJ4XwCKZ/TPCGVkSewuHBKAjom+CXumGUMYJD0rF8ftQQoorg5H69HtVPGxY2LN+Hn7l0yxjHvhUTDy8khW3+mpauSvE+XSUlw9YYttRVwROuBJOZFPtUHcqzQQo46XDs4VwIZWTkvNMfSIAu5J2np18jrvvbAfQ881XZnAF0HhL8Tcm+WL1yxFRQhStdwqsJxo3xu2AoLKxZiNA0wIAY6nlapms/5r3eNsRtn/WjcwF2t7mvGVthXOe8Wro1ilJxiIZl3jgK5HAS5cxhQ89Wvumt/jX3S5YaBNije49xeP6jO3TuKUgPoWsm1g4HwwjPYGYP1cKIHiU32uaMK/6dHwCPgEfAIeAReQgTc3fye/XaGpHt++/BfuFs5N2WtF6qkrit9/rUjW/UMpIVFwrOPyE1HZPNBDkfRtn/+O2t66zgGyKJVWU+V/vo5kcinrA4B6/YjRVrMWjl/dL+1/Ow9KxzGmIZizi3LF8dSWpwaaY1WIXNrqLqFKAxpbacc5MkyxP48C28cEHOss5t//La1/vPfsl4pIJs5bCt/+oQ8lzNOzckpTDVWQLc6rz6lcl7kX6xUTK+/YgWUi2o48Jc+/tJqKOupbhe9rfUU6xStnUKcBouH9lvhtcOOtF6vUARvGdnzMtHWlbOXrU4qJhHfOk6EglZu13YrvHLImt55zR3H1audqTPBkbJ8jn2/OEP/MGNiKExmF5wDQ0YdCdhGKCo1/fgNa/2nD1xdNRx1V377oa1+dsLSGWwbUjl6+7g1//J9Kx49tN4st26r4UhZ/vpbqzBu1eFxiGwMnDgOS2FBjhNNOIeGrHNFkCeQ/HJCbfm7n1p+3x6M2yu29Os/W+XCJZcKQQ7QToVphXeiy12aJ1Sl1K/2//EfHCmvOpb++x9s9cMvrHKanPGXbliGcpOTTZV6A6BonVzBAXgRmfgYIh+ZL3d+5Q8NubGISWO00UkjhXivoM6kZ6/qxaucb+DDeSfnB7S0XdsCnr+FU34PWB8/YsVXD2PM33YLi/VfEvBa/tPHtI+c9ie+tfTqMAb0JQLUWIuuEe8Jz/hlziP7v/47jh7kktW6GgN7/vABa37nuBuDje1br9u/ewQ8Ah4Bj4BHwCPw8AgE2IDSUVQz//KvBAZNEwX+liPTH5SQz2pEPF87xX399xZADgcY+LKeXZZ/45eWe/WnrOdwEtVKAyn6aOchS6dfJ90jUfLLM9BGSNLn2yzafpD0nAexgTWI+QASWftG3QNWP/cpzgKk3aGO3La9Fh18m/Uj6y1SUWZEdifXz1j98teWQtxbBYfMpjar7zjAugECffdR1jTinzi+K9gLlwjoG7tkyfAZ2nKT9R92NUnZD+xDuXK3Wd9OF8Wv6HPniEou9miQ72ijyP0JIuP//Kc/2W9+8xs7deqki2hvkPGNY6zbQNdtiY5svofNUe1qpL24fV/to6jxpaVFF4GviPDFhXn7x3/8le3YsaPRFdkHJd0vh1bWSo6F14MIVd0yRTqiic35mNWUQ0HrY1lCMfs5e22CbfYMzgWXz5y0U6yn50htKgum2r/el8YBVS+f6YWzRr5/nwUdYMX5ww/3nQ6+Ug/t5OiS/ebTs/bXL0/a8OQ8ii/I48PTyCngzjpVt/BL2KbRb9bInBc61p1tWN9X7yLmz5496/LQr/Is8Ktf/cr27h3CWUBBTarVl62IwPPF1imCrhfvIOWZJa9DhAdLulhyniPr19ZWBFkP2SkP7mUmjQhP6fKNcWtCzjdHPryQB3aurK3Y7KfaJk2SziOdh/vqzIzVeGhW9AG3BI778uHx6GCDFUaFFNKyMorBp5hDKpqczUTJKyo6hKD35QdAgGtYhqPiIfJ9Q8orP3xtDgORyGRuprrGU9hr3SxbsKUFyNWUkZRJMDrF9qAy5Bv6wWUiQ1P1+ohVrt0kaoeoEeSM3OUDgaiFCJY0vPQ4Bw7vseIrLMLI0S1J+QcuHCMlD1Dl+g0nfS7jXMocLDdAXaUqXMXOHySusWjAeLhy/pI1c6zC3l2PPK+5hYYWHRCxGdHgmTQlWbA4GSMWOAmLsRqnvfLmPJG5U4sb+iTnFamwBESMpxgItSjbrDzI7JTpzso4y5gpGXUXJb5hnnfzHBVJPkkekXVkjKTap5crekfeSPeOKooq6YXISvsvWXH3TmfsixV9taG+tb1ue9M9UfUrekbt0DGUd0oniRQUEsayTh2Rw3H9wJv3TmNyq2C8rCH9WcEovfjJl7bwEYZEDOMy5KY4IFQguN0UrnNFrztxXK9K7xrbtYLzKkZIckdJ3aPCInZ02lbxGG57/20X7X/bgNCeMIf0FAeqqW3CjwW3ctPfVnRsvtah1n697Wv90VBCAA+M/C5NAXjcGi/t6ItHwCPgEfAIeAQ8As8cAa2JXHQ6LalD7q788WOr4eCqCGJJQmaQswY5S4JHLRIte+2IJawhahPTpLcZsdXffWQrf/7E6heu4byK0yBrFMkf11pbrf7tBZwAJ6348/es+f033Zp+vcNybPz/2XvT57iuNM3vzZs7NpIguADcwEXcRWoXpZJKperqtaqnpztiZsJ2T4Qdtj95whEOf/S/4e+OscPhjujume6u6u4qVUmqUlVpFyVKFPedBFcQILHlem/697w3E0wspECJIgHqHjKBROa9557znnPPfc67PG9dqY1+/b4bT7OwFwmDueEfpZfqUol2boYpaq07OgZg/9rQFRv/5zdp41nfk+l6DprbsIXr7VD+GZE8+ad2uXNvjr1EeGPYJomWLn+KcRwnx7Qi29VHsHijiiKP9FcIAwXrFhL8Ui1G3MqRk1b65At3VKhhMFZkuJGCx9tGHTWM2rWDR6z+xXGr4mzbgQOC+ppeDWMSIEmG5QrROxP/+IbvMXzPMIWhWQ6dGMANmndbP2AhRve6UvDJSP5f37Cpn/8aR4XztBOdDBHqNZw0U52kGdxENBj7UMmp9OVxm0R+pXc/thpOvtoPiSlMxusI5W8dqs3ahcuOV9MySCOjkD4Wn9vfbD+U7jhTjL/xDiwEyEIOk1wvwpHWoOyUs0O4Bt0QdWo+CA1G6Bgmfv4bm3zrPe9bgCMnhzHmyFHYUeMAZNXckAOsHDE0HmIq6HyNNF9r1+BggDMoGFo6Cnco+OiQOyBUjXvALQAAQABJREFUjp5yNrqAuZPC0UEYNUJWtbOXYKrDMYH9VgV9Venjw1Z4ercVX3neihjng6YTthw+a4zx1G+g0f/lb61+fshSKJKF2xtQ0HrbaJ7aWmUehTg9aDzEfqX52PnDlz2tU6YfJ13al5REAokEEgkkEkgkkEjgwUhAdO/hLaVfFNYZjFmaFlK18pqPXrHG2c8sOPZbM+oIZJy9iUNg1zKrY9zO9G9DPwd7Dvqr9JrNZjtfcnr11CgYSNHMywcsveNFnPAGwLLodykNop5TYIOgb4Ol96Bf3IyjKXo0j3onh72M8aKbD6/gSPDJG2ZnDlqatqdwDpCx2IbPEmwEfgBcZDft9qh5gBh9g9HyzKdWO/Q2urfj4KrbBNSgB813WtSHcXkn7diCQwLtEVuAMGiqoFSTfZ6HfoSUmJ9+8om9+eavMMZ/4fnfFUU+m3JdfRDVuqLe9b1eWelepX+jz8KEdfSAFfBmHadDvZfut1WPdJGKDFcdtwnoVI56AaVVq6DWp65VfWA16QFzODB0wBqQgxXAI534DKznhm/OkC9mrMm+oxnUu7igr8dGNY6j7amzOHvShpHRCeCd0nagHxRmnFVoNt+D59B/Sr4W4gCBU0QKZwvLd0G6GtmxsxfsjffIQ3/4tJ0niK1Gv5SrXpHx7UUyaL30eUZ7BorrYfkuVFAVbRBN/vTnze9df84xk9gWzp8/704LObBhNvvHtnXrVj8++bE4JbC0DPKSIRMwTXR8YcN634iI8jzURlj0wrMm9eISOTeRSEjwXCmzUZ3CcJVnU5vBg/o7WVhMI6Ig6zLGiyYOuvpAC9l3UhjfvNPy8PKc0zw0SmcuWRFjWX5grdkKDHdJeWgSEE2h8l4Xtm+21G1oCE8PxcCliDJHAIunaIooisYQiqfzl2HKGCPVAMAGw+OCC0BBxvgKqR6qULvXJybQTBLOrWdz/HwGbPCAR3FX7spbD8bxPFE3MR35Aq8ixRLKqRpGVhmEPUc3CjIp7HjWT1/HryfDMYAnfX2UaKBzrvj0HOzNaOYFXvHOYc0++Acoxh5JUR/nFDwz0RAqQCmWc3tDZx6cBlzC/+GRN+5IIKeMeeoU6IoLv8mL556c01XFcFHKN1GBTnFPZ4kMSuNok16OEnMh1PXTdc16o8u2Ln33bsw6iVPoR505Mf7RpzZ58Aun2y8dO0eeK9IKlFASs4arTy2FuSaLnK+EG5WHzn9LG9osArhOLas2yNGDY9WuDHMn38OzcSUOeCgb5VyEG2nrtHl+tzpz5yu1VQpb9ygF0OoStObOAXqnP+NGcbvQrmZ7mf0zj0v+SiSQSCCRQCKBRAKJBBaNBDzKGfwciv4cQ7qJmQcMkeW5r3S3Eax6MtSGGJEVlT3xszetRCRy/ZIUnkTFy+Ir5aRgB7qE6lUZ7a+QSmjYMmCP9NN7prG5R/oLr/nedTxmjEJRZ+BiRfKk+B3gRCoDcQPjurCHG3z1W0xHRNeHvJrg0WWo6hx+6C8wTzAAxSVG32mYogOoV9HfojCvw6SEyhKcxIuAhLQMscKWAqW0q4bCb/zv/8XGyUFeO3XW0yJl0TMU92HkX9OHQwEp8zAO13EOKGNMr5BeSO0KwJIdrzznBnRQGnXSBNqhaHg5SQZyXKB+Yagsn+dkAMcJQefLgH/7b39qNRwBMuhg3CjOvqTG57ldT1DvC5ZjDyLn4Yl/eMPG/umXHlWu6PECzhLFZ3ZbGqN3SB9rJ2gXkUgyymcZj9TaPiK+UDJr79EsEdFPilBvEJWeoh1ielJJM+5pMGJE+oGGDNbNcxRJLicBKWYD9sRqb0RaLBnP7xTeI9MU+NXlLxxKZx2P+nHqOYeMjWM8f9/G/u5fmUdEp+E8mu0nAh4WADlSpOR4wJ6ujONB+aPD1hge8f1Q6TMcJD4+FDsp/Me/suKz+2K2J+FN0ezDviAHg2DjAGnn1D50WpqUKjF4pr38TZ88cIFzXCaMSTx540OTn4kEEgkkEkgkkEggkcCDkUAK43mWCPVweR9OixsBGgszmykoqg5VvF07bbnh8+AoUiMBKrKjZTDBGTDmENH2m9wgDxjFabHHUoN7Y4p6DOgq+j7AyJ4q4PzJ8z+aiOnvGyUo43VON22CKl7nemnq1iIi7OvnDlv4+dsWcH3RlUfCuhHOiOPDMZyCXj6zdjC+Ps4D9SFw1+e/sfDgLyzN+VnwsU6RUb4BTX1t5LLj5eIrf2WpFWuoS5iMA2iH8rof+fILjL+/s4MHD7oxuAj2vqPfjJunn4IzonXvwomxt7cXE8UK3nc7RbyM7iHYSxHeo6OjbtRXBPwEOu5WXS2Ds46VMV9G+S+//NL6wWFd3d124MUXqUspqHDMFJ3+BI4QEzdoqTqjCHP0fPzW+fy807DmO47i6xQyiuw2Ru2xSfSSYMA6+DCOTo8PdPQIfnMjOR8JqgsqyrG0euOc2dARl52cAqqZLqLhb9v7H3xsv3n/Y2j9r/t5nWB+6Up1bqu4/lTtBEvL+F/EAbPIcTLKq/4K+LuEs0IFDCh2Ux3fOqdVh9rUcmA4efKEumtr1qx1WUverTa3jk9+Lw4JLGxlWRxtnW5Fmhu5iEd4BxS5tUt4Lg1DFabQwplOJtPHL4Y33LbsZGmgNtIY4yYPHbPu/XsszwbM75bF0MiH2AblqKviGV4Tff+VYYyXeBJpc6mVQ6+k3JcE9MBQtHJaOcO5JyZRjnRAh57fAIVLIs/7kuU3OVjRzjlk3gk9Zv3KqAXnrrlyTnW6kZKHb5Vcg3WUWTkiOapD1yyPwskp3vGUW0iRAke546eIzqgRaR9yL4nCkCvwYqUBRXm+GPKuF6Dr7GStzBHhIeC00KK8iKK5rKAErBBhkxE1J2CgPo0cmvcoADCVAygA9Moo+6yQ8rbVUURloX703IYLvWjruDZw4l1qff4wf8einHlFXCobArzyVpQCdL7S/LgeoSTM48VK1IzTywv8zXPKHWDEl/MND7KIpCScBHxB3z4BTWae6KvcmjVx9Nbd2jFf29o/U1v0kqzb5d1+zKz3vsFAQTt17JTd+tVv7PZvPyKCC+UhbWspDxXJ44rrZl+lnPWIrtb19IyW44EfpPfMeRnO1Zjmx1KkppZ1WkNz9ymoPhVx9nVSICjyX/LRvFdUmfozPX/1R7Po3uG4Ghp8gXXP4arBmG/AWuckvxMJJBJIJJBIIJFAIoGHLAGe5HpmgzVEQy8KbxmrFXk98S9vW0OGbwycoZ79PPfRFlqZiOwQo2z5w0MWiAIdQ7BS4IU4x9fI290gzY4cJ2XsTZ0fstpHX1h59yfuCJjbvNGxgCjqC3t32sr/7X+Grv1Zm/rXX1vlMyhBwfDCLspBCZjhBU7UOxRnYnEqPLPXVv7v/xPOAG/Rvl9D+XnTMY+cqFX0U8xFHS8+bcv/+t86lXwavYCwc37nNuv9X/6jdf3pD4igfsfGMQRHw9dxyIQS/ocvWddf/rF1/cErRCl1Qcd+wsb+5qdWIRrc2P8Z0ewy8OZfftp6/ru/cNr0Ok4Lt//z39mE8p2jFDRe9ffJi4lDcMjxXX/6umUGN1j3X/2xFV/Yb+XDx23q9x9b6c3fsx+QEhGDO3ISlWnm6g0cGN7BoD8EO9ZlVwqK4049cidMjQHO9lXSGkk5WOI64//ypkUY8XMwHXb82Q+s88c/jFMJoHCUQ4Go8cvIdPIXRLQjr4A2ZaRwlPKX66ZhRuz9T/+DdTy736PKS7/70Gqnz8csB+A1OWHGLWhJlinAfqzv//hPcVtwgh7/25/BOEBaMdonpbJ0M40CcwkWhe6fvE6Kg3VxtDljmoaJKtuPMzPOD8Klouaf+vk7VoZivsG8coyIcjmLzDpejR0P1IAquimlGphkvEu//5B0YmDkc7CZvfFbm+xGuY4eqPjS0743yEPF3/u//vdE4I0jy6s2+n//nZWRVQp2tQjPCPUpjXJfe8oOxjGLU4GzOnAPyDk3K+YzyS8piQQSCSQSSCSQSCCRwIORAPqrjOjif/TXPP8VEU4gTJM6/isvAB6R7q8ewE5Jnk+loJGKLyJiusFnipy+o/+La5PhPbNhhzUwlKukFOUtllCc86Jb1yw8ddDqX/6OVEvnXa8lB4Hsnlcss/0F8rzL0MpJ4IX68GWLho5ZfmqECPOKjaNzk3E9DZbKoJusD4EPib4PD/zYMl0rcArESeDIu1Y/+p6lJ6FRp62EjcW4lmun6uDjs19giF9n4ZZ9lt6wm7aJ7h60R51XLl+2t9562z744AM3zgvv6fPZRf2VMX7Tpo22bdsT9sQT23m/yVaC4Ts6SLELDm5Fvl+F/v7cuXN25MgRO35c9OtElON828on36pbf8uAr3z1y0jJumXzoK3fsAmMTCDPjpcsquLMev4QDAElzpUQYM2CiaoBZIoZQ1376LhR4lOJ1aoNjN9gT30jFSEfpuiT9ODqmvePN3JCDdiLKFpd6s1so27p0Qs4YhBQRH9svGjDt6r29sdn7J0PPrebN7BZMgY6TwPWEpNko76rSBZyVlizerX1w3K7orvDOnI4VXCF8Upk126O2hXkM3xz2G7juFACy0rmerX60JpbcpZQpPxbb73lThCvvvp9jPzx2PnFkh+LRgILswAtmubGDfGNMRGoRTaBk4eOYqi45tvgeCovssa2mqM7FaeBFDdrxM1UIU+YqMpk5BBN8netyAO8Qu54eemHI8rBBwWKlhIWpUVZZNChbe5B31pBF1NDJTdRLWs+QfVcO3nBPfMVKZC6H5ryxdSnpdgWHtrZ/lXWtXeHKb92GSaMLIY+VFP+wFeXQhm3iXRJXR/BceIEuStXWgcPyLQUNQso8sCrXCW3JNEwtZu30P5IWcWJunWEgTRPZQju7fHo4jy56rM9eF/ex70VokCq8qCvolALr99EYUkUvitBdZG596h7ENIuRUqXyHVYwmgr54TMKvIdfpMy91LfpLaFn9uSZfOMFDlGZVxP9+It69HpzUcn8o7zHM2sOlSqAqgxi9s3WRblo2gmnQZ95mEz/5qvr3wWASIDALJdgU3ETtnUunVWgAYzhYNXGgD6sIrysk4c+tLGUW5PQGnauIbDCVHxonbStBOKdZAKYhXbiajwswDJ9DLoS7V+4qAgJXNMB8/xrKONOi/uh4z6h8JceefrvEKcSTr3bLNOcqmmSe2y4KKG0B6XzYoezmWDgyI9TeRajLJ1o8wsijZzL1XNVxSceUBwAIWqr6f3cc/MrDX5K5FAIoFEAokEEgkkEnigEnCw4T/cYFrEaNoAJ0Q8q8tfnvT9pFJFuUFeisybI9Z49xM0ZVlyXa62ju8fsOLz+/xv5VgXc1Xti2NEyGOklmKNPZPhhCpDch2aezfIqwMoV9OKmtcLunYZZOtSEoKRRVXpboVoPaWccyDuEUScBhW8DN2ADI/8rn78Bexw4ygGUQpILyAMBC7KPrHZOv/oNa9bl1MJoF4vkFM9jyOAaNknoTaPFJVNxHnHH2PQxhgvuvIQ4/jUOyhDMcbXj51xanmxbonKXjTphX3gKDErISvldi9BgR/ButSoYgS+AsanXn1f2L/Lo9mDTeuhM+W1Y6tHfZfB8xF7DfWsBhthCOtAnTQBKaLTFd2d3TwILeqYG+fl1OBbeXCgIpDk3FslrZYi6BsYzxsRitEVGz13vXK957hOqyi3fW7zehTfOateghEAHU8E60FDexxknMLwXKBPWQzzMkrX0B9UOUb7D+1vlIceraRfX2MgY7b0RUX6rFI+eNimSHEgDCr/CW3lHXajOM1u6o+N6tsG/djZPxqw+NVJy1Vn3xVOjKC3QTmvs0UPyzzQvisDLlfJwEiWWbvaajAulD49DMMA1yMKLURXJccRA9Pm92z3/YSP8ZO7/Dw5d4zjeKG+qV3eRuFZGMhkeO/8wQF+wxiQlEQCj4EEWrsxrStJebwk4GurL66PV7+S3ny3JJDqWGZpXvddREO/DOafge1WXw9+I8JcOMWILk/zWWYlz/HZLJfSN2UL6K9mGUzRrdbOgBs//7XZifdh3okdIDNXSLEEfbwMtbkdz1uqJ9a3emqhyiToSyssuehxCPCCg18ADo2q6NqIsvcgSL4QDX7t8mmLrp/3c+pQ4isOSIo9BanIbpUqkVZ4mNSUV89asBKM1jTIj4yMeIT64cOHbWiIqH9w7Xy6Zjm89qCH3rJli7344gHbv3+frV+/gcjtNR4hr663imjqFSGvYwcG+q0b3finn35q17AZza5b9PXuFHDlsudNP3bsmPUsX2HLuVYWx4FaeYL0nOj/xqDtj8D2yDwoLoNZCd15fhychSzoqGO5VgOav+k+MqBhbW2TUGSwz1BPAUdNReV3dHRCPU9Ee1ixNQzd8gBnz8kRv1aZCP/Tp67ZJzBTnTp1ATJbnFmRqQz87UXMAOpLN/Vt374DZ4UnbMvgoK0Fl3eRRjWPvjfCIbaEk8AoDrUXLl60M2fO2HH6e+HCBSujs5eMnQGgrWLJa5w9w8GDH9u6dQO2c+dOfq/zcWo7LHm7CCSwNA3ybMrybNyKbJxyA33WwKO9PonJiwnppf3OXgRCbjaKm1ORpHgeYZAPuvNWJTK8RnR/lkhZ5Qz7LpWQTXbl4pCVoaar34JusExktxgEtKFebIWFM94gs2y7AgXlwGIraiMP0RAPshIMDOllRc85V+Ohls0SqcxCn5SHIAF2IUpDUSDqocD6NNm/0r0Sq1J+8cB1oyUP9AhglrlN+gqUZ6LkLqCUWrBBHoOllICVy1Br3oa6SMhJux+hBgE+DXUn9JcYgnNrV1lOeeQ7ySG54HWR9hGZIjr86jWo9W/cAkziIYmS6F511Ll2UKqSMuGiTUA7mVPkP2DiXuc8hBH5Zpdo7iqVnzG1otuKT2y0Ih6dyonJIAJUHbLNuYYcrfTKASb1SiN/KX6/zuoWyKOTMS5fxjHi1iQgsx+jfD9j2kW9GI6/7WcHfZQyWDksJ1Fg34byVbSuEWPtjC9twNL7px+KTOM5LZkFPKNzGMbT5FwNRCUlZaOOQXQhUWR1KcBR5kYoLxvk3ZSyNL9+tXWhZO+AClSRbAsqfnEqlXGf9S6D0ja3ZcAK3ANZWHXcEYAxm12aQ+zjEwD8C0RIZdRWxlyj69XOPin5O5FAIoFEAokEEgkkEnjkEtD+LOjuAXvjoIgxV1C7gSNsSD7voEJap+CGFTB69vzln1jnj14hohkjMA/3NCmmIjB0HYOxco03UjkUWigUqUB/ixpdOG82xlLEdHbLRozhq9yInwLHBGL+md7GCzXcQQ5uHOd4GYZrRE+LCl4R/h5Ur8PAzsrJGSkCaB5pSj+QBgcF9K2Bk2tmx2brwFCfhYbeDfU4SZYwyNfPXnSFXyT8Rf1ZUvsVdu/AqB4reIVXMzBXZUmrVSWHfJ3DlOc+A8NAjQj7KhHx6WU4MuJ0oKL0gDn2MRkM+XUcFtXPKA0ehEI0wGEhjeE5t+cJ71f4Jc6iYrwDK0aKLMOJNUf7sqtXuWODge+yyFXE93XhPli0IhwfGmBZjZ8XgGGAk6ko3bv/6Ps28ebvnEK+IdpUDmhJVHhcxnvPnQ6mNGFRnC/mlNYJfBERRRXBTBbXJQVsXKRv9crVN32Pk8F8+dgd06O4Vt+0yYrbw0+wawUHh8rLz1jHgWd8j6eas+thsoKhQFT0SifnUW7Ivy65fQadLEwJaZxGp/dHwtnQ9hvXb/WUWdF8i2MDc6NB+xTV75FXukhSEgksZQlozVRRfpGkPDYSaLCoxvvqZFwfm0FNOnIXCTDHNc19KWuhCv6UQX7FWss88QKYAqP5ZaLSFTC3FsZH8rFn1mwCRrQHY85fj18Uo3v9xIfWOPae5aFfBynwr2HZyWGLyFFfzXeDhTaDnWKDfFDssrATzJaSDqthkJi6XVkayDT6ukbHcoz3sKYSKe4FZ8FGHRua2id9HjdvS62n+1j3c0Z56/mjUZ7kWGGUuNsXMQx/9NFHdoPI7/mi4nWU6pABe/369fbqq6/Zj370B7Zx40Y3CntU9x2xeb0yTK9cudKWLVvm56xc2WdlcOUU+GdiAl06FYp9s1Va11XU+Mcff2KDg5vdIC/a+uzW53BsXW3RjbO0fZy0UmB3+p5pXDArnqWeEXc0bdXV/nvWkHIsAXdg8S5weA96/lWr+61/3Xqi2XG65bN8adiWV67bGvSdShEQANWG0J8fInXtObDxBHavDIKd7VTg7afuZTgS7N61037wg9ftqaeewhkBhivpnmmUzkGMLks5AI9hZD996pS919dn7777Hgb6C54qwA/g2FaRg4Qi728QACzDvZgHenvjNAGtY5Lfi0MCS9NKJ8MGm7AsHsh56OQaRARHp/EYIk+bb3LxVFmURTcUN2ikxW980pQDunL6LIp/PGvY8HLHLcpmP/BGsZgoF1sJD/vwwlU202xyWWri5WaxyqDZLq2Ii7hooa5BYR5B/Td14hz3B5HKUMT4/FrE7X5smsY9LOeHDLSY+Y0YpLeut4pySo4SEeN0NOTlYf2S0Vz5D2sYr8sb11odBVQWw+E9i4ARSplw9JbVMJZXFJlD1IYilP1JTbV6aEu5FQIOChjk81DVZ3lge8TvQtcXruO5Ek+dtanTKPgwAns+Rt0CcpiR0d8vyPsmavPbgvoVFV4j4qZ89hxt3GUFInkU1bJUS4r1upGjn3miq1BSKg1EzwvP+vhKaSuw60rVWR1UZI7kJCcLRVOJUvSbOF3pOlJi2gT5lY5zT/dA79RTRNlJ3ShNv80i+tfKJYzxKGv1qsK+0Rhng0FkVwvJyjNTYD/LvJOsUitxStm0zvI4D8iBIIcSOejptDTP7RTAXFPRNxXMl4j1X9H3NadAhUIVo3wHDDgd0LVmcVYJiPT6qiKlqk9vmqS5KiCcQ7Fc3Dpo3U9Cey+aT6LQZuRnnVWpM6AAfnXvar10Jwzdq0lJJJBIIJFAIoFEAokEHr0EeNbPVxxTYEzXc1x4SZg0QHGYSWE8hRJTBvmO1w9YbvsgYCF+rqfBJWkZ1WE/YuvkcKYBpo3AEIp+D4kKV4qo1GynQHBBAKuVIrldW6aLfUXJgIM6XjtALvHPyZV+DqBCG9UOopbSNSJqbkAvirE+g5E2JUfLWUVG8HCYKHUUlTkwTZZIckWDhzgNTL71rk19QLR/CcdZ7zsGXPYBQS+KWvKwy7nQC9fLYCTPEG0tB3g1W8FTERHoijYvfXLYstu3TBvk3RGd/aP2NK5EdNnzQ/lQgbiiW+/4yR9Yx/P7rUK7quwZajgFiPUvgyE/j5E6u3Wj1cUGyH5HUqcF5HEfs9JvPlRCTCt+74Ll9+8wRcpLr6MiY3vXT37oEefC0jJuu0Olf8sPyR9sHWDsjtuGEd33Ja0D5vmNU2uDPZgrP9vGy6PQOdw/115K2H2eEkAjmkZ2wrHqRYoxSzW4rtqCg6476bafxzwSxX4axqX6LcZOSmyqTpHz1EgdIIeEDBhZzh1e5JTBvIuVy80GSt4SGtDf54v2HLxSokJNSiKBJSwBiMl86WRiL+FeJE2/mwR8FW2Ose/N73Zg8nkigaUqAWEFjO0N4TdYGFMYe8l52FrYZIW2zHoo7zt7YDa66dgiBUV8uhcmnRlR8Dz7yzjbYRuSs51Hn2PQbxUZwMPRq+iRSYEqlmXuKzEyNdAJhtQb3RwCS2H/UhEe6R0gXdEeUux8Bi1QCQZK9HWc5PrhAno48s6ntz8Lhm2ysqKTCzDgpzu6LVuBNUlgGKwoqwxo2A3x6lSUAwt2wfjJbxVRyJ8+fdqj1xXRPl90vIzBLWO8IuNljN+2bVuMJ72W+X/IUK8c8aJu379/vw0PD2OUL2Nw/9Aq6CQzcjptFvVL175586YdOnTIXnrpJY8w1+fBMgIS6XO0kjRQtEWOEikcIbJXcKLVWGkMHU/NfQ61thrCZMop31XM2sDqXtsB7t2+Y4cN7njK+tYOWCcBPxnGP3v9uGWHPrEe4HZANHsN9s+jF6/bu0fO29WRcTeMZ3X9tgVRulP93QOefeap/faTn/y57d27F2M/lPvMn7sV0dp3c91ecsKvWL7cfv6Lf7WTJ0/izwmGVD+pUy+lCOgkIEyR9zLwKzJf10zK4pPA3Ud78bV1Totk7NCGsCKj7kXykCtStLnRnnPwYvmAO9w34Rgiyhg5SifPYohjg4zHCuvd41/0IGERl7KjgjEydX00pk1ZrNHxrRHR7sFL63fri8X1W4apKIuyAKN8CeVIForGPIqOxCD/kMcJI6JyqIvFo36daBgeylJgiWGhIaO2HtYoqOqXhywztB7j9TDG640AB4BO28O6vdVSTImusgbVfZXoihS0kTzarckL4ocKPkmJlsEAnCMyxY3xvG8Zztvru+t7XQcDaenEWUtfG0FZGFlVTW6d0GKxmHErcF0e9Gpjbew2lPpE3OA0EJIXMY1jwDcxRrcu+0h+q9/gvhT5exQ1nR9cR17zPVDx9zGQWH0pwq53Kw6KFP2jSpDP1y6c3sBxSzKOrt20SWgwczikFTZvJlU90VOAs29U/z0a1mCelXAcGz90hN+w0dwkakxKlGlALNiuLgZEnKFQxRhf3LcTx4WnrDi4yfIY1dOi+c+jwJaxXiBTJyA45VlVWg1FL4WkRXBHEwzzGSg9cxuIVO9C4Sr5LaS07htFSql5gPA890DH7u2kDtji143wAL6X/kfj5fcf1/T3C7luckwigUQCiQQSCSQSSCTwaCQgEKb9vxtUeU8UtxxfM3yWkUPyjq2Wf5qIcvZCjsVareQ8xxcy5EsbQqSm4EOEQkspdEJFVWM0VnT6zMI1FKmsfaGu7Xhm5hGz/1J6odze7UScb3Lq9MYk0dAywupcftdhICof/AIF7lrLthnkPbIao3v96nUjRMhyT+12uvMUxmgVMQspf3wNfYLwlfpgYHZPpSTlrvATsvACvpFzbkAqoZiNLlYGisazjvOBcsZ3YCjO21Y/3Fm9JAuPPqfeVgnB+zg45ulL54GnLb8DBSuyrt64YXb8jDvhFmA4ypOHXkZptVX4NZSsJGtYvnQtpcOqnjxnhe+/4HT5Yi4Qs5GYn/K7nnB6dkWmB3I6beE7tUEyc6hGOxSAwXf66F7YTl9/kyLni6ycTJlHPhajGNaRTWY9bI2vvYAMkNkMjE+bcNoIYIlSoIjmicZaNLIpmBvkNC9sbS2D/DdpXHJuIoElJAGtJGnWqUIWZyfeT9WUJ5m1aQn1IWnq3SWQz1Xx92oQayXqa/bSdz80+SaRwNKUAJgoGicdEvnco9vQoXeDc/o28rwnnWSbMT2F0TutF5hK696cewHnxmiMem5cQA8GpsiTYnHlBozqcppsOuuhP0wVu61R7IGB6DYOo2IMAjOC6yLyzAcY0tuj7QPyyac37LFw1wHSIeEoMDJkSi+U0vu+AcvufsUCDPJWAAeqQD+fWQ8b5bXTlh4iHaWi4PUPzCJ1byB8SH5769uAg+EmGJd6HMuNYAC/SGT20NAlN5LLKD67yBGgCH6WUf3ll1820dDfr25tOQbnF1980Y3yx44d5VrtWm/Bv1iqyiV/6dKQXblyxWnaZYTWd6k8zpS84kK/bpPHfWIY/Ab+8p7OMy7No1uODJ3oWDfBCPUcGP7Zp/fZE7uftHVb91iuGONwP3yZ8C31MkZiNR0lFfPJyyN2nKDhEvuIjHBgO47lpBD5dBSytp0Avpef3Y8zwYvQ4C8sRYIM7bt2k46KQbp+lT4T6Hr5CmmgmWXKE9+FwV4pAcRMMDg46HT1fQToydEhKYtPAkvaIJ+Bbi6HJ3Vu8zorkZ8sM5yTA7K/Fp+omy3SiswiF2GQr+IRX3XaaaJn5bHiXjqLtuUPpGERnk1V6PFKZ4fIWcLCdRP6kahJkzL3UfVArvmNK2HBZNmMF1J//41r/FYrUIRIxMNXecYr58kzjvNDIdwYKwW+1SsnlbckIFruDJ5rBR6E1f4hq2CoDABRCnTg+S+tDPMeTzYUU3JOqaJMq24iXyUOFHeNKOc+CckdUyUnZhWjfGp0kigNzUvqi/EIv6kc43FuzWorbtnslJaiy1xocaM/yr8qSr7qGaJ1SKmRgi5SqEzNdqNrhx7m8RrmkfNadLm+IotEiSllU6gcnESB1KC8D6DLbCkPF9qORXOcOu0dp4OMaUC0v3JSKkc5H3gzW6L/dtvMVaRoZd4E3Nsh4z9FXs8i1JcBCslgKyC5FQX1IBvCeIpetXxEdKYnyK16izEmSqdN8ShVaEbyEC3q+jXWQW7Mnuf2W9fTe30eirJTVPXKyT49T5ttdAWM1lT6VF9ZsTTpFZQjMwAwKk+o0ScX//32iTo9cgkFtRTQithSUb1JSSSQSCCRQCKBRAKJBB5zCYBfMsrPjp4gC334XCwMuvA9nVBGswjbcJ5jW0Usz7fn0+Ftp7RO/arfYjPKYmhWlH5N+e4x+suxsUGkTpUI9cnffmR5sJM7DrQqg469evS01S9cIfXPCut4cocVdm0Dy2SdYr16DkUuxuGG8mO6i24TkQqXy6kAQ3saxZxo651hi0h7NJrg+ni74PpB8L2cZ6unznldrUv7d60/+K3thfMPANzq2lfgpJqCiUjYLrtrqy0Dv/XA/tdAl6EURe4Ijm4jDb1nA+YhVyBTT4DxTcb+CB1IZfJzq3DdMZgBcqQL6sC43fnSs26QF4OBxmJOcfnHCuN4/OYc8a18kIHFrPvf/Rh2gg1WY0yMuZUjp30nTAC5J7a4gd6dGBCcZC2KWilgxUJAa+k4Y41yXQr1usYMp+ykJBL4LklAVL5aoYr5qm3swwDFfXHyKuwaNSiRtcdNypKWQArGl7XLJm1l15Sdvt5rI+Psv4lGmf0sWdKdTBr/nZdAA0N6ePWMRYd+ZY0zn1u0dtDST75uuU7S/RTnN601kdkM2YW3CFw6+bGFx6Gkv4VTZSfGWNHcb38eRp5NqBkJYiEiPbtxN5HwFy198UtrTGKUFy7CkJ5eA+7Ysh8da5xmSJVL95VZvcHs+R9buGqThee+IHUT+mLqTq3bbumtz1ia9rYcB5SzPr/9OatRb6hc8Tcv42CJsxQOh0qZGRAVn167zTIcE2CQl/G/jPG7RYFeRX/n+cvnMcjLIC6D+oEDL9qTTz7pkewzBLCAPxQpLor73bt3YWBe7dTsis5vGeJbVSj3/OTkhNOyK998Ab3jDOMzfWrcvmK1kx9a9cR76KqxvVFA+e4MBkybU9SvHHrfTZs22isvPGN/+NrLtmHrTutYBh1+YaajbiPbZY3lOGVMXbOpESjiR6bsIgFME1Ncl3+iu2+fA9payODfgy3zlX0Y+ncOWkex6YQxpyV3/6C/f8BefulluwX70gRM4ZobioYfHBwk2n6P7dix043ySgGQpy9ZHDOSsvgkMP+qsfjaOW+LUkzcAjRw9W0bbHItixGe3coZ51FwM6b9vKc/og+5LdkIu0FeUeLXrzsFtTb/7un9iFr1sC6rnNdTR0/a5Ofkr7sKJSBRkQ28g+5EWz6sltzfdWKlDKvnoi9sduQ1x4O0xv3gDh9EX4fkpgtEm52g4oczggJEMHgUiZ6o4FWXXo5RkmjgkGjgBvSQMnD7P3Ko1UegbyRKJLeeiOBe8jfeheK9gfG9ihKnCtCoEVmi3O7ywoujMjBA0jNFUKc686QqWI/ibhf0lKs9KqMdBNxLAMqhWMFhpnzmgtUvEuV+ifybHjkkjRLXwPCaWoZHoIzTk1A1ofAT3aVHCun63CJp0ZBD0V+5eNnK5OaUUi4AcCzJHZkLlY4J/ALMFK0T4Z0Zm+LvJclv4TsUeWpGrRyD3ykYDDLQZ0q2SneQzi3Mq3LBLaO/IcpVzx1PdHzl8Ck8P5m/blhvroUcA8KG+goqq9XLrBvq0uWvHrBOKFVzRHqB/OIn8b3WHSnAmfMZjOfK6WrMWZ2kdWw6smvBjW4dSAW0zT2JoZx1wd2rDa3Tkt+JBBIJJBJIJJBIIJHAfUpAYGlukV1YkcHfuKgOvZrQYyH1yXgsikbRjcuRMgYjbWdSl+/t2urUW+GseK8Enm77ru3Mr/VWDoHFZ/da/fQ5q51SZNUYmLpAlBMtxfGxeuiYVY+dsSIsTDFbFjBGDEUfH3I6+KCf6BZhq0GUreCj+pVrVj1NPcotLhYmMI7vBMRehOCnPvjU85IrL7ucSYWHQq5ZPX7aqe4ly0hOvRwchShgiXiK0KHMVzylD/LH3sK1QcCSJwxGLSdHUbbLoD67iD4zy+f5/busjDNC4yg4EkfkBo7DYstrjPIew7zmSEi7GhevWB05ZIlE73j5OSLPiagi2mdOYZAUwaXxkyOwhunbhnjqY5F2KTd8fYicqTgruwM1Cs7SZ0eh/b+CA8QIIJ0INtpUOXTU6pegmhVjAXsmMaT5GMmpFVzqTh9zOpZ8kEjg8ZSAjPEhr1wmtFU9U/bi1ots01J2aXgZEYTsAZVrLClLUgIaWz1fO3J127Xuuu0YGLaJapYo0ZlGqyXZuaTRiQRmScBp5G9eMrt0zFKXvsD2BBPqqkEM6S9wG7RFTc86b8afUN3Xzx22yu//wTJXj1u6PAHuK1p97CbOelOk/PkL0l1CuQ5GzO4+YBEYIoT+PjU8ZGnpI3tWWkbR7nu+hx4wzh/fqj9F9Htmwy70/n2WHtguxaFH3yuferB8JXjkjlFWaSTTG3dx/wJQOC91/jABX1dxKMToTXuCVUTG06/MjhfB0rGesYRB/uzZsxi/RaMvhxtu/rYi/KOi6PjV0K8rSlsR66USKVyb37Udfs+3irwX9Xp3d4/19a0mAv6qVaXXo7RfV+9llL906RLOAufdKN1ukG+MXLL6sd+bnfvEgutnwF9Q+Yt9QPV4bbN/xPuHVTCivv7DH9rrr75iO7fjmABDwHylkYPFYNUTyK3PJsvH7fStS3b1dpko+BA1Kddpk1Eo/SRyKOYztmFNrz2zd4ttHuixoERqg07S1wZ3xme+a7V/1tnZZXv37bdbRMgrk2h3V7dT9m/atAlHgk22atUqd05oPyd5v/gksKQN8qLRyOJ5k1OuhVUrrd7DAsLmzyp4JcvTsm3yLxbR+xKlHb68wzGSVjHK18kJHRH5ms7iVMBN+ziXSLnjYDMoo5CI2JSDxZdWESVi62HiBqPF1wHNMY9UxmutdksGXEUqD2Pz4nafQ724tMS/dFpLThtRVCplQD8GeXI51olAsWldlxRJrFUsVfXxKStfv2FF6B6LKN/SijiZp0iZJtaDqbOACozxIZEzMZ8QIErzMpW1AtcxqPKVv7uwBRClfJT3sQ567ngUZjL21ni4N5QfCeAm5wEZ3RWFnSEKOi3Ky7EpawwTVXNlmGPxvtStgCd0VGUG8p2i7EVdXxgjUh/a8sW4Hs8j5pkf6WbSS0ZjASoMzNM5H2ce+e39JYWpXCllCMeRQx6Vcuqoo8ScRBlbOHvBiuRbz6G0TD9A+kspDCsXhmwSBXH14jWPoBINbPyM0mAzH2ibcpU2cCQpQg3f88xe69y3y43xc6PR7iEiVadZJg9b/n/zgrw0XvIuBsgvybn3zYWQ1JBIIJFAIoFEAokEHoIEBJTmFm13W1umud/e3ydfpx43UDu9vCzJ91ccOz/ILTmYRPTuVXBS8C9vkzceincvGNIx4tYxiFe+PGEV4ToM0YrAlm6g8jmGevZwBaLjM9C6izlI+CuCzSocRoHH3gCQGleln8JplOqJM57TXbYSx7H8kmFYzv9B3zJgLToHFyqKR/YTaRR3wXzGb1WmoiHWS5E+YE1hvK/aXwjTZVavtCLOmrXTF6wMZqxBa89OgX9gWb5XFJa2GEpfVDn4udWgs0/97iOcgq+QS/4P6PdOdyhXEx51UX/SOBnrd530SrXzsP2Rfq+CM0H1wmWcLIj6pS9iharjOF0nvVgDZwffQ0h2KnyfcgeK+M/kZyKBx1ECPt198Yl7J+N7PQysM1+x9Stv23NbL1kVj/+3vtxqI5MdTm+enuEBRQ26Vx5H4SzhPs0eV/1dC2FJSYe2olix3QPX7dknhuzwpdV25lovfvzoTThmJgMCT+ZkYJfwLPhuN911ojgmBp3dnhO+7rTxwjELn9SNaom0padg23nPsuE4bE7guhoMpaUpGIhggH76R2YY1A18lBl4wsI8udAxBmfkCCCDrozrm/dbpn/bvNcVNksvV8pI9K9fUVI5qPLJd29Qu4e96ywavhA7OnK9gGj7zOZ96Kbv1KN87pdJuToyAv5khZ4PB+qzVpT6DbDuiRMnPLq9lTf9K5o0/XUrn7wM7XqviHkZ9WdfU99J/NeuXYVGf8iN9qJ196IUAzfOw0ZAZDyG8lS94s6cWrvmG7G4fozbOBFs3bLNvv/qa7Zn/74515xuJG8CmAygBeVdn01dnbJz4x/ZSAmqerWr/UC958IyyC9Hl75l3SpbP7CSYDz2AaQvSGXQ4xcXbpAPwKK9UNE/uW8fGQ+KTlMvQ7wi4udLIzC7Kcnfi0MCrB5Lt/hGDjraNPlmteFrEIUaYdxyl3ZZeh+IYv/By0f7Xy3mWQwrMQV1bJQPOqF2Vi7gx7WovzdHrQw9XfX8JRZUlAjKeYeRaUkUDZz+s+IrDuGOlmmRtZ/mqEWkcGJ+yTCK0gCPsgx0iZnEIP/QplqArLPk+fbo5d7lVlFExaTDOGYPM0j6QUWTT5TcMac6AsMHdDNZgFZLodbe2AYAqILyJyJyPZgk71BzPvpUJAJDDnVZGeCJtM9tJBcjhvlAAO8+iugtpw4fw2HmvDVwbNIaqyIHD03+NJHQHUTnZPtXEWEDaDxPvppbk6RFGHOWC9mNTVRCkxXYP4atTARPJ3nvXWG4ZOnCuZvol+sJ2pQLkst0cflM/8XBugM5qek13vbNwt9qB+vXE5iLI4B0skSsEqDYDDHKl6AsFcOCqNnTcny4zzGPa5v7U0wAJdbqKVGrjox7riNUwCwsdxS/+F8w7lkrbt5oy1542jr27rTsADm0HlAb5rbqqz6RdDRYsZxcfH6jtZ03Z6zi7/SxRs1/xm/iL5KfiQQSCSQSSCSQSCCRwBwJ6LkpBZuMq80HKMfwvoVUdICewfroaxUexsIcYCphXo+u+dp1fa0GPLiT6IPyoee2bILqfCtKTyLDxTIlvKK+ySAt/A0jUW4L1JcYzpUbvg7uz2DgLUBnn2FP0Sp+jst3lkDcQVfG/62W37sjzsGe4SLKea/9KwpNd/CU4V7nMzhyCNAeMTd4J8rdv2pdbMZv6nAl48KBUo60St3/5g/Zp+Rs6q13ySF/zAIYmIQhQ5i3lAZJ11OkZYBjcobI8vJP3yKCnr3FX/8lfX/y4TvDzuizxIQOY5I9NewGpXc/sdLnRy1kr5QGh4dKP4YzQwZ2svzuJ9h/YYjCuSJiTxeyd1OU/GLVSc3uZvJ3IoFvKgHlhK+zsIVtOcSVT7xST9vq7IRt6hu1TWtGiYzP2prlEzY0sswmykTJp9FltIzy/JaBPtBn37RByfkPTAIa09AfWvH6rydIuZpBPwRd/Yox27R2xDasGrX1vbetGwP97SkxnJDajnFsDa3eZFj800maggc2LklFD1EC5HfPbNyLbhNdbO96y/YOWDD4JEFL87D5zNcssIQYdqAtAn3hjAlmS3keIZgpTXTx6FFn6a7SK/rN9ryK7k+RXZyvgJMCBmfXN866CMGpMvi7YRl9XAqaeWdRmnWY/8l1oinSB0/ywlAd9K7BYRM9XheOh+St1zUC5ZBvK4pQvw7D89gYLE++DMzFgrq2ItZ13BtvvGE9PctQD9eoRSvGwos7FqCLvnXrljsBVJRyaZ4+x581/LjhYQLFanEUvV+pAgYbH4ayHubXqUmrgIXVvruVOOo/IMp+ne3fv9/WQgHv9bf2Mrr+PG2I60tbJV20q+jGx2GSFUtXe9FfocYfhfnqZRj8Bwiik5Mtz0yNqcZp5hmcoLa22jvPtdW2dbAQLFeqXPYKYiaYT0bt7UjeLy4JLGmDvDaEaSjTsr29OKVAy6EcZVduuQeNJvrdb7VHOAi6y3RzosAIJqCyuA5N3dXrnhc6jdHODaZ3vckfYbu/4aVFzRbdJpr28hWP8q0TKY8QUApIIHOWnm94tQd9uhZuho0HQlq5wIlaEA2fqP4iFny9X1R9QJw+//HMim7hbYdRtIxBPru+3zJ9K+hIsrV50DNkTn2MQQpHkzS09crnXtiw3mqXoZkfI6UGYItB8PXJ6RZRPtUxXlcZoxBGA+UVdIrGtnVA0fQ18rKXUQSlMexnRB2OkrLBNVRTWg93NjY1IpV79m63/Kb19628kgG2AuViiYjrBtdKsYZGDiToB79FV5/u6bA8Btci+RLlVFDG+7B09qIFQ/pLyjS9aJNyCt0gJYeo76kr4u8WteUcWS3mD6Sv1D9o4sObY1Ymb/t4D3lAe1dwj0FXqU634aRWVxqs73K9UCRNjrQqAV6W9w2OWB4DHJYya3vjaBucmUIpcHURpQ6QQZ7UAFNHTlmGHKEZcrUr73rshKGG6fX1i88H5kIJtoQIBoR4hJt1MtApvIOzy3Aig26puGOzde3bbfkNbEpaKRfawePXb8Z9nIlkFHVEu+Q0VSNSSUwsE8zZkDQMclRoMA/nFBcon7K+pwCyWfKWZsETrbzzc45PPkgkkEggkUAige+2BHjGhyO3SR807GxnckSMH848hmCjCmBvy6xlXwpT0uNc3DCL4TgF3WUDJbvjHGAC8AUMyT5Xz1ywpSg+XTl4n8KI8RfnV8CQwqMyJrc5Bd5ndfd5eAsc3Odp9zhcaaUypLEqHnga59orViX6XU7pHrUO32QdjF+DRS76o9cIMBi3MhHjoqbPbtpgHQeeIQ0VdJYq4GydI9aqeE8Xt1UGD89jDg1+nsjynv/w57GTJHMy3qvqXL2afROIbcI6Z8Ba3axf17hLcaOKzvcqmiff5djWxwG6muJzRBjxO006o8y75E0FX4aXb1iE03gD2n3V1HDjfNrp7GtHT1iK+VPBOSHNvZTbupH59ej2ryFpBaYwxE+9/Z5V3j1oFRxho1ujlhUWxvGh47UXrfD0XitAz59SijjYmaqHMcoTKR812PcxZklJJPBdkEBKBleiQmRcl3FeO2KtOfp8Vfekbe8ftlXLxjHC523r6hE7d32FjWGQV0nLS4fDA/JjuAriuyCwJdRHd5LIYMTDKK+xDRukyaT9xVzVtq0ZtgHYDzq7yrZ5DYb53jG7OtpDFg+YUkhVIEO85oBHyzcfQUuo60lTEwm4BETzniHHe5QvWmPdTnK4o3vrgTZeUdJtRfhVudgbYIQZOkBwl6jo030Dlt6wE53rRatVSD0Evk2R9z1Yv5267qR7aPBdowQTKUb2SHXJSE50/lwjO1ecJIBmBLaeYQIfOT6V74L9aL2lVqyFcl6G9Ts4RCyo0QhOn+cOWXjtAp41EziCYsAnMj9Yu8WCdcunaerbuuXGbhnIJyfFjnqnvtYx+kx4XwZ4GeR1bOAyaB1xf791iRCnBRnj9VI0/OwSX9NsHNys67Vo7fXccZaiCgG7yDFkPEgSrZFpk8TM2sREqv3G+g0bbO+T+6xHKZpEcT9BSiI5S4jyv4BeV2NEv2aXCRw0b5C+aAL5BLMwq5Y9lkDvQy92y/X9ayG9Ihg3TbqA3PLYeaK9QuW5Zpx0XQ8ITTPHGKPZ1xWtv15JWZoSWNIGeRe5NrfLuy3fi4fJipVW6yCH1yg3GZN9cT7rhTJpOQtEdYT86awytWs3rQrtXHaATSo3pwwDj1tp4FWunNIlvN7rvNfiKiDng6TBuuuyuAgkIaQp7zUetFmYGIKuoisLRCVYw0gXEeWsMZ3vofRoWo9cyS0eKnUDBuAy8yuP00fxNvNN/ZjnQfZo2vn4X1X0kMqhXty8GTpDcr8PQVHJvX+nYLRFCZciwryinO2KkidiJk0UiZRtKnJmCcdIPUCkTJWc7BXlnixjDHYlKOcyPwMUeo2OLLnj11nnU7txAlh1X/OxgcK0DiVmZYg23BAFPZ6S8gR0xSfXwJiZ6cxZsAwHA3ngrV8HDRKMCwCRcfJU1gUiOVZO06CMGGxwb1TOQK9/Hbpz7nmnepcydQkV9pl+7xt5Nas4QoyhjCufvgi1EKAH+cxdueKxjZQzEjl0PrXLlv8Yyk0M5r7o3UffxUoQcJ3i3q1QUq220idHrMS9rOvKIF+XolvA8txlm+DYAob/4u5tgGeBeEHNb1gA0iFeptUrgHWt2Sh0NXcFsht4lwZZcgGuAjxuGbD81g2Wh0o1rX62ihb5h1RSPEvUJqXA8nbS1Crzrv4ZjiwXLhJdBtCVZoe2zy4t+izJLUuuqE6oVXteftbvwdnHJn8nEkgkkEggkcB3WAJ6/vFsrIOVSgd5Jn/4Gc9gcuESCauni56PAVEP+V1breN7z1sBPCas9Dju6zQLZMRNw+yWgcI8ZCPEFiNGHzxuUziSBjiYEiaCwbXsuPC+Z44cD3FGbJDiTU6dcS74h4ct7ru9CzhBrH6FF/Zb9WPyh35x3B2oUzinywm2QV8VEV+/yAvGqjL51Os44BYw4ue2DUIp31S4IQLRois/vDsTzoY24K9gJSn9niAaH2dsd2TAQWJ2cQXffWI1d7yYXdG9/hbukrcue4TCnu3klB+wjuf3eQT51IeHrAGurp8bshRG+ZCoMUHcOngtyykNnJQr5GfP7ttJ9P56+jFXEXuvSz+o7yLaVvrihI39zU+t/ObvLcBJNQ0GD8jfmdo0YMV/92fW89/8RezMSaR8g8iwsvQ5UkLTCL1mD9GDaltSTyKBxSIBrTDaamXTdess1CyfgQWQjbRyx9fqcWT1Vgy124iiLvB9le+2k2/8/PByK/N9lijqfJb9sytxU1apoWPAUB8RlZ2URycBjavWMBnji4WKj61MWhpXRcyL6WBD321yx9+03u4SaqDIBlePej75yxjkS5WMj7cM8QoiCUldIEaESg3DUlISCSxFCfBsDzBymyjhZXR1HKW7RIWnPXp4K91GXwv+JaI+KMpJT/q5+BgZ1TMbCWTZ/0NrnPoU5z7ysUMZnyZXe06R8F2kFFJNGGPrV05bOISDIkZ2GYttxRrSF+3BKWCQAK6m06/2JhjUw4tHSQv0oUWXT2KAHue6yy3csMPSW5627CBOkeSFjwtBVzevQJn/e6sf+qWFF46B00m5Q9uDzl4YN8mX/swfWWbva2DJtTMMxVWwT0nBZJ4uSV1v9btZNb/0mYzfyhsvI/qDKNLXaY81X2m1QdeamJiwsvYeKmobtP+NDHsUXikCKdMozudpcnx886fyvvdBBb9+oN+ypBKw2zhWjl7mfOjus8iwmxRPKwbI+Q6TQLtRnn3P+Mg1m7iFbY/I/HkdEWhSBltfF6wBPX04SnSSmqCwkhdBkzL2N4szSVcJ0qugk69hlKfRjQz6TNIXuMPGLGN/67y5v5sya4nuqzo/t4Lkk29ZAkvLOnIXYWhTWsCYXYGmuXQGY9VVcnbphm1NvLuc9yg/VvtCPP4NuuoKRrryhSFTVGtjHYveo2zYt3TtkM1slfzXFTz9Q5QzIHPGh4fVUugsY5Wq4E/Vk7Hcxn4eUn0W8YCpXrmBoZGI59v0J96BfEvSu/9qferrHuChWceIJ2eIOp78UhKkiPBPykOSAA+9LMwXHdu3epoG5RkUawGzn+WJ8QHDSblrogRnnGrMqdqmUYAYD9ymQV7RRdULMEucOBc77zDf3KkCxZSGWO9zKIBDouNllFX++DSG8/u5uXRPVpkjFYz+itKPAFqK3o/roKXM70aBPEY4P2VXrbR8P5RGOBpE5JnPrV1ljdUroNsHnJXx8OCTvDcAAEAASURBVBRgEGgax6OTXPfl81esTL0pIqczy1BMLykgEC9QDZxuQsatzO8qTAdyOpgfFMaGcHQKlsGYrnHswZh9f0V14KiBdTkoZK2AsbsT1gND4V+FjUDrjVO3anzwnEyPMVaXbtgk1PIdO09yfyNn5pzTkt7H+jrbVzRCgR5C7aS1roFn5sxxo4OaE0Sfp6HmzCo9ghTDj2xt0VxVocOAXCmM6zCyCDiHl65Jmv5V66j42PinvJc1nrpn8tC15lCuysmq6Q4T19l+QvI+kUAigUQCiQS+kxKoYzAtffKFTb7xDvTiJ8x4vqRxqIyIAA/1TJRUeG7XYdOpHT9r5QP7resPX4M+fMusZ+jjIT6xOWXAhGKoc/SjfO08PSUHwY8AC33j9pjVwZj5+8V+nCv2KM/DrWh7DMxukF/MopsPZMxqrzv/bSYvJxHfabHxjN5yvC3J2RQ4jxzrE7/4jbPKRZevW2HbZo92TxXuKOq0g4gZmNb5XgHXQ+jfYSxq2a1C5iI6hga54X0kJPt5nP01Y4VvheXlVKLI7jT7CeVIj8t8HeIz3x80D7nXL8ZQxuz61WELmQdijErDQhTs3Epu0j7LwrbV8dIzVj1Gvnuo+ic/ghHgGo7L7G8iFKI16N6jE2csT3521xt8E6demv3VkHi+/nJpnCRKb//eal9AU09eeEVYpSLyg3avtI7XD1jHD7+HfmAdMo4HQHhaKQg8pzxO1dMXblY//1WaEl9QO+8l9OS7RAIPXwKa0x5og7GjmKvbFgyyg1CXd2LA1XpVIc+4vPZ3YbTtXz4Os19kHRjud2+4Rva+tG1cNYLfUGQFIqllsL0x1uWG+hLR82X+1r17v4+Qhy+Fx/eKWvLlMLGqZxLD+7D1dU8xXuhEGJsqhvXVMB/s3nDduvKi3Ca6dMW4vbDtErYwnk44WxSzMavgRClvl2/12KmrK1FvYShrDupXr82Pr2yTni1BCWje+txtga47fWhgRA2HiVLHiC4jLsm9LcDAnSUaPoVh3gEB56ZXDVrumT+xaNVGMBi6Rajh00THZwa2ocvD+VJBNzcuWfWTX2K0/8hyU+iHcVoMMQZXr5+zxlN/gKPm0wBt7iMM/+Gl41b99JcWHX4HJlWM8egII6Kpq5dPEKx6HeN8j6UHtrqeUFH3tbOfWeXjn1v28lEcZ0eI0hdeBMnT/kwN3V++YFVo1HP7Xrc0VPatUuX7OnseGcjvVaQn1eurjrtXHbO/axneZ3+uv6UTl0FekftyBNC1/XjYCKxnFfsUDOgRrK5R7Hgwfx04JEivTt97YDddkefZg3yikbOWLt2KHWeRaTjaja5wwlKr0c+K3l9GeZhT67ATlK6dRx+Ok7bbuVpY+s7VhLszclCFVaGwehDDPtixSB2irG8viowvwygdwXRASgPtsRoyzms/pCj5NuN9+2nzvpdw9JBurrfzHpN8+Mgk8FhY5uShXyCHbQ0634kvj1gNo7xbvB6ZWBd2Yd1aGTyoglGodYl67dzxhNkOWXIWdv6SOYpFoD45YZXLGPyItowUqT0FBaF3YPFDMEUg66Go/Nmd5EjO79oCHfKYlY6egm7vptUvDeOpNPeB/EjHB7E2ZGRC9lmUhVXy3CkCWsY10ej5epwsyt/+EAlwQW/esX8nBu9LNvEx0SBS3uK5J/odac9C6NAb43jcDd20KaKvM0SzKAUHbsjevrA0ZSVRpaOsqg+juNMD2e8e7iDqiGkme4nSIIIGyvA8Ub5p8sdMK4AW0Mt6k967ch6DL4bnVFWqQeoX3uSfIt9D5n96FRTsOA1lidhOdUC3JEp2FIsRtJN2GnokopiUhkIMOxXlzsGoPHX0LCD0KIorgCZG23uBqQU09ZEcIvBjZVgnkEsYNA3s8QI2qz3xh2I4MLz/Q7w05QTjKHHWkff6UzLKw0ogmReJCuqCBjMkzUfpzBkYEgD3rKE+PtzjFZSdaDOsceiEK1IbKFJ7Xnoudryhnniu3Otqze+0FMuxSIV5FTKWisJ31gMYGEhyFW+cBXB5qach/cxDk5/uJs9Uy4HEK3hEP9R8rWu0L2L+GY4lPGFdVHdrUUr3If0OAdLp1cs8DYn6F5emPO52cvJ5IoFEAokEEgk8/hLgmVAnV/TUOx/Y2D/8wiZ//g7RJTfwQcPxrrMDBQ7PkEkMcOwVxNZSw4BYPXnWqqdQ4ixbRiQLRuvlRMzq+fQYFaV2yYBRhFvrnx2xlNiQeHwSOMdzVdTjJGki+jkHPXkEDpasFlpqMKpNvX/QQoy5wo5Zcq8runxu4WLCLi3R6vHdeoTPPXjmJ3cdD1XWqnDmKff8y0/jxz1OlVN0llzwWRiNsjhqhOQilwOhcqkrqqpygSion77pNO5Kkdb1Z69bkYjymc7U2lsQAe907igamWdONtd0dJfyLsQJvnrqHOx7q+M88vM0XI6XZaL0K18cc6N8x2sHLPPUHj9SrEIxRfzMzqREHQX2FLT6SkHjoBEJu374KdH+R53WveN7zzlrRHaAFEGkwDL6pv1pCbatiNRL5fc/tRDn/ShET8D9FMkADl282MK8JfrB9YWTxcyle8o/15hPH6DP/A81Mj7Gx5pPXVDxx/6Vf82xmkPqF0XXFXOY9ldybhVrQfk3H6Bgv862jfzYclhA8ZulvcWXnrUCEfwtY7zO1zoQjpBm6iaKX7Wbc3RPxNCSNugy7XNPTdXfahuWL5+++iH9g4q+c5nfaZ/SZKg+TxPVbHd8cPIzkcDDl4DPWS4ro7ymayeG2UGM7Dv6b1h3F7onKOxlIFlRrFpvJ/toDPQ5Iqm3rrlpyzon7SkipgOOiTDuDt/utoNn++3ybaJKqUtR9opqTMojkoA/0OPVXkZ5Gd/3bbpqa8gTn8X5QqkKizhX9C8rWYHfhkF+ZdekPb3lkq0jJYFWtIAxnCCf/PGhVaQnADex1sX7c2m1KP7jEfUvuWwigXYJCLeU0LPpBaZK4XiXgmlxIUVzPbpNcNXh35gd/8BSY9c9Ojva+hRLHqk/+59Af0oACyVVJEp+026L+tbhGAl2xnDsEe9EdKuEYyNWv/ClNQ6/bXbmoNW1tmLgisgJX7txEUPwctLRYrzvIEBqYtRqxz7guu9YCkO7ovIjsEuk9JrVU9iK61aToR8jcJoI+2gUFskzn1t48iNLY3z3KHKur3VcdyYh3hae5popgrE27pllkCfYD1yzEEN7jCFbTwfv1rfyQ3hQ7AFlnDhlkNdvRehn5MSJPDOkArBtz8U4DQcFKITv2o6A4/PFDuvCtlOsksL1KmNw4yzHo2tVei72NjKeu7NBAEsYxnulBjDkWBs+y17xHMF2ckSLg7fa9d5NdAecw+jPPMgua0bITzvBNpvFs1IpB9wgnwZD8r2zgcpIr/U4EqP2Xbsw6wstroyB6mx+096mWQcnfz4CCTwWpl+nU8ZAlB/c4IasKh4tUQRtBzm0/Qm/WB/yvoGKLEPEYwPa4dplNqAYV9KtHLyPYEJ8G5f0/PFsyCvQpldRrDSIKm+gpHHqucU6Nm2CCFjMs8vYKPQttzwKoQ48+6s4UTSI+Cit6GYzjJcSGqhFtVWQXGUYxZAYyQB8MeuU6HVy2Tnd9n0oxdpEkbz9GhKQwiiL4Tq/YR2G6QG8Gm8B8vCEhDbHyPMoDzrRNNooSiuUarkNa6wTWse08bClhGMTVsJQXr10mWgX7h2/Z+Ibx1Uz/KjIWYTI3lw/FDrkaLyftAQN2Cpk7C3jLFOV0wbOMlIgtdZORcpL4ZNZ0Wv5NdAkrcT4r3w6FEXMF7ZssPJ5qPRRukqf5c98fitKWQwNERFkU18etw6igQrcP7ESz09fWj+k+RKzh4oQTTwE/uf0D7mQe+FLNG6RHBsw+AoCzXf49HnzvJGCv8Hc8dzwKG+LKG47yFMZEnWjXEJGSooQzwcBTnSvlmFNmiIfaX4d1PU4qDVEl0XRXGi1ap7LTH8UdyluZUO0oa7s41N1hX/qfqvoKAe/RDEp2iuQ0nKxKQT1jPGeay7fvThNrIA8yteoigKYNdO9Wu9+SvJNIoFEAokEEgl8hyQQ6vlK7ujbf/cvVn77XUuD/0VXbRhFo62b/DlfP3kO4+M4D0eMeShrApzCUuzt6tCOV8nnXXgSh8TF4Lj2AMdN/RGVeG37oJWIYE+RyiuNQ0IdJ76I72pE0dSP4Cz40SErPPckecA3uYHznk0Aawh/lD6FieDnv7EUDoj5J3dYAaagdB+UjrOLMAp4SZhExpsFAZ5WHTp+vuIgZ74v+IzvGuC7OaiOz6V8XIiiK8DhNvcEke9g/RLMRw3o6SXLhl5iQ8LhW/qA7PbNltn9hOV3bnGF3IwW0dkM2LCwf7c1SHkVkUahLvwixAbsEQ18CUN78Zk9dzXIh+Rvn/zZmzbxy9+i3GMst28xe/bJ+DISppwxXaj8bhV9pM2HPue/oGHbt62j/LcUliFR/+XDx2z8p78CL+a93wEOum5M11Hej1XW+frL3s4JGBdu/3//iK4A4zd7j1QRB1cwZrzB0LVaYz3PVfWR2uabEVXeLPob2frnvE2xZ5fvQrwfAd96Xxk7ZNBg31JjL1QnyCONwT0vPE0f6jg4RFCQaozUaV1KuDcgZUOKlA2tIgxZv34DpezonT3DtITiEx0vuxCbZ/FeugYaMFPJKuGquCLeGw62F/MdjAM4KaSIjNP919qTxQcnPxMJPHwJ6LaLZGRlrk6Ws3buxnJb3TNhG8gpvrHrlvWuuM0Sg3GLtSldJ6LTlRkYcomgH8AgP8DNWK5l7PKNFTYyWbAz13rt0s1lqBFIiaeprxsuKY9GAtLnMF41xu06zAUniG7vXzFh62FA2IDThdIP6PtMnbWZ3w05ULCU9S6btGUr0UESRT863mk3eV0cWW6nr620WxjntbxpaU6G9tEMa3LV+SXQ4Dkv6vf6lTMsaqFld77oUesx8Jn/nOlPFTl+47zVPvmFpTGiF0nvKAe/kEjnegfBK+QeTzcN8q1zAv5uiNLeFzqtpHGJxm6A645ZYQrDPHcLJnuaINp1An6unbWI9kXjt6gPg7wi3M9+bsE4QYIY46fQIouwCmRB6hAM0hUM7BeI9MYxIOhZCT4hTdDtq6zFpA4BC7Eyc1FpK3Eo5r3uzeg2OdOvngWTgmXainDdQoro2tMyJOse9wVc5307d7uapHYpel+/lb++ZZD3K65cZ5ldrxBUxbPnPGxQ6du0BDr4Zl+nW8W5wmc5WA2yIVIcQ7ddHsWhgdSlyJTdnez7piye0cR1GAzOsC8ZhAWB/SCsBKmJG+BFHEipJ6LPd0azKbF20fF9fN32D9skC0htaBBFsa+PXa3ZPJb6F140qpQmLp7u68IrSI78liXwWBjkNcFkhFLUZhaDUZ6cD7VyaFWiTn3yyYN60RVuB228ubnKV4Z9Y1q8zGZaGyxFW2jz+TgULUhEZdfwFK/icOCRnRj7ZKyLl4dFvCyo7RjY8uSMLxAZHG0ichljaY70CMqHHRLxkunthoabXB6iFZdR1Ze8xdCnuA0yypWJ0lWksvJ5l1H8iI4wmxjkH+rdpcgWRUgVd29HqYMx/irgpsLNn+EuEEhhLQjkbXgReneiqqIWzTkG4BpRWdVrOLPcxJlFRnwpyAQh2PQEUuiACnJrqXvTRsv24cXJtRZcNMfxIqyNcn9CDVrDMC+6bkV4KQjGC0BAysM8NPW5fugmmT+tEhCJX0AZ1LFt0MpHTlrjCn1jPcY5GnDCGkZT6tevW3T8JA5H+9xA70qxVgVL7HdMrQasEbKJb7GZPWgCTlfUCviwIf0mhSH2tdKVt4yvIuVrpBSYQumdugWdPApbKQcFHmsYDOQJW4ZNoYyiN8Axzci/qugeNcv30wttDOterNblPLVhvvNUp75knkgu8x4z33kP6zOapkGKnzN3v6i3XX1hvKb1o4uuM3dvf/JNIoFEAokEEgl8SxLgWSADmNINiaa+9vEXZjdRUmEozGK8zL/6ghVefArFHSms/uafcJokooEUVxHPZD2/Pb0VuDtPSiDbuc2x3rfU0kdSrYzI2Q3sjZ7cZVkM5iGG5cbNmzx5hf9QXqFMSkHzX/nkcxv/57et64cvu2Hdc5rP12IwqRyHS0SNT/7zW1Y/eBjM2WP5p/dgvN6BIhGl13wFeTsI4fx2bObIhHaYWItEKdlWHCv7Z5zTrugS9hV+EHZinGeXFNo44YUZyKj5p0dWY5D1lEGzT2z/G7Ch3O45HA0qH39udgU6Ub5XxKBYlTw/OX2V0V4G16CHdE/zlACn2A4itLV3KLFXMDEU4IytUodhoEJ6hcpz+yzAyO2R1G11hBh1p4j6nvgVVOw4zHd+73nLtDs8CN+xB4nkoCvaK1XLqyEaVBxDPa0Vcr2nA4KwFHhS0eaiop/6/SeWxcCdU2Q8KZ3ai8a2+Ow+q+FYEPz8bUsRJa/opszGAY/yn5apLD20LZKykral9DtumhrnbfRj1f5m0Zil2ccEYoijzhjs4bAuJ1oimRqwKRlsAXLMFKPcBPd6ODxqRdgCtOeXA4azmbGn1n3twJixilD61nFqiHCcTi+PxygauW2l9z4jWu2Uj4fk1PB9mxS9LkB3OJmBmvk4hTwUkCEF+vQc1naOudkgGj8krUBGUV9ijvjVby2ifVkCUTI4fKebTtKt/ia/Ewk8Cgm07rga0e9XoPT9+PQ6m6zk7MZk0Z7eetk2YcDNZ+VUzn2nG0n/uU/ZxXpO8aMX19pnZwfs09Pr7fjlVTY6UeQelVpBC3RSHpUEWuOq699WlDtjEzLGw5N5ex5mg53rh20FEfG+5PoCqRVZj1wcssgxf/H6CvvCx3WjfX5hjV0a6YkdLTimvW4/KfmRSOBRS6ACQ+S5wzhGvsfzF1RGrvjM6o0YumPm0ns2rw42moQZZxRG4DH0quRsT8P2Y7cw3kJjnybP+0wkSm3giza4cqd6xzgE37AHUT5xOeBpvZT+1w1ICsgRhlHhfQRNekapabX/4BiZcWUS1voqHXNIFL6Oc8CkwB6OlcFXxuNYVxbXpdWWUCxgH8fgoNhAt9helF9dEd5qi86dr+jzIjriFStW2PLlRPLD+hlH1M9//Hx13M9naoauKSr9wcFB65CjJO2bLuR9T/XBskXn0udwnH7/AnK8zbNFGts7x6l1bpAX+xdYN1WBJUFsTUgzbGC30wG8fBwUBc9cAYjGHzL2ylGvdEYO3PSp2kX1rSu02qS2hoxJXWPglXJwe9EJaSLvs/SjzrjJYKj9ilIZ8PIo/fbj7/meHlJffB1V3GrNPU9KvnyIEhDUfzwKc0uboSK51srHoIu4jsFLEYLaBC1GgzzNihcy6OkUacHGqnKOvBMnz2FI4eZj8xzTfCzt4VH0bR16d/c2v3TdcjhJ1Fl46lKeUBb1kqC1T9TNzKFqb5d1bhMDQ5wrMcVnmdV9bmRNrURBRA5wG9cCTIm7Fr9/xD9bD6dgfMqmTpyzPNESMeU4ypCkPFQJZMmb2EWEc/U8qRugdw+IxuVRj7ceMIhI4xQOHSkUaqUzFzxXfHbNanIuTuDIchVjOakRFHklxZg/VfmFYictF70ejOLQyIvaPAs9voDEQouzV7D+1Ki/gpInfZsoENbNFr4T9aiQhJxOOlAM6qWIkVYJACw5nKAKm7g2NPvREE4D5K0MARhadwVCQqg46yjYKufIg8Tv3Ia1eIguANS2LrJIfiuaxymD9DxxZew8DWuCqkwOen85RjBWMfj6eiudjOgC21ImKh1B11N7Sf2B0wbK/Qh6XLT98XSgPVUUsQ1SIZTOoUyEkUCUqIQbADg1iABzVXaPErcwPlau7aJscmM166CDOB2gF4f4UfohTQkOHNMA/x71P/SvpJTmXgha4xY3fU4zAuSjrjR0LxHV6ArTu43vnLOTDxIJJBJIJJBI4HGVgCK1axdwZsWQWIGu3i5dgVYSKkiMZzkiiVf8j/8BA/MOorm/tNKbv7cG+M0VYTxvlTZKdofabSJTcEqW4it+zj5O0kLRh4Nvfv8uK/6I6BMM8jICp8Aike/BeQwTflM7fMomKj/1tEYyYsqBPhAO5Fkrg6UbVdkvhkQli9p8/Ge/sup7n1owVYmdHl5/ybKbBhyDTUtP2EYsTESU14aukNMROStvOpuwGO6AexiAiPQ7EU4BEc7Jor53PCQDJ/vuSFTo1NE63tENuEZYSmOm/PXa68kJWzghJaUmbaxjwBZ71bSdCFgoJCG8GxIdHYKpUxiAhcfd8N+uGFQHmAiZNatgTdhpU7BHBcwbG4MtT0o3LiQFqqLVi99/EVmt1RnzFjlrdrz8LNcbdkNydJr5R9+0D42Gb1r14BGb+Ndfu3NBfg9UqXIwAJ9LZjLG3/77f7Uq6QTyT+2ynr/+t3GEPP0Xlb367g7CYoRjbLxptLsh1qfJOC98jf0MnMSO6QMcHxpyYhBGbhVNeMY4jXJU+xU5ZkxieM9vGbTcLvLIs5+Y4fTAqWI9TEEDKiVptqsLBgCM4ju2ooTEyYO2qV1VHBBkkDYpqjV/+Ce5NUowHcE2JmcDOXKkYHCS/FM4CKdXLHOHDjfKI2thYvVJ1PMhDhHlwydhVgRDv/eJjf3n/0LkOywGjL2cLLRnSdFWXTPF3k2B7MoZGk2UbOqjzyyzeb0VcJhVI0o4WEz87C2rfnmSVnENXYeX5piU45JtDSed8okz5MuGBQvWMcfcSgOGbJTyKsJBQJHEwuBy7qkxluWDX4L7CXCAcWPy//0H1qGMBX/yGvOXvUBSEgksAgnodnfGSO6rcWjJv8DAfvzKKjuGAXeEyOofP32cXPHctygXfG+qewNFQaVUsLNQmf/je0/auyc2eu54LZlZ8o/ngsfxubkIBus+mqBxbaX6UD54MRechwHhCGM2NLzC/s1zR+35bTxHsuhBSUPgBkPto2spu0X6gXc+224/53X08hrmBXojaO1zjG3alUz30ZDk0EQCD0ECMkArKrwxetX1Xw2M6AvC78Kk/Dco5VPkFW90LLMaz+8IQ7ryw6eIur6rM+o8/UoRUR/0wUDVQaomjLM54StAS5TBUamzl+/AxJ6TnpNFm947YHb9HPh7jHgoR8JaamMcUei0oBcsSRuE0YLu5d6+SGxeEXhDWIVq9EJ7C8kueFaR+yv6wD8znSfzODZmhT/UN+kBZ5WWgbkTFrEtW7bYvn373DCv/O7fVmldUxh61arV1kdwrto3o6RJlbEWpq11l5DDL7zPIHTvs45THfon+1sWWQfZnLOdSSJCbzIpSq/tKkLeyLlTaQYAg/69crqnc0TWMxYZMYhq4bxLkdxEqz81NYnTUiQX5lkFtMhYNVKM/ZQujFOAY2OcSrPo4cHI91ekj9YZ92jU/VWYHP0AJcAK8fgUbery2zZZES/9MlRtdvoyNyMbpkXcRd3YOA+6UqGMQX4SyuHcujVQXK/UjnzJF1EA19nM12ABqJJnOiI6OGLBi6MLFnf3fMli8jQKWahqUJwQBSImhrTomXnIZHt7Uaiw4K9ebjU25azkrHOLbKFjbqWKtJe51CDaYJI85F1Emli0s/lEWdxj8Di1TsqhApEhxSc2QiNJrk2UkmWiqVIYNHU/1InMaNyoWfoaxnGUc4rmCHGkqA1dQ9FIrpsplIYCPppi0vKiV0t14inX10MOobWsGxC+Sdl4H3MwwpOvPtZymLlGZBOKNxn9PcLGVVzUh3cl9JJF1ta8InUAIG6IpQlSzCkFQoa+ZcglHq5ZgbISSv5ROafoAAAdxxhK1TKU+1NEjIh+MjfQv7Tmn9biHCpS5C0lndOSanLSxRnYRmsAJRD41k3HM0m0819/VQAaasypN41CuEA0THHzoBX7z9jkdcZqhLVUSjsu5ZE+PO0q10Zs4thJy6P0y6AEFcW9FJb893bcrS0OZnUMB7gCE6VgwB9SIsa9uvM+pnSHPUSwHcW1GELcKO+9Xxw/GuRjVToRUaQq6kiKzTu54e+0UQZ5eRGHzMtUgZtK0XRJSSSQSCCRQCKB77wEFOFeIjd65aPPcZhEQYcBMOpAsQVjUF5U4jiBe/QshmgSpE4/B934hmJITxNhOTcMzlYOPUbSzaxdZd1/+lqMMTCCTmHUNJiXlGNez14r4TB44pxN/v3P3eCuvOZp7Z+EWcEoYoUKcd4W00BNRuVTZ/3c3IGnrPvf/8SKGJ1nGG6RXYNzajh6Tn0Etf0v37Eq+LIxgeMqeFqX1LjUZVj/9IhFKLLEMNVx4FkcCMhTzl5o8tfvW+m3H1kKfJ0mT6YjJE6MMNAbjG5Tb73n2Lzj+y95pLrUdpVT9OH3H9nU7z6y+rEzrrgUPa9fEFwuw27pvUM2tv4NjNx7LEt0t3BzO6V5a9hTpJrKbCKVFXngq6Q+aOCAq0ACxXtjMre86OiZY8Gyu7ACqCLmVIZo847XXsRp97aN/+3PrHrkFPMO3CkhjOLk+/NfQ796Ber7bS7vBsxKdZw6SzhO1NkX5ndss56f/Mg6XnjK21ll/1FBF1HWi2NC9ClyRJAB2mUkRSSKVTmo3OK3DOs5UldluSeUliu1fJkf1uqnAGSEJlOKzszohNXfP2Qj/+f/ZYVXnseZ4DmYD+gj+DZirKbIH69c7Sk5PLDXCNdT5zN7qX8jA4oCk75N/fYDK3/4uVVxMDfOoZc+5pEcBbgPqxisx/7pl1Z8fr/LTzKWkT9AxunVpPXC6G2kDksxXoE7Q2esduS0jZX+C3OMfReOw4ajRuH571v+wDPuWCHHgRz4u4KhP4K+3iPVaF9ErtKp335oIfd+fvvHHmlfPXHaKkdPe/eDjeusQQR9SgZ2aXNxdJXTitgiKkTiF5HB8v/2L8jPivKeeRvguJ0SSwH7Mu2zguY5lePnrP7//L07lEQ4XzQuXLH8awcs/cxuS7Wxlk3LPHmTSOARScCffUx1GVz1vgZd+RkipD8/v8a+t/28bVzDplVLiRSgrHNar+sYaW9gsP/i3Fq7MMx9SmR1Bm+njIy7foM/os4kl50jgYwsfFlYaGtEyENBf/DsOntm82V7dguDmoFpRCuydCH8GWG8V/oC5Y3/8tJqK9ez0GeT15kwVYY9KYkEFqUERCuf2fGC52hP4ZCXWb8DDIHh9auKFqs8LMd9OFlue5b9QI3UVTh2ssyl1u0CRz5D8OhcB0uliZSjpGM2jMCtRS/o6bP04H6rnz/izocZorU9ar1zBdjxSbDj0274V7MC8txnqb8BDX1jHMxB9HYAZpK+sq4oa9qU3/wUGGIV9WMsXgku7d9CXol+WKyGiBwH9xKMo1tXRn+szZZetd5sy34wKOe0lRxBRzmwvSLlFX8l/WEcfBQf1Po7j+6tv3/AXn31VduwYT2+j2B96TQfQGldz3WXs+pTNH4nOF90+dNFHRMb0hS6U+SjqHc6CSrVQsR3bYVdgA9BgCNEsHwAR8xz9HHEdaJA63jtQobWSfAsOeBRMsZn40CRQZ7FFQSqySivZxvKV11j9nKndk9NTtgt9kkexIYufU7JYL9JdYENca/AScQD7jD6y/Av7N9eIuappzDl8zhNwOwr6uj5PmuvJXn/qCTweBnkuQEV/VvYhud1f5+FK9h0MYGrskSoLNJ5qE2YIgmUE0w5pLuH93LjAWRZ6JZ6kTe3nCNKF4asziY0xHDdkNFDm8xFXrRRtywL2zKiP1AeibLbaeFY7BTZkcHbPodnuxRKUZoNPF1Sr2Yu64+4kwIH6gdzrDE+Dm040daKJEHx5dTjsxb0R9zax/ryUr5lYVgooGBK9/fCHIHikDxF8YzBsInCqyal1+i4TR0/46BIRs4qlO8hUexxJLIOb80yzsGImEHJlGN+ilZRhvMFL3RMVCk0K0OXfU7o/rRxHEs0X2btgGWAVcSG6PMVFaT711uBM0FI9FGViKGINUtR8cqZM30j8NYNykQtVRSBcva85VBQKvpfCq1FXxyZ0leccIKeDsv0A3iJmNHf6r/f7P4m7omUDyoh0UTyEO9EiZhGeb/gMfGzZ/2QklFgl4+11hR5vnXt28mcGLcUOWqNNbXKPPGmcv3w5rhVTl5gvjBmOEnUobdXhM/CijoQdyhgnZ6m9xQChc+h9Z2AoCLDApShUoDWbinKDHDblNfCrvUtHKXma+eDUT3TTZ4unKWyq1Du6L7Q7n++jUDTUyGNESG7eqXl8KrV+Hp51P35FkSUVJlIIJFAIoFEAguQgD9PifiGpl4GXKeN1mkYDxW9nMNJMYWDnjsx6jki/MPvCEWP8ugGet7wHJUhL7thHc+lJYB5FiCW+Q6RE18WhVsnUfIyPgcYZatfHCW/4k03VooK3MAsIbnRxSIQwLqUXoGyS8Zm8KEitkOMm4oeDlCiifEph/Nw4QcHrHDgaQyWRInMKvXrGJsxGE9Ab156/yBKM3AIWKeFLRvk7qwJl1647A6vSvGTIa1Tdl2/Tb3zoU2+9a5ViVI2oqKFGRxlaa8E3m2AuSufHXYHDOU7FwuA8M3k2+96LvQq+9oG+6iUjPHS+YGJNPYNIl5k0J746Zs4Cwx5OoMsOEwOlfMV7cPypLKqbjtiVViqlLtU8yQlh+/N0JHLCZY5ds/CvMtuBRf+yesoG4nYpr3R+SGi/5E3f4c4EVQZh/SXJ3AqLbjDQSS8D1bPYfDv+fMfWRfjJqOw6NfLsD2M/eMvrXL4uEeaq5+ChdJVuPOB9u9M7Sr1KoVSmuMK5Lov7ttlKVIS5Jy6PcaR0+2WY67uEfbOoq8v4eAiB4I67cxhkBdzgfalU+8etOonh+O2Pbffin/0irMvpJknIVTwU79+18b+6xtWZ0zFeuAF2cv5wqnhxWhBnZO/hNKdPsphtAtc51H37MEKT++GivaiVTRXhsGvckAG39bID18bJvcnf2q8ZMzv+MNXGZtt6KVJy4DTQydsBQ2wboW9kMZJ8FAOOw3qC0n3VcWBQfMgEHsGKRzyW9Y7+8LUG79zFgKlItD2LcLY3jiO8w4V5LZu5hi1gS6jwyogw+rJc1YSc8PVYT5kLiL8EAcFu4GSnbHOIN8CqQ4KP3gB2ezx63kFyY9EAotEAtoxpv5/9t77OY4syfP0jEgJTYIgQQEQ1JosrVpVi9mZabvZu7Gbtb0f1uzO7P65++Hs1nbn9npEz7SqqlbV3cUqsqg1QAEQBKFTRtzn65kJJkCABEhWMYsVj0ykiIgX73lEvOfPv+5fB7iN07BMAtgIgM1lq5bLCfSBMQUa+3ki6IXYd3cukq+3Yl15MvSSxk9jTSYEBBMY3yb9SZrxSAKieE5zfWrkJgy4xmmucT5XtkxWYFto84s58jenrbMDdhvSE3QUyoB3pGHBySLDABtyXXVtk5JIoG0lQGRyeoi5FdBaSkGoyHJ3SHx6iwWaBoCy6RMfwqoDa+lDgp3E+DN01MLh4+iSOCw2i3TNRSKk76OvQXMvZsoAMNcBcID5gMj09OBui6grJu97MHOX9QXt6WUfgPJw6DCDa91eFXRiC97/Ono0dlpRp0ORL1A+BXgeEzmfPvy+hbsOs2bBCZYSdGEbGzlBXvUbFl/61FIzpE3i2ZZeExM1b93orYffs+D491cB5LPWjZ6ZR597UtT7IvrRPKBzN/a4np6Wfjf7/3W+4xhRm7gBg/Z1q904jQ4nlqT6DKO/zblm6TOCSBe6ca4YQdeHkUkOExXpbYxd6GpRRx96OhT40OAHRMV7wfHBBmCT3bHfuno/Z87jnKwJXKiP2dVjfJYn7d7oDavMEyjpqYSbrWgKhu+6Frr3ZMdVHe5ksHI/siOxfrp3756VscV2cW36sWV2uv25WVfy3s4SeKWsA4rczACQFljEZqGAi5TTD9q4sqI+ebDaE+AG7PGHK3ZQo3TrFvTReGBDuxbywH+jCzKvsqicw6hRuXKLyAUZqdQj/Xl8MGmbvjbamIJeL91dIAK+33I7djg1d0AuGC8YJEJy94kiXMaHMgt9BzLlKdY2HWk0hAFcMaBVIhkiDB4ljBUlFvw5DCiK2m7nS9Fuonye9kjRIqmNR2hkdxNpgUEouj/tURpalEZ6JLivqjixzGPgqsxg6CIvYBWKRAHyEUbLpkegrqgMUKI/ysKmkccDMUeEkmU3MGagVJQxaM0TTbJwESVlCsMSkUFx8MhhBpjXz1nFEDbzh89scXSMRtJQPchqLwZnKSkylBVxupFRyg2vEpQb76SHoHASAVViLF4kKqeAYVDgrdN4ar92LvQzBVuAqEcz0HJ2Q1HbdfyoG8RcwXKguq7Aejcaw1qqAaLntw9wvaGjRBbPXFqUOBkGC6LuZM5QnqQAYyt8cRhRMXpLi2bf6AGGQVKDxFOkItiJYxp5J2UIZKJ56qPObbhUAgDqsAtQu7sHIyTGcq6hHEKbCqGikcq3UfhxWqpgUJaDiSKPlMbg6y4ycnrb9FxgkA3w7M0rlcKpA9Z57KA76kk/0L3KLsuLy41IKdF28bzlcOoLCg16rhbZLz8o+ZZIIJFAIoFEAq+yBBQJK9CxCEBYwlkaDkPX09KwrhTebEbtSkcAsGOuz+wfsZLSyYwDJGCUA30w47fcu68ThbyX/V6pJffjlx49J7tvNxHbODC/cdIWAK8XiWYuXxtFN5z2CGhRzItmXBHxMeC73UFO0o9c12LNpTUVc3b3f/wxUfFvWVbRzUTZPFaYx2sAm2Ui5OXM7jnCR3agnggdbypijY8YsqRzlnF0rd4DmAb8rQCiaj0knSWFc7WcKVw3kH6gw9Fb5YQqdirVX73POfhXJiq+TAS/MyXtgumprnjUj5UCpWNxyFS+dDFfpft76XfRMXu2PFakLxXeOAFIfBMadkB+ItYDaNpzyCD/xjFnZxNQ+7Qi3aUA2Bxu7nWAf+6ffmnFLy6asX6IyzgcIIPqvfG6Py/rhHRvrxW+85Z1/89/ZV28B+Qh1z4RtP8CuyvnoG+n78pRn6IPApoFwnsH+egF50cxRggATwGyB7Qz57Ttje3+htRkoOYapkTNvhcDJ+dKs86pAjjPXPknS/2Pf6vLEecJORQEGJDT9KX7f/1b6wIUz0jOCFZ52ktEyFeILFdEfQiboOujErpfN/5In6MfchwuXb3hDARKo6UitoZOosql1tVY+9RI7RTjCKLUEli5qYV1vdIvfBe5/MNPrfD+m3XHdY7NcB92Iqsa91GE/q17wNmhqMtzuEp2nDNNmzo+fN+6//4/QLO/B9kwHnCfix6/KgcCN4LAeMXYkD2y37LHYQdgPFFRnzq+9x7Xq4pzAEb10xdYT6Hjq2VyLGG9pX3yMBn0wBrRQXS9nrW6DLyK5E8igfaRgB5FDBuiOh/ZMmWvjdyxgb45B2uv3t5i14mEF2h/ZNe4DW2ZtpFtD/zz+FwnWSALnns8AW7b53I2W6KhVg6HVZzRtnbN2Wu7x2zP4H2A+YrdebAZctot9pA88yPbJm3vtgnb1DNnR4fu2bmxrXaR1AWlKpG3ibNFU5zJextKQPpkqhcAvBedRTf8arYg6RpSiuR4q+3SPXnTnwDQO3f0fYuHD+NsOoVfLjYlKOwdQ2jqjDp6HpvpzS+tevlPBLcAyqP7BALu9wC2D+5B8eA7wHnujR9ZvO8Udr07mItZX3SRPrcffZftzSLgPb0d+yD1xz0wUN25jLPpPAA8tPfDRyw9TL0c47qcWgmQnwOQD3AWKLOP3b5gQQWdFztZDA1+sB1Hydd+hPPxO0ugf/Ncio4fGNjmIPtD6fbIoDUavUkVPzk5YRcunLOrV6/aNmxyOq5px27W9Szvyrsu4FnnFH3+EwvXKaZf0d1LFp37jVVv4yiM06wVsY1yreTyqFXDo8JF1LXFEUOU8UHfdotGYNbKYQsFmI9xcsCDjHSxpN0axMFh8y7WDw0dXde2a5t17T5uW3d+al237triKoC8dGKxRY+P37Orl87BeHrM+voI3gq5T4QV1G+kpSZ5CmsFyz2h3Lt7xz757W9t8sED6PoH7NixozY8vNudIdKsPVuvzxOqSTa9JAm8WtYBFr+KclM+ruzwNlvc1sfictoHUx8jX5KQn3paHkyGC194lVkMVyZY/PMS3a5H6q02ETy10jbYgQVqBaPE4sVrlns4Z0UWohUAx29Kd7RIjwDlM5uYWEXFB9Vdq2FIC+PswBbLbRu0xa5r5JqfrE/MbSD65U0AvkVfqPEnxltN1OGLl6+SFxHvN6e6a+unY3lXvuHflMdQEe0C/UpQSNauM7kzWUutc0sZk3lEtI5YJap4FYZ9RLrImEMktEd/uNbAM8QBKSZnXcMCNPhZqD83BMbrdChQioZZwPCWJZKmSKSIyB9lG10q0kv4QUaryuWbULZOQoFUP7/0BY+c57muYriO75GPk7Z6xInrDdpB5+FVhcoTsL545y6GTQB5jHG4TdOJ1pMtnbVtPtRbx1/GAUXIZ3ftsM6T0JDKsOhXTXuogyv7ITUPvVdUtRhXtXnlHs/ayZDIswLReV16jsn9WQQI10UL8VanJe78UJnD+YbImgAvWawfdZBaF9bl7XfbU0+v6PiccpxCm7owgfOI6FTVEcCHZsqRin4jHUkRA+nChSssQnAQkWPIy7iuErDuN0XIy6cEj9wchtwODNuFfXs81YJy1/plW9Z7PUz1q6OcnIp4DLjeSUkkkEggkUAigW+vBAQYet5m2H1AB8jfJ1nU0/TkDuwhalaAbH3uSA/tsJ7/7e8AAHc4WKf0KGlSCeWOHLCO999AlwPUrO/6agsUeQQ4nuYP77U0YHfH24DNRCoL1JaDvKKgY4DuusFL0zHGRYxqikIP0TdEfa8I9szenUSzw1aDvrFqQZaiR+/+u7+yAg4PXqccUlt1D8lb6o4MpnLGwyiVRx8Q01Df//EP1gXA6u3g/G6klBGupbjjKEbL9NAgrE7o2FzAvv/9H6wTkLie3gY9wY2rj47T6aUDK+e61ohKa6bc5WsW+qf7pPM/fN+ddaUnO5sWEdm6d6RTrbvQv8xuIuoBlbM4gJQvE3kDuK6c94rkVvvd0Rw55/aPIONhy4zsJJoLMJ6i1ALh9q3eFjmXCGx3G4Tk4x3z3eqf9ZE1vuv7YvaCCSLdT4QWwRCtRbpi0NNpBej7ZYRMD3NduW5yEq0CVleu3wD4J2iCKPGU0gzRdqXgysghAefTzCCge8MQGQLk9/2Xv7dOovC9XXJwab3ezRPTLl1zOdLqflLu92YJN/XwPJL+gN+Kn53DOAsrAfvLSBwUsB+RCz53/JDLZxkrg1gIaHvPf/qp5YhOr6DvVklhIacNPdch9fm9CxNGlrFBFP46f5DN26b/8z9b4Z1TjAvXfY2ktmeQc45o+BygvJ4XL2oDzBFKz7C5q2DlMxdJKYATBdeBq1NvHzqt7uHc4X1EZrEOWa3/zc4m74kEXqIENCrqJYrzYQD3/QDuJSKnr93daf/2+QH78hbMfpmqfefwTfvu4WvWQ0T1ge3jdm1ik00CyK8Yjl9iT5JTr5RAjC1A16e/a8GO4lDRBcPBjfHN9tGX++z3l4fs/kynnRi6Y985UrBju+/Zzs3TXNsJuznRZ4sV5umkJBJodwn43MrkLj1yZeHmFzAbT5M+hoh0zw9PRHlQANhu2toc1CctE5Hrztqk31sLddTGLlr5D/9omZtfWHqOlL7om+WxS1Ymur3w/f/MugGHO+ltafKGA6bHUMenRDmCLtUKxi9VSyR1OCDdg4DBPSfR0dAdGvnsBcwrmKe1pDpJeTpyDCfVPvQwmH5nJi01h45O/UE/wSmcX3T6clBo1TUUGb+TNKmbYXK6ceNGa5XLPgs0Hx+fsNOnT9vg4KAdPHjQda1lO23wi+qcgC1odHTUwebh4WGnp18T6EcGNaLiU9f/YuHt0xZO08cqoPpTJhi/WprA0PGDvp3YFcXmtR+bKsdKHnmceTvQnZtgfEs/Oglk2r5zl/X2XbJxnHlXFtWtqqfQfa9fu24T187bjn6cXx3c5zqtetOtrKX5nVVUccFuXrloH/36V3adwLm+3j67ePGCnTx5ymW+fft2AH/0cxwiktKeEuCOevWKPMWzLDgVsVAC2GrmjdXN344lBl3TuM8j70aFMiCZ6PBCaM/SAL4bei7bpINa4MoIUwF0lPd8jUVvTZOIgI6Vk1KbtHllMyIhiQCLGajyMoBSWSLlAxl8GkXe9lkW1coLnj59xspyNuAQ7Ev1kba5Y5u8p/BUjhdFHX7PFm/csgJUhVkMDK2TbJs09ZVthnIwZjAG5qBszw30W6kLKkpF4SjSBIOvHnYZ8qpuQCNP4X3yb/IsReTfdBc+BgqNZ4GiLAD3C/tEX07EtgwzGylSBGeIoCY/ffHidZSUcW5bjFJ5GSZbK9L50OlmoLZnTKpgAOOX+i3D73Ik0riqyOMqEdROydjoh9fCuOZgNMaxgO0yDIo6s/JgCgNspxusWs+24c9fhzGKPug0MhqLsUBGR6UeUKSL+lZX6vThUWl+85yRMhq+4EE8hKmjsHfEet96DRrYOSLyUDDB5StcrJiIdTnqiu2ghsHQ2ylazmXX9VFb1/rk45ty1sOkUbxG5Bb3iucQbWgNcsaoqt7peZv74gJUqJ04L/VCEU8OTO/zWjV/Vb83pa47UjoyThQYszPQ4ur5ENge8WytXTQPc283jfNr75hsSSSQSCCRQCKBV1wCVXJJK4e2HLvFoILPGwXQTGuz7RirWnI3B5sB+r5DRC1rzyppoQQIpnG8zEA5LrDu26ZnO+gI2CvAV0XRw1V0v5ocCNEFXR9B5ZUGKefSALYuAZp6b87kfuAT/gig1etZinJ3P0tRGzcAkT/9FOgcirbPHTvkqQ3qDq3oIThEKm2QU1U+vZalPeTAoDbqlT9x2CowBUaTAPJQt8uIKKdy2UaUd35lEYugnAf0Euj8IoobdnG2EPjsDgCcN2g4KChNQWUUx2TWA2JOcFp5nDhCnBiUGmpl0ZpBUf3PK/+QtXznj77jwHkNwDuqsPaBCUvMBIqED7seAfitbdD1yClVBSyM1VNQ34t9AKYHd4iVnkm0+krHG13bAikXBNJXbo56agYB9bIdhLLvrOL8mR7cYt0D37Eqa/Qq18/TQek+oV0ZUn4FsPIlJZFAu0tAFo2QNWkuXbXeDpz1WTCfvrbd/nJth/3q7F67AfCeYdtiOQOpSGiHdtSB3f6ueY7D2Sfa4KK13QXyCrVPdqEMqQe6cyXrzZdsbLIXR4o++8WZ/fb5zUGbXcjZxHQn4HvW5khPkCEifmvPApHCAIQLPvG/aLPIKyTdpCttLwHSIUdT98yu/sXi27AJiZp++CQg+Al0rFYNBV0OkH3VQh3VcZwmz/3OMlM3HCT2fO8TOFFixCu89bdmDsg3jhZLjoJsZqUvzbEPrI5Ez6d4teqJAupDaO9Nr6cVwGZR2Icdhz3vfUVR9XevkQ6TlDmA81FpwaKJUZxFh9HbyDUPhb5KHmfTXbt2EYmNLZSyMkLef/Q/KadSFyCvCPmBgQHrh9X1WUuFoJpbt27amTNn7csvz9qmTZvs+PETNjIy4s4BalewIrVAjMyqd6/CGHDRMrOwespG3cqk9aTGCAdSwakh6BlgDkNn4zfUsUYdvvXRH+0fVaxQW7ChzV22CZZlz3G/YlHjEe/sOwcj1Njdu4DnF5HPgA3qegr4d0ffR9U+6VMVBqzbN68hjzN2/sIFG719xwo4l05O3ndnCDku7N+/3/bt2+fXoKcHJ4x1sG496ZzJthcvgVcSkA+hDxcgX8BTefH8Nag3iFzG+/pJpvgXL9oN1oiimhIoB2BaJpKghIeLKJJlbGjmw9tgjS9xd8A+jC5loiYXeVUwwsigFcmjS7SAbV8wENVkJII+EVq/7ABgPCCTjAGtRcaD7NB2K0DLL7C+JNr6qIRDGpOmtFUfsVuPeLmfBaApD3kFI8LibfKGQ5+XxwiiKI6kfE0SwBklZDIskGuzsuuOzRMNET2cq3sx+gTPHwy5om2sec5Nnhd58ZEP3C2YivrgOcoADKcYGzqUtxGjzbJIjqd1RWA8IG4Jqk9FWJdHAVqVr9Cfz1bvSc6r/wDPEXQ/tVkMT7qHViscKwWiGTm95CHq+9Y1kXQJGiQA4gpG7vLtew5sp3Xvtdlzsrx7tF1d4y2kj+lC1kF5j85hx3rPlh/xtXwjkihLpEwX+SMr5JYsE2kUGV6Y8xhd5fDES44c8SyerWqkRxhtrLViaCkcGHHHKqVQqOFcRUJWUrRzUzScqhjpLIAOtHbzns0Gn1me8dBB+R2AFbpHV3jjrks2ikT08ZP76RnuDR0ixyg5D8iBSiwFbthWW8PEO3Rd1yDZKZFAIoFEAt9qCcDodXPMip+S6xoKQDlEprROyzGfoHsJgG/OgxITWzw/do7I8BzzpitPcmB8ljlQFb5iRdTwWRwZ3EFwFT3Snf2+EevDr+bCCCjX60UWB35xCDH0skdGQe7Ur9FhUuuVFI6RwS5yx8v5ouV5kGOLmCbi2jCPC3olypvbCFYYVF+kTJp1SRuWDh3juKB1jivznHc9Ngqt/cXO4E4NarcO173b0jf/seVPiCOvnoGlfor54Un6LXXJoSeNLWvp2mmNtRZjRMu5ko+JBNpBAqI1DwFtOwrYNSuhfX590P4MGP8l1OX3Z3kWePBqgPF/vLLLxme6iLS+Z7v7cX5j/ZfPwNhXIUhJc67Wg0lpGwnoumro6gBc1/Udm+qy33MN/3J9u0fA1ynpYwD6zTa9WLCr9/pJV3Ab20EK54ya559XikZGzJdnQ2kbaSYN+SZKIFKqHiLZw9P/auGFT6zY0W+pt+dx1N27ApBfu3cCimNo06O5h4yP2OsA2GVeqy3MA7pjkxX43izYfms4AFRvnLF49LwZx8Q5aOWhRk/vOY4jK5HzqwH/6CeKcFdKHtevAJZX0ztiORg8JHDy2ucWXfy9RfeuOauS9LWQ/PPVg29b+tj3wDzIWU9u+wJpHUdGRkyR1wJ3Bch7augVOo1o0gWif/75aY7JAwhvtddee92jtTdq36th01SO9I8++th+8Yt/t0uXLuIYUKDuL+ztt9+xo0eP0KbdDvinW2XBtYofEBg6TToobIMah6pgPK5XNeW72ju6q+QigD2qkNKVtL+ScSrbabHeVxwjOet6BvN3rWvmuu3trNj2LuyQSkULvqe0RUHDdioxCZQvct3vkPL1oy8u4YQ5aN8f3G2dBUD/DejoD6em7KNPfmuf/ukz4rO4B/3YGEB+0h6wdj1z5guo64ftrbfecjkdO3bsuZwiVnQ7+fqCJPBKAvICS7J9my0HxXiWfGqxQK/ZRagm8MxbWnm9IAm+kGoATxRtCViqnHqirV/EsyU3N2dZBtOVD/0LOeVXWQnKmnLHz3950QE/5Vn7ZqnTai05RZg8Crt2Wh4vMNEfryweiaB8h7t34M3fbxmiAGJusUoRgFXaZiu2ufLgl/A94h6To4HnN8RhooqThKgCU0SPuoHmG3ejvQQhvoBTipozt4+8onixidKzGOBluaLIXpkiYp08A/UtvMmYJTpugcIFjEgxkUc57r0s7A0bdapQpNLCF+ehGr9pEfQ/ui/0b0lR02mlGepXjU1qR8PwtKKp9a/ajkc7qH79uxZsTRBYCgjHVgD0FTFeuj1hRQD5rAxaosp8ghFr1XPpVHpR7wrdb9XdX9iPnJOzNl4vrNZnq4iOh9w7Oe4B5ZRfuHrdFnDgiEtEyuN8JupRdyTgOviq9xnOkkLpFkV/x5FZy+3FqKsUC6Q2qEKp6gC/nDCksFJ3RAqC2s27NvPxp4yBFesmcr9w/LCloQfdUIFpoUZ6BonZQXQU/We9yH65dO81FOANtSPZOZFAIoFOVwBOAABAAElEQVREAokEvp0SQF9RfvEqrDA1DBpKdeLpTJiYAua0NNGta1GJuy79Sq6sX8Ct4DqDpvc2Wxy9gK61bRWuA4nZ6iUW6aNikFutCQDZ6wHBVzv0uX+jXQLXn6lo/RFs7EFPwdK0oSK5ccyqcttQRcnOiQS+fgnovlWEvMqlu1vs6ni/XR/vs6l5nLX5PQ04K7NCuRbazck+j6S+97DbFomo1k2fAPEuurb7o+sqe1EY1GwCavpPLu62u1M9NvawB/MiASOA9GmQryL2h6n5vJ29tQ37RIbo+DIAFCyRbP8GWrbb7jokDXp5EnDmZQW9yGbF+qAOetfHuvW2KgXrlqKug20jZuMAtmWCnlLk+u7GSRBgP8g1ggB9PTJh1Qt/sPKnP7MQ+vV0hL0PGvto4gbB8g8se4KUR8oP31JiaNlrUOorkj9VAgMjfU6wiWAZqPWXRfED1lfHYe/58hOzP/3MUnevWGoBJiuOCQGNw9kJq8xAzQ84nYZ+PxjY5SD84OB2ouSHiJLfQiT2OCzIMA1JZ2kpyiUv4Ht+ft7OnTtnP/vZP1kJW+XJkyc9ul3U9yuPaTncPwrQXyTl0ujoLfvjHz+13/zm117Xw4dT3o5SqWj3oYW/dOkC0fLHyZ1+DDp96OIJqPRIcB+waJsC2hiTNHbVr5Q2LG+vTqj2anzSNa7NTVmNyPrUwgMCZudgIO2wVO+gpcgfn+okFRXyaZYYVoHo/jUAeSLUyw9tpCvCwaxgfQQnTcIyW/OAOpw+GwfoPY3+W4a58/PLt6x703nr3jpkR/L9tnkANoIVsmyep/kueQtw/9Of/2K/+uR3dv7yVcbfqvdZh0puekn2RVLjijmgo6MT2exMAPmmENvofYOrgzZq+ROaIg+WDHmas+QeSwPIL+bp5gIPDSCXPwnNp+EJdXzdmzRERALFFCEPSFpWHvnpaQdPebq+7uY83/kYdATIl6BFFz16hKMBI8vz1fk1Hu1gH+cTzWQBb6v8yLCnD1irCWmo6jKi4SOvdHWWCFUHJzXct5HRiebo9k8DrmZ1n03NwVxwv04dTs4+p9RcmibW6mny+4uQgPJTZ8j9nlWeRKIfStfJ21OS8sNzgtGqeRnqQUSKQa4/O/rL+sdiedtBhVPYN+S5FsON5JikDkVOl8cf2AKTd3GU/IlyBFLH9Kf5mKoZyueIMuURLksbtOMTCnWgw1AVNPuKdBaoT12quopDVIBjVAl6/OL1m06Fnot2YYzb4HPi9XEPq34cFLxIgWLcWavUTYHswzjkSs5GxqNGn7SE9NygYi6od7J+avVO35eVuiD9rwyiGznfsnrW/uIMHuSlzZEyo+PEERxsZkkJgIMN91GTWve5hiDa7ZTv0HDmYWIoXRuFLQtaUWhG1V/vMfvoUw3PUeUTXSDnZcRnv+5E8uR2bmNsIc+S5jA3xnM/NWWh66j7g+smen3l4qzNAPgDhCinZhZa1RBqTs9dtbYYVt8iwauNUOpHclTgXpHRt54WYrVrpd90l/Cudqo021n/lvxNJJBIIJFAIoFvgQTkRFxmvquQaotwiiXtR7aXECNPGjrtZwbyvgXyS7qYSCCRQCKBRALfbgnIXVtLsTJ546+SX7wEGFvDaT+djpzGXtHvKlm+a9v4dBcUvjlACq22tRTDLsqH+l6+a/KnDSQgRwktj0lECCDfZXcA45VyQJpSIVfFjMX149p25spWwdlivpS287cJkCM9QRjWAPJjj1Jtg64kTUgk8GwSAEwXLXw8dBRbJ0wRAta378OBbgOMs2BV4TZS4Bz7LuxaOClN38VOlQNPIM/6kQ/MBPhSYuVAv3fdqhf/YNHZjyxYIFUOgacCl2sPcRqGVj7csXcZIB/zW4VjolvnodS/SJoo7HZ50oQC/qeJqg8H9xDpDbU+D7Ii8Wu3zlnty48tdelTBux5b0fdVscALPp6Afvkm68qIp93UeWLFl2R16JDF+j78OFDt+8t2fgaktV32ZKV9/3jjz9mbIhtdnbWKdS3bt1qXaQKEjDv9uaG3U0R900gXqCzIuMV6f273/0W4P2KzczMMI8gAxZlOu8EeIYA+zt37rhzwKlTr9mpU6ecxl42xFQPTgg4E6TKMLBgF6yHEjUauOJNc4+D8pWyRUTWV2+ctuzifXdqiDMFAnyhvR8YQUZcpzxBR402x/M4b49fhvVliuxQKevLB7Z3oMf2bttk88WKzS2WcUai8saEpvNkCVyLkMedyWn79Owly5H6oJzpsUNHzDZDxy+HAsmvOQc221ZkjXr//oSdPXvWfvWrX9mZL8/bA4J5MzCbNuWvZilnvPqysLDgMi8TgCfZJqX9JPCKAvJQjZOfOUcusPSWPh+4lA+86W2pG7rdivRSzyWPGhpMM5ASQepU71BXBwx6S09juzW8tT089BqYangyVe5PWpHBt4JTgQBAadcu9+ao0npcm30ORXVMO9N9XdZx/IB1HDvoueXWamZArr/8nt2Wgzq8cn/GUmMTDqzG7UQtR388CoFrUR1ncmWVU4Y6XNcpDf1mKCrJxqSyVj+T31+cBMSuoByJhcPcM3enrTh9gRyPMCsUGJKXAdSPHhg5ioR6iIiYCIe3W8cpcjKSj2cJQFxn8+LFklXwZiyOkbYARcfBSq69gtv1COtBDdEa0nj1ZboKlgMcDVEKpDSsVdRK38o+EcpOtbgIy8e0VQFvnQpfwC0vpzUi3/n82fPWRU5JP/cG/Y0E9NcEtKJYiHpf/VFUtjxVW8tjrQWQDQQMK+JElD7rut+pxXUX2k4nlUZA5wxQHqXkqAp/bz1xUxY8YzLaB6IhRZ5ybFjfOVdU9oSvYkbI791tPShnNeaM8oWreHKWvMmP9f8J9Txpk9hBdK2U6qLK2J4COI90Dykfu06iaytBSIG+Q3oSlE5FFJYmJywPe0OWfFEZmBBUjwD+FHk4XRbIJ4IRpgbFkuaJyoNJdxSpoFwXdg9bz3fedoqrFErtRu5x3aY+n0IfVaOdVer3a8Y1j1GwtV33a7PUXQt0Ifmdvojm3kQfy/3CD83dkvdEAokEEgkkEvgWSEDzUunCFavcGEVXFuMMVhSWMW5YQicKNsGY5ZaVb4Ewki4mEkgkkEggkUAigQ1KQMvCmkCjBhCv5aIip0NeTTDeq2SDoqZDFmcCdmsstgXaqiQrMBdDW/6p1QQmyWdRqT4I9nGInhW1FuAUvetaW1qOFUSCcm3T/KatyXV1ESV/vqESUOBnOHzY4g6YcQ9A5w54nuojMC9Xz7G+vm6lSHuzj2P+F6sOjhBQM4rNMG+Z3UdI8cOL3O5eoFyvjmIjBljPRrAo82OpyrPFAFubHCdI64xFk7fdBue2MsZRAfjlT/6rxRf/aOmpMajasZnC6FPp2mzxqR+bvf4T2n+U8+WwnQL43zhrtdFzBH1xriggxbMMn/XnOKC+LNHxAeB/5foZC5RPXrnOOf/IyB5777337DZpcKegTl+raF+lzZ2ZmbZf//pXgOqX7PDhI4D5+2xwcNCBcwHzoriXTbVEYI9A+/HxCbt+/bpHv9+6dctp2BXtrfrqdWq8kYkwcJD+zJkzNjY25vvtGhr2eg2ZhjtAuAHXo/n7FlZmLMMApNQodSNmvZ9qu0YnpeRQ9Lls8qmJKxaMQVXPElBYelwOsFneg80aWycODcHWfcgQjI6+xWXs0fOT2Bmxe5PaTM4C+3dstveOkJJles7mithGqWP52IfNkb5g1bZb2OT/+d9+aRNTM3bq2jU7hHy24bBQAGNKC09ivwrtKmKHVR/Pnz8PY8Af7Qyg/Dx2zhAb5yPoXr3RGFyfR0OcEvbsGbH333/f0wxoW1LaSwKvJCAvgCBFPm8H5cn/nSOCuTjJg7IAn7huzkfPXltdDR9UeODy5JSo3nkAUDdZBxJ6unngedDY1taF9sUCrBhMFOFfIUe5KPg1AvmY0ObN90aiXYaAXJnOTqcCFyV0ZpB8Hs2oydUuABNIbvcu6zxywMrnr1rtyi0fBBXb3E7FJy/6V52ed2C0CCBfGr1tWaL74wG8x1ZME+3U9leuLTwr6U291nH0IM4396189ZYFRDcL2KxPnyt6rGGLcS3dhfKEMbiwZ8gKe/c45f2KPdf+Sh0CrmuwV5TvcU4cZiLA5dYz+hAjaskeFA0iowOYRmIinGsAy0+KQPcxVQdzfzl1k1IhAJCnAESl8+j5FyAvRSSNk1E8Nm6lm3gePpzGMYHcR2x7emEf9ovI5+Mg7t0JWzx3CYrzee8Xq/hlVdSB1rqCJaUkYE4QMJwekAMKUdt4Dj6t0GzvmpyKojmi+3lmFr+8ZJVeFDL/t8Z0ghzUnrC3y3NAppFjABOFKPtfaGHsycDM0XFwn5UO7LX54fNWgbLeoJB3efgFfb4zKmduYWTEqq8BmqMcz03i0IM8dH19XHch0S9dYymcE9A2ZUfxyJy3BeauPCkxsv1bYKvpc5p9OZg5KwJ16NpVSJ9RmXzg92MZZ430IkA6jk058tBnxD6yDY/PJ42/S92jARKv78s4h4JaxkmhiJMCHIieQqHOBqGojUfXwR0qJCf95z5Pb8ErlXtS1yuQ1v5o16UzJR8SCSQSSCSQSODVlECM01nl6k0o64mEcAMyk4DPc0wvzF9BL4aydnK4fTUvQ9KrRAKJBBIJJBL4JkuA+VNTpybQNKDtcjDiUccEjuil2EUtubSa13uy/Hoko3b75Ot/GpXmuqVwoGhe6dZ26vpluO6iaxZA72C99m/dKfmcSOCbJgFsRgEU8LZ9j0X9O+ufV7O36SEBzBbdOZ5JoLrYHXPYwBqR9CnqCIlajwGNg11EmAOchtDKOx16i0zc/roU2cxz1HyAvP4myFI/IJ4lUvvmOUtd/oPFN88QIEW6UNrm4/AMgZIAyXFHrxU4r0f0AyZHC9jtFgg2AkSugT5XOYHSjeh5FUCd5/cUwL32i8swYjbKtm3byAn/mn3xxRcema7IdRUB648X2W8jgPsHHlEvwP3WrRvkk99k3QTsKEo+JBBG6XUrBM+Ipn4G1kyB8nfv3naA3m252PgEwDeL+qbzCUTXMf0EqnV291gO1oF6YXv/kMXDJwkYws4+cZMUATgwPGkUQiZEYMEswHWDISAiUCciWFOgeEq25jSMAQD8cMwTsFY/j2N0tAuxQY9PwFKQte393fb6vp12buyhPZiv2IyAc+zYK+UTcpwYAcaxy392+rQ7FJw/fxFnha3Whx01p8Au2luEafYhAUx37tx2UP7Gjev2gFzxWdq3sk71XTLJAegPDe+GMeA1O3TokDMSaFtS2ksCryYg35BxQIRnFs+b3NAQkXfTFj3kwdJD9lw8vl/hBRSlrgaiSXIX8mBWAZwqAFuhIpgzXV/hiV9Q1Zp3RDt8/wHeWZNWnXhg4UIZbyuNTpzj0fj5gk74Yqtx+mvou8MeJqqDI5YG4Epv6W8APGufS84Sue3brLZ/t83v2GKVvk4mXxwT/F5b+7iXsoXJu8pkIlrryuiELVy8TnT/sNPyt+tj8VLk9DWcVBHDHUcOep7S+b/gdQhQXm1cn2V6ghQu0gwosjgDmBzt2mYZ7jcBsYrUloKwroKWEAmkvDdh5bukkmCcCbkP9Hjy31fAKQDIoBPgenjQ+t570woH9gBO9juFuAPtassqRcqhFDlFr6NVmCjpH/7rR+gyRFRzjhKKXB0oTRGVjxMAJ13ECUE57AWCKsXIUj9W6w6nddCec1RFQQ5wWyPKvjo/y/PazbgJCK2OtJQlsfCzlMAs42jXsUPWCb17CgeacB2AvNqE1BzgroyO25x9ZhVyqQvMr3seqrGt5200XmA1rzzn6X4XOcKekfWoaylVL7YotUC6vw/njkPWc2fcZvBEr35xCdop5ER6hCW5PuNpU9SRhj6+g1z1ZZwoynfu2yJ53kMomCT3muTuY7vfBCwUGGNmuMb0P0Jprd66iwNEp0fHBx14jYpSCYVUC4xIAD51CZivzS6g4M4iNxYE9GEeZ4sQR6GQtDNiaHhi0Q2odkhfVoQ77SmNQ+V1mvQp9zh/D7RScvqI625SrUOzrpibB6CYEr1+F/dH9+unoNvfjtL9/PJ7YruTjYkEEgkkEniaBDTvNl/Nia3FIPG0w9e1vVm/TsWguD4nqHXV/Hw70R4mC++/M7HwVWO2z2tNWej7Cywxc2eVdFsxjmKaNggYqetgvKV7unAUQ/ciQiYpiQQSCSQSSCSQSCCRwOoScHpzNvmcvfouy34NoDv/iqb1ZedJvjy/BHSd6rqY7OprF6mWHo0qpCopiQReJQkAXjswv8agFZcIgJu6a9G9mwSGzACEd2PXGuE1xGKCNYSOA+hNbx40I8LeH6iVazu2h1t2APzvwl58kd0rlnMmXyxXvf0WQZUfdG+hHhYqPGLVB9h3yXuefQgLamXRimEeKyYOUZwri3GscltBRdss//ZPLdW1iSYAMstJgJctQOnOcxqwCGyO2fru5jXscKk8wUzpR3ZMgb0jI3vsjTfecEr6zz//vJGvHGCaelcW/ZbN5nzbxMQ4wPN9dqnvp921XYB8PVDm0fcIW6NA+KUAmhUV63fRuyuf/fsffMe+w6u/t9Nl7uyzpBgINu+02p7XiV7v4XogqPQU0pBzwePt1G9a9sk2SJINbNtEp1c0N+GckEvTFuycioYXYE+6AjYgG1hAuwkw00UgcEyLxw5sn/uHd9ibxyObKKbs83MXHSR3Bhh1uFn43KSnn4YlVC9FvveCE/QqsIlAUZ17Efv3FNT0ShGgPktWcmRYq+iYvr4+e+ftt9xxQo4PSWlPCbzagDw3cG5kF6AXkcs375BLg3zJsuus5rjz0q8PD7OeTR6uEkBZVCp6fucyEcwZIvbSRGx7fumX3s4nNQAvSAC/0p27ViT3Yg3K6gCwxQ2JHhnaMvg8qZqXtE2Dr7C3GveN7dlphSPkZCGH8dOKDJdpIm9zQzssQ87k9NY+nBLICQ4o5eO8X9in1fL1bJc6LMAszUCefwg4e+6qlYnSjk+SG/ppoNfX08RvzVmcbpy0GuVDgN67t5Oi4oGlAKutzDPjdNkNUeiiMcHH5Jqp4eyR3Q0YT/S6IuyD9YDKTYkCgFYfzljxFqAqkd4RTBYpopHrQLaeTZQwor6Cjqwpv33PB29Z12snuJ9hTwDk1OT/1MIuisLPAqYWb4wBXt8zI6LaZss+vgkYL+G0k4JyPnv5ls2dPuvpEtJEnDmNvE6w1mn0HPGqkW+8hodgigjs0s3b3ua12yavexQdvCcXSF8ip4EsFEAZXoYPwFOLg7g0CeC4dm/KFpFf6cI1b8eTxBHAcoImbOVj+z3aOrsTZXsAhXkD6aWe2raWHXQv5Q7vs268SmvIt4zTQA1PSslSkfz1yaXlgA18lEKXwpkgu2uHdZ48xhiPty3XePHiNYtnSKmCohzjMOLnkVMZdZdmidAHYJcnaMT4WOW+SqHEwleIBzAjreZgzcXcB3Aw4XHLC2U3hm5/AaeoDqjtK2ev2Dz3eGFop4WkTXhSkQKs6+FtzUJ5xT8xtFShxypdVboAXtw+q14zR+fJfddLvvoBaLhoa2H3buZd7vtOHAgST6UniT7ZlkggkcBXKAGxkShiW2xTMVR9jHKWwrEpgD3Ex9LnPTdzckz6EdVfm4NJjPOlRJGHw5+csV5E8flZjqDPEFWuvldhURFIrvFdJcU8ErImSmHscF3pRTSypQ6lXKk9IJICphmkXXcgk1zYJ0QuGZizUlonJCWRQCKBRAKJBBIJJBJ4ogTqM/cTd/GNjSn+6TsmeyQSSCSQSKAdJLDWoIVtqTp60cp/+blF178AEwB8huo9c/S7ThsfEl3fjJQXKO8I8Cr9ET1+htzt8SxpHacnLJi4YWGErY8DgqFjljn+A4+y16Giha+RA742B/6CDVIGuXo6UtnmsJ9iBIuI1g/mxHTJdhWi9sMdh8wGyTU/K0p37HrQ28uW56meOUZBMtaN7XnoCMyfANAtRSDv97//fatiz1M+9+vXb3iEuyK2m2u2lt39o9aEit5WewUqt5ZWe65AeL3ctoecW+vTZ0+DSl0Cs3ft2mVvv/Ou/fXf/I2d2Ddk+ftXrTp502L6Svi455APu/otPrTNwhkCJ38/hnBm3AFB67zWojaobQp3F/iO6VjSrrcD42WK7cJ+vD11QVmKaPlgxzGz+x2cc4JtbCCFweahXvtw4BhOELvsITbO0dExKPmLTkPvfePEfvbGfVRVMJPW5ZxjkrXoNKwDAbbUen/FHsD6FNm1yqa17fqs41X6SRl66tQp++EPf2jHjh3zY3xD8qftJPBirC1t161Gg6D+yO2BShzKi4XPz1pJxiCAg/pt2p6N1nOtQc0Ayipj923h/BWPhvVovfZs8lKrlA+6ClC2OHrHoyijGSIeGXzkJcRIsrRfu34IMPIFUIIHA52WO0DUOJHjYllYTxGYKIrjDPTvqe1bMW6S5QUjooOdz2CEXM85n2kfJpXYAStwMLEYMPCXcVSp8Yyk6GvrpPBM9ScHbUgCArpl+O44MGIzgNfRwwXGKJ5/Fe5HFX90GLpinFoiDPE56L8VHR8SqeW0qUza63m+xACh57N4+46VuPY1Ra+Lekgn0Kmke+hZxZMwS8S6nJnkYNI0eK/3CZbRPd3Xa1kcVMKhrVaGot7In+PaHX3QdgGmRUDj7OkvrWN4l9nh/fTFu+t/nnouReKLEkhgrtovGTxW+B1ve1fERPezSES38p678rfa/o9V8OgHXRIpSIzNUYDzip6U1apoNhxZC5CPZpGv2sg5V9v90Qme8xMyENW6UiCUcYiaP3/ZimrrFGOQnANeALCi8a3j+CFP6SHqfQESizAchFxbRbmXYQXxe0mgu+SACDwgXYorH5zFwMXGzabtLhD+sD3msvgBoojnRlAqhdLnFz3Cv3T8sNPdB4UNsEGoOsldc2mR1Ak0qHk6bVpe1FD1h5QC3Fd6TpwebNV7avmRybdEAokEEglsWALMJRGOTXJuEtAsVhkxqvj8pCGRCv13vOEj0m1EAOXRDJEWOLxq7EyTUiP/zimfnz39x8oGoEPUGEOVZkX1CGRH2avXr30Z2yLqNl5yNouZq2qzGHFIIRMXMcYwfxfeOmVZ1k+BnKE0Xm+wRDikVifQMWGziebreo2cPkPYXMJtAz5fLTnhtdTthhC1RQ5Vd2AJUx1KfyVHPgwgKtIhwp5O0s9ssRBntwz1peTUt552alxHHup/XR/Q5E6RQUwVMFeXr49yfmgKZdBSnT55+F7uDMAMgVMgRhLmwFjzqxe/auyP4Qe9TtuaulNjh+QtkUAigUQCiQQSCSQSSCSQSCCRQCKBV1kCMIPWyP1e+eznZncuW1CE0bPQDSU84PgmQOH+7XXK+KfJQNHwRNBnDrzJmqRswd3LMI8SIZ3tsHDkJGy+b7EdWy1FS5gASvqoo4dAGCLjsW0FrDdls6xD8uAcROmnevrZsWF0ZV2W3g2QPEXg6kMYJSdH6+tFAdIqmazVAJtTezjX0GEzbGVOv68lDzhbGvxjGEr0d999F2r5u4C+oYlKXcBxE1x34Nore/RHgLKMz2DlXlbu0zz20RGPPvk60dtHME2hAzB+p73x9rv2ww8/tGPD26xzbsxqFz6y6O5VC8jp7jgUfYgHRsx20IfOzSyk63ne1YqWJV79JMgx1pqQ/mmNLdu4p+bQtWONF6fBS7pYd+YUca5FIn/zMIFu2sl29in0ut0T3nzLdG2xPR399l66z+6xnv39735n12/itCDgnfWogsZEWd8srUC7gHUH6NlP8tG+ze3N/VvfmzLTNZGjhNIJfPiDH9jRI0edur513+Rze0mgBQJpr4a9iNboAVIu2PzeeQe1BTLFRAVXSgBEKhq52q5gKAPsEF1Ifq5kFQAP5QbuPHEYe1Fj1Gq7NjcaxOBShWK/SFR/hRzVNfJlOCACANwcsNq16TJQBlAppwE8FRGcJ3JZRr7A83aso9XcSgKo0joGeudobKLe5cdG+XXU9ZXuosGcyYT+Fu9j5CSitowDhXJjpwDcBPK241PxlYrkZVbO/SEK1NyeEWjib+EcAU0qxujWXPJSpFKa4DHyZqHwzm4fBKDsRUlqDN/rHMdilMMK11wR8tVxcgxBOZ4S+Chlg3ZwS7jyISr9LIbuNBHCz2RQluLAs5DZhuMADiolHD68D/wutZBwdY/si6HdWbyGUoKDgECHUJTuuhZr3YDqpzeSfRgfXfF4ItAtD0f1CRt7iGKJDN2jcS0HIe0rtYz/kseyou9U5m9KH+BuXWs1lH1lpC/Li1LXjpefc1mN/mXpNFTl52xUqTf/uLTD48eu/EVsCdlBqOX377Wu4wcBQRatrCh5QBmp1SurapxqZTVrfndHC9IXhIyREaCNAAxFapYuXze799CCBpDt59G1Yh7TZ78GcoLQy0tDyW988556Y/gD0OIOGxXmPhw2on4WFQA6Yl5RmgBte1TqPaj/pZbmh+YOjdPoqglAWavIUUDPVw3w3lViIvhXLgzWOjb5PZFAIoFEAhuVgADw0sUrVjp70UFngdcR+fQiWEWaC+pYgLFe7BuXAOVxbFNKKI2jWdIjKYVNQIR4uAlmjxWDX42xv/jFBRiQLjso7pHvmgcE6DeGwog6SUhH/QD1jH2KvhdwLkeB9CBRBJwrQOfI7Bt2g8RG+ljDGbX05zM2/8mfrPSXs/Xzavxn7s/g6Fp45zXr+vEHlkY/WDZwY3xQyqvimQu2+PGnyOeS1TBgaPwX8K15VPMJw7Xr5iE6Su7wASv84D0rvHHMU7d4mpEnNVbOCg9nrXztpp9L8lXxVCfIUc5gi3/5kusyjs8f2zTvu3xlzmJqJ7VQCblGAPJyKKgD8mzxiQ7dgLQnWjtk9gyRb35tKkE/afInkUAigUQCiQQSCSQSSCSQSCCRQCKBV0YCyrUeP7hjBiisqPMslPCKOSk/GMXuecXiY9/F7o4td1nRWkL/ZWdU4a/WHyx6wq0jlu9kbTYN8yg4VtjZY0HPFgB26lgCdGHsBeyPd+y3cg8A9PSkpYmEV20yQ4aii2dbMHLcAWQ/A8B8evte6nzfKnPgAtc/J5qfCG/WSlr7RESVh/vftPSR9y1VAEcj4jxaINgHW5mfm/NrLTQyssd++rd/C4aNHY9zjY2NQV8vvK1hr9XJnlCaa98n7LK01m3uWygUbGho2L7zHWjqf/ChnTh2xAq3SC36xS8svvZHUmviBCH2X+zcEXIvQ+Vfm4Fq/j5t8jzvYgJoOlXXz6y2i30uTucsAnCPs7DRxtiosRWKTaCWwSGhSw4VQ9hAYVFmfzjtcXxXUBL2wz4cLXphRVVRWgKOSQHs79+313764x9YUGKtT7tuwYpb1PqbEwpoX7mOb/ZRv4dq1BOK9mnuL2aCzZs328GDB+3HP/6xfe9737e+TZv8aI/6p8Erz/WEqpNNX5MEXmlAXiOCgwgA8dm9u62bSLvKxZu2cOVafbDD2OQP0tck7PWdhodOoIPyU0wRGXIptNyxfQwg8/V80eur5KXsJWBD0Syly9csBfCXwnupbsh68kDyUhrbelLRLRNJq4iWcHs/lCzb3aCWFoWxBtN1FhnfsuScz+8YsFIf4LYAU0Cq5UP9Oiv7ineTYbGq8FWio4oYJufIYR52E3HES89NUr4mCSDrAANunnsuDw1q8eJVS2MIFy17lXtHJVQ0sibbjpwVMGZ3HNpLznXoZDd4nWpQ0pYAv8sXr1v6wYxVZCBHQ3OPO4zdiqILUG4KUJ/n9448lSZ8TQnRrhDK8eyWLZYf3GpF3VM45Sj6uMop6Y0rnCEOPBWM74u3bkM9P2qF/D68DXne5DDCPyk4AW3Uvao//t4csBu3KFJZsxk81K6gCGSVg5NyELnSpH678bx5aOO7flPkPeNBqP2bm/W+9EjUz+d9aN2+4jPDN/VwGkVcqw/yUK0f6nvqeFWp313u+pXtqHK+Xe9IDFxf22nJ0vl985p/FIGY5V7qIrqxBtgSAbKE4w+trPzsYgcQkkFlakooBR8lXu1bLo81q/cNctzJHz9iQW+v5ffttrkvvrS5P39p4eVRZwUpk9uIbnEqnatetSuBOk3jeslRQX3yexjBuMOCGqU9aE86Tz+4F1FVoeBnUcPLmSMagLxufXmOqjuuyHJkXaL1ev00fFR9Kv7RPz3+J444kilXCq9oqCQLKbau3NYPf/yg5JdEAokEEgk8owSU1qV09rIt/r+/sCpzvhhG4poi2OsAsEYsB8l9kc9g2pgn/Df2C1jEV5k3I5iN5NDna4aWtrgz1mdfWumfP7L4xi2rMBfUmG8Vid8skdhDdE7pvz73ETWODmBitIF2sHL5ulVPHnFgeSNZO+TgufDvv7X5f/olkSFfWsyawEF/DcLMCbXT5y2+esOZVgo/eMedWNUmOSUsAt7P/+p3VvzTFxahl8Yw+cTzjP9VHBM4PmLAb47oYmmp4aRVPX8VWZ634tuvWeePPmBuOkSE/xqppuhnjbmwRB6/2f/6L+6w4OwB3ra6s5ci52sPiM6/DWOR5l5ZsVSwpNWQVQlngSpMAiQS5Ee2NaJI3PmYOaSA83THd+kXTFkoNX5o8ieRQCKBRAKJBBIJJBJYvwSay6/GDLz+A5M9EwkkEkgk8LIloOhqotjjPDnLWctF4Aw1UcED4gaA6c7KtaKNYkqzuQfY7+awj2EJLGhfAHfqMnK3B+SMN71wFo7FPAn9fO0+tjfq9cj3ji5A+n5L7zll1VNjFhVYH06wlqqwxswAMPeTWvfEhxYexxlA2xpF1Plp6OgVNR4NHzUDvLZFGNYK2G83bbdgcA/tSVvl/CcWjVMfbUwB7geA0gH7p8ljX2DfQ4frwaMD2H9/97vf2rVr1+wBTswLC9ggkYFsfk3bdevnJpjcbE/dalefAZr2OL1rLkhj5+zCGX3Tps124MAB8te/CVX9O7ZnL8GrqZKVr3xqxXMfWWZhCnmzRKvAkMraM5StEar46OYXViaHfHV2ChtrFU7OxhqY2kkV7+u+ALtgLUPfB/ZZsO8EVP6sB4s4tHM9U70A7ltGWGfuUGOoH1srThIpzscX5AyzMlHxAVH4KRhnm6Uzn7ZjQ6QsePeQbQkX7DenL9u1u5P2EAd6MWM3aelb5dKUVbMOfW/KqvVdtuQQp4iuri7bsWOHnThxwj744AN78803bQvXQsVZSrXWd9tsMqs2Zdou7zzhr34JRPMM9WJt306r3bnP00afm1Qc7dZ9npEUhh8NQ4tTPNzp2Aq3x4k4H3ewNNWmBh6nqyfqpHJ3HIoWImKdoppeNGi3203My9ujQV7GPWgmiTbKYkhL90GrCfDUBJWW77/6N0XYZMjrmd+21RYwCFYLeKIp97QMn21YYjzANLuVxsZt/uwFK+wdthyvDeUlb8N+fdOaFOYZn8TkQY7u9LZNVoFlojaD4sYEK1twjVFaOVOz/d0A8kMOyoc9oslZf1GknSK6KkQbiwbWI/KkqAgoZ4KvKZqbUScz0G+d0J4XAFo9Ymz9p1i2pz8Lor3nWUj391qlE2pX0lcoV5AM69IHqgJUeTYqjHMy4me3EpVPBDZaUx1kBXyN6HeEnTyV5iB+X1nq6tnKX+vfpXeguXAygG0G/UBgLq96tHprXXxGBqrfI7AzKRwH1E4a+VipH6eqn1TcOE99Waji61H5jOktp6R2H+Odsok2VeW8pOuhiLvGjmXkIxDAKYlbD37SidmmdAYdRw9ZBdCgBH19GQcPRbR7veondcVoqRXOmQaAyegm0+/rLeyb4TplcFjKaKzs34QjR4fN4oBUujZqqYc4VHC/yRnJnQmoV+4FGmseO4tfpPqULFnE2g3vzir5gQ0WiALRmWmoieugyCOp+4jNvaF7SK9Y84wul+6TZaX+/dGRyzb6F4lW9wRPCIfzhXFxSSFeWd3jhye/JBJIJJBIYEMScH0Z0Ldygyjti9c8Aj6W8cbHG8bn5njcoE3x8UtDEx/cf0o535VPXnT3PpOsOD1GnRin2Oj6LYupvwYTUg1Ht8DnUNWvozTjLx+TmzNeAPDs0fIYL+p7rah/ta80rIbhZfFXf7CZ/+u/W/GTT1kHPMRegXFC5+OlDDIRjsaakxb277GAlDjpzZuI/F+0xT9+brP/989s7l9+bRXAeJY+LB+QCfOKMwSpDs0pWsCpMgwmopSvwSxQAuAvX8CxgT7HsMIU3nsdYwjnXaXERNtXLt+w+V/81kqfnfWxXvJe0iWoWvNNimj+xgWp16L5iTaVYQAzKO1FNeg/NGa1OIJxiLk8wFiUO4VBS2B+UhIJJBJIJPB1S0CThNYPFDfaSkfWnMB7oEAB1hmK2GoMXV9365LzJRJYlwSaMygzcVLaSAKMLm5GT65LG12UpClfnQSk6yuaWvMq9ikMRsvXBmucOQXVe2rHXguPvGt2+yLrHDASwPgUNPOZEfJ5k1+8tcTlRauN37Jo9DzR3GNuC0sRFZ+GYt0p6QHNm0X7Vu9cseg2bF2z5Egn+j69bY+Fuw4A2sPUu3W3ZU79yGo9mwGgzwMoASYDmIeDas977HeY9cojsFj1inI9s+e4RVuHoK6fIGCPXPPkvDfaHE3Denzpj1Y78xscpVmzymHAAX7SmsECkCI6XIB+jjqOHj0KWN4HZXqXff7553bp0hW7fXvMZsUCx7qopuAoinST1pf/2PgjcLqpoDRz0csul8UJW0C8QOd9Bw/Y6+RHP3HipO3cuRPTHWvC29etPAaz2uQdHCFwiE5lZIr0S5cXRqM+z47jcFCydFQimyeODFrv8U9rS1/7YjHOYlPMcP0ycjgYeQ2mAY5ZmAGQLwDE74Tyn/TEyDwuY1+dgdl24gqsAuME9ZAiU78Xd3JS+gm7gBFp72VxxgrVh3Z892brCY/h052105dG7Qq45Pj0PPGRgPnS1VbIxXW4hlwkAxXZS2W31D99zrDu7Ovb5NT9J0+etLfffhu6+tcdoPcDfL3qn/hTr6P5LXlvDwl8KwB57lSilrdaaXi71TZdIjIjAxCEMb/N70kNXDGRLWXo30uXMVD1EunfktO5PW4hWsGD7rmpMYoVr0KHffehpwZQzus6kNI2LV21IT6o6V7IQaep3Nf90LP0kWNFDAobKAKSFFWfFQgJtXiqF0BfE7gAeQ2GTSPrBur8KneVEVIRobWZGWjModC5x6Si6CgmvKR8fRJIMSkrj3xu16Blh3cCpJKbFKA843SptEOTLkpEHgWksHsIGvhBANBHitlTW6rnk2tcIqKueg+PQYz4ZfTJcAvekQ46oxQVuNcxcuf37gCQ329ZUjZs9P5vbYczk6CQKVo7x7hbuosTAA47aSzywhjcAA6okMoCuAPelh88wFtxjjZtokmA5sgkJHdtZls34CzNxKnKUfzWk6zrs07GI0hofr6no84yIoNUy7OojzL6hzg7hb14l26GoghHmvA58q4rojsmd3m4iZxC9EUOFS2nRAZcU66r0g7I8afaxT4AAOmuvGMNAh4W56vQUzGGMA61Hvu0bqeQW3YXjAt7dltheJdVYUPAtcHnEl9MIBApeBH3UJm1RY5IP0+HspGTqBGwGWSgDE6l9ju7hpw4FgFFSkRklki9UJmEaljOAHigKho/zT3sDghSezXuMC42FXPd4/Lu9HQJsCrkd+/gHtxlHfug6DrIAoLxuJWKWE4OAd65ZeqtcO+mdzRoo7h3NlzcOQ+nFFFAM/alUeJ1//r12XBlyQGJBBIJJBJ4sgQ0tohq3ga3WTQB/R9zvrEYl67oi/EmMi4jgXRTLxq368wtKShY6gCyJq/m9kfvPn5tIlchjlOiWNf8rzQqqovpsP6uDzp25fGKIlBVPjGu3KgNqxdFlc/968e2QOR59XefYfSAKYWxtJJlTgOsjstER8jprYauAWhexAk0ewEDDs7SC1DbL/zjv1npo0/NRu8BxOu8GG60VsOoI8deObmJsj9gbpYjX02zGvXFEcJCz67i1Df/jz93IFy6eOHd14gAeVxPitF/VI+ztjDmpzTeM5+4INRnWASUW96NIA2HiLrU2EfOWiGOtp28M4e1Fqe+1xw+KMfCLc+lP7XWm3xOJJBIIJHA0yTgTB+spXzs0jsvZ/gAiK8tMBZPMs+wLknv3IodaTvzj6LunkFfflpDku2JBF6ABDS9xnipuwYSNKH5F1BxUsVzS8D1UNkw0I8C15Geu8qkgkQCbSsBRUDHU3dZg5TQ/fuwR0LRzrrmqUWYwO7jGsgsuvoXcBFA7p4BCw+9BfB9koAo1h4tlURT41Y+/e9WO/eJxePXfV0SDB2z+PiUZU/+0FKbYN2iRPMEbV0/Y5VPf2bVa6cd6E/h+Bwpx3vxx5Y5iEMy50nvPITtbKtF+98AXMe5mnzmKYH1HfRhBRjf0gz6100wPqAyTgipDBHz8w+t+PkvLfXnn1lmEidvovJlw9O6KSbnfPyANMWyK7I2yuw+6vbEbdsG7cMPf2R79+6zs2fP2pkzZ8grf9MeTMKKWlzAlxy7b5nUlKy1xHbZCjqrLRr/09jhBIrncjkH4jsJ1Nk6sNVG9u2zY8eO28lTJ20r0d8d/O452GEBiHA8EKMajXcQXnVJxtJ0IsasqpzNYRbowL67bWDAip11QNuBbq5vpL5xfA575GA+ti5s1CnSBKS6tpKLnnq1VsQRIQVbgUo8O4GDwkULHt6Eip51tmzq1SznUL+QH98D0dfTR9H8x1MTBIdFtmtoq/0U++6BoW322dW7dvb2rN2+P22zM8iaACrJp0RaOeWPXykbtVU54rPYlrO0RVHxAwT1Hdh/wJ0hFB0vhwXJa6mI/Y7j6mvdpV+TD20kgW8FIC+AJ0tOPxn3F4fOW2lLtwWzeCLJG8XNU61DYvtcHamgqUpEzov7Nv/lZc/HnNmOoUeRzW1UNFgo8nbu8y8BZPBOuj/DwAPFMFGxq0W1tlHTvSkBA2aKqNhMd4cVyMGc55XeYASyKnJAnqjOzA4o7zHIBb2d5L5EDiqaXWTsa5dCU+r3EcDY3BzXbxzQFCYGcpoE0I0rX3NSvh4JOBgMo4LA+M4TBwEF057b1ESDw30TiIqISbfj4H7LsY+uz4YKdQggruKBF3JdOw4Acu5TflhFrnEjcGtGOP5Iceh67bDlD+/18fJ57ldFX6Qx+ORHdlnnsUOuHNWmUFakFHjBkC6HA9qTFaiLAd4pe1FaQpSvDFHXovCP5w9brbTgQCk37Ia6Xd+ZvsspRsqd8s3KmUEGfoHyjeLgCLS/WZ7bDgxX6V4UUQz+KeT+rCVGcVNESmF4hLFgM2A/sm4dtwU44CgW0pYOgGzDy1LR+wEKs4rAgogUA7ntiiDEQ3UDY4f6kwbA7hgZshr5lFAHrTwhuiUUco+KQSa6r1C0A+ScAxRyNhAZ5xwIWX+vnQkBAF05cztOHCVC/pYtXrxii+evWBHlu4JHbA2lW0CTr9v9UpASgO67CPgTMD8HyCZkcZJFQc4TOdkhloYDePvSdx+n1P8WGei8um+ye/CKzaJklxcaINKz3CM+0yJ/MaT0IvOtFnbhuYzCy0nXL4xkz0QCiQQSCaxDAnImKkAHr7x7lQ/esMr1Maucu2Jlxs14jkW7xkmGHt6WjUD+G+NgrMFzaUx8fIwKWOjnoHBnRW6VsbsOVpdUP+uIaHHhyc5tnKR5HjcurKM/An8Woaef+X9+ZsVf/tZs6qGFOONljqHP4GhYucpccOka0fEP0QFCpwU0mHpETZ9izl/4+UdWJLI+hr5PjmnhAOscHQ9YH4r6HT1B56hBa29QyVev3LLq2B2P/HdGJ4Z90f1Xb45Bl/8J/SZaBOflLLrOyiLnPtXb9dfft+rrx3FuFCCPDMVmw/yo3PLlMxctvo0TIXMXzfXUOe5UN7CJOveRAm0X7ZQTI//doYuz4PAggKvA9cwe2A3Qn+jQK2WffE8kkEjgK5AAE0b1BmPfH/5stXsPMKDDiMV4qBQkYulLwQqSmphyPdu+97aF33vX10GyWSQlkUC7SUD6j0ouDaDBe1VOd0l56RLQZdG1CXGQyPCqcV3kEClgPimJBF5JCTCHxg/Hrfqnf7aaaMmJbk8feAt74q51dBf71mYCrYgaj9g/mscGWgB/GiDgCVB8WWEdURuH6etP/2J24wsLS0Sns8bTMSUirRXRnhYgz+fqKGmzPvu5paBlT9256rbUEGr0mLzkFbanoK3PHumv2xNzON9thmKddZaDyUsnxQ4I6Kv6fJDF/tWkV5ct2BTdb6y7ALlrynePk0Dt8p99vRMLiAfilnt4Cju1ASBHipzvhip/xz7q6XDAuJ/gxl4CSQe2bbP9Bw/Z2K0xGx0btfsT42RFm7Ip1oNzrHeL2CZrbhvWOCJHH0XCZ6DA7yDKvsej7TeRA33b1kEb2j1sg4DNO7dvtwFSBHvjlX5XBRuxUgSkcp2szwg00rqOUl8vM27RajkQxVDvbydo6Uf7D9tUiGOigHNsiDE0/dE4TGvYY0Nskn29WdtZuUvU/XkLdx5jXbnimiHT2gyA/P1r5Kp/gGxwGucsAQ7oGihr4HchYL4RTS/G1Qi5RfRNKU0zOJtv3Tlg3QSuDY4ApC/myCkPKD920+7fv49spmwahjlR/VfkJN6YFBXUlMNO3NODXGBy7odhbhuyGBoa5jXkQPzWrXXHDe+8C4ATcpw7HchukJS2lMCzIw5t2Z01GsVD6dGWRC1nAFuDbQBA8QOMRjw0eMtsFIRY4ywv/Gd//hikKkSeFG+RBxLPIo+ikSGonQoNFaX+/OfnyLt4tz7wAy75IN9O7VyrLRqfWJiGgKJ5IkqzDG7PRNvOgKcIz8z2AcsCJKkOTY4qTDFuXPUvbfJHRlcV0aDG5DCt3IWJAYNm2EsfoC53g299l+TvVyoB7g6UD0W+937wrnUdPgg1Tj2yGNWB4YmJFGUrZOJNA35uuDABhwDOHQDtGa5t93snUA5QpFBKms9oyqlgY49oz+Jpt1xx2/AZfUwVKCCQu/eDdwBX97pTgCuFqk73XkNBDAAN0txvYgnwCGpA6sJBjN7kKO/GQcCBexmOnlWR0P3NGBUAissxy51lWlN/UHcW0KArfMPyR2gnoLxog9YLRqwqHR3PK0SZzAztdFDdwfDmzlxTpSrIA5pv/umPrec9PFiRiRv52cedCAD0RbubAwBQxOPGimjlB6zzXfoE4B8pQoZIdZch8nBRSukmgjCzeTNUV+QYwkmBTc1bYv2nU2W8xASQG97BXFuwPH2uTtVZD2pStmUgJCpS4IXf04yVGnMD7nuNk3qlOS5EyVTkjiIMRYW/1jXXPdP52lHLAbpEisQUXbBa/Cz3SLPTkgdsAUqdkOE5EwuFAzXrl0SyZyKBRAKJBJ4uAdhFcjiqZQ7tI1ocFixSfcz9629gFIGh6OJ1xkrmf58QHq9KmqSo359UAhyKCm8et9zJw1AVEoVwY9Rmf/ZLmyZaPr41ytwko4SPmGtW41ubYPOae7GBea4MBfzCr35vxd/9ycqTE4yfg5YDmO766Q8td2S/zQOSz2FUKMOSE9Uw4GgewNBQOv2lVWH/qn55ySKYwFLIRQB8GiA//923LAdgnt2xzecm0fOLRUfg/uKv/2jVf//Yolt3vC8++OPcoAj8CkafxY/+aB3vv+GMOyGsV0uTGp1SfnlRyqfFToBToM/LmhO7cERlnp37+cdmtDOemLYyeliN9aOYruTMmCatUOdPPrDOH7wL4I6THXqFR6YiBkXMy/CTZt5Ni+mn3dZpT7qGG9lGPxVpK0YEX4/qWL+XnnA/aRPH+WvpXPyo+wvDl7MUMPdKZs7uIH1HOl9SEgl8VRLgma5NT3v6rqX0EtIBn1Z0H0tT1puK39uN92VjduN58Pue+5zxSekTA2wEX4WzThWHeo1dpbOXrDpJ6g6eUbF9pMrkSF0sWx7H5hzG3xq2idrxA6SrwmnIO5D8SSTQXhKQbSob1mygB5CEL3enCW4hzVooJCMpL00Cuha6Aj0di9ZTKNv92Q6bK8Jm+NJalJw4kcBXKwEPjpkl1SeAdBXwW2uvcJB127oAeanG6BTkgA/18qdnjVkXrCCaxWbGOUIiqYVZ6bkqz8FwBiCuKHUV2SZFVV8j4j4PRbp07xrBLApyiadJUXnx9xYewJ54+N26buJH8Uc2NxXpI4DoNaLsI9GwoxfgqYetEcyiB0do5bZv0YNqD+/jAAAgPUU+eo5bJMe8xoG6AoSdke9oNrTxstnYRTA1cLWWoij3XTt2+mvxZNHGJybszu3bNkEQoIBnAfOLrHvroLO6g72aNUGWwKyuzi7A+E2eA10g83awmX6CdkIB3gusZccuuF0zhhI+6MJ+LGcHmAFSm3F46N1i2armDxy6aK6ug5jXQvpqOENsJ+/95qN/Y1EfzgpExccTODbcIBjuFuwDpAPQ/nIK6CyxPr2Ik3eIjHXdAfybRbbMuIJtE/p+BZsp9qvKdUzjGBCkhP3IMRKnB113+hUUeiwm/3xUmrZAa0+czwvoY/t2b7O9Xbtser4Ctf+ojY2NuWwewBwrmn8xCdQdFqRGpt1RYTO0/QMEJW3HVrlr107bPIDjB47+qxatz/RKSltL4NsByHMjpljspzH2y9AfEOVQmcRTyQsPSrsWDXoAZTWMUGUGsQoPZw1K8TRAVzsV0epXoKQuQllfhabYZ5GCwL5vxgAgan0ZAgMWqzlokjOkN1C06jMVJhLR1mcYZHW/VbLjGFYxsrZx0RpH9NrlCQD50TGnu1aEcmIQ+xovGo+KIsrTAOdupFzN4C4PNybjDReew5B7MoTWJkcO+qbxyb3lWioTVKqIiWXAccv2jXzUqNqM/M/TpzwAu6dvaKlkaeRFSXLvPfonz0vRp+eGdpjthOZHeVilUWkMbzn2WT46ACHjrxTT1rGJ73IIUDS2zqV2evuf5SSNY7xvajfnk7L72DnpTChafpx3RPsuUEOl9Zq4R6TAAF1ztXmDJYDxI39wjxnReq4pqv6WOryN+oG6PVLmGc7RUp1/TOHokAFAUW75GMVUNL6iB47mFpyFQcwDKop6d+O708SjTAv8Zgx2Oak9LQsCP2DFnxDDZn7/iNneYZfd898d9RPIe1VtUPv8fmm9T1a0IfmaSCCRQCKBZ5KAxhmN/7wMfT6P8UUsNeWLV9HzYZiCfh3CYQbKx8d9Ziifn+rMLxrFfSRf3gyNYTh8YUMww8Et6O50kKb4GTnTYUSqES0JBwsUg4/Xv7yip3/z6Pg/f2Gl3/7J0g8xTEB3mDl+0Lr+419Z548+YGwvAJLfJWL9Syt/cYEptt7mmuYEHBEUXBVA2e9ALOB57sP3rPNvfmB5QPMQY4PAK58XmSMzOKnlYFDJ4DibwoFr8RcfYyy5BgELfcGhTAaRFHKMiJ4v/v4vAOiDVnjrVEsnkDvGq/QWpZfqRXJyTGSs13HMPypp1gFL861+p1IH5LlWaXSS3CGYinCm8DlTB3p/Hl0Fn9daGHhaTv5qfGQOdweP//YvvI+5rDwvNXob0qDob1PTaPmsSCPoKeu6Dtt170kP0FpLzwLXU7LP4NQnZoOs5vdn0XfVhKQkEniKBMRgtfjxp54uI5qeZW/uR5xu9Pb4PazfuGf1rEuH1b3c0Nm1xYt0RY27rj/yLOg7/3W/K1pdazA5J3V+9x1Lw/71ooucajveOunti0+fszKpP1KKgGMNUaENQVxxIzAcqDRJz6VeSUkk0F4SqGH3TBN9vamzaCeH75DdJmOTc3krVwE5uGf1SCXl65eARgtZKUIUtuH+aTuw7YF9en2HzRcz/vvza5Jff5+S8bcalwAAQABJREFUMyYSeJoE3AQEPXmqh4jz0iJBNnK2RU94pvKE0Yt1SCpPdDdR5gKba2IQZbSLC6zfBJSL0dSLdBCCWwBpI3QRrWG0nyxr0mkinLmdoRNnVyy/9UNa/2KXqxKJX73+Bc7ZX5JajMhu9Y9c6eHICUvvew1wXk7MaivnIkJeNO6mNF76RX9aRuGY8cDXkoqUJ7JcUeLeSzkYFGHmUT+kExGxXuClXO/KAV/cM++U7KJmrxEsJJVEVWutp+MFnNcp6xUpT2AS69kC64SASPba6DmLbp616AF0+TXYSAG6w217YWWDLn/TIP0gTcA8WNTtc5ZaAPxWo2VnBiiP8shzx2Hr3P+m9ewaZh1JX+fQ1yYB5Q2Qv4t9qiycdT1oQxjAHjtPOt8HN6zGvmE/uluDrVUtDcgXX8t3Oyu08serzRojZcv260mfOaAuE/YL+3fTtvvICkcIrZk6CBDuZJ0LY2lfH/3M7bFtMAqINaACmF+WDVU6ZGOdqaC1ECa3HCmWc7C6dXTAnlsgNaoYXeXgvIrNgAYk5RsggWdAd74BvVrRRDfm4HmvnI0CP7JEL1QKt/0BDfC61HDWjsW9bzA0BVA1VqH2qACYOqU40YEBDgY+wLzMhjNACGxRVHUZA2KFHGXKDalBtT76vMzGrePcjQEuxAtK1NGiqs+Ro1s54A3PpWctAQbELJNOx/69VrmNdxk5Qp2JQYO4z1TPWvOLPq7emJqoNokEKt+HiWHsnhWIfInKUKMXnl0GL7qlr3x9UkKkADHZrqvo3nWF6Sl7N/fTvigKqypojSrWeeannLC+2fuij1JK1ujTao+C/yZZoKi4Q0jdRr6ucz5tp9XO59qlZKNztrRz1X2fdoKW7Wsd31SqluTDmJBCsVqtrFXHavuu+tsTZK/9n7v+VU7q/Wo4M2FWwdCe87E13oQyj0KfkoMFJ5ax0q+x7snG/qtUt/ZPOv4rMNa3PgNfhXzW7lCyJZFAIoFvqwTkMJwFiMzgiBaR6shu1UFgMbUuH4cY9xCS07rjlCRQH+6XFfs8LkU5SmX3jViOVCAxILjdg9aYfwLkl9e/4tinLe7RHSs3b9sC4HeRaPc0wFMOML7jr39gHd9/x5lGHIzC2TAAkJLzq+ZcV72J4FSUvPLBY70gYh1mqfdfB8j/SR3IZ/+VRW1VypmAlCxufIB5ZWEUSkEomVWn5OWL2qk5K376BbkU91j28H7moEe59BRFT7g74Nsj2TZloLbGMBZ4jnlMXLFXhoRhUguRYVrR+2JZW8UpulnHyja/at+lw0Qz81a+cNWKfzmDwziyVzQuxqBQBia/Z3wVWO+6PgJgin0mBUOT7nWBmTHpB3T9tWYM5IwH44CuqwD5DMBlxzuvW/bYAcvgBKH7PCmJBF6oBLgHq/cmrXj2ojuWRLBiiIVDDjpaC9Tdch+NEbpnI4y6SnHhz79sMFo7+GDGG8bweAE3qvl5AqNICaYlWoa6FFXKPZ4e3GIRjke5I0Sn75ZR9wX2hnaIYa3rJ99zFo8QKtd4jugs0nukMJCXYUMjkIslYJ2BwvXvF9qAF9iXpKpvhQQ82hrgovkY6L2e4ze0jlzFdm6etnf2j9nsYtY+uzlIJHYOM1rDgsFxKs1ZpnXd5huSP88sAcm0Llfpmk0JawrnGxdJ1+bwjvv27oGbNjFbsDtT3bZQApTnmrQyGDSPTK7NM1+K5MB2kACgrADx8LUfWQh9fADwGwDOr1ZiAGnld1eUuHKMpwC2BUSvq+g8RN1nT33PooukzZxiXYMuEmwHaD6MY/MmcAmKnsqQPPDRACkpZ0hFCRCuVZzGzxhn6HCQ9vUC8K62dhPwDYhdOfuRVU//wsKJ6/XocMBcRZRHD0kHxnHpvaeIOAeoVq1KbQngXSH6WgEraZ2IV/35Zm0k4F96USfR6V04K1CXnAIiQP/o3lWP7Bd7mIDvkP6Fg3usp6uH16M1GTWuq8TQw5fP/96iC7+1mKh9W5ymKdQtUJyoeG0Pj34X2vxD5GlnzYAzQ0QfA5wKXFcDEDf2S+9/y8LdJy1Fv7yIan4WXWlunN1qzopWk42RwSsQm2xt0arI2uanzDYRLNY02bJP0E3w0cBeswlsm+SQD9C1Iq2DCpu4ZsPIRUyf9dOkMrCwKZ88UfaxR+9zglwX60wcMRo7yflAr3WVGF3TCycgqt8dBbhe3td1VZDs1E4ScHNDOzXoq2xLQBRKDlrkPJSCRaI2qyH5CkVZ37alPiBkpAXN4S1DVEsFWkdR+Xo04dKo8HI6IMNMVSAudJUCchXho8G57kf5ctq0sbNy7eVWJjpw7ovs9kEYFJho8Tp6npIiF0uO/JeFIwdtgZygpUs3WBRjgHqeSr/CYyMo7VJQ2lUnp6145x4RWniJ4Z1lGB6S0qYSQBFYV1nvfuuq7BXc6WuWzxIQ/wqKcvUuadTjXgV0D1qAd929jS2rH5b8mkggkUAigW+TBACmA3R9GVeklq4sskHr5SC6IgX6AbkBmtc7pyh3uqIolZKIOOUXUqr3H9jin85Y5dxlT61Vw1m4l4j07r/+PqwzpEGhxIpeZ21gvNyO7o5v6oicDmTwwHiBE2tIupiu//RTK3znLQfvn9TAgAiVHLT25deP2vwnf7RgFEMTkQQC/GPmmZicgOWbo1a6cM060GnD/HCd9v5JlTIjCTCrTeCsACuZR8K6moVRDINNiF4fElUv2ulvcxFYGW7ps8Lbp3ytVL543a9//ADjGNtknPPoYAlJ7AK81XD8SOMMr1QBYgWKcHzQcWI3sHGxJLDWzUxDxTmOwe2q2Sd/soVf/s66/+4n1v0//dgyB0bY/gK9M7/NFzDpe10CGMCz+/aQ2uItK8GQVSaqvHaFtfoC45TWBdzHKjImqyg1RQrWqTSsTJlDe3gGiFqTc487mRLYAfNI9Q4sc9duWIyTUjCLs5GO5b/cpmwOI6xYQbj3G7ZXr/eF/ZHDEAxonQDzsnVVxFg4z/lwsFd3ZLhWSQCyFybxpKLnlIBAeVkMVXRfVgF99erIlm3PwJQdGbprk4C+m7sWbHymg21iLmNOabmJ/aMrFl5N8uc5JaBRok5JLUsu87K+86pEjJekEdjctWgjgw/s8NA9++zGoJ0b22qzOEtoJ4FZKtpfxym3fPOzfk9KIoFvnAQYbALA6sypn+jBYOxpBAut7Ag2/miKwMSrp5nn0YU5Jr3vDdJVAsCu084YArLn3/6pVaFfr0EB7xHau48DyL+Ls+q2+hk5f3rnAYsPv4czLFHg6CUBerbsa4Eo1Y9/10LyuIuZc2VRxHrt1lmrffFri8k/LzZSd6Dl+PTCJCAxgXnQv6vtdUAeeARGgHj7iJV6OT9AMnCzy0HOAiqhdHyi91NyBABsl4w8x/2ZX1msKPyH4/xE+3BqiIYOW+rgu5bZe4K1K8ygzSI2Taj5bWGGNuCozZowwLnAuvoaDg2MJsi3cuuiFT/575YZPWOZItTytN/ZNrVcmxyFQRoaftYg2df+Gpat96wqAP4u6dAEpGssg84+HBgmmn4fKcrAehrXJUKGZRyxlYIrjT5H6ndTaKmCznPUl9EghkOm2rCscLzqrLtvMtaRMsD3wQkj1buDNfoIHkwA8j4aNo5UYCaU+alYDg8UV840WrYU6Y0q/vOKbfUtNHDRnT/knJ8ip7wzNqGzrrF386jkvY0l8HzIYxt3bLWmKaJORqLcMFHQAKXl3C2eYvbUvd+4/1c77qX9pvGOdjnQPc1ij7xg5akpy87PAcpDq/iyCwNUhRxsojmXo4AVoQ4po5BFGhLaUaArBEY6AFN7WcjmoEfM7xuB1vsFpANgklAO4vzBEaib+y3TSSQTgHepOciuaMbL/qpmxcgiNUselzG852BiiIiYD3uQj2glk5JIIJFAIoFnkkBdPVwNNEoUx2cSaHJQIoFEAq+iBKSH0a8lMHONPmosVVqZQPSGMJCsfwWu4wBMG4YUgaBrFpRCAekk6FtzF22ojN62InT1BkOWKAVTB/ZY/o1jlkGXDppRzTgaVMdhiiLHMRZ1DEUt58UQEsNQJYrywgdvkvf+pKcVe+JJtZE6PMUPkaaKqK7BzlVbhNoPdVV53GucJyKNltongD1WlPXTaOQ5pgaAVSNyW+/11DVqa4OSEcNH0ENUR7NfT23kK7qDwHUclzt++L7lTh628tVbNv///buVfn/a7M6EA44C4FUC1hUhNOC6Rnn27/7bDy0gbZyMiFrPLv7mD1b8H/9u1Su3PB1bjfCbiPsutTCPvalkIpGUM0fPf/l7yyo9TVISCbwgCYiZKQuwLsemjukZW8QBZOFff22VM5es9nAaxx7MYzKWYoR1vI9xKsM92E0qjsIHb2GExkHEB2z+sF8s6tWZWaLuYTIk6r78R9J4XLhikRyCMI6nNNbxqht268e8oK4sVSPWqVQHlKmk3wqIQJPNy6PTfMhtGXeXjkg+JBJ4iRLgMajBjhM3bIY1JvBqLbSefMn2bH1gO6BGD9JV2947a9fubbaHJVKPAgoLBFIJobbny0vswKt36voogc7DNfFrg54oaRdJHZDjWuzYNGPb+6ds86Zp243TxEDPvF2/vwm/JI2V9SFRQHwaihC9J6POq3ePfOt6pPk7+zjA3SqHmKjw6uhFK33y31hz3LRwF1Ha5GWPAZ5Ta+X29vUVTwigr0oAnXpKx5ELPTrwJoA86zUBvkR1Kwq8vpMcYncByL/DAgxGHijUUyUipf9/9t7rO44sSfM0dw8FRU1Qk6Bmap1ZmSU6q6pFVYvtnZk+M3P2aWf/nX3bt33ac2bPijNntrq6e7qmq7q6S6XWkplMKpAENUiAkKHcfX+feQQQAAEQSIJMkOmXDCAQ4X79XrvXr9u1z+yzMs/7vY9ZeORFB7sVrZ+ly6TdrfpTAO/G+S8tuDnkUeO1BFdBIrq1w/G93ggR8ucBu8f+KLsWP4Myuez7B6xAe5KJmxbSt1TU/brZpfcIfN6yx4qPfR8q+MPoP4PW+OBXFn/yr1bEYSAlcjthP1kYvUzOevAF8tZrL1Y6+hJrt6Lpp9m/XbT4/HFLr5xF359wdoFw804Ldh4i2v2wR94n4zD3Xj4Je9znMEZfsRj9TZHoqkPSkzNQOnzB0lOkTtv/DDrQDgt3HXO2gFT08CrIKOwCCCdyXm2fKThbp704WAKU2wRR9nIsEnAuxU+iCWAW6mEcifJ35lad6HgO3+PAEOGsEMuxnPzwISwEhsN4ABW9Mf4BAZ+u8/kq2h5rfndcfqYdAvxhVzA5Jeh4MRdQv3sGzBzUeqP28Z3GLhCWJe8B+rFgvfPPzf9ekxL4VgHyAheLGAO6Dh+wyU/JpSgKvSo3nii72zfLWhomLXbck/EE0cvccEUMS/WrLJi3oDVhY3cvKHtX0n1tLhs3blp1aMjq1zDETOBZLtciGdw6F7uVVHofjxWlnBbbEt7xvURudB07yIPz7qkRtdGXsbDr4F6rECk/RTRJBIVmXRSNGtDWw/E+dnXpS8lIyxEhtJ8JeefqUIDGI2yENpCXhbyOD8JYLt3B/NtcArkEcgnkEsglkEsgl8BalgAGTN/oL9FGKWvS2QS2CDRa7g4cSuUYiveE3IPa7yjSbNGC/i491qNBFjkomZr2CPQadPXp+StWRo8u/uAlKz/zONENs5R72ic0LxA5cu6iA/IZHXRWqXLjRV0lAK5noVv+npXI+b7sQt8LW2G2GthjDVioUhjEJI9EYLCMIqJSv3YTZwAi3ol8iO7AkJiwD0w4Jx4jSn6yCiDP5kCyZjyUFTHGiBTCrOZOEMtu5EN4IHNDaQOUD1ulwt4pnZ42gy2hQZR8c4J5VsoMjEpHIDp6OVx0v/od6/mT72M0wpDUKiX2RwlzsskrPjcEwwFzTnMamac4RVTf+QhwdNwqj0PzDbtDwLxayLmvXV/+O5fAsiUgpx7YGvRSidbBHALdfOPaDYsJNNC+11NsABJqLRDAXcR21POnP7DKE8cWvwxgYQMHpcnfvGHpL35j0797y+Kb415HoJQYMNIpmslTNi1ey919w1ov24aKVvkMFltivfcj8x+5BO69BDQLQwG2AOuFAvcBNDkJ0ddSewTGi5Z+z5ZbdmTHsPURGV/l/ju644YNXt9EGmOCXYpNSCyz8/QkafK9PhfdfV7uXgIhhtGixiZEH0LvcRYDZCyAfeu6KTu667rt2DRmlUrDBsgjf3D7DTt1dTPxWAVyPEPVzdiqDpVGI/LxQdm8+4blNeQSWKsSkL5KrvRYgPZZdNaLAMfsQVJFsMPWBRI8p+Vpk+DFqXHAXyK3hZUAwLfp7Z3aXfTuc87gGU6udDFOCSgOSrDh7EYHEfX53qNElo97rvmgbyvfdWV08UTDG/WEROhHG6C7xxFbueWTW8OA8ewB0bObOEM1qTKiDU1F1EtvGLsJwA+ArQVZbeMVbtxmlSdftYYA9JPvWQAgnlKH2IBTovlDKO6Lz/4J3eyy2vu/tsZHv7bgzIeepspCQGKqSuvsx24pF/tli7cNWNy/z/O9x5fP4AT5e0tPf2Ap7+PpcSvIgWHzdkt2HLWUVAGFA8/AXkak/c1LFk0MWx1ZNwVG036tLXAY8Exg30C7k0unAfiHSAtEFD5ylWzvVCSzIjT3SY1Q+4uk0MLBIVTfAdNTaOabfTtwQoYBAOcIgeuJ6OFxJFDH5LCQFrvpC1T2APIMVLZv1vk6gmPThhy8UciUxoAxc/C89b0f5Acyh6gznWIfC0W+6k4j5NAFqA+tfYYbZXX6OfQ3wLFAOqWKA/eMD+/87/zHgycBjd63pmgDJM/hClEVJWjro14m8zTGInnPaPMyfwVcE5LBGKTNGznI6hiWqoMXrXJgn3UfPfyNty4lT1rjBjnYiIpoAuA6pZsWcS9rd1FgmXPHpxJ5OsJNRMfvhV7+0F4rEdUergIgn3VfeV76yCW/w0rKFxdfNri3WGOZaGXJZg3JB8OEpx+4hUddfNNqF67Y9PmLPGAA5JUnT15oecklkEsgl0AugVwCuQRyCeQS+IYlID27Dd7r/Z31yWSa6G/oiwWALg3QUB86ofIkC1jXsfNrV/S8nDabgKjN0+etXh2xrv5Dtu57L1oZR9Q5BSNPc4QIdqLYsbbTVIG1mQ4u3TLctNEqLz9n5WefwMC0ModYAcMFHAESovMxf2X/2IPImFLGwFSoYYAaJQUTgPwdC44DyrucjOI4Cxgs45RsJgKAE9JYJcgiXM+ecYVtvON1H/QDmCsyzOmV2eE1H1tFbxXlg8wUFaN9RudcigDZK88/SS76z80833WW2kssB8pXmcIsFhNxPP3hcYxyA1Z+lH2vIpPzkktgtSVAKopoWz9RTRhY56158l0KCqxbsGRk0U5LXJy5W4ARQpH0ISkuFMDb+NfXnXVDtPZ6iU3Qemadlpao7Wt95Y7/9CIvuQTWkgQ0I/XSM6C7XLftGyZsY8+0A7gxdPT1BtAKt9kTUNXv6x8lX3Fq3QDwT+y7ZMPj3ba+q2pForQF/KqS6VoJKvseuz5GCtKmYJl8zn/d8W5LTlk4NjEm/bASOMCOoBuMzRSy3rlx3J7ed9m2901Bkx3Y7k3Z31dHySPfKJBqAMpnFrwEAH+iWrKLN9fbrSlyT7ca1fns/7rtzM/LJbDmJICuqpRKEcB1BMW8QPXCnkd4/m8GP58HsxEVHw9fsoSI8PD6OTB27hflNQd0jvp33+4EDaCfkrs+EbgPEC0QPgRgD2BIi7aw1xKVfSvSXjT3TaLTk8un2PMAAm8kDe+hZy145GUHk0MA84DjU0DkhHMKRFVrr6T7skA7UvKPJ+SnTyt4L3ferPQhEt084HZTYPrls+RTZz9HfcXtAxbtfwrdaT/7weM4R79rkfKto/NPsw74lq81YEWuWRToffWsNS+esiLOBY0T71jjjZ9ZhXMCIsOb7MPCKg8B8sE3L5zggcHfXNf3DoDvWWv5mPb6e2FObDx8Z+Gsbuzb3CER54JwmftJwP1ohzA1MYOwDySa36DvN+Vj30AKoG1HLNg6QH97GIsRHAOGPJ+8trKJ6Od7wY6g5IcOTJJs9ZZVD5aClH6l48PsIwn8LdKPPhyLAdkNZoHOkiY4awLGpyMXGBPaoAehou4F5ANOCvjni45T6L365ymW+dy/6/y+49D87QMhgfbMeSAae9eNZOEJ2cwXiJIX+Foib3g8RiQEub50O89dge76aqtUAUYJ7QbxBCpgLKoPDlnj0jU8ecjX3hGFskoXW141LIDy8o5Fo09USoyjQKFGtDxnk/7JjVjLq+gbOoonhHDxaCMPtJ3khhnYbsVd26wAgK7Io1UrGBtVb/nQPqteG9Naj4CyxXXVrrFaFcmrnyiXgHGtE+00feosHmNbnVHinnryr1b783pyCeQSyCWQSyCXQC6BXAK5BG6TgHR2RbUnUCtjzUBRz5iRbjuQDzx34QaiK8gJv2BEsvR89lLF3TusAs18eI5IdX6XjhFFALNSZ0nIm5yyV0jZs7CbwXDAt1KDMTQUcJAuP3rEI6i/zn4mgD4+AEDDsuR1a6skM42KqPkFxMe3cIRtRRH4F4v9wIij3PEBrxC6dKdxlIwUhaE8fYDxipDXHjIvHRJw+mBtbigSfSb+7G3rvX+nOefGJf/Lf0TML9HZh5uYMwD2cjxPiZjUJFFuS700Xxtnz5M/8hLz5IDPu9ka8ne5BFZHAmJmiMSAgXNPZsTQnJbJN5vbWlu0iXfa+TtcUtM+giWv+5VnyAULTetHxy25eBkHE4y8pGBIWY8Cu3eAvBsbsmbfoaX517kE7q8EPOKam6kA3fy29RN2bNc1gN4J8pPz/GXOKupxD1T1ylWuHDRdRGof2TlMFKfZU4DBipBXGZuu2Okrm2yyVrRhPa05FxOvP3fub48enqtl0fCpdZXqtg+WggNEv29hHELGqgrg3tdVs0cYr94SuhwOEJu6p+2pAdiRioCMgGVFwPgGn1+71Wsnr2x2Z4kkJb8xIlpFy+rDI/C8Jw+PBIh+LkCxXnn5rz23d7S+n3zle1AEOmA2dOCE/PINoszjj//FKhPQt8sRmOjqWMA4ILZAfe3NvABUxNdI5zT4eUbXrsh1ItIj5abf96hHSFsB8Jx6G4DxyYm3LPrsX2Gruoiq3YQVbD0U8OPWAHAuPfIKwPEG8I5HrQ7te3rjEiml6jjWAMRz76ZirtpCCjCi3QX4z19JA/oXEdUuuveQ32kVwB8nhFD9JApfbU5pX3rrOvst1geiy2MAIQfkWe91jZD1vKzrEYEejwLAi3Z96EsLr57BoQrwmmh6sZFxFnKps8bA0nEOinrkGu193KxvA1T1OP+yzrtUpWhRN7sEi9yhAHYA0cTjUOB1Z1LMfiKj1OngxTQAOM64BALQ9VvgN1HoYf9+jqUfY0qvBjZIn00A+oZdRPuvY1xxLL/0hYUj58BK2CuKVaDANXsFuOOwsA45iDqeohQGyehFC8Yuw8RN1DuXSENy3MMUEG5mPwmt/ayMcSdAZmljkn4jQz3HJBtF6MfIpcmzENYAcQHMFh2kKjguLw+FBDpWioeiP8vqREjUb2nfHuvG2378Jt46l7iZAErTbp/dy6rjfh4kCkbdcgVoFOPBywCml60J/XlhI14230CRp1JcJd84dPUNohriS9dxFuBB0daIfZX4Bhq2zEuGWpjREOtFlP09/VY+sNuKGAZXOxI8ZKEv7dgOm8EBq5MjMezCkFfTxkFOFsts7H08TGawgAeVxnPyg+PQ7e+07mN4huX2x/s4CvmlcgnkEsglkEsgl0AugVwCqycBRbWndYw/cBQqArmFM912Ab5FF2bPAYVz2EdEAMfOV1dlwND+o+t7z1u0eaPnhy9sx4Fz57bMuNGqNSVCvYkDcTw6hrEhM6SnsqYImMUQVYSivvu7L5jO/VpFhhRyO4ZicaLZ/MeQwU9dgqgJgbkJDteJIibuUBLapxzQAdHxEcasOiC/xCQ6R0XNRjgo6BV2zY1suEO1D/3Xmi8pez/tCyX/7EfWbe2zvPieizGf+SD72A2QcnSoELkjw1gKUMk57f2R59DkHNGIN6HET2VIW6yoDfq+1RZ3JGEef12HYo9McQdqLihjqZy1NRc6ih+j/I3qtCYL89GNex3HzH87U69koXtLc1ivFRSvQ/eQ5KtmyTDY0baZ79t78kXav4JLZodqDUHGgerVTaaocbW949rLqpPT22Ol42dke4d6FBUFBzInS3ZcV+N7h3OW1R61AYN0WMHBR1Sgqlcncp1WT/VHZuO4bTXkGxmOpzCk4lAi+1JItL3sCQr+6PrOMzaxf5clI8xfMXYAxitVB62fW3Qt1kTZotrF10qNneTcNtK3v7yL3y6zttxa19U9nN0zmpMrN/Jmc477z63JNI46sutkDfXvkZPPFcn3DnPeo/wXksfXvGfuQlz5qaslAeaG5r0iqBtOUx/Yhu66Pbbnqu3ePOoR2b5kcZTy+KaAuyXo03cB0O/YrJSPTB/unasAvl9d3moXrm8gopIoTOpzUImHx9wVerUa/i2oR/ctL41Nk7ER7fz2DePuBCHHiQBQXmuhHCPkpJiSXqBSiu0QzhIHSCkQ4kjXgLZ+6MZ6+3Bwh311ZUtrbGAL1aDowZ6XXAIPqQSkv0bb9wPC7+U+0VyXzii9bPZJL1r7BCC68cUblrz7j44qR+hTCXnNE8DzJkC4Iq39eU8NyRRBj2c+sfpbPyct2OdEjgPmricSW1Ha6CnFvYDyRKkn06TE/eS3Zu/8g1WunGSvBSU9a2gBYLnBOQ1A4ojI9gL56YtEs3uEPtHb0Q1yrvO9tBEB2SF54otP/sAK5KWfKYrQd31PXYFlmgj6SNHgvhjrKC0IusGzX2EZBxyB0qgxSk2i7/XP1QL+VtBmCEW8sIbmxa9oA2y8adOmWHPQnqgK6XFwISCVWYU1h2h1Rd4XDj1n4faDFuO8ENImwRKJdAjXB3iuSMzrYCSAyl8sAHPwHMl4EjBcQDtpAhKA+RDa/0B0+/QnAGxXH0Ki3cO9ODEIuOfl7AbKAa8xVHuHBy0+8y7jMIx6QzsdMOc7IuATnADCEg6dylFPXXJOSK6ftXDqGmoq9dHAhL13PA6zANeTs4QAdy/SwYiQJ3EAl8pk6fqT2NhYPPWdyzs7Ov/5kErgWwnI68ao4JXf9fRjVjt3xepfDjLhtegwyrqp11gJuUGlZtaH8awi2qMiEPwGkenkT4y65M19nxvN4pGQb7x2jVwel695jsZ4HA+e1sK4xsR3e3O08CKycH2PVfbvtTJRPu4Vf/uRd/cJm87ilk2kSNhtpZ3k11wP/ecY48jCvuYWV+QRVNhAI5jg1phVj5+0+jPHMiYG0dbnJZdALoFcArkEcgnkEsglkEvggZOAm0W01/ftQmYoWbITUpJbhpYFjwPAKqA7K8o9AWgSJbko5DuLotNr5y5Y8ya08YAr2iNkDeD6/B1BN19+8thtUfWdddzpvfrlhV96p57NFBmN9JrFuGa+mv9GDgPpGBEKRLA6jaMq4tygQK3QSxc2AcYT/Z9T1s+X3F387XtGbcZaYzivKt/aYgx0Zw6lEJg7urNHA9Io17xA+0TpBhjLACrHiPFSSgPlnl9yLqteH2/94h9zQE4kCY7vimAK+vo84jnsg43BS9amJmkYkmGMowCNAWBuyBwpwry3KNMa7WziXJCwfxewLADY1vVgAN24+LzS/FXxJrL3Fqg7Pm7JTfKca372dkMbCoUp0Up+GKwQzTHafhMnmCpRPhiFw+5u5MA1yIP+dUtCXU1sEOkohk3k4047pDUrbMaIqXoXs0PMtF+Sze7RmLri6wDUGisZsrdssIi1Y869pfO869l5mgMCvf083iuaPcQpKKL/q1UywzPX03qhKXnbgrLAlRo4sV+9buO/+r3VPjmOg9Hz1v2D7/jaJuOq2B+KjxxypxIZmuWMdNuyqvnLvluMg05pr/nkjgHsyUWlT1qPaIMY/FYOlM9psfeJH9gmxEihIltOAyd8pTRx2l2YApXaMSSln/d/TgX80R6T1rg6cE6HEtb4+PoNX+d9vsEQEDBG3mbuYc37GJsRnNY4cW2yArYRd8SYX7/+Rh5qV3J1OGM4UUO0RtD/oBt6We5rjX2IjPLy4EjAneVoru6DsekywO1OKM27eF+yFw8N2bGdRF8rMl6TTD50juKwxgHOR0Rf1xtFuzq6wd49udveOLnXjl/YZldGoauHPj0CQHbV5sERx5pqaXtsJPtLUM1XYR4YmazYOJTzLx4esp2bRq1MmgFLeM74GsD9yPiEOEzo1pyeLtoZcsm//uU+e+fUHjtxeYuP8W1r3Zrqdd6YXAKrKAHpQDjPcTssXAB50yn0Nl5pFRCdqOcCz9GgSE55KOmTcfRCVz74pZz0RLGn5z6xiHzsCSC8tiKlsabVTkHzDoCuCPwIQJ68y+iURMVzfA2Hvwaot4i99Gxu3rpp8ZVzWc56tQoguAToHm3st2TwM3LKX+M5iu66/QBR6I9CtS9qep7bnKso+GTipueod3isR07a6NO65gL6XkDdIdT16dVBgO9RK7KHjDlO8pDujpYAiE5U/WaxYu2w+PyX6LPklmc98SVF7WsXTpKjQCqnajEDcM1w9xErPPFHFnz1FlHqyCYWgI1OgB6Q8H2w8xi61ivoFzvbtfjvlLz0jcGPSRPwiQWjOo9x6GYvR6oA2wfd/p7HEaz0SC7KYhaEYB7zKOVtegz2NGQ1fhWnymmLiXCPcUIqoEcVcCVIJtB9pjimC3Bf9RDhr+sqrz3c/HzGgMgxXAsi1Pza/xqy0KH+AxaDNCC9R4q+jlNCoGdfHal3sa/GgUEAfV4ebgl8O7VZbjh5Lncf3m9T+7aTT34Dm8wJYwvOoqBlwe+QNTTyWXvqUGDE1cBqV65b9fQ5KyhaYw9gMpHe97VokSc6vnpq0GoXiX6ZYHGpYcyqtBeX+9qalV2M4Y0w1IRd0Mts2WjlXdDVb95iIdSXq13kHS5DRYHNpwyP4RY8r+RpdosFWr+lxa6ZQlu0SedXDHV9PJxadQiqPej2Qpw+Qhl7cs16zYxW3pBcArkEcgnkEsglkEsgl8CyJdDW4bTNuVNpW0mWONb1ZnTnxXYgAjQbpNlKAPFa3IVcNTM2pGUiSdmHlfbusuhrpt9yYw3sXLHAdJRXjyid1y9F1TpoNO/z2/4E6HQQlrzlMjS7qNDTZU4KpAMDVOnlevJtJ+cf3FkCC+x3cE5WKoUsldcCNWgOsk8SwCdQfc74CuS7CYAJA0Nj6DKU9hcB/HBUr0P9yHngM4C8UOLvIOqIfbKcR/z9PKcRpTWokaIrPoehbgSwmXPFlpAAkKYjpBpj/KOBXdb1wtOkVzjooHD95KA1T56D/eEKRlPOEWhfJoco4HTpwD4rHNnPvN6ZgeS0I5mcJBroitW+GrSYvXssBxVsbZnTQC9G0J1W1Dk4b3sKhtZ92gDAbJzSda5CdQ64TuSRsz4oFzmAvJxcPF/5//hnRFb1WZ09eeOLk9Y8T19uTVhMxLZHfuNQEiGH4oG9VhjYbYVtGFVbAP4CUp/5SBHdMTKun8Wp5jzyvXgdFgmu3eAeoRQAXAv97G0l24E9MGQga93LcuahKHCgwXlqv5gqBLTqOzkKNAFvlc5CTByVl5/1dBeFTezDNa4cX/3sSwdjPciqNSamlBukyJOdJtqz3crPPmEVmA7lDHTXRXONl/boPn8YAz65Y0kxstbPXbSpP7xt029+4E475eefxNC+kXMBn3t7iZJ/lqgoKEcB2gs7YBFR5JNAeOZbg3nRODdkTYIbYo0ptPbOBKA1iGh5zSs59oewiETbtlpB6fW2YbNY6ZrZ6ozYRESZr+s1lQLxU+QssJyUIsr7KqeqAuNY0Hgy73WtGZYJ5lsTkLyBbSAWBf8UFPwU5TuNRwDkqUfOKUXmcdcLT1jpyAGfo9WPv7Aar/gyNLVc3+9FUpWUjwy4bSSrhOgxHLga1Nu8cIn7hcATnF1ixhxJMC7MHV6R2riRtXgb85k5HW0n7SByUTqR3EbhknwAfsB60ozsWrVsEwDzop2/QY74W5Nle+HweXyUADPUC6IQs8jqgOWvaBdubLA3vhiwP3xxwI5f3GojnAOsYeWCQOHl3K0PgGi+wSa2QflJ8sWPkwN+nPERID8y0W2vHBu0Y7uvwVigMaGR/jjnPc4QE/WifTK43d74csDexFHizLVNfp4o7IuMzQJP/m+wl/mlcwl8QxIQeEzud0XBJxt38EyDQQydI+jZjGMmzzAA7/YzLJCCSB545SwXGK+IbTmkCQxOxvhs7Ab6AZ+1iijQU0DdGArzBKYpxf3F6M4JUdiBcqG3AF2P5CeKPyTPfUx0eELEuCK1wy17eK5uAwtBf6Po8/gCgDlR7OkYEeB8pmhyAfeFXUf8WD+w80cfjnYHnsFxc8jB6BA9USC862t6V+m1tJ9rc360fYB9IY6AtE0rN1ohDge6CqsFv8Vk7Bclkj3sxZmU4yJA/NKTP7SUz5KLX8BmBgCuw7ugqN+ww8IDT0Pl/wTynGWPluNDcu2c2eD7Fgx+RLuIUJcu0cWegpQBYqBOAdGjrQOZnDr7035PW5Rb3nAA8Oh51xOzVU0O275uIvOUSP+ZwlgZQHraRNdLOVcODMr5XuQzqPK1l8lq4Ax1osAYKVK/Joc06hI+BGAflHB2LeIskFPTz4j2YX2zCruYB080igIu4L1b2bfLKof2Wv3ATkuHrllN3r14rc9sPtZY12gaNza3Kpvi8Y8+d4/9Ipu05WysV7Mr2oBW2TBV2fhHN8ZZa1isaFe2fZ1ZYlbzkqtTl5KZsCZGPVCVbOpjM7fFyjsxJOB9HmqDvNqFRbYAfUuC44Q2jNa/iYccG9gxDBPuBbfWPJ4YQc0vDFTyrqtjKJj+/Cse0KR42LOLefatXC5We1bk9eUSyCWQSyCXQC6BXAK5BNasBFAF3ZAyazVYeVNFAd8k/3dAtLG0Xc+TCMgUyjCFPixQTdGxHkW58uod0GsCWiYAQwLktftQu9tFwJr+Xs6uRJHVjevD1gQ8hbUVOzNALCeHGGwECEfrMdooajQvy5aA7ExLlWS6BqgOoC26b48eYfw6ztHeUtEvxb0A6gIyWxGxAtEVlTz5xns29Zs3rf7uxwCEgNZyKmY/lyoPOHPOAPhCIpYinO/LrzxrPX/yfet68lHmnMDSrAgcnvyX123y57+y+JMTDkym2uuwRwu4juj0C7DpkSAXILHfpj8+buP/9z9Y4zdvATBep70Aq1QlEFV78eKh/db9Zz+wDf/z3wDOQ19KhE/t4y9t7O9/ZRN//2sLr1wjQoZIeYSjPXNUwtkZYLH7T75nff/mT2GMeIy5hmGWuds4c95G/5+/s6l//gMGyCtE4xSFf/g+TbTxoiYtPfEY5yifaMVu/ef/avVf/sFSgFbuMA8yxTTLVWgbEcUlIrV7/+LH1kP7SgDzS9kOUsamBsA/9do7NvGL31jzsxOwpxExtRWjIXvCYHwS+cIgoAj3w/us60cvW/ePv2uVJx7J5Mu907xw2Sb+7p9t/J9+aw3WAUX8BMjLqcyh7xR1aLR3t23EqaegPbLGDsNnlWvd+F//d6t/cYrcmjKE0gcBbsikwN8BTAUBYC8xTsiYKLEiYOw3VBTtXz9JDtTBCz5f6B7tbI0Rb0PWjZ5XX7bK8xiK+Vz9lNybBFZMvfauTf76Dzb5+3dxAGGuEu2vaHhFkadyPsBxQ/YC0XQHOHtEjxy0LuZx749esfITxwD7l894IAOwIpMTOTwQSNE4M2STP/snq//+nYz+FQNyQ4Zjvg9wACg/86j1/uRV6/nj7+Mwst3bLAeN2okzNvnL31r1l783Y/4b4H5d/eWfxkp0/LrXjEj2AGeLxtBFG/nf/rNVX3sPAzqUu3wf9gOm44Sx/n/5G+thzsggHcM2UeU+Hv/vv8Gx4X1oai+Sv7XXU6J4BBxyTpFRgTlHqLTFpBEpMJ8rLz9jPT94ybqe4r7Ztsnr+oamQn7ZZUpAWIPA2gJUvspN/jEU55dHem2cSPmD227aut7rrCus5bqRyCEvu9RUtWInL/bbz995zD45z3zkZioWEusiQjsvqyuBcgGHNB40cpJ448SAO0J0lWPb3z9ixR4cw/Ts0oNaix3K0vhExf5wfL/93XuPwmDQp9vZKsUmeh7r1uo2La8tl8ADK4GAiHjlYY8Ov+Agd4Eo75hI+MbmPVbmMwHdyr3uhT1SRKR6o3cz0fA45JG/POX53LSSJQD60eYd6AkZbhEAxEc7j1pKBHlwRim3xn2/1QbfA+WFByz3wlqqm1LR7IX9T7LESmHhA3AxB41ZbEXv3jz3mTXf/gccTz8gen/Yl+JAlPr7iCZ/4afgx6+gG6N/6GZvlYjoeXvku06h31SVAPMhALMuqbYGm9E5j5DmjKj0AtH9NjWOE+keUjHjBGjgItSlfZwUJTFTOSPOlt0eue8099RROvy8xZu2kVr3CTMYAQJA8LBvI/sDQH6ODYl8937omurLyBX68qEVzn9I4C1OpR6Jzp4OZ4cC+d1jouabRQB9ZBytZ9+wUFGTiKBPlVqgDONRY4KmAeQHpDfin6Larcy6J/Bc7ddP1bllHzozulyNHPJy7Q5xLujGgZVreX767NDseO2Je9B/BcyTS97X1ohIfWjwAZL8mPzHwy2Bby3CJtA9InddCW/jdPsmq7MZ0Krhm6m1hpO256C0WN3+E9MsYuesdmgfC9/j3OD30UiEjBI24nW83uOzQ6bc8b4ei0ultRC1m7tWfzdZ7EOi5IsYAss7yHvpG+B7cCsgmEDRQ2xKS1ASRtD7NQpXeEohKZRZf0itQSF5RJG8/q/esGk238Xt26yEMaxNcbcGm5w3KZdALoFcArkEcgnkEsglkEtgIQlIUXdlvcMKsNBxq/iZ6N8TqKmdBp56ZToXkBjCplUgf7wiau3rslOhQItaPJnE4CPjjfet1Xjt5dCxQ4DVLC+0jPtLl2SciGLaqohMj16Qgo5BR5SLIbTiIY61a4vVaun+rJVvfbZpL4QBaz5FtRw2qp+fgInrqkdNe/S0IkmQvYA7ATEG8CaQt/LIYWcyE3W5UmpN/OJfrAaQGZ8866nTAsan/Mzj1vXS0x5J3CASvQqwV/vgM0s/+dJSoncbp89b889ftV4AUkUAe8EQVugn8pioXgHsCeeJOhSonB0tkZdE/EawhjWIOp/47Zs2CTg9+Y+/xZjIPIFuMyYXJ5ZDd2J2+8EnALSA99PM75TrkEjXbv2/f28Tv36NyO9rgLZEDTFfRUnqBlb6G7Gnn6avAjzX48Td9eLTPp9Fy14icKCJQ0GtWvdo6gR6UhWlVUhkTL16zab+9XUiqajjV69xf9Hmo/uJpG96VH5jGKcBAPlwEiCFY8ZgA2yOjtqGf/eXOA9gMFzA0VpU8lPvfoQjwGs2jcNDE0aAhGh73bO9PyHHKIEAjRNnbQowVxH8KdHVU7IL4Aiw7t/+1EHWjFECSnvo9CXfxgUMo8NXaJ+iiGSeJKqaSCCbIOUFMgEB8nF3ZjlA7CJMA032oDGgvomiH8OrpoNKSL8jwF05Owjkvj9Fc5g5MU9eKdTq1S9PYxOhb1qDRFnbscSKoUAsAu4EgtFb90CD6PQxgeG/ft3qH33mfRRLQuWlZ3zsC7IVkH5BDgmKLK8T/JCev8AYT9i02A+QZfxXPyIKHcN2P/lclyhqiqwNyrfaVDDFqTNWHxnJ0ojgDBPi0CAQ3dc+5orYHiKcMRqM6ThpD5owEvT9zU+Jdt/vNgBPA4GDfuHYYQB8wH3GpzlKlB1ggUZVjkwxUf5iG5n4l9es9j6G/Xc+gX4elgTaIseK8BysD4xhz4+/wwdA+cz76tsf2fj/9XOrf/gZVLpDzA3AVuTR84MXPfhE0fiaX/W3PrLGl6eYGzgDcA9WcciKmYvJv/uJ9f701YzFpHMAlpBN/tU3JwGfl5oLvOQoUidivt7EuQegHq8bQIkiUfQ8v3kcRGVyBgMSC4SfJhpbx3aVmkRUAtxQkT8nvrmuPHRXlpz1GFYagGYc2hQyF3NMSdHuOEAkTdaSGBtqEcBdjhV83iCn/FQdsJBVoAgQH1FHXnIJ5BLolAA6BFHipaMvERi4Dmr3sx4JXiY6vTDwhNPBzygPODoGRNFHivoevmR26QTR0zgLdwM+H33ZigefpS4BwBR0xuJBdMbpWxCRcQfeuIxexL1KFHx47DtWeOqPiGhnr0VJG9JX0QkKAP/ovtJd5xT0x8ZFHFM//R1U+R+YDQ9aHQc4bmuL6hMszehdAOAxEf3B3kcAoTtAbBZrXaf81I9gBhYl/XEcCnGu0gWIclcO+HAfjnOilJfDwfb9FtAPA7gPLp+i/eO0O1vTExiF3PEAAL5Ibnv1xQvtVjS/ouCj3Y/wEf0lel4OBsF8mnm+jUkFECPnCMr5GD2n5s6dylHPl+jgiVIFAOyLjWB+USprPVwCFkPJOtwE4I/jg91EF6uT3gxAPqH/aTcpo9YTtKg2tnUPmAYiHC1M308MUw3PNQD7sA+5dR7XeVEYsBTt7+founr48Vlevh0S+FaPtLyUC1vIYbh/DwaBYQvYLKNVsHWRIuFLyNqZBWoSGz1pSY1x8sNdGLKuK1B6sXFW/rn7VRI2QHXkVDt/2abwYA6uQbGm9fwBoNPwdZIfUhgLeKKL8r+wFU8zUZ25N+49kCJOFMpxp2tVNmzE060CjYw0XUUtrNEiz1eeHQ0o6KbOnbfKtYM8fKA+JAIjL7kEcgnkEsglkEsgl0AugVwCD44EfEfDJh8Lw/1pNMC7KIhjaL9TUWfLoViNwCgSKtoYKmSlc2pHPa+4UQBHMaCcQN0Y/VRR7Z1Fhh0xX2W5qVtRJ50HdL4XIAWwJgrpBDCpvf8j46HF7A2K5IEOAckcHeg8L39/RwnIDuVMBUSFp+yvHXTHkULU3NUPPgeI+9ASosbbThWKBgaNA6hhY0k0cfmpR/wlEFg5I2uAcZMAxRM//2dLiGgXYB6wryo++5j1/Ye/In/3iw6Aio57DKdr7ZGDr6CJ57yaqNMBGkVL3veXP2b/B3U7edwrTxFhTvR9RAqzqX/8tdU/O8keDRiT41L2Pdqt1XFOFnV7DXY66ypb+QUihZh3dSKNRf8NYs604RxF/XPsBDnFmwD5ioqaJvJXDABd33+B60RQe0P7DcgtgNVp+JGNHAgS+lJ++lErQcMe9Yhuf5v1/tFLVty1w6ZwLpig3wbtd8q1mN0SkoPSU0T4C/jHbGhlnACKRFJrr27vfGzJu4ChNwBMofJXFHbzvY8YM6JLofzuJYq5SIR6p7nDI/q/ov3/SKTyL3/nFPhyNCgcPWCVP/8jW/cf/9qdBKrHAUW5B5vcMwaNfRPQuAFIWiBqO4T9ovt5gcWbrQJonArIJn3A9OvvWqq2IAvMjVC4ywCJMVUgtwccsDZhqJUTQt//8CeeN11R043PT0LRSj5O7dMbHCMGBMbAz2sbQO84E+/+ADmDpPRVc1frhCj3NbZ10esDoEdbiUKjr3OK2sdc6nRGESW/WA+abxB9Rvo/OVe4LerYQev76Q+tuB/nEFIm1Ii8n/rDOzb+dwUM5CcsGsExAceSaTkhydkImSpNgiLh7lRS1twGBub4cwzfveRjhWWgwhiVcPZQvzSvE0BxkwMVaTsS8tnXRrg3cXoQk0mAHUMBLKKb737leSLS+q36/l6beudDa8rpBblobvuYcA83YAxoKBKfdhtjp/sgxYbl9PZExgXD0MUS7a70ELp/asixyjxOsTuI9j4gj33p4F7r/t6LVnnsiM/R+pkLNoHjzNSvfmcx90M6wrzDGULOMsF60gPSvgpOOZJLXh4MCSiKulJq2LYNk7Zny6h1dbFOsS7cHF1n18Z7oEhv2i4+1zH96yds+8YxuzjSx9rMWgDo6yrNg9HVB6qVAuU1NuvKDdu5ecz6N0yQ0SKxOjT2ioIfnapY/7pJ29w3bt2Vuu3YNG47N5JyAmA+Joe1xiYvuQQeXgkwv3nOKZWKtjX+3JcXy52KgOh+6OH7Nlpz2wH2ReQM30DUdJlnFu87S9DdB1BPFLucN7fuwmkVRuI+UrSQJ72w+yjP1CwYU8//wvZ96M2vcN9Rxw0AbnRlUyQ9QH1hD8C19mPXoZIHIPeUPESSK4/7/HzwAo7jS2csPkVU+U2AfepJBN6rwMgUjhBVfuG4JYDh0U7a3wnIS6tDR4u27UV322pNcrQL8Ja+qehv5Y7X5+2iXPXFQ8+gwwKGryO6fvg818A5E4xE0fbJjoOw4HwH4J7rdIDtYhEIetG19FqyMEbKFw+LD91Hj8dhkN/C+BJwDm01nIq+xQw0UxUySOvoWJ4qoIbyK8CfMYKtoNDKN58AsrsDYtcGs407cQRU+uhZjMRz20NBn0I7nxItrxwCirIPFME/b5xnruu6LOMnPWrmwxW80WZLnfKT+SGs6evVtIKL5oeulgTurMWv1pXWYD3agBcBs7v27vFNdWMQgBmKvKYWWf6tqYmsG6wFGit/W0pORm1+FVlQEJWiNiB+8907Qad4Fimn3SQb7xqyEtVgisFBG0M3tt27S69azXpeihauLEOPcpCRuqAt11W7yLyKFCWveVbeud2mN5+HCh6PMeUfWKM7Cc19GaKaRDzUoPCs85LRM8/RNm9g8z9zCeQSyCWQSyCXQC6BXAJrXAKigpZhwn8L/NIW514V9lBNgLc6eb2bACyJrisAEeOAAFflMS5sFGvUBo9iX3kzMC4BiClnsXJzx+xD5OgqkK9dpMMqb3MIsEMoV/vjBX8LDBZlvcDFGEBV4KAAfacHJ5pfQFsBmvO1ms5swU6tgQ8dbGbfqJQCygetXO+ec/vUWasdP23Vtz50IC4YhWITwFB7Iu3BA3JmBZtxYiaCtvff/MTKjx327XisyOKf/9LGf/ZLs7Ps1+UozP4qAojrJqq890ffJf81Bj8MW8pf3f39l6CrvGQNGPCSCUBAHAGmf/u2s7yFRN73vEr0EHvBEpTrosUvAWQ3AN2rAOrK962IZ4Hk2mc3mWuKWCk/ftQ2/Kd/b91E4gvcF2X++P/5tx4lrfmWMF9qgOE1KLpVjwBTOXOs/+mrgK2vYpQrOSX3yP/xXzzyWQ4F+B9giOQeuX4dYPS41Z+EEQBgPtywDoD+ca4JPTnzz4FLQGDN/QRxaY6mRCJPffApFOaPWO//9FfW9+c/Irp8j9/rZVgFJnEGn/6n37HvJJKZvTr4FiwA523ib//J778CYL+AVBWNTe2L0zb+337jVPOxaMO5b4FMoVQdsL6/glKfyOgQQLfrxR5va+39Ty0hej+gzwF54qd+97YZ+90izg3KK19+8hi/iSwij30Txwu13Yi8juXw4Fed/SFDsWwJBfKC9/4YSlTY5fiA6PNLUI+OYOKA9rR9i88/ebaaVX7HBVm6EgzTWm+qimgHLBc4XBM7A4CzIrYD+qVIqsyxYPEmuHH4yrCZcqQrVQN2KO25G9eukSLuS+u6/gpGamj4ZZvagDF90ybuHejcAcpT7C4pdqBk+AbsEO9YiTlbPDgAix1RV/MdAeY1QTlJFf2u3O8lAO6ev/xjW4fTQxlAXkbcSepj1bPaH94lbQd57eWggiNVisPJ1H//rduYipyjdVBsfyXmg6fiU0QdoLjsQTIka7wUNT8JpX3QTXRYmf71b7R0mOi5afrLtTTwTnlNX8TG0ECO8clBT21SZ72ICV8LkWfjyzNWI21e5YmjzLkeXwci5bSnLzU5gNyCAp/hiaCzr+HcMCYHBRgDyg8bzAoAAEAASURBVDg25GXtS0C3cAwwokjsA/037emByzwHmjY0vMk++GqPHR9iXa807LtHBu0Jvtu9+ZY9svu6nb++AVAeuyfzNcwp6+/JQIu1QOD6doD4p/ZdsT1bR61OtPyJoa327qnddv7mentk57A9f+C87ea7wzuv2WN7rtqVkR4bq1esTNR8XnIJPKwSkHOocqCnk6O+6xDY3Jm7/E79VsR1YfsAD0KeuksAp9GWXehBmyw9+nwGthJhr3M7AWq/FpHUhV04cnJ8WoXynOes8tXrWLW1ef5zqOE/sfTyGd8DhtDHh0ehyd8pfY6gzrZixXkpDFHNW9dwdm3AZAPjDUCvAGyxGklTjMdxIhy94o6Vfm0WcjE+mUBsfiufPd47Vth7DJW+BRIDQguknlvQ9XYeQs/tt5jI+eTKWTPo8lOxA9CPMk4H4QZSVam+eUXR68oPr/RP7tRdpq+3OSbSYiLpQ0XrD59knEatDJgvp0B1VztG5W1P13MNzvcCOJ/Qv+TGBRwEzrLHQGdB5rZpn1PuR/1HcIroJ6XQKDKGRwvGAl2DfFLzWpj9KacJp6fXw84vqn3wvSke0Q8DgjM14QjAZmN2XO/NJfNaV1EC325Ang1Mad06qwDMVsk9Vd3IQsdmoAl9HCuQb8JWUdarUJXf0dm6yULQYANUxQtZoHLYtZd7797d6Gp8wMLaYEM99emXHmng0QP+KFqFrt2HKrLtP9EuODB07WGx34HXNwaUe15YhGV8rOzbYyUiD6Yrg1Cz4AVGDj3fma4xGapVKgVt/DF0Nm5iSMMYIKo6bYqzCZgdk//MJbCmJYCB777M1/t1nTUt7LxxuQRyCeQSyCWwFiWQAFokgHfJFIAzxhW4Eu9ZM1PRZUM37UCm8iADnIKxahOh/xkgD8gtwDEFwKE1KyvYeAya45gozsYQEcNEjLqliD450MM1YnJzp7BfheyPAt4vWQBFEyI8ExyOkymBPK0W6Rd7BOV1jtbjvNv+fMnK8i8lAc0ugYCKyk3IhZ7+t19b7ZMvPKJbEcJ1OXXjTJFqfmheYNAKlBeaNGLKvV4iR3ble895FK/2HqLArgJWN4jiTb46mxkDNT5KP7Zzm5U5J9raYVhk/1Ikmrd09CAg4zvkbNcE5DqiPz9O5PFv3nC6b42tonoDUr8VifoV8K33AUChctgT7odhjjbKuYNI4W6i3Pv++k89QtgjvasNm/rtWxaQwk1Fxj4ZISM5oihnNp/1/NufWA9gfJlc9KHmJXWWFVWsFAk4GejekN0ypa4GMqkDaJYBTQPlaqdtShcmRoloE3t93os+WMXvJdqISRJgdq/n/Fae+CwaG9D82cc9orr2HoZYnCF8/mL38LRz0P7XPj6OfJ9ETuyFAVPllDL1+ns2qQhkd57AiUf7QK4Vyqkc2nKB8SohjhAFUk4IDK6J6r8KIE+/EoDqJikCGoD5cnZQSj05JYjhoLAegB2jqUIebi8dn8lgynkF7DI6V8ZdnaL+3tei6zGHJW6NTe3MOUv/7ldE9XezvkFDCrCeKt2hKPfd2MqEvNMaobpwvmgiazi5ASOz+hPRwyO7hEh7OYGERWTAWEXIrXhwn9UY/wbOJYryCnGASIfIP0u6AN1DRcnoDoC8O0Kx7ivyXHOrl7zrijwXU6RKGWcUOYEoFUEqOnj1oxjgmI+T0vufWJGx7/4ukfGMqQzgQS+APQwU4QbGtO3QofsRg74YGUKc+Mvfh60CtgfNKznfVD/4RAe4WT/ADiPWBLVbjgKJWDNink14QUVE+RVwDkm4DxrIRM8TFQ+iQR4louQj+tG8csOdSDQ/6xcvmUGPr2dODsi7uNb0D91aDvIwZ7qJft+xccI29EwD+G63z85vszePD9jZ6zilFBs2PN5l00TNbwMc3kmEvKK1L42iO0iPycs9lcDGnikb2HKTR11o753aZb//7IC9d2a3XSe//KnLW+36WI+9cuysVQDg928ZsW4i6m9VccShVfno3NOhySv/JiVQw5Hsi7etOfgZOgLPzxf/CkfIp1xfWKhZKdHlejYKuHVgmufr7QAyuhwpkDy6Xd8X0bV4PjoAD7A+v6jOdGrMAqjs0wK6IsB60EUuc14zRaw4V3Bs+wC95eS7VgRIFpaTklO+PgpLzdM/5tn/Ha7VwkK4bghteti1DgYb9HPODwH75fimdEiJvJShY0/5vu0EmEI137wyiC6Pk6zaQl0BUeMF5bQnCn7JAkgvh4BgPw6uW/c5qK+FI6B+OSLctoqgjCUTI04zn1w7xz4QParMPq9/r0f8h33oQq7r61T0/Y3bYfh5HAdx9AjAarQNPo/QuWHyEFjefwBHhqMz7UypL74IA8DQZ8hKUfAA/0S+N0YvW1h7zIKB5z1a3sgnL8UwywXPBEBOrsSLYl66U+fqd5sjAl+7Dt9aJf14PluouPIpDYei49p9yz6Z81PjkzaZE3ouCotPBcrPOST/Yw1L4FsNyGtyh31QZrDBKG6Fum5dD17Y0KJ5WcPqhBZEGbzYwNXYjJUxOsjwcEej011OxJgNUx2DVXXoIosThj0ZKx6gm11mPxlLimzkuvEKL+3Go+1Ohrq7lJmfzgKqtAJlqAGLGCEjPMYTf7rxrabZGitayzWsUZ3FfZS8gOSQaxC5IcNLKNp6NuN5eUgkIG9IsTXoQY5RRBEqGn3uFO+gK1wyCGKU8+iP+9RtReqkOK3ERFQoUkkUhlKu1Db3bsQAJEOSoqNCGS1bBqHbmicFRgYiDFgyrHqvNL/1edZFP8Ujc0QrKeOUjE36fiWlfTzyUz5EtTerHoWNf+2iSBhX4qRU0WZFCroxq3W+WEgUKZXQf5XZc/3M7DPGwxV5GS21jnzdosg1aEx9/Ll+u6asjVxb9UuuauOdrqV5pIhERXm15Dxbo0QtOVCnNiMY0O+KzUUy1jX8Wpmievu1+ERy0lrla227d53CUj202etivlGvH6Uf2eB1Hrys91k/ubaiv7SJ0b2j66s+ruPj6nMjmxf6eKGWLetiCxyk6wtsC5XHVNfuXKt9jDS/6Cttycryr+5zTeuA7hHmw90Wj5SS7DXn9dvXns5a6Yeapw2p+rHQPe7rl+qgP9TTln9nLSt57/LTCZrvuq6/6Gv7/l5JZRzr85RIL0XdetoX1tlsMgDaqHPIMwJsUNSk1jFTlGhecgmstgS4tzwCHLAnJsLW9/Rfc04vp2l6fseAMjGgfKpcz0RotKPUpVtEevYRZenUwstfgmYvzX0UK+c7UdfJLSiOYQ0LoBVUCXkOhXQwhcLYBAQCYrZBp9kKOt5pydSaiFwSRVLLIFbBUMPnAYabECC2IEAeUFj3a16WJwENq3Q1nnrQXw9D3w4oRySxokrkoOFR1dDFh9Bz+7O6C+BW0a2AhN3QwXe98AwGve0ufz0lG0T2TomCHeDbc1wDWCYyuLFGh6Q+iOR4Ma9pGrsI2vQEcLfJesuKzmMEHURtIbK7ROS5KPEL7AlVNA/UlghKdFHP+7yVXgBFfIG5pOh45aiXA4AXnoVqY7QPKk6A/BTn5VgROzz/I3K5hUT2KH9613eetQrn+jOZEwWuVx494pT7NWi9EznH6H7kWkrxoHtHz7PO4jol87pTNw0012lvSH0CIcuH93Ht2TkqmQioN1Gps+/UZTxSGuNhwHUapwatjpO4+iZw1CPA3/nIah8exyjMwdSt53IIPXwEgOoO2a1G+ectsF3PLWmsrtbWpi25hFMBFPylgwMOyGenqI+0X6MkG8Ztj7p5o+f6JM9LyV/66SroHJ3yXMn7LK0AMxnWuMY5HBuwGyRjk1aAFUDrjRwi9H85JQOziXBj/QtEu19jLJB10C19kbnJfO4sqtbnJ84MDea79udF1r9ArBOsr005Q+B0ojm7VAkIACjQ7ghwX8B7+dCBOeti1Etu20PMn36i8dC31C85SzWxNQWA/0qp0CRdoeaBBzJI92rp+953zTsa5wZ8Iusj6qjQrvKfv+p9VDpIMR0oV2sBo3lJ9x2sgbIpiA0gZI4qoi9k36e9ZkERZ9I1qVd97iza9xVgT2jQH49U1KXFknLtOm0kLQU6l9sqOk/K3685CXBrM7yJ9RAFX+D3tdFe+/TCDnv3zC47fmGbTUwzzqR3vDnZ5eD943sZW9aOXo5XVH2sdSQv90wCRdgHunCWCFl3viIy/vOL2+z1Lwfs/PB6TNAFouHX2S2o66cbRTvUP8yY4GgGw0GR3wytl3yE7tnw5BV/gxIQGB5f+JJ0NX9g04FD5OEXeAg9QYvmPr9lf1TEejICOxS6kec6h449hI5+TtHzdgrnN0DmlHznomUPySEfrN+CDqzo7bl3koBjB8EB222CfZYixPv3w0x0GF2CuqWMUZIxdISzOGQef83s3Cc883Es5X5uAp43hq+i922xlPz1M4C8AHIo5z26fewqjEp1zCFozrp8UrQYx4BoG9fZeZDnM3pylXYMfWnxCZiRLhOFzt8oGpb076O/k4DhUNuLjn6x/aY8UdF1pd9F62G3kl3E264VZG6fpQsmkzguDpJe58yHZlfYT0zDBkAEe7LjkIU4RBR4haKF9+uhh4vWHnr9WBH9qnca3Zprytkhoe/hnidwekRmov+Xo8IEDpGXvjAb+jgbSukhqiu5gp4OdrNhF7r+XvabmQODO0XQT0XSe3OpN8BBwNoODhqEzqKHHjT65Fnjeui3SjHAWGMIyq7Teazec5xAdrFhzRwngP82efK9jnErGPrk3O3D/Frzv9egBLByfosLE1r5w8uiVtvej3Go2+rcdyyL3FcyG621ki1OnodvAjovKNxqly4BmO62Lgwc4e0OVKvTAW5ygTYxxqo6G57aMFEkbH7ckH7borA6l7wXtUQs+KlHU2y17ifYkLIxdUP/vbhYR50SkYx5lUN7rcw8i/Au4wnKAjurtHYc/o2/BQbxNsTQwQlAUsRGFQNLcS8PIgw3YSfI8423Nm/A3UhARlHRL8pILyOGA1uasHqw8xLNZBFjdIizkowj98MoJqOoDJI1GfWI0nEqxPZ6I0UE8CpSvkDobotbt1iJiCrNy/mGrLZcVJ/Se8Sj5H5078hsHW1/r78EJgcYFSPoPYsY8BUNtVh97fMW+i15NsjxqbylYlnJniV6prSK1lIU9AjwLVrfy6vPDZa+Duk7MVJcv8GY0FYpqi2l2s/mPHnWRht6PU2JIo88cmhud9pXWvo314onJqx+BWMeNKMy4rrRUWfxnYzmQRljM8a3iLEPu9kQyPNzgaJ2SsZ6JsQ3bnmqC9Eid84Vz7PFvCqwDipvawiVpRuWV/r8cCMg84P52oC20/OkSgvurIdjBERrHEWtGZa51gJgrs91jReRkU2i9ASYzqlngb4u6yPA8IIAVpz9AvqrHKm6lgCxGFabmOs5bTRt9rm3rEqXeZCPHRFIpGUpAgR4RBobHB8jgd4YlEUl3RQoR5UzY36H6jU/tO4rKk5AWtSHF/YCMr1DNXO/pj1NgQ+0KSa6TnoN+0TGgBf90PwRkBaR5zYSvbXWoM5x5hitWZJnk/zPySRUuH7PqIKvWfz6/GDuF/vUTwzERG1+HT1BYx4zr2oXtI5Bq837BCDI5x3y9L5RfxEwSflj5fDmOY35Li+5BFZVAnJWgfmrqYjcqQnuZSIEOp8tq3oxbkPROyvymVexCqWxHikzi112k4cASAJWOgHG5TbDn7PnLnru8QLP2aY/v7guFQhIcicXnjPFPURpbNvm69bidXMWAFLAs6DAs0PpT9t4YUg0r+fyVu5k7s+voxMsft2H+xsfC8ZGcy0iF3rx8SOAw/uyCHH2FYrmCHrQZQDh9ZxW9HfEWqjUWNqXSzdyZ0DE5DrcuUsAxZ+xB8X4yDPWc7yDAifUr717gK4qsLlz9dczynUNvtNck06WRLyIaE4VfXuC/NOwzOl5GfLM1gPIz/fnTOs9HeE0xh/Q+5nHmE/9cwZOulFx926fHwkpD+DYcxVK/TcA8cJBmNHUb+lrrSIHLIHg/mxhvmrmCqpGuzVT2gSYH+TUMqfo2e6Vzn6qyGKBo2Ui+4vIUdHnc4qe2Ty/5CwgwNXG0EGoJKWfRRzsFZ3fQA7pC7QZ/aT2MZHtODxIV9EzULKIqFPMAO70L6exVvF7Qc6VgPYz9zBy07oSk6u+DtV44yno6vfs8DP0bHejov7qHKRWfbf/op16ntNvAbJ6O9/Wffs5q/yJ2ildmIuHfV1Ekh22nj//oTsaSHaiU68zJxNSE5hSInC46zBLNYM5WhrYad2vvmRTjF/j9JCzPYjZoOuPv++R6ALm2yVzVkHugM++Hwg0gsgZecTMlSY6fMr6daeiCHnZQDwARcEI0qc6iu6BAvYJgf9RF+vyFHtD9QjgU875AY75zXMXMNSzpjLnZov3ujU3OVY2Zr5PcBIJsRlUjh5Cj2Lu4aQiRpSYvVgBqv0e0kl0cT8pKKK0n7SRL2JIP3HKUujvE0D5kH1d13efIyr/Odoz19lAMpHTgEcayglAcwR5JMghltMZena4kzZ26ouzDc7frQUJMG76V2DCCJQ/fXWjXQaQ/2Rwh10d77UmD+KuMvtK1o0bEz32L58eshMAwnu3jLaA+rZz61rozMPVBkVY6q4uAa5P1Mr28bkddmmkzyPix6YF6MFqQCS8csWfubLJRicr9uiua3zGc5Vzy0X2uwnP6Dsuhg+X3PLefHskkAHm2B53DLjOEyoqXTfNvJIIjL/0lSWfwzp0A4ab/gFSxvzAQkDwmecTz+ZkctTi0x9Z88NfwZKDTqDo7QM4fz76XQuhc++kRJf9KL6KM+Wbfwtb1NtmUMynOH9Gh180e+kvrLDvcfS+zMk0vgVec/ErK0xyDPvAcT3VeS4GCSBv9aIFN84RcX6D47F7egACtrP9T1pANHl9ipz15IuPeK8HfFoC+CYSPXr0e9kxAO/1k+9Z/fX/z4pn3rdo/Lqv6dLzGuc/s9q181Z48S+t8tQPsXd06gwtIfHQTsZIxQM9vvrvNh8A9GA9eFyP5Oka8YxEJcvmOep96+dmX75hlZiId9WB9jxN9H949SynoBeo/e3IfPTRCOC9/PiPLd52EKfZCwSl4BhBhHu0eS9R9bvYO2TMWnIgSMaHrVADtG8SjNgAgGe/EEpvEgN1A/0eJ4WQ9nlkPOOQjF5E5ziHcybncFzSJefC/fQBHQsd5bbC3jiVA8XUTZZHMcfhVFjqo43sK0pz9RzXa3DOSHAioGq+x5GTY/33PNn45BOwT75618jcXrvAhLytQfkHa0UCC8yWtdK0+9QOZrk2/oqaLm3ebI1e6A/HpjM6vIVW1/vUrKUuk8hzXoznAKY1Njf1G3j04KltgEn3oslaFBKiUQRq1XmJwly5+7K7/gG44QXQoCTKyFPYplzu0BgS4RBhqFDf7nkPWptCATQlNryl7dutPiLg7SY7ajYVbC7vfSOWmlHzvmsJJMZzX0Ba/coNmx4cssrBASvv2YWhZoEH67wq8j8fAAlIaQLUnP74CxQnUU4qIoj5qN2W1hheMhpW9uNIQi7IIgYWUWjek0JbBGILGFWeUQHxNSKi6hi9lNc1JRokA7IwDmLAUWRdYdM6wCyM7hgjS7RNLBRyfJHxR9ERbWVIczgmR2n1/JCD3U2AaAeLpeHo3kShU90yyJYAxspEbYj+VADZjMK8jE4LJKhxn0x+9InVubel9LLsZEXXkWWhZXwtYdTtxkAdie7RNS2awZrawJg0Cd1n9ex5zuN4N8zxW/8x0CqiXuNQIu9nZYA2YrRaMXMB9QgErUJ3OUXOygZRhqJ9xSribc2i9KHSJD2FrlHGoFpSFFiRti5QFKUVA4jWiZ6ZVk5NHCmUM9ijwdR/tZ2+KcK6shsDHdSYJQz0GqsZQ+4C9S70kctIhlDmRxX60MYooI8WTwzv/pux1jERxu9uReccHrAiY3obeEybnGUGppfaOXJkEiXm84JxUn88enmFi7IMnu54gOG/iLNIed8uqBj3E7lUxmBa87GtIp/ahSGLZwyoNGQ1gTHGVpF0ZQCk3ufwFgaocEcKjQE6Ql0pZ8i9qXvL5TUD/rYnKh+3iyyctI1ZzG+MqYpEVN+ITBJ9s4yrAlHcaYO5slK2mVSMOxcAWXg1cUJpAsp7m/jpcuQ+LwL8l2Awqhzh+Y1BfM4GTWsGzkRVAATNh4YcBXEMWTIatt23xX6zDqDtWBFdqrxnN69d+LwATCy0sVqoDtqUkBdWTkR1HHNqRITViC6rX8IhyAH5bB2Tg4PkJbBE61aJ6LACzkVlgfICaiRb9NKIqNFlX3uh9uSf5RJAAnq2CrwxotWdZlte//ewCCCKr3E/4nAToUdwV2oV8RXVVxr90Nozs/6srDG6x6Y/49kFFbrbfPWsVf36wfX0fBe1skdYA/a2n7ELXUVrTVORzVCMg3XRRupi6fNlDye9cB2AJveo8iHnZWUSyEBAUsPxPOp6+VmnvNaap8haCTnAKSMibZxAeDl/Llb0rIiJsq+R370J8BlKR9VsksqCjhQqalfPIH3WWVi3Va+D/NIJx4ne5hx3wJQjF/tZRf16Hm0B8n4+z3/W8dnCmi4wEVC7dIjnOY6UnUVzza8hEFL6A6fqdDl2iJ2hADNaQP86i+s9tE2gtrdYl9M1mHSKzJdzY6Yrdp6l953t0l/8awGdovv3C3ec4qw2sBAoUj4CcBWFPo83L9JzDD0wkQ4lHRl51E6d4Z5F3+ZfoI7IM6X17I+5RwRAu2OB5M75dXJ8K0Jb4xPy7FRflDJC6R9qpwatBxA3a7PuKWpFMPqX3ajejDv8yO7r+f2+w0mr/rWijaTPRjtx5oe2vevFp5mPN6387GM2PbDLJn72T9YglV/iOuDcMVqoMRF2gJ6f/JB5SaQpc1rOr+VHAeSfe8KdJ2TPSXCalIy1jjY5RulGVBgOF4eD8tL3SEUihrPFilqjY3VayHrrzCTMy9uci9DtxICgVAEZsxJGJhV0QKXw8DQHpAcpa24aBuxWUb0a0rQVkuVrcIl9InpMwP5G805gf9ez9I37VGC5HEQqMDr4nOV0zc/KC0+yB522wvFTDhyUidavPPOElY4M+PySTDTPEvaC9dODyEdzuTWZfSFgrjAHE9bxdAxZsTfKhNVqaP5rbUnAJwpDxOSpAXycvrqZLVlkV2/18ggPncZeYL2AXeUuHx7vsQmo0G9NlUkbzHxm4kWtOlbSsex+yB4dKznv23isImlvTnTbR+d22g0o6kcmujAVZFHwYiho8BwWaHWJSHmNWW+lRjZOnrmcJzn72vBtFFze54dfAoCnxYPPsFcnnzgzPdy6Z8EZn07D5EVu9BDgOr100ho7LmcR5gLZW6BqShR6cwjQHpA5+OoNC0ewoUUV9iRXsLmQuodo86Cv9cyVjQHwOqGu8NS7pkjxBIYwpXkRo1eTqPpwnQDtDJDPbkSe4eipMS+pfSpaOvmTN9gi9Mb/4G/08pBrFQ484/WmAPAGYK7PjVzrEXndi4ehbScKPQWwbxCtXv/8dZyvh3j+wnwlnZZjlYfdnb8VKU/UerBh2+w11AD6HI8QvET743PHAeWHfVEO1uHkgGyigSexL+HM2bFXTRXtfwo5nv3IgqtnrAEA3eR6GdMlugFODI3t+9HVCR5sA/K6lpxKGSeB9DEU9oHy3JfRddZh057jxKoVqyUgxjRLf8bo6qMZY66OkD7FGgdYno6ct3AYnaWGo7tYMes4MeAckRIp79H5CiJrF5ipUr4PJkhTNXUd2et6yL8omn/2J2rLnPZwLZgYlAYgqIitSk7FtF1jsZB3qkB4pTpSe1V1vgAjhAenMHp5kWG02N9PXnG8dAeJZLoGQCEwco2KRt7tutEKdRY9NjcC5Zts1hRp5VEAq30TymA1ioH5wkUMy3gHjbA4VAF1kI/nhVyjcvJmaRDx7tZiKiN3CTCoC7p6gU0qKwWE/KSv+UMb+gKe6ZUnjwEesJBf4gFEVGBGU7vag/Y1G9lxGlshFn9kBG194/R5qx2+aD3QLFpLdh2H5m8fRAmg2Ckn4vWf/SPr3hB2erz1ZEmUsRNgS8BeEeC055nHbd0rz9k6GVbuBSDPJWV8mv7sKxt/7wObxEGgOnieyGWMKkqbgHFfbcnUIBRHgVkYYdMSxnIZGzG4FgDuKuQV7H76ces+hmELGlRFnbrCQ59iqNkFQt56412rnj7r64GD0LrtuL4D8ih+irrvOXLQNv30x5zPeipnmWWUhBy2qn/87fds+B9+6RGxHsGhSC7qd0MpmrDAc4Fs3dA1lmljBDWuK8IYkmIMTVXGYfR3r9n4G+9n7cJQl/VBQDOwBsqnQO0uInU2/hgvVeglZxTpZbRTh8RESgo4H3/9HRv53ZtWBRAV0OqOQWqqxh7afTmp9b3wHK+nsog1gNiFimSnqOup41/Zrd+9YRPkiY2JQAvVdin5yD8lb7GU/i7GZsPYK9ZDbtNuDH9OfblQpYt8JuB/EsPnrbc/xHGBjQBArvTkUA4FKtptYNAuAMJs/NH3UMCJrsZQrWjMOcqp5gTybmBMVj03fvsGXsl4KCtyjuedPxdo+ooKlKAp95DmYs/B/W5cVdRayJzS/Kifv2i33v2AOf5RFiUPcOTzwsGFFV1pwYP91uU+Cam3QmRaiWuXiRB1QJc+iQmhSj7O0d+8xj32OdS6zEdRpGt+LtRXfY5sVa/koVtFP0QHrXWgiGNZ12NEjD35iPVCM6yI/MwJw4/U0UsWsRxMY+Aff4+xxMDaEGCo6yAP3e8y/CsdTzd1hzBilGAy4tK0R/eRjK+JNYiWnPjocxv/4FObPnWaSHvmHfrcgv1ZsjXZl84+hHG7Ahi/7oWnfUOmiLGQe3Y5RU5Nk+TmnSQ/8AQyniYCs4kzo6+n5KBtr2NqoIPybJ7EchH28OIeLOAVXsEJoEsyRU8oHxzwiDWfj755W04r8mMeagnoftSNyH8xXLTuzEW7rPVMLEceCaz7gyN1a9/L4tTOXDOWszAX6ozGz67NT61/vHx9WWFjnFr7zQ9t+otT9IU6WsCm+iZQLGF9ig7gRAgYOj+68rZLaR1hXyMZxc5aJQMK7dM6I8BYdMrzANXb6sg/uE0CegooUkaGQAFxJajTK+SFd8ctjbvO0DTWuqaFfbFCHXJGTG5NsN9lPkEfb6Ln1PjICCnae/Z2nv5g3rNUz76wG4pNxi+SQ4WATtXHvxJ6SwjtuBxVfN1f6Po00vuhKH8cBwo4fzpbUMexQJXePlCibM6oY1wjpk8Bjl0FQFxPXdNxjq7vYKIMa60b0sWgi/H8EXuAz8GOc9pvXW78ITOAKPs9qgkdx/Pez39GIHunQRcjEQ4D2VqBfsPG3Z+z6HkObDIezjrEfRDj7CLnu5RjYN2ndy2HVvJz85bxQ9eiXo1b9bMT1oQBhlFwucgeEKJXePdI/9cGlX1PoatrqPnnSlu7Q0v+ZoxV2TdasutLfw0wtLqzr/byAL5izSjibNIANK/h7Chd2NMcLNVe5kbY02PdSmPAXkNOhSl6mKet4byG9mI4iTRxzpXe4Cw7H36OwV5OlBQ34mt+6L0ELrYTTZyli4y4nkqBfVzQw3yYd447h3AvufPqnPuRGS56cDl1oW8JEF+60D+cRLTuKmWEDzp9dtCdiHjp6O4owhxrF92nZfYGRRyNFfghWRdwUpS+pIj3KnvD5BbRabp/cfKosgfwtigViqpxCzTj5M7GtBN92x8s7Qvkv9ecBDRjBdwKcB+fKtpITFoR3gvwDQOcz/nOI7X5XeazogBggPgLN3EuwvmjCJX9vCm8rD6qTt3R7VXFHY+WdeaDd5D3VR1F2Nmjsd3rpfvSlonGZmSC/MlNWPKoo7dCOgkkJ7lzS2OKSZ3SPmbhHyWtgAD7IlH1eqS161j6Svm3uQQeTAkEAKiiRy8MPK47gmdrphfN741AauU5V8R5SDosI996qt+6gdoFu1HjwgmzMx9ZN3nbYyjKG+i5zdOwZe45ail53oNeBVxyZ3FeMo7T2c3LVhwD1AXkbdKWCvdiSpR2deiEJUdeaNdMIAOplKBzb27YwTP0upV5/mpPmAJIJwDs1j+QAcfoLgmgsikqHmA3wBGg9Oyfmejs42Ei6bluAEAebd7l33mUPpHe8fVzPIvPWQ2dtc6+C1WSex+9W5TsOBTY8HmuC24ETT/GmZl2JRMEX33xpjXf+4Ulpz8E3MbBDgUzgGmgiTNAATbB8lM/QreH+alVHOSHfr8A2C8Ae4q1PMZZS8+DbnQzo//N85/CKvA9UlXta58281t9KhQJKvQHB/Knz6ax0OIGuK+o97BnE7T86B4EIJFl3orIPGVs4whdpoxjNg4Dord35wMYAaKxy7AJoftJr8GGHNDt5jj9JlLeuhmzDkBe52iMbPo6+ej5De29nJYxXOGEiwOFWBFCnHfbDzaaiGYNGxB9w8lR+qc/EzvnzkzveMN52hPl5cGUwPLQhgezb8tvNZsBUR934/0+ffKMVaEfc6WDGjqWzOXXd4+PZLvjVygA5kaA440rw76pk1e96AFviwa8y/Zok9kguqvKZl2Ulyl0+QKHMtmwkK3lQvM8moKFKtnQY0W8rkv7dmYbxfvdbm0yRcMGNd308dMWfM5Y8TDlEXS/W7Ks6zn9I3IrTaNQDGFwgNpQkbWFTQIB12abl9Wx/CBXHmKcbBQdXANAiq4CRqIwOvuGxhZDiIwhZehmU/IXTUNb33vssBm/V7PoGkq9UQcoHH/nAxt97V2rnzjrEbOG16dykDrIis7iC46mHa9En2szT1tTeVCiaE0Mwd5BJHxMxE+KUbGLCAyt6x7ZQrSpojREVRpj0AmY0y2TsNeHQPAejSzpxeALoNt97AARHAc4f4Ho6vkCQDkS08AkxskJDGdV3duk91B92X2CokZ7IwxQsXJGws5RAGz0HIctwF8KsqJDGgAYAk0TaCx1jqh4fXngGgLKnTa8nto0cus+PEAUtHI/0f8VFOXerX4FIC/Hhy9OW4rBqylltoBg+Z/KCQKjW9TPJmLvgBsGYyK8Fy20TcZc0d/XiFZunL6Akouht4t2CS2XUknUujYtTZTbSaUaIEKmCxYCpQZYSYkxoE8D3k5/iiH4JBsBorYkY9HW+nVQiiMcOKo9bEwwdnZjbE+4tsuw40JI08GgGANfnf4nRDMHOEkpVYDSdLjBMHvMdpx1h7cNZhSAlyh4u7biNQ1ta4IjCBJwg7/WTjnPJTxHbZToPFGs016X+x2qvuPXVCMdvcTL6cJgj5Dzwsymj89j5KD+yQEjZpzkbKW8uhJFS6XILqN7raNIVuqDH6f39FNUzoVd41ZDF2jexKCMsbSL9aG4AyYFoqI8rUl7U9FRV+dbgSxy9KvyXKmeOm8BUXXtjUjArq6OcTgBIIu2s0ESpb02PFTgbdFvOizKerFKKDdp8xQe2gIYyqi17YM6L7jUe8lAL+5DGa7rgAoNQPkmY+abtqXO1anqC4Z1Z8h46wMbe/tj6JBhi8CJUd/5OiC5ivu4VZyFQe3EeB3z0sYr1obwChGLt0ghgjx66V/XIUB5rWNymsnLt1sC/jjQD8AhNwAxge4017lPGqyVddZMOYwIwLvjOXcjZaW3Yt11UAmHYXcgbj/GvK08s7kPFJEr4ATXuhVdTQBi7eSg1U8NOljjjmS6f6gmUESv9kCb13ku8iK6vsDDJYuevdSpe90dElvy9HVPTDzbobxX1GheVi4BybItfsYhkIOingsaoxXUJurykHFSSgE9Mn1Ocb7qcNpq1ddh+GpXLdBREeRy2HDnFZ2ATsInUF3SNPa2gdZn6l+oyP6p6emrsxhNBGpL11iiSOVRwwL0KVHpiwkoY/CZd5ImLP/b019NkLFN5+rjZRXNd9aBUE5jzNXMQWfema3nsPSDzqI/E/Q6Oc9It3TmDNYHNxBSrdrhLw7UuqFUTH6vCTxu1SX9ScwBng+dw/2e4f6Xk0S0m/sGnbv9TOdrV0fmt0OfL13UkDVQvM/8aOs1+s1/OVyW2WsoH3qMjPS8l66yZNGpzKeINAhycJhm31BDr23KcQp9qHkVdhEcKJWeSsxdDVihpJOruErdKZJ2e5a8YMeXfnxnBe3vGD2a3e5m+9P2kdKLnblBjid3LO2zOLAtCq67FNuP79OI3NcaLOaTifc/RRbkrke3q/O3nF39/mO/05SjF7qRLwYdl9KA6M85H92xrfkB35QEZsdJzwXuJUB20dfPfj7bsgDQpcB+pSlnooUOmD106Xec60sv8/Ku6ln6KmviW93Pkqaed3dTAsA+OUjo1Vl8GPghQCxb17mWDrmb8em8QP4+l8BalYAWD+3BeC013SPo0IM9j/LMumTphp0w5B6AvWu/Frs5PZPNJAYIr2Nfkc2qyYNeTp0Rrzl3HRcLiM5XhHeDvOM6LmE/JURGTgJBL9cjTWO7hORvj6Bwj68Num0rHSXaHUc2RYxHAPeFQ88R3EQ+9eELFl86RX4QUoHRo3ALqWkGSCMDCO+R5LrBBRjLVqgie4zsJQDxKXYaOeC4HPScl2w4XCmVpDfIvjmrCOhc9ojXL1j943+1lAj5aBIgXeA4RXU2YRNIyAtf2H0EZgCx+bRsnL6guaLs2wrZTLI1XNdjlZPeJRvLvHXKK85qd7mnsnUTbS/qeI8451pOQw+ALnaBZMcxxoD0gmMwFQhER67puu2wIBzAMXeb771Vh5whpJcEMH55ND0SSOUwjOOSvrut0D45bAZyJPR9B889+psac0jHI8fO4vuPLti/fJ7xXUi6kAidWn/n5aGTQD6qDKmAj+IOAPknjwKqHLcJ0RRqkeO+XnKl/YamgzvAsAo12bBpsSvt7HfKxSaAfMlp/+Yu9HfdTDbrjRGAIjabjWEADvJ7+SLEAwUxrfkSEampaNrSbujm2DiL7nlBA8k97okMRmXophOAvumB7TbVRxTPBLR/2bPrHl995dXrvtBDtUbkaIgxIDy6n0iAm9DNbbbCPEPLymvPz/jGJIBSk4jqGYO2wN/GjQyITHkaZJsqWuaKDQohUS61L85YAv1gDP2s7eW71brnuVgKhebU8RM28ts3beq9T7nWIOAeoKiihFzBakmpZQPy9rmyp8WZguIVC7ivoaxgoHHKe4xXymUuSvLgeaJOcSKoEClnilImX6goNuvnr3AdKCFVBETTX19XI9Vxw6bODFr5y5PeV0U5+72QHX3bT9Eo1mRAevM9onWPI1vqBTRPlUxRwpIxGc/RApTbCQ456777Aq+XWAvIGdQqUiRlYEqgVAVt5z39xzChdWumYHyVYqsUEjEKoCL6EkBfB/Z1UKaZzhy+2JsE5oHJL78ClB/keiiP0gMdnW0NLBsCqyFf2hHrGUNkjDN5LFYhCrCA0BT5+rOBsQjUf/H/tiZLqqgpVQ94WyeqsQo7wLqXnjVbJOp+wUsx+PEotKkXL0IDTp5T2kYKJpRU6sZBQcUV8gneE2GRTuB8ARuAKOwXLow5bdLY+rxSHWIskbMZRvx22xc+d96nOlyAPDJLGTttkATqz0Yhtf7WaZq6GDXl+OD3WVMnr05RP1zWrrzwXv1T1frhb2gH8yghqXOgcVvmZWeO0xumhyJJqxcxEl+7ZQHOHVXu4b5XnrX1mtcAyHK4WMr42r6s5OMpF+RWDeOPt8ivwQ/uHzVZdKnZce2zWr+9T36Eb8K0BqQwG812et7xy/hTjgAyCCc+X4ku9DG884lySJkiKn7sDdaAdz6y6a/OQ0vG/aAxVpkRYMd7bRzdIYLfuh4HNdnkVQdJ13H5pk2jb8Vj0remrffl53GmzgF5ifLhLsu5JzmmBY4krLuRAMIl1n4BbooorH5+gjWHCCetdz4hfUFYVJx+ey367eJf6BoC5AXgNW6hO3KoImfbhZWH+4vIR7GbcJyvgR2PufZxi/2uwdZUfQuaRkWkYsQIgpaxhj55jwDPI6JWK49DrQjDxlKy8WuwVirntZ6Lnq5FBjDWAD1LFHldIPWI8pPnZeUS8OeqTpPRDp1FkehuXFphVbKvYXpzQEZPc62WM6U1jed8NvOl3rQO4B5JpUOhj/ncZpx5svizf/FzZyvy2aX1ulXd7Dfz36m21nGArQKnl9If55zdashy2uPnScDoKnIYcbBysbZJH5gZjI4r6uOWruCGQRlF+VvV+N5eDVFXAEEjGKOKR/ZnjmEC8BmFEnqtsyspMkjy1T2o+rCheBpA7p3Zwneqa7E2zh64Rt9lMnSnnY4WamxLSuuFs38NXTkUXbv2zouVlgDkcKfUXHKUmvzNm1b7FGYp9i6J7hE5AuEMXIB1SE4NGpEE50UjMII/vn7RuUvMBZ8jPh9mL6J3PiN8TdRGbPa7xRrixnkdr5f/82m02OH+uaejGrpiNRi2qu9+bLW3P3L5SLeSI0hBDh7Kcd+PkzS6UAx9fhKO+/7FJ6xqkdz1enAn2ZIyeli/1Hwp+n558R5qSEVRr6jFr1M0rbWt6yoCnlBPI8YB358HD+yCdEcxeLR6q3tNIkljFnX9uZIeKwo+CpeWueoTY0FecgnkEpgrgaAbsHfXUXcoVXR8YRNMf1Cqz3lG4Ygfbd9n6Z5HCH68jG0LJho5528keJDodqvA6OvorOqGfaZ3g6XbBoiefwwbA3u62rQ12QfqOoWDgOjkOJ8p5G4PoXGPnnjVEpwDEuVZRx8PN8MievQlrnvAUiLO65/9wez0BxYSzS49INm805rkd48eeZngnL0z1bXfyG4jCnhdK9pAIAY0+gpmkI3SgyDRCRNFiHs+eKK/OxhxCP9n70eAJ1T1wU3R8hMshUOCFqaQa9vNS5YMfUn6GSLNdxwk0lxQJWuXrkdb0mtncVBkb8m1VHxHK1sNNP3R1r3o3HNTRPlBrR+pZHXlJAzFJyychGFAgHs39u3+A8j6MI6tAO47jtAHNqU3BzNGrhIsm8jLc8MTwe+FB1LA50ZO97SAo4ID67QkwGlXdPjke58ds9Yp0k2Iik9JR8CJmS1OFD9E3wcFnCnIJz+3cA2CzUhgj57DzkcBWpw/Z+7MPSH/6wGWgGZ5XriRo17ye0N5XAa4KRERUQjIf4GRpilvFt0EK1Jh7rVIWbVYtJpEcgZQAYfQiIniuajIS+Ud9Vx4q9eGGKNfg+jHKmBWTORn5vEk7VYbs5WodqvXpuXU5IYXFsAidH7JJsZ3D3TxjLFyts55OCynstU4hnkmOuMu5bCnLSU2mEXA0AZRRInPM8lyDclTOyD+N5Tblzx1BYwHoggNlReO6NaVRuauhgjzOlZBAty2DSIwpjAETZ8+Z02iXHDLRJFCmZDBUUW3to4DVNI6k54fIlfzOWd4KIrKvVO58hNW+EPrF5Gt04B5Y28QUfp7ciGdvogXKUYnjIKpIse17HLcbXeEFLaWtVBvdQyk6RYCjEeAD/UyW/ZHD7tx3Q3sHBJC2Vke2A0NNAovOdPHMSjWJ4b83EQAtK7Dr4AI5wCHgCnmeQG6UQfS+b0Ytboih5TGY/qr0zhzkdP2HIqkqKndqKW2ZXUrdLkJhWM3tK19zz1p3VC3RkQ1tYuUuYS1XFHNCaBiEyBP9JIzUbQ6UH3FkFAfh1IKwFm5t5VrvkLUVkFRWMso3l6AjNp51nLk7xSPkqUDkFxAwpaSy/8mcmkQTV+kTR7lu0j9WmcdhIGVgGSAmdyRZwbCa6xUZ3aynMhiIoBqgxedmjIkd6QiY2aB64UvIpYWOR/UL161OlHmYmwxnksCvtty8cYDdGstDZF/PEn0FwZSj/7SRLnNSIeyy2faPIjG1sdA5ysCyBGkVt0dTbqtivZ3+kIgu+aSQFgBzBR1Xa/2eVk/kY3AcF1Hx7l+oaM5Vge3i+b//NKukM9Vp4ar8xSfbpp77Q/bF+ZvHauTnKpWh6iv+kzHdlbkB7aOz07xdmVtU0UcQBcbUJuBuFnXLSK4cPC5JY9f+rJO8q886vePql+yeHvY2PGcdpYItUWX8D5ofPjO+8A19V1H8T/5PtImhw5oHjqQLsNQqw/teafTvJqO8xd869fl/NZA6BqSEVumhQv3SpM5JsaJMUDCURyLqoDxKQwIaoPSVnjDNb+8Te2GqWbecz39m+mbPia3GsonjD54v8P4IdC13Z6FG5F/+lBIQPNFa4GewZp//G/PFvVPy7TWDbFGBKzJddbRMlTJkUCvRZ7HDsZ/AhhPSofGuYt+r4S+6WfW6RKdF5gvRE3YZd00c0/UfFU+duU+VhS8cny3DRO6XEIfmzjR1WHnaVy6bF0AtR55O7eaBf9Sfu2a0pX86vfcY+M4I8CiwTMxu5cAWqFKjKCRLj0GGH/04LIi2/VsEf2xmHNcX9B6orVExv/N60kbsRfax8UNPAs2VMYZdAkZy9xZjDqVJ9pT/twhwnrB+h74DzXyS022pTuoyO/ssSbQd7ZIO/T1c5Gpms0MRfZlz/r2uZn6mP3lLWt/MVu1v9PzVM3OjuFKrhstcvDMuTr6fhX6L6xEDEZyeKBpt11dn/m93KFQcCAzkpRJOIVjM1CUtuuara61eyinvaCIjrS+17q/94Jt/E//IQOIMeh60fO5vWdoX1kN4DOnQAew9zVEDVuy3Nbq7GhO81P5PXfkl6zsvn6pFDlF7AqV5x53/ae4F+M0qS5m5XJ7c2Rbmn79Pbv1X39hU797G2rXMZzeAfPRhYtPP2qVH3/Xev/4e1YivZ7WkGn0ijEoXBusmXJuaS95t9d8F59oCDpfHVXpetLFFMWX6WMdXy74dpHxXPBYPqRPNfZPY//lFzbx6z9YzL6mwB5Nzzul+ev+yx9a949esQop88LeLndgiAHvE+xRntJMSOsKL7lYU/LPH04JNBPSjpQatn3jOBT4TRuZyijWp+ukqlskKv9BlYRonEP6tKVvyvrI615rFuz6eA/EW6QaA2CXQ0JecgnkErgPEpDuCSgvoFy2NQ9UmBcdr6jzIjnTZXciLgGQesiKgPAhke2FIy/N5oNXc1Uf30V7H7XiC3/hFPKiho8BbgOo3p2ufcPWOR0LALyV9724h8hv6O65kIP8oYD9qTFrfvW+Nd/4mQXnoHsnCAhXJRjOugm6wA6KAlYBVO+MuvfK2dOIhr4ApX3xyIsWnfuMiPJrBHpg/9F+R8wAu45Z8cDTWS545Tf3gh4tQL4BA2cCayOKvdTqTCf//9l7zy65sutM88QNl5GZ8K7gfaEsyxdZJEVSbEqipHZqs9b0mumP82X+yvyCWWs+zJdZPb571N2jFqUWKdFTJEtkORSAgvfepAkf8zz7RiQiE5lAwlRVohgHyMww9557/Nlnv3u/m+MSLwpcW1JmBTyPGOo9adwRK9dsTOXnvoy+CacrDQDQQWU60hhL3jbeTuhEywKt/GLJvDo3YIg8/ONUOPELwH8cDTHq7lYm0St+AnPqVKq88E1kYoz/MCboPaMeWQwQg9Mx5GSBceQgUwF2gsKqzcSk34kMQj5t9KSUuQtAn63fTVm3UOAFmiPA9GxiA9ejl0S2wfqSLkf2rsFwZXvBQGD/zkvm4TMHLAELv5938ejN09wCgxnyNNfhiZU9A7jVo6L63F70Q5U0fWMKpQqTUerduUPnE3vcY2cU6nQWM+ORz0CPWrHsu3cSMxfLnCeYenhuNvV2AWwqSpvmgqDSaqWfgFQmsOYZfzbjkGz8vyL0ckXoXJZ3qHyCjTjIirYrAA5altqhPal4grjTegm5qaBMDBBycO0K+du1v9kkm4C4d4iLW96MxzEGBSNAfoV00EMWQ+CqpRf40WN4GkOjBIgYHjyx0feFAf8wxTtqJPk+AygXpC7DjlDUA+1hFdQLyqgSfBav8ls/+FmaAshqHz2DRzOALuusNvC5UILS0HPjoEj9v5EVn+eKulDHxkVShAoIljauTePPQjmPMiubvLsWFsbHUxUa88mbsANcuRJxz8OLdTbXuvqoLt7R6Tbr3bEzMKVUUhXjrNqhA+F9FM8d/kUB9AScxZt+BmMF45kbvzyS+4VznTeulD2VdgAF43jSaBRk7PdhD+IAIwH3Iz6j3keD+g0qn+cavy2t4K/A9MxhBGZA7SIeNcP5DV0+91Iv9ra08q7ltEFXZoHIzFJa3sGlvAhqWQTlKBNCseDxUomydgDiI76joGyMIy/uZ+gfG4H3bQ0/ADCbl6+EMYjrse3yIEDGshvnV7p1QUoB94hLrBVFpLvPCjpbPMDRQqQWz+qGN1f/sgV/7PMo59zYN5/+T2TJFfEIFdh+w++BMiO/Ob/cbHgvQODeEl7fjI/Iiff5K773M64zrxApvGCQT/+l4zoOJ3E3H85LfhlPyZuU76KY/WsEHqKp7ViuG8yO4SzuPo47BzfH3/wb6QnnFPh87hx0fOZgoG/IDQVoQfYGwTXeZrAjtGDbsB9VKmtwpvGZ3y8/WYi8DMu/J78jr0b++26lzM788vayiwddt1T+gxzivhwBmmuixe5xbDUAOo1hP/XuR6nButGD5SJCbfSVxINn+rd/liOr/pP4LPo7+qr/hDEogVHol3dsjjWssmN7DuQtVoDRZ1+cFgCwNV55j7W8xfBw7jpm8rXAarKOuPwoKwJ0tzCmE/ROe3cu2gbusXUYW+78P/8ltT44Cq0eRk1lFCWAb7G+s/7nG8DcqF+QT39wLvj0QW81gupeuRFrQobBUbdC/v1HGGZCo4M2YHXng2OpQngwaa8N4fKgZDzq2V/+FiDrV6kFYNMjHEivD26br8ZN3UqWahjdTfzB11MZVp9lJY29MPCSXYdFLsoquUt4yBN7vLwLL5UhOeKBeZJfG0/XmV/8hpAwxzAcuB0e9tWDe6DRPxSx1LPHlJ8eWIYv2AVKUoYnwreR7dh3+ZCi10PJGecn2v2eFOMCA0/kkpBhuMG9zf2szXhhB2M88jvOs/nd7hZPLEUBn1hu92bkXo1C0fBThsTJ5/OCy2gDDQ5jbA99FVKJnu2GDULpZxiajJBKsWfH9dzipun8YL2R4a0EG59U608qxd4YsvLiObq/9mCIKbJ2dWID/bQbdPFy3PdT1iBjyU98+2sxv9UhFTFgYKDdexvFN0xA84MjrMt/kWbxjO/i6GBf9MbRU2DoPvGPv50mvvutVNGgiL7Rc7y5xrAHtLuy6EDkvTf3ZX4ymD2LXc53lvvupsNF+TmshN7C/elhw0wt9pThzzTganF+mv7eD9PMf/4bwqucQGHNWIZpoLxvbxr71jtp1T//w1R79cVgDvDeIuwBybEaCm82xRU4LIbrOHr9+baAI74LSF0FpN63+XpaPzmbTl9dneqNLRi6YJTE54OY9Z9vSZ/A01kn2zhXjJU6ae/mG2nbulvp+tRE0vDAGO8gZnEOcYkfpVELjFrgM2gB9tQCnupLJr8fh41r1/Ox7yXA5gwMqkC89mxtTpG+8F7B9NIBWCbxZO/pea98oKe6YPwQpXkw+mj0jJwlSF6E0t7k9Hdd7OAF3zrzEeGPz6O/JIRgB3zE79XpcOYqnD+KbvYG5RdgXqDPUSbc8yK6tn9KuE+8zM+ST30aHdBYyrbsTuXnv55K+zBE4P3dZFtQN6nYKUtGuxR7hu5VGs/LZBjSHp7ohQmugZ5/IEtlvJd+vzuFwwKUptnF42B06I1ryE6EASg+/9VU2ksYz0k8802A6VHmvuKlB+DeuXQsFa8dT4k476oJzbuAntMwmwVA9N70q4RgwrgB7/fwgI+MFhExlJMA0LMNuzlXw2JUx0CA52RjlHnNM/HdoNz9LPJ6mO+arbQJ3vUdHGoxkO8J9mMUMKQgmrslXvisUfrCt8AIkB/qYmPDVXY8gxXu/jRtrHTmAHLaik2u1VFFAABAAElEQVSoyClbIZUBkbonoPElLmz3VbxdPTQ9gaRCSo/NFh6VLejBOsSqL87kC3us2E/gGZ9mFrEGoxRvQZ9X24LXzLaNWE4BXPH+noXy0yzIgrwL0ldvWp+ynVtSA/pp+zAUEwuuWylvB166PZQy9SPH0+yBXWnyy28sy/topdRhVI67LdBDIdRCkT8LGN+8dgNASEDeDX/Bps/bAGz51cVrfBZFSWUrVLD7dz8+IE8ZGp8Qx/xXUBN+DLAANb5mkkHRPhD6+Ov7wljuWRaxOy0igETQn7Lu6Umb4d3t+1AUrp1IYwAUxl3WQEm60EHKADzGdm1nTSO+/MmTeLZfTm0MYtI0wIR1R9bskl8BD/fitamg6p89eCyNP38I4QmrUZTy86hHEeAaePhNQbE4c/gTFPoo3gV/B3sGJ94MZW8RAKSwZV2afOFAmiDOdgXaxXvAc67twUSRe3SzxiqbKvsOd0n/dShJKWeTPWr2+KlURYlX3QMoE964g9re+7eLgN04zT4hqA09b1AguYfkcvDdG3yuQKrtgTLU+/Jr714y/CpoKRFoO8RE7yr4W84+GDl3XV+g7Kg0VwGHN+IsbeZ4KklvDoh7vySdf519qHnuQjDX2O9x0IhxO3QnzwlFA2UoOm7xyA/vsaFLlvVy0O4eYmBc0PhIppzw5KaD+XQom/7RBgV/r4ZRxeRYApJNY9wTsWv52vuC9hWWhA4K7S5jupAR89XxFqA1F5mNeWj8oGGIZsMLk/UFVFM5WzBWunOECg9K08YIocMYHMcoz/kwv5x2zeBKMo5Nh/eDj8g7o1yxR2K8Evsklzm3ZD6Q+UEGiZ7yBgBHzAWK0sHwrcNntduMEwxrZoiLuurNV6Gs5fAn8BT1W1iRofc+3/HhX4WuULz7vR8sM3np4Gf4FgFI5Lr4YS7KOmFD5z12b/5BBc4YLQHEaTgX4/I+h6EezDF11sUpwm20AOO711EkuwAIevoQk6Ch5UC5Hn0iAGSe/XUsYvfS5wKmeiRmk1DVrV+Vqq5jhzAs2rUDQP7uOpZnOvr9RWuBDCOMElTrCYOyNgZRBQ3lXBYWDlOXBY2aPiTsyIfPpgrGZ0UBG6/ju2As4fvWybOAHH+bpv/Tf4X+7wJzkUP/9s0psQ9qFNXDgKyLARmOY6QFD2EOdDTakj1n4XdevlRiLeoIbhPOosh6UUJpkis9vKE/IVizOtIEAkTVf4P3/kdH08TrXwrQeslsWYPq7LMaF8xAZxzlci2MYrP+sW5K61fctTXV8OSd+PrbzN8Hg/xRKtZLPfqDEtp8TM5PlFoajJVgHluKISe/eOg363nr9IU0/ZO/T3f+LwA32H+6168Tl3BVGnvlhTT+zbfT5B9/O1VfA1x6wJ43lOvv+Et2LddwDOZ7MNkVSigrB5t8ULUA2iKjyJ6Qb/53m6uH560exho6RriG/lfug232JUO86f09HMJswUy4m9mjvHLyWtbBXvAoeSy4Z1C+2CoV0hy/hBXryMqy8DnK1MydLkxHGtZHWfoZdJg/RZwNYp7wmbT3ZeSxjL0/6AjMjHXIMAMxp10vWDeKlb6yc0G54q3zHyNV55NygvTiAeI6UW0Gvo+u4+JBPYINZ5G8otks99VbKUNm1DDQ2enng3sXue3xPiLj3BjxIbJhPcswohrDEOhBSW+rFjL4zE9/lWb/6oep6zoJo6EGphlrf+md19P4H//+vLw0VHYt7rEWa+CkY9WjNIDnBs9zhhsMRfU9gyXPNtp2qIFjD6LlNSJyLXScPDhZyOWlLuNlBoa06b/6UWod/pg9jzGHJ5kef7XXXwoDhbG3Xpm3BhtjN4xwaLdRGrXAcAsMRsRgnRlMlpYgdbWdDm29mnZtuok9RzOdubYW54Q1iOvKWp4L8skVxkpDc2A4/5X22hLPqysbg3WdpE4Hn7mWnt9+mXquiZ+Tl9eldiykA+M1d0JycN1baRUblWfUAr9jLZCtWgcD+htR63wluk8DAIYX13Fe9GfRxGqmMeWtq6kHLbze2Amv7+KmHeiOAJz7M76Ll3kXyvoqzi0dgHPMo5G1+Jbru+g3BLF7xlPnX6wRypRNzoXKEcgUxQlYLl/8emrp3b15TyoC6mfGmocKv/Tsm8jXnDk9Tw0nv4eOv7jrJQy3b6Yice3JNb8Cj/HW+KbU2wZ9PAYJevfPJb4rrt+eejwvTa5P3TMfRvk0Zsh24I0Pa0CmgQIgfZe49D2MAzSEyAD+vUZDv95NKPLr6D8Rhuo9zsLmybOLfFYgpnyvgS66jcEfBhGRYCzUsz61NQBX74aTF/dEsl544xehyu/WaSf6JCvTDhpELKxzfgd6M56GYUTSIKGD7pm89MAfpVEL9EfVqCGiBThYlYnxOwmdsKBF8f0jHIBYlDj09tU0K6qhAqCiBwXNG0dOYqlEzI8bNwBntj2ZcrLgNolTPAW1df3Y2dS+hIKORSyPa7xggX0yT3xyuVC8IgtfAtDLAOErxGKrbACQlz1giYXyyT38/jkJdFSg/a5ufyY1jp5kgcfKrAXNNuXqb0n3z+Cz/lZvWQrWhVKveYGYdwC57StXIzyCgNPn3JyfdWs8tc8L4A5AzfATTQD59hSexpzknMnhQUM3Mznm18/PiLPWpu9nT51JY6e2AubeifAY8y9c3rug/ASIahHHfRYvt8apsylJfQ1QhkqKTBAEURTGT3hkrMabfGMy3noRhayDLcYhSu42614bJWN2CxAMpV0PwKt6CND75ZegZoLBYQiMj9KpOANUr+KhvurlF/Diu5luXyde/fU7PBUvIoEyrhEkrZNfmqqnqV8dTsUtz6S1zIFxaPDD2tLMACSlvq9/eDRN//Dv8Xg5jmcsAhv35l5FCsMIeYAslc3QEWHEsoo40BPQ1avkvydxX6dPWR8U67bFgq6Yu0fFAYo5vdwbF7DyZC6qcC4C9t4vtacxMjhzhh8Mt2R/Idb54to9HizYgeDdQdHdmULRq/C9RIq4Uc16XBeGEdwabbDI9XEIsOxXr0HzfzSNPbs71Z7bj3B6v7LTN4y/1uXLqY5nfec2tP4Yhmk8cU8b8ex8/FAGFPG9aQRwAeWHTuZNH+BxWVyH5TKMBiVBbsZf1IH87q7VXsuDBXN4VuZ12zblgLSWwHylwr9ILFDHcW3v7tTZgKEA7et3zsD4a3tjANHC8KmDcUf3JocJ+zq+zJ8mqJ9NANxtWJ0qeAmpzO3y3AEor7eR9R7buWOBAcnd0t5ting4BeA7lfPmzdgcf+lAGoddQlA6N8qjTBju1C9hwIJSvnPpenjAOgYDlBfkJo+2iuNZrIxPXoT9AMpRyldlTmbEx/rsU17fImtItpr4X4AuJUAx6xhGEP2Bs7BVPMBKn1rd9kyqwmJTQtEectYSFdC4ZxZgtIEnco82AoGkPwPhJB9y52VhAqBwPdTXKLMrwTCSr2POrTYxtluM0Q4/XYySMkKEhLcw143BdlTbvycMVmI+LlGG0cdfjBYwLm4ZRpbipo0YYGAM0tKsZ34KEA4gt4fhjTGHCxqOsAaMfYkQKIQtEQRrX7qamh9/kmZ+zL70i3dT4eKlWAPLLx9Kq/71nwZAWf8xQDHGSoak0dMgtt7+ozKYmqQBbn50JDVPvJCqB/fwTX9Mzy/Ove8Y821Dipw+gxc8BlquXfw3yd0RBjGsFRqeoPFJLWLb3/l3f55K7JNjgC+LUe8LtE7/5JdpCo/S6e/9CO9zlEvs1RFVxIzJS09aDfAm/+yPoNZ+k7YAZF1mEtxvM3e7zMFBfPOM/T5bswYmK/pDo6JlJveaqf/yg3SbOnXog+Q6Ths4r1u/ei9NQ7NsSxToq8peFGOsR1+YtHCwzquYX973gnlXz3vD+AmweOfWNPbSofDaSVBVtzj7eh7tyrbA+w5yaaztw0OV/ugqL2CA2JESnJN80UmEwqxAOIIyRk/+6Ilscqjm8gNy4GDgxjf9X49YheEsnuTrYMRx/DvO7gDaDpeasipL6j3fPn0eORHWCkQU68cdqYlBgsaQZfY5jUMyjMRrb76SpmCt6nyA1sN5SltFzyHvdm+RD2GOMtccZeVFUgcAffqHP0+zsEMoE0z+0bfSBEYoCjg5GE+eIryIVpY1PgPwd9649/aXijxn2CpkdGpjhFlAptG41TPyI4+jRco77yPzRv63rBED1S+fcH/r7a6s0PjFP6RkOBrWQJmepIWtauz82kuptGXjvGIJ4ncwvs0ICwR0nxoAahzJ8vQQ5XM8297S5Wtg7VlskI2ZCdYrs3DJvHorZ0Msm7r0e5k5GAYb3vCEkuFCZqDvbx47Qb3ciyiVZRvnPMfeM/b8ART889fJAhSxYTDG36hEbjXwhEo0yuZpboEOYLTiRU9QiYo47hXFHdarx+rhIS9I3W4X0t/XdnBsyzi2sbYIVLsm8dvVTa9516pYcni/ElOXOg7qO6irFeixQExUmmn3xhvpxR0X0wS09b86DpBFW7Q7yE5WkuQf61jkJ6P+rH6jNGqBUQs8iRZwkqFLiAVELOIh0/De/JC3xuVBz37lbOoc/WXqHuO8B6heMG78c++k0u4XOd/kckYGoF4CHG/jse06WWHBC6kPQLoNgJ/hcZ+NY8xtHZBFuoDnbWK4p+ucK9WpbkTXhHd6BfC9t/9V6oyzhrozgPDCmLqORVYVnqFhQOXN74ZhbOfYu3jnI5O4jwOcV/ZDvf/Kd3I6fmWy4eS9gO7FVetT71mMF2hjKe4TnvQFytybJtT0yd8g8x7Gs/9qAPElYsMXyTN0acSX78hGjIxRJuxyXjzWRQwRQNNZ9wHi+4B7gOwwB/RkD2gja9BW2fqdeOBvRGbOdZbRTwDqUtxHWqy+w+XnddxjexbIYyVvMAvKPXr76bYAI3CUBi3gJFFpWwXMqW7fmmb03EPp3ODAn59WHneJHDzpCf3tL1QdvE3bV5qprCIMOuKOHqwo/+fAo0d8nN5iGibMAjq1LmAdr5ecTRAe5o+Y6Wd0m1tKBlAgRWcJ5dwYlHLldcbomH+w+4yKM+8xghhlPWbw2p8FmC/iUSkNaUdAZyApz7vjc37jhsGPQE+Lw3wTMK1FLGdjiWfE1x72LvmcSzp6/P1agLHVAZRtsU40UXR1b82kEmPufnClBzi7Xy+jFiB4A1BUateuwJtevg8rTFAGvXWagnsAB21A5Yx1JSie+/Tj4YlM3mW8+WrP7sZDFJp3jFdUjCOu4SkCkIACvXn7FjHOGY9nyat2ISiyJ4m/WAM4H47PbpMEYNkva5mYmeMH9qUuXkXNMwiVxG/szeBFJegsuMj/NgrCItJp5crt1AQ0mN6IFb1rCIY9fq/yt34MqnrWxgbgYxHvpDZzeKAoi/XHdqMeva0b08SLB9PYcwciJMpiyszwahTA0CNdUFD5fYEcaj1MocTEo1YwsEmftK5dh650KmKBBqDBcxemUMRxjXT1hp4QDDTW+YD9Yt718dxceSfQr4f8/WLIhwKAPpR6WMp/FSFLCZl+ZVna0KvWAYpaAuwYVggmLZlcG/UIxfBAQxLL3uWzKLudsTC5L7pesS96X3jTLLxmGe+Ng6Wnc3HT6giBUIXZoAholiFIWwdqMj8XPutRLr0pyxh/KUdkNaxlKWJ4nuMxPr5/b8wZQQQV3tFU5kKelrNxDUMVYkM3tGzW4xyFeoxJlaUkmRUMT1DDqGTyxWfzOaEyO8rDfudr7qnt4eC1gQMLys1ooQVFzXPr/+ZeD1tFKbMxXhvbA20qhiMC/t5texuOoXLhfJrBKKdOTOo2c6bAGHR9yBMHGr2WoMEuovivU4cxmRsAoXHJ7V/zGf5RI0f/CcgXNxEWAc/Z8Z07AbsB2KPfhn/fLVcY1HhQW78W5gmux1v5HjaL/uUaJLh+tQAI26xnAof5mMwbu6icNF4hBiphLzDI0RCjunVrKk3m65jehu2bAEuuY/wEY8eFq2HQUT2wJ9X27Y4+nAPj7eOHXW/vVm30aoW3QAGjpNKu7QBk7HV4IfYw0PLc4Wjqz+K8Bhz43S+MO9wiTMIUL5sffZIK6wXkkdGhS2+xJ7U+PJY6Z86Be3eJX7gnjX/n99LkH34jNWBVab6LAYlzNx+q81sG4yHXojr3l6CIrzAWyzCHFaAQdizeb88PKnAM1VoY8nZY4/L5YPYobjCokxlK46reFQzeXKvYixoYtN1BlhRgKbnPG9Oaueva3RZ4PQHrxg9+nuo//AXg3EXWN/KV/cOyoyDK2C4zjPb0orR+ljcWXX4/KAVgqXc8e2kY4+gBwb6fSZdMnUsYaD+IeWb4GVJ7N/H4b2qgYz2ph2Cniq4C+28bJpkGbBoVjL4F3oprPv/zyHD5H+W1yjfXyJDbzCA6Js9pbrkCTM1sW/fUR0mMSftD2urukZMhw7hnhicPclsHsFLK9rnn9Z/hfqxncQ9QXqYcvWHcIzXuLHHGLz9LeDr26TnDCMrnGA6AODotz8ih5ljOKMfCc3WEzhGglgkmCsDVWIvk7ZK3zcKChcJycI97+6BZ3E7NY/CTP37p37Yna0HnBjKgrH6GlDNuu4lsnEMdZP2EvBwMTHwniG9fdXldxIilzD4dFKLINpVn90RIhfq77Hu2G21hPhoGtgkZ1HiXkGWcWzUEWphs6xbA/yzU47O/ej9VYYTScLW/gGF4DuivQZxlRlDu2ZSUvWgfTbPWAcwPt20bBqu6zgCHjwcDQhj3xENduWhX+j//sdGeQKK/NWgSAO9S76KKVfshZCvz5zX9v5j8vtynxzkfo4YuDFFFGVAAoJXdnDIahRTXEn900H/9TD1ruO5psEeDUR76j7LGENFwSENKDD+XSrZOSDu8UG5uM040rHSvmJecR65ZesXZb1xfRMbRSKm3FmrZfYTaYrxEWIPBje5FGlMPz3knizfTz7Em+NfCLpGChZFx41of/U9eIerYv8xTf6Ky/fs1KGjBLNCThYG5rIw+L3f7CCO14bG0xKNHH38BW8B48IwA5jC6BsB2CceEmscBqDetnkrPrL2Ttm+4la5OjaeNq2eIJ5/PA0WqoqC0PwyoTyPOehgJDM2Vx21+afYLGg7wz/J3OpzX2Hsq5Tbx46fTlrVTaccGvEH5ftPq6VQrY2jZYT6zhnjvgKo/6Pq5ZpRGLTBqgcdtAeUI9lBo3rt3oHqHej1bD1sn8u99k7KWSfnofgn5JDzW3fuQIY07vhgdfnca3eXhn6b04Y9S6eyHKePc1Ln4SWpA955goCkDaCuPZ2s24cz5UmqcfA/9I0areIKHIQFe36Udz6fSzucD1LZInatnYGb7aeqdeT9l1wGpZUDbuDN1DryJvPcVWHTmGxN6T5xVlTkXrC+C/GXo5d3bC5t2EYYN+VWRy7j0eLr7U6gtJmfC1OgCPYYuh5/h1JvGaPT4b1Pnt/81FU59gMwPyA9w3jp3DLmO+7YfxIAAh5h1O5AfLkIAhb5OGYz2KIzjKIVhgv1lH9iH3cvHU7p0hLP2WWQ05FOo5dt49Jd3vUJ4gK08emjNVF582HQfuehhsxpd//S3wAiQH+5DJofxxcuAjIIvFSjFPfg08ebs1lH8eIBegUnvVhe9lnGeoRQvo9SqGT95WdRiS1eop/Lo5GliRx8N63i9zSMNrUFL3/35fuOBzgO/9JxllIBSOgeArELl806MM63Myxs3AvBtQJkIqC0YH0ojCo6X3UpN0uq2ODjPQjdapOw1DT9WQpuu1AZbSeViUrQZYw0AeYFZPV17eEqHtlggOoQLxh9yR7xU6CE5lzzgZpxs9co2hEX76pXwXJ9T/sWVy/hlGTTqOA8Yj/K6h5AjKBlKO5+rQIayPduCp+4rz6b13/w6wBiAAGCD4KaKMk6dKI0A0PFoa6GUqZ8+l+oo7fUsnXzjlTQGzfPCmK/DCqECa8IYYJf1rgvwQhXfOXYOoQ1rSttBBQ9AOlIfISWupN4vEXwZ57XNArJ43AIY2H43f/zzdAfK3fBmFnwIhWzeBkXyKfK+sGldWvXWq2n1268Tjx5PpCX2EJVyebz2gTIsb/vFWpTuiFRWkSkog4KthZKvBIgodWbeef2L/MMNtpdUovZ96xoGCHhYsmvwb4nnsEYJOIaBAEI6DT+U4fyXkQ8GGz2uEyzJO3P+NYN3jqUYbyoGDYdy/UZ4XZUwlsrwiBlWvA3uEeR3rDQAmrqsPYUo++Dbe/+G0h+lSje89ikTxgIPlygkio1ClR/KVNmyJU2+8gJGFc8HUCvzQtCsRmXm5+w+HJbEAvewMRQxvLL9C4ybShiVAKbLtMBcUhYPZazzjHGhp+bU0aOp8Ov3sUIGYDh3LRS1c4/hMsGd0ro1aYI81v7pd2IOaigV+wdF8fmCyhlUvALyGg+YbPbFU/6N86Oksp77yhgiVrdtTVW8oQQJdTcZm5lOE4Ae48gDN1Ekd05fAQjDSMLn9TP2ubFYTDWZ3xp+YMRH3z3CMWXxoj7Mp/1GK7PPRpiNl19I6956A4Cd/TbXtpGb5Z2faW7YwKyQRpb+sz2kEl+YnBt6HraoYxuDhY6W8Nbf5F/mf3kNeyOg28RrL6Q1X34D4yLAn/B+Ji4s1wgAhtEIQFL7tuvY+SRjSHGslsYOAMgT3mIeVb0DZpS+sC3gulUm3EMZUKzE3BOocE2I9Wyo690vXbdD6cyaWGccGltdWTeXI4n3rLe3gegFTJB/xwGqV/3L76YKRmFNjCk7GloJuiySehixuse2jp9Jsz/6JUY/GCm/9CxgzLYcRHaPWUrmI88uBpt6tXabKHYYs7n+GY9b9sKxr74e9NfN336cusgRCYabDs+R3r1OnPsxvPjLGCUk1rk23zcwNGgcxrDgJF4KrImuu9IGxjrDlmS4mvK6VakC1fPkn34biuOXgxFrkWot+lHXucf5LoxpaKsArlibnfPlg/QDIHBo5xe9e/6Hglgd9rPuddh6VOawBvRklyLZZ13aTAC5jZd888jJNP41vDuQJZ76xFpr3V0T8zQ0WP0gvmef8Br3x/5VD/tHtoLqmy+nmZ//OnUId6SxfImlNkIWMQdcjy2Dzi+DZKgb6dYTDAWeXQwdgmSQ0ir2hVeex+P+2dhPB4USpHTeCWxb1hCBuTxWdusRclB/ne8/JPYM13LrP2iCuQJQbz9fsHaHvMfni+UXYzv2r2W0lGOMfDqXMVA9iqHCJ4QwgkUgPP7Jo034hMYHx5g7sK9QhgC12c8zZFzp5GsH9wHA70HezQHdjP1xHKaK9uETGO28B+MNRgzKscgnLcLiTUErXiZEhvN0WJZ1LzNExszf/SI1oB8vAOqOHcBrSoO8ft3VR7inOg+oOG2KMpjvSrS5a4FMT5Xmbq4HRCM83sz3yes3H2AAzDnFehaQu3iOfUVP5PvsfeTSQRcs968Gcq5dEQ7Dcwn1tqfnemFoHC83z4XXhYEkdY5/1KlAPA8NOroskmGAxHlEA5LUN1DtInM1Pj6eGsfoW4wqZCzIC+SYshlpRw2UjIGq3NE/sy18bsirPKfD9V3OLq3jpwMAHzZc1ijJNbfLfFEu8Z4MWa/E+lp89XnOYyjJYVOYW/vtV8dpjnjaKZFif+J1MB5E/8y14MJi5dc7d2R2Yn2I+rlkegufO6c7rKdFnWNCRq6n2V+/B8vA+8EwEA+NcnCD99hHyMNBtYth6kpwwIhKjn596i3g0qund60CWw6AtMB8F8OfFh7hHQalAPWBZ66ndROwyY3X09Z1d9KeTTfS7k03iciVn5PKxQ56XuYi8eZnW5X4vEMeDi1/HjU5NZwqzhGH6+Mms1JWqVLPsUoHcYk5xIdN6qEH/CpCp1nXTWumYXZrpg3tmbQHb/m9m6+nGzOcZ2gP61oq00acdWdb5TTbwFgNAwbTkyhjZDT6NWqB37UWYCJ2b8Lscwr56dxR9Pu7UvmFr6ML2sD+nK8z85okJq6OL+i22HML0NYnjZ/Zr+9JUMV3pHe/dAojRfZp6NOLxGovbtoZRpWuCoPUg4a+9cGPU+njnyNXYczHelG/hcPHzWupuPM5DJfxZserPFu1NvX2fCllL3HGwqM9u3WJNQGd2Xo82F/4GjHgv4TcPIacAZPYifdS82d/nrJzH2KwyXmMf13o1ztXYZQmvnvp2S+z51J2EwZ+3Rlkb/72+h7kYZQwWFxoi2w1590X8rjv3dvou6hzxLifwCgbb/e79WFxU04Iev1ryDqcXfHoz9biqR4x5vO26lw7l5q/+a8p/eavU+naaZqwxG2cOy58Eo5n5Rox6Pe8gLPLq5QNQ6XGLWQOZMpxwituQW+840XYOvMzWa9+h/77IGWXDqdS/Tp5IZfeYo28DR64GuY0DBlo9Kjq3V+UU5nH9rMvPKsu1o93bxi9GrXAXAsMHV3nPvudfhFgEEr0Ch4XRUD5Ot5eHpiKLJqum0Pr3Yppp6CbZu7rrVWHJrG6e3uqasn8OIA8i5+UzM0zAFVQlPdQyAcgH42wYqq+eEE8mNIeWv0HXT39OIbHoOB3xPZY/K7P7lM2pAwvOb1tpeMWRGtfza1YP7tCPOSTOOigQwmvyLYx36AkraA0ruBdIt3oKD0FLYDCQwBb6nkZDrrStUuzrgI+FjaEQYSOQhVFlOudgoXz3bnEnwxwTWOM+rnzSe9fFfXFBd4cD2wFFUIqfiiHHtWmu0uKCyzPwpPGmLjO2QkU7FXA80Vpo82LuOXV3XifovzTky28SvvKm8hssV+s58ZDrGK0NImCt42X/Z07UEULVAMU6+VeQGFpaWauISQiuGWH16U7eLoWagC0rCcz0FRPQUGbzuAJOIsSl/Uyj0/NzbYdRgVdlL6rnttHPO1XoAEntpFxfpdIKpdVHgtSS78bjb7EtYPTsjGGpZ7XQELq+hJrSRUAMbzkh+6NOgl+s57XKW8RqmKV2O27DT90tS9zBQQVAVRBudUizrDWuNEi1G9BcpwowAuAq1TL073Xzd2GMiAU6XiACtoaQkHPyXIVzyv6cDiZXxulnHVsnb0EEwHtQ1u1Q6hf4hkoJVUKqkzWKzEUlg7jJS4fft7cawZ8ePcwDorQnVcBo8bx+CoBqC6l9Jy7d5EXAunF8iSHsnstfgeX245AOswv4j2zd1telS5R7v481EOvKMgMYF57EcW7BlHLSOaTg81LXMyzira9QDTPLuGppbJ2QOVbSlgPd/Gmw5NVMGnmVx/AIIGyC0OJLgcaD1K5p2ABexbkJQx/3CfujoclnvskP3bC9vtYwFsPlxKGEeXVUKDhDTkGo0AZr/9HSoO5MhhE9JWea4I93fC8pIX1XoslE0U262j0IcZ2rl8Tr70MQLF7UXDfA5xzf2w383j/RdYeqcs358YfrCOj9LvTAoIOegG3/8l30i3H1pFPUCxXU5c1zX3JIR6J16gnAD1Yb28z/wQcBXiUfQE3WCSJB4jH6+svpok/+XZa9d1vpCoxjmN9FfhwngzGMi/n8vXj/iQqYMTVgg3jNmtvD/rB6mvPp7X/7Z+l2hvE/WP/XCzp/a5na1NaeeQFwZtgAmGMK+uu+pPfD7BkGiB6+s//BlkAsIVydGHUaAC8tNhXk3kLvrBnSeucAM0F9wPMxZvBs5iet23qmDGvq996J636539M7HjiFS5zPRyUXbae1nn2cMOy2Ai0S9ZrYdw3lqrPH0xlwkYMA4+D+xb96zxmn3TN6wlSBTjmypvnG2Cta4SGe3My16I5PTUfWteQP44B4AL0ye4zYEVgBWbMAgIizzTZ0+pHTzIeoeQG1CsGKNuv5tA4vF/FZdGRUr3xzXcwJsWgEwaHDGPKEs/sYFTRAnyWoaCILDFIMRbf/5j96A503wwbwOgehp1ljDYn/+kfACw/PzcPoi4aq2hIJiivMYV9RdIQVDmkeRYmJmXf4X0cObZ1CkWgY14gl7U/hhL1VraR4aH3tTcjn8EvDR2VZ1p69keYE75h7IXsiQxaYBx1Gd+LqG/n5qoyuetCMDtgCCIN+h0MwArI5FXkzjZU4FN/+YN0+8//Kl6DUjG2KSIyXYF9vPbOa6mKUUJxFTJjP7n3137/q+xtGNtxxku0acm9nTp1AKun//anKEFXpe4ffyuNsU5lGAe2Mf5psk7c+Q9/SRzwH8JGcBua+nfS+LdRtCLDD1IYKLKvNdiT28Qn7fUwTMO7u6nRxM/fRRlM+B3aQwPKOh72M3/9Y+KBrk0TPEvv/DYgcg+g3kaSFbCHl3ewdWE8EeGsBg96yL/2lWwdMofMymwhLT//pDeN72JRYL3F8K6N/NzCaK5KmKVC6FdcLbnK9TT/5Yv7JkNr+dNhrY5zFut2G++BrqwmGjyQ9wRjXeOQ6e//JN0iVMfsr/D6Qp4qouzW0Mc466yuhA66nhKMG3qRj3/1jVTF6M91PRgYKJOli5jsDOPuJLId62cBw7/urz9IDeaFIRrtF5OyTOM3H8VaXFR2ts8ZXwUYvsYZE7U3Xg72p7jYXzxHxrUO7VXUqIKPlLs1+hDQ72kozHmxo9ed55IlkowAGhPLXpTQMwmAunaEQwjlmT30LsZgGHYwfuuA8bf+l/8zzX7/p6zZ5MvYtPmdNyzUYdQsq0Jx+8+sPCHMULJzTh2lL34LCL6XiZu+AS/4fZtupu3rbzFkOniEA1K3swDkn9t2Na2ZQO/AYF03MZPe2n82rpltcj4DwC+zQDbaxXT+xup05MKmdOX2BCRlyByy9znGHiEprriOOKY9kzhP8l3lETLr3yJwXgSEXzPeCAr+3RtvprGxJutqFqD8Kl4f3HotGAFU3NVgB3h17wXWcZw9p5iLlKPK/R3a5tKtyXT04oZ0/joyWd12yEv76KUb3Tlqgd/hFmBf71wFN/ngJ6n90Y9T+cAbqQhletC+481+T9Kr+9wR9l08upmrBejki1ufZd+6K8fm95DvZRgK3/1e6hz+RUq3LofnevElWMFe/UfgVXvQHdzN37OhAHYHL/GmADHTuq18XsJJxZjwAOUBZpN5cQ1Oi29/N/UOAtJjTOBZCyEkB/rxWI/z5CXkr9Pvp9J5nJAAz+vuvVxWun05Vc4jN53DyJq48UUo7D3X6Y3fPXeYMqA/xdO9uxV91TM4ivY986NOyiqGjyqBIUBVz4Nz8D6sau8uuOrwOhghGDO+c/YwTjms4Rg4ZLsJAbqTfNfB4KY8cl1j579PxRucBegH64tUkIq0Qev4b2jbl5H934IJijMEceWlotdzPqOOxc17U2ENTiiDeO7NPN58msEQEmmr20UaJ+Z70UWUOPOy86gnHt4Yeg2MOjFCKBij3lUeGvuCP8aVXzRFp1Bv+kpjDX5Cdlv02sGH3KOgdbd5Bl+M/j7lLTBf+/2UV+aJFJ9JrSJVytIyHh11POQKHJj1elOQUlRZcUmlAQuZNMCzgOc1FAMqiR81ecA3pmKdA7AelcZpVtEQ6WlYBJSAXehRbAvslTcBfONd8VgGCo/amIvd5xibZIxB/VfZgGcoXoharpts3hU5xihUVyUjG1MBqvMmyp4mVNkqYAfW/JZ/lFZuC+gR17p6NdVR/LTxjldRigafAitYIQgxBrMaCvQJLBwVKgG7QzATDEC53rlBDKJVeGxIJXkZD3k9fu9HNb5YUzCOQmGtRwTPj1iy865TQKMMKF+MqescXhSM9x4URirg9YCV6lGBTDrv5VLMCjbW9u0JD4zWeTx+UR51UUQ2LFtYn6hQpsAAwI71qSN46vG+vHpNmjW+Lh5BPb1JFKLDE46yO3kpB6d+FPr7MCh4MVUJIVJmni9ZD24JUFu6erx0QsGqMn+ptdb8SW36x9S8iHCMwrIK1XgFD8t5AEK/vfX6alOHNlSPBaj6kVRzZfNSzzBjhWOGRw/PMpWDPZTZudGBXw4lx46CPuOHV0NfLPLSenmVDAfXoJ5EadeAbaFyZ9uiYGmHvmihfG+gGG4ZmuDiDZQIPCPyWSR/G832sd4oFY3NHbSWi11638/Mw0wsLvW2btQz/8A6PPlk+znvYgyZvY8bHgQWx8+8IL7z+yeUIktVRv6Qoq4L8ma+uZ/qWVfeBqiCd1e6BZDF/Ehl7lKRwx/XGWWRLmBJ1GlBNp/a2yW6xaaaMzB61If359zd2zVW4ZDmvLDffPbg+T7QtyjOBZ4iPi8GGYP41Pm3Q79dx5A5XceMda9FtUYXGWufoMAg26E7Ri+/wC1Q2YXxz7ffwSvyRKqz/nVZ/wqMNYYJU5/RwLjyTySWcaCj8GSEriL2RFktCp5f9m1P43/0zbQKcL+KJ6zGxhpnCT7paSodsWNXZwNnvXPfVwMgyndt9vnWRQCchILhDkqWb34l9fCOXSy5R7QBMzvQMauYADliKeaI6aLFFBHEH4OqvQA4436hB37ztygiqGMBUC2xVvs89R2xCnEfOQToYt3Dt9pziJ4VsJiNsddV3n41TVK/GoCnRl0PmzoY4wn26ZVqC+Qxs/lLGfXU18gt9pPlZAy4WMT4J6PtBbl6grr0WzAcWCP3EPpAQ++gSZfR4GlMjKGOYQkA9DoYa7Qxpmj//Dd4ocB4wL4uDXm+UdFV7md1wLqTANZ4T8+yb1cwRI6QDIRHKWI8XpIyHZnvgYl7i4QQqf3e28GWMMPa2DlyIjeCQK5pCeIe+kWqEB4oPLFhD5r5CbGpfwGYCXtceOlwpi8/vx/GiG8GwJgJfLJfKcu1PjqWGn//29T7+ARzAwVml7FrjElGXibid+xUavyXHwCW44HJOBZINMb57N8BDhICIkOWMS+3wYi/7hyFSaz5tz9PUwDLVVhaSutWM0eQwYmx3v7ZuylRbpmn9Ox07BnjvnCLefDekTT97/8yjTG+y4ag0wDASbAgOUcjXMAqAF7G2wzhHzSS7ezfFSB8/a9/lNofHMmVh/kCgpJwIlWIyz3+j77O3/0xnwbZKqNW9yMTf+PtNPv+4dQEKO+eY06ylyeMVnonG6kOJX0iZn3nyEn6Y32EXZmB1Wf6R4SUYAyMv/Ua6843op2DYaefuQZ+tn0BQ+4Eq1VJYyIq4PxvHztJmB7ewB7RwniicYo1B6PdNf8IIPitl9P0936UA8kYkmocoX6jcJkQRvTvFPO+Suz1MmMp2umevXpQu/l/XQubsG+0WYcKGHI0f/Ir+hGPKAxzS5Slq5LU/Vf5z6ZHPu+pE/nLv6Ovb8aZI8miswWK1QN7lnUWsn1l3Sjt2Z6av4QxgHbNXJMZZR10Lj2A8vp//GsU39SfsTTDeGwyxoswF3gWAk1DuVyPEHcyAGqU0OKaaYxFPDNV6HfHg/KORr4C4zpSVI3Dzr7is7rMh+bREykxljOMICp9xibHjuFDuqcxCsQYRIOD4nZYKb76Jswmb8Q4dF434/yIl9gt+gkjkDYsYUUNX+2XWO+oToM6Mc6bxIafQj9VgikhWw11L/Otsncn/XQXJC8yJxyPHeZgm/7I5w6G4YRFa3/4SZr9ix8Q1oC60Bez730E48NRDDlKwfbSYQzISBLHAfsdI9+uIRYxupnFUaC4bm2qjAD5+QP/C/wuKOFZRlbX6mn/lutpBx7wlQoG86ytk9VWWs/ntSoGi23GD97lz+24nDZA6+5RhhGXmvVKOn1lLcA0OhDGuqCOi9RA3HrUppMSXlC8jEf6ndlKeO2XPMc9TuJ2c5igPrup584tNyDyw7iJD8cwTFiHl/wkP6kFyI6eZ98z19Lqydk0jRe9a1qX/e3CtTVRFkF42878/Hnc+j5OtUb3jlrgqW4BJ48bEkBzwstbgFcD/WGWzuH6tQG320d/lbIjP4552WJ/TxOAzQDXw0lDyvbFE8iGf5t6xIQvzN5OxRrnDDzE2wLSANTFIUA+4/MidPLdK6cI7Ynez/MHOs/ixl153sMytzoHvNWTIDXx4C177s3elzkBxPUo7+J1X5gFjFbfh8F3sBDDvpHNIF/7PR78GT+t0x+lzod/m4rnMY7z+gpOhxdPpcKzb2Mk93bEYo+6IQN2r56FIekkID7ys3LHBDHtBfbx+jcOval7C1kC+v3exz9LxcsneQb7PNc1r11I5XYzVaC/T8SG73GY7QHWK4v0pWnW9bwOvQY6KYF81r4MY4PCHrzkaYsCZShARe9zc0EvHom8gYCll34RdgDu8QzreVZ6+zzG/NAq6feA9T3ZBa6fIgwrejFD/Uyv5iy+C9kQmbcflz7Pnd+ekzxnAO4n2Ad6xK8vVJDzqzjZhMA5d2WUmUbnen7cN8xrmAps6NLRy6e3BejVUbqnBVCslFT4bMGamwN889Q5FEYIcSGq3HP1CvkAtQEARAMrdmPtdqU/38LERXn3sEmgzFj0dejvmjIEoGgLKe9hM/qcrlfYdNHFZDRVt8EWYExOvW5WUuLwWOJQWiaucIVDYwNgsQfQ7d5ByVdmok0DnMMbyzjUjjPjNkacYz1ePBCP0spsAQ6Wgr0NPeNRuIyh7GjQXTCz0W/8Z50wFmEBYDvbhGDSAICvX+Ivcx+1OPA8lpYILngoGx+6QkzDcZT8Mc8ept8dIiho9PTNNCTy2THgB6OeMYZQZoztDt5xLWIzC7oXVXwB0N8zxrg/w7jFn4dNKsorz2xJ4889m+ooTqXZ7XSsM4dYD+IhVFNG/rYBHmdRGlqmIkKi8Z6bFwG49Ta3Hn3hVjlK5XJ56wbA+OdTDa9EgTaNC+6bECBBXxB6EcZRxPVlyPveYoxeTtV4ZgHI44U1DpVody/Cn4q7oSQw2gToiBjVKNILKPW60fZ2xgMS9ekiOMazBF69b2Hic4XaEFrvt3rZxfFI9ipCwPTaeu1fz+nNUUZWd+7IlY5D+fdQgs6ehgoVZXjzPGAP4w9tA4I6681SKbRzjHf7UQMHPcKWuvY+n7uFxNhUsanSlH3Rg0gOsNznxkf9SnCX+eazcvB/sYyYH2hctOqVCuyJpv4UVOHtgUZwgdPB/Ecwtp2LKlSLE1CW2dZNxoX9wToQgCFjwHYKoL6f5/xMPsV3/ecJWNrnoZhm/KqcDiOU6NRHGQ0Ly0xdnQt9Q5yQj/rPHpylXC97t1GQ6VmJ4liFdJm93pAZ965j5KchKD/D6UmUdDi/0euV3wIFlCZjsF+s+Tf/jLk2me4A0BRkEWFO6RGoJ1gXBapjg1GT/2Uohhcr46ewG6/x115Mk98FdITKvWSoFPZ2k/PaPTu3nWHPV+mgssi8mL9OZ5nuW3zGlXFt6nIego2lTCiF+wGnPdZaQfYu3rpZD2WEE8E54WQ03BUgdwHP+BIsFRPfwgv3+p00BdDY+oePUgFjsazp87lWOdPbuJ13UUNe5vXTI2HNmlR+6UCawGtzHAOB6st4k2DA8ijJc9IAkDeURaxfeqECHhYB/GXYWm6y/YwLX5HeH8/M7uFP2H8Az+gvj2FdDW/xNi2/+gK04gC6tUcr83LL82ldJ4OP4PWd//F/Sm1A+Yx9QvCsxJ6kYaKK/bzn+OM4pV17AJ49APnpnwHgIdxoONnGi3vsX303TcDmVsAQdDnJNbdGCJBgH8F4aQpwtPX+EWg2AVV+/g/pFoq6KkaQhiZpnjkfgHILj1lW4pQRgq7CvFj9z/8oPLgFk009PJ+dY7P/71+lHgBgoqxjQYPpWOTH6gjMK4PolY0MXfmDr4eR98zfAbb/H/8pVQBox5SxVcJG/bne+5ARm3/9kzQLc13tD7+RJjAmmP6bn6YGnuRljBnKjA9lYSRvi5Lvp8iBLYDRa+++n8b/5Z+mtf/Df5dqGrLEHutV/Y3GlxpJY/w5hqe7g0yv+6n/+X9LswCj7ODIkw36hXwpV7BsIEuXkBPHWRsmvvN11oZN5jI/0cZjgLTr//t/k+7gQT39F3+buifOolhlfDunAaXrnCGa/9/32f5Yi5D96ugeeuvXpMmvvpVW/as/SRN4x8sCN5xKtPfE26+kJm3Rw9C/wFohGN9xPWL8FACJO3ip1+lDQ71M/sE30up//adh+Ntg3HSQiySWwJ8p1qyMujUAa+v0y+SffTet/md/kIrRDssbS4LVU7AHTP+7/5jKgLoaBRVR7massxrO5M2c90t0D81eQF5tEV6j+++/h74VFqyd6BZ+/ytp8t/+y2UB8gkltmu7jA51jTiQTYvQ+zODkLNZ/zAGaPyvf57q//t/Sm3W4B5tVtZ44suvxTo1K2sA+ihlRCTRVGLNTTCeNTBe0CghZC61ev01vme7osta9d/8k1QDVJcR5Nbk/51mfvCzVGe863ihkZQhTFp4n7cxaumxJhYmUXDv25HGGeerZZKArj7DC7+LscT093+cpmj3Bv1Ywog5YwwXMdrNgqqWvqHJYuzjyNH8z/QP473LfC9iEDDOfrT23/6L+YA8dRz/xls5CwKyfpmxxIANr3f3veZf/F26SfiCNsJ4mz3E8k5g8KEcOss8amIUUGxyZvTByHllnAV6GDE0MHqofeX14SE4ev0FbgHHXJs5dI3Y8BdurUp7Z2+k5wHgdz3DGB9rIFuwJuPtXoCivYdnuDN707pbaRM07r6enR1LJ89vSjdnaunCzVXp5nSN5RU9hYdAL3jkxP5f7EYsd6nkD5/bhFoF40go4x81Wz3te3jD36KsFymrdd6P9/9eQPdJGACizADvGdf0QskDIwAx5NfCGuC9zXo5nb+6Lh05txE2gEnur0FoJHD/mFV95DYa3ThqgS9ICyAjFTfjhPPK7+d08ht2wPSzLQd3F1aRfbpDrPnWmY9S7RznIN53x9enHjHZ5yU+l0K9d+1sSuc/Yb+bTmXOExXWlfZNvPHPfJxK+1/DOW7z3G2FSWUHPMEBitPJf2BvRHJaswXDujdTccchVDt9XYOgeB2wmnII+GbQ1hc0BlDWGyQW1wJAca86mdpFnFQLs/hgsI7G2ggrB5T2JbzgS8UKMgJG3O99P3V//h+gysdoALmYXDGy/AAZ6zYsixjkSQvP/R0o9NsfwSSAkUFbGn50NaWN21LvxW+k9KVv0Y57ODixt186mdq//uuUHfsFz8jVo63rGPCdQ14HyC5tP8B5bTIMDYp44RemYDadRqeoXlbdJAC2AH9x/ZaQHa1WgTIHUM7rkKjdQIZSgboWthygT7j/zoUwUuwWx1NnDYaNEzg+hbFA/x7K3cUooXv1BDI/cp3rM2A+HI3kyDXj6NTJb16b0qfGuE9T6Jzxwu9l6G1XY1ihUcX8ooQ8p6EB3rHkx32WzTP1PRcOVWD08qlrAUfLKC1ogfC0xBOsunt3qmK1OzvJARJKY0wJY2KstEmQAyGcx5moBZT6xnluXrwUiq/wHO2DRQuqueRbAfgGyoLZkyeDjqwHJfNdQH7hSrFkNp/TFyxWWmmjgKhi3b3qzS/llNcP2QafSeGRfkvroQ7cswcqxKtp9jLetsaCQ5m5EtdZRleUK+jpMNhQ4SXNXQ9PabSLtPlKHxufSa+uvIco5EmrCd1jE0+lxlE8QlAUBuinMh4lfRmKVr1LSs/tSZNfeg5rxuvp5qUfQgmJcqbGoU6lKpRuJRQ8EZfyxKnUgbIyLBEfZm4prE6gnMEQRa/Q0F3mqn/GkOMHxRQgVuvERZT1HwUgMQ5tfI21OGJwP6xH/v16g7pb5zEURRMoyBuA/y2USD1oM2O9sziCbiwpPUDsDp5e9VMAa9wna0iXtggAwXmhcMV/PU6ytVCcowxa9dKLYbRQQhn1oGRfdLCM7cA4ocI7h1kiy/6tZK6RAP+jnRSGmW/8RhnNeg+1cfOlgynRJ0h/dx+HYCjV6jSeJ9PEouxcB6Cm3GkMhaNgouUWeVH2jukbv6Jf3AcDdOSaXtQXxRu06/l1dx8hrX1bsDoKZ4m4xHyHBdwAggbPEVRiL8UipAsoM4NitgI18PgLUE+h9BtOGvzM6KkluMEYnmdI0G/zKM+g7P6lXRxXXddSaC2Dbj+v1nDWD3jNaud4tF3wxkmyNRCuYABsPeDmp/PrZbRRtAntHh5qeNrG/I15S5UZn8azLWIRXl2FpyjAYlz/WbVGzI38YQPiD8ewHrW4w0T/zRuTj1Mu1w5kRJmU9EwLmQPvvVgv+M51scl+XsDwJI17eKqkSbxxa3uQKWEX0FPsnon0OOUZ3fuFagHDGI1/5bUw4tCjUlCxg/doV2p1ABM9VmXtMvZziTWzoMGabEt4dVfxYI8fvCXdZ4eTxkReWwDw6gAmBfDMflUULGeMalxWwrswQp+47jG3C4J+7EuVvSiZdu9Y0rhMg78Whm16ejrvAphlHgjiFzcBRG/HMKAvK5TxmFz9z/4wPDobeNe28Grs4F0r45Ke5Rrk5Swu1BHFk5TU1q/IfWWAXOn3K9Azm48GDI+apDhvYWDYw8hUFb2GCmkziiy9OPG8jZAdw/vYAx4kG8b4t74Sa07jBz8N79suRlbuo4YRKxGLWSC0spd2DLrDB2S4Ar8OgzTGS6I+MgtoCBLGnGjKch3eIhtJ7A3s+Z5PaY+O8ibj2jA+D2fgRh8xHqov7Ef5Nk4/7Qoa6w6gbEd6bM6+esXr3SNQLANTCRC4yrP0BB5760sB6JWNhT1I9K/9XMTTOcQWxqh7fbyZu4YXgJau63pEZxh7R3g71vEyoUiK+/bEPjCg6/c2W0GjNkPsOE8tb48+LwKgF51HlCFDVskE8YeTohNzyTjsnt+zuTA+i7SrdWT/qRA3Xpr6LoYJTQwTWh99EuBpWk1dNjNvaOfKNpgJYCMYM4SShjqsAUsl1x9DU4SRGG3cxHO8zdmhx9yWOt1QUTJ46nGVrduUahidVqA01wBIwDSA/oXzhvFRYn2SscOQOI3v/xwDAryxkS0LKDR71hPD+XEZJADWJwGDxziLKHtKk5+2PQMgy15apQ0pX5FxoHzXM8a5zDL0m2fURVpp0Wo67jKMg2yTHsCca12JNdDY8UvKCfSlDgtdDAlcKgroGDLKW6jNN4Jd9IFeT95l2r321dcDHG/+7DdhhJDhbZ7ob88dXcZugTFif1XfQH/x1qtBkW9oCL3JNTxpMd4Na6C8oaGDIH+NcBCD9VUjj0QbFQ5xbmKtGSesR4027WJ8Qinohx2pQcgtmS5mfoRXPM8u0KcF+qeM0ZQGRRX6X5r66nMopTHkiITAZ0iEotfA8JdtWI8BMOW175QDbZR+CnCB+d7hfMDMp+xrwrh6IVOYZ7AaddQY1XnYweBDGvwefWtZnTu4/kbIk3HKVfvmO3j8748zRpk8ZzC+aX1yEqpdzm3uV5wvyxjeVNg/i4YpHKXfiRaQZcQ0PVtNH57ZHNTs5wGr3zxwJn1p97m0ZR3sEo5RDRr5KajPYMNvAY5fApR+7/S29NPDu9N7p55JF26sSjPQ2DueveVRUw+rwgKHkTW12fTK7gtp69qpdPnWRADpj5qn9wXgzt8GZfzk0oZ0B4/+s9fXpK/cWJ1e23c2bd1wB7t11gfq2T/MU3eALQD6a3fG04fU8ZfHdqZfHt+eTgPMT8MMoLyW0SajNGqBUQs8Rgsg9xgvvrAf+vdt6OQwVCvowT0McA+y91pisBd3sjfXOTchB/m6gKf6vMR1QaUuKA6Y3ZsC+GZtEujuCqxPIEcjNwynjM/KL7zDGXIdhoMYdLZhFVqLAeFuQo5t2hWSkgB49wosTidghjr9IQvKTNC/lw59GQM6ymHelhsZVaC8s/sFrn0uvNSLLeQVZKjOqo3kT547XkBPBmB9Fr3thSMpEc89h481+O6lIgB5dglGIrz8s83IXHh86/We/fZvUvn4r6kTMhgCeBlv/jbgc5fzbe2djSFSdMmrcgsa+unrabaELCLWgOybdaYw5saZCjA/o3ylzXswTPwOhlSsfVDbFwXzWdc662AlevkbqbyHsDsA+AjyyMqw/FyXTRpZe2wCLGYb7b426mo7SrNf3vly6vJdmGMj8AAAQABJREFU99qpaL+EsURp4x7kcjCP4f7kXNADkM9m0fm0kaNYRwXykbSQawjDVKec0tYrWw6SZcNrv4BxRWrx06G1yoyT1a7ByG/DSfnY6/Cmdz8JtkVp/tVtjdIXpgUWnAS/MPV67IoYH3mMuLEzeFDqodkus1jgJRIS2mPn/ulkoPW69HfGbtWDubINrxMVbX0l2HKfqkdlC+/nBrEV21hEh6dcaCoeQzJd7sMf8zo9XEp6/XCIM27sONblKl8CWHrMvJ/47Wyyxk6r7t+bKtDA1bHqzoXnJ/6kJ5Nh7CWMAZQR3ctY9aFAbeH518bqvsQhfd5m82SeOMrlCbVAm7iODekzof7Wy6eHp3FvNSCjZ1iXNb3jN65JNeIXroJysvHJmTT143cRqqAhEuDkuq7KfASP0g0810+dp++JtYniUHrQZStVyUPvWuOwl1CmFFHAFGagNNUrxbp6fkQZrxFQ/fDJAEPbdygDz/RZFZTARb3W8DRR+b3s55r3YkmBGA8SaTonGcuti3hhX7hKIRoIdaqR8qSnUXdKhVl/D6Ae4a7jX1JfFxAKyhJAh+wBY/v2pMpm1p6+d2Ke0+K/QyGJgi28uhE07000jMtv/PiLIvpsfrJpgGdoRZsAC23A+XlKbqT2Fqwps3gfVWnDjD2sidJvkFVkaBXyLCPfwS/7Q69BO78jRRRKO40owlNrcBHjQWYWPXaMHRmKzEXyspzRwf2GshUViit4V5ehk23AuGBMSD2I5xIF0OBHZoICY02K5SYuUj4mTz5v8Hr4Lx+yD/TwUO4AyhsrC00E69PDCK/5mA/aT+m6AImMh+l4C2W9SnYnxYIUFIcI3fZ5UMlGHy1ayAV3rpy3YYhBvy8Wy0qFru3QRvmpZ6Gdmhtt2OZ0B2PLWdOdBHBBuf6wssdjtYLNHAOLcuTTEtpXxicK4S6GHQI2xQG44bWMEQ+KwynvUj5DoS0lcY8xE6D+8EW8ts7BcIMyvKTHLh5lvS7PQFk/0OC1AXAyqFszQIfm+9V0i7EozWv3DsDmduIQozAP1g8V2o6TURq1wFALSPEuyOJeWX/x2YhxLIAiTW8H4M31ReCshGeqNOnG5q4AnhnfOAMwWSxpICMQV8bLOAlksT8UAVXCQERwjXHtvHWPLbDHutgKQmqka54lwB3nxWLJGMvNk4TDAbRjErDeMsncLxnfxgCu7EThMZh/jPfybhQogJvVA3tS/cMj0ByeY58nniL3O1+lew+gV0PBDcwxQL/ynp0R270EEPYk5E0NHDQgUKZ1NVDRnQHIV6QJRy4Y2mwWq/K9n1Gv6iG8NTg/ltavxov0RMgtyiqVfbuJu413PADuMJX3vZms7E/c/0sY4Vb/8bdT6QpAGvt4bviU7wFLlt6NmwW2i6wgKFfevDGVDu6NtXbJe5b4QuOR6KONMIxhmNGEza0tyxEetW2M0ZXXKgDFAq4VzvEaWFR5ln/ti+GkYYQGLOEBzBgOI7KBrDDY450HYSjJsBMwRg6N2NuCzBhuzBm3Dmfs6/791lcDBO9zXy0DiAaLzF1h5u6d/WcZWqLCWClBdx9ZKY/O365Crok5zT5Ue+MVjEjWpQagZZ1Y6NLHKzPbVrI9OP6qeMdL6e+580GpgGGOntGGpmpwn23cUk7DsFcD3wDGkeFLALNlDCrHaMPF2nf4ORl51vDkLmiIwfzKjp5mzrteMO8A2wXyrbMU69WDe1g7UDwjF5YIx1T++pthrCo7QtE1j3WhwlgSxPW5Jeq+2F49/Px5r5HRxoyLjn5H+U4N95yeYGE7D25kCLMoRN/ZtYbsqu7ZwVnmwe05yEI5tEL/F/7k26nO2NTYtAjYrve6/Stw7fomkF7BULgCSK7RheCy56UZjJsyQma5Rsq85ZpvaAOB83Af40GZoLSgNWe6MgYHGq4Yyss1fByWBnUidddd8jGEgixSMviUDEUEwD1G+8u6EAZdQ0rkMP54dj95YXQIW1isj7GmU/CFbWZb+TFnO9mlnF+lXcwbwnrMS7SHY2ic/tWwog77RgtHmA6htZyb7m9F135CEjjnK4xFjXJCpmdewTmeGrANtGlD5U2NtsYA5O3bMuNplH53WsAh2MFS6DJx0S/cXE1c9DXpKq8zvOJrB8+k9WuY54AlnNDm9vZbfP/u0d3pr97fn350eHd4myuNj0EFn8dTf3D7xdDnPNE/fuQ38L6Fd/o4cew3453+4s5LaeeGW+nHH+9KZ66ujdj0yhuFsALMb3HKDMD2Bz/VKSAjwARe8qsDWL8K2N/FM/7LB0+n7VtgrxgcK8JCuQPeVksfHt+WvvfeofSjj3an0wD4PfKoQd9fgkollrflPHh0zagFRi2wdAvgHZ3xYxz2B6VsLeex574SoDqTkX3uRUBxzjcLE2B3ESA9E+hnonaggk+wbBW2PZ9KOwDP9TofToDoRTzms/HVqUt89J7sPzUcJXhe7Ntszr1Z9Fp457d//T3CCL1PbHbkRcDmDmC5lPSl7YfYgznvIZMWNBwAzC+99M1UOINRKoB26C0AuxMe/dk2DPdglpK6vgjQrKOoZs5tqNWL1AuoHgYi9YiUm/cJr/z2CWLSExe+cucqumUKj2xcmMGw9tR7qbcBmfK1P2Qhpo5Q0Wu82sXTHW0nMgVyEsZOFfZ/V90eNPnK5xmGEOVDtGUTRxy8/Iv87WUYEG5Cjn7uq8gZu/O2uwob6ol3U+8UjEAwA/RWIyfsexUjBJiArI8LJ44lhXXI6/Rjt8ZZ0PaD1j5bux3dL/LHvMQ6rrAjQK6+1wKKQxmPnjrFGWkxAcnvpKrnGUjAXOrZ5N5VOPYXn2e7qUOND+69bl6RRm+euhaYfzJ96or/6RU4YhOjMKri1VHkoNh2omUo9plnKy85MVlcUZp1b06lNjTzUhTrGRmeABzilpvMowN9m7F9Wyj/elMsfyjZwxxLBdsKTioO3TjGUN4lDqIVDn9VDurGb843oBVWeMpaRmE0gefG7OGjKDr7i3e+xaywwlqcvP/bAoDTzfDqn+HgrNeUIOtCRdcKrMDvZJFUFjZRVtz+B+ITnkDpjaJbOtjY1BWCUJr38Fgq79qWaof2pzEVxkx5geUqrCCztwBMpRFkCdRzrXUOOiDpAo+dDiB7TOWSHlPLSApwRYCACmOmorfbGqhh8ZRuQS8XwgYClrECLVyHOJWz7xG3HcVMA++csY+PpDGArOpOvACNl46iUE+Nx04olMYojx4qDUEBaD8LF4gZzzoqXXuM6xj6NEr85ZdA9VDynYJhESX8arxaJl//EuXTew+hfBlJpVVPIF5BGEF2Xu4KwyrFUIKpcDS2pGwt0Uzk3QKcafO+fOoC/XsWRTGKTRSutrXGVBrOSC9Zpl6xgVXpSFIonjVqIKNgWRF4UXnGeImx4QN4rN/pEaQStkd7zwHyfC5oEt+pZLfctEteevIYJPaN8PJSeSZwzxiKwpewXNVD8RjUpQAzesV0oVfOKJPl6Oj5j5FB8/wVDEMAogDWo8z91gnKpoGFKGWO9rPskRjYdpf1gdlAUFZl8MMkw3PIgtDCQGOK2JVtPJxLxF/VI4inkb+Th9R/ZHzGPYJklV3sOzvxiFTxzP47rz/zu1bWbwoYymz63PbXC2ohaNTWOAK2ghnAs6axbzHwiDr3FbahV6ItWvTr+Ba8TAEB4nDyedTU+clPa5YDGcwX6cPD6TZjT0/BGKGOecvFmJ2XYhx1OLhtDtreCorrHgese/rPsc5+rXdaFSVxAjBtHSG+LPMP/uGcUSEoxWgPjNe60MV1oDo2dquMHGM7d8Q6prLdWNVlFPujNGqBhS3g3lNknxsHvBJgkPVD2uAAYwAfPKcIKAmSC86E5+74feR9xn0FgGY167iep4JDwfzh/bx2XXavyV8rJPSTa52fG3rFdXyRJPhXB4BuYzAQ+6NzENYIlQwxxgHTF4YacW0sAzxpJKBhVxjPAI7pHenepWGTQE5hYixAGNdwvXafBBgf3ssYyIQnJvuEVK6mEkZ0xmLWO/lRUhjrsG5MEKN77MuvxZ4nIGs9wnjRNnyaE2OkiNHCBEwAYaw9V5d7Vsm5b3xh6+ZXIGfwam6fmUMN5l2+rDeCiIK3gpeG+9Fjv8u5V2/bggZPzg3bXY92QLzFzigC1rVXXgTQPDi3p1u+4dpE2fv7vZ5IApPOHVkfuniE303Dd/lpPqbMLRgRNCTAUNxzduydceP8e/Jn8Rt5TLDZepiCqWLh9RoeKr8jGwX1PTJ1GHlj+NEFMO0yx23nDM9qDXzCoBJZf7kpxrJMETDNjRGKwfzCqIy5qhxongXbl7YN43+edd9EVV1DqoLEG9eSF+GT+mB4zG0MgSIcgXOctjLZh+O/91Z4a8f6IbBMHsYRt+WUW2Ltc14NLVlx831+Wbcq5x3PIiHnhywwvy8Wu50mD1nXrnVeB7PIQ+hYzNPxo3GGfdWhbaMdkFVMeoxrrEewa/qLtU8FL8l2cKxrDNP95tsYsGIUwflCo4CQa4b6NSPUwOQf/37INxkgdzAIRC7kQ19pmKEBV+0bb9P+jBNkZMdGrHnsBcFI4plu4dxE5hmDiat6YFd+VrAHaP/7p3wsq6yWTchxck8iC0OZZFDMV1/CWxDZv83aHGMXZokCZ5oYY86HQVtTNvcVDadqr7M3si86b2URMOSk++KcAdg9Dxx98EVsAUdiEcC9VkHnARh+lhjpNWLHH3jmanp21+W0viz7nVcxJvUGB4S+TUz3357ekj44syVduY1uoowhFJ8Lxi97OWFR6OB93gHcdl13SuiZWW+W0yriuu/YeDvt2XIjbYOJY9uG2+nj85sB0ZlnlEE6e0rjDhEySAkq++U+t8C9Y4UW+XTSdWjn3zu7Je2Bgn8v9d227Rp1JOcWuSmLlbupfruYPr6wOb1PXU/TNhnfV2kfuUWW+8wv4rgZ1WnUAp9XC2QA6QU82Ht4jbsuSQ0/iJ0+XCblzuJ29t4v/+PUXrslvLsT3u8ZAHT5wGvIYUM6hJBlmPv8FyTPNqHfBNTmYDe3X6sv61xH33nslyl99MOUAZRLQ1/CW7v5ISEsoE7P1uE4ICDfT6WtezGc+xfoMmBHvXI2zolljASKAvfS5beQCzEAaBELvQsYXUJmLoG0uyZ2ZP6tYAQOaK5DVW8KGVjwXQdQ1krDjbh/i2W328it0zh9NGGJWgNYDjBen0BHiFd4KRyluIhrW1UMD6Xh3wBwHuA35wrqWnnrT1OPePVpGq916lEAcM/WqI+iLoD3jSM/g1L/z1PlwjG82mF8moRlBy/7Dp751de/Q5vlMoprcoYhQibdfJyBaT8o+/l4fkK2KUysJ649P3cuYSyAjh05tV2g7avIZxhCIKDPv8ezN9fbNtLVF/R4xwP/HpnLmtIvvTHKwD2C+9DY8dloxZ7foE//uwUj5Omv0JOqgYp/LZWr27YRAxjKyNNYMGN1j9vk/SnNnlQBHiafWBwQCOssuBysEgBW8wJeWZevpDGVxctNgiBYabfwoG3iaVC4Nc2Cyhob97s0reykN6MKlx4UnKU9W6k7oAheGCo1VmoSvNHCXiV9hcO5MWfbxLYLIwil+hXY6HoB9vBsLV28CTjzSaoKMPCj4muUVmALoKwzvMDMbz5MvevX3d2hzmQzZ2wVed1FcCihHHOtqO3fAxUhSkaUm9XndqeWFLL8FFCQq9zooCSvuy4QYmH6w2Mos/ByQ/lRWUzJslhTOKRRMFUA7Gp6kaMQa7SOEZseKh5AU40HctpPyiiQeg6vdb3jWY9m8CSp6AkEde74yy8Q+x0vDhXnGOBkKkkpn3V76GQ7oFgcO7A3TaKY1WNkpvFRUCBmLcpjluY7AH+HHyAA7P0qIqGBH9+3M61CqTSJZ1FxGV5Ig6wE2f0xPjjymf/J199mztorTSdeL4KAbcKn9KYBLbhek/wmStICjALN4+fSNDFdVfIJBCvYyWLQOEWYArzHGgCCRINHQKSsZK1SMIMa079dFcQC5dBWhke5lVbes96sq8EQwHNyBXy+ngrU9/pe/dLCKyAWjf2ogOmBgDwKZX58DopzFa0dQJveVdhmiJpp3k0MyPypQc/ZOIVxD0rCCuOvx/hrwBoyY1xRgHoZHrpakahYsFi0t4pGPSjDQIE1szvLc4NdIH92XgZq3MCYAAX98gH5vO5BNSsgD/h8O70XLAPFGAN8nxcjyjL4ZdsYl7SCUcHk195OkyhUiyhJV/L+k1fE9vK8BgBGW8mK07lMmwNiZFL3kgwdUP/o43T7p++maeizW3wvHXsPI5EYI1xTNMYt/VLahBJMQzj6MujcI4fP+FcokmGHQNnfZdxHjNST5xmLfVaQpYqDgYmGH5PS7qLoLuOVFsYkC9eV/nuVv+PQ6nYuXU91wi8UzlwkZ2aA49/DE//qt26mhBdgEVCxi4HJDOumnoDjrmOAQBPS8qogRxGvN7F0ZLnhyVKFHH3+u9QCAfq41vEzSOGt6xhcAhwfXHfPX+6R/rkSYPMii9g9Nyz/gw5GvMZG7t4BWIp1mvxRnqgD0mizcmBPrNcLc4w5ybzMhp1JMJ5RFogwSMyjJ50EMdvuK+z1euDKfibjjHHei3jzW97l7xf3li48oqXY1xj4i5YYQ8pwno8/7xRgrOc7foLRYFAg5bK+rDD4aMm/9LvnMH8eOgmaPuxNjLFHSe4lUd/hactr3xasr4m5Ikhe4Sep39Ug0XaI/TCuePhf/faRAj1moo9SKapCcLltvOCpAuoZnt7Jn1Aec0F/T11wKTJvBeB12+PVYWGmvnct9NzCz5NfYRZ74PzPlGELGEYFm4mMH9GHjtvFR1R0O2On5PjBgCk8xJe4tggYnR3cw5loiZrRpsUqHmScpyItc75o5KsBRvo0zvr9sev4TRgUlDWSsn5LjAvLbRsW8ZD352HqkV88+v1FbAEN60p94zp2dmx4OmktcdUnqhggAphPExu+CdV7tdJK46s5e4430vrJWY7vnMGZfiVA7gr3RMidBzSQS6HzUmC7mHGmZY3ucE4VmJetMwOM2sCzn9t2JT0DGD/Jcw5svZaOEKv+ym3mqGUFlJfiWH8nh7plMN9c8ZDn79vFUqwUlNc6zzQoA3/X87w1Ew1ed/GIH+Nz5jr5r8ZLvwz4vo7vxzA68Bl+vty6Lvb80WejFhi1wGO2gHsq1PBBD/+ArMIDXG90APkeYLNxzoubtiNDAHIPEjqw7m3ONfz0AMgz6O+LANppQWxy2U6lUu/egun0Fh7q6i3Yg7vEnG/fvEzozqssRjn6M8ha2nVjsUuH390ODb5lXwUzUR/Alp6/uGVvau97Pe7PAPwLLfSVpWrqrsWBau9rGALuQy7J9RzZeth/AMq7s4DveM+7JvUAzTNo8It6qssygF63uHV/yvBwD53cNQwBAOx7Y7B78Hnx2bci1nwwunF/5O29/lB/6faHdbe9+kxqQ9Hf+fCneNBPB3jeBfxX111cvzWVX/oGRgh3jQYNDcciOWiCxf8KyI9jBLh+d754d2XaQhYvYWyxjjpWkJkWAui8tz0L4xtSr8p1RUF56rvwOp9oXmXCFXCN8nJ40odAuHhxRp8+nS3ASB2lpVrAxaa8eV2aeP4ggBZxLVC6Rjz1CRQAK3AydDwkI81lt/FUQTFWvYxyTM/WZSY9zKUfb12/EV4u3SvEBzeumFKilpYrOVE86XI9Wbehy63ugaZQD1UOnis9qRQoA+JUUQJ2Z5qpfvpiTo8IXduKHGh6RNKsmd4oxLJrfLIr9d56JaUF8UpXert/4cvHxh1zWrYLqCb1ks/0RlHssQ/5WwSczYh/WIZRokqMxooxARmP0gTWAJcbAPmCSHG+BfxVad1DOOliSdg8ejzN7t6SJl94FgXK5odrThTwNZgh1gL04RsfFNgEfeOgDCjMOhRAg2usdcAAJLGmSRlfv876BKDbOHMJYOvjVAPIGn8BYH4vhgR45OoJ9ahJg5JxYnF2Z7HYZB1sA6QVbjdSE5BSZehiykep5mVNKazDCGjvtjAUqEHpKCirIPmgFPlycA9AHAVUj3VWeYyn0Q782E0oPY1RWQIclCa7wPrcusRDBc+hxJZRwPsa9O/Mbz4Ko4BE22pUIVW9XrsdQJKe9VC4tF35kdXAGLzZZC21Aco7N25DTU9bA173S8BF5O0/+iWo6fEAH04BQmtIoXFACIqU1bt57aAJ7+I1UFVuh4qU9aHNWGwAgHSmvZ5+B/y0nnoRz7x/NNpNIyqp+2ehSG0cORlU9jZzNIpaC9qkwBo/hqeZIGfzljTHgJ6W3Yt8ttfxx6TXZXiDCngyfpeXvN96Y6TGuJSRoE1/qn/uWk/ahZd3k5frUc8YbVM/6XE7MC4Ea8vdq1beKythHzPnmtD1ZoBU0x8cozJYSutVh0JXBoQ2YQ/qp8+n2eN52Aup4OPc4P22N/9LGh/QH6Wt0FDvxMAMZe/n5qFEnSyTDAe9HsYc9gvyW3j/2gv9seHLQYqPGPtd1hs91DRCCO3Y/J4eXB5/i8gX4wCNhlZowERRucohFuOiJlbfNGE+3hg0AoARZ/4O5cCws8N6JoV+4wxx1o6fTGMH90SYi5q0ytC3LmQnmPfQ0Zvf+RYQiHj05MB8gon5L6jdwWhO470A69xnTK6VGukgH7jXLGdPjPv0PI0Xn9IvDMik9G5d8oyENwbeI65VPYzZMqjFLa+KnVF6SlvgEYHiFV3bvqLu3q1LCa2/pbkXD5ITaClAdnDNo/w13ydpJONe/aC0bLntQRmt4O9jzC6jLQZVuF+b8N1iet3Brff8XYHz5ZHCHa3AetzT1qMPPvUW6CB8uxSuGZ9NuzfeSIcAwVfXmunG7Vo6jof4bUD5dZPTaQ/g+eRYM72461L64NxmvMfRIbCaLheMd7WN5VDAG0/4cWjuTdLAt/GYn8VDfv+W6+ng1qt4yjcQf3ppH++f23olXQWQd9Ueq0C1HPrVAkfvYro5U+VvLt8tZzWwnh6Pa9V22r7uTnp+x9W0GWr+qenxdOLihnT99gTPaKV92y6nVbVWenb7FRgDrqUPz27iWFtC3cJaEQoeSz5KoxYYtcCKbQGB2VWcUQDEQ+hzgRja6Hsw8fUA2NunAJyhoi80YDTasD319nwpZQLhxEUfrCnqDTPjmkPD3tP7vDnFugd+BMV8D6r9onHsF3p19xtG8LnITxRCfS3PjXJYPkDt0nNf5jN0hid/m3upwwKQ7XoxlV74Kt9jXEkpjNte2ftK6l49Q2il2zh9oW+lUkXqlhnnfu/LlDc3kpXCv/LiN3AmIryQNPN4uWerAe2hmS8/+wbtgUGeeiw86v0umkVveNgBhtvH4kvdrzGDlP8t2YcAuV0/u7wvEAdeevx7UojV/IrGG7TggqukuF+D4YPe9A1CyqGDLOIdX8CLf6l2tMyJOhV69MP98vZRIdN5Jl3i+QuKM3r79LXA42h1nr7aPnSJWRzW45FJbLQ69MyNjz7BaxzF00Pn89ndoHBWoYBlvA4beGtFXLJlWj+rNG7dvJnqxI5v4llprNigd4KCNhaOz64aD/8ki4iSQE/SEsBcDW9X6eAf6VD38E9/vDsAR40PVzq4O81cJL736Us5PeFKXXulzqbMPUDZFl6t9RPEDb1xE4UrFmn3UxI8XiuN7n7YFmAt6AAO6XlcP0vMd2i/C4BunBXnNn+9lzmpRhzMMUDkMt7uGXRCxiCsQkVf24ln9ZFTsG4AaoXgh+iClzY5p/bZC2n2yPEA63p4uz+MV6fGTmN7dqOsr+C9OoOxwKXUwsO7QGz7gp7G/lPAQqHYYVHrGCbBBLDchgFEmvP6R2uJPXsUoPBsWvPVt1OteTBo8DOAwfCsyO9Y/m8U8mNQ4btm1C9A/44xApQCoMYImwCQSwlCeglnW9alSSiFJ435C6XkcoEHYd0u+UtFPAfeDpRKIQTyVNZfAboKXjGVLc9gTQkVEvRS3idgnOmZTHu2ib9bx0iiRb8IqgfF+MfHUv3UuTAkyy3vB5lSRADqsb1YbxLvtgCQ2IMrynAlAUI6Rvo1NrZTAJsAzGEskX+FEEkfaURg2QE4FOYFquMJNhd1C3p7wHPp+2s7d6RGFQAdj+XEQUE641B82L/EJJcKvYIh1Rj034KhjZOn0+wZ6OxlDBnyQ5NBIeg7ZWegDr2z5wL8Lsgc0C9b7FdRB8qj97x0+7AAzNFdDq570F8arcvY62qYpiDc75t+88y/m4NJCeaQ9hpouGQCwMvzboHmX7qi3mkAQh+0MODIriRo6Y+Gh7zU/IYYaGvwoJHebWKkS5mN4ZvnCI1zIkyBfU27GDe+sI29F9aKqtS50sN/GoDAchvPMmIkEWEVkoaFjMihw+u8bBzLfKBAbJgD10rHTRiWxDeL9ngAEzIoTb7yEkaMyEy3MRY6epL1EoMF5ubcXOLgp9zYkcGIVGBMNTEsahJCRCaIWeKmNpAzNQYa16CHvTQYZ8JwKm4Z/Rq1wMpsASaO3vEtDMJkWWEqaYvFXGNh0CjN/QW54lPxqnzEFnG/6ly6FuuchmsZ65wsLgXAeD35S8QsXkiv/4iPGt02aoEn0gJhGN9EFgoWoLtZKjdqEOOYfirOu3eLPno1aoFRC4xa4Im3gPTxiu0bVs2kXRtvpa1rb6dbgPC/Pr41/eTw3oi5vm39rfTOoZPpld0X065NN7nuJoB1I2jmvV/v8Qclz69dhB298HduuJH2P3Mdb/t6vJcyvwmwvoe48QcBwMdLyP6U6cBmWOueK6V1q/Si7KSxkgBQAX+E8XTy6rr0EUB5AyCfS+PM8qAySI1vOdbUpMa/mbZTrzbPfv/U1vTDD/YRW35tGAu88+zJ9Nq+8+mZtXfS3k3Xw3P/yh0Mj1EIecwYgfIPaunR96MWWAktgC5iYPC8oDgCza1jv0rdd7+XCsd/HUwh7dVbUv3ymVT96p+l0q7n5u6Q4j0DrC8JikPXni4ex/kCORKAvnTwrVQ+8DoOTkuz3gawTRz57h1cqpBJ9cTPoJcvcE9p9wthONDZ8xKszTM4fcHEied8ETC+IFBOEpCXar+FB32HzwqXTuQ6xQ3o9Z7/GqD+V7gPcNtr+d6yF9firHPgDfSOGD4BZBfXYDiNh74LZW92ivPcaQzDj6O3IkQlrAFS6QdV/ZBhQQEdpF7+XeLJF6bV78LEgyNXkdjwxQ07OLPOd+IMinjqJ6NAGKJKjb9ECg93jAMK0svTTbId8muJq4c+Vjm1rLTc65aV2eiiFdYCI0D+fh3CJNFLzLjK9eeOpul3oS/FVW8WRa3e6HFAdtatlKSCHOGwC+jWPg4AR5znFp5bVQ7xxoR10bpf0suxeeZsmv7oKMo16CcbLEDhULjChwl9Ij1IBU/M7npiCgb4Q1zWdWwQnycgcL/GHvrOspcB2ybwzm2ePJcy4j0XZqDPpLsUyldcchzxv4MCqEtc5SLe17OHT7ChrQ1P/8fz3lpxtX1qCyTA2iR+8sxhwB5A2p5sGYBNpjCIBmw0vJgxCwPsBUQLmnVOZxFnEKCpQhzsMh6vMmW0iFnYxiO77yYcoGMLFg4NMiqArWVomAPgX06LMYaMf2gc+dVvvx7jSSrsxtEzqUDM8OZ5GElcZ8mr67XB5xaX5cp+6wGVfavRxrubskFpPnn6TJp44VAa27c7QPFll6Vf3ljPoT4NOunnD0HxfjlN/fqDlAFCckoPbC0H6LhB1IEkUF7csCpNvHIorf7a66n24iEsPJcWYuOmoV8qUwUxIn6uAC5rgaBhT0p3Z7/gMwYCReIC62Eo2IkvM/1Kf2Ic1ssQTGmfXpFrWb9bxF6cPX8Jr9vTMAlcxcscD3mAQsNM5K3n5UzeMgoHWRB2Qz+lN/CMzAl87m/+aAzh8zXSihAVWtpKWR/5xGVRPN/rPW/MVoL2Mb76K1bsG1zCGNPX0RjZ1R0Iu7yfPfZJGGH0YAOJh7G9CETW6b+ZI5+kSbywO/Rn8zIejPwVUA24tF8mm6UIVez4gd1hSNJu0f8aFGCYQGtGueJPf8wIgnakLqeMejTHM/tVWNYf+5qfMEDgpVSEi6WMazLq33VsUk/vyWHexa5eCZ9Rxujzu/UxTETPmOfMdQ8f1tmxX8Dju6BBw5BhigYHhomp4AEb8gUsCKt/78206q3Xgq0in3938/7camwd+J8PH/qmP84XlseSSiEZTDv0Ycx1m+h+iUzd74w1v+orxHFjPZj+7YcRXqN3ijl6CUMG2hQifIrAE9R88T/a1bwZ29l1wk80z6bbrGftqzdSHcaP8Refi5Acrr9JK+5RGrXACm0B97AWRryt08Qj1NAqRno+j4z9WyRWsntNGI6tkDpoqNNGxuiyN2Z6TBi4kLKW2VNyuvpcabRCijsqxu9oCxi6R1moizHc7N//Q2odPRWvpV+Rpp4TP3szxl2cGWd/+f+z9+bfcVxZnt+NJRfs4L7vpEhqFyWVpCp1dbunu+1xe87xnONj+x/wn+Xj33yO7bE9M+3unumq7pqq6qquUkmlhRJFcd83AFyw5hYR/nxvZAIJIEECXEEpHplAIjPixXv3vXhx3/3e+70nMYoSAYVeHWILCNG5RC/+Qp3ifqDjVnS7kEAhgRcnAW2/lAN+y8g08QZ1u3l/2C6PjdgvAKi/urbd7k71A5zPepS6ouUVMd5PFPkmPrv1YMgBbW1hV7N7ERjeItI+4zVEtL3o6XcBwpfLDcwtROBT7zbo4j2BFUD/NmjyS4ebtpcc76K0T1oxWUaH7ORVnO3H8lz0qnO1AHmKoVDHi4pe7b8LTb2A/Z9/fcj+eH6n3Z7EPkHk/jiR8hNTg/buwWvs2Vq2mXY8mKt6FH+IY8Bq+vriRrS4ciGB76EE3DaB1Uq/3fa3wl0oWwF7lAwsJ1UEOECvcqObWLzcsJHLJp3CMRpAPjj3Ryvd/JY6STN6+6o1sa+VjrxHwMSh/Bwdznnh4Aifv+v4SXLlW6ewt9EtFh/9wCLy2q9Iow9wn9w4i975OwsAwUXwkUCLHxx40+sLAdvDnUcA/HfnEech0ePYSWQPFI18Jsp69Zd88pFyvQ9utPjeLexmrEOA+rGA9M2KpOd47c/EYCZK982kEuO1tGS0p3n2U0t4Bde+4xqA/ETVJ/Q5fuUjiwHfO3IKykTmc80QAN+unsIuTp75oU1W2v+20993HAb8Glw3m5Y9bNz3iXICCAdJF0TEf8+od4YvEABP34pSSGCtEljnSOtau/OUj2eRFAVyBWNrZe8uQCdoiKFvDYliVi5lp8V9ypd8ouo8eg/lUNF5LMDx5iGogMeIcJvEIAY4/QjDrgCX+iXoqQGiygBvtfazYYVHxBM19amezJqtEoguF+ptGcfLgIMxQNPLELGt5pdGRojO3WNV8lfODGFEmSEntKOm3rV1+SMBtBBlt+iiZ4mUVpS/8jh6Pu112eIfWKMAz1p3xomQvgy4CWApwBcfG59Wuqm1XhAFK3r60mYUEiimBcSrKMdjifynuo+iLaOeM1rAHIGmXqQ/pihPLSLWFYFdJUd5PKx85KIxWn0JMR5WXzmAkkOUPlTlU6Pk6v70GxSgKZQw2st/p5ATuErRvdK+3XEYAigHjC81AajxmLw3Ri4k8l8bnyv3tRwE6K1OW1OJWPP79u6xFvnkUyK3pzHaKxLcAWe/OptlGqF2BEPQvu/dbtVjUOeT2qQC+KA8TKu+KoIUlbxowR3gpJ+5o1feZFRmljBooBgnpRWoUr9YTEpEHSYTgNV+JQZVBgHklQCIKDXBrJyqJqCHv3ETx4lJvqf9nUYx7gH57mM5L0Et7k4FFy4CRHKMFGZX8DlYHeQjeZA63T3j73LIm8bXHCBAXiAuwCKurhyvtnCA1yFQhjWCOuP+QZ6jWziO5xJObnIUsxrnEIWQAVK2BPiPjVsDNodZovpFMd+YgHqLZ5no0VWnGyhQdiOcrOJR6tuHdy9zJrp02eUTiSWAS4veXl31ZvBblPUJNOGKIHusovsEg4eD/dTM295Fx0ijYvzbIQccvdLBvat40Z9q41NHX2iQvmBegm6Zoh8uhoX+hBpjImATGDOiLUM29PoRG/4ApxRSWETMz3wUXnSPuD7zQpOBafHIJqW630r0iw2vO6V4dxf6vFJvAlg5lKoiGh7Oqf5HBmyWeVAXoKJ7So4qWjRUFS85GXnhoxoOlAEOI/GDaZtF9nWxhcB2oc1r2E/ONp6rj8X4sVJji88LCTxNCQiQh/69dYW9A05WnbtFzkkRUedlUt+4o99K7BRPsy3ddSmioVO0BnQVPROaNzEA8RwqcRhPNnfmLaOLxFs2dh1ZvC0k8IIkgG7YIqXC3CdfWp30THN/+Irf6EZ6XsiYSbNCnr8Bulfj5BmbxuCpNChyfNF+v/ru6wA/+93h9gX1oLhsIYFCAoUEnrsEUKsd7BYd/Uy9ZL/+bp99fmGnfUnUeKMVOZ38LUDwScBrvX78yhWPUNfx8ST6TPZoQMXXX3R6RZjXyUl/fWKYKPW608Yf3D4OKH/fQXntPcKU+hS1T4nj1LZsmLFNRLI3myUbuzti56Gpv3hnFKeBUQK+5IDLzt8NNX7KI39obyy6/FYS2Kfnd9vZm1vsN6f32fRcTsfcaPTbH87ugb6+H5NJCd/9yAaqTXx9E5slGr8ohQQKCTxnCWCvU4535XHPsGEG/dCuE13ee6/P/qSG4/4Y9O53LueAsHK5i/4dltFOEWutcsKXEmygAPYtbFItBc5NY0+AVVOU9otTccGOoXqINE+glFfUezRIhPcQ6Qad7r2zm+tcgd/opcn9MWue+YM1f/vvLb59gTrRPQVU4xAQb93DuXtZ9LBbVnAa4HhF3qd3cNgmWl5R5MHoVmwb5FzHthbhABDqepKHLsNeTdH7GVHpopHPpiZwOiVgqAQDIwC+wPPcvrjQpmwWJtivfml28hdWnYSBk/4n/Ruscf8OzGyA/Vt2u03HzwAHK8EKEJLvvkU0fjYDcyz9jw+dsGj7IRwH2uuhgqVmcYYduwiDwFnqhGWRNicbD1qw9WBOk7/QhOJdIYEnlkAByD9MhG2jaUC+49I2AKuDe20OmtEMQN4jxfS9jPXrrMhZIBVV69gDgNJLRLhut/4+FsbOQrOsvUArACdNQLv6xcuWXMZQBQWe05KvQSlcVu1z+qAzAsRBWlkA2daNVt5CLigYAnIL+HNqyGNeRgCcIj4FgCqXfAxwBcThoFVCVGLoYGSnl495kWdwGs9ZNhkYjaBFn4Mqu4wzwQB00yZHiKK8WAkwNqLpbty9C13ROE45ANVaExg0AU0OFLJ2yWmlCj1rBZr1iPnXsaaHMGooD3qFtaO0iU0itOmJkM5O0fsmACTU4jUow+eIbi4f3G1lUdOupWCkD4eI0MfhaQCDYjQyZNWdbJrPXbRZcog3r96xCOei+jR0RIpUb9J++pZ59DPgqGBSAcK32dwCGD8gZ7ToxaWw9QOoy8lATgdrKaL9LCMTUUfXLl+16W/POEOAiR1AADX7aimSAVHmArX7oLnvg95f11ozO4T6wj0u2ncBzyH1ipI9L7rBuBYAdAboKZr2cMOolbcyLtt3WDKOEjoGcCrAj9x0Gedn01DuwbIx9cnngNmkLbkJpRT02BngSKdWKfwO8FNXdR8U/WUUZ5gBHMnOL9z1k7p5Nkj2enUD8jpITgTK924AHALnl9Whi/KKRwDQifAXE0AsamBnbGGD4a3iAM1LvqvDtjGF4TnFE7h2mQhGaOhzmnz1D4BHDAYAlJUdMKBsY61UnvOBPt8Q6HmVa/S53PKqmSG0LVU+d+T8uCXwNB0ad8Wk9S7yEo7ZVDCaDAn3hwAhjY03aqWzetf1wj6lvSlOFYp89+JrBXIVoMV7L+oXf1cU9Spnnn35uq+UDf1vHHMnnvlNTX7GC/yZzwXNjdBT7zB+DxkKKcSBprHrPVprVjd+Pi/QN0o7I+tnbYqYl9Vdu6zGGjJ77hJpJG5bCOjenJpmPqKftZ1M8KPhGvk8cYcRIiFrsISIeUJMGXr1vXY4Z/xYUX97geItLl1IgDUjGbsHXeCYU7+nrA26bXQLxTzPywf2AhCuUS94AqmKsUX54Wsw7qToPaGePTgJlXFmc12A9SsdJ5LkGim9cHyR/i0awxIOXn0/ettK0NYXpZDAepCA0g/N/OK3Nvt79DmYj+R0KQdK1xG5v/R0ki6fkfap/tVpUoiR9gnnzhIp2wIcu2N0LoMBqyiFBAoJFBL4oUjAVX30/PtEv399dZs9AHS/CQAv8DmOYPWCYl5R5bP1sp26sdWmG9jfiBKfAyDX/iBSup1VFG0lnFWLNfju9IB9eSXGBlGx2w8G7P3DV+34nls2OiT2uXxvmjuVs2Jz7Xq9z05f3WKfAaB/cmavnbu9ye7RXuV0XwsY7+YClK1p+nLm1mb76krJ7kwO2iTtEO1+mb6kbDRqgPAX72yw5KsjHjE/R2S+HiBiEnjIlmgVUigOKSRQSGCtEshIOZncvmTplW8sAMgOFcG++zigPFjNkjtSgRLprYuWffNLC89+Yq2+UWsd/bFV3vuvccAEoG4X5YiPtuyF5fACgThgVWzE5NQfb99PSi4c+7vA+845HpmPI0DEMb5x45iHrgfU2aQtyfkvrDJxDTszKTLAK0qA4uGNb+nTZY94D6G+V0kfwHR5iSArKPRTKO4NUDs+TOQ6dPYhwLyi/WVfA6BadF1FpjeI9s+unCKVKedBAx9AhV+Czj6Cjr47Cj0j6Kh1FUaA6+esBVuo2EjS5hjOUqfZ611zu6XTx3uLWH/JUx/teRWAf3PuDIHjgNPtEwHfKRlR9q1bZy249Q3R+1eQDevogzK2dJwOcHYIPUp+BcctBTepKDinKIUEVimBApBfjaDQeOJNG4nkPEj+2zHLlOtYoA9FG+L1VqRKenTV5JzNnTwHgLPFIzcVrdKryPjbJAq0Ds1xjZymcxeu5WACRuyHGa971fUiPnODBEu5DBVlIgMqAGMyAK4fUODRUpGHWQwwGcvxYw8GQVFAEy0XCtCRxv3QJ+Sj638mR9Au9hXWBPgT3XT12l5yP0/DUlBEGD0Tea+yUs9FDuijKMvGbcB4jOUlcls3ADQdbPM0DmzCGD8xgJSHR/FkxMgn4FLAKuf6fNNmDRAoAjwV/bQDnj4XGfd8kWG8oRqHrrZyDbr4SfKnuyV+7ZNV7agCalcAWRVp3gSYrZw8bVO//wJFizQOOBWk5DcX4KyIbQ93FThaJioa8LBFRG+oPJoPoCYnuppdtzsg9b+FArdlQWFdlQipV0wP5d27AL5hCMCgn+DcJPDMwToqEY28cswqT3YfRk93AKIPay7ywgQoThV9LtYVbiiNiz9Y2jYBBxMZBzmGiYWgumcXYDxU2Ixt8/INDhVwiHMEa0UAqN24wmf8FnW6crNnOCkIVHdwUesJCnA8BIX89m0A8jsdPBaVe06jzfcCKNQR/VD7cOTw3OE4eLjsO51krFM5f2EATlivlM/eI+T9+3wOeJ20L8ZRSmkRBIyXN2+28uAta0Tkq3f4Ou9v1lSk5YRNpyf5GJpvnAmyDiBPs3TtAK/WMv3Xs1jR8YoG83Ve46GHlZrfaR/vRAyQ4rCRYLBOqVMy6GYgmD90hTcac7FFiH0lrGrjwPX4TPJeVpiHCfdPvHUDXsZ4OuNg4mPZ1aJl56yzDwIsWaFo0FT8Hl8k0Pxz+qNUMKEYG4iKH4SqfeTDE1Y5sM/TNThF7rpQHGi7Igk1R/rbY8h7TaWVSqq1hXnSR98019p3wkqHL/tczBy6P8vbtkA5/4rVT9y06henSHf0ldUuXLYQoDC9P43+KAccrkVrgO+5J5neNKzFfRtxL9VZw+7rXvWSeqRxvBEP+qIUElhnEkhZW1uwm6R3iTRgwfWUK3puoCTIwa50gAj5tTrqPWYfPe3W6fM280//YrO/+p1T0kc8J/r/8mPL/vRDqxw7RLQI9IYXr1ly6ZqniODWg+UGMB4Hvr7Xj+H4VgCYjyn+4rSnLQH2hXJYjeUwi/4U4xyboZ8ufYgFPEs8dRCMLCmsQrrv3OlRumRRCgkUEigk8AOSQAzgLt399oNBu0YE+hQR6OJV7oM+XmB3DngTPQql/BTA9ddXsDtU0PuJGFdO9rWA1PkSm+GvHxEgOmTXeV2dGLXb93BG5JonDmMvdm9t6fNsqrh+Qm75m0TE//zzo/aPUMtfuLORrXOIv2DLyrHavvrSyXUvp4O7APrT/JYZploiRZvAdiqTLlaiX8prf/rGFqtCpz9IRH2TyP0IBwV2yqu/YHFkIYFCAk8sgawBe57ytp/6ZwsnbgBUs7/fjPMytli/abuv4La8WxYAOofnoWavEKlNRHr5zZ92H+WgcunVH2PuwyYXE1GeYo/auMsMivZ4637WwJUhv8WR84uqXfIH9kYi1wMAczk+tbAXNWEJKeM0ENZnsGFMk7oRW6YKDADNi9g+fvsfLLr8FXYP9ogA8q1JMbY2rPzan1gAbf7SkpKGsnX9jCWf/WdLAf6V610R/9HEdWuWCMB55V3va+c8LJG+70wVqa/AHNazVH11QFyr6fL1zZ0X2jnqO/V0/85oQzJ2yeLxS6QtHWdMYmyIMIJOYQveBZsAYyKmqu6iqH5rzOYvfQE9fqDUAthcVyyszW6zp405OwLtXxf2sxVbXHzxjCTwkFnyjK74ElYrA36Ml3l153ark598bgMRwBjeE0UkutV6LerTcxAAGqKiN5XztUF+59r5HZZ++PaKF045rk5U5Sx0eALmWwAsvh4AKLwsJVO0KuBYmYjeGFA+UMTny1L0rJDhZYAIO4zu8eZRm3Wgrb0u830v/OdFd89BWaZ+CJDWIoJZNNQtIo/KgKou/8IY9EKGSKuR6NyVqkKUl61rd6BhQ0mg5NHxvGFfmOfzaZKne4o14rJ/HwAkerSzLwCB1aCibwHsw/HGOShiAonay517X7J2iCGhAUCc8DslijoAmF6zPsEJckrRq8y9G/XjsYlhvEQ0dB0gq4bxXG2cA2xOJohq03W8DzRLbfK1GCeWmcwagF6zZy96fvoSUXG+HriS5l1c1Q+BqaLTDwTG0qal95+i/wSlKZo+lEcpx6y90zSFerT+CtTWbwHgkrPLWHolsk75zN8qyhfZKK+0gO3Z85e4pA7gME7xHwKgcUpotdkQVKfnd+cY7dIzHDPCDRWr7MP5gchFgXxN7l2PzOcQFQ1vnkNeb/iPkumU9bSRh54OyYuuCSAvQ7DmjMAQEbu3p4fLzAFwfSI5EcmuqPbqgf3WIGK4eeWWGwr8igg4YB1RrtSWgErGU4Zln3dcRv1T1LYDnof24rRxiOj4EZwvciYXyV5yckGxOfAiObJIeYQ8AKc8kjttyw942E9dEHlXcF6AcaXP6fGhy4Ka3BkLBOzL6kHRGEi8chiQc0UJyuP+IzgMAEL53NEx+n7dlU6r1FfeiwWA+V6GTUeAexP2i5acXNRXeSFoMtCTGLYGw8Ei2oURi4j4wTdfterh/W2a+nXSSY2NutTPWoJzXrQbI9SunTgM5E4znfndGcNOq53xgXkidowSAMhax8/vR9aCSC/kGPDSWlbZudXmzl2wOutpDYdHpflo3oXdgvvY1y5R2qvNErE2etNyThm3mfMXLYZ5pvoq+dhgM3lU2qFOP4rfhQSehwS03ilyV3pGMg2lH2uuPyuZx6y8GJlII4VTWycVzrNuUwoLxfQ//sYm/7d/Z9nN20YInCU8dxRBbDzTxXKWTE5bg/swQcdOZu4TzTFifW8ct+oJIjaKaOJnPURF/auVAM/kyvHDFv8v/zOOqLAJ6dkglpTOY7u7Hj2jXXfkrkNPknO6HFFDUqEVpZBAIYFCAj80CaCJ2GytDKkdexZA7ohNpF4qHYfqUBHk/O0mBAD1mXZ0+mrzt3tl7R8l6gpYnhut0G4Axisn/MfHL+W7JhwE2hti9sI4uENxf3+mat9e32rniYwPAc4rgPGK3u+1vHdfZ6X3c0T/y5mgpDrUVzkBUPy5wW85IXS+UxT+TK3i11VKwKIUEigk8JwloJzwNdIPQeMeAv4CvCy2r3U3R/aZMrbZwU2WbdqFnQZmSNG8LwHYFbVdOvQW6xCR3ORazwDIRUlfOghF+/DW7hof+r6zIvRei3BYGiGyfDNpPW+d90h82crqJRiZRA8vWnmB0BTR7DcvnrTmyV9a3Ji2ioI86efcmU+sQX/ULu2/FhdQNWj3M5wPovOfWQCLgKLbqw3syzdOWe0MzqlOs6+UpHkJB8BN9r7K3u6OBXphw4kGNli25zgp//Y4vtI5dtW/3R7DHlYPB9lnAq3hrKNKK8retm31W1xdk8CfB6Rumxlzm1k6KDr+bejjw4uP6/pL6QqyOvns5cwOLb9VCJzVeBflByeBlwdxfZFDw80hsFTRm1WM0BE0xQHRgukUiygAh2tQ6+n+EZ0zC3WKB1b96g2rXL1mTQCzqhYVfbekOFUwVPWzp85acneKcz1r85Kj1vGfYAWhjG1EXlbJ/RxDV+8A2Tpu8qKmtYckAAAUiFMhoqdOjmQ0aveY6oAHi85ZL3/w0FLuZqBUp0UXRbZANwczAHeK8vwlIG870ZU3oJBtyFgOq4eowqVN5OkP0DE051A0WuSjVDT6NIBqHcDbI4DbRnXRYgpsr9+ALogoawfju7qjDS+QJdH3CYD8favjjFEhIru0Ca/BNdLEd1Xrc95zMRMZVCG6rnV7gtQbF2zmi28sOolChpNR4zrGdgAA9cE3z4p8ZS62iO4PpkR9ftvmoJvvZ93LdgMUYJRfk5IjbxMZOH03y7q5ZNOqTziAj9svKW1+rH+x+h+c41Tq5FDPoGlXLvYFOecLw7z3JG0QU0FJDkeMTeWPPIsUlV8nh6hfMT8+UXQ8EfcqGqP5pqt9PAPElNJ37LBVj+xHLkRyT5GnSQdLCcyr0F/5eXTPQRaeJSn5qTKMvd1F7CoZzh8CvQVmKsxXdeX4rSLU+UvVqm5AStHN9wGm1y9fsdmT3+ZAuy7FYao7mea52mGf6ZJnCFisfKnh6ID1Hdln1aMH6ccA/QSQRxYpxoZE46Ui7LjTaYD9QJT6Yk1ATp2PdcTKhcZwgwQV1l/W5NLOLTbw9hs2QHRlLOYVmAo07ppvneL9o/0yhgu01/qnFCTu0NE5aL3+lti4ZQX2hgDtoRhmWLuTm4yZAGMxH6j4cdzzAuQHoHjcQsoDHF5KsAcpH9e6KpqnOIFEgNglAO3+t47b0JuvWZkx0brm40WDu8dQ7fe5zr2scVaKBWc5eJzNkc8NDIFcP2auVlnH+qHNrsFCNPv1aZv+/GSekuMGOc6Y8wne5fmNo6gdbfaI5uF+CsZYV69ctxbRx9INQpxQilJIYL1IoImOMff5N9Y6f8VBQ1/I9QzhJWDeV0ity49zD621kziytG6NW+Pb89Y4fQ77CbqA9AOiNAw9KEE/keOYHPzqtNm4p+DOsIDnaR8Oy30nXvPn61ovWxxfSOBZSSAahVqTV1EKCRQSKCRQSGBtEtCWRbp07JHiC/u1Ti1SVRRhzk7PcRcB2rIn6PO1FoH7Mqi30HUErg/31/wVEqneakZErpPTmQj1kcFZfAMTGxmYs0FyzleJym+x3xSAvhaq+qXt62xH1Z+VHApyUB7Ai356XxHJSscurb/4u5BAIYGnJwGBr9HOQywYH3u0ebDrFexNYufqsfqQUz3ett8yIsqzDZux+6EX7nq1fXxXm1h7AmjX491HSVVETnf2PiE54UPytPest+tUf8vxyseu6P1M9rYB2bsUxNDVJq4RqS1H3weMx76KE4B8f7KRLZYdft9CKJA1Mf0AAEAASURBVPPzcziNKHivb/ou+0Gxj8D0ybHp9P08r313gE+nLVqmyXWfEWmf4TCdNWaor5+PCILlPFHZq1/dRRT05Td+agm2uezqKce+DGaA0lGYASTXYHEkuwKLPP0TchXe1asEJdJjUkc2O86151ibkYLYYoexC4nNYIkzhOrIcEDI7sLoWsOuo+h8XUdR8isB8izaWQ0W0wewmiIrG5AzA44XuRGzV7OKz77HEigA+VUObkQeDjeyk987IoK5MXaXBYUbVAtR11q1yuqe8WFaOVj0MISFgDyNe+TiAJgXfbWir5U/eL6wICSTkzZ344bVbt4E4AB0kfFs3fVpvsWL3qiZEe1VhHwVw/vg60ettANPMC2GL1kRXUlMREOFKP8KaQZqQ5d4oLWcicGBv/U2KP4cYwQAurJ7RMjfGiNnNVTj5OBUDl2BOkV5ARIA0GkC9Mx9e9Zql2555JpT7QBao5nkDWr/zoiAbRCpHIxPOjW9gM+0DaJqHUgA5FLlPVakrAzrcujp1CENRYDsHXIIlW8S9XzTmk5bTVToSpE8qxEH9eeXIKqa+1i5XwVsKl94df8um/nqG3vwm08Bt647KJ/nfM4rFj4eCxQl6r9xCyM8Rne1PVTOcvV/DUV6oV6PLm2ZPvrA5UeowVBki1nAFCFPZLtbBjjSa+V7ZwCgIYrGFxjcof+VXAYO7LbsOjmaJuinItSdCQAlT2Oo4lqkalKUgJRPxLCNCG4ir/oO7qM+FGR6KacavTpD6+fqB9WImkntS+Q00KVAiwbPo+d5xqgP3vY2duutV2V0T89IIfRqv6KF+44estq35zyXPMn9rM68yp0OON7r9BPytqsJgCoRwHgFMDWkz+W9O8lTjjMCzgQtyUTthjoq73FuUHHh6QPanuCckOJ4Isp67xA/V1PEGhAoQh7nqOqe7dbnNPmb6AOUgAJ8NXaU/Lp5P73ltGmeXYH367qowegAkp/W6xCq275jB3FuI+3I12egIGNuMkYN1oE8Uj4iuoN5hjNinRzMU6dOu2OEZFTimbXS5uaFyIC+xWwmS6wbJcD1PqLeK+gGnnpCc9MHzn/MN09GLfVTsohwwvRcvfPfruFN+0ZiBjEx+ClmC+au53ODlUIR82Wo7Kc+/dLq564BGhItr82bztM9KyARJ6jwzj3PdZ2QCzuBMUKsEEUpJPAiJKA12lOhiG0EJ6eM37N/+NJmfvZra569lKeKwTFWc9hTdRCF1br/wGrfnCGftRxjeI5r76FbTrcFOoLuC6UEeRrrhthgEtLapETAO9MFz3vdf3LWVRoOpbJpnIMxTLrDJ1+gI8ywZu20+L03rO+jExixdrwIsRbXLCRQSKCQQCGBQgKFBJ6yBDp07qgbDy2+B9ZBvll96KErfqmo+wRgXe60uzdO2olD123HJhxqyUt/+eYmO39ro9XqJTu8c8wObp+wbaPT9vre23Z5fNTO3drEVlV78HxPueJFHvKFnA7079F9lRkHJewJ+vqQZhRfFRIoJLAKCThwfuBNy3YcJC1kDduAwO88snzp6bJxRYp4H9pk6b7XYCkUyEtgqFJz9ihBH/utKkzO8+URqwI2j6yGnZf8761rp7GrwhwmoH3XEXLLHwCY3+B7Nq+O/V20YbvZ0Q/Z6xGKd+cijs/sDQHiY3K8hxv5jvaqBBF2lA3bqOMg+zJYMbFxeC53gO6YKHeB3ssK9YfktA+Iwk9Et69AIP7VUuBKGAJC5CC6+e4iuQl8Vx741g7SkgHex7Qx3v+GMwl0DJsCvZVvPpuCMh+7pctQEf39OL3K9tJVAiL+ox1HPVgiDbGNiWtFYzSKw8Eoe8VeNPSy4QDeY3SkphLvuQY2yPlNb1f9/lYGJ47PZnFswAnCSDPQsSsuPbT4+/svgQKQX+UYK59ovAFajE2bHNSui7r2HiDVKs9//odJ4WKBwbjbmpp1qufKlWsWD3LDdwB5FtGUnHMN8jM3x8k1PUluDEAdd85Zf14GPUSoPvKgAvRIcZiokE5A1LmifeeLHsev84/0IBogKpjczmWi5AOiFTOAJAfoGBYv66lb7QeYonGb5GlON+H4ASDfuDth5Qb0wLb4obnOpf+9aV4KXY/A8TkixYz88QIPUz34u+ZOJ0I0IRo5nWH81Hv/nh9a1Dqv9ibPlwOvY6ES0VgrP3eD/D5aZxpXAOQBwQXmRUS3L7qg6n/cAshc4n5Q/sw+0axj3K8T1a+88S2uL+O79pa+FVXz2mCWDPMpTAGid3dvSIUBr6GoqoXePuxECesxi9oNkOCU8ACdApD9fu+uTqA2DQlRckMA+UDR4oN9FgMulg7s9LzTdocxUIS6AHmFp+f6cLsD+WDGgB+K+C7vgIL94G4UYpRsFeQlrgPPh6Rzu4vap/mDIislN1Mkb1dxQJ75pueGcs3LsLGoqM14p/pS0RaocslrrfZoZRx5GtCxetsFRC5tu0BvnlNyRIh3AIbv3W5lqFhj5WgHZBETijYlctwQCDRvY+jYNdQ3pQMAjJHzyJoKbcmdIKA9V6QzUdMxdPQOIKki3Q/Livogoek3X7bXyGWHrZsP8j4IuIoFXJEmov/wQebHfh+TSSK03dFCmxfJlMPFwGDcd+HFGzatTQr9jAfZHAKwxaM8e90p5MV2kO0hXtsA6+WIPQ6e6EPQo+GMqPFzwNsHp9f4eRf5VuPHT43hUyqaS1obBapXyAkcVomYEdA+wYu1yuq0xy/LDxyfWqzNGc/W0v5tbNiYv0T3FqWQwIuSQMpcnfvqW6ufuWgt0sKkRJw3zl4gIv2CpTiEZXJ40xquot+szQ1SzEz+339vtS9PWWkPOiHzX85iWrPL+3Z5TnflmM9z5+WnPu5PX6tJUZGx/iQZhh8MInqe+F0unejsJXvw//ydNX73hSXKIc8zS1Hxg//2X1vpyP7HvWxxXiGBQgKFBAoJFBIoJLDOJNDWRp5bq6RrSPXZNjJlh7eN+3b2zNWt9l/IE//5xZ0QDZbsxP4b9vFrF+3I9jHbs/m+Hdh63y6NAdY7beGTNfV59/fJWlucXUjgBywB2RcAdQPo1uXs/Mg9kI4HqA4Bsf3YhxonWAnWshgAJLdusq/7+pdOLx9MQrkO/bwdfsfK7/43Vj78LjaJLvsp1442kJr2tY8tO/IOl2Ll80hwHAW68qoL8I4PvGHl8Z9adv5zgqOIlO/ns6MfWUReewfCe0yBkGtHe2AAOPI++zmi3gHQ0xhQ/MDbAO8fEJS0nH5fUfnuPKBIfeyGAvtDruWLsF8DZpB7d6x16SRBTKfBvgiCGNlm8aF3aCOU/hUxAXQV2RRpR7j7dctGdxKoRoAE0evxINiMMxl0Hdt+K0eBcONuHBoU6MS/4e1mK7Ee6BwNE+3268CkktPVd8l5+SWKT77HEigA+dUOrjAO5cAF7K1u2mINIpnrdyYx2AJSrGXhW+31nvg4GoVBOlMuXiJE60S/e/QyEZUhlMUqAlGaExjVFNkKLXRKztjAQQt1yM1Yftz6/EH76oABMWY3AUsY98q7yBeN08TCArw+W75iqxB7PDJo5T30BbAt7FP+K/rpQOiKZ73wL8TEECgi9x65yKHXrVyHnvfoEbNNL7xpP8gGZFAg1y6TpuL8VYumxHjBFGL9crBSt7aK5pQ77rE+oGjgBuh3vKBZ1xL4JQDOmX6kiGHkdv1Pno8do7uqwR+8ReRxwBozc+4yUXCwOzB/jbyxKxVFW6fkLW8p7zxAk6i9dZ4M6isWrhmEJYs4tkr9VdIi1IbJbz9Ofnt8VqTYeGnjyYFyyou5wSPO6Yj6uy4LEkd+HUA+I4967iGZdygfDR8oBzjEFKAi+vYKbC3Te3bYHEwBjv92d7EjD44VoC7q3mgUj8/dROYKGEGOArRV5MignFMCvaXoa64sFH1LG7nHFcGrehYVPk/5PE1po8t44XvNNynnXre8Sdtgv/oQMT8q5PNtTUI5TwR2BsArZwGfW11t1xzVPGwx/o2RfhsBkI+I4va2a04oClJt7iDx2rTQwM6SKfBHOe4FyOt35/NFfej5B/1ut0P1K6e62u3sMvNfdDe0uxI+X+mr7sPW2Xt3+KCfcj4oAxgPvfs2sg2I4mYDcwpAeA7qRTk4SIiaD0ovcHWMvcc3OESUfR4MncAjeeQFUexq6nXuf90yPuWYDziwOPW8HBHp30LpPUi9P104q/NOzA3KWd24et11rBjWhjKOJg9Nl6P5yb0bQ/Nf3ss6tnun1TZedmcmT1URqRN5C3TPpTjZeFoIHHWW0ut32lH8LiTwPCSQPpi0+q8/4fWZJTBuNfm7+YCIdJgbNGcFsssQkhfWCd4kYhKbeGDJdxetiUOdnFECWDci9NzwX/3YWceMPcnTKH5fAfgL+I83kePwHs5EmVwNeYLJee/kd5aeOm8tdFQeiha/ccT6/vIn1v/TH+EoUCirT2MMijq+pxLQ/kB6ql5y/HTHUVIMydGR+0vOiiGMRZ3IqO+pFIpuFRIoJFBIoKcEXHNHda+Ijr6/7rT0p69us5NXtttvT++383c24RMeeu742WZs945U2UYFtnkQph7OqfNZUQoJFBL44UnAAfZVdvuhdtJV1rH0sAyH5dblr6317W8tuvQlAQBQwxOF3yJyO1QO+v2vY58VlXpXge49HNG+6SF7J4I0ol1HrYx9sLWBqPIpAoeIRncQnJzvtgIjgJy5Q6LqS2//haWbd7F/u4P9bYCAnONE4R8HwO7NFOjgtlPsd7Wz85ZI++TKt9b69O8tuHnWQqLYMyL/U3LaJ/wOt+2lPUtAeQX9DON4AJV8Bo2+ouI9wr9T59LfFQHyewDhh2U1JaIeO+sipoKlJ7BvLmPPHMFwpcAygjQKHXqpjH44fxcawBrGWgthPKzcotDmbrkOlShRIkSfdwLi1lDVcznUbWPkuE9kNL5F5PId6Ktn5xQ34kUUj6IZd/AOQN4esLkmB7Dbgzugw3Np6WNcBLufDAOZFkiiZ5UjVkD2Ii+ux6j2xZ6iCPl+q2CoL2HYF71zSyAWSn4A4iaF38fmxTZy2dVzjC7zXOIZ+cobFwBK3550B4m1KBrLKi4+WJsEAMpSqGQbt+6Qo/ua5ysO7xF9TLRlHv3crk6AmgpgmxAspznnsxwG8m8W/+heC3SQ7zzzQxyuBawXTXxEntY58iM33zjm9N7ziGZXbXICUj7kOnngpz8/Zc07EzbwxlEbLpPrB4M9yF7eHl1G4FXn3O5rSlmDEUP509Wv3PQ/f6TOXAK8dn/XqXB9/HbQTYCxKIAxdrqhs9NXlzv3vQB1gcIot075q6azLpTIx95PLvgG0X6K/pNCh0qXrxOd7tF1OcsImE6UD/0Aa4ucsmQ8bReBrhHR85GUwY5TRHuK+DME+6vAwIR2JDLE6kOtS/ob0DDROqxr6PMOYK/fAkLJNx6yjoky2AdF16RfMQBI+fUjMGrg+Xr2GtG/1Cv2Kg1V+9o6NPT1j2hncpYrFUYFWuGI6Ph5pxDaKyA50lxug7G5dwLV8JHaJNkmc7NtynrVupqCHGmHS5PNhHLDOzAqpbmcX6gDkHbYJlSrn6M+dMqyDzpfrL/ffre173XJePBHb7OG44mMfO9KP5jAo3iWecqYBKwpTaVZuEOk/Ezd2So0j0qMa/UQjgt9DGa7rufW06654w5IXFhj5M4kmqOsPe5IQH9WKhouL9QVPGzsNO8BIhuXr9uDn/0Kxo6bNvThOzb44/cAJ9jcAf7nzz5VRI1er350/pYHdwzdP7RwA2wCe8hKH/ncornO/tDjmLyxxc9CAs9BAjjdGU53EelGIkXEMz9T1oIQNhy/bzQ/O/dPpzlsjsTCGsH2ENRuW4aOUCIVQwnnlfBjnnceVb/y/dipZlW/WX/EgNH3wVuW8Dxs/OYPUObft4S1KsMpILh7358neobGrx+3of/xr23gv/1zcgzKGfAptWFVDf0eH8S66IAtv/PSXu96dpnJsnS+zB/HedJb9fzX2BRr37xknucb6aSycbTGJiy5h/PN/Ukii3DyhXVIjC3N20RS4cg58Oc/tgqpiDoOo8+zjcW1CgkUEigk8CIloMeYwHVRwSt/vID38zc32+nrW+3zSzvtzuSAb431/Xd8fpd88pfHN9rxnbfJ+AhzVpTwmJPTbfGoe5HjWFy7kMD3SgLSw5UPXvnJlbYzakfXL+mkwObWrUvYeK5ZFXU7g/K+gU2vcQcmsYmbTqcuiv2VijOQAmzn9hXSlgnIbkfKR6KEJ6o9JuJd+qSnKiOSXIE6bkdcoVLlry8f/9Ay0fqTTz6o9AFYw4wpmnvfD7BYqn8eDEQlvk8g4KLXXkE2PHLPp5dgR/viZ1aqTVmZfWBmUPSXYCrcvA/ngs0wKi4B5KmWnQh1K/BHdeuPlYuD9cov35c7DPj+pVd7OlXoO5wSwvnr8vfDju+cV/z+XkqgAOTXOKzKY9x/5IDVr0IJfeqMgyW6WVe0K6yx/qd5uLeJBSudZeNMbsUG9NXKBy3DtKJJUjbVyj1ch2a6RXRziqHMI50fseg8zTY+bl1qooMw5PgN92y1/lePeFT5S29Yw6goOuoStMxlqOuD25NWuzFmCTlmrCSj4TocHBk8ATkCIpKDGzAuQGUsA47SIYRK7fAQAORxx784b7kEBD41bo/bzHfnPb9zAuOF6Os9KrT9kA8ZqxDPxhgjWgQgJIVhdWuXAFcAf2jVG7OAmwBcrjhIeRPwyjoTjk/ijAE4fJ3c7VAwh8MoXUvG3lk5bt62mZOnbYr8s41rWnvus1lNzR1RALNiImw1b8I+AOJORCvTXptV5a1tQZXbwjCo6BzlN1+4JzhAQDCKU9jH+YD28rTM6PN6VXLcmYsx8uhtB+RRMNsDoiHTWwGleh8CXujlResEQEhFtPVQucebhv24BPC5O8JeFQiw1rKR9Yv2fQvrJOuKZNspyCsiJUukCHmUWkaabyQzzqGB/MoBaSm+bfCd1FF8yXxA/gLp5TQghEbjmIPl1MH3Ur4jxiJXvlUT1dKeeMOQVUg/MLv9LF6kpIOZIcev5pIu7SV/o6jLqB9Qnxzlorovb96cj2v7KM3fzhxbpseqCunrOJ552gIBsmsq+ZxXozTP3AHMAXkUefVXmwHKfJMlL/1BQwSkCrDqBuv94JfhB/eQ9AOB6yFj0//6MZvFyWru9AXyhU1YxDqfcozYd/DKcBm3uI+nuaeVG133oPLQB9oAPu/SGYx8qvl4CJDX+GntypQWQhs33RMarIUJ126pTqT/7XvGP1w2sTgCJqHG5Rs28xV54P940moA8ymb2pTI28punF5goIiHhnAeUa43zX/dMO1G8S4hFU0LWTZxnlJ+eL9nuafni/pBG4ISc4mxcK94takohQRekATc+RVnUXvrmGWA8xFrc0XP5x73R3cTAz0TWAylI8jBSYxdCWtL6ZUDRKbDbtU977tPfJz3PMP63n/LHVhnN41Y7YtT7gSQcr8lGGBCnpd9J163ykfvWP/H71uZZ9BLv2d4HDk9g3O0JgqwFWNIMgE7geYFuoWctxYXnh16fjAvPA2KnqNahzne1139zZoXwqYgJh+xnoWkHCnKc5YAY5LcGre5T7+0mV99Yk2edznLEOMjfYjxli5ekk6JY6gA+aIUEigkUEjghyYBf8L5D9ZGNp0XxzbY2NSA3bg7bOOA8VL9ywDuvu1gC3Jvus++vLyV3wBkPPcE5seRzuVRyGvpE9O/KH4UEigkUEhglRLwdJJTOE6PXSYyfcICRahv2m3BoAKfltgSpKcDSNvQ5hy4li0DwDzs3wIescCm2evSuk7avo4D51C0B0S1K5+7A9TS60WzP0I6MSpY9dqm86CpDwYB7hURz9/dRbbt7AG54KfZa9DeYHgjx/LCcWCp3S23XcPMWoONk0j5lvK1Y6vR3jSdxVl7DhvMknSc3ddafcNpo9q5uKmLqlr2h/drLScsq6H44HsigQKQX+NAiu69evSw9ROBOgVwmmFMStbtvYTxi5WkjDEsFCgP+N7iJWr6CLBM+ckbE+NQ2Y8DoM3kEYCShwzW67xowS0RhZcB1PQd3AUAcDjPD7tk0V7n3ejdPPoQKzUCuXxtfIrxgeZF1NsybC0zbvWu4nl+qrHQqwWF8ewDGBhwWqlfvcV9ch8vNB7yGEmL8hwkAFjYgI51mnytTZw4FLWs+19lHncSxTf3jXK8lwQWYVCXsrKaIiNqS4wgKGDWhCfe1z0B/OSSx0A3C7gk+o36xaueBqOyX8ofm9FO4TIyxs9dumJTX3zjoHxyk8gbIuYb9+46hblyxPft2Q34upUoavIIjQI0y+EJMFXrVp2InFkcDmYvXbX6GMqYQGzaIfAz74bARICsIUCw4QEUSuVcwltz3a4LCEXKL96l7lzAmAlE7i4aH+4wB+bmI9g5QAwBJaivS9u2WAQoH+rc2yidjFPYBXKE5NEW6BCNDlgfgGkFMCRSBHO7KOLZvWeJks/Xfh9YBMoBXNubI+FSr8ZZxlg5SnhEPOtSHjnOUTpeB/vjgz+oJpTThxwjtAZ0jUHM/Osj2r22Z7vNbIGyiRzlDcbYo5l1nOpRFf20fZi8TYArpS2bSRlD9HEX0OuAPMczC3MZcZq6o+YK/BHQKTouNyRr3noj+bWqwvnqMyCuaJkTwAblj89qUA0KkNeru9BsRVW7cxLy8XknOQMuvEzFx4B+ewQ3qXn6j79iI0SXyjmj1mSeuvOeZKkBxoFDAAqR8zVoqe/L6xixKY1MCceP7jF/njLQbNCzUo5DCY6HiUDA+w+s5V7iAhE5QmPVYz5wJn1n3tEXRf+Z1o+u+0n9EOvQ7Lff2dTvP8NR4Tzr7bhNNxvWYC2rsoZV9+3GOWGnVZGBnOtCnokOqjPHlaajeeOW1b49azM4dTbIxy1HFwcmO/eI5pLawD0ZiglEYOJLNo+e53gX13rGEtAzRemUPn7PgsP7cOZtWlnP2c58XeXlWRpYP+v+XC698xqAKwYU3atPqag9JZ4rclYLAHHjw/utQVS/2CzkoBejk/R/dMKqbx7L07assf1PqZnfy2rkLNm4dM1mf/07q393wdc0X/OYJ6xm/t+fvzw3PT3HvBTy7zQL9OyQgS/AabSEs0aJ1DZKBRJtxxEPh7wYNjTtXbv1oPlqijdPXQJyZJTNoHntBo7Wl9Hfp0lDgQMtTrlyJk1aRMs3jjLW6APF8+mpy7+osJBAIYGXQwJyZZf+keBZfvPeMPvZCLUeHT7MrD/mmaYFk+egouHrrRjq+j6bq5etXAIY4ruQVyZDRlEKCRQSKCTQSwIKinE7Fl+G2JUErK+wh8kac+ht31lw7hMYza5ac/sRC478yMoH38rP66pfATOlA69bAnDflOP0DAB+3zB7qVdJAXYU+8PyyPHO6en926RH/cKCyyfNJicI/CGg6iDpDsn3HmzauUhXX7S6yf6C7TObncKGSCBRjK2jTxHwPRgDu/uoZRTwPB0n8O/MJzgcXIGFjXo27YHS/lUi8Y9hz1ziwMv5AUFH7nSwZS+Ow3esCSDvjr/kkS9BvS/wf3HhQtiXU4H1dRjeBrHhqF6cF4pSSOBZSODlshQ/CwmssU4Z5GUkKMvgSv7PeHza5shPmMzVWUhWXhzXeJmndHi+/IUYeyNy9SaKyBIor+hV+pHMQmV/7ZYbhwOMZFrnetinn1JbnlI1vojzwMBQXlZ0zT4iRMmjXMZgEw/IE3XRkv+ULvqcq6EPJcDIAai/mzfInXKSfCcYRKWs+xg95+as9nIJykJCnuEAJoZZgIbyXtFLD3g09mrrKI57fAkon3H9+g2bO3/RI8hTWTfb94NMonofjgx4OoQyhunKju2APTi1CFh82G1DNQ7aM75NImKUhzW5ddcBSs8hCVil7z2XPGvL3NkLNvP1d57ru9wB5FHyxJjQEK39+ct+THIL5Y11SaBtevqSTd0k3QEG3fquHYDM3Nc4pYRQZ3sEGyBwS6k3xids7sxFq125gVKFE5G3PW+8/6StolGvA8YNYLiV8TYiGjwT5dDji/aZnZnS1gQFOxFoLGVbAPKiq8nhgWgxeYoK3O5ylgqhmI/I3Snq+mDzKEwnyJNzI62ReqMfdDqsVBkLwAnofMW6oehd1dkpcqhQFLunAEBOgpklK2rxOgJknAD2OzU9UVFyHND3Hh2PwpoAzqRES+fQvc7J54PsDx4hPwAlE9T1nbnoqQhQjksbN3rEfgwtetRMPX1BNkfdC03z/qQVaJE9Qh4njU30tcvBR0CpZBOyoXBKKU10dYCi7mteenQ0bXaHBxeM+kcP3ECSH7v4p75T/3jOADQrknmaVAwtHNhi8teHsLJo3rEkLy7ULY9bbW5i5p1kXTmwhzbznHqJykK3MBKxPlQO7bVB6Glb5IxOWNtbNcZoFvp6n6uaL/Rb0XK379pMyn0P8FUGhB546zUr79wOoN01oM9NDpqhrEnoOBmAdwD4jV3M2Te0iZXhTP30da2rTU5TT78U3V5mfSwDBsXoFopyV/Foe+Z8U+sYdU6zzrXu4DDH2haPA/g3L9rkdVKGnL/C+rrNZsVgwfhHgIMC1N2xCPruBgwyekbOXbjidP++jnVAf9YEtSvsow3bcErS/YpMw65539Xk4m0hgWcvAeZmpNRQH5MbT84jWkd9mdR99vCysJ60j9O5WrdxjnHmiLaO8vBa1vatctQrAr7vPegORa/t7WXVl3ON2HfkmPMMrru2Vn6/jk4B5JtXb1jty9NW++ykO3yb0prI0U5d9fnCL42FnCw1BmIPkcORwFz0INGhpzxLQp7XMcw2Prt4nmab0XPeedUG//JPbYBxjXfi7NVZL79fYlw/veH+8Hv+zz6yCgx0rSvXbQ7Giam/+bk1YMsJMUyKVlQOMHKU6NZN108nipYUEigkUEjg2Uugo04IhE88QiDAaTEH23X1BbAd+x7R8lGZPSTgfRPgPiKvz6M1qWffh+IKhQQKCaxTCQAgpwDeyfg1d1gVxXo4TMCb0kH2KNncjLUufWXxqV9aOHEF2811gGpA9n2voW8vPkcOsOVD7xCw0G9NouSzqTvY7rE9AKxHu3G45PueBT29eekba/76/7LyjdOkJsM+BHjfAiRXsFT5vb+irTjQ9ip1UiGNc9yNc6RLHnea93TnIYKLDrEnIFiss6AuOVeBQJnkcO5Tq//if7fSnQv0J7LG4GZL3voLHLGxK5L3vhs4l20wAniPDp3AOeGm2fUzZrUZS4awrRz/scUH3sLesridCuJJxi5ZdvU017trwa4jFu08jA09T+O4pFnFn4UEnlgCL8JS+sSNftEVyEgtwKhycL81xx5YfYpo0Sb5FddbBLMMIBgtEgwboquPAWwckH/wAANvlaj4KfJN37YQg3LIMW6gcuTuRUv4EdfHYC2DToixOgRY9HyUAv5eiOH/EW19zK8jRSZCAVg/d8lmRsmdMoa3LWO5zLj5mPU/i9MEtFmFzcjMjEf+VfbtsD7SO8RQTxblWUqAWUEObtGENm+NeV5H5czOS35D+08chmIiVwdfO2JDH5ywvtfxJiSXeIri5AbrlZroihHAJtHQtctXzFg76jiJ1IkIVeQpmg8YLC+UPAFLc0Svl4ke7T9+2Mp78JBU4Z5t3rtnc5eJbCfneev2OE4mfEabajArBDUAad63rty02Y0XfM6EfQCt3Ocmh0Ru+UTXA/hKcIBq3YCKiXO6izeTH06hT87xMvMuBECVAX69GgvRLT2ivRNx7QChAGUfMHncsywDIoQA2O4R214A9EsRtNHgoFO6luhrvQrYALgeNJGBdveOGANC9PH5piGLWS/l6KPo9PlUABKgAEoctPRcU0SbTu0Uvxw/sB/4+MtY7tG8fObpTZg7GYC8gEYtTjnAyRv1gZeixHMwcUGhV/0ywIcA9aIsjndhXGcOmGhuJZBsoQ0uCoDIeHjYQd4SDgjKz90pDu5zjUjgDkq5BKZIblqQt6HtxJThUZs7PORn5kd097RTY/u36pGTAWlc6ldu8Qxt2My583nUu6LC1c6uInkHcppCDhGsDOUdO2zwTSJAYXgQ24kPZNfx6/8tfWGzJQlJ9gNHDlrr+i1SUsDAAfBsdyf9O5ezZKUO1fKcsjNfnWHMYeDhiBHuv2j0Baz/7riSWRPmnxZsLU2eSTXWHs1xn6hqvYChJcWBcdYlpXUYeuN1G2AMBxhDAUdeGN/WGGlZACfqF69YCruQHB6B/Gz2Lp7UOBhlN0Po7FnHSMsQbRxko4fntzbA6Id+fzjjAuAVea1bt7vXsfZ8VLv4LyaTgKjQSPm2h0R9r7YXpZDAi5GA1tcg7kp18mKascqrAvjrnu3ct6s8qzjs8SXg++J9O63/T953p/UEXbT+DQwgMBqJjc3T2bDulnAMLO3HUQ1ntUjsIWIzYJwy0u3IaVyGvAwH90xR2WcuAfJfJhVWjCESZ1DWTLyerP9PP3Kq9CIq+/HHazVnyiG2xNhU0OOTQ/stgKGo9s13lpDCJkI/EmtB+eA+jJ2LjZmrqbs4ppBAIYFCAt83CWgv6Nt3gezsRbWHX1r0GS5pHMgx0vWXHlD8XUigkEAhgXkJYI9BL25d+9bqn/5n9jYEVh1Gzz72AXuyFewrcpisDllaGbQmueMz3isCfaUFKSCXebzjCDZ8sBTA6kCBPBt3YD/F/rFCUWR7OnYV4P+kRVNgSQmWkBoYwLXTlm45YKU3/wxwffnJssUlE9et+cefW3DpSxic78M0jY3kMAxsWhvVDvLF9yqBAsM4N71yysp3APPvYp/DYSAE1A+hys/uklppFLp89aO7YHOMd75i9iNW59sXsB/PEKCBfWUXbGmjgOxdQUo6LSPPfPPMpxZ+9xuLHxAsdu9tS7Fzl4cIChIzQVEKCTxlCRSA/OMIlBWjtGnU86TWiOhMzrM5RatKe2lej1P/0zyHxU2AWxMDh5FHvk7EdQm6/USfEc3QIJqrNTaZg3K+xqx/1TBSdAW5VetEKg7ime8RaDK0r0f5P+ZYyrhVhoq6QiRICaOH3cegpdzdngN3nY6R5o8AQYAcU+5BAIsWIGwFBoPv09g85pA+u9MAApVTvU7UZkM5icnJHigqzLd57Pb0TrShANxl6Mqr+/dZ3ytHeB10o7WANw8g8yOX/1AN7q2oCO5q2aqAUYp0z660I7YFejIl3SEDMKsBC0ftGsrWHWjzobxUBJTnXL5+06bJuVwjwj29Td4enAgU5dQC5AoAdSNFPIlpBGBP9OANNqwpkdOOnfGVNq4R97jyQOt4pz3VOdrY6jDexihdKf2sAmJVidwpjQLIdwG4y3v3Yj9x2QPo5WCx+sFLwmwXvVVEuGiru0H0jveo1ol4ZNTHNSadSqs8jnMYcu0Uzvf4NJyVSuRijTGACyReRPkKUOjgH3U5qN05139jUEDGwjdTxskjfBXBpnYy1k7nrkg2IugXaGi5aAfsBCwXZX0G4L/I6kCFIc4gcpoQ08k0z1Dgb6ZDPpc0pF7kdCAwHkcCp6unrkVrCcd7nim8cjPGXqctSC+vQpH7Ce3xyE4cRlQ4a9lx+dFdP1UZ80+pEho4g4S3csB/xROVU537rgIN80Dcby3oy1NAhpetSH5tTHi+6UrV03f8CNT16ArQdzkzxsRk7oyhozRB5KRQYxRx8Jslki7CmF/BcbH/9Vd8Diwat/man9EbnwRQ1jMe2sApejO5cy93zFk6QdSE9nwL6YOzH5B6pbyZfNMH9uX3ZruZcj5p4Jgwc+Y80e1XoUt74EwKkldT6xh6VSQ6fNYwUXMnyKvB/NPc7hRfx+TERF0eQbrwlR/C2T6JG4g03jRsQzw/5RQh+vqiFBIoJFBIYD1KQE5D1dePWQUn3BRn7yaOUJN/8zN/VqTXbuN0N4NxEIa5d163ob/+c6u8fRwnQdLtOCCPjiB6dAHyAO5KbdRkfZ357aeW/e6Pll2GEUnR9zjthaSKC3DyCoffBwhe2Vi4HmX0srXJHTTlFEuZB99HySkayGky9XRJlcN7XZd72fpWtLeQQCGBQgJPWwKo7ejvKPW99hlLLia78WqOW3Ja8WchgUICPzQJtLCL3rlmja9/jb4Fe+gArMCHoIVfQQ4hgHZMNHxSJ83Qxt1EuqNv78IWswR47j49ENBPJPhqS6aofUB4pZkSoK5gGWe7kh0Fyvx5w8rSCklRmdy+ZK0vfm4xVPdBhm2Rz4jOstYmnACG2ResAMirTqe5nyElLsB4C0eCJvponDUJLCVADGYA2SmDHuaSEGr6Mrnms73HMYxyPVgIld++p22K9rRuXrDylW8smB6ztMQeZc+ruZ1raX/8b9ZyN5xpTZcNx58EPY8sPiwk0EsCBSDfSyqr+Cwi8qvvtVeInsNIcPqcpYDdLe7B3Ny/igqe4yGpcgvXAVHuzVrtwjUH1crkYnYw/uq4Ne+ygIlun+jm9V4EREWAixnRoAJy+gRYj44uojFe731YVfvopwAr5U8sE0mSTdeIyMPzCwplGUPWJV2je40Bf/Egq0/grXbjZp5LfM9uiwFGFYlblKcvAQGNTfKp166QJ0j0zDPMEYGD0tS04dMb5SMewgMS547KPqKTFJkEgKmyNCraP+z6oWq8ALqVAIaqgPp1ANIGEc6qV6l4HPDkII+aBgSrA0bWAOD7b09Yae9OpzevXb1pTfJMh7emADlR4nSiR8EzL+CTFmkbqpbThCvaVi2XfuM/pOBQBDUrynQBjOdvLbp8Jq/FkHUhUrqHw4esn1cMCN1T2VJl66HgDKGocwe2GbNU3RS3tv6LMh35SsmN8Gz1KNslbZbyWwJgr2zLqeibFdZ3HBYy1nwH7VUfBlUxIVQ2kJOVsVsG7OFJG0B/L+Dc5wLDoaFRkWyRqsUywMpxg7YGoiwWyCnadsD4GHC+TD6rPOmJBoyiZ04MwA4gH/cPQM8HpXx7DPMDqJd+xRjUK6zj9Q2DVi8zHxnDwB08OJ+5q1z3cq4ob9+eOxIsqYNVkjEvO+W+ZJFfQ8Ljf3ueqC8OssrxAcDUI42RS5ffQ6dJPX/LAURODvMOd/lUXH4s46fIvjRAjjqHks9f3qx0jh+1vn4gury93vi8bXLUqB7ebxFpYVLydTUBXGqnLlpG6go5ZoBCI898fW9AbV//jtyyjGfIuq/IyIHXjnqU93PvKU3L5Pgjx54QJx51rtdYeKc1Xpo4zOsNbCY1z720v+R9MjdnNZ5rs7B8JLcm0Z2IiC8zZ/uYu5mgdF/BfD002BWsxjxgHuei7NQDaxF15fMzv8LCT+4ZOTdw35dgMxk6tM/69+/1uS+mjKIUEigkUEhgXUpAz24Ad2fbAWQP9Ww/R3qhT78k36NSpcGAU+q3vo9O2ND/9N/haCdjGAY87QvkWJkNE5GDvqY1FJ2i+tarVnnrmM0cO2QP/tf/w5Jv71sJ/aP1zXmr/f5Lqx47XADyz3MiSH/CKTy7Sw752gOcX2EK3LXdSrDnBOiXRSkkUEigkEAhgUIChQQKCRQSeJoSQD/GxuZA9Z7XCKRCd964DXvdyjaBoIK9l3zqMVHjKeB4UBUTFVHjbQfLp9E65ZaPth3EMeAti26cBQzHtguQHpJ7Ptz/Rg52L70QxpBUEfjkqy9PjlkLAL1JWqqy9gA1bCp3YB4kJWKk/PM9iuxM4YZtlm4/SGrATWBbBH1hn2zAFBCP7rLK6DZsiz3C8jt1YUMMBuTIK3tML2NQfmCmvkGfn45fIjqe1Kk7j2BP3s5+pQdOhs1IbAFyKMhayLrC+DBGGrOiFBJYrQSK2bJaSS05ThR7ojWtQNEX7yB/GrT1yuHcAowKPWpz5Rt9SVXP/k+akqlNRGQFRCC0AN/r12569FYL+mflXBYIsv4LC6gAmbKomomu3LrRKuTpVWTo9xHsVW7tGIrmGOr36YvX3eGjjdWt36FingkMTAGmWhhuGkS1NPfdQoEgypdc3kV5+hKQN2ATg6cAcKWmyADkrcE9DQYl1NFjgaXEkMe7DF1oZc8ugFnyWovie43F80NvhbmByKaZ4T4inniEAHgFjRxsClG2IkWv3yMdBs4B9Ru3nJY8ALDz/NuA5cF2aMpnUFyIPBawK7AUuJOWaA0i7kYocBu76l6V9FH7Y5YBocYCv4jSQRmL6Jsi44PdW6GZPmr9OEtV9uIVCn344xfmspA0Xp12tDFHd37Mv+q06PGuosj4jOhrgb6ZQEMB2VIYqU6+FBKFQG2PYO8ByImiXikhNKZlWFtmWTOUo1V53z1XKzUpP3x5i5hEyAklJ4olJZQjgyjrBZqjrHf62tFXBTJ6RLwi7wG0FSkfqn61HSr3CEOttgUhgKQigTvna/4pV5Uo67vzvs9fnrXCc3XTtjJUqE6tP42zlaLvW9RD53VeZe8uq+7dg8NAj7FUdL+8cgUEuGGf84SBdi4iRZm2OhMBxnxF33WK5KvjNMb6rbHV48VBfb6bL3ov0LlT5ivvfND+7RHy3AtyflPfXYDdFS05vsefmtG0yOec5pfWe7VTRb/8Oe0Tb6VG+KE9f+iMdlV5Hzv18Wnebx1Aw1V/LhF+LxSBJyVyovcTBTkIHbE7jOCkEZATvSXZ6lz1mv5L12hB9T9DLmHR3sYbAGcYQzlP+MUWqkW2/CF5cVm1I1+z9FEOZHfa3H1K/r7dI9rrThfMG79zlp6gv71f/F5JbJ3PmSsaa6XnMDlYLKlLKTSUJsIZG/buYOMoRg+cD3BSSLkPEtrgaRQ0mTTvWNlUdaf6vN15l/Wp2Cdcblwo5hzdz2k/rBfolANvsI4df8Wq3Nu6h4pSSKCQQCGBl0IC0mF4dmtBz3Dak57neRx5DpQPkGYM/XFZYZHUc1zF10v0lj6i6fXXzD/+Bia6K/5sEBV+8wJGO5zg/bms535RnrkEUp5zKfsLQ28PiEZKAnRG9hEl6OzzVDDPvAnFBQoJFBIoJFBIoJBAIYFCAj8sCWBLi8mxXvngr7GrYSPYthcs5GHAM/YERZnzWruld0G0in43vRS4o+h6N9K0vwdwLu0+Ynbir8xG0Okf3DEbhInzyAcWHX6nd/tQ7kPqSYhsT/uGYc+kjejwaYgdD1r9gFzuYr1cqWgfEW/caRk575Nx0hDeIsgL+046Alh+5H0Lodk3AP6lRXYWtw/Nt3+pVWbxGRF57EsH3yIynrpwHijtOmrR1n3e1sVH8pdsRnOwR45fxGmVFNAbsHXFB9gD0beO0XjZScUHhQQWS6AA5BfLY9V/KbpUQHBp+xZuWm4+QKn62cskEq1hhGUhFAC+XooirgCsEihPZqERD8bHiTBnkZHRfJbNdZXlOl5H7V1JbjKOazEleiwYVp7ebVaGljoaJn/d/CK70skv5+cCMfuIkG+cvYI32GXLCDJRFO0SnGB9dY6xEBiXPpjxfOKxqMN3kge3AOSfyTilUH2KkaAGjbzyEqczRGZiAJUn5HyUNHMmxGOysgnKnt3bAcmW5NdZbcsAP8tELFd2QaMMENyq8ggREKnlQ/egwFQiQ1McfRo3bwPI37QyTksywPa/+gqAaGozGPGCzcPWOH3BkptQAQGSar74nGbd1D/lAVfxn/nb/Br+KT90PX0OcBbShjI0pumuLTb08bs29KN3rP+tNxw8DACoH7voGpT88mpVu6ifQuraTkwO6M5/2Tlodb+l7CpCXilE5MjSvhiDlVfozxGBzRin83ypiy8k8E85yvsO7LUZZBzgrNRxItBYZKz9oqivHtiPQrkTj9Xl8lAdMqgq17VTj/O3d5Eu5OA09WBUF6WsIuKdXl8KqABHAHn/HGDWtf5cWPk84L2uJ6cITxugShcVsYAAbu5kfuBYJSrajDVDgK4cCqRky/Gq79BB6zu8H2cClNslxdsnwz/PM7EJ+LTRZTqiVF/0nnnnTATIurM5Ub/p2UKNeqtzO6+FEc/71j5yaS/8Yz7MUp6zKN+ZR4t3zZf2eav9Nd8izbGui3W9XdzuVVWsvqrwU286SLOwDO69+SIHHl2o8/38F/kbpb6oQuM++lPuWc59IO/kG+OWyBGoTsXSNdhcqY50apIoevLJM64VmDmCcoV1A69ujVe7LMg/b13nc/1WHWqKXgtv9EdeunrE97lThd+S6lO34Jb86fXlVXT9bH+qyaI1SPdf/r/rGD5iPvYfPcRmi+h/7snZraOwflwgT/1NvL61cQV4UnoQvdplvmedN12X8kPkSKAX3hcxelrGs3LwJ+/YyMc/sv63X+PZyUaT6xWlkEAhgUICL4UEWOsSgNsWKdJaUNfbJFSS7JfjfThJKmXOagsPgdJu9IPdu6zBeekD6Denpy2+TzqYOeqUA1UByK9Wmk90nBxoWzjYBqR/gSvLUozBgQD5rUQpdT3Tn+gixcmFBAoJFBIoJFBIoJBAIYFCAvMSEBgebz8AKLzHP/NI7WcK9qLEgxll90iDOnMP+zGsV8qfPkAAZPu6sr/FW/ZhPxy0ZBOR+JN3sZEAyO8BvAY07xw334m85Wb9gO5b9lpr35sE0BDA0iAtJEB7uPOYlfa/CaazcfEp3X9xTUW4x0Tgy06VQn0f0k7JJiT3fODnto0sOg8ba9YAl1P0unLND4xgp1qFPQX9tgTDQEa9aUIqQijr3QbbS+bYKrPZB7BHXWaPcpNuY+Maof8wgi01RXV3pXhfSKBbAquYld2HF+/nJYARQFFLMVGH5T3bbZa8oglGXOXA1b+O7XX++Bf5Rm0CcE8xFteJWrYHU1AI51QnGRH9ArhzK/yLbOSjr+0Rn1pnRXW8YciUX72CsUY5CL+PJWOOeR7eHdutDNgYjQCiTs7BvktkKg+A9brSZwLr9CyfIkUC90WVyO0E9oiYKNiiPD0JaI0RfpTOzHle4zo0ygEybxEumkdHA3fJYEkEeTjE/UKEahkgXbk+H7coijoWMwhRm2XWvlkUG7LGs97RELWFgW/VuT6MIQ3A9tr161adOIjRbouVyScdvI0pDxrr8o4tNqd18+wla94at+AeQKzyPAPwKppVLCOKqte/7qLrCFxVFLUU1KgKzSlR/+GerTZEVPzwj9+z6vHDDvA+ae74HGinBShgDvepiwLNI5RAAZdqn4OPrPd8vObCfSJa7FRR50TICwNsUlHgoCD50Bk7XTvCkSXGgUIMB0vEwfe0gedQefc2q+L4ImeJ1hzrwxz5lKjb5KzAmPdD71ol0rwXsCc6ckXR6xVCM66VRR3yMQVXdGp68mFnOJspR7pSJPj6o/ucz1M+T1GI+Uus3RjIebWfOaKcV4S0KfKNz5aWaJi8szAZ1PcTNcd8at6HNSECNEf3jQAhK4CRfYf3ueNVrygsMb8oul+U/JqbzgTTbnvuEQvIiWOKnn0eJS8qeTfiqy165U4rGj8NoeaVO4P41wugarfgVxzqgGv43EBmXhvnU4+OV3WPKj6WkpvkxLiLulz3U06VrxnIPPOvHsPhzxugH5qzuX7i/fVrqb0+5D5E3l61o1eDaVe8dbP1I9MWwMgcTjc1HPsElDi1v18ib6fmi6IZDVBezou6b6PyeziGbPOa5/ure537qOOPIvkHzC1vgW4KtVGll+D9a4505yPkJccQcpnNn5Ofyc92HStUM1+51hUdSz8d6PHTFs4VW0XJnQvE+FJhHdtks7tZy3AuMuj7I5hBFEmY6H7hXwgw7/3sur6apHGVI5N+hwO676gP57vSLjF8vGIDH70LE8HRfL2u9EiGpkqKUkigkEAhgfUoAT1vZ3iWjxEtchuHLSgzI6UXe+UgjEmb19Ri17N4Fmpl7qzjuTOdqun1UFi5ek+503YaW/moVX6jZ43oKxceD8tP5HniyqGuudairuka6uPTdMhSkzCC6hkp3W+1JYGRoH7mIkbXSboN65EcxdA3A3RTMbs8VpEOSR/duPy4dXBh7Tl9z4Me8Kji+UU1aGvo+6Pq5EHe7gdyeIJ+PPI6xQGFBAoJFBIoJFBIoJDAD0sCbqtBZxPY+xyK2CTTMVLzff1LSy6dtGxkq8XHf2KlYz/CxNIVmY/OFY6g0x8+gemugS6oACIFSa6sE4pqPwLorv7431qy8zCBODCpDoxatO91B9oDIucfVUKu4RHsUMm7vQg6/sCj7bt0QNnP7t2y1vXvzO5cBsgH6BeV/maCk4jQf2QRKwB1rtyTdg30VSkCwgECT7BfB4D+Ygddbod65BWLA37AEigA+ScYfG1mZWiuACTMjbIAiUqdG3PBWPAElT+LU2UE1v4+JSoTY7D2pDlg9zCLwrNoyGPUKeOEXtrsEs1ZIh9ymYjQeJO8nR65XD7GBV/8KRqVEGO8+lrauIm+kl+RXPIJ4EcK6Jk/Jdbh2IGsJIAqIbT1TdHWT5AmgbzCFaJTrUeE7ouX9EvaAu5nj/ydBQC6M070ym2PVo43ALhrWvDKAMukGFSJQu4nj7NyPvYCZVctAQAysTY4OwWG1dLICCAy14F2XRd0MJm1RdHKLSJq6nfukjuU+UpktejuS+SujzDgVaC5HHzjuNUv37CZb8/ZzMnvSKNxw4zc8wKoHSTmvnZDX3uKCyAXIJ5Ql4xv8RCR3zgGDABcDbx13Ppe2e8AVkT7uqNwV923rgO11Ai4VDsE+EaDKKDMaaeyFhAv9JDPwypRQqKU9zVobfei98cNtroWaxiAe7QJQ6ePHaBmBTAeivl4ZNCdjsIeNEzeZE4Q44ED74cP2lwGbf30rAPlYg/oB+zuf+UA3xOd3Iv2Xp6p0GTL+ccp7aH+V4kU5atnBt/XGN+qjKfyBOW3fy4TOc4fjXqdtPWA6KMA73IUoj0pwLSD/EPQleuFrBxo9poXfijKWACtHDyqGOwzHEpCZCtHBDFqVDHgl/k8VHR8D/FK7hoDzamI6wQjKNlE2Os5DDrrcz1hLsZyOqO9ubOQwF5k1AaC+dLB1abmG+dHYpfwMVho56re0e6snzoGyzaHV+6AwFgp9D3a3bM+jtM8EOgranfvCxpaRFqILOFv2hsOismA926gX23F+XA5MKz5TN3ZAJsF2hvJgO1jRhobYPmyvtdGgmut1HDJXBT0feQ2H3n9NZxvcMiYmrZWzLjRX39O64eq4J8M+VOffMk0iqwftpeYiDoxJ8h5Qv0ImPch91c6V8kvqcc56RsCAdWMrads0P2xpLsO0Gicdb4YHkaqMP9QJ04lS4/tKe8eH2YpEeo4bLicGQc5xXVXJt1Oa0uJZ7HmbgUnmIHXWccuXbOZU2dt9hT5jWEhSmEhCjKYHrRZ1f3FmoFw8oGQbLiHUtZm1R6Posts324Drx6yoRNvWPXQ3nwdQ8YC6otSSKCQQCGBl0kCKc8/rfvZBA7gMOvgfYQjKGw4rP8R69paSoLDaese9aDTOGuOIu1hBQoH0HP1/HpIydAlE5ykEvYfyQPaQ6S+s/bA7hTDbhfiHKpnkNLNybFQ+kEnRZA7APr633UBwOMWfUpuj1mCXiu9RPVEm2B9au9tXMdQNDnHKCWcdCU5cekYd4ZdQSFwZ8AZ9DYcGZwJ4D7OXXJqQEeU7KTXhrAEROiDzpjU1ayHvqVPCc/nVHr4pOpGFuzNXHeCXS4iLZrSsAhY95QyK1TWugcgf/aCpfen0RM5XswFPMv1HFxtydAV5UCstiTIRiw6aY00f3JIa7dFzsOhdLlVPPtSOfHi9NG8dQfdHL2PcZWsJSc9eztFLGJKcaA0apoL7vOKPDUmvl9gb9JLP+2c3+u3WKOk92ieJ+xbEuan5oCYw2IcFSLt16UL08aU7+bnFtdy59qlc6vXRYrPCgkUEigkUEigkEAhgUICz1MC2PySuzcsPf+5Bad/Y81hAimGYYQWFX03IK82yV7XDxZXBklhAABAAElEQVTTXWSvBWvCaoU9idcSvTckkl51CcxPp8Y5H50eunl9vrxgM1lq1OGaytMeKVf7ioUAsbHL1vz6V1a6ftqMKP4W+n7Uz3mrAeTb9S4xPS2/Gv1zJ4ItBywYgqkUJgFPJ7Ckz8tPLD4pJLAggQKQX5DF2t9xs3kEMxFjVV5zgCdZhUgx8t+2rdJrr/N5nKGF0r37Oxd75HLTOfAF/sb8DtAnyZbIQ13dt8+jblezaX+BjX7iS4fQ/JY2jFoZw0cEK0BDuXs1XBLEOi3ePhmRoBNPMYLVabMbLTA2KSJWAF9RnlwCQENMA+QMwFYF4B569zhGKUAewM9OUeRyhEdlefc+63/vjRyUBXR7osL8i7kHB8klHeBFqUjZNAGQZz3UPwf4yAcUAtYLaBVluZhDVAQIR3phVBVNeXnXTgfoSls2WO3qdYx090ijQU5mRTHzSp0NQkAf51OH8p3rtxg+SgBZ1d27rO/4EX8pfciTRsV35CLjnOSo9g2//7a1iC43FFSPmpfcMXIqQr/C9SsH93FvjrqBs3P+an876IxhM30ThwIxSMxN0z8fVWSAERvFt7Jnn4N0IYZYj5DuVTnGx/K+PTb8wQlTznUZB2WElHF58J3X6AeOGICWPYtAbQy+iqAf/tFbrKsYlyXutsEwf5pFtGOHR6yH/RhgBV5jMC0zvn1vvco1d1I1Dje+MGGExPAa4EAweJzvuLYD6pobS4vkLGCT84fff8eqzAnJWNFLYV+/VY8ehBILr9Yep3pVrCVyVKpA2a+2K2LZgXgp64pT53cGPZacEfTK7w11jrMxnoYbcepg/IY/eMdah+8h+g67xNKGPuJv1ad2wx4QQG0Vw2pS3Q/4IHaAldq+tEraGmNIru7ba9l7NeujLylzTvPMZUL1EV7AYpvQGK8las6BfsatzD0y+O4bOHnIeUL3lSBhjbByeEWegqfKWDirAWO8UhGIITYGOdWIzaK8dQSAYmp+ziycx1wGXJcQBGL7/SkHAIqczTTump+lLZxP+hzJShs46Sd69sU43VUO8aznXp83mGtyqvBb8uo7uNdBn+rujXn6iydY33Tn6d4ubdxsfcw9AQ4doCW/ZPva3FfxCI4LGPVFKV/CaSTiWMl37uIOa43fxQlJ6xjPQOktWs+8IGvaLVp7Z79wtp+NVtmxk+sdyqPit4vef2ENb59Y/CokUEigkMBLIYEMkLWJg2UT8FrPYK2aMc/C8r5dDpauthMCpBvfnbdEzpqzk/jOAYDv3IGj3gHXQd3Q16sy7XEBaJuXrtrsH76kjovWvCL98oE/g0o8P/s+JLUROnGEQ33tm++sef6qszTFpAwp8cwp48jYrTOpvgTgd+afP7XZf/kUUH7C2+D1/Ks/4RmwxZ+pCWt/7avTNvur33uue+lKlbdes/6PTqArHXdGo0VNVlsFmgMs13FObZy9RFswIt6GKhSwV3pwhANCzDOmfGS/9Z1Anzt84KHgfl4/9cIIJMeA+jdnvG6lVmniuCvGMumGEXp8aT9sV0eIVsJhV7/doW1RA/M/kol71jhzATarB+hkOIjz7JZT/Gp0bjkbpOj1zYuXPVVV4+xFa1yBVXCM/SyAdYAuIHC8cmA3UViwOZHeqnx4P8/JlfcqcjaWvGZ++Xurf/mNO1TonIE/+xAZvY7M0KfRTVLYahrfnLO5z09a7eRp0mSRso8JGW/bZBX0l763jlkFdq1ADh6rLErVVL9w1RpyJP7qWxzyrhKJhcMHewY5G/f/yfu8iCSj/c2LV0ndc86dowXUV187YiG6qJVX1q9W2YzisEIChQQKCRQSKCRQSKCQwColIHuPStuWkf+x/Kdsr7M4nTYUJNO0xiwOonNT6LgdW8byU+Y/kU5bl/PnhDtGBgDgAbT2i23/2EGw8UTb9qNH74ZdkuAVbF3LSgsnTtkThRtgU/TI82UHrfAB7UjGb1rr3OdWGTtjQe2BNTbvg1H1uNno1hVOeoyPZdOpKhAMuxq6vAeJhj368hhVF6f8cCRQzJgnHGsBKhWimxSBGmHcl9e3zdQxzGvRYsF7xJr3hJd/zNNp1Eu2F5RHu/JFR0Tv9R88gBEfahMBNd/zErDBj2WowHigqJA5oiUVVCuAk2eNGxbWnQgc4+EHBqxwfArD3C1rEsGdPJgCZCMKsrKykWXd9WU9N0jLC8a+ElTwG/7NX9nwf/UTV5YEsnVULp8kLEJhhShiQNeASOhHRRWtpsuKchr+y59CrXwCgyGKG+DnwmKn2FXagIKlKCNPKdHlJNCp36NJMOwNYKjtw8DoVM8AyR7NQ6S0R5Zg+MopLemsomkBqgRylkZHAA2Jimb9VY7qEND/qbIvcH+p3YPvvkXOaCiV1A7dcO2Sp89ACZMhkTaINt4wcK6laJxK3NsjH71nQxhs/RpylPJnBj+4no6R0qr+RfRTIF6vouOqGJC1VihyR6C0U7bTDz+XqJ2VioyGiuoJAdbLB3bBskBfdbC3Iz9LfwvMjgeJXsLxTEpxsCmykZ98CMX268yBDhifH58r7ciwX5HrKOIC8eVUsUKR48bG//5fY0Tn2cnFPBIZBVyRYNHIyhF1udPEdto/av1vvMImgCg3NZZ+qyJGKJ/vMj4TzRZhdO1ETkW0ScB2iTyog+/SB6L8u8d4haY+5GM1XJfmmhozRc8JkO8W5EPOlmG7An1/adMmnGvepC/Qnqsz3hedqPmATNiUaEzXEpmmPsdEwolJosIYa4OzUHI5ucyRU6xoOdoetiP+Fo7rekebYsalH0cSAeYjtZ/6HFBNi0suE/UjwsFCEWx5dD/DApg9+OEJr0PtycRMQNGYdcZQMvE1pEc0pNa+Mk4iMWvBEM4YaUNzp1tei1uy6r+oQ45DcghRWiIxPTys+H2M8T9+o8/6D+1n3QKIF2sJTDYtRdABOCjVQ6qNGkX3W4ATVUyfxLAUERkY6P5W5BzzRdeWvOYdEB528eK7QgKFBAoJrDMJaP1rwhrSGpvwlCsZaZOMtb8E4LraHPKKPp4B1J7+9/9gKemYSGpiCWtn5dghq7D/e1ikvaLYdW7tnz+xxmdfk2eSdvD8TNEZtf4m1+9Y42vAVNKplAH3kz9+bc2vvvMUPGXSHknHyWA/6X6aCYxWW1Rv/fR5dwIrSf+8M+GOiTEsea0J2GD+9uc2859+aRn07tn9Sct0ve8umxE1HyvnOiwBnWegnleSUf3Lb232nz+zmoBlnA/EBBWwvw3QUQIMey1FYF+5bq3f/dHqf/jKKj9934b+/Ccenb+gH3RNAuptkk5m7vdf2Ny//NHmcBDIAOGlAxnPGT1jW3LuBhi3331udaLKGz951wb+zV/gBHnYI9S7anOdMrk1gRPCOPu6WYv7iI7HkTRsR4F3H7v0vfRJUd3Pffqlt6X17VlnJDB0Vekx0ul1TAOngcbvP7dwK4yDOOkNsb+o/uht1xmW1qm5Ufv8lE39h3+wKWSdIMOY52v43SXYnMTGMIADxEZrse+c+ad/sem//4U7E3hUPk4eYmFK2Zs0/3jK6jhljPwPf21Vrqnn/aJBX3ph5pCcJOaYU9N/90+WAcanN+/gh4nzsM5lfzsDUN+8gjMKjg/SX1KcK4IvmFuMSYqjQAmHu3jv4rm17DLFB4UECgkUEigkUEigkEAhgackAc+lDrCOlYSAB3RLbBwYxHrWHvB9tH2/ZUfetwSgOR4kKHDfG+iuKwT2dGoBsE+nYQ26dtrS736X2/J2HSddFXr1MAEziwqaqBgZZU9c9LlMObSS3O/JzXPoWOjS2L0i8tXHuw778UsO7/0ndqoQ4D3cfcxapJQMiZAPN/MStf1TLbRedjoFsfQW51O9WlHZ91MCBSD/hOMqI2pZOb7x2heVswwG7rVPpN2yFeYJr/XDPR3jBIBTWRteDCpVoiyqUDNHGOL1YFm6kH+v5MQiL6NMNEqU/GYeiIAgyW2iJogOWL+FEQkZGQwj6X1yg98m8gPjRGV8gn4AQABiFuUpSUCALYalEnnd1wQHS9mRAvEYxcEiAXcYDJ/UKUbGUQG2Dtq22yLjXCLaThybBNAqutSbKsXNQWFAXgGdDwF4H6Nby0/BAUBAr+m12rIWuereVoSsInn0WmVZBtbpmhQ5BZS0Rq61qB2MZ0TEr0DS1Rblsoo367X6tssA3WveCXgvPQz47HVe+zPN/0gvAOc1FTmM9OtVpQ/rwLmLcXCKdmjaZaxeVekll6UnduTEGAeMcXkNY7y0Kv+7c00xDJQGnWq253GP+FCghJgl9Fpz0ZTvlteaK1jjCeqzCtfsVdSXgHVMTBOdoujEZIrNL/TAcpJxViJVw5onxzStYXIq6lVnAcZ3pFj8LiRQSOBlk4CikpvXicSeuMv6hnENesiA9GJiEXHQc75DRNLIeV1RNwCqKXsGZ0aCbaVB9PPU//ePNvuzX3lUdggNZHhwj5VI61GGFcmdIOfrWXiTAdbWP/vKZv7Pv7O5f/69pYCyZaLgSzCehERfk8/Gkqu3rQEI3uI6la/PODCdnrucR04D+LPh9HZ7raz9ciaeA7ie/pufAcjed3YXOfClANQNQN3G1wDe6BEJzscz//RbHAH+YDF7tFCOirDmCPxubN9kzT/7wCPdHZDnWdAEzK19etJm//YfbeYXv7PGjZtW4plQIYq69ParVsLhTI1qXLpiTa7f+OyUpUR7ewowHAb0/HAa/IXuI0dA/pu3bO7Xf7DJ//c/Acp/6WxJZViEPPIfpzHpkK1zlyzjuxbsAI3T1IksQkXio3uUoYyfL6oPwLt1R9HsOJvpn5wbd4iak+fdCs9Ena/nXgOa++m//y8287Nf43hwykLkUmIPXyEdUQy7jZwfRCPfpF8N2Axmf4vTASwBGdT4Bljfh9Ovpw+YbxByU4oY6pz9zadQ0d/zORUx7nYBOTGe9TeI9qefs7/9zB78u7/F0YHrslfS/Iu2bbQQxwm7fJMo/RukFXhgFdilnIEAp9aH9SchjUCN9DvT//HnNvsff2YR87uEzMrMrQDHDjnl1omGF9vCNA4QklVwa9yq567AGIZuvXu7z/On4RTdJY7ibSGBQgKFBAoJFBIoJFBIYEUJZJMT6E7kgyf4IYIePt57HBvkCjbDEgyF2w+6s6FBxV4CTI+27UPHebj9XrplOoUD7OWvLfviH4ABUHSn7lsEkL4ckF+xqR7goXrs4heWffNba+IIkB77EB0O5irZgldT0E3VB3v7Lyyl7dkggRM4FYTkq19caCP/8x9tG89D9NrF5xZ/FRJ4OhIoAPknlKODYVDVVdholYh2mmXTp5ta97JTdz9h/T/407W4YxCIoHfrh0q5sRtZQ7FX2ZPTIAMlfe9F5NS2APGiCP7/2Xvz7yivPM3zG2/sEdqFQIhNYgeDwTY2xvue6azOrK7p7Orpc+b0D/Pr/EE9Z36aMzWnqmZqurMzK7fKtNNbesMGY2z2XaAVENpjj5jPc0MBQkggdgndaweSIt73Ls99I+K99/k+zzfetsyKFwaIQMss7HHzBijnS1aYID/gwLBlzl7CrhL150py691G8bqwB/UE9e4+bjYeNlkk9WhYRH0dQU1SlfIZ4N7m2iTV56sLelqg7/v7wHW+V9dM/HUfOfO5+db1yI+7V3xmO2+25x75gBZBgw8apwdd3z1B6K76ezrznk66hzHL+tepQd3nmPrLo/pmdZHUjpS5h3rvqf/+JI+AR8Aj8IgQqIiQ75Xl+jD3JgQgQVrKHl25wt09nfrBfZ2s00tDqMhxEKmQ+khOWs5RC3I8dxj1MuSmiOAgnrQkSua6X7xjde+9DlHdQRDhrdsXCnoah6Qd/4dfWYmfhjI+hPo7/ot3re5dbOW3b3Tq9PyZbhv/1b9ZDnI198l+0qWQ4xuXFtmcB5s6Ie+7rpPA6lvmywMQ7Z9bCcV7HXXFtm+x7OffYEu/37KQ9eHvfrQw1vDFi/2kHcpZbMcWct4zNuU2h7QPY7sZ4JhSIXd6BYJeRRbu43IA+H9+a4baOwRWMVTn9f/hZ1b3/htV8hj3lLLa/+6IjQ9ihY/tenCVNo6c4vcjpMbBxr6+y9VX+yff3WMTH/zVRv/5N5Y7eIT76LTV/91PLf3T1y0u4rgBxyGCCYo9/TZKAGfhMvk7IY0r2Nln9h+21Iu7zVDx14rSYOXPdTO2Pgh2nJdIyWMo48OsReUydLuSRfWufmT/9FcU6udcEFrqF69b6v3XLbEbRbpyvXNP79IByOofQn7ov/6DI+4nULUrgDtE8FoCJx4XyKFrBhwnPz/gnAgipIup/7v/lU3luBU//sqKH30JvoztUp+Nop6f+NOnrq706y9a6uU9jB+scBnKfnPIRv+vX1kYV4QIVvyFYyet+MLTBApwXc0hcSozn1kCPUb+8deM51MLUMoHG9Za5K2XLPWTV12QiDajczgpTPz5rzb50RcuYMNYqxeyk84doo6AkoDA0QW6erndVPrXPAIeAY+AR8Aj4BFYlAhw7zRwznKf/Qv3lBmLbHkBN6J1t8+lDvkeXkkgK6pyBRsGEe737rRnIYX8BOl7rvVbZBxXJYI4C4OXuL++S84Cm/zy8KCFu3+w0NGPLctWcEkpPHe+wT3hfIVD3M01Lyd4l8DRrp3suyCc0Lmo7W8q3Le5/pHiVZvNISnoZx5z0wn+D4/Ag0fg1hXtg2/jya+RD6oo1ssJcuVmyCWfn0QRlVFOZcgjovF9uQ8E2MBWLnJFyueb64iqJ7efyHgs6RYNCXUfw3encgmJxE52dVqOvHuTbMbIMlsWwwu5lESmsjkSG89Z6VyPTa48banNqE/YRLrjl/pCHpjv20NHQMp5R7w/9JYWfwNL5nNw8U/Vgx/BAv8OePADnqpxkYzbpUfAicEXj4BHwCOwVBAoobYuQfgWIbAD5YWE1M0eOmLXIFvlbCZGUs5H5QmIcAjWMCS1comXhkcgiIcsD0lanshYgM19nRTxpKNJkFYmtQvLb6nGdX84o4i4lq287OJFSAcQvGFydccg4ut++b7L4a4UcyqR9jZUPPTxQi9KeSztpdBP8BrB9VKRR8mNXlujFFGxT/7bZ1ZC5SyrfBHy0c41VsT1yw4ddYR2Bvv78Jnzzno99cY+i6Bez0DeFiHgiwQJBHHWqyjP5UAkdxSNexzyOPPrP1sBNb0x3hhpixJ//77V/e1PyKG+6cbowKN0kX6CZxnyWps2AUptWaWXqf96AU/li5eV+th/+yPq8G+dg1X6vVet4T/93CnNlQKtVuRsNImy30iHZqjRK+BdUt76GcHeUrnnTpwlEPwitvAEEjTgdEBgdWRVm0vLU6vvpp84Hcgyf/zfPrFxxljGGl/pWBJ7d1uauUi/+4pLHzT9nOjaDgIMlptIfDkPhBhLHleALPOtORchL+cFBUdM8tDyMgnJ3sjYipDjE8rVrgtLan6s+pXyygh6SO59hvH/wlK0rfQwrrBnM/4puGMvHzC+Em2Vrg1Xg0Xm+L5WHvjR/+8Plv/kKwI9CGIg3VH8vdcs9R9/ZinZ3SsdACUmlT3jz3O9F7v76EPW8jhhhbm2Iqjo78aFylXo//EIeAQ8Ah4Bj4BHwCNwjwjIraesfOwiy3Pcd2cnuN+pBofersoQwbB6zLdIQBigRDeU6ZXOp+FvCijxt0OKz5dEn2qJQF6p98uJBitL0R7CkTFNMOkc92dz9i9Cikcedosq/sYZZfAonj1spcELNBNjDfCMC0S4cYT/zSPw8BHwhPwDwlhWpcmNGyx3iYVdH3YdOXLJk++bT48H1MLSrIZsss7CEM8BiNxllsBOMFDu+IXNRT/wyQoTgKBcvYkLPWxMVC1jRMhLcLdQSyiiSeI9gG1jmY2vHAEVpVewsPTFI+AR8Ah4BDwCHgGPgEfAI+AReGIQEIFbRu1dEqnOBqBJyQ5Znv3+uOWwE3dkPAHF+iUEqxrmEYVcDaSsgVQu6XyI44AA9wS27WlypaffreZLl5q6RpTPBKyIIn/iwy9QvR9CVT/IZl7M0iir63/+djU/+BQZr/OkrpdjV4DjWhlHphCqdqUQiaxa6ZT8tTYqELoF8tfnyBUeIrAgjXI9jh16haB7Eb5Sdju1OYS58tPH1pBO7cVnneV8JTPhbOEd0YuiP9i5ySIQy+pXHrv4cRTceWzljYCEMkEK0Vf3WMN//oVF10LoTitFVPaT2ODnyR0fYO+PCSfLqsApy2v91OFFCOVJ7O8nfv+RZb/4xkIcm3zleav7+2p+9OlkvI6XmwBoUs/UOpLlmgLItKE6vZSlkD9/0cqkIIhozdncYBFcByRCkEPgbKXI3GfkHiDV+rmzFmZulTIg8c5Lbi7C6fRsp7l88THI7cSxM1aCjC+hys8T7FB6ba9FmZsK5LbIeFn4J8nHnnz1Bcj6VZDpoy7dQUEpAlDHV2hfMRbp9162pv/8t1Xbe6W5mipypwkg5Uuo5SucI6xMgf+zLai5VpWyIAv+CswIEwgRIQVC8Mx2S5CCILWHTedpOGh+RcpHIOxD53urgQ5KJ4VYwzk73MFVoNZH/9Mj4BHwCHgEnlQEZvuyeVLH6sf1+BEgJWL9MotsfI57nSwBgrhF3cF+/p76zD1VBEV9aeteK6JoD7injKKyjzQQ5HoXRffo4eYVVux6xorcg0bjpDbdsJt7zqmgyruo646H4mBUOHPQCsf3u/zystYPr+zitCVGNN0RKH/Aw0RAjLEvDwABF/0NWZwiV1zmx1NW7sUCjsUryzxf7gcBMAwTXR5iMZ0kz1tyQ6fL67wUrOqvw8Z9m/IlxtnMSWCpF0U1Um4Yqm4KaQNC2yoL8XtDm2cxOlbGQlDKi4tpl1dSqg6X91Cv++IR8Ah4BDwCHgGPgEfAI+AR8AgsXgRIL1ZCmV6AFC1jVRmwAo4FrN/IFR7BBj2AzJVVvUhQRyZDwIcg66UidnbunFvBot79jVq+eIlA3hNnULovtyQkfQTbe1dE6LM2rBVnqw7JnYXElfV6LBwjZ+Ry8s1D2u7b49aMtWOrP1lBikRF1VxJJCw0gaU8pLgs3cPY67tCE8Ur16pkNGRtDLvz9Ct72SRssvzQBaz2yV2O1X20QBDBFfLKk588BQGeIE99FEI2/e7r2GOmLI5yO8rYky+g0KZPJTkAfPujFbDLz/f0WLi+weIvPWfJ1150pLMLOpjeWcZZYkMyyGYtJhtPy1sRh4AkBG+ocWpzEjwUOJCVZfvRMxYVt7yp01IQ1inadfnLp9epebo6bAWwUmqBMMEF4WXY0MtOPXlDRe9OIUCi0secgEVYmDej8mesIeVEnzYH06vPU+84QQSlY6cItkCUQCqA2I6tqNSfrboPTD94+u+sCWO4GuTXrrTigR8t34crwLHTlsYdIP7UZizzcVuDENeaN/H8LhekrsCCIgEgReVsr0CuD2UhzMkXT3qC9CsvWELjn0bGqznZz5dIj2A4FYRSKbe/oDX2bOOR28Mk6QkU5FAmOKJUyFm8vcXizz9tMRTv08n460OBlNeeRSBHAsYU4TqIrGwnr/0619714/wvHgGPgEfAI7DEEODmgv9duXEbs8Qw8MN9lAiIM4ms6LLQq//BBcJKsR5K3AhSvKu+6B6eE+Z054ToD1rXWCRBG9z/hJIEYCrV0d0UKeRTDRbevMcCggcszDoizf0p6YkeeIGjqEwQ1DnMfW66jvtM3ANmrDEeeJu+Qo/ADAQ8IT8DkHv9M8xiLskCuEg+ttEvlpn1XUEYjIVescAbm2/cORau99reE3+eu1kpk3MwavGWtFU6UMdjVZ9oX2ERRdcvJTx1+eg/No+i5JGPEpgQnsDikbzsBeVojHI1oJhYmIXNJOwo8/miy7mXOX4a9QCbU9r4knWlLx4Bj4BHwCPgEfAIeAQ8Ah4Bj8CiRaCC2l0W74XzPajiIXL5LxSLWBJVeeKnr0FIdmIJiSo5DwnPmsbZ1pO7XUr0EjbsRWzOi9ij51knlMhbXjpxzvJjk1Y+f8mKr5231DvkgV+3yq0Lr4PExllx8KoVjp6wAkr2EnnjtbaI7trm1NgROarNLFpfasNNP3jQa5c/PrFr+w3S370Kn0oQQeKV5yyOjXyUNaiK8pjLASBEIEFUNaACirEuS72FXT3K/hDq6/hTWxzJX7o24qzjI84Gn1iDTw/bODnGy1Jy024FK/vkvmfJk77V5befavb6DwUKJF98xiLgGb46gqobpdOurRbdvY16sZunFGkje/i4Tf51v1Ugr2OMOfLGi5aQept0ZzcVxi3F+yTkfR5rd2PPoiyXgtWsr/fstAhE//XCsQogKJK/vgAxXUE9r6AIWf6H4rNsjHJ8meNyR+gLlv0Gka/1ugIyohDyIrDnUtW7Ntm8VcBDQH76UoxwjgJt0rYcF3SNSH0eZR4C2k/t3VVNPTBOWgCwLF3FfY1AA5LIWxhM67hWZFcfJk/99OLSIpy5QHB4P2kSIOR5PbocxTvBDXILmFlKBCJkvjhoReWbz0P+s4mt8aQg+2Mz3Ayun0uQgBFs4ixhpcYn0CGyso2xsaG8lPYurgOyhH7hEtJnytTHi9u7qT6zhDDwQ/UIeATmRCAEJ3Dd4VQfFr54BB4BAiEs3yOyfb/H4gJpM6Q3Ije8+5JrWlHNt85928wi4jwcIz3t/RRcqQLaMD3uVEiP6zqlvsjl6S7us0Io+SNrtla/tLmvDTW1u+Hdejd4p0741z0C946AJ+TvHbubz2RBrkVgbFWHxVjYli+gEGARKas+m2WRd/PJ/q9ZEVB6E6KkyvUJCy9vwvYEyzes4sLJxF192M5a92J8ki8YKRjiG9Zatp+8guch6WW1F731y3AhDU/3m0Vy1UTYWJs8220x8glG2VDxhPxCmiXfF4+AR8Aj4BHwCHgEPAIeAY/APSCAT7hywIsgDUEgs1CDwGRTrWs15PgOi69fR/AwimkI4OtFzBUPkfmV8UnLoygXsTz+L781O3nBQtiX546Tw7wXtXSpYvW/eAcitOPG6WzEFXuwNufYsgj9AnnVmzosjYI6trGT42bbVsMev5AnjyaW+tjqixgPIGbjm7DWrAUKc5ryrCdVz3rU/XoeG03Z1BdR8is/fBnVejSIoDxqdWRzbPP667nEnS0+VvUV9gNC2HhqH6CMon7ym+9tAtt12eQHCfKxQ4A7i3OXiu3WvkZam6z+371j+W0brCwlPsrrCHb7cRTgyoleVr52MMth7Z47Q672/AiEPG59L+1xwc83DV8BE+Q/n8ROfvSff2PF744SUBC2Uku9hQmaSL2hgIKpzU+R61i1Fy5ccvnV8wROFNJJq0cdL8t6WZHOLFKr589ctLzywEOQlwu4JMRYszL/UWE4lWd95nm1v7WHGmDpHpatO39ogyoOyR7kCFxgrRsmOKL+5++YMW/KOS+My6QPKDD/ChwgVAEiP2EVgjbiLz9HkMSN68S1wbWS1/X0w3HGNmLyG5AjQIo5cLndZ2ziajwFggqKuA/YZRwCCC4xxh/butGlJXBOb7XOT/upXPdlAgVK/AzoYwDh75wXbp3eaWf5X58sBLTzwYTrmppxXT1Z4/Sj8Qh4BO4GAReUxWfC1K3P3Zzqj/UIPD4EchnuH89b5cJhC3GvH2zdR/BkpwuUdN91j6lnFYSvpWHSVPFT+e4D5Yu/CyV9KNVosV1vWnTrC24EQbqZr+yFzas8Jqh9sw8RAa13fHlACGjRrQVjfFMnVnD9lh+dZOE4xoqSG/IoD92f+zJvBECMgHe2SqJhS2CnF2klr4c2RWaLzJ93rYv7wHB9naXZDChdGsTK78zUOo8buwU8LGcQQdRamQ2oLEqXLJtGadQgvngEPAIeAY+AR8Aj4BHwCHgEPAKLHAEWIiVsvQvneqp52QPs4FEFu5zjBFOHyNdeLbeSuVrvGU5zCYhxqajLWKpnsIPPK+98nrX0yfOWwzo8CREd64A0FrFP0bpCdu1FiGPD0typ8glcTuzB0hw3rlkD4iF5y+OQxRMZi4nQRiETkqq8HXV4XJZj1RIi+FtqcGeVD7GqUhoedUp+/SxxvmF5H8XOPr5tE6Qu6iM3kOr5FsauUynFpkqJoOTSxQEs4K9YmLGFsT6PQFaHSUcWQK7PWsAijrI8DFFeIQ2AUx7JDl3ktog+lONZnAEK2MPLer4cgZAGn9iWDU6ZX6tTzgVZSPsMwQATH3xuORTsIZzLFISQeg1r+/ffIKhgA0ECkOFTRbb2ebkTSKFOUHWA9Xp0NWnTcKpTcMIthfmXXX3pzCWLiChn9OWmOovSfxHowuN2pcJ6X44CxWtqD3cFsHOrWzZ/1b5zIsD+X+rzEO55KhUCBfIEepe6+7gksDlVfnvSBigYI8R6eXqp4NaWO3oKJ4XjFhnnWmHT1pHlKN7D7C/MJE7d+M9w3ZGzvjB0FQtWrofOVc56PpDF/WyF9AZl5bQnmKGIg0IYVX9cOeVRyM+sf7bT/XOLHwEFFxUIICnxKBZ5U4R0LfstwMU/s34EHoH7Q0CfAwUCC4sF7kEUhLigd2/vb6z+7CcLgXJmjPvXE2bf/8UCBWyiJA/qua+Jcl8//b53PsNWNIqCYknDxG8EbnLfiSL+Xkp5gtRS3/3ZKiNXuF/nXnPrixaQx37ehfvGoK7ZTA9fPAKPCYF7u/ofU2cXQ7PhurQlN3ZZloh1O99rQUTWNNyI6xPHl3kjoM/2QJsNqCuibK7EsGqP4UAQrseufgk7Dkg9kNxAwMeFHhv/9gcLXR62Mos9DOznje2jP5B5hJAvoU7Ikbcv19NrReweZVspC0JfPAIeAY+AR8Aj4BHwCHgEPAIegUWKgPJ5o8Au9aKQ5/4+Uo/ymrVbGGv1UHIWi/NZhimiNY7SvPTeq5YbuIz9PeTuCIp68n7nj55ECX+WfORbnHpd64oyecBzZy9aCQvyUClAkVznVN4xnMTmUjBXyIsum3sbGiHfOsQ+/YugZL9Fwc0aNITluOmhwga6rNHVlpFDvpTPWggVfRr1f2wnQcZTJHH14Jv/lRq/CFkt57wQG5EBazappqMQvApYENk8W3FqOsjf6BwEcJmggOyhI1bEeSwI0U8CIIw1cxm1UJF+lpQvXbbrh45a5quDlv32sMufLmv6CI4FyVeft/r337L4Dqzgyac+vYgcV5750PA4OnpgIG+8Uo7FCCCQOn1mce4BrPHKPKKQ5uUgSqABlvDkTle6NeUTvW2RIr1nwAkaVJd2eeVCD/1e3UNhIyUknKZhJYv8wgXWlJcvM9/1ThCReIrgiBlW9Wq3BEmeFSF/6ryFIUsDgkQijCfOnk24Fdy05zCtFFHdF85A9g8QZILzQkXpC0i3FhfZP60P10+hf6UxLPQZf5H0AgXZ7K8EM67nGG4Jzinh+sH+lycSAa7XCO+N+rq4NdTHrQj55gh5bdHcfHk9kcP3g/IIeARugwCfA4l4yRr5bEgS/Be5Q5DabWryL3kEHi0C3N9USMVsKOVdIEmJezSCJe+lVPKkqeo/x/1wn+MHImu3kx6qmhLqbuurTAyTsurLan2bnyPAdfPdEfJ326A/3iPwEBC4dUX1EBpZSlUGRNTHOpZbgmjwzAryhbH4LrL4Lym62xV/Rz7v6wFXAW3iRMknFyciXwv76QvxedfzBB0YQGDH2MTRNRZdzYO8izkpNlj4azNhoean03e2rvxAloajo5ZHRaMNMW0K1ZQOT9A0+aF4BDwCHgGPgEfAI+AR8Ah4BJYEAhVs6susScpYz0dRI4dakliyQ3ZDeMtqfd6FjeoYSuioSMx6zkPNXkQJX8E2vIDSu8S6WoRriDzjFQjnYi8kLoEAITYMIxC/URTJcyqY6UQZ5XLhYq+zOZcqR9bm0VUrIdRvHyBcU3CXsMYPj0447XuApXxyN/nRN3VC3s9OqmvcwsRZ67P+KZWLFiMdm/ooi/zwNFX6vDGaOlD26IXzPZYHlzDR/0FDGlv9EsT7Dzb58dfY/Z+2PCkE5Dggklu532VNn3rpOUs8u9NZ7UdYU8oNYGYRmV+5fNViys8Zjrq5iKHU15hnktfuXNTq5YkJXAsIVFAOdVwDQwTRi4yPtMg94Pb7HxUpBwnWLhBAUBGhT6VF/UsQ/mxrW7VTvEQqA9IHFCvo8cMhi8sdAEv/metKpQvIQ8TnpXYn5UCYgIUwgRCxjetcQMRsBLuuLe3hJHIKeedaY750vFIYzDrXIuTVF6Vt4LwyeIRwMogpIEGuDktYTDDz2npy/w5BtiVty4Y2a2xIOoX8wvYwfHJnwo/MI7AQESjgjtPYmLCV7Q2YAkldfPvvxYU4Bt+npYdAkMbtav0u7si4J4PTCndswtUKF6J7uH4rE6NWOP41jy+tEiFt0FtYzStX/D3UJT1iSPnmI7gmcV/NP0tvcvyIFz0CnpB/wFMoxW9sGTnGWLRGlzdbpXfQgmEWaZMQ8goO958T80Jcn6khFq9ShMdXriDAYY2Lzl/q+EmtIdv6KBtc0VVtbMJgfzjJpsE430hsRizMom9LbWdUu1jGtjHXfxml/ACbdGks/fgS9cUj4BHwCHgEPAIeAY+AR8Aj4BFYXAhA9pZQBhdQjlcgz12OSQhMqcAjKIulZp9vkZI6aKjnUYeVJRvWcpqDrC0T0FsmwB258nXbOVnWO0XytWtkhgtbhGBlqbhv2OPf2qqIZimfi6xDwnFywGNZHlmH6ls5wm9XRLiiqi8PXMUBAEJXFu4d7QQArJlVkT29qgqktgjkCup4bSBqTeRU5pDxlftRyUEsl9WnzDikel3VeexSj01+Cd6aE3Kla48ztnGtCzqIom5XDvQEtu4Rl4d99vWXyPsS1vHFQXKz87vc/0IEUAeo7+faNJVav0yAuH7K0lQkt9bwEVwEZO1/x6Ic9wq46MPtgICOSjhplUbak0W/1okzNmuLEOt53AgrBEc4e3up8SHjRX7PJNhLKNZz2PpXLg0Q4DGJXX3UopDr8ae3M3f1t3aNgIDS8Iib7xDXHSOxMtdilP2ICI/ZxAGy2S/r+seZQAEb/OWu4chqUhIo3Z4vTzwCukRXQbS9+fImTD0IUOE6Wqg7M0/8ZPgBegQWEAL62lcp8z2RIOhw7eoWDG0gIv0HRBUY/+/CRoD87LKEL6fqcSxiT7+Z+6zI/JyvbhmYrOpHL7Nm6ObmNOnuX3lncNjcQa231DH1hHK+x55+3SpjO3GsIhizHscpXzwCiwyBO6w+F9loFkB3AwjTKAvI+Aoiwlm8Zuqw0hvLusW38673X7zznCUi4rlpiaSw9ZGt3hY2D5Sfb6kXVntyYQg3Y3XIxtMkagg0D9cXfLUbvgUFk1aoBAu4DbVRlPyoXPI9fZDy/c76MIwN4syNlgXVf98Zj4BHwCPgEfAIeAQ8Ah4Bj4BH4BYEnAK5u8epzsvY1ZexxRIZK0JeKuG7KixkKiLd9YCkdeS+orQh+F1ecNZAjnBlU1BW8BVsyytZCNAEFvnKIS4CFCX4rAVytYgVfu7UWYjfQQtB/EtRr3Ou27DTpvNIVxDBNBK4kq1a3Rf7UeNDsMfICx7DHj1Y1jJrUzc9qXqk9HahyarWsfJV1fS0Nm46Zx5/KF+1cCJUwOVdN9TcClJQSrDo2lWW3LvbImtQjctxYPUqiGE5C6B219huEyShVADCqXj5ilmW9GIrWixKHdPTAOiYchY1fBRreurU7xUFHdC2yOgQgQYBxENonu4ITunONVRG9R5G5R84W32C8Vdid8/c31QUHME85E+fMxsbxSY8wfjasZMnuAJBBF7ANw4HaqVSUMoDQ70elmWblOukGUg8t5MxofIiAECKdgVLBIm423Au4zxX5NpSIEiIjeIIARgRUueFeH22oqALuREUz1+0KDhYioBz1ulh5yigS4ogBXnwq4iFuY95r1bi/11oCGhKV7TVWVtLms/A6lzzlC8eAY/AEkdg6pPfoaDPhEDfj3xg+K+BJX5hLJLhu5Q7BH2GE6QOVnGRJPf47QaRH7SusvA6SPRYnDVCU/X+6B6qCxpbLf7iz7nB4r4uiHDfOXuQabXT/l+PwMJEwBPyD3peWATKmi9CHrfo8hYiiCCRr5AzTu3wbTz9C/lBN/3E1MeC1X3wx8JOdZBQRD8L7LkWwU/MuOc7EFQHYa6xmFTyLPQLSTZC2FgBtfnW8FiOkwVhcaxgwbUJlxsy1z9gqfFx3hRtfmPiscyIb9Qj4BHwCHgEPAIeAY+AR8AjcO8IlDN5yNurTpFdLKECD0FiQnqGSTkmgvNuiojNEhbrpSHU1hDu4QJqnETMAoJ3pbZ2QbystSuyxZd6G6v8sKlN9uPIg+5I+1lU5yJEy6i+C9iWl8hNny8McwJKfJH4ONvJ9rICKVvCdt2wlQ3qUK+lpzYfIb5LqPCLEK5yJgtDUscgvGX7Ltv5OxaRcxC72gXQPkAFe/nrGwN3PPn2B6g+sq1jJBAiJ3qHxV/da3XY0kex4g+lNQacCrCOD83IET9XrVX8GWsfhDwqdAVYxAkCj23sBBPIaxUazXx/1HLkpg+3NFvy6W3gDvYKmmBuXOBBwEGObbjz2lSW/gqSkGuBZTLw6ViQriDgYdN6CPb2Wyzo1YXiIP07c9Eik3k3TxHmMbKOTV7lj5/GcihQoNjbZ4Wz3aQ4mCRIALU+wRTRTZ0WUyAGa+rChR7LoqDXuOKbughmADsEFuq5I9ET4Miejiz45yoaQ17XFXVJVR9pb3PuC7Vgggr9KEnNz3o9QJWv+qf3c656/fOLCwGRbAGuHr54BDwCHgGPgEfgiUFA91XT7q3udVxBHRzZzlch5HdQBeGOy3G1IsXRPZVQwP3hjIDNe6rIn+QReHwIeEL+YWBPpHikicXrMhaTRM4XsUgrj2CRNhUt+zCafGLqVPR4Hs33lDVcoqsTp4HlThX+xIzxfgeixR6R+vFmosJaWy2nTZChcfZ6ygSIESG2QIvs/AgZd+qNQv9Vy10ih+MIyhZtqpEL0hePgEfAI+AR8Ah4BDwCHgGPgEdg8SAgslFkakAO7XAR8hr791ArOSdXLTebJT/57UYmdXzuxDmnNA6R+7tShGxPomSHmI0SnB2uuaVJEeN4L0eboqTnp9TaPGbLOS6yNX/irOW+/t4q5CrnTytDuAeQza5OFD/5MxccMSwBe3zbZpdjXRuQFSzqy8pvTu55KeSlfk1A/iae3nqTanyucUlFHobMdn1zLcP9EkhQwd694oj6uc6cep7+VCCqXX52Ni6DRohxKdw1dOGAVxrbkgQssC7csdmSr+yZ3Yp9RjNyGChew9aesct5zeVeR51eIo+7VOVKQWDYi4YIhIhvXk+d1eCDEtb0mY+/Ik/9V5bY8zTKdEhsSG7Zv8vFTfg7EwB1UH28Q9G1k9l/yMoEAYS0V0JARXTdGkvs2Er+eXLWzywEbbiAAdT0oVyWwI8W1OjtWOrPyG9PXWVSFOjYAsdWUPW7wI7tG5y9vcarvZncj8dt8vcfuaAFOR1GUNubI8zpvq6rKaV/KE4KhVmKLP6LWNUXTpyxwrlLFrCujaLsj24giIFACAWki/TPcO3pGki99RJ7G63zwmaW5vxTHgGPgEfAI+AR8Ah4BBYfAtE492zr3GPxdd732CPw4BHwLNiDx9TVGGaxHF/Zbgk2EBSdHsKye9YNgofU/mKtVgv4EAtXi5KrDXs8Rd1H2sg/9wAishYrJrP1O4ziJI7yJIGCIEKexVCCzS9nHwOAU5s9s533WJ8j+K2sTR+mN0aASu7sJStgH1hik2khBxI8Vsx84x4Bj4BHwCPgEfAIeAQ8Ah6BBYpAaWzcit09FgyPWQLbyEgcu25ZjkNKBvPJH65xiYjloTzik599baUfT6J+RrGu9R9Ec4z1YLRzbZU05nBnuw65WUI9XwqJhMcnDGJUudO1ErqlEDQw+cUBm/zgrxaazFo02UrAACSybPVJjya7dRHMo//wKxv/06dW6O6t9omKZAMvi/SKSN1xcrZjxx+s6bAYOcvnImmnty+rd1nIR1CTB5GYDN2tCKld7CFgn593KqWhYct8d8Qm/vKlZQ78gL06QQoUmeBX85lLXzFl4Q/p7Oz+3RFz/COimoDo3OHjNv4//s2NuzRS7YcCBMoj41aGlK/gYlbC7SAMIZ/Ysp6c6GlU3uPg+I1lP/3GymexZydAIiJrdpzbwogRFNwgu3pTkDjBGVLc37ZAXudPnnX1hfquWpj1f4lrJ7x7myWe2eZcB286n/4pWKCEW0HpKnnkCeKvSMFP6gGR3zcVgtQrzLXywRcJLtB6M2AsyReetTj7M7pQijge5L76znKf7nfOCbLcF6wi5vVwf9CGMFcA+WylpICCA4ct//0xnB0GSCBQZrOZ4Ii1KPC5VkpDIzb55Xd27f/4Rxv+x1+RO/XK9Wtrtvr8cx4Bj4BHwCPgEfAIeAQ8Ah4Bj8CTjYAn5B/S/AbJpMVZqCfIfx7B9g7PM1qadYvgIfVgkVbLIjhCrsBIQ8JSm9Zaeju542X778tNCATJuIu+j0kRwEZPCdy0gbCwCyoTNmmkNCn2XkWJ0muF3kGnzpC6wL89Fvbs+d55BDwCHgGPgEfAI+AR8Ah4BKYjUJR6HLK6jCW3RdhaiGJbrhzy5OeeD2GtHN4llNqT+7+30f/2B8t/DCF/ptvKqOVDBB/H9uy09NsvWwwS/HpBIR5iLSSCNUg1WICSuQxBK+t8R+5fP5A/IVOlwJ78/IDlT51zTmyyvo8Q1Ky8807BfOy0ZT/52oonzmMp3mhB2w21dRmyOn/2glPWRyDUladcluTzGhv9kBJbqusIKdik5pY9ZwESVzbp+ZPnrCyb/DmKcrVPfP6NDf3Xf7DR//dfLQsxL9W3itICiIiONpI3nW2GwoWLTuEv97G5C0EPzNf4B5/atf/9/7bRf/6NZQ4dAZOCO6VShk6enLAomGHujhAf2r8FtwPWmyrCL/O7j1CzD1qki7YhziPYuTMoAuhJ1Yfyu6TAilyGOR224oVel3rAnTzjnwrq/uyJ05b58qDlfzhJv66Qc77OYuR2TzLnsU6sTHHMm14UHKFrLcejwLyUqCOg3eiGNc6af/qx7nfGUxGhDtFerpA2jQAM1R1mPoSt5jz7Fep85iD21GZU+VssoE2ts539PSlJy9nJakoGcLul4PyWxbp/7L//wbLHz0LGa68HzAiWD+OSKMV/4fhpm/jTZwQGkO9e1xbzJhcAXzwCHgGPgEfAI+AR8Ah4BDwCHoGliYC3rH9I8x6Ko2Bm4yC5Act1IrcLRPFXyiwIxcv7MisCWsKGWaDGGuLY4zVZYuM6S3StvZGzbtazluaTur6iyq/XwaaQAhZQiJQzbFwBonBcqOS8NnbKbPpkR1ApsBeRU7693n4LN2BzOGPTZWnOrB+1R8Aj4BHwCHgEPAIeAY+AR2ABIiDVMVbnSkMlNbEU7bnvjpKbvQciN+Piz5VDWxbvefJ2K3e5czqDmDRIcxG+LggXBbUjSSFCy5DxBYjbDAp2qZWLR8+4nOuBbOr3PWfpn74GibrDKbSvI4JyPoD0jJErvdi+3CoXByx/7qIFPxy1BIRubP0aDqWPBPzmfjhuo//6ocsBH6TIp07Oe8O5rkL+8BLkdo586BO//4sVT51Hxd5oqed3cf461lLVSOcCJH/2yEkL8TNeX2+GRXuYNs05k13v0W1/CerSlti9nbGdssIX36GMH7IKZHwGsj0MiZ3Yif09OdhrTgFlSOTS5SuWP3rSxn/9Z5v44AuLQTon6ZPLa05rISz3E7u2W+l0txVQu5dQ9Ye/Pw5BfITXEqwPZTFPILRWhsyJLNsLKMuzP56wiT98YplvDjkMnc08QQOuKL0YtvUuDzq/Kie2VO5FSP5yD+fiIqA5CsjVnnr3FYtDYjt7d9m0ywVg20bLHfwRdT3z2jvgyHYR03HZ++Pu5or6wvwXqG/i9x9b5pMvSQXQT373uEWe2mTpd1/lePLSE9Qxs2gMytVeJqDbcD2oEAASEFSRYE4CAkBuKbrm9KT7h58EDmgrpjhI8AYW85MEFygNQWT7Fku+sdflodfhCkII1kDaQ56LyA+hatd1FN/Evg77O6FohMAI8OS6ncDRIXvomLuegxgOAVqEK8gEZ4PcDyds8lMw4xqLs6+RfONFF5ShNnzxCHgEPAIeAY+AR8Aj4BHwCHgEliYCnpB/SPMeiqDyZiEcJwI7RiR9ZeUKK/ShIBgbYy3IQk1spC/XEVCUPGHuWN6lLU3EfZ6NFFnguUhyghl8mYGANmTYuJElXrSNPHXNzVxbeStNapOJa2sBq+WVr49tCpcLcQLVQLiDwAIUMNHZ8gTOGLb/0yPgEfAIeAQ8Ah4Bj4BHwCPgEXj0CJQhs3OQj8X+QWcZnoVgzh6EkId8N1TV8J0Q8znL7j9sNpG1GARtZM0qZ2mu3paxDS9dG61agGMTXxwkvzd29+UzFy2C5X1QRKmdRvnetcmSLz9ndX/3U0uiwp6NbFXe8xh5xgtbjhDcK0L+nJX+9Fds6LElf+Yp0nnFyUV/ySa//g6F/PdOTZ7sWme5D79gzSQytcfGIeJDl4ct+9l+C1CBJ3/+piWef9oFCqu/WrMox3nu6GkLBq+69Up42waLyY4cQn++RQRu6tUXHFE90jNo4ckxC18drhLC4JF67QWLrF1tYdLclSGaC9jZ5w/8aMVPvrICyv84bdaDRd17r7m892o3DGEd3/uMC0TInz5HyoBhq6BgH/vHXzsr9tj2Taj4CXKHjC6Pj1keBbds+7PY3mNab8lnd1jdL35i6ZefdznkVadLr5eIWpGx5RREwYQWTpy3a//nv0D496Bkh/gv5K2BPOj1f/e+cxnQebLOj0FWp958yQoX+6rpA7Cgn/jDxxDaFWugxdi6Va4/UornzpwnGOGAZX7zgeVxJ1Cquhjznf75O1b3N29ZlL2T2UppskrIR65ctVQ5sBxBCeHVOA+shSS/Jce7gi4g7Ak2CPNaJRx3QQ7jtDkZQ7F++oLlCEqIPfuU1f0v/5PFd2653mSUgIvo9s1WWcU8M1/B0JhN/gFngFyOedzr2iqcPm+TzE9O1v0bOy2mdAlcK4alvq670d9ybY2Rw57jogSd1xPAkH7nlVtt+K+36n/xCHgEPAIeAY+AR8Aj4BHwCHgElgICnpB/mLMM6R5tJe/a2jVWPNtv+aFJC13DRi7CAtfz8Tch75Tdys0WixC8gD0hKoBIK1ZvXjV9E043/QHproCFxMqVloWUL/QNsekiCYC0EAuXka8oIIV5VhaHEps2mSPHrYhqxNjMqKlRbhqn/8Mj4BHwCHgEPAIeAY+AR8Aj4BF4rAjI2nv8489RxR+BkCfQfOCqy5EtW3hZs0t5LglyiRzkkxC/+QuXyCveCDnOa5C7UtWXJjL8hHifUssrf7tBdMbIOR8lkD26HqX1UyiWdz3lSOOA/OSzFSnKk1KIv9JtxYvkfD96wkoQxuj0LQ/xXJZ7GDb6UixLnS7S28gpLrWyQZLaiXOWvTJSzXkOuZ18e5+l33vVOZBdbw/bfFnhF3r6CTDA3WtTvXNwC5Pn/K7WLNoTQPGfhPxWuq58Ux1E7QUrERSQI2e7YdFfQeltBBGEwEN27xUI+xBr49juHZb46euWQl0dQ2WtoH8V4R2HdC9BgisveZ6gg+KVYSt/sh/HANTs61ZaGULeCsqlLicCLN4RBsiVLL5rm6V/9oalIZcjuK3VioIYoljFRwgACIFT6GKPlb49bDnqL6Jst9YmlPGvWuqdl5mntdUgcNcZ+gPpHd+xiSCK9yxHuzn6kWNeJn/zZ6v09mFxv9YFk5cYl/LGF06cdbnqwxD1Kc3PT3BCeGmPuwZE8M9WdRgeIQAAQABJREFUygRtlPoHrACpX45HIONXOFylrr+lgHmgHPco2qMKxEAJX8AFIcj/2cpSuJMjPrp1gyXff9NSBAMEBHLUiuzq41yDqTdftAmCAIoo3QtS/qvvXGMWwfkQhXyJ90N8B1b3cj+42G+ZvxDsgVOBcUwFzArMn9IbpDW2lxkbgQNelFFD2f/0CHgEPAIeAY+AR8Aj4BHwCCxNBDwh/5DnPYQ1XnIr9m29VyyjiPESubItjMXaQ254kVUvV8CAxXEpSrR7fcIaZcUO2RzyOdZuO5MR8scnN3dZTjaCbDJUtOkiecpCDvhQrADzGhIjz4aK7P5yWCim2CQLUIb44hHwCHgEPAIeAY+AR8Aj4BHwCCwsBJx9uWzqsYevQFCH4lEIXPKLQ25iIn+do5YluWy7KxDaxWtDMPRT45BVPEfiXQ+xDCEKCR/GHlyq9ui61RbfsM4ikM4xiMsAp7nbqtBZS4igTkJIKy+6JRJWhuSuQG5n6V9RhC3Eefq1vdbwP/8c0nSb5VHih/lp2O4HssvHFj68qcviP3vd6v79u5CrW28iTJ29Pv0Mr2yzkojwXVstsrkTRTl28FrP3E1x/e10fRln3JlPvzb7/piFIIrLR05Z7tgZK7I2ihJcHY6Rw5z88LFXn7f06y9a8oVdt+LB4jmK3X36lefdumqcNWH+2x+d8r50CvX3OQIVtCZUffwMljejAt9qyX3P8njOEts3mpFSYHpxpDoB0snXXwDTIct/9q0FWPVLzV9ZT3/AsvHv/8YS2za5Nqefq9/l3FYHYR9pQBOP613li2+t1EM6gg8+t0oLueohzkVkG8EBcgyURX0CEr7urX2WkqsBBPqcRUHn2OdrrVhWDnilt2O+4hsIDJgtfQDzEyGtQQLCPM94yuScN66LCO4IxcY6C21dZ+lf/o2lCXSIKBhCmxG1Apmveit/8zZxI2UbJ2AkgvK9gnNBBhV8hcDyCOr55Au7reE//RxHhu2WwTmiBFYKsgiGRyxMMEiZ+Ym/+Kyl//7nFiXIwZPxNYD9T4+AR8Aj4BHwCHgEPAIeAY/A0kXA08IPee61sE1sXm91QyOWIWdb6ewlt+ATLe9LDYGKBUTCBzE2cupTlsQmLimVBBsLfuFaw2j2nyFy2yW2rLcUmwRjWP9VAvIhsqEgnfyCLS76glzyKGNy2CuGB1BRXIKUR30Sx3YwmCVn4IIdi++YR8Aj4BHwCHgEPAIeAY+AR2AJICAiuum//NLqsRXnRt6RsiLWtV6bRmc6Elivi5iv6LjpZYr4FCEbgkRXrnDlmpdyW7nWgxQqcTmkTSdIp58/7Xe1LcI1DPFagLguYp1fQJ2PT7ojzaOQqjEI92jXGkfkxlF1N/9v/8WKb+6zMnnETem/Nq6FiN/iggBCjGN6UT9SLz3vVM4KRogsa7UYSu+wI7JvGvH00+b8PYRqX7nEXQ52SPYSAdXF7j6IXGzpsfO3MERvYz0EMSnJUI6HUXcrqCCsNfEceIhMrkPJrXqlzi5jLS8MZK8uV4KAc6PkcQ+j1I6g0o8oCELBDrWc7jN6G0omLPXCswRLrLDS3/7EKtiuBwQjhJY1O3v4iKzn5zqXPiqlWuKFna6twvuvW5E1nmz/lcrAXQvRsEWlXG9nXOoP9vSRFW3kvb85OGBGt9yfUbBv/I//DgL/FQLQgQvFfnRlO4Ebc2xpcY1pvhoJyEhh72/sx8iVz9hvCIFrjAAQ1TEbtsIhQQCDAkZSe3Y66/ky51cIKgjAQmp3uQTEdG1pzE9vde+BOKp7G8GJoL7OAr1OAIf6MBdms43TP+cR8Ah4BDwCHgGPgEfAI+AR8Ag8uQjMsXp5cgf8qEemBWyMaPGE7NJYcJbJl10Zz1ghQ3S4NAKKXF/KpeqwTgg7GzlJ1ABN2OihQoi1tVmQ9GrpO10aARtFMfBKdHa46P5w+1XLT0xaJo/yw6kF7n6z6E5tPpDX1S3mvlIgmzxKiRybUVk20SLavPCE/AOB2FfiEfAIeAQ8Ah4Bj4BHwCPgEXhQCASQlElyrN9EYE6ly7qlDUcgP/x1iEh8WbfHulaj6n4KRf4oWn0IeUf6tpEmC7v8qSJyOoliuQR5XYY0DdXVOUI2PAcZLMI/JqU6JLRzH3sQ6/YorgIKPOdRJhCgNHQN+38U6LmCc4tTHyMtTRYiyGBehb2GMGne9IijXC+hbC9h7V4mPYD2GUTmi3QWTnNZwd/UDvMWbqO+tmarQEg7twPZv+Nkd9O833TSzX8E5HaPbeaxaZ2VUKYXrwxZZWTCFNQgsUIEQjtCkIAs+udf6JdzU0BFr/0DBU/MEaQwvU7hGd+yEcV7J2p3rBq4XrV+vmPQv4IL2JuI4RgQQZFf7Nlm5fFxF0SigIawnPxQyteKrrfEszuwyCdVQDbv1rMKNAgYry8egaWAQJlAqGKxzAN3FL1Hpz7+5/oWUJJF/a89qxjvpUAOiosEqAoDdGPlM6Vc0p4ujh/sZ0b4PK7uwT3cgaj9Eu0WtJdG0JtwiyjYaR7t3zi3yLnVj1Gdp/4/ir4/XGR87R4Bj4BHwCPgEVgcCNxYRSyO/i66XlZYLIZZAEeIwo6u73A51IrdAxYan5ha2C+6IT2cDivnYDpm0bZGcvexSaFI+btapD+cbi34WlnAaNNDC/6YcgVevoYSgetrUioLNiqE6wIusq2s5FHKo47Pnj1nCcYQJcDAF4+AR8Aj4BHwCHgEPAIeAY+AR2CBITCTBHV/P/71htT2EVTdWhOpOLW71kIzigjSgOMqWmuKYHcBzDMOqv2pYT3E8QUECwTsEThyukZg0Se5B9xLcWQ3TnMux73qo7i65kleV8+o/QshTfBASLtF99Ydh10YxX9AwLVzVHBjpF7Ny8zrqNbsXD9dH3TeXAfc4XmCK4Kakv4u6wjiCZdSQakWXPvgOdNNQa1LKR9dQ/AGZNl13O/QLf+yR+BJQSCbK9q14QkbGpqwTIYAozt8jokYFomfTMZszepma2jAseQO5ywUrIoQ4cPDGbt8dczGJwjAod9ty+qsfUUDmTluBIE9rP4q6GFkJEf74zYyOulwa22ts472RtonhcxtPl+LxYoNEyDVPzBmkziXKBiipTltyzg/zX6sLx4Bj4BHwCPgEfAIPHwEPCH/kDF2N0NEYUea6y2BtVm27Sz55C9fX0tOrZUfci8WdvWyjiuz+RCw6I8QcR4nJ1uVkPc3hPOdOW12JLBcHCMXe3GA64uIWQsW9tXFGoz9Cv5BEZK7ctWyvf1WHJJCBEWHVxPMd+r9cR4Bj4BHwCPgEfAIeAQ8Ah6BpY0ABERIgcizkPC3ADMHoXrLcY/iiQfdlwdd312S17dApgCDMM+Snu6+y3335R57QLsh1KNVNcVt6qhdg7c5xL/kEXhSERgdmbQfjvbawUOXrK9/dOqjGB08cSza87l5Z6r6Zi7ki9be3mB/94vdtmVzzMLTXCcWMk6TmbydPjtoX317wc6cH0IDU7GX9nbZO29utShuIncKRrjfsWWyBdodtP0Huu34iUFDHG97nltr77y1ncAAXFFuQ8hLVX/6zGX78OPj1jc4YS1Nadu9s8Oef3atpVLNtyXz77ff/nyPgEfAI+AR8Ah4BKoIeEL+UVwJ3G+GsV+PLUfFTP623Jnuqcj3BZ7r+xFg427FJU5g8ySMbWC0ucXluZNFnC/zRyCMm0B83WrLdvZY6NRFFgEsfDj95oXP/Ot7NEcSFS2Lrynb+gIWi/khbBbHxrHcIp+fBuGLR8Aj4BHwCHgEPAIeAY+AR8Aj4BHwCHgEPAIeAY/AgkRgHLX1xUvX7NAPPRC+V7BAZztHQSrqLZtSFf0ytTkll0T9mSG9Q9e6Fnvj1U3sC8HcL5KSx+Gxf3DEDh/ps0OH2X+zklPIv7xvgzU9gg04tT9wedSOHBuwr/afJ/ihbPX1cXvpxY24DkDIz7GNJi1MCZv9/sFR++bgBTvfPWqrOpqsoT5GQMTyRYK+76ZHwCPgEfAIeAQWPwKekH9Uc6hc363kksdGLtPaaOX6BErgopWxG1rSBZsqK5FPDpvBVOcaS27odHnklzQm9zD4UJwcdwR8xFevxPaw0Sr9SZfzr0hOqQVdWImF6GIwkbUCyv7i4FVyDY6R5zBlAdeELx4Bj4BHwCPgEfAIeAQ8Ah4Bj4BHwCPgEfAIeAQ8AgsTgTJsr6zUiwXyyPMIwcDHk1FLpuIWVn5y9n1ECNeKfo1D4jfUJSyGqnyKuq+9vKB/qu9FhCUuj3yxDMldsHyheNP4HuYA5Dcgu39t9RUKFctXCpbFbUDP1YIebtd+ieCHHHvRUssXiyLpqXH65NzuZP+aR8Aj4BHwCHgEPAL3jYAn5O8bwvlVEOImM9rabNEOCNPlLVZoSJmRu8e4CXJ3boskX9L8Rjv/o5xHADeBkfq0pZ7aYumntlmYnOi+3B0CsvuPtrZYcuVyG2tvtkpvg5XHJq04QS55ldvYVlUPeAz/qk9S8rOSCJH7qjSAQp50DsXLVy1M6oKAIIMF2e/HAJVv0iPgEfAIeAQ8Ah4Bj4BHwCPgEfAIeAQ8Ah4Bj8BCQ0CpOvWQOLtULlm4HCI3fKNt39ZhdXVxi5BSRHyxGOMKZL1I5SIkdnNzylasqMchMXDPiSwWQaw90jBSbzlpiqyvbWeJN9YxZfaQFASgNqOR8HWbeD0vslzHaYs1QjCAjhHhXCBQQApx9SOMG2OMNlX/7UqRtpQznh+ujWQiTG8qjId6p6IMAupSfTQ3a5H6v0DudrXNBpczglSQgvp9p6Jz8679CucFllCOeFCOY0EQpn31RRb57nd1YK5OqKGp1908uXO13QbOkerc6RAFVeTy7M/xvLBTH3W8ijCsYn+DwFefovLMn6UIOzliOrKfOuSYEJnW1iyn+Kc8Ah4Bj4BHwCOwJBDwhPwjmuZAhPyyVvKjr8CWvdEmYuGpGxPdbD6iTiy4ZnSTR44l3AOiuAYk16+xBCr5AHt/X+4SAa6vSEO9u8aiy5otXxez0rjIeF1ct7srv8t2HvThurln0VQaz1royojLI5/t6bNIxwqLNDVohfCgW/T1eQQ8Ah4Bj4BHwCPgEfAIeAQ8Ah4Bj4BHwCPgEfAIPAAERA273OkQuSKeKxDWa9c02euvrLfWljSkbcDzNzY+a4rsOHuBK5bXObJWqu2rQxM2Pp6jRxWs1JPW0JCwZCLmSGGdk8sVbGQka2PsH0nhHYOgbl/eYOl03BH0I6M5GxnNmGzdRbjXEwyQIL1jNpe3IerOkP+d7SeLJyLW1Ji0puakJWLR66RzDQq1pX4Mj0zaCG3lcyVHULc2p20Cd0cR0yhLOK/syHAFD9y6d1XBlr9o165N2thYlj5IRV9xBHYd/W1qSlldOuYCD2rt1n7W2tdYRmk/O9V+M33Og0GJethIo80qcR4J3yDOa3XM9VPz5IIY4NHVjsokbgWDg2OMNWfjEzmDiyenfNwawb+pMeX6LNzGeN2NhTz2CohIJqK2vK0BjAkUmLZ3JzJeczk6WsUqHou4wIzGBlK5shfuy9JFQNdc7SEUatfgTER0PVWDR24fNDPzPP/37RFQ0JJKDffaz9r7V0E2td9vX9OT/WrtGtXP2rX4IHAR/qqzGqBVxTDM5/eTgnsNt9rVoXHVnnvQWNbaWKw/PSH/qGaON1gYgjHW0W6xpian/s27tqtRjTduTR9Vhx5vO3ojKjQ1SEUthjo+0r7MYms6LIx7AHe6j7dzi7D1EB9y4YY6C8uFYRkYYvleDkYXxUh0LRTIHxZmsVPsGbTJ892W2NhJ8MrKRdF/30mPgEfAI+AR8Ah4BDwCHgGPgEfAI+AR8Ah4BDwCSx2BCvt8+m9Za9o2b2i3ltYUpDMK+WmEvDCqbs6zj8VrIutFXH/1zTk7fwHHxFDYNm9abtu2rLCOjmaLQ+KKAL4yNG7Hjg/YKfLUj+CyuLytzt58bYutFyFPHTpXr1+9NuHyqne01ztC+crVcTt5+jJkfoZ6yLlel7S1a5uov902dC5z5HNt3mT9LiL5+Kl+O3lqwPoGxiCp804Vv6qj0dKpmCP3ZVkPU6P/Zy2jY7lqf04OWE/PMP3NOWV/ij3QFQQRbFzfahu6lln7isabSHnhMsa5x0722wn6MDg4biNj1fbbGY9I+THENyLmnUJ+1tbn96TcKhV4cOrMoJ05f9V6ekfs2nDGkgQ6NDUlrbOz1Z7e3mEdK5vcfPX1DduJk4PWzXjy+YKtbG+wF1/owg1BcxR1jVb7n7VDhy/acY4VTisZ76aNy2zLJvbDPSE/v8l5Qo/K5RTUMUZwjd4POFbIsmJaqRLGpLyIRwniqOd9XO/IymmH+F/vA4FMJsN7fpyAJgUnyW2kGiAhUjiK824qlXIPiScfBAF9H119rKeKMJ+YmHCPOO69aZyc9fN+MCkUCg77kZERvmNGnSNJjM/NxsZG99C1fj/1P1bAphrXGIVbPp8nUCtBUF0D4ywS9DXpxp5MJtx7WtcaX6ALocuPrQ+e+XyU0HOtRZobHNGYWNVhZW4mS+PXpnqwtC5E3TgaUavFOm7AO5ZZ3db1Fl2+zEKejL+3K5JVQEDkr1Tlsq6PtTRbof+ahbCt585ZaC/cQudYE1mICOfI4IhlfjxlxZ1PWWVr0ULh2MLtt++ZR8Aj4BHwCHgEPAJLHIGpqHl//7rEr4OHM/yQNiv0gKyoblos6Dv6hwOCr9Uj4BHwCHgEFgcCfEW5byuR1PxXgIjNQtpK+S4Fd5V4Qx04tQkvq3NZ2YuAEDEk5fuB77rt4Pe9KK8TZPcsWzOkcNsy9lBFyEMcibQ/Csm7/5uLNnhlzLrWtdiObausc22LUxye775i+w9csP7LE5DKYYICUNiTy36Uunv6IdYhn1VPCgL/2Mmk9UJAB2+FIMeXQ7ZUt8eHIPP3HzhnB7/rsZMQ/1ch8zUW5boXQS9CXeO8xnHoYlz/9e2s55xLAD9F/B/64ZJ9uf+cnT47RB0TqNwLvDKlkCcgQHU9ta3dXnt5k63qaHIKfA4wBQ8c/qHHvvr2AoT8ZRdcUHCK/wiBBDFU63EXxHD5yni1PTV8t4Vz1Fc5Dpw9f9n62YfLocIfI2hgfFJEv1mattacG7LLl8ftpb1d1rlumbPPv3BpyD776rxNjOdtfWcLRFKKIIW4I+eFQhZXgJ7eYfsW/PYf6LYS2O3e0cE81lWdBe62r/74JwqBgYEBO3TokA0M9DtSnu3qm4pIeqlqW9nX3rZtu+3YsYMgDtKZ+nLfCChYprv7gn333XdThLBcO6rBUSLkRTgvX77c1qxZY11dXQTlNN13m4uxAuGkwIVjx47ZkSNHCN5aa1u3brX29nYXtHAvY1IQytmzZ+306dN24cIFgrqGIKoLYB6ztrblDu/t25+ylStX3jfxfy/9exDn6Hv8ypUrduLECevv73e47dmzxxH0eu7YsaPuuV27nraWlmV8jy1ttxRPyD+Iq+4u6lBe7Nja1ZbavN7y3X1W6h+6i7OfnEND5FAybsxCqaTFt22w1I4tFjT43PH3NcMsZMLpFGR8C4EfzVj/x7EK41aaVFUz7nHuq5kHfrLyV7H4qcDK5/sHrBwqWmHwslWyOZ73hPwDx9tX6BHwCHgEPAIeAY/AA0NA6qIyG85uR4PfF/ZN1wMbtq/oYSLAvbGupzLqggqbNdoY0u74gr6ff5h4+Lo9Ah4Bj4BHYFEgoO8pkdQqAwOjjliuWtaHycNevUcSIa5jWlrqUIc3QDIn3PEZbNB7+0YgiIecqm7wMlbv2LUrJ72Kvgp1zJUrE3axZwzl+ihEXdQmJvmu5DXVOwRhf4k6BgZklZ6zc+fYc2TPPx5PWDwa4xjVUbLRsQnU6xDl2KqvWdVsrc30BbV3iTrOdw/Znz86AREzaMOjqrtkjfUJiybDKPSxvb+UdWr8PPnW2YKrPtRB/tDf6qNI7s++OGMffXqa/pVc7vf6+qhTwitA4RxjPM8xvf0j1oJ1fSoZs2XL0s4F4Hz3Vfvw4+N24Ps+xpN17TdhHR9NhW14eBKi4xpbqbhMQtIHAViq0bst4CVb+gx7bmfOXrYAy33Z2DfgXhrlBankr17LmOZgYPAa/Q87VX+9cCAwYQDXgKtDSi0Q2LET/Sjkm9xcqivjWPqfO3/FTp8Z4ucImJRtK24HCmSIkEbAl6WNQF9fv33yySeQdsedilYk8HRiTmpaqbNFCieTKduyZasn5B/QJaP1xLlz5+z3v/89gTaXeW/KiUCqb70v9bkchhxus+3bt7vXtm3b5l5/QM0vqmqk8j5y5Ef7zW9+Y3v37rVmOBZhU1V2z38owjybzToS/uOPP3LBEN3d3VPBKGUwD/HZWGfr128gkGvU9u3bZ+vWrXP4z7+VhXOkAg0OHz7sghmee+5Ze/rpp50jxo8//mi/+92/OizXrFlNIFfzTe/7hTOCR9cTT8g/OqxdSyE+7OLr1lh622abPHTMSmd7rIIyuPiI+/G4mwvCEQvrhky547vWYle/ypHzj7tfi739ECr5mCKqVq+07KmzXFfEH2tVdA/36I8UC276RcgXh3GNoK+57h7LXeyzGDdi4RQLtHtZZDzSAfjGPAIeAY+AR8Aj4BFYUgjo3kqKr9Exy351wEp9BBVmsjypGy9fPAL3joBSUenmvcRmUO6HY1a5NuLWizVV4b3X7M/0CHgEPAIeAY/Aw0VA+dRDkAzHTwxAIGcgdCKO8K1a2aPLQZijY557Zh3q8A22aX2by8MuTkj29ejlrZjPVYl49oGmW/hWyecydsvK656BlOa+C8Kjul0Ucrby7Cy515UXPZkIbBm29k9tXWlrVy9z+eVPnB5AnX4ZkiTP31ms2i/bhg3LbMWKeuzhR7FZH+Ah1fio6/uaVQ3O2n7tmlZUpZNY3/P68X4rso9b26aSJ6VzAQXayyj3v0AZ/+PRfmdTLzJ788YWxoswC9GMbOG//vY8wQejdunSqFPRt7bWYe2fdgEF6tuP2O73Q9YLO9nU79y+EoV6qyO7j2Nlf+RYn1OrVzf67n2zr4QLgVSNchrYBkarSA8wjvL9GOM7S8CC3ALOYW195OiAbReGa1psE1g1N8UdlrLOP3N20AZQwJe2k8+e+VOO+VNnLkP4kUKzXLRkKkLagXrrUmoAAg98WdoIZDKT1tfXRxqHHmddvWbNWn7ecE+QQj5CcMiKFe083/BISDu9B6TKfxhFdYuUnR50MFc7OrYasIQD7jz744J2+fSpfRbNVXft+VHWrcJ+eHjYKb6FfwIeYXJygvcsgTQouOVioDlIJpO2cePGW/p+t2O6m/HrWAUI1NxGav2e+VPH1fKwK4DjfkoVQ9EONz5L9dkogry3t9dhJSv22uvVPt449nZty7r9+PHj9vHHH9tHH/2FOkccua+AE9ngSzl/5swZSOzvnbpc14ks7OVOMPMamK2ft2v73l6rpjCoBmncrgYddzNmOlr9l1V9Oo34lkA4fUcpPcXIyLDDcmjoqvv7djUvldfu76pdKig9wHEGKH7jnautwgZL9NM2LNuJgpzMWrEkSn4xMKf3CYbesTzC5I2IoYgPOlotsWq5xbCjCcf8zdl9oottfcISnWsstWmDTRz60S2EQoEikef3ZXG/7d/P+Vqg5fmSM94PkyfOW/zQEcYTszABG1Wrzvup3Z/rEfAIeAQ8Ah4Bj4BH4N4RuPkuvXpfFUJJULp81Ub/+x8taKq3Sn6phdjeO57+zLkRqBHyUsiX+i9bse8ye9oo5SE4FsEt/dwD8694BDwCHgGPwBOPgEgLGb2ImB7AOj40TSGi7cCCUhViV99Yn7RdO1ZaiSelyg5zUiIW4SFCX6Q9Km6R+/ynon9F5Ou4ANV1gPzE/XQ8WpWQkso7xvkB50vw0cCe4749XfbaKxttNXnOR7GSr6+PQAgO2WSG71S+VGX9PjIy6dTxF3uuuVzz11CmFwpFVN9pe+nFTnvxeeVJbyUAoGjfHLxgGWzdz6ACz2ToA+1rzApCUOlHuX8Q6/3uS9ewuQ9DetXZzh0r7K3XN1tdOoGF/SAK/XHLcu4V2jl4+BJkeLvtfGo1BP0Q6nps8ofIEU/7K1fW2b4X1tmr+zbYOgjtYqFs+78951wBLly4hoMAFvwC9W4LXWX7zSmRmxoT9vyz6+ydt7c5FfwwGK1e1WgffnLcvj04DlGHoh9yXoEKGwie2MhjM/ngZf8/Sq77bhwFevtHIVlQNqdiNoSK//S5Qbs2Mo6VfdTWrW2wjV2t1F3v5u9uu+qPf7IQEIkqFbwIP5GSP/3pTx0xLNJORe9bkbHJZJrrv8MRfNX802Ncr1FHEovw03uuludb54q8FJGpn1IkS+GsNkQ2V3NaFxzJWQcHI2JTluQipZVPXQSzyGepoJVDvaaCVv1qO5eTUwUBJ7SfIfh6bGzUvXcUSNDU1Mxnzs1cRq1fql9t61zV24KbrUjY6eS8sBgfH3MW8hMTfA7RptoXIav821Kwa0w6TuStXq8R0OqbnpNrRUNDNQ95re9zXTWqR3UIw02bNtlPfvITh5uIYpHPH374oR09esy+/PIrPjPXOLW2+iuMhJmO06OGWW1M09udfmw1V3rRtdfY2GB1dXXO8UBjqhHcVcJ2xM2HCGzh2dLSxLHV8deOU72a2zEcTkTwal7UN9UprPRT2AhvBRhkcQBR0XMas/AS/ppnHaO5kaJbz6sN5XAX7tX5rH6uKkBC5+o6USCJjlN/a22qvlr/ZsN8dHTE9u//2pHxly5dcu4Db7zxhm3evNkFnOga+eyzv9o33+x3KvqzZ8+6Pqkvwkhta46FufBX0TWs607XlI5RqeVu10+NV/3TnGicmnONVXjpOk+n69zzCo7R83pO37AK1shmJx2mwqGurv6ma7uK66Q7Tu8B9U3n1q7VGoZ6X+v31atXu75o3qqPEj+rRL7r9BL/xxPyj/oC4KIUKR9Z0WaxjpVWXt1uxV6iM6+QS143qtxAPtFFn2k8SnxoFLCmqlvZatEVy1zu8xBfbr7cJwJ8EUeWL7PE2lXkkscChKikEBZeJeWrEvZTi4T7bOWhnK7uuVUWC4/cxV6bOHbS4uvXWGzdamzGql8yD6VhX6lHwCPgEfAIeAQ8Ah6Bu0TAEaPctxeHRmziwy+qHq3uZuYuK/KHewRmIlDd06/euxO0XVagB5a5U5zEzKP93x4Bj4BHwCPgEVg4CEAAiOhO43SYJle6csU7wkIMMEW54UWcy8o+BgHvXuMlvapD9KjuitY05+409w9VTxW+KNlbnfnFSMvo6/W0yB6jjSSE+npHqMsuvVyqYDs/bp98dtIuX510JIEU+65d+nUZVfwghLqi3xQM0EIO+30vrLdndq0hjz2546lUAQWnUYBfwdJ9MoODDZ3SNpva02vKcz94eQwSJYOSPAX5kyLve8rtaYmMEEnf1loPNlUiu78/R18mUL9nHJmvAAGNU8EHLS0p2u+yZ3evg/ioYlXN+37FxscKjhB3B0+hMt8fqp/hWjoOYY7qfeeONS4gQIER7csbrZm88Oe7r9jhH3txIjAbJmDhwsWrLgCgide2blrB3yPku590fR8YHOOYDGMLINVQQEPQj6OUX7YMMn7DcohVqT01X74sdQT0HqqqaOOOsHvxxRdt1apVjtzTdan3Ua2EcdYVQX/xYrfLvy2SUoruGuFXtQI/74hSEdfPPPOMU+UODAxy/BlHUoq4HBjoc7/v2rXbnavzpEo+deqUUyWXuNcWqbhhA4Ev6zpdHm+RmiJeZS/e398HUSm3jyTv72s4aQw4ElyE9dat21z/1b6KyE8dI6W5yFURrvqMEAms+ru6upz1uYhUkadXr151/bhw4bwjXoukwlAQQXv7SnesjhfpK4L55MkTjrgX0SoFt8hkWc8rD7lszrdvf8rlgFff5yrCV/iLzJX6fe/eF93Ya4T1GMFC6ntPz0VH0KsdFRHCGs/58+fAA1c4SFaR4MqvrnqU+1zt6nmR8GfOVHOlD5KOtoDLhtIPtLevwJp9PXitduS3rgWRzMprr7no7e1zf6dIbbxqVQfj32CdnZ2O9FW9Io+Vf/306TOMe9Adq7Fo7tauXUN6gy185rS5a6mnp9ddF5pDBR+I6BdeW7aICK93WGs8x48fY76G3efTsmXLGMsmh6XmTDgr2EF91DWoudI8qC4FImzevMXNqchv9z02A3RdC8Lqhx9+BLfz7tp7++237ec//4UjzIWX6lIwxbJlrfbtt98w1yn3nNrX+crJLmzOnTvn5kDflLLO37BhE/h0un7oWlJQga4PXXsKTNF1KVxUj+ZO86aAAr1/tm7d6uru7r4Ilqc4vsldE5cuXXTHRknvoutJ16tIdeGg7y4FJeh9pffO4OCgm1e1pTlVagnhp/eBrvU8Xxy1ABn1T4+q8wFBdcyZL9C/HoTHg4DL9b2x08pSPCjnUc9lvnmw5njCCXn33co/FW7UghUtFl3VblE+eAK+YAh1fTyT8QS1qi+BUCpukZXkNmlfbnGwLQ0MkRyKu2he45+FO1pNvz6YuQnLkVcocgbL/YGdrMiUM8x/VC3cifM98wh4BDwCHgGPwBJFQLdVLJZLus9iw2hB32ct0SlanMPmZtgVLjBtYLBBrp++eAQ8Ah4Bj4BHYKEjIHIbDsDlFd+xfbU1NSSxrJeatUrsKE+7VO4bsT5vW1ZVTTuVt87TZpB73OMoa6fzM8J3Z3193FaSGz6G9buKvkobUObHIKJFELgWOZZdNNdn5aNXDnQ9n0pEIDSSKLsbndW8zldpbk5j7Y56tS5uvZyrAM0qGSNySSR5ltzsJI+EQBK5NkQAwKHvL0K2o/AFh/GJHMSTlLNSb0rxWYRMyUPuFyDvMjaB8lxFxH0jIqZVkNnp9A0FrnLOr0XtL1t93XqWGYaGfdeFk+Lg0LGywVZi1y8yXUhEIiFIvXpbhoV+MgHxx32uxqVAg2wmTzBBs23f1mHfH+51aQnyqPavXB238xcuQ94XyDmPmnM4C5lZwBEgYpvJH6858PfIdz1DT+QJet+JkNNnhAg+2afr/SP1roo+J2SXLlKvqanF/X3s2DGn3O7o6LCXX37ZEeCqRwTt998fcnm5RWqKGGxqCkHannOKZJGGqufq1SFIz3png6+2RXB+/fXXjowU0SsyWqTj999/b7t2PWOvv/6aIyRFxB45coT6DzpiVGSjSHSR1iKZRUBeuNBtb7zxhinfukpfXy/E6gE7dOiQs36vkZlKx3H8+HF77rnn7LXXXnNEqsjTL7743A4cOAjB2e8UyapDJG2h8K2r87333nMEqsb6zTffQLqe5LOLTyyCjqQAl1JcxK2IVinsVb8CHGYjiFW33ofCTnUo4EFjEjEsXKrYK/CnOg/6qbmQgv/AgW/p65cuGMHVQvsie3/44Qfbs2ePvfDCXuvsXEt/Rl0O8U8++dgR+lKbqy/CWGX37t320ksvOxJfWJ44cYJ6v2Bcxx3pq3GpXZHYmzZtZC7ecES76tC8/fWvfzXlI48RIBWLxTlHCvJxa8V1WcTzSy+9RLBB2hHHmmMFLFQJ4GofdJ5I+++++86N6dy58+CHgJFP0SAgvcjmLQ7Dzs5Oh42wunjxogs00O8ivnWt6lgFgAh7BQKI5J9ZRN7LdUABHDp327btPJ5y103tWGG/bdtW5j7trt/W1lZHuKvP589fcNfpoUMHXT3CQO0pwKCj4wd7/vkXGO8+Pq9XEARBKhTGqyCDzs51LqCjRsiL1N+//xv3XhE+XV1dLshAwQh//OMfXXCGlO6ykxeWmtfW1mX2yisv29tvv+OCPKSI1/vj888/Zx5OuveB5lTXx+HDy92cvv7663xPDDGnx928Tk5m3LWrsavvevjvgdrMe5brBhKP+LcQEUwJ1L+53gErnb6IXTs3iNxNVW9RH3FnHmFz7k3IB39AtGx0eavFIY3DTY0WIurIlweHQAQrmMT6dZZZd8HyV8f4RufK4gbAsO9auIX+TX0+V7iRKHDzlOsbtOI17IDaWghypu/uA3zhjsD3zCPgEfAIeAQ8Ah6BJYYA9yfB9fure9oSXWKA+eHeGQHdEKtATfh73yoU/l+PgEfAI+ARWPAI6NvLkTqQCevWttibr2+09rYGZ0lfZPPeZVpns1/7gmkI7cb6lCPn8/kqWVPbEHJ3UxD3MhG9Xqi8wp5pCQKttm90/bXaL+rA1DlS5idEvM8Q/qh/ei4skoD/lJfefdXSWKlWP5VEYjpfRFXtO7naiPqeSkNisYcrUlHtufP5NYejjazbRWjA1zgS6ipk9dhoxo6Sl93VxD+OUGNfdPnyNMRGGUIkBtFS4vwCf4MF54sYj9EHBRZML+p7PUS9FPvC8/qApx80j98V/KB+JMnrLvcAjaU2Do1JytAoz2u8CqIo4CSQp28iYDZ0tjlb+4a6qGXZaxy8Mmk/Hu2DtJyw7ovDEIq4IIB/S1PCNm9os+Vt9Tfqnkff/CFPLgK6nkTQicyT6vdf//VfIaebrxO2ImlFDors3LPned4DMUeI7t+/3xGWUmPr/aUi1foZhFwiG6UwlgW31OT9/f2OcJXSW2piKZhlEa7jRbB/+OEHjhzX50lnZyfXZuAI96+++sqdK8W5yEwR41Jkf/vtty5woL293RGd6p8IUNUlwlVW7FJ/iwhW8MAf/vB7d56CBNSuPrCkOD98+DDBAVdckICU6QpI0HPHjh11mEgVL2ykyhehr3HIDUAqdCm9RXR+9tln7n0rdb6IZRG3CgrQOUBL3S1OrV4loR1MN/2j+lVkvd/b24M9/VGndBfRLAX5uXNneY9HXLsdHas5MuTG9Kc//QkC+4AjnqWwTiSSpNjogTg/DHYITflcbmtb5lTYn376mf35z392fdMcNsH5SIXe3X3e4SULdh2vYAxZ5H/++V/d3ImwVgCFjhXpfh5VueZGSmsp0nW9CHP93L59myPhVZfI9cOHJ7kuQsxnl1N2Sw2u/upYzZfmTip+Ha8+//GPf3AEf319g7t2dN3JUl641NqsYhVyY9L1umLFChe4oeCIEyeOueADXVu6xmYn5HFLgYzXdSkVuq6F5cvbHP7T/5FbgdIHSJGuNvWQy4ACMH73u99xHfS6+tV/EfK6LhScIMV+knTQb775puv3sWPHHemuuXz77fdcE8JZLg0KBlHgg8ag67rqTNBNaoIvGFOM+V7tSHgdr0AWXRf6rJfrgvC/ePGiffDBB+69UCoVp+zoo+5909d32AUvPPXUU+5cBWmoLb3X33//ffdTv/tyMwKeBb0Zj0f3Fxd2nDdiqmu1ZVY2WxS7pgrqmvxU1Oij68gjbokbvhCbllJxx4isjGIfE+IDxJcHi0CI3Osi5JNbN1ruxAW8s8jRUyYKUVkBFvDnYG0REGb1Us4WLH/5ihUu9rg0D+EmRdX64hHwCHgEPAIeAY+AR2BhISB1VLVc/6X2hP/pEbgPBPz1dB/g+VM9Ah4Bj4BH4DEgUCXLKti0y3a42dqlgodU1kb/9QKfJmJZhLBKlV6r/Vb9S3tDNeJNr+jIAqS1LOadLP22G1tV0i9EG1XVvWq4UapE/41WXQe4mRNJL6t4EfUiyBUoUCpOO44qyuzZSjFegpx23adjOkIPjUcEv4qGqzE2gMNy1OZNjbiCUhxZL06Mw4QIKFgnwQsisEWi6Ry9WC7LsljjrQUr8DRFAQmTqOr1fLWl6vN3+6/GWMLCX+r8XO7mNjQWBS7I4l+/R8Elxh52jVRpbExC4LTgFNBs3T2jNoTl/vETAxBXw9bTN05gA8RgUxr1fRMW+FLfe+rhbufnST1e15AeIsOlXpbyWqR77b1ey88tElcEn14TQVwjKqdvaKsePS/isEpAVwNI9D5UfTpP6uFXXnkF5fvTjlj84IMPHam4fPlyp4Tft+8lpzgWAfw//sevHLH90Ud/sR07pGSuEt767BKp++yzz9qLL+5zpPy5c2cdOX748PeOPFaggBTzIuRFGovQ3717l7OEV+55kcZnzpxxivJVq1ZbV1eXI0JF2ouMVX927nya93XB9UcqZJH+IvxF3EuRrYfel4lEnVOkS2meJ4jnt7/9DcTqlxDY51Dl91/HcrZrqIaj6pQ6/be//R1ji9PGhJuPS5cuQsy2MtY9jkCW9bgU/AqIECktNfg777zjAh+kmO7tveTGJHyk1hYBffr0CadW17heeOEFN1YRzAooWLVqFcR4u7sGRCp/+umnzn5+x44dTpG9evVaR/4qcOHYsRP2l7/8xamspfyX28DKlR0O2+eff96R27KmF64ai4InRFJrLjT3te8ckfFSb+/atcspuxVgcfToERe88Mtf/tKNUyT2wYMHplwNIu44Edcin5VCQGORWlx1ieT/p3/6J0dGy7FAwRWyeJ9ZCvAwqldzpGtUwSK6nmcrtXnRa2pXY9I1I4v4rVurmG/dus29bzQXv/71rx1prrlSgET1faAAsup7Zepr6DoZrter773qz1ofFHygoILt23fYW2+95YIHvv56v/3pT//mAjSUGkCEvAh9BTgoUOutt95w118qVUc/T7v3sMamfiuwQe9RtefL7RHw34q3x+ehvSq1b4QvmHhHO7nkl1mB3DrlK+QqIs+Qu5WrvXseWg8eT8W81501fZib0eTqVW78YT64fXmwCIT4kI+u6bDkpvU20XbQirGEVQIifu/njv3BdnH22tQ/bt5D3MGXJwlQGbxq2Ut9FsZ+JtxQV7W0n/1M/6xHwCPgEfAIeAQ8Ah6Bh4bA1C3KfW1+PrTO+YqXNgLaLffFI+AR8Ah4BDwCjxkBfR1VH1X1tWzXo6jMdQ8lonuu4ogCvczJOl9kcTabd/bvIp5VpBwfGpqE6Mk4wqlGfLsXZ/uHRt22qiq8TXH95R8dm0YsVJdGMMTvWUj3EZTtg+SV78CiPomFvfqp53ohnkfHsdjmONdtzhcBGGesUrtLWS6HG0cIttbZ7qdXk6N9lSNlxrGkv3x1FHtpyB5Id6nt10LI1/FT5L1+ql6Nd3QsZ5d6R1Cjt1BvVV0zMjpp3ZeGbJh+BOzxqX0Ov6ui48WXiDzp7R+BhBqFCKyq2hUIMHRtzGGdzRKQwN5cnPz1TZDwmk8V/VTu+Q3r22zg8oRdG5qw00EZ0j4gzzzBCpCGnbze2bkMssfv9zrQ/D8OAb1P9KiqkBsceVpXVw95Wn2fi9STYnjFinbeT1XxnohoWavX7NVrUKoOEZxV0j5afb/zbtDzKiLI9+7da++++y7v4Q6Xe7y7+yIK7Gu2b98+e+ONNyH9d7r3pRTOZ8+ec/b2IoqVN15keTUYgPQRkJIi9l977XX3vEhfka1SEiv3uc6R+loEuhTJUnrrM0UEsfqt95qsxmWrLiW2jlWfOjs7XfvCRMpnEeAir6vkaTXHulTRVcK2mvtd+dWfe26P648CGE6dOuFIcVnWS41d/RR1ENzyj+pVUZ3CQYSv+ia7cinTV6xoc5bt+/btdeS5LPGreeP7nbpa56p/2WzWPTRXOl8EuuzqNVdSswsvEfgi+NWmPv/1nAIP0uk6d65U7MJCXRLO6r/wEjbVuQ7c33pOdclBoLPzGgT+gOuDxi47dn1H6HxZyVft5/V9Uw3SqAZSPGM/+9nfOKcBOQyIvJcS/tlnu+zVV19jnB1uDFK6Sx0ubBRQoZ+al46OVZD5u11wgQh5jeGrr75286y5FhazFc1ZjSDXZ6LmVuOYragd4aigA11Xsp5X0IdSIyhQ4+2332X8K9ypOkZBHwcPHoQoP8F1M8D11uTO1TWm98N0QlxY6Bw9qs/rPVK9DnRsV9d67O+fd+8JYaoAAqVSUNsK3NAc6RqQE4KOe+ONtwhY2eGuZynrhYmCYISfrim1ofnQw5e5EfDozI3NQ31FhHy4Pm0RqcRXrrBKW5OVlatojA9P3ojulqr6/nio/XiklU/d6Va4wZOlenrbJktsXk/++NQj7cZSaEwpAGJtLZbo6rDoaq6v1X1WIhdIxn1RcGFNffguOCymIhlL5NPSAibfP2hZbm5inastViSKji8SXzwCHgGPgEfg/2fvPZvsuq67z9XdN3TOOQfkQBDMQZQl23KYmqmp53kxbzxT82Zq3vhr+LO4ylUT6pl6HGRZlmxRIkVSJBgQiNSNzjnnOP/fOn2ARhMAQYogGsTa0sVN5+y99n/vc/vy/lYIBUKBUOCJK7D/vbVA38v5j2S+vxYkIVVPfOgYIBR4XAXYn/7fjul/Pz7uiXFcKBAKhAKhQCjwHSmQxFEn/6bR60SzE3kNiMg8AsZjAmnh80oBD7RRHKgD5mlB3jvDczYmIF6g34kmdH/95qRg+IL3SR36FEXzaP9rm39no0+H+3x/8yeH/9Hrnt5IkbT6fkcNeyBCfUO514wvLBIYUyr5mdk1+/TyiIC0aq03VRpJ96/dnLAbtyZtXo4BDjX03ZCoef4Wlyn9O7XXqTM/MwukEZhQxGJLU5VdfLHTKgTbh1U//qNLcjYQuN7dLfC0+mXqv0Ip/NtUz72psVIgY9y21eeMHBAufTYkgJV3AI4w176ctMtXlR5epSllsv+2x/fUx25+KN9p5XSgOu93Bmc9nX5XV7011Je5o8GX18ft9p0ZReJvaVqFglOl1tEmpwTZSQO+dKiO/emTTfbJp0M2Nq+a2orspQjrltLVFyvitren3k7pfVLiRwsFUgWIWgZKAglJ4f03f/M3nh59fX3DD+Hzgs+BFOoCCDmeay29pX2x73mP7c+eTH7m5tre82hd+gC8U98d2EnEObWwSfPd09PjUc1pSQgA+smTJwQ6k1Tpi4vLd0Er0fwlJaV6/7TbxfjA0ePHjzkIBcgCRbGPVODMDceWkZExge65fVi86QAeaAk8TWzfFnjOCkQntcaZK6+nUdWAayKS6RcbcFrAcaC9vd1vKXitVuZhYDfH8ZmIHg9r9MMYwFKgM30BUQHyjA9sfumllxV1fdrrmg8N3XH76Jt5kdWAVOqs48bGpvSo83Vsa2v3tSCt+o9//BOH5ESsEwEPCMbporW1RRC3ROPWyOmi2AE6JjNHNPj8888cJmMH5/T29ul5VhrlfC3YF/y3+JQy6VKqINGQGvJLfh6R7DgE0NCf9wHywHT2AA3APDU1o/HLte86ZX+Nv854RMFzY08B+tGKRskA9mplZZK1l2hwzuOevxuM86CGUwH7ChvQmBT91Fg/HE0P+MfxYWxs3I/HKWViYsJtTfdqCuMZB2eV3t5ej05P93RFRbm0Sf6WokGyF/izpL9PWituvMZ1kvy1TEqqYH9PT7fmd9Lng62ktcd29hLn4RABjKcv1pmxAf809guOL6kOAyozwDm0dD/6k/jnKwoEkP+KJN/TC1wI+rAATANOM7XVtjU2y/c1RQfr8uAa+SE1PqD4jMrII0cAnnT1ubYWd0j4IU3zyMxFfyiL9Mchp8jyXHuDbTVVa19tq1CM/qOAtThUB+vI2I0hMm8XTzSVcNiamVcd+QnVkZ+3XX2BKtIf4mihQCgQCoQCoUAoEAo8aQX4urTLjzyU/dlUZIK+h+yo/E/Sfmhf1J+0mtH/E1GA/7ba1fd7fpHnxw82bbRQIBQIBUKBUOB7ViD50V9/g/gh06NTlaJej/lh/mGw4qCJpIovU1nLsrKsYG5WMEd1e8cX7dLnww6qq6pKHcR/9PGgjU8sCFbrbEAI8Em3tDEecB3YDpAh3fzhP40wFqLBiU5PjyPCElDRKcjc0y1YVFJkC4I/i0ub9u7vbikScs26Ouv0fNWufjlu/YLVa8BqDbytfnA+YDwcBxoE9U8cbxRg2RBUWbYbt6essqrYsgJLNdUlcjKYtd/89qZg+6Z+Hs2qvnrOKstzAu51Gr/OurtqBO4zGrNI0H/D3v9gQGNtW19Pg0Ddhn12ZUSRk1O2vAosV2r9PaW1d53BJ49oGKsb+jB/dAF+zi+sykFg0Db0GxxzJIX9lauj1j8wJ2cFHAoEH1Xrvu9Yo6BaAmGYJ44Dfb31gmslNjm15DrQKetNhoB2Afwe9UfWgGihQKoA+4Mb1xuAs7u72yOQgaBJYxfvOfzlOdc07wEtgepAaeAfjdcAubxOVHwaGZ/0X+hQF2gKfOZY7hNYTg31tX3gnl41Bd5PagfwF7ApU70BZ4lwvteSiGaOF97xfukfCMkNAN3VxdySSH/OBQbT6urq3RZqbf+3//b/OYwFsp47d94BN7XcAfmkS09bagfgGGgKjKelc001wZZHNa55NC0vL7MXXnjBI8exi8jxf/7nf9LnzoIA7Oy+pkmWD/pjHCAtKefPnDmj+SZp3YHnrAGAGvjc0NAo2F3mwPbmzRsO8IHbzImIbhwXiIx/++23NYe895sRJwLqUkOerASsJ1AaRwc0BWDjMPBP//SPXhKAdSZNe3c32QUySmv/S0+pjo0pRGcP8R5aAbXTObD+mQwZWJIx0CJtG3JQWllZ8nFT5wh0RXP6SjXmeHROnECS9U77OHhP9gCix3GWQAvSvhNZfurU6btAG5vRh9IHpIrHIQAHAMZijfmsxkEj3b/0zxzZd6wlx3Fjz9EXf8uSLAHJxuV19jolCXg/2Z+J/cyB15gbThFJ3wD85FpMjk2yG3AtoNX6enLdpH1xD7BPnEWU+VvHpPZ4h/f98zWb875jf/hP4i/j01xjXTREyWfltZWvr7PNcnlBUpdHG5r//aAa17M+NAr1gZtVCpRMU6MVVSkFebQnooB/zOlDtYD9JccHa2m07dklfZthuKO/t/iPhAL9B43J03ZTXoVb8mBzZwJ9mXr0f2U8ETmj01AgFAgFQoFQIBR4zhSghmdGNdWK5Dhr+nFSvwzYXi75Aeg5kyKme2QV0Dd+RRQV6QebAv2wlhSzPbLGhmGhQCgQCoQCP3AFqNme9XrOQAL9jfoGv78TId7TWW93OuYF35cV9bgh8KzfgQSdiZ5fWl6zhfkV7x8gkSEIRePRDv7CBawpgiILTDyw7duEEwB1fclemkD8PcHxCjspmH7ieL07FKwoiv3G7RkH8zd1v7yyJrsUAatzyhQFDpTfcbitTveNaFAfr17ssuUlwZ3lQY+k/+TTEZsV1CeCfkaR/1/emOBrpdUqnX1Ndd1dM+v0/Hhfg2xosM2NXVuQQ8CAItjXlWmg/86c0uhvCJit+LyLFVm7LlC/53UpmdRBFe52+ZUH+qnNG1A9r+8P+XyBzcwtC/z3281bSv+szABE8ZOuvryiWJoUuyY9iqAvKU4i5OmgWI9bm6vkRFBt0wLyC8v6nqy+i4uVsrqmxNpblZ5aWqQRyMmo8W8oAGRPYDbR6hMTkwKPxQ76DmoD2CMaHFjIjUaUMVHEwF1AK9G4pNMmQjptAELOTW/3AHuR10YnQp3Pplu3bgmCEpGdlSNQhVLNj9j16zcExxf8OKK4kyhhIGahQ1HqzAOdAazU1qZ+ODC6ra3d66JT37yqqtrhPDC9TMGIfX3HBL/Ldd3Oe2105kIEMhoQ5f3ee+/LqaXKYfTFiy+q/1q3A0AK/Ezs56IlG0AyL66zFJoyb8ZK50m/j2ocB9wlwpkU8NRVTwEqadDHxkbt0qWP3R4gOYCcOuXAZc7lvO7ubtcMkE/NeoA1duP8QLYT9AVEs0akkSfa+7PPPnfNScvP5y6lBMhgkAD4TdeY6Pr29g6P1Oc41rW0tMQdN3j+u9/9zuvEA7WpZf/iiy86bP7gg9/7nKjZnn6+oRWaMbdUGwAzWQGYN3B8cPCOp4bv6enW+q4p9f9NT7GPPkSBp3uI50Bu9haN/nAa4HWOSV/3Nw/8w/wpS4BDAWny2a/UYW8SD2tr63B92D/A+N/+9reqGV7dodsAAEAASURBVP+x90XUOfoRFc96cC5rQz9kASDzADds6Ojo8DkB79lbOBIAyCmdgEMI18rt27fVz4jby15O9g/7KXF4YR6pRgB9UtbznBtzY20bG5vcQYDrjesGLdkTIyPJftFTZVZ4RXt23d9L9yprcO+apL+H63VAuufiYQD5p7zMhdR30MVY3N5qGwNDtn1HXxzxRlGdnh9Sk38qV7qKMhVb/ni3lZzss0L9UYr2BBXQB2Kh/nhlWxos19Fsm4OjVqiaTnzq8qfpyDbZvac/4LqznP4DY3d4yjaH5KwyuyAHg3IrzCt1Cm9GCwVCgVAgFAgFQoFQ4AkpUKAfOnPHOq34x6/bzqTS1uk/UHOkDXxC40W3ocA3VkC/fuypvh8lnTLaqwUAiGihQCgQCoQCocD3rABwvFiwuUo10GtqyyyvCOlyRbwDzJNfdr7eoBLVXn/5YqdtKOU5UeFTM8sCCLt2u39a4LhIUCav6MEm21Ft9f7BOUH3VaupUlbI/cg+vp/lBYmrBJFXq5U6fZs0ycpKym9gB1pGtlVUYOeWou9Vs13HAL/4BZbU+if6muwvfnpGUfK37cvrikRXzXci1RcWN6w0X2SNTUpr31ShqPBVGxqZF5AXuFYfOHICHqorS+2NV3v1s5vAoOy/M7KgVNmCPeprS1ltgPnVsrtMNeF7e+vsr392xi6cbxPsIAKzQKneG+zPfnrSnQquXZvytPHzC+uyYV0wJmfNGvvUqTIBwRUbUkr/Hf3O6lqr30c2CSTfBo2DltJobUegRVG8nVWCKJs2MrZog0NExgKxdEyFgHtrpb3yUru9/mq31dWWun0HxyCV/cljTTYyuqia9lPygdizqtoS6+mus9aWKp/TwePjcSiAAlwnREADKP/lX/7Fo6NTIAjgpAH8SKP94osXtE+rHWqTqhwYCKzkswVADmwEaibRvH6q9w/4S4BqAhaBxp2dXZ6W/tNPLwl6f2m/+MUvBDA3vW8A7YcffuRA8+LFi57KHSCPrYw1qwC3//iPXzskb2tr93ThpG4HXpL2nehuQPvNmzcFSGschAL9gcxAYKLCL1265NAaqEqKcWAxgBuIn4J8QD/R1DgGMCcAu0zYv+06VAXAY1faeAxUTSL6cSBI33nQfeKwAGBOo53JVNDX1+eAG/BNJDvad3d3OTRnbuhOffU7dwYdBjc0NMlBYsauXLni0dfHjh0TkH3JQfCnn37q9qMD0d4AXUoSAJ6B7IBqxuQ9IsIBzsPDQ+6wkM3mfG/QL1HxrHWPapynEIBzcYrAyYHIb9Yf4M8eSPeO1JI+RJHfiyRPlWBMQP7Q0LD2wE1F3f+TnT17VmNu3AX+9F9ZWeHaoz/ODwfBO3onr6cOEvfWIh2He9YPB5BXXnnFHU8++uhDB++Li4sa85z2RZUcNea8Hv2NGzd83ZgX5+CY0N+vv0HShv2Kcwep9+nz44//oNevucPI+fPnpVGrRgOc1/i+GBoa0lzecycDUtoz7tDQoO8R9nKiD/sk+axP9lcyh3TvMF+AP3NtbW3TfljUOC2+9v/6r/+qv2mLvpe5bt599ze+x3Ek4HrAxvT6Qwf6OHzj9ee9BZB/2jtAF0O2sUG1vuWRc/WGvh3p4tAG/qG1Qv1NLdCXs2yd/pC+dM5Kz5+2AsHiaE9WAcoiZPXlJa/U9WuVZbajL/Dsr6/zmnuyVn197wWk1OcPwNSCPH73bENAflNfvgoVpVboaesf+Q3j6weII0KBUCAUCAVCgVAgFHiEAgX6Eab4nH4Qra+1XS/5o9pr+oGS/4iNFgocGQX2I2GyPR1WsA8ljoxtYUgoEAqEAqHAc6FAWZlSrrfX2uK5DasXkM8qJXBvT51HhHuk/GOoANQ/ebxZYLtIMDxrg8Pziopf1w/82wLvJYoorLZjqktO+vYrX44JBq14vffamlIHGYAG0qRfuNBm7arfDkTpVfr5ctl2sNVWl9lLFzoEyla8fntnR5VqpwuO7f/EBGR+5WVFIsqGNkHlsfEl2bGh9xX12Vhh3d211tJcqcj1Obt1e1oOB3uC+I2CIzk9IjpUKakFr195qVOgPKdo+ClPt4+9a0qJDBCvq6tQTfZKO6Zo+Avn2vWc8RMDalV//qULXZaVDkSgT06vCH5Qj97czmNKE9+sevbA+JuqZU8jqh/NACEPa7yTVQQltr/yUpdNTa+p3n2FnT7R6FoNCMYPDs35XPP63bBWqej75DDw4vl2pdGvc3h4uG+cIdCL9adtKboeZwf0YI7RQoHDChDJC4zlRhptoHYKvjkWcEfjeiZa98yZ017r+8yZswLanwjA3nKIyvVGhDaAtr6+bh9wJynj6Y/oeuAmKcrTPoGspGkfGRkW5PxU6c+vOFgksnhOZVI3N9cF1k/bn/zJnzgIpn/OJT07gBJoDKTM54u9pjapxAHR9NnT0+2p2jmfuvVXrlxWxDUR9MsO3TmWaGXAN/ZRex04zPlA6suXv5ANsw6Rx8fHkMA1IoIfGM08iEhmXtRh5zmNa57U77wO4Kdvjn9Y41i0xwmJtUi1Aea++uprgsD9cnT4XE4Bt6R1v8NhADYZBN5997cesY0jA/Xt19dXBd4X3aGCcdERME4fOCYA10lxz8cSmQ0Yj+h2ADVrRqaBn/zkJ24D9dXfffddd7KAV5DGneh4zqdv1plofiLFqWP/61//WvOocPAPHGZOpOFn37CFOIf1xxGDcdOGg8Qrr7zqQP7q1atGdD3rxJjj46M6R5/Nqi2PMwEQnH7Rm7mln69oTxp8+icrAFo+rCV2v+gOCTgQAMZxNsBBgz2MowJzpa/z51+Qs8BF3xc4ajBfItKvX78haP++DciBhX3IPkJbjn/zzbdcS3RnL3V3d2s+N/y6IgMAelD+oKKiUntrR3bz95K0/XKi0xhoxlzYO2lDM/YTtjM31unkyRP21ltvuh3Xrl31vYomlDhgXidPntJnfr328qL3x9pwPpphA2OhJWvKedHkABgiPF0FiGjINaquTk+np3Iv1Afs3prqhOhC8U8RPrl+AK1IF3GBPD6zjbVWevKYlXR37IPVH8DkjvAUCvnjI2+8fGO9wHyFbes/CPb0AW76j5qj3fjPGrONRXk66j+kNofGbK3/jmUU7Z+prrz7h/BozyGsCwVCgVAgFAgFQoFnVgH9h2qmvcVvz+wcwvBQIBQIBUKBUCAUCAWesAIVqi1OPXEixRdJ6a7fMdvaABp5/XbzeINzXJXA+7kzLbovVtT1gtK+JyC6XsC6ubnCGgR5V1Y2HCovC9aXq/Z6o2q2E4VPqmTSqpcqlTzH0F+1YH2lIuYPtob6MnvztV5b0jFAiOrqvDXWV9z9jYl+2loUSKQI/3bNYVTp21dUr520+S2KTifym3nyXi+gWlysVceXKuI9nSoQgj6A622t1YLfS9JlQ7ExRMirvrQi1HFgALiXCKQfBGhE9LfwuqA4Y4xPLCpV/qbASKGngKe/Cs2pq7PWiEQH5JMmv0w2MedHtZz67mirtXfePu6R/6wbfWSzRXZWGQmI+J+fX/Xo/Fo5VnTIwQEbASppA1wRecocFxT5z3pvbCS/LzJ+nTQ/eaJZqfhL01PiPhS4qwDR4qdOndS+zztQB3ADGdNr4N4eTqJsgZ89PT32ox/9yPc3EdoASeAeKc9J2U2a7Pb2NkG/BAqTah2AD+QERLJXaVzvJ06c8Ehh6pxTw31yckKQfVvXb5kDzjfeeMPBNKCVFPlATOwD6lIfHcdsYCr33d099vLLrzg4ZRwaEd8/+9nP1F+pQ3ZAM9Cb56QqJ9qbiGOioHn9nXfecQg9MzPt4DV1JADsE1lObXmgPLb39vbqcV73wP/k+mJu9MXxHMMYqZZu0KF/OPbcufN+zWNHCkeBp0RbA9653oG0OBNgI04EP/nJTx1R4ThApPzOzpj6yDkM5n1sA7rSD2vMuk1PT7mGOEfxnGNef/0Ne+ONN7V+Vb4ub7/9tusLcMYRgXTr1JRn7Vhb9CRlPoD9pz/9UwfgRI0D/dN09t3d3T73JMV+pT8mWvvUqdNa2013fkhlQDe0IgMBj3GcYD3Rrr6+waPnX3vtdR+bMgMvvHDe1xkojS409gLp49l32MaaPawxb+bBPbaQaWBg4I5Hxs/Nbd/tC6D91ltvuXMHY9HYwwB79iYZHVgbPn/R7tVXT+v4t33NsId1Yv2A+wB1nDu4TrhGSF3PbW1tVX+XW/V+Rnom6fQ5h2j8dD8V6g8a64fjBJrjOMJeKCtrv7sHPvvskvqe8b8DzB0Hhx/96B3p1O3ZCnA0wQEFjZg3TgBcnziudHX1+HxInf+8N5Ur16pFe+oKbI6M28z/9d9t5v/+ue0KPq7PLSbgVJv3WW6+vbTFynWRZirlnfbORWv5P/9XK3tBEfL6EIj2hBXQl4etsUlb+fyqTf/3f7Wl33xgu/qPgW1qoYK8C5IvJk/Yim/fvf7DB0eO4lNdVvbmi9bwX//aKn70eqTk/PaKxpmhQCgQCoQCoUAoEAqEAqFAKBAKhAKhQCgQCnwnClCDfVeZDbeBV7qHTBOBlxUATmHYNxloS5GxW0pN733pRCA10BggApAgap57ou/T1+l/mxTFShPPe9gAXCfSnHrpaQOuEcntx+hFjqHfFLakx/Fb5pb6wo499cdPZxnZkNW8GJfXuSVzTerRp1HuaR/ccwyRvjvqgz5xHijUmDn1hUYPa+n42zofW318NNV5d8dXv8wM2+mL1x/ZJAsp7tEXbTk+TZVPeQDAJBqyZvSJjQd1YQ4LC2s2OqFU/bKL+vY//8VlpfaftkXVkFcgsf35T07Y//G/v22dHcpu+XX2PNLYePNJKLDd/5ltXv2dFRRXWLbnvGU6Tmlj34sgfhJjHuwTyA2kJiocGE9qa10Wh1qSph14TNQvgHFhYV4R2wMObQGhANfa2hrf92trG7rP6Ng+3Wcd6hIFz3mkqQdwpp9DjMf5k5NTXkOcGtjYAbjs6enxFPOkj2fvDg0N2d///d8rrf4/e/9/+7d/6wB2eHjEo5tJXd/b2+upwlOwzecLEcNJevcBh704sADXOzs73G7sAXaSZh49+vtva14q06prkMhxwDJ9YCvwlZT49N/f3y/QueJOBtQmx2mAzwmAMrXcmSNp80ktns73oLAcyzjYz/zQl34O2s7aEJVNSnv66e7udh3RDMBL7XJ0oVY50BwN6IO1AMijJWsLPMYuzmGeOCwAprmhNaAWG1MNGJN+AeUAZiLZiY5vVEZpgDTHApQ5rr9/wCOxGb+lJUnXzrhAdaLb6R/9iaTHGYAxge1pS9cIBwAi+YHYgOj29jbfL+wt7EMr5gGURivWjTGYO/uL6HDWETuB2I9qOHaQcQFNBgcHfb0o28AaAq7RkXVPo8rpCzuJfMcGdJ+envEhsI99x1pzPDb53wsBfzIR0D9z4m8Ctd+xm75YF85lP1H2gPmhQX19UrMePTkORwT2GhqwDjgdsEc2Ntb37b/j4zAnbE6cTFrdFsZgL7KO6MbcWBtKMTB3rgP2Cw4A2P08twDyR2T1d5eWbe7n/2kz/8/PbfXjL2xzRKmHdCHsAa2/5jvVEZnCg83QHx7+uhbX11i2u8XK/+xNa/hf/mcrOd77bM/rwbM9cq/yHw57+kO+duO2Tf+//2izP/+17YwoDY68WL3pj9qRbvrDXaAP/rImef52tVjD//Zfre6//LUVKHVMtFAgFAgFQoFQIBQIBUKBUCAUCAVCgVAgFAgFQoFQIBR4sgrgyHD1y1H75a++tFlF0s/Or9nVa+MCOOsCUxnrUYmAv/yzU/Zf/qeLAon3ZyZ4spZF74+rwNMG8kA8ICy3r2sAQeBsCu6A1ABKziVCnshdGnWrcVohBTjgljGAgDSgfAqc/YUD/xDFSw1vgDnQF6h8EGQPDw/ZP/zDP3ide8b7u7/7O4HQvv0o5IzbQDrztAFFD55PhDnQltfpv0blZA++n57HvEi7DoAHXANpgbVEVBNJDPRFA15Lo81xPEh1Ya6pnkQ/896DGnZwHI43tOTYe6nYeQ3tAM7c0O4wOAXMA2wZE7tI7Z6k1efsew2wy5wAs9hMlDSgnPV8UMMmnC7on3UHcAObDzecm6iLvr6+5g4AOE8k89py28kgwHozT+ZCICJ6PGgPcB5jAsrRmbT9aaQ447Kv0BywjRbozfqxTsw/zRTCe9j8OC3VhdTu2Ej5gzQDwMHzsS3dKzxGS2A3jb3I7UGN/ldXk+sEZyoi2FknXk+1TdeAObDH0CedH32iMfMGF6VzS23h/eS6mfc+KyrKZcs9hxc02d7edO3pl7Gwf2cHLZUhRjodHIv+ntcWIcpHZeV1AeeVxr384hnbHB6zzYFxfW7ow0Meic8yuS7A001/GHcrcpbta7fSYz0eKf9MOxkclT3zGHbwoQm8zjYoDZW+XBSVyuOpYN729EFYoA9n0x+WI93kpaZPb9uZXbAt/QHZHB617dl5y/KHObxtj/TShXGhQCgQCoQCoUAoEAqEAqFAKBAKhAKhQCgQCoQCz74CCvdRCv0l+8/f3rBhlRTQj4oOjYDxlAJ4+cVOO3umVaAsUMOzv9pPZgYAOW5Awm/aALTcDsJK+jjcF/D1QQD28HjA1xT6HgSO6XEARepid3d3OyQHKjMWEdGHbeCcw32UlZU7iH/Qe+kY3GMD0eW0tA9AZgpO/Q39c3ie6esATm407HpYo+8UvibHcOz9QXqsDbpwe9AcsZPI7LSl9qbP03vgNVCd6Oy0PexY3sc5ADCdtocdCxwH7Ce2cXRi/+H1vl+TtNf77xkDoM+NdnhMHA0e5GwAvE/W5n7t7u/9wc8eV5eDtvD4IIQ/+N7hUeifuvBl+0GM6bG8fnhNH7TH6A+NM5nEGeJBe+D+64Yz7umAE0BR0f3OWNiQURYObtHuKRB/Je9p8VQfFWrD59ubrPTCaVv55LJtfnHbTLUitrWvH/5x+lRNfqzBiwC++pKWqa+1khOqd9Kj2vER3fxY2n0nB+1/LhZVyiuqvdXyHa22M7VoGdXiKpBXl5JRfSfDPLFOBN35367SYe3hDahURNsrqkkmT7JCpbI/+MH/xGyIjkOBUCAUCAVCgVAgFAgFQoFQIBQIBUKBUCAUCAVCgedUgYxgS6Xq17eptjyp7Xd3CwR5claruvHHeuvspz8+biePNwuuHfHAn+d0/X4o004h43cxn0f1RQrvixdfVFpuBbipXvrBtOSPOu+gXd/1cQf7ftDjrxtPbPRAu+/JgdeThw/r62Gvf6UDvXA0jn2QZY+e48PPSN95tHbpUQ+7/ya60Md3dfzT6udhOjzPrweQPyKrv4cXSU2V5dr05aWj2YqV3t1m5mxpccnTQODN8kw1RcXTCsuUWqWq1DJN9ZZtbrKsUoCQgjza96tAkVL3lBzvs6o3pm1vcdUKt5T+RHtrfXnVMxiYalgdtebZFVRDpyCvNDmN9bbTVmdFtdVWVKYaKTh6HHVngqMmaNgTCoQCoUAoEAqEAqFAKBAKhAKhQCgQCoQCoUAoEAp8QwWoO93aUmU//tFxmxgn5fKulZTmFbFaYp3t1Xb8WKMiMyMK8hvKGocfUQVIR099bOpoExVNKvlooUAoEAp8FwoEGf0uVPwO+sBLpUCpTzL11ZbvarX1rkbbVd0FW1i0An3JsdwzBuQ9rl+QV1HMBXXllmmRR1lTg2VIVxJA/jvYMd+wi6KM9lW7lSvrwtaUaqSsrdveuOqq5Iq0UoLeymJwJJtqvhTqutjuaLLC092W6+tWyYMKeXo8a9fDkVQ3jAoFQoFQIBQIBUKBUCAUCAVCgVAgFAgFQoFQIBQIBb5WgebmKvuLPz1ja2vUs96znFJN5/KkINdvjp7F8mu7iANCgWdCAdJvEyXPjfZNo4ufiUmGkaFAKPBUFAgg/1Rkf9CgSYRykep0ECVf1NVi6+NTVqgoYEqAPGtp60kzrr9WtqM75lSs6PjizjbL1FUrg/0Rhb8PWpYfymv6IlGoOiLFx7qs9n/4qZWeO2k7y0tWqLT1vrvk7XfUGvWp2Px4IhaUlFmmodbyPZ1WUHp/PZKjZnfYEwqEAqFAKBAKhAKhQCgQCoQCoUAoEAqEAqFAKBAK/JAUyCkdfa6qxKp1ixYK/JAV8MDJ+3O8/5CnG3MLBUKB71GBAPLfo9iPM1RBLmvZxlorVjTz5q1h286PWoG8Dnce5+SjdIzzeGH54mLL19dbcVOT5VRHvsBTjR8lQ58fWwoE5TM11Za5WGWlF85q4s+Amwcmuq9K4uBRoBRZER3//OzZmGkoEAqEAqFAKBAKhAKhQCgQCoQCoUAoEAqEAqFAKBAKhAKhQCgQCoQCz7oCAeSP2ApSXz1TXWPFLU222lynFPZKzz23YrvrmwoWJprZ6eQRs/oB5lBDvmDXslXlVqba5Tk5GBQU5x9wYLz0vSqAd5/qxQPno4UCoUAoEAqEAqFAKBAKhAKhQCgQCoQCoUAoEAqEAqFAKBAKhAKhQCgQCoQCocCTVSCA/JPV9xv3XqDa2NmqSsu3tFi+ucE2qitsb33LTEDeHHITKfyNu/3eTyjCSNUSytTXWOmZE4r477DCXO57tyMGDAVCgVAgFAgFQoFQIBQIBUKBUCAUCAVCgVAgFAgFjooC1N/e2dn1EpVkLyxU0ESRfg88GhmSE9t2lKpzjzKCEu1u8sJHCLinAws1AWovaypqz8CPl4+YT7x1TwFKqdJ2tSm2PYUr5SVZa93IZHlo43rpVf2zu7urc7wgpe8Ljv/uanHv2fY215D6V/walTjT6yixNv4NBUKBUCAUCAWOngIB5I/amuh7TKamynKtjUrxXmN7+SLb2t3Rl9/9r79H/fusf+vSHFTnu6iizLJNDZbv67SsnAtM6fijhQKhQCgQCoQCoUAoEAqEAqFAKBAKhAKhQCgQCoQCP2QFAIUJMFSiQkFLYCHckp/Nllc2bH5+zTY3twWvC620NKe63MVWXPz0fzfDWWBhYd3mF1Zth8CgfRj7dWu1q4kV53NWU12q+WQtkznqP2B+3Yzi/XsK7NnGxrYtLa/73tiWM0k+l9Fal1hZad6yuaJ7h+4/WlvbstnZFVtTgBl7vER7vKoyr+OLD/P7r5z7OC9sbe3awuKaLS9v2NbWjoB/kVWptj02FeIkEC0UCAVCgVAgFDiCCgSQP3KLIm/BkmLL1tc5kM8Iam/pS46nGd/3KjxyJh80aDv5pl6kORQ11lq+o8Vybc1WqOfRQoFQIBQIBUKBUCAUCAVCgVAgFAgFQoFQIBQIBUKBH7ICwOmV1U0bG1vw6OGGujKrKM8LUhcpanjP7gzO2GeXR2xubt3y+ay1tVbZxQtt1lJc9dRlAW7euD1plz4dtk093lPoe0GBwoQeCuYLnNlv69iW5kq7cK7VOjtrNd/4HfCpL+Z3ZAB7dn5+1a7fnLTPr4zZysqm1deX2cUX2q2nu86qc6X3jbSn46eml+y9D27b6PiilchRo6Wlys6carJjvTmPlr/vhG/xZHVt0659OW43b8/Y4uKGFemn8/NnWu21V7qOhGPLt5hSnBIKhAKhQCjwHCgQQP6ILrJD+cYmK25vt219edmVV6HtkS9KXn5H2NGvQF6SpNbfwqngRLeVnOr1SPkjKnOYFQqEAqFAKBAKhAKhQCgQCoQCoUAoEAqEAqFAKBAKfCcKbG3u2MT0ot0UvPzk81GrrSmxt9/s8yh4foQljffg0Ky9936/jtuwckWTnzxeZ91dtdbS9PSBPFH9NwXkf/2b67a1rch+/Qi5q5zgRMs/mMkLyOuNjY0tO3G8wWoVodzYWBFA/jvZTUejE8orzCsa/frNKXv3dwM2Jzjf2VGjtS6zJq01kely27hr7I72uAP539+yG/3zVlNVbn09NcoCkbfe7noB+buHfusHROB/eWPcPvhoxMYnVxTHtmPyd7EXL7QHkP/WqsaJoUAoEAqEAk9agQDyT1rhb9l/IfXXGxqsuKfXNgYnbPPOqL7aqI7Tve8337LnJ3uanGb9S1imocbKzp+0fE+XFeCmGC0UCAVCgVAgFAgFQoFQIBQIBUKBUCAUCAVCgVAgFPiBKuDp3gUuLyuK+Ff/cd1+/9GAnVXU7rkzbdbRmuBs/p1TuvrB4TlByx0rL88KaGYEtDePhCrA1NmZFeu/MyPngawij4tUo3tXEFU/SCb/P2SngL1ic9YF5BsUNb2ySgpxvRDtB6MADhfrSj0/q307PLps0zPLltHv1guLq152wT01DvxeTU33Ve2DweF5G7gzZ8v1ZiUlRba4sPaITAvfTK5t1bNfVAr9qdlVXUer8nRRGQiVWcDhJVooEAqEAqFAKHBUFQhSekRXZk+Fpai7Xnr2hK3d7Lf1S1c9zZWy1h/RCPnEsGyZagEV5y3X2mAlPR2Wa9K3LlwUo4UCoUAoEAqEAqFAKBAKhAKhQCgQCoQCoUAoEAqEAj9QBba3d2x8YsE+/2LM/nBpxCYUuXvi2K7XtC5SHW0a3JKHlLne2t60nZ1Ch90Z1ZhPm6eH1z8F37AWNqnyPVDmG56XjpvcKypeBtLF+vaW5dRhlZwG2lqrrbwiLzjP73/3N17aVGaAXkX5NzZUqJb8k/+5eU9z1Wzdzvutuf8Z9qILc9JPrX9UUzffqg8cNRi74FsYgIMEFLugQGvyR6yr6yX7v20f2I5jxubmhpxH1mxL98iJXV9pPtdkX+/u7vixPof9a+Arxz/gBbTG5ofZW6xSD+3tNXbm5IY11K3qGtqxzvZalYV49N6jT79O2Dt/hJ6YTD84I/yx/Txg+vFSKBAKhAKhwA9UgUf/lfqBTvpZmFaBvqRkG+qs9PQxW/30sq2olnzhxrbtbG8nf/CP2iT4EqJWpHRFhY01lututXx7s2WqqxUhH0D+qC1X2BMKhAKhQCgQCoQCoUAoEAqEAqFAKBAKhAKhQCjw3SgAnJtVKu9b/TN249aUjU0sJR0LThK5Ozm9rPT1ZQKH+r1P0cU5AcVM0aoA4p4AdtbELW1DUHtBxxJdTO32kpKslZXllO4+b0UPgIf8FIcTwJqi05eX1gVKVfNdoxbni6y0JG8lSoef01jfhANzbC5XZHmNvbG1aSXFhdbRUWU/frvPujpqbVPjHWbyZPTcVar76qpS6+qsl815RSrvaR6bipznd8xdyypYJy9QX1KcvQumOWZ9c8uoB76ztSctCv394mJsLlAN+11b03ubm9sOPfM5ZRNVP8srG36DhpZonpXlmqvsdWgsAba2tm1tfVvjr+v8LU+3z7mlpTnvHzvoJ21A2m3ZsikdOZ7n2WyRlUl3Hq/qtWVFY2MPNlZovDL1xTEPg+xbW1qXdfUnDTgf9wF0LWNdSnJ6DGD/KsxGkzVFo6+tShedj02UCyBTAdqVaZ7FxTnXMl1XbNyQzmQpwDECG5kja0+2ghXptSI79lQKNa967mWyv1R9oUHaR6rFA++1J9xJQ3uwoGBbtx09FyzXXn4YjOY91iSXw2lC659l399zimCvr2mfb2qt+A28QgFeZGFAN9aXvbOjfVOia4P9hN4H16xY9vf1NKikQqFqyK+7tsePNVnuwLqmc6EMwyb7TH0uk8FBzzOaS6nWgf3jWml/HNSCddhGO62F7z+9War55GUPNi8vJ5pyMXB+eUWxrw97IlooEAqEAqFAKPAwBQLIP0yZI/B6gb68ZGqqLN/WbMXdHUa++vWxKZWS37ICfam675vC07SXb/tkBNL3yM1MgeX0Hxi5lnq3vai05OjY+TQ1irFDgVAgFAgFQoFQIBQIBUKBUCAUCAVCgVAgFAgFfnAKAESXljZsWGnob6j++vTckgD6rmJw92xubsW+uDwmYL5hfb0N1tNVl8B1ncN51GgHqlN3vvBmofUPzNjsnFJwq1VW5q1dkem9XfVWXV3qoPWuePotDlg9ObOkmvRzisZfEiRM0t6XlWWtobbMOhQx3NJU6QD27nmP8QC7dpWiE6eAYgHcZtW2f+Wlbjt1olkR/bsO2w93syd4CrQFmgKEgZ83b02qvveibauvckHVttYq6xawz2ZFeNWAr2OjC9JsykE4oLtD8+0Q+Ae4zkq7O4OzSkm+6I4MNQL+gFnmOjq+6AFL7S01dvxYnUfw4+iAM8OYshSMqt8ppVZfWFgX0N51mIpDRH19ubU0V1pTQ6UD9XQewOHR8QXXf0MOADWVpdbbUy/QvWV3tK6MuS7IXyJngaamCkVj11hrc7VD/rSP9J7jqKE+NDzr5y1o7XHYAOjWy4a2tmq3oapStdcPUGDA8aJKHjDe2Ni8HDnWBdPJoiCgLZhfUZ6zOp1PZDgZCwDKAHHOm5DOI5ozTiE4eNTVlenYUn8+ODRr8/PooBIJcvBoba2xjrYar/+Oo8LXNn73vduStbv79GEP2N+C1brT78L3H8Rrs7Mrdv3WhF8f7LGe7jppm3PdxsaXZPeyz7tce6K5sdLhe73mhFMDHRZKt+Jc1p0j6D2vx+hxOGAfmD6jtPaj4/PKXrGocVfl+LLte5Trq7623PtvbVEGCO3R1FauyWnZOKDSDewj9jTXYnNjlY1NLuj1WaXsX3NHmoqKrLSstM6OZE8ElL9/vQ8/8z2hz8bD7eC1cPi9J/2cz7y0PU07UhuexftUw/SeOTzI6ehZnNvj2My8uT1Pc34cXeKYryrwGH91v3pSvPL9KVCgL0ZZgPzZPlubWzYbmZL7q9xmAfJHpemLFY66+p5uBfJoJNV+trHeisrK9x0HjoqhYUcoEAqEAqFAKBAKhAKhQCgQCoQCoUAoEAqEAqFAKPDdKbAj4DwhSHfl6phd+nzMJiYAeAnQnlJk/HsfDNr1G5P2qiBjswC5R/ryG5pu1MIGGL73Qb/D+aGRBUXxbglAK8pd8LettdJeONsqIN5p7YKoaVtV5O4XV0bss8sj9uX1KdX1VoS8QKNGFZDNKBq/xPoEOV+60G6nT7dYpSJ4vw1ooj8gA+nzk4BuopxTeJXc029hYRItnkZME1H+0Sd37IurE4p0LrLqyqy9fKHN2gQ+s9mcg9oNRS1fuzFu//KLK4oi33PA/fKLLVZblzgfjIzO2Qd/QLtpOQFsqQ9FSgsoz85t2OTUmqLad6VNsxwXskqVXymov+6afPzpkMD6nJwkNm1FTgtoDPQtF9CurS62k8cbXZee7nqPVicrPFHW16Xjr9+9ZYtLq+7QcOZUk6Drul29Pi6wT9aCQo9Or63JCdbX2WsvddlJOSkAjdNGhPrN/kn7wydDWpdJ2bkkJ4EtB/LAZLII9HbX2rkzLfbSi51ap9L0VHdeuPTpsNZ0zIZH5hUpvql078p6IGcH9kxe5wORj/c12MsXO+zs6VYfG3jcPzBtH34yovOWPCq9oS6vvsttYmrR+gWV19YShwmgdUNDqexusLdf79tP8/7VSP27Rj3wgTbuYzR2x92tsn88e579NDo+Z//+q2s2NLokZ5NyO3V8Xhkj9mQrTgzLWjddA9pTaFav/fDSi+324rk2Y80A3mQRuNU/pWtuSvthXftzR44J29atPZ8CcSLc++9M2yfaD9duTCX9riiLgBxB2KflyoBQXSUnkLZKu6i1OHGsUWOV+3sbioIfGtH++0jreHNazgXbWvMah+63+qeVBWNaa0OWALIeZK2yKmvnz7TaO28f0z6ukt1H6Hf7x1ir7+OQzU1lflhbk2OLrl2tlUf26fOFMgPl5eW6tsiS8N1kGKD/9fV17QWyGty7Ppkn+29ri2wSm1onMl0oG8iGMifoNT7LsONhpQ84lznQ6PePtRcbsJV+GPNef8rQoOsamxjzjx2LPtLP/x19HjIm98z/YXP1SX7NP/SLdktLS56FgqwlvAaUpu+Kioqv6P81XT5zb6Pl6uqKbqu+ZiUlJXLUKtE+ut/h6mlNjD20srLi+xzbvo3DAHuFfc99WVnZH7VnnpYOR2nc+OtwlFbjAbYU6MM419pk+TPHVUt+yOyG0irtZWxXfyDSr78POO17fMm/XiktvbaS0i1lFdFf3NZiuQalDSqL6PjvcSFiqFAgFAgFQoFQIBQIBUKBUCAUCAVCgVAgFAgFQoHvWQEAxJJSxo8rant0dNGWlM46q4hafrkDqg7cmbPp6SJFRZf7D/bAQMAkYHttXZH1Y4roVnQ26cU3N3cFmklFL2gkGHv1WpGNKlq6srJYIFVwQ6CPyHKiqH/1m5v23u/7BQ7nBXKyHr0NNCd1OVEzOAEAlEkJfvqUwLWg/OM27CuUfUSIjyv9/qefDXvadsYmnbc3j8xhHsqWqXTk2EcUMTASh4ErAtnvfzgkFbJWU12kW07pwhVkRFPfwOtBRcD/9r1bAvKFdqwPIJp3+FpRseeRyZcF9P8g0Ly+vqr5FXqUuaKU5HygLJ2KHG9oKPdU8ug/JE3+7dfX7Xe/v+3wNZvNyy4BPqVM390lHbpS3+sxkftLS2tWqPf6BHiJtiat+x1Fkv/+ozs2o4jomuq89Q/OaNwN9bUkiKGU+FYk+zX3vW27fnPCVrW2pIU/I7hOKQLmMzQya+9/MGD/9u9f2sDQvEqP7sjmNAU/gG1X6zJhY9orJYr2f0EQt6Iir/G35BAwaT//5TUB+XFPiY6OZcoUUKRspKSkX1bWgV15D2A/zgctylyAMwAZCEa0h764Mmpf3liQuJtWVUHK/ZzsVxkEOUeYnCJwPGBfaas48CdCn7Ebaiukka/Kd/oPXR787Zrn7BWul2lp/NGlO4LqC9K60gaHp6xIa4MDw44yxO7K+UGcS/ZvaT8V2KSyHuwKBjU1VliVnBrIDnHty3H7ze8GbXRiRcB8TYC9yH7y45PSWwrIOQWg/vsPB+wXv/rSbt6e1rWmTAnFeUF0JXrVHlZ3MlClFrQvJ9xxYt1ef7XX0GVbJRQmte6Xr03I0WHYtjbW1IeyK7RU2uzMirJgrGvNMzpd+0qGUg4A27nGKC1AxHy0+xWYn5+3/v7bd4G266e9ACRsa2tzYHgPSN87l/0CCAQssv+B018HkZeXl5WxZNhqamq0Zi33QUj6w5bx8XFlu2iyxsZGB5YA1RSMP6x/7BgbG3N7WltbHU6moPuexY/3KLUDW4Cc1Sr7W1pa6tcI88RxYXJySmPtKmtIu9v2eD3fOyrVjrkByNEOsDo/P+f3jY1Nup6q7p3wDR7RNzB+cnLSbt68qetVGUS0ltiOjvT7IIeIbzDEkT6U+fM3ZWZmWn/3h/U3Zdk/23A4q69v0Jp1SI/i+/be05gQjikTExPu9ML6f1MgzzxZ27m5OV9vro2HXR9PY37P4pgB5I/6qulbQqauxkr6um2tq8VWPyvV1z994OnDOMkT/wS+MX0LTQr0xdvkWZipVYr95mbL1tUqOl7f8KKFAqFAKBAKhAKhQCgQCoQCoUAoEAqEAqFAKBAKhAI/UAWIHgcStiole1ubAPHmuqdO54fsyvKMgFCFomaVdlsp64GspFDXW94AjgCXKo/UVSrzpmpbWlm3gUGlSRcIn6Mu/e0Z3aYV1dzkEeaTSuF+SRHYn3w6Kui46PXZT/TVCQDUCLgUKYX9rN1WhPj07Lp98tmooEihYE+xYGHzN14BgDxg8xf/fk3RwiWyFcMT4/2RoDzzLyvN2CuK2iYtPHMsUO7wrKAMUH9TIK2woMgB5l14pZOB/qQCB2p7jXNFIQO2AQbq1bJ+LweFbdU/3weoOCzU1WWsubTY69kf761xJ4CRsTmB+H77+NKIHAiW1U+BNdQrTX6LAocEphcX1jyN/fT0ikc3FxRmrLK6zGupk3kgo3FxkNjZVkSq7FjfKHRA31RfYRfOtwtcl9jC/Jp0nVEqeYHj6VX77fu3NUaZdakMAQ4TpNj/QED/o4+H5TCxqH52FFFdpVT/jZ6OPQG8YzpuzS5/OSVngtuqnZ5XpHuL1mpJfU9rzHmHzbU1xdal9eRGxoMBOQfcuEUmhDV3PLhybVxlDpY8fT0OHqyxpiD7qcuOXoVyWtjx1PRn5TBAGv3RMaW111quLu1KoxU5e4yrhEKtp21H7++zsT44l4jt2IacLe4MrioDQon0qhMgrfT67TduKsPAtCKZ5YzAfNvaquztN/r8WmOPsHdM9ex3tD8yclooUhYB9hSNsg/vyTHjd+/fUfaABc9SUKU16uqskgNAqUP0UV070zOrAmqrAvu3HaZRyoDMA+wH+hSK8v6RB+cW7ilXcEaOFDhXUC6Csgrb2wXaX8tGdgau8wDyyToc/Bco+Ic//GEf1lY7rMQxguj4urq6g4fe95jPUYAyQBCYDAivrHy0wwPHXrp0yY4fP+7Q/SCEpD8g8ieffGIvvPCCv0+kOmMAGoHuBxvHp59bOAUAnzkeu4mELtBn27dp9IsmQ0ND+ixo8LEB8jSi4wG8jIU99fWU8Xh8h6rUHsYgen1wcFB91LtzAs8ZE42A9H8MkF9eXvG+P/nkY7evo6NTQJ4MFEnGFPQ6qu3gun5bG2dmZuRI9aXdvn3b90gul1c2lYX99SzUZ1a7Oyl82/6/i/PYq9h08Bp4nH4P6oOTBdcHN/ZqtD9OgQDyf5x+T/xsPvCpw55tVBr41kYralZtdn3Qb8p7am9D31715eCpN0zQl1bTl/5svb4odrVbtqk+SVf/1I0LA0KBUCAUCAVCgVAgFAgFQoFQIBQIBUKBUCAUCAVCgSejQJGAaJOiw0kNPz27bJuC7F8qCppoZF5/540ej/6mJnmx0tADW4DZNI4h8vu0Up+/9Uavp6WnvvaHH9/xSGvqVBNxT+r7OQFhoqJHFBH/8aVBG1bNcGq9N7aUC1R224UXOiyjqO8ripTOZgfs8tVJT1delNm1F19os2O9+l0RavvYLUmbvLy4YTc3Zvxc8Z37Gs8dyBcXWaPgNFHiNMAoYB5QvCuHg5zgKVkDDjZ+TvRU7KodnlWEuHiqg1DRewef2AqwLVIq8x2dSo3vVkUonz/X4jqRov+c4GmlQO77H/YrRf6gIs+XGN1T/b/xSpenhi9VABGODZ9+PqzSAAOKeF/1rAUf/OGOaoKXC+gLyAOHGU9jAYuzGpia9udULuAtrR+p5qkJX/Hhbbt8RenPtR79ArHXb+ux0sITaQ6Q/0Trcl0R7GQCoG9Sy//0nRNeu/22Up3vKJL6C50PnP/kkuCtUt8fE8AFTJZpfsd665UloEznlvk8eX+H9y5lPa3+wuKmzSwLIgs4ryjyfUvpFIjwJyKVVO1otauoeMDQyePN9qpKHRxXiv51pYCnhMDColIrK/KW52PKyjCnfnwNWYwn0dJ+D+0b0tFT6z6v/cFeKZQDB3Xt//LPzsjBoVZ2rVhJvtA+vzJmI0prP7ewKni+You6FmjApawcOTJaK/YNjih5OS6wdWgTiqj/6ONBu6oo+rW1ba1fifZCo/1I11ijoux57aYcHD6WUwuOCZNTy4q4n7RLygTh9eQV6c61RP9FRYnG5SrT2t5Wa2+/2WdnlXGCTBT/+e5Nt3VpRRkMlDFhUFkalshIEO0rCpA2e2pqyiOHiVpPo8GJ2gVu04jEJaKXyGvWOAXUs7Oziq7vl9azWuckFTqgOj02+bzJO/zkWgBCEgFfXl6mMTu0V3L+HhHcNMAike7d3d3+HBBPNDf3sBhgJPAfOxgntREwiS1Etbe3t8vGAvVb6n0Dt2mci12cz2cR9pK+nM8z3sO2dJ6jo6Ny5Bh1MH4YXm8oDcj09LSi95c1h16/pnGGoi8atmEzNxrnc8NWNEhfm5qatM8//1zXVZdH4TP+/PyC/o6MuCNETU2djleWE31mpH0xT/onSp/GHJnfQajLXDY21vW5tOh6ko2gvb3N56i3fE3pj76YLzZxQ09uNJ4n/ciRSHZxLK8xB85FQ7TkNdYOpwTWJ9WPcyjpQbYF3kudFuif9zif49P30nOZW7o+fI6kadgP2uJ/p9U3drAPD0eF7+woC8fQgN25M+B/xxoamnycZI03fO1qa2vdbsZjz2F3akuqTbJum643muTzSVR9Ogec28rKEv2xn+OZW3JeUt4mzUzA65zHGLyGbomeOV8/+scBcHMzmT+2pvPjOPRfW1v1/llD+uHaYVzWP10f+iE7AKn6sQNtGI91S97b8nXjPfpBY/pKrxE/6Dn+J4D8UV98bfgCbeaM0vdkWxot19dmu/pSp29QshwvI75p7H/beApzgcOToUq+vVaoPzC5xjor7u1Syvp6fYu+/4v2UzAvhgwFQoFQIBQIBUKBUCAUCAVCgVAgFAgFQoFQIBQIBZ6YAvxYXSGAd+p4k60prThRs0T0bguWNqlmPHWlj6s+dT6X9ej4HXLS6/c0aigTJdwocPsTQduf/dlp/WCtdO8Ce6SZvypAuDc4LwhSJPgHfEqAxYhA/NUvx/QD/qZ+qM8qwrnUoSvwGPi9ox/9cQwgqnpiYk6pm5XSfHTewT5Rwtj7uM3Bp0BnuSLEi2UbP+CnjUd7RMjrPp/d8/TwhYXJ+8kI+8fy5AFjpj0Rh5w2atbf3/xkrwNfU1Nirwgw/+xPT8vBoUER4Nsat8gWlK4e8ApgJYIfPU4rm8Bf/eysR58DNKgjX69o9/GJRcEGRfvJaeLK5RE7fbxBkPaYa4Lm/Ma6LQ2LlXb8wvk2+/OfnrQ3X+sVUCiy4wLn1GCfm9+wkYl5d4YgwvqO1hvHi7k5RbTenlTE9ZJH1DcL/PbJCePUKcFH1Rmn3vhNRdiPjmttdH97YErR1YpYX9vwqO8XL7SprEGlpz7PqyzosWNNHs1NeveyEqXf1zoIt7uUQHiAEfCF9XS9WRv9H0gPgP6rPz9tb6lOfK30APgTTHVJEdwzs2ueBYDa9qkDxf2aH3qmzhkjLbXgg/iAh4479JSV5Hdjbw84HnPFfwRxMu5A8ebrvfZXf3FWmRzyykKwJl223FayQGh02Uw0PWnLiVje75eZ80R9YR9QCV2GtN9vqsb8lLIIVCsivqe72mH8X//leXfs4No8f6bNnUmGx2ZMKsqhYl2AfthefblbNeFLE/iovtnjwLe21kr70z85bj/50Ql3CAFOLS1t2OeXR3V9LmpcQTXZR9/RvqoAewgo19nZaWfPnr0LQfmM4T2gJcCeyG3gPWsJuAfWA6aJFh8bG/XXmpWdFyBIhDmAnKhs6pWTgp0IXvrjNSLhb9y44WsJHG1pSdLMM2YCl5ONBFBMQbZOdchMynvsYF9VVFTuA/gEqvM6UeeLiwuaR7lH2ZOmnBTlvMe4RE8DP7GrtbXFo/q5XgHhRCwDK4HxAG3sZb5p4znjAliZ38DAHY+Y5xgcAXgfrZgTke/0Oz09pX4X72YQ4LMa6Dw6OiYg/5nG27S+vj4fgvfQmUj5TEblODRn0vc3NTU7XCWKHttI/c/HYmVlleB9vZcAYGwa94yLTdjQ29tn586dd13pH315n3GYLyn5gfb0Sf+cT3Q+OgwM9DuwxikAsEsGBPYKOjJ/1ofSAqw7cByHAs7ZVkYTWaJrdFfvtfjeYB0ZA4eLdBz643zu0QTt2FOMDYynX7TEpqGhQXe4YA6bm1s+HlkZeP8gUOZzZmBgQHObt3fe+bE+r0+4nezJ8fGkrAHzZ1+zl9gPjIf9jMc+xRbswB7WJ9mHcgbSfPl8wRkDZwP05RzGp3/OwVGB+aMZ1wjHA/3ZM+hKGQg0T4F7scp1MKf5+dm7TiWcw7HsKcZcWlqW5hP74ybrWltb59cG68LS40SHYwH7jfVh/2IX1yo20rCPvZXsDxzrlNVG73F9Ys/z3gLIH/UdoI1eoI2eKS+zjKLPswLeK4NjfMvQVxH9ceGLx9NsfBuSm2phrsRySi+Ta2pUuvpqXFqfplUxdigQCoQCoUAoEAqEAqFAKBAKhAKhQCgQCoQCoUAo8L0pwA/VRIEXKtqQn+tgkYBTIm2JBk4ARmIOv+bpt3EHv4315Z6KvkyR3LQyReKSvjsnKAsMofFDOtHwpMkmAndekfOA9wJFEa8J1H/2xaggJhHTO/rhf0XQd1EgQPBS51FHfFbR9fOLqx71TTTk4zRhT9kgEKLI97Nn23Rf4T+wY7c35qifBcHB1JA/eVJOBwrWeXDjpPTE/SMOvvQwk5zoyslAYIu08Cfk9EAkNVpxY75Lgq/MeUF14Rm/pblCaeKV3l/17PPSnZZTAVBSjZ+QY8SMUvn335lTGvt1wSJFmq9uCGYAkHSg7MBhIp8rshOqad+tdPQAY1pdXbnD9Yb3byWLp7UlnTrR3ERwL6kOPRCZQCoA0YrqnF9X2nU6zWpvTOu4kbF5QVtFyG6ptrscCkitzjmtzWXu8FCqbAGcOzG5qCwIQwIka/54SFkRyIwAZCySoUjnkJ3FgJJ4E5jSY+ZRXp6z3h6lTm9Sffj9BqQnCj+jaEX4PKfeXcv0oAfc07vY4L1h9o+5O+yhc3id4C2M1P+9pa/xnLfSJh7kgKdN5R462lRDW44LXCelKjNQp0wBZZqHb7K0p7TDtIP9e/okyh4IuCSHFpwYiILflM7sgVPKQHHypKCoHEsAnVyr7I9eZSBoaa7SmiitvdaL85a1HyiRgM3YQuM6Auz3KctEva5X+sBRBkcc+sxkFCmqfbN/uJ8T/9yvANoAAIGPgExAKHASmAioBVh++umnDlM5DgDI+4BZ4COQdXFxyaHj6moSOc05AG6iegHDjY3j9sYbb/lj4Cfv37lzxz+3AOP0cezYMYeC7BWi1oGGRNMTfc9YOF8Atj/66EOfADAUMEtafWzGNvqZmJh0GAtsJAr9zJmzDsMZ79atW/r8pXTJms8D+3BEYD9duXLFNWDOAE2gMX0mDgKJZhzHjfOYA5B0dnbGYSt/C2g3b94QBO+VzXl/vb+/321inmlKf+AskBYnAWAr9zkcwzRHovxZC/Yx0PvYsT7Zmug9PDxkn332mT4fiKAmq8u2YP4xpfi/4BoxPu+hOVc5emAjTgrMBZ0S3TYcIOMUQfkA4C/zAVDTcBDg3N/+9rd+Xk9Pr46pdE0SZwR9TsvpgTEA+0R2A/7Hxkbs17/+le8bnAWYCzqyngBk9gRZAbAFHbH/1KlTup10DZgvNiwvL+nazTpAxpmgXPyNsgoAZRws0uh8+uZ8oD790dg37IvCwqzsqPN9zOuA6crKCofv6AlApzwCfQGugfDMmf2NHV9++aU7jSTrVqGxyUZT5H0k4+w63H755ZfcJo7n+sEO9mui/4o0Z+1KfH68zlqfOXPGx0OL7u5uX1/2H84WnM/ac50Ay9EQJ4eRkVF3DmCtgP1lZcnfEN7jGJxTmDt9ptkR0msCe5kHe/F3v/udO3mUlycOFMyZ6H8cGw7udc553loA+WdkxQvwhNSFkFdt9o3KMtvWF0PboJo8l91Tahp4T6m1rFCpQSrLvc59vq3FCvzD4CnZFMOGAqFAKBAKhAKhQCgQCoQCoUAoEAqEAqFAKBAKhALfswJEzBG17RHwwo78bE/ENvW7iUROwS5m+e95+oeoeYAeqezTRpQ72JJU+AB9GndEjxMVuqkxtgQayVZJPfp51bb+g+DtFUXUE527p9fWFT0PuCXVekV5scP8Ddmxz3K8z0f9k9gHkM9as6DuGy93Ctg0OuCk/7TRH7aR4r26mnkkAJzzDzbgzYPG9nFQ4/AJB092JZW2XbC2UZHoJYpSTxtOCmsC2qnue3qrRrXhm5WZIIXx6bFEt1Pbm3rwu7uztqVzAeqcn4IbN0VAHM4EgC8TGAbGsg5A2NqaMkVYk2VAP4fqf0ixpqjoFcH4dQFg+sFcHAioW0869IE7szq+0J0H1taVAluwlz62vdayXpeTBWMAgu/cmVG5g0llWZhX/fQlAftlAbUNX1dSpAPrGZtBgO9WAD/1AAA8n0lEQVSHG6+w7uyncqXcP9iYQ06/J7tDBuc+UvMDZ+rQImq033XkSM5ljikcPHB08lB9I4U7DeiVAjlWUNoA+2jp0OxpIFqVHFDKyuSMsP8OfecEzUkZz2t+/APmm/S23586BzJxvRH97yfpROB7S3O1O5Skx3OPowzrWVdTKji3pPM2PQ29X1u+x7E3sRjbS0sF3qoVvSp7acwdTdEaZwCOZHzmGu2rCqANIG9qatohKPATGE/ULAAZ6AnQRVeg3sFG1DOvVVVRe75UeyZJfZ5et9wDUQGcZ8+e8z3FeIBJwCLjAg8Bw0Qmc3564z1gLxHVOAAASokiBlpiF8djU7qXeQyEr6hIasgD3YHwNTW1Dhtv377twLSxsV7X9pYDcY4HQtI/gBbQ3t7e4c9J+02f3A63ZCwcPyodKmMnzgPMjahz4Da6kFoeuA70ZD5pY1yi9pkHWicpxZPrFnvKy/k8LXHtJyeVUUJ9cM7Q0LCD2TpxKBoR+sBZnBmAypyLDdxjNuNiF3MH9gOzmWui+4LDb2A288FBgLXiMVH5rDvR1KxtdXWV32MHfWEzYB/nBhwm6JtzmPuAoDTnsL5LS4uuRX//gLTY8LWjzwZlcAY6s6/Ybx0d7dIxqWuf7kdsZ2+0tBCBnpWtI7Jxxbq7e3yP8B62sA+YQ9r29vgspnRG1jVJX0efXC7RjXPZV+wlotVZK+aGVoB71i/dtzhooNnU1DVps6vHfb6ngOB37gzIoaPD9wF9cQ01qrx1TU21712cM3D4oGwO+3pmhowSNzxKHicuAHlpKfPvdGcFxsfBhLVnDfmwxPEBW7GJOaErGmELUf68x949ffqMr/ft2zc1p2TPz8/PaR5Tfl53d7eDe+xE07Kycp077v1yfbIX0eh5bve+7T3PKjwDcydtEvXZS5RCYqNx0NZL+vWNbzP5cuFfEp7CJPRNQ6WJ9G2j0HKtDVb+wjnLdXd46vqnYE0MGQqEAqFAKBAKhAKhQCgQCoQCoUAoEAqEAqFAKBAKPBUF+IkMOMHtbtNvZ/yofZdE3n0jeYn3gJ0HG6DCbwde5jieAnOB/MkgyXFAeKBuUZEgvUNS1b0VhGxX1DFgukxR1w111MBNQOLBsR76eH8OpGoHcPcqXTs16IFS2Ha4YR+/6yc/7ic/Vx48Zlch04dPA7oCbJgT73lU9cGT9Jh04UTqS0TPPJBVxL5nINg/Dk0SWE5EM0cqm6g6859KDw2I3Yn9gJTkeBcVcsuxssOfayw9cshPBH4BrzuMRntpDIgRoCWKmuOwQczD14Wx/X+6J00+65LJ8EoCwShR0KJU9k0NSc1sIsOLtC6k0v9QNe3/8eeXlcp+xlO94zhQU1usmuYCGIJk1Kq/oYj7XfWLVg6B9ZusGyEb3Bq9DuDO6gZIOdiSfZVo6udono/TWFsgHfsHfdEbSahDj3NIsjPTnpi39qMcUIhKRW/f44JEGQc/6XH37rEiWUP25z2bkiXRc0R+nObHkemAm/ra7wpdcJJhvyWdHRjDJdLz/TX3/ca6MrivJd0oklrvu4179/rFpKQnKaD308ap0b6qQHLt4SCRcSAHKOXGfsXZBQhIZDHQuK6u3mExgJK1AB5SAx0YT/pwQC1gF4gJVCTq+IsvPveIcwA5fdLPyZMn7cc//jFLae+//55HfQNzgZas2f235DUsJ5IX+ApYJs19sv8TJwDOIaL41Vdf9XuisX/5y38TcJwV1FxycIkNnZ3d/nlB5DhAE5gJxMdeUoS/8cZrGidrV69e9f3KZwtzpX8cDLgx3/b2Tnv55Zddo8uXL/sYaNXb2+fX2LVr1xz8U+sbYJ46M9AP8BPwy3gAXR4DY5kPr128eNHnx1g4D2Bjkllg1uFwZ2eXOzVMTpJufUearzkUTkD8/nUivXiOpqyjPoH8MTrKBJ/PQb05lvH9s1Tj8ryhodHXCk2JWCeinKwDRKW/8sorguzriqJ/V2D5ttLin/O9wvpcuHDBnw8O3lGk+XWB60F3dgDyA9eZI2sJMObziD2DTkRpY8PiYt0+vE/S1JP2nuh+oP/bb7/t68H6fPzxxw6Z0/VJ5pZc82jHXNLGMbyG0wXwnf3Gup87d9azDLAuRK+zDmQBYI2YJ2sMtCfzAv0Bvk+cOOEwnRT4OA6QIYDzAd0vvfSSZ0jo7+93RxMcPN566y3v87333lMmBvYKY1dK42RvozWR9FxPXEfMlTGTv8WUainxfc/r6Jtef8wpvV6xGScB9sKrrx5zO7GPiHmcJHBc4Prken3xxYtagzbfx9gPkCeVfgD5dLfE/ZFXIKMLJC/gnbuu9BhKwbTL95R71/tTsT+jOhZ7+uORb22ysgunLN/VjlvsU7ElBg0FQoFQIBQIBUKBUCAUCAVCgVAgFAgFQoFQIBQIBZ6KAjC8/YETpJs8gZkmoOLum/6AYxMIfQ/m8Yb34XDZD/N/HAQI/5E+mDTyRP2KhSpVPBHslV7nvLujzn9YX1ohvfOGAIpgqX68r1BN7hN9TUqDXyw77vX59Y+YkG4yD8DPHO6bxwM6SIHFwWHoghTtAJ10ptyvKIp5WenFd/T61zVgKJAtgw1pJzoJSFwihwPq2+M8wAAL86uCHQIGqs1OmvG0ocmYUvkvLm5oHgouyhYIFGR1ywnW7Ed7y1ZA97Yygk4qbfyc+iKqnsTMgObZ2RWPhicyH0cCIrhJA1+q6G6iz+kXqJvTOrVoXc4qYvHE8Wa3fXV1U3BGNX5ZF/UHjDuvUgBlGv/SZ0P2gYD8jVuzNje7rBrlVfbm6132wjngY15RkCv2/gcDitSclh0yUrsEHSSLLxFzpE9auk7Y8fD2qPfuPwvtXWPS6et/7CnWc2R8TvXuF61T+46508ShBKFUf3psQRBNG5TFV2OuniGCYRPz/fW7/6hP3nq4VUk/d49/wANsY/9RHqKsNOPa0CElBMYnFtyuttYa6ZOcTFaFGWUgmFGa+i095roiSp8sD+y1pL/kWM1aD9Kr+p6V6VQYN9qjFcBBBF2BwoBGgDlQFECItkQ7Hz9+0qEj4BGQTX1uoDvRukl0dxKdDuC+ceO6jqUGeHI+SwAsZC14DBT161yR3QksBqgnoJvXiZQGPqcgnONxGgCYAzF7e3u1hwodqAKqidLu6ur2/Q9QBDpyA1pyTezu4oBCGvNN9bvpfRGhD/xkftjAZzL2AdSBn9zTUjjtT/b/SfcUtmITjXri2AxE7VF695s3r3v0NvMlJXx3d7fbtN+Fz59z6Iu5YEPymM8+5kl6+wo/B62xnRvaEI2OJjgFEFnOPJgP9tD8c0CQm/4S8N/qwJn3OI71wlEC23Z2Eq3pG7jOfaJZskYciy1oQmOfkHEGe9O5J+PJIUprlESmZ3wM9EfH5P1kHOB7oumeR4YDq5ubm2R7kRHtj13JvvHh9udNBpJkbRiTflPt0/6So5N/6Yv9y3sAaiA/9gLBAf8bylLDOP5ZrQ/rZM2pD5+sOecxHn0wd/Y4OrKnWGOgeHpjvsyH/YtN9MVxvM+5rBH2Yneqfbq3sRbNGI9929fX51H1vDY3N6/brEevMzbvAc25/tKsEVx/7CvsxN7kOkmcR7Aj0T+JeE/HxMbUNiLksRFN0jknCj6//wY5fYbWvkg1NPKdrYpG1weI0tbvzS+bKW2RuyUe/Db6fcxJH8gF8grMKlW91VdZtr3Fch1Ki+HpLL4PA2KMUCAUCAVCgVAgFAgFQoFQIBQIBUKBUCAUCAVCgVDgiCggTpeiOgd4egK4JHX5vG41Sh8PnDjYPLv14Rc5gOO40aFu+u3cH1DbHLBeI9C8MaUf+/VDfWVlib14od1ef7lbh+7ZncFZuzUwrdrjyw4V61WLu0ER2RUVCWCgp69tHkFuXhd7cWldIHshGVPgEhB9uDnIELQHZlapVjkR5MByHAd29xRZKTg+N08dY2oqZx3E98tGIsO39/tLkOy9ntNREk15N4lSTkRJjisUuMHhoLa2TDoU29rGno0LCF+/OWWnTyk9LnPWMaSm71c6+Fv9U4KwqqMsYF5XV2wNqgderpT+wPqd/XUgYn1jY8du3J4SiKhTNLvSKKvvqZklpZOfsOmpFV8b7CKlfWNdhVKfl/v4lAfIZlYd6leUl3gt+5/96SnXhbrwX1wdF8Re8oht1jBJrZ+x/oEpu3lrWiBGUYrSp62l3N55q8fefuOYQxjqyWcEe1hv5q8gcLVUIR4nLdXwq+/orIJEyeTI9Ij0Pu3hq/cAfpwOqJeeV3p2HB821nfcOeBq+4Q0rLLa/QwMK8ub9sWVUbt8bcwdLrCX82uqlDpc+xT7AN20eyMndt17/lUbDq75g971/rSPgEysSZ2XFsgJ2MlWrf2NW1OKzKz2uvGkqd/QdTkmp41bcnDgOlnXvuYcskpgpzuesB8OZBnAvsM2+vOvXL+Hj3qYxc/f6wBLQCJwN69gQz43WFtAHrXQiVCem5tWCvM5Tx3Olk0jeQHEpCYH7LGXb9266etNdDVAF4gMJOU9+gX+UY97QFG7NKKSqTdeUqJSwDqWY4DDvM5j1pxzSc2e2FgrGL/kkcxEG2M79nHP8TgFpDdeI/IaQAnYJBoYwE0/wNL6+jr1XegR/MwVgEsKcNLEE82djH/QjclNdl14f2Ji3EEosJSxiEIGMKMBkfkAUIAp6d2xIW30i27Yuby85GMBdemDc3gPe4CsNPoA6KLx3NyMw2Xm09TU6BHTzIfz0qbuNS/THJO0+EmK+yQ7B/2iJ/YwJunbiRjnxpyAtPTFDXsS0JsAZ9aRsVhvUs8n0eFbnsId+5jX6uq69zU8PORp2FlvoDg3HgOwOR/70aWtjWj5vKevB0J3dHRoXD7r1306ybySbCDp+mI/fTEHbDzYeA5EJ/p+ZGTY9zO2DQ0NyrYkkwCR8cwDRwxSwY+Ojvnx9JvuE6B9Og5jsQZokcwhyexBtH86fnqPU0OqGfNKX0d35p7YnKBf9jZz4hhKRKAvEfo4vaQaXbjwol9rnD8+jqPSrPboiO95Mg1wLhphH3sauM8+JjsBWSIYE3jP+zTmxGvpXHieaHxQxefzcQD5Z2XdtWmJis+26I9Me6tlG2qtQLWEdpUeaG8Pj0O+lH1/k9lT6qECeYFmmuus6GSn5Xp0YepDRmZGCwVCgVAgFAgFQoFQIBQIBUKBUCAUCAVCgVAgFAgFnisF9Ju3foxOACS/j/ED9szcmn3y+bAtCfj29TQI+FX7D9X8OO5wVQfy0J8fUIvXPP05hwEx9cI2wTEapFXQ8ITquS8sjwr6rKlG+Yx9qjGIEgdGfvbFiEdbDw4teNr0jjalPP8fM4KRNQdGeMjDfVtIx864m/r9b2JiyX7/0YANjy4ILCQRijrsvgYILRe0BWieP6tgIkFbwCavLSxSY33L7giyvffhbetSRPWsdPn1b67bFdVYJ519gcCIIyGiutPO9+fOD/mIxP94zNODDVDcpwwAN/tnBNFnHHh/dnXMypXyfUYR7eUC9tPTq/aHT4fs1p05gaF1q1Ua/rOnWq23u8FrgidaJwOzhpuq1375i1Ejxbz8CRycD4/M2W/fv22DIwuqPw58M9UlF8RtV2SjbKirLVe0eK3G3LRV1ZS/LXs+v6w6us1VHqnfr1ry//7rq0pJPydQsSfQQXrujL18sdMdHzYEQtI08wrYF4TatKFh1eZVBPe7792yK1+O6TxlK5Azwa5EIGJ/R3sCyMH+YM8ke0V7R69/dU9xjLuKSENBtVTng2I+4DGaE6XfrFT77Uqfv6HI9zXti1v981q321rfDaXDrlUUfcZmlVHgI0X6s64ra0AhRbgWF0qXGmlYJVsFXzU59suebCRFBP3DvX0O6fiyjfkk71OvmidJqvx0XqyZXvLz2RJoAfjLZHKCbTXWI2eK+QWByKUtu3ZjUq8nNelbW2psbX1Leo7aJ5d0DS0l0cyNDWWesYCa8vTjpRRQ1O1LYH9iU2ok93rdTcMCzeNxRT3YxXPyGNANtB4eHvYZJ2A1TctObe9tgcAxB8TAvpqaKu0B9h4R3ERPF2tdth3ssiZE5nIdAVWJTAcEEpXLPe8z3uzstF2+/IX6TkooJJHetQ6EOR8YTw1vPqsBxJwLvCbyHvjNmgJVAbq8z3FEIWMrj9mL3NNXaWkSVU0tb64/+vHrTbZgT5UCLbmntvf09JRdv37dQSY1zwGqzJn3aVzTAFWeA6Nv3brlY87OzngUM04KHI+93POZgF2HgSe2EXWOLkRsT05O3rWX44meZwzG39jIu8aka+daAcgzD4Ax97RUW3+if3CiICX80tKyg9mSkryvGXYQed/a2uaQlvHRk/TvA3KQAPqiKeMyPu8zj7QB1QHmAN+PPvrQgTZ9krUACE5NeEByf3+/9sCOQPeIj8P71FbnWIAz1/H6OpHZyechYzDW+vqafxYxHscm4yeZMVhLtMEu3uMcoPpB+zgPbYkoZ51xGlhZWVY/5Uqbf8f7a2pqliND813NRkZGpeW6dJhxXSh7QOYF9GUc+kvXgudone4v7GP/cwy28Trv0zgWm9kvNPrgWPYrr3EcjzkmucbGXVeOIxMEx7DHAfzsD5wl1Kufs7FR5/dcY6kO9MO5rN/09JT2SVKqgQwXrBlaEV2PDamNjMFac8Pe570FkH/GdkCBPgRyTQ1W2tNpy/Lk25vSl59Nfajoyw1/JL6v5qOpxtWm0iqVdbZYtq3RCvUhHC0UCAVCgVAgFAgFQoFQIBQIBUKBUCAUCAVCgVAgFHjeFODH8jKBSyLAiwQegUWTU8v2wYfDDmdfvrBi1YqWpgG8qfeegD9gwf1qAfaACAlIIj06gFA0Vse1t9XaSxc6bHhsSZF4GzY9uypQLGA+Mm+l+p1uYFCR4LdnBes3BMSziqYslT384P94P4QDS5OxgRmbNj65pPrmw4p6nnaICgw43La3CxT1WmpnTtULQFdozEqH083NUzp/WdHS2x71+stf3RCcHrZ1Ae8B1UqfVwr3BB6T1lhzdDKLQHqux/6a0scDcXd0/6Cxc0pRfuaUaiMr2n5hcR9iA+A/GfLXSrUeC4LwQ3IoAHKXlmatu6vGXn25y473qSyofk5lzvd+VwWy7gqwbNjVaxO63/TsAPPz63ZTUfNAXiB/uxwdjssxol4R8jCGOkXpX9S6LArwXr6i6NfpFfvDpRGt0aYATd73wmcC9DNar7JS1cmuVaptjY0DQGNDhSLty2x+jnTOu6oXv2T/8e4tRdSPeYYFIvunp5ddD6D7to6Zm1/zvnEGQBcAMunsfe2k5WE4zBTZk4D8AoXYb6G3z/vwan71Ofu5raVa+w7ngT3tsTnPckCE+bKcLZq033DCWJJm/QOTiq5cdvjCvI731VuvnFHQh+YwXu4XrCkZAbD5nvPJvbGZE3sj3YuUCfCNoQXzR1wTsoXbVgHH0U9yfmNjlb38YpccI7btc60Fdl2/yf41qxZwB7gODc8r64GyGWjxWpvL7PTJRntBziSVyvCwtkaErfpGL+xk/0kvH/+eia471zGaMg9q1TPGkWxct/4ZkqSbRqrvjyTYXWBKRDKQmXtMSjROymvwGQoYBOTV1VFHvtIjwWtqqrUmqwJ+Xf4egO/EiZOC80t+PJ9t1Hpva0vgKvpTlxtISsPRBYDY3d3tQBegyPk4CPAZS/9ELKcwE8jKY/Zqaan2xunTGrvTQWt7e5ufkwBtfeYLltIv/QMrqeOOfYBN9i9wm3E4jnuOBXwCyEk9T7YA4Cz9pS2FrABfQCjXAvZQ15v060Qip9cHALSxsV7jE4X/1RVlXsePn/CuidTGRsbDRtK2ozm285i+eIz+rBHgHGcHoD6A9SBMZSzmBACnDAH2zM8v+j0OAswbBxzmd/LkSUHaec9IgD2c19bW5rCX9e6WJswttR8gj+ZEXpNpAAcishP09va4HUB47MZBA41x2OB9Irnpn+t7eXlF68R1TG30BA6j8bFjfQ6g6YPrmWwDtbV1um90rYHKHI8+2JOUB+jxeaT2IaZ/bsgxAvtplCkg4wLH0xfz4TGtt7dP81hweI/DQ7qG2ECfzCW1ES15HYcG3kOrHpUnqK9v8D2CbjTWKn0/cURo9Nd5jTltbh5zfemXfcS4jIPdHMMNJ5GGhnq/sc/Yk6wj1xMQv7a2xued7LEkEwX2cOP6mZ5OAD57CrtxRkmu3TpfF15nTHSg/3SObuhz/E8A+Wdw8Ysa6lSv/Zxtjc3Zxs1h21XqHZNH5ff5V7RIHqImr9uipmor6VbKDz40lT4jWigQCoQCoUAoEAqEAqFAKBAKhAKhQCgQCoQCoUAo8LwpkM0WWkOtwIBqjtcKtgJmVwRjidweHBLYUQTx22/0eN1x6lUDMDmHH7/5cfxu00N+NOd9IrRzuST1O+8DH0hzfvFilw2OKlBH/yP6+9atGUVeTuqZoo8VVVpUmFEadf1ofrzeXnm53boUwQz4fZzmY2vcFECu63fHO4KXBQX3p+w92NeOgPzi0oZ+4Bf8Vor7zs56O3WyRdGw8zaqyPIp2bUksP3xpWH9fqk639KCGuuNSqVfIHC9WrBjeUGcrGuR9AzMyUifrGtQZKSSv0+nfQOo437yWJPDacA7ei4Ink9OqZa8nAGALkBsnBKIjG9rrbDXXu60V17qFESodk0TIJ90yOOsxqpXOntALNkHPIpfpTtppSUZwblqe/PVbjt/XjXgVXecViPQ+8Yr3R4dT2p+gPzo2KKg0pyvUwLVBCdUuqBb6/Hmaz3KmiCIp6jSE4rwHzyjer6ye2diR0B7zX71n9ccaFGfvaqizPsvKKQmMa1QkZYrHu0PkM8AwLRf2DM7O8neKiQK/kBDTyLW0bkIXbNocmDfHTj2QQ+btF7vvH1cIF+1jKXRlFL3k0FhTOmNJyZXdcp+JgdBPDShdMHpk032+itdnh2CdfEG8NFaYAt7m3v0LtI67vN0P8zt1etcK+jv2ScASQ4n5cgg0JOVNuiTUdAY56fAvFpjoy+lCnCIwKlkdX1XUfGT6otREhzN9dXcVm7nzjTZm69rPXob1Zc03N107bGL8eVes78379frrqYCmNs5RWlrLmSxOJptPzvCUzIOQHnx4kWPngVcsgYsBdAOUJcCbiLWV1dXHIQDjoGLNIAfUA/ABxDkeZL2fVKvZx2YAxG58Rn22muvOQQl/XoakQ3M/P/bu7ffuJI7P+DV9yYpkRRvIiVR1OjmGc3V9tq5YZFFssA+JH/HPuzflYcAec1jgCBPAYK8LbJYGNkbYHsRjz3j8dozqwvJ/L6Hbg+l4egyo9aI6s8Z9JDsPqdO1edUU0R/T1UlMExA+NFH3+9C/vTbhJ/dzBPVrzOyPuH/559frlD3n+r5cZ3rTjcVekLaW7eyjMRhF4imLhmx/c4797q6peycI23JKO6EtbM6ZSR5yn7//ffqvfPLLqA+OLjehesp43Qgn99zCUE//PDDWrf+eteOtCmjkGfB6izgTQCdcDQ3JJz1+zGvf/DBh51pXs+5ZkFrHFPnjLhPuJ31zVOPOOf5jOBOG3IDQI57svxcu4TLeT4BeP59yu+5HJuQPCPw045YZ4R4wvUck/Likusey3fffbf7vrvQ9b8ckxA/9Ut/mEyynMFJX0jInvMltI9FfGKTEDzPZcvzaUNGyefmijw/O9/du3e76//zn/+8e4/nHHGdhcY578m/gSe/19P/Up/U+3T7832OTdgdm48/zk0W97t6JDzPqPOUk3LT73O+TNuffpsy0/bc/JB6payUn/508+bNzjHXIb9fEprfu3ev2z8OOV/2n/WXHP/+++//4eeUkes5a3N+fu+997rXc8445vqk/+TY3DCROmXLc/HNeyb75gaH3KySrd8fdPvlvHkfpE4//enFbrR9rnXMc13TB3LOk5s8VjqDvPdTbp7PuRd9I3AOe8Bw81JbeudOhfG1JsX//svWatr6h/Vvfe59nHsqnz966pfJIH9srl9s45pCf1p3ho2qTr16U9kIECBAgAABAgQIECBAgAABAgQILJpAPnxPiPtRjZL+rALZv/37T2q67Afd52gXL4y7EeMJ97Le+PfuXK4P2i+0lRq9/dZBjU6skfWzLR/Cr64u1/rju/VJX62luzxtB9cSYEy7D+ITbOaY//Bn77cbNf17RlH/7B8/q2nxv+jWrE+wlPXJMzX8D76/3z6s0PhyjVR+ni1l7+2ttQ/eu9qNEk640sWXR4+HpV+WdfJZZAbebm1myvb1alOFZtWGWze22hf/6lYX3v5t1m7/5LdVvwprKkC9UlP3/+ij/QpJH7S/qnXVP62R4dtVx4T0k3o9BpfK4ObBZtXjYT0etNs3t8sp0zo/HjQnnMiU6pkqP1P236zz/qSmKE8Im2A8AXuC15hkHfH37u21jz641q5UGF+HdqFg2pkt/8+I6KVqw48rXM9xmXngFxU+P6rRpdMa2X61pm2/9/Zu9/rNCtRz/mzTGql/cH2z/ckfV+BToXvWUf9Zjcr/7DdftAd1bALlS3VDwPW6lvfe2W0/+sGNbk3zBMm3b2+3+xWI9ausn9Q69b/69PNa57zWLq5jtsv1vXsnywD83xqR/klZrVSIn+uctdC7MKr63e1bNVVz3TSRAC3fZwr501vWt7+Tffon6xEfXF/t6vP76p/e9czvM6r/ne/tVtA16EbL/+VfZQ3if+qmf39Yo4zzmXTqPxqtVPunNQvBZk3Hf9Der7pv/H50fArOtV2va5Gylmq21dWLy92U92u1xECOz5Z+uLpa/f5go/pvjUKtdt68uXHyPql9xhWa79b1e+duzVBQN54MaozY1epTuWkjW67b/rWN9m//+E67VOf+65/8v7op5tNuVoGMnq23as0eMW2Xaxr+O2X/R7VsQK5lZrfIloB/o+p4p57LDSlHhw/bWzc26phxV/9up2rvevXRO9UvEzRl1odr11ar3l+OdD7Z7zX5/7CmE1+uZQOmFRSOaqrwuqnjVW4J8hL8JQBMQD7bYpfwL0FdAseEnwnv8vMsdMy+CSwTsua9mj6fUDDhYgLP2c95bhb45TwJHFNWQsKUPXstXxNYPnp0sSsv76UEjrOy0/8y2jf1TNmz4Dr1SMA92y/v/dQpdZj9HsjX/Jy6JGzO17Qvz+eRdewz4nxra6deO2lzzpHHbMt+OW4WXO/s5AaGk3OlHbmhIUF1vqaNmRr+dB1m5eRr2ppQNftltHvqG/PcIJD3YsqN7WxLPbJPQuO0O23IOfNc6jXbZu3J9bpx463OKs7Z8lrC/Uxpn++zT0aeZy36tGtWh5wrx8zKzr6zLfulv+Q6pb5Zpz6vx34WLN+4caMLsNOG7D/bUl4C4bTrdP3zevabte2knifXYNY3Eq5nm12P9MGcb/Zz9+Kp/8Ux67KnX+Rcs346a0vqnjJz3vxujmnqly3lxjZb9s8jVqd/zr7pB3ktdch5nnw9fX12vnzNOVKPWZ1jmO/zWuqSNiUkz3MnN4qc1CevpT5pR15LXVL/bOk/s36fn1PG1avXuranbbM+nv1z7jxyvjzy2myb1Wn28yJ+ffxf5kUUOIdtHtabarK/1yY3rrbxfk03UX9sPfrVJ+24/pFIWF5/vcynVfmrtP6Izb/XvfqjpV/T/4wvb9V69rWO/IWadqjeYDYCBAgQIECAAAECBAgQIECAAAECiyiQNcHvVtiekPXWW592a8cnnM5o4ayjfbFCx4TC/7pG42bt6oTPGSV+ae1kOu+YZfTwdgWs/+JHb1WouV0f5A9qevSaBrebGv3ks7dMu/7uO3sVqC51oeLHv6rwudapz4jlUYWVaxWIZr361GV76/nC+Jw758pa9xkB/fDBo+4D+Dz/rO2oAvuLWWd8t0LeCkizdRYVdmZ69Ju1nvcnn/6uPuhPmDKqMHyt3atA9vMK2hPCZx3yrDefkePLFfwmKNqpsPSHFdpnqvSMyj4ov/UKO/PR51lbQvDcSJBAdL/Wsv+4bgD4bY3az0j/SYXl67+3yijozGLwdVvCiPFkUKPWd7qbKD77LKPtT4LnpRodnzYmbM4NDwl+syXPz8eiaXNuHLhYU9pfrv1+8YvfdFO73y/LWT9IcHxw/VKtx36pCz1yfMLut2uUf5qWfvJprcWekDuj2XOTx91yTEiYc35WbepG+19a6szT165eqSn4f3BUfjVVcNV/d+dCvfZlCJJzZI37H//wRnvrxu+6kCSzOGS2hap5Xn7mlvblxofcKJIR6Du1LEH6XW6WyFTYuZshYUz6UPr7fvXZLAmwXjchnN6yz+Xy/zf/8lb73t3fdTcy7JfJVvXTk4DwJJDPzx+9XyM067ql31y9eqmb9SEBz2Q67spequv625p54eT9ttnNEDA7V24cuFE3Z1xcndQyCqs1QvWzbomEB3Utcp60Je+z/f2N6p/bjx2boHR3d61mUdhvV65mLfPjuglmo/rWLMQ8ud55b/2w9jmo/pDrdamuyYu832Z1fRVfe8urbbhz0PqTWh97pULHXNBXuCWIS7g4CyPPOnX2OR2snt5ndvzp5xL0nQ77Tr+W/b/utfSh9JnB4MsboXJsns+WcHYWjHZPnPpfyj29nZT1+CDF9PFZcHp633yfG4oSgubxrG3W5ifNEmKnTyaIzWuzmxK+rrzUJ4/T2+l2nP4++6RNMfi6NpwuJ+UmfH3Wtry8VPt99WaVJ899upyzrm/8EjDfvn27uxEhNzc8uT2r/k/rh09zevI8+TldJjM05PF1W+qTkDyP01uez+P09qRHXj9dp2e9nrKe3Of08bmueZx1zZ7m8mSZOc9ZZZx1/rOOzX6LutUsL/mTwXbeBI5q6ojf/I//2T7+L/+1Pfo/f9N+9zc/bYe1blTNnzPnQL7udKpzjGqq+tHt/bb1H/+0bfzpv2vjq5dPpqx/4pfIeXNVXwIECBAgQIAAAQIECBAgQIAAAQLfVCABcILxhLBZXzp5Z6bXTkCY6dfzXF5P6J0xNQla81q+ZssntSdlPOrWps5zCdkTdA5q5G7+m20ZzT07TwLB/JygKYFijplUsPwiH4bnY+LULSOSU5EX+dS4X+cdVhu6ev6+LRmdntHhqdejKjMDKBOGjiu4zs0I+TkBadqb47t21vNpYY7JlPFZ4zlpb0KEbvR8lf2lwEziy68P6zydbwXTOTZlD+rY1Cv1O22do3Kev/uHX7b/9t//uv2n//y/apr5X1fofLn9xZ//STcF/XKNuo9HQuGMcs8yAye+Z0+hPysz7c6a4ofVyJwjlc7I7tSjq0t9f3qbWT3IuupV74RuGTE+W94gyc/DujbZL2Xluo6rLpliPfun3VnLPMF4pvqfVECUvjDb4nC/Rnt3+1QBGU0+7trzeD1m+z/ta9qTfjfzPazzJ2BIWBajbt3slF/9fRayny4vx92/n/dArWdf7cpMAKf7TfphvNOmPDJPQ17PDRB5n8z6afp851HtyXVN/3gy4Irj/XJL/3tYBrkm2br3Y8KpsspU/6e3lB+neJ9cuyxjkOUjTtoz+/j7xP3k+qaOuekiN2Wk/a/bdvygRlnfr6UFaiR4b1xh8LBGxc4a8rpVVn2eKpCR1lmjPu+tjGhOKP0iv+efWvhr/mLem1988UX3yE0TsxHmr3m1VY/AHwSMkP8Dxfn6ppc/JC/X3Xt3b7YHH9daRP/wj90aOvmr62RFmDm0p/6Gyx813Sj83PmzXiPkt7facKumzZicTG0xh7MqkgABAgQIECBAgAABAgQIECBAgMC5EEhguLSUx9kj5gYViCVc/LotGdlJqPnsz9qed7+vO9eTz+dzvwSKebyMLYFRpnJvjw9E/UPRGbSZNZrP2mJ04nS241nH5Lkvj/u6PZ58/rhbVzzBbrLuw1qv/PCwplKuQDZlrdTI/cfHNT55/Fd//ibXZWZVszx/7fZkcDzb8XnanH6ZmwtexvZN2nf6vAmsnxZapx9m2vic56z30Yv00wSVS9O62aVmZnjeLeV3N4c8I1h/Vjue93yvYr9erV/eaqr6bssvGdu5FZiNXs/X9NVF2tLejMzOlOmL1vZFus5vclsfn2PjTW7pm9a2+uN9UGtGLB1ca5Nru21Q60kN6u7XSsvn2tLuV3zuWF2vNZ12L7dxTY3SP2O6kblWQuEECBAgQIAAAQIECBAgQIAAAQIECBD41gIn0wYnsB7XZ6sZWT6sIL4GVncj409GYH/rkyiAwHcsUJ/qJ7xdsAD3O0afy+lzk0mm9l/kQHqR2z6XTqXQVybwcm53fGXVdaKZQK/uMM267ePLO228V9PFb6614WGt7VTT1h9m3Z45/ePaq/H3LVMO1XmX797uRumnLjYCBAgQIECAAAECBAgQIECAAAECBAicN4FM3d6tKb59oZsqfqvWV19armC+QnobAQIECBAgQOBlCAjkX4bid1FGBe6DleU2rWD8n/e223B7rR399nft+J8ftm5+pW7mq5cZlGci/F7rZ6qeGhE/ubbXpm/facOdre+i9c5JgAABAgQIECBAgAABAgQIECBAgACBbyWQqeJXV5fa3ds77c/+/dvts8++aFubF9r1/Uu1NvNij0L9VrAOJkCAAAECBB4TEMg/xnGOfqhAvl/T1A+3N7p13AfrF9r9/smaRwnOX/o68llEqaaqH6+stONLtXb81d02vXG1DWvq+nmNxj9HV0NVCRAgQIAAAQIECBAgQIAAAQIECBA4ZwKZ+nj1wrS9fedyu7K33h7VzKOj8bCtr9WApGmWBz1nDVJdAgQIECBA4LUUEMi/lpflOSs1qHXkKxAfbVUov7nR7q+utKNff97a/Qetd1yh/Mv6g7Gy+PawFk5q/XZco/KHV6+08f5eG1YwL4x/zmtlNwIECBAgQIAAAQIECBAgQIAAAQIEXiuBrPo56Kasn7aVlUk7rs9B81zWaU4Y/7I+Xn2tGq0yBAgQIECAwCsXsBDOKyd/uSfsjSqU31hvk6t73Uj5/mRUJ0iCnsdL2uov0d79Wpf+foXyda6V77/bJgf7rTdyP8dLElYMAQIECBAgQIAAAQIECBAgQIAAAQLfgUBGyWfq+kGtGT+scD5fE8oL47+Di+GUBAgQIEDgDRUQyJ/3C9vrt9HaxbZ8cNAme3utPx2f3Mb5Ev9k7O4KrdH4/fGoTfZ328p7d9vocq0dnztFbQQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBwpoBE9UyW8/XkYG2tLd+705ZvXa9AftoGtd57QvSXsR1npH0F79PN1Ta+ttUm1/e6x6imyu8J5F8GsTIIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEHhDBQTyb8CF7a8stcnNgzZ963ob1ZTyw+nSyTpHFcx/65nrD48q3K9pmzYvtsGNnZqqvqbG39lu/eXlWqP+JaX+b8A10AQCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAg8KSCQf1LkPP6cwPzCchvtVmB+Y7+Nr+zU6PVa3z3rvrda9/0bb8etX+vH578H01EbXttpw5qqfnjxQrd+fIJ6GwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAicLSCQP9vl/D1b4fhw61KbvnO79a5cbsf9QWs1uv1b5fG1Dn2//mvDQRtsrrfJtSvdOdqk1qm3ESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMBTBQTyT+U5Xy8OKzRffu9OG9/Zb4PVWkt+MOimm/9mrah16BPIZ2T86oU2rpHx0yt7bXRpo0bHj75ZkY4iQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAAgkI5N+giz24cKEt11ryS7cPaiT7WhuvTFu/QvlvtNXy85XHt95k1HoXp220s9HGu7tttL5a0+Gbqv4bmTqIAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGFEhDIv0GXuzcet+H6Wq0lv9VG+3tt6WCv9StQP3p0WFPXJ2F/gS2Zez0Oe4fteNyvEfLbbXr9ahtcWq/nBfIvIGlXAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQWVEAg/wZd+N6gVnxfXqrR7BXI37zWjq9stFaBfL8L418skO/V8vPHdchRb9CGFy+0ye52G1fIP7i4IpB/g/qMphAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgMD8Bgfz8bF99yTVyvT+Z1Drv690U8w+Xx+2ornB/2O/Wg3+hCh0edVPTD9dW23TvShtvb7fByrIw/oUQ7UyAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwCILCOTftKtfo+R7NaJ9vL3ZJpsbrb80qUB+2DJ6/rm3bmj8Uev3BzUyfrct377ZjbrvjYbPXYQdCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgsOgCL5DSLjrVOWl/jZIfXlhpkxrVPrmy2wZrK61X09a3ftZ9f75p63spo8bU96ejtnTrWrvw/XtttLdjdPw56QKqSYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDA6yEgkH89rsNLrcWg1pGf7F1uk6t7rb9+sbWlGtmeQP4wp3l2KJ/ofjge19rxK216c79N791pw61aj95GgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAs8tIJB/bqrzs2NvOmnjq7ttfO1KG15abceZsr5GvT8zjK+s/vjBYcbGt8n2Rhtf3+vKGVUY3xvVKHsbAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECDy3gED+uanOz469waAN1ldrhHyNkt/cav3l5XacteWrCb2nDZCvteN7hzWMvlfdYrfWoH+71o6vMvqTyflpvJoSIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEDgNREQyL8mF2Ie1RisrbXpWwdtWiPle6Nxaw8rbD96SiJfiX2/P2jHk2E73Fxt09sHbbi9WfPXD+ZRPWUSIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEDgjRYQyL/Bl7dfa8kvv3OnLX/vdhuurLTew6OnBvK9Wmd+OB21wcVJm+5frvXjb7Tx+lqNmM/YehsBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIvIiAQP5FtM7Zvv2V5Ta9c6stv32rDXcutdHqchuMhtWKJ0fJ189HRzVTfb8N1y+0/s5Gm1zbbZMrNV39hQry63kbAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECLyYgKT1xbzO1d79ybhC9Z02uXmt1oKvrzvrbTAdt+NaKz6Px7b8nHXmN1a7deMHuzu1Dv16600nX4nvHzvODwQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBwpoBA/kyWN+fJ3tKkjXY22+TWfms18v14MGi9B4etd8Za8set1x6OBm28XaPpt+pxaa31x7X2vBnr35wOoSUECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECLwyAYH8K6P+7k7UX71Y68jfav0b19rRaNR6jyp6PxXI9457rV/T0vcqrB9eXGnjzZqyfmOj9VeWuvXjexL57+7iOTMBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAudWQCB/bi/d81c8wfrk6l6bXr/aRjUl/aBGzSd8/8o2HdS09pttemWvDTfWuynsv7KPJwgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEDguQQE8s/FdL53GtS086OtjTaudeSHe5facOtiG0xGrWWUfB79jIE/rvXlR21Sof309o02WFtrFo8/39dd7QkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ+G4FBPLfrf8rOXtvMqkR75fa5MrlNqj14Y9Xl9rxuEbId4H8UavJ6tuwRs0Pamr76cG1Nr1Zgfz6ajdd/SupoJMQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEDgDRQQyL+BF/UrTRoO27BGvI+2NrvH0fK0HWb4+3E9HtZ68r1eG61eqJHzFdpf36uR9LutP518pRhPECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMDzCwjkn9/q3O7Zqynp+zUCfrhZgfvVy22yu936k3GbjGqK+pq6Pq8d15T2S7duttHu5dYb13T2NgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBD4VgLDb3W0g8+PQIXyw431tlTT0T/8+S/bw7/7WVt+dDIr/RerK23y7p128ccfdmvNn59GqSkBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgReXwGB/Ot7bV56zQYrS7VG/PV2+Nlv2+Enn7b7f//Tbtr6pZqifvWPPmjL9+7W1Pa1dryNAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBL61gED+WxOenwJ6k0mtEX+tm6J+vLPRHv3y03ZU68hnffnJW9e7teN7y0vnp0FqSoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgddYoHdc22tcP1Wbh8CDh+3Rp79uh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					<name><![CDATA[XIV Workshop sobre la prosòdia del català]]></name>
					<description><![CDATA[<p>El <strong>Workshop sobre la prosòdia del català</strong> (anteriorment <em>Workshop sobre entonació del català i Cat_ToBI</em>) arriba a la seva 14a edició.</p>

<p>En aquest workshop s'hi accepten propostes de comunicacions sobre qualsevol aspecte suprasegmental de la llengua catalana des d'un punt de vista fonètic i fonològic. També s'hi accepten contribucions relacionades amb la recerca interdisciplinària sobre prosòdia catalana, incloent-hi la interfície entre prosòdia i pragmàtica, prosòdia i sintaxi, prosòdia i gestualitat, prosòdia i adquisició, entre altres.</p>

<p>Aquesta 14a edició del workshop està organitzada pel Grup d'Estudis de Prosòdia i Gestualitat i ha comptat amb el suport del Departament de Traducció i Ciències del Llenguatge. Les passades edicions del workshop es van realitzar a la Universitat Autònoma de Barcelona, la Universitat Pompeu Fabra, la Universitat de Barcelona - Facultat de Filologia, la Universitat de Barcelona - Facultat d'Educació i la Universitat de les Illes Balears, organitzades pel <a href="https://www.upf.edu/web/grepg">Grup d'Estudis de Prosòdia</a> (UPF-UAB), el <a href="http://stel.ub.edu/labfon/">Laboratori de Fonètica</a> (UB) i el <a href="http://www.ub.edu/lfa/">Laboratori de Fonètica Aplicada</a> (UB).</p>

<p> </p>

<h2 class="large blau bold">Ponent convidada</h2>

<table border="0" cellpadding="20" width="98%">
	<tbody>
		<tr>
			<td height="142" width="124">
			<p><img src="/_files/_event/_115072/_editorFiles/file/josefina.jpg" style="width: 150px; height: 180px;" /></p>
			</td>
			<td width="393">
			<p><a href="https://webgrec.ub.edu/webpages/000013/cat/jcarrera.ub.edu.html"><strong>Josefina Carrera-Sabaté</strong></a></p>

			<p><strong>M'exalta el nou i m'enamora el vell: cognició corpòria i mètode verbotonal</strong><br />
			Josefina Carrera-Sabaté – Univesitat de Barcelona</p>
			</td>
		</tr>
	</tbody>
</table>

<p> </p>

<p> </p>

<h2>Assistents</h2>

<p style="text-align: center;"><img alt="Foto de grup xiv workshop de prosòdia catalana" src="/_files/_event/_115072/_editorFiles/file/2019-07-17%2012_36_01.jpg" style="width: 98%;" /></p>

<p style="text-align: center;"> </p>

<h2>Organització</h2>

<p>Aquest workshop està organitzat per una xarxa de grups que fan recerca en prosòdia de la <a href="http://www.upf.edu/">Universitat Pompeu Fabra</a>, la <a href="http://www.ub.edu/">Universitat de Barcelona,</a> l’<a href="http://www.ime.cat/">Institut Menorquí d’Estudis</a> i la <a href="https://www.uib.cat/">Universitat de les Illes Balears</a> i ha comptat amb el suport del Departament de Traducció i Ciències del Llenguatge de la UPF.</p>

<p> </p>

<p style="text-align: center;"><a href="http://www.upf.edu/"><img alt="UPF" src="/_files/_event/_115072/_editorFiles/file/logo_upf.png" style="border-width: 0px; width: 167px; height: 56px; margin: 15px;" /></a> <a href="http://www.upf.edu/"><img alt="UIB" src="/_files/_event/_115072/_editorFiles/file/290326_nuevo-logo-uib_grande.jpeg" style="border-width: 0px; width: 174px; height: 56px; margin: 15px;" /></a> <a href="http://www.ime.cat/" target=""><img alt="IME" src="/_files/_event/_115072/_editorFiles/file/logo_ime.png" style="border-width: 0px; width: 143px; height: 56px; margin: 15px;" /></a> <a href="http://www.ub.edu/" target=""><img alt="UB" src="/_files/_event/_115072/_editorFiles/file/logo_ub.png" style="border-width: 0px; width: 207px; height: 56px; margin: 15px;" /></a></p>

<p style="text-align: center;"><a href="https://www.upf.edu/web/grepg" target=""><img alt="Grup d'Estudis de Prosòdia" src="/_files/_event/_115072/_editorFiles/file/GrPEG_cat.png" style="border-width: 0px; width: 337px; height: 56px; margin: 15px;" /></a></p>

<p> </p>

<h2>Seu</h2>

<p align="justify">Les sessions del <em>workshop</em> es duran a terme a la Sala de Graus (sala 55.309, 3a planta) de l'edifici Tànger del Campus del Poblenou de la Universitat Pompeu Fabra. L'assistència és gratuïta.</p>

<p align="justify">C/ Roc Boronat, 118<br />
08018 Barcelona</p>
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					<name><![CDATA[7th Barcelona Summer School on Bilingualism and Multilingualism]]></name>
					<description><![CDATA[<p style="text-align: center;"> </p>

<p align="center"><span style="font-size:14px;"><b>7th Barcelona Summer School on Bilingualism and Multilingualism</b></span></p>

<p align="center"><span style="font-size:14px;">13th-15th September 2022, Poblenou Campus, University Pompeu Fabra</span></p>

<p style="text-align:start"><span style="font-size:18px;"><span style="font-family:Arial,Helvetica,sans-serif;"><small><span style="color:#222222"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial">We are happy to announce the 7th edition of the “Barcelona Summer School on Bilingualism and Multilingualism” (BSBM' 2022), taking place at the Poblenou Campus at UPF,  from the 13th to the 15th of September this year. The school provides early and senior researchers with an integrative view of the state-of-the-art of the  latest research on bi- and multilinguism, presented by internationally renowned psycholinguists and neurolinguists.</span></span></span></span></span></span></span></span></span></small></span></span></p>

<p style="text-align:start"><span style="font-size:18px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong><small><span style="color:#222222"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial">We would like to dedicate this summer school to the memory of Albert Costa, ICREA professor at our university. His scientific contributions have been of great importance in the field of bilingualism and have inspired many of us. He was an excellent researcher, colleague, mentor and friend who will be sorely missed.</span></span></span></span></span></span></span></span></small></strong></span></span></p>

<p style="text-align:start"><span style="font-size:18px;"><span style="font-family:Arial,Helvetica,sans-serif;"><small><span style="color:#222222"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial">The school was launched in 2009 by Carmen Pérez Vidal and Albert Costa, together with  international experts in the field, and has been held biannually.The current board of directors includes Cristina Baus, Marco Calabria and Carmen Pérez Vidal.</span></span></span></span></span></span></span></span></span></small></span></span></p>

<p> </p>

<p> </p>
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					<name><![CDATA[Curs Estratègies d&#39;Aprenentantge de Llengües Estrangeres 2022]]></name>
					<description><![CDATA[<p><span style="font-family:tahoma,geneva,sans-serif"><span style="color:#0000ff"><strong>Programa</strong></span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">L’objectiu bàsic del curs és oferir als estudiants els instruments necessaris per poder abordar autònomament l’aprenentatge de la seva segona llengua estrangera (francès, alemany i LSC). Paral·lelament, es pretén tACTUreballar les competències receptives i productives del nivell inicial del Marc Europeu Comú de Referència per tal d’assolir el nivell mínim exigit (A1+) en començar les assignatures d’idioma en els graus de <em>Traducció i Interpretació</em> i <em>Llengües Aplicades</em>. Cal precisar que l’activitat no és un curs “tradicional” d’idiomes —si ho fos recomanaríem als estudiants que cursessin l’oferta d’UPF Idiomes—, sinó que és un curs que no queda cobert per l’oferta formativa existent.</span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">L’experiència ens ha mostrat que la informació sobre requisits de coneixement d’idiomes que reben els nous estudiants en fer les tutories de primer curs no és suficient perquè els assoleixin de manera autònoma. Per això creiem necessari que, en una primera fase d’ensenyament/aprenentatge presencial, els fem conscients de les seves necessitats i de les millors estratègies per començar i/o continuar l’aprenentatge dels idiomes al primer trimestre.</span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Amb aquest curs esperem que els alumnes de l’ensenyament secundari arribin a les assignatures d’Idioma i de Traducció amb els coneixements mínims indispensables per abordar amb èxit el primer curs dels seus estudis. D’altra banda, pel que fa a la LSC, tenim la certesa que no existeix en el nostre context immediat cap formació equivalent que poguessin seguir els nostres estudiants.</span></span></p>

<p> </p>

<div>
<p style="text-align:justify"><span style="font-family:tahoma,geneva,sans-serif"><span style="color:#0000ff"><span style="font-size:14px"><strong>Continguts</strong></span></span></span></p>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif"><strong>Estratègies</strong></span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Planificació</span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Recursos</span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Monitoratge</span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Avaluació</span></span></div>

<div> </div>

<div>
<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif"><strong>Activitats comunicatives</strong></span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Recepció</span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Interacció</span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Producció</span></span></div>

<div> </div>
</div>
</div>

<p><span style="font-family:tahoma,geneva,sans-serif"><span style="color:#0000ff"><span style="font-size:14px"><strong>Professorat</strong></span></span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Elisabeth Peracaula (alemany)</span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Patrick Rohrer (francès) </span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Delfina Aliaga (LSC)</span></span></p>

<div style="margin-left:0; margin-right:0"> </div>

<div style="margin-left:0; margin-right:0"><span style="font-family:tahoma,geneva,sans-serif"><span style="font-size:14px"><span style="color:#0000ff"><strong><strong><span style="background-color:#ffffff">Calendari</span></strong></strong></span></span></span></div>

<div style="margin-left:0; margin-right:0">
<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">El curs constarà de 60 hores presencials que tindran lloc amb l’horari següent:</span></span></p>

<p><span style="font-size:12px"><u>ALEMANY</u> - Campus del Poblenou. Carrer Roc Boronat, 138, 08018 Barcelona</span></p>

<p><span style="font-size:12px">Del dia 5 al 23 de setembre: de 15.30 a 19.30 h - Aula 52.219</span></p>

<p><span style="font-size:12px">Els dies 20 i 22 de setembre: de 15:30 a 17:30 h - Aula 52.219</span></p>

<p> </p>

<p> </p>

<p><span style="font-size:12px"><u>FRANCÈS</u> -</span> <span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Campus del Poblenou. Carrer Roc Boronat, 138, 08018 Barcelona</span></span></p>

<p><span style="font-size:12px">Del dia 5 al 23 de setembre: de 9.30 a 13.30 h - Aula 52.219</span></p>

<p><span style="font-size:12px">Els dies 20 i 22 de setembre: de 15:30 a 17:30 h - Aula 52.117</span></p>

<p> </p>

<p><span style="font-size:12px"><u>LSC</u> - </span> <span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Campus del Poblenou. Carrer Roc Boronat, 138, 08018 Barcelona</span></span></p>

<p><span style="font-size:12px">Del dia 5 al 23 de setembre: de 9.30 a 13.30 h - Aula 52.205</span></p>

<p><span style="font-size:12px">Els dies 20 i 22 de setembre: de 15:30 a 17:30 h - Aula 52.205</span></p>

<p> </p>

<p> </p>

<p><br />
 </p>
</div>

<p> </p>
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					<name><![CDATA[Curs Estratègies d&#39;Aprenentatge de Llengües Estrangeres 2021]]></name>
					<description><![CDATA[<p><span style="font-family:tahoma,geneva,sans-serif"><span style="color:#0000ff"><strong>Programa</strong></span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">L’objectiu bàsic del curs és oferir als estudiants els instruments necessaris per poder abordar autònomament l’aprenentatge de la seva segona llengua estrangera (francès, alemany i LSC). Paral·lelament, es pretén treballar les competències receptives i productives del nivell inicial del Marc Europeu Comú de Referència per tal d’assolir el nivell mínim exigit (A1+) en començar les assignatures d’idioma en els graus de <em>Traducció i Interpretació</em> i <em>Llengües Aplicades</em>. Cal precisar que l’activitat no és un curs “tradicional” d’idiomes —si ho fos recomanaríem als estudiants que cursessin l’oferta d’UPF Idiomes—, sinó que és un curs que no queda cobert per l’oferta formativa existent.</span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">L’experiència ens ha mostrat que la informació sobre requisits de coneixement d’idiomes que reben els nous estudiants en fer les tutories de primer curs no és suficient perquè els assoleixin de manera autònoma. Per això creiem necessari que, en una primera fase d’ensenyament/aprenentatge presencial, els fem conscients de les seves necessitats i de les millors estratègies per començar i/o continuar l’aprenentatge dels idiomes al primer trimestre.</span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Amb aquest curs esperem que els alumnes de l’ensenyament secundari arribin a les assignatures d’Idioma i de Traducció amb els coneixements mínims indispensables per abordar amb èxit el primer curs dels seus estudis. D’altra banda, pel que fa a la LSC, tenim la certesa que no existeix en el nostre context immediat cap formació equivalent que poguessin seguir els nostres estudiants.</span></span></p>

<p> </p>

<div>
<p style="text-align:justify"><span style="font-family:tahoma,geneva,sans-serif"><span style="color:#0000ff"><span style="font-size:14px"><strong>Continguts</strong></span></span></span></p>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif"><strong>Estratègies</strong></span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Planificació</span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Recursos</span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Monitoratge</span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Avaluació</span></span></div>

<div> </div>

<div>
<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif"><strong>Activitats comunicatives</strong></span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Recepció</span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Interacció</span></span></div>

<div><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">- Producció</span></span></div>

<div> </div>
</div>
</div>

<p><span style="font-family:tahoma,geneva,sans-serif"><span style="color:#0000ff"><span style="font-size:14px"><strong>Professorat:</strong></span></span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Delfina Aliaga (LSC)</span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Elisabeth Peracaula (alemany)</span></span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Patrick Rohrer (francès) </span></span></p>

<div style="margin-left:0; margin-right:0"><span style="font-family:tahoma,geneva,sans-serif"><span style="font-size:14px"><span style="color:#0000ff"><strong><strong><span style="background-color:#ffffff">Calendari</span></strong></strong></span></span></span></div>

<div style="margin-left:0; margin-right:0">
<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">El curs constarà de 60 hores presencials que tindran lloc amb l’horari següent:</span></span></p>

<p><span style="font-size:12px"><u>ALEMANY</u> - Aula 52.219 Campus del Poblenou. Carrer Roc Boronat, 138, 08018 Barcelona</span></p>

<p><span style="font-size:12px">Del dia 1 al 20 de setembre: de 15.30 a 19.30 h</span></p>

<p><span style="font-size:12px">Els dies 21 i 22 de setembre: de 15:30 a 17:30 h</span></p>

<p><span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif"> </span></span></p>

<p><span style="font-size:12px"><u>FRANCÈS</u><u> - </u></span> <span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Campus del Poblenou. Carrer Roc Boronat, 138, 08018 Barcelona</span></span></p>

<p><span style="font-size:12px">Del dia 1 al 20 de setembre: de 9.30 a 13.30 h - Aula 52.219</span></p>

<p><span style="font-size:12px">Els dies 21 i 22 de setembre: de 15:30 a 17:30 h - Aula 52.119</span></p>

<p> </p>

<p><span style="font-size:12px"><u>LSC</u><u> </u><u>- </u></span> <span style="font-size:12px"><span style="font-family:tahoma,geneva,sans-serif">Aula 52.205 Campus del Poblenou. Carrer Roc Boronat, 138, 08018 Barcelona</span></span></p>

<p><span style="font-size:12px">Del dia 1 al 20 de setembre: de 9.30 a 13.30 h</span></p>

<p><span style="font-size:12px">Els dies 21 i 22 de setembre: de 15:30 a 17:30 h</span></p>

<p> </p>

<p> </p>

<p><br />
 </p>
</div>

<p> </p>
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					<name><![CDATA[Curs Estratègies d&#39;Aprenentatge de Llengues Estrangeres 2020]]></name>
					<description><![CDATA[<p>
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#0000ff;"><strong style="text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Programa</strong></span></span></p>
<p>
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L’objectiu bàsic del curs és oferir als estudiants els instruments necessaris per poder abordar autònomament l’aprenentatge de la seva segona llengua estrangera (francès, alemany i LSC). Paral·lelament, es pretén treballar les competències receptives i productives del nivell inicial del Marc Europeu Comú de Referència per tal d’assolir el nivell mínim exigit (A1+) en començar les assignatures d’idioma en els graus de <em>Traducció i Interpretació</em> i <em>Llengües Aplicades</em>. Cal precisar que l’activitat no és un curs “tradicional” d’idiomes —si ho fos recomanaríem als estudiants que cursessin l’oferta d’UPF Idiomes—, sinó que és un curs que no queda cobert per l’oferta formativa existent.</span></span></p>
<p>
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L’experiència ens ha mostrat que la informació sobre requisits de coneixement d’idiomes que reben els nous estudiants en fer les tutories de primer curs no és suficient perquè els assoleixin de manera autònoma. Per això creiem necessari que, en una primera fase d’ensenyament/aprenentatge presencial, els fem conscients de les seves necessitats i de les millors estratègies per començar i/o continuar l’aprenentatge dels idiomes al primer trimestre.</span></span></p>
<p>
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Amb aquest curs esperem que els alumnes de l’ensenyament secundari arribin a les assignatures d’Idioma i de Traducció amb els coneixements mínims indispensables per abordar amb èxit el primer curs dels seus estudis. D’altra banda, pel que fa a la LSC, tenim la certesa que no existeix en el nostre context immediat cap formació equivalent que poguessin seguir els nostres estudiants.</span></span></p>
<p>
  </p>
<div>
 <p style="text-align: justify; ">
  <span style="font-family:tahoma,geneva,sans-serif;"><font color="#0000ff"><span style="font-size: 14px;"><b>Continguts</b></span></font></span></p>
 <div>
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Estratègies</strong></span></span></div>
 <div>
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">- Planificació</span></span></div>
 <div>
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">- Recursos</span></span></div>
 <div>
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">- Monitoratge</span></span></div>
 <div>
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">- Avaluació</span></span></div>
 <div>
   </div>
 <div>
  <div>
   <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Activitats comunicatives</strong></span></span></div>
  <div>
   <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">- Recepció</span></span></div>
  <div>
   <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">- Interacció</span></span></div>
  <div>
   <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">- Producció</span></span></div>
  <div>
    </div>
 </div>
</div>
<p>
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#0000ff;"><span style="font-size: 14px;"><strong>Professorat:</strong></span></span></span></p>
<p>
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Delfina Aliaga (LSC)</span></span></p>
<p>
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Elisabeth Peracaula (alemany)</span></span></p>
<p>
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Patrick Rohrer i Florence Anne Marie Baills (francès) </span></span></p>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color:#0000ff;"><strong><span style="font-weight: 700;"><span style="background-color:#ffffff;">Calendari</span></span></strong></span></span></span></div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <p>
  <span style="font-family:tahoma,geneva,sans-serif;">El curs constarà de 36 hores presencials que tindran lloc amb l’horari següent:</span></p>
 <p>
  <span style="font-family:tahoma,geneva,sans-serif;"><u>ALEMANY</u></span></p>
 <p>
  <span style="font-family:tahoma,geneva,sans-serif;">Del 14 al 29 de setembre: de 15.30 a 19.30 h els dies 14, 15, 16, 17, 18, 21, 22 i 23 i de 15:30 a 17:30 els dies 28 i 29.</span></p>
 <p>
  <u style="font-family: tahoma, geneva, sans-serif; font-size: 12px;">FRANCÈS</u></p>
 <p>
  <span style="font-family:tahoma,geneva,sans-serif;">Del 14 al 29 de setembre: de 9.30 a 13.30 h els dies 14, 15, 16, 17, 18, 21, 22 i 23 i de 15:30 a 17:30 els dies 28 i 29.</span></p>
 <p>
  <u style="font-family: tahoma, geneva, sans-serif; font-size: 12px;">LSC</u></p>
 <p>
  <span style="font-family:tahoma,geneva,sans-serif;">Del 14 al 29 de setembre: de 9.30 a 13.30 h els dies 14, 15, 16, 17, 18, 21, 22 i 23 i de 15:30 a 17:30 els dies 28 i 29.</span></p>
 <p>
   </p>
 <p>
   </p>
 <p>
  <br />
   </p>
</div>
<p>
  </p>
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					<name><![CDATA[Dissabtes de llengües 2020]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <span style="font-size:16px;"><strong>DISSABTES DE LLENGÜES</strong></span></p>
<p style="text-align: center;">
 <strong>Facultat de Traducció i Ciències del Llenguatge </strong></p>
<p style="text-align: center;">
  </p>
<p dir="ltr" style="font-family: "times new roman", serif; font-size: large; line-height: 1.38; text-align: justify; margin-top: 0pt; margin-bottom: 0pt; padding: 0pt 0pt 8pt;">
 <span style="font-size: 10pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;">T’agraden les llengües? Et fascina descobrir les dimensions que tenen i tot el que podem fer quan en tenim un bon coneixement? Sí és així, vine a passar un dissabte amb nosaltres!</span></p>
<p dir="ltr" style="font-family: "times new roman", serif; font-size: large; line-height: 1.38; text-align: justify; margin-top: 0pt; margin-bottom: 0pt; padding: 0pt 0pt 8pt;">
 <span style="font-size: 10pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;">Els Dissabtes de llengües que organitza la Facultat de Traducció i Ciències del Llenguatge de la Universitat Pompeu Fabra són uns tallers gratuïts en què reflexionarem sobre diversos aspectes relacionats amb la llengua. El professorat que hi participa està vinculat al grau en Llengües Aplicades de la UPF, centrat a formar mediadors lingüístics capaços de respondre a les necessitats de comunicació del futur, i està especialitzat en un gran ventall d’aplicacions lingüístiques: llengües en entorns de traducció, tecnològics, educatius, socials i de mediació.</span></p>
<p dir="ltr" style="font-family: "times new roman", serif; font-size: large; line-height: 1.38; text-align: justify; margin-top: 0pt; margin-bottom: 0pt; padding: 0pt 0pt 8pt;">
 <span style="font-size: 10pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;">Si ets estudiant de 3r, 4t d’ESO o batxillerat, t’interessen les necessitats lingüístiques del món actual i estàs pensant a dedicar-t’hi, et convidem a assistir a aquests tallers. Ens plantejarem, per exemple, com apareixen les paraules noves i com les podem detectar, com es resolen els dubtes lingüístics en entorns professionals, com funciona la traducció i la subtitulació de pel·lícules, o com ens comuniquem amb llengua de signes.</span></p>
<p dir="ltr" style="font-family: "times new roman", serif; font-size: large; line-height: 1.38; text-align: justify; margin-top: 0pt; margin-bottom: 0pt; padding: 0pt 0pt 8pt;">
 <span style="background-color: transparent; color: rgb(0, 0, 0); font-family: Arial; font-size: 10pt; white-space: pre-wrap;">T'hi esperem!</span></p>
<div style="font-family: Arial, Helvetica, sans-serif; font-size: small; text-align: justify;">
  </div>
<div style="font-family: Arial, Helvetica, sans-serif; font-size: small; text-align: justify;">
 <strong style="font-family: Arial, Verdana, sans-serif; font-size: 12px;">Lloc: </strong><span style="font-family: Arial, Verdana, sans-serif; font-size: 12px;">Campus de la Ciutadella (UPF) - Aula d'Informàtica 40.145</span></div>
<p>
 <strong>Data:</strong> 14/03/2020</p>
<p>
 <strong>Horari: </strong>de 9.30 a 14.15 h</p>
<p style="text-align: center;">
  <img alt="" src="/_files/_event/_29097/_editorFiles/file/dissabtes.jpg" style="width: 266px; height: 300px;" /></p>
]]></description>
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					<name><![CDATA[Jornada científica internacional: Avaluació, compètencia discursiva i aprenentatge de llengües]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Jornada científica internacional: Avaluació, competència discursiva i aprenentatge de llengües</span></span></strong></p>
<p style="text-align: center;">
 <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">16/12/2019, 9.00-18.00 h</span></span></strong></p>
<p style="text-align: center;">
 <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sala 51.100 (Edifici <a href="https://www.upf.edu/web/campus/la-nau">La Nau</a>)</span></span></strong></p>
<p style="text-align: center;">
 <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Departament de Traducció i Ciències del Llenguatge</span></span></strong></p>
<p style="text-align: center;">
 <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Campus del Poblenou - Universitat Pompeu Fabra </span></span></strong></p>
<p>
  </p>
<p>
 <span style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px;">La Jornada té la finalitat de reflexionar i debatre sobre recerques recents a l’entorn de l’avaluació de la competència discursiva d’aprenents de llengües. Els objectius principals són tres:</span></p>
<div>
 <p font-size:="" helvetica="" style="box-sizing: border-box; margin: 0px 0px 10px 18pt; color: rgb(51, 51, 51); font-family: ">
  <span style="font-size:14px;"><span style="box-sizing: border-box; font-family: tahoma, geneva, sans-serif;">1.       Conèixer nous models d’avaluació per a l’aprenentatge de llengües</span></span></p>
 <p font-size:="" helvetica="" style="box-sizing: border-box; margin: 0px 0px 10px 18pt; color: rgb(51, 51, 51); font-family: ">
  <span style="font-size:14px;"><span style="box-sizing: border-box; font-family: tahoma, geneva, sans-serif;">2.       Vincular propostes diverses d’avaluació amb una pedagogia basada en els gèneres discursius i amb una aproximació sociocultural i plurilingüe de l’aprenentatge</span></span></p>
 <p font-size:="" helvetica="" style="box-sizing: border-box; margin: 0px 0px 10px 18pt; color: rgb(51, 51, 51); font-family: ">
  <span style="font-size:14px;"><span style="box-sizing: border-box; font-family: tahoma, geneva, sans-serif;">3.       </span><span style="box-sizing: border-box; font-family: tahoma, geneva, sans-serif;">Reflexionar sobre models didàctics orientats al desenvolupament de la competència discursiva plurilingüe</span></span></p>
</div>
<p>
  </p>
<p>
 <img alt="" src="/_files/_event/_40809/_editorFiles/file/Programa de mà 16des2019 1a pag.jpg" style="width: 493px; height: 700px;" /><img alt="" src="/_files/_event/_40809/_editorFiles/file/Programa de mà 16des2019 2a pag.jpg" style="width: 493px; height: 700px;" /></p>
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					<name><![CDATA[Curs de pràctiques per a intèrprets de conferències (3a edició)]]></name>
					<description><![CDATA[<div style="font-family: Arial, Helvetica, sans-serif; font-size: small;">
 <div>
  <div>
   El termini d'inscripció ha finalitzat. Si tens interès a incorporar-te al curs, envia un correu a departament.tcl@upf.edu amb les dades següents i ens posarem en contacte amb tu:</div>
  <div>
    </div>
 </div>
 <div>
  <ul>
   <li style="margin-left: 15px;">
    Nom Cognoms </li>
   <li style="margin-left: 15px;">
    DNI/NIE/Passaport </li>
   <li style="margin-left: 15px;">
    Breu presentació </li>
   <li style="margin-left: 15px;">
    CV o referències: adjunta el fitxer</li>
   <li style="margin-left: 15px;">
    Llengües A </li>
   <li style="margin-left: 15px;">
    Llengües B </li>
   <li style="margin-left: 15px;">
    Llengües C</li>
  </ul>
 </div>
</div>
<p style="text-align: center;">
  </p>
<p>
 Els intèrprets de conferències hem de tenir sempre les eines ben esmolades. Per aquest motiu, la Lia Giralt i l'Ignasi Vancells (professors associats de la UPF i intèrprets) hem decidit coordinar aquest grup el qual pretén respondre a aquesta necessitat a partir de la col·laboració entre companys de professió, seguint l'exemple d'altres cursos que funcionen des de fa anys en l'àmbit europeu (a Brussel·les, Madrid i altres ciutats). En aquest espai d'intercanvi es podran treballar les diferents competències interpretatives de manera específica a través de la pràctica i la interacció entre els diversos participants; bé sigui per treure la pols a la tècnica de consecutiva, per acabar de polir una llengua B que de vegades s'encalla o per refrescar combinacions amb què no se sol treballar.</p>
<p>
  </p>
<p>
 Les sessions tindran lloc a les sales de cabines del Campus Poblenou de la Universitat Pompeu Fabra, un espai que permet treballar tant en consecutiva com en simultània i fer-ho dividits en grups en funció de les combinacions lingüístiques. S’interpretaran principalment discursos creats pels participants i pronunciats en directe, tot i que, en cas que no hi hagi oradors per a alguna llengua de treball, es recorrerà a material audiovisual enregistrat.</p>
<h3>
 Destinataris</h3>
<p>
 Intèrprets de conferències professionals o titulats de màster d’interpretació de conferències que vulguin perfeccionar les seves competències i destreses en alguna de les llengües de pràctica que s’oferiran (anglès, francès, alemany, català i castellà). És possible que es pugui afegir alguna llengua de treball més, però dependrà de la composició dels participants (si es desitja practicar en alguna altra llengua, cal indicar-ho en inscriure's).</p>
<h3>
 Requisits</h3>
<p>
 Per poder participar al grup de pràctiques cal: </p>
<ul>
 <li>
  enviar un CV</li>
 <li>
  haver aprovat un màster en interpretació de conferències o provar que es disposa d’experiència professional equivalent (50-100 jornades d’interpretació demostrables o dues referències)</li>
 <li>
  pagar les taxes d’inscripció dins del termini especificat</li>
</ul>
<h3>
 Inscripció</h3>
<p>
 La preinscripció és gratuïta. Els preinscrits que compleixin els requisits rebran un correu electrònic en què se'ls indicarà com han d'efectuar el pagament per a la inscripció definitiva. Si hi hagués més preinscrits que places disponibles, se seleccionaran els perfils més adients ateses les necessitats de coordinació del grup.</p>
<p>
 La matrícula per participar al curs ascendeix a 30 €.</p>
<p>
 El nombre màxim d’inscrits és de 15. Cal un nombre mínim de 6 participants perquè se celebri el curs.</p>
<h3>
 Objectius</h3>
<ul>
 <li>
  treballar competències específiques de la interpretació simultània i consecutiva
  <ul>
   <li>
    gestió de la velocitat i la densitat</li>
   <li>
    interpretació amb discursos escrits</li>
   <li>
    prosòdia</li>
   <li>
    presa de notes</li>
   <li>
    perfeccionament de combinacions lingüístiques</li>
   <li>
    perfeccionament de l’expressió en la llengua A o B</li>
  </ul>
 </li>
 <li>
  analitzar interpretacions pròpies i dels companys.</li>
 <li>
  rebre i aportar valoracions de les interpretacions dels companys per millorar-ne certs aspectes</li>
 <li>
  treballar tècniques discursives, tant per a la preparació de discursos propis, com per a la interpretació de discursos d’altres.</li>
</ul>
<h3>
 Dates i horari de les classes</h3>
<ul>
 <li>
  7 i 21 d'octubre</li>
 <li>
  4 i 18 de novembre</li>
 <li>
  2 i 16 de desembre</li>
</ul>
<p>
 Totes les sessions són de 18:30 a 21:00 h.</p>
<p>
 Se celebraran 6 sessions (15 hores de pràctiques en total).</p>
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					<name><![CDATA[Especialista docent en Llengua de Signes Catalana (LSC). Gramàtica i didàctica per a professorat d’LSC]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <span style="font-size:16px;"><strong>CURS "ESPECIALISTA DOCENT EN LLENGUA DE SIGNES CATALANA (LSC). GRAMÀTICA I DIDÀCTICA PER A PROFESORAT D'LSC</strong></span></p>
<p style="text-align: center;">
  </p>
<p style="text-align: center;">
 <span style="font-size:16px;"><strong>CURS 2019-2020</strong></span></p>
<p style="text-align: center;">
 <span style="font-size:16px;">FACULTAT DE TRADUCCIÓ I CIÈNCIES DEL LLENGUATGE</span></p>
<p style="text-align: center;">
 <span style="font-size:16px;">UNIVERSITAT POMPEU FABRA</span></p>
<p style="text-align: center;">
  </p>
<p style="text-align: center;">
  </p>
<p style="text-align: justify;">
 <span style="color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">Els estudis d’Especialista Docent en Llengua de Signes Catalana (LSC). Gramàtica i didàctica per a professorat de l’LSC constitueixen un títol propi de la UPF adreçat a professors sords de llengua de signes catalana (LSC) en actiu o en fase de formació, que pretén dotar-los de les competències necessàries d’anàlisi lingüística, de gramàtica i d’ensenyament de segones llengües aplicades a les llengües de signes.</span></p>
<p style="text-align: justify;">
 <span style="color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">Es tracta d’un curs impartit per diferents professionals de l’àmbit de reconegut prestigi, especialistes en gramàtica, didàctica i lingüística de la llengua de signes, que tenen molta motivació per contribuir a la bona formació de futurs docents i especialistes de l’LSC. El pla d’estudis està format per assignatures específiques d’aquests estudis, d’una banda, i assignatures existents al grau en Traducció i Interpretació i al grau en Llengües Aplicades, de l’altra, que permeten una conjunció enriquidora de diferents bagatges formatius dins l’aula.  </span></p>
<p style="text-align: justify;">
 <span style="color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">Els estudiants del títol propi són estudiants de la Universitat Pompeu Fabra a tots els efectes: tenen carnet d'estudiant universitari (amb els seus avantatges i descomptes) i accés a la intranet de la Universitat. Poden fer ús de la biblioteca i de tots els serveis a què tenen accés els estudiants de la UPF (entre altres, aules d'informàtica, cultura, esports, activitats de responsabilitat social, etc.). Així mateix, podran participar activament en la vida estudiantil mitjançant múltiples activitats. Com a estudiants de la UPF incrementaran encara més la xarxa de llengua de signes de la UPF. </span></p>
<p style="text-align: justify;">
 <span style="color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">El títol específic Especialista Docent en Llengua de Signes Catalana. Gramàtica i didàctica per a professorat d’LSC té un valor de 60 crèdits.*</span></p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: justify;">
 (* Un crèdit equival a 25 hores de dedicació a una classe).</p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: justify;">
 <span id="docs-internal-guid-f0ab261d-7fff-1cbf-8e00-833e3a58dc43">El programa té una durada de quatre trimestres: comença al setembre del </span>2019 i acaba al desembre del 2020. La majoria de les classes només tenen un trimestre i solen ser de setembre a desembre, de gener a març o d'abril a juny. També hi ha tres classes que duren dos trimestres.</p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: justify;">
 Les classes es fan els dijous, els divendres a la tarda i els dissabtes al matí. Les sessions presencials tenen una durada de 2 hores setmanals.</p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: justify;">
  </p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: justify;">
 <strong>Primer trimestre:</strong> del 4 d'octubre al 14 de desembre del 2019</p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: justify;">
  </p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: justify;">
 El primer trimestre els divendres es farà classe a l'aula <b style="color: rgb(34, 34, 34); font-family: Arial, Verdana, sans-serif; font-size: 12px;"><span style="font-size: 11pt; line-height: 115%; font-family: Arial, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">52.205-207</span></b> del <a href="https://www.upf.edu/campus/comunicacio/">Campus del Poblenou</a> i els dissabtes es farà classe a l'aula <b style="color: rgb(34, 34, 34); font-family: Arial, Verdana, sans-serif; font-size: 12px;"><span style="font-size: 11pt; line-height: 115%; font-family: Arial, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">40.041 </span></b>del <a href="https://www.upf.edu/web/campus/campus-ciutadella">Campus de la Ciutadella</a></p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: justify;">
  </p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: justify;">
  </p>
<p>
  </p>
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					<name><![CDATA[Jornades Col·locacions i Tradicions Discursives. Aproximacions Intralingüístiques, Interlingüístiques i Traductològiques]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <span style="color:#000080;"><strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Col·locacions i tradicions discursives. Aproximacions intralingüístiques, interlingüístiques i traductològiques</span></span></strong></span></p>
<p style="text-align: center;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">26-27 de setembre del 2019</span></span></p>
<p style="text-align: center;">
 <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">52.205/207/209/211</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> - Edifici Roc de Boronat</span></p>
<p style="text-align: center;">
 <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Departament de Traducció i Ciències del Llenguatge</span></p>
<p style="text-align: center;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Campus del Poblenou - Universitat Pompeu Fabra</span></span></p>
<p style="text-align: center;">
  </p>
<p>
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Els dies 26 i 27 de setembre de 2019, se celebrarà a la Universitat Pompeu Fabra l'encontre anual dels doctorands que participen en el Col·legi doctoral francoalemany «Col·locacions i tradicions discursives». Es tracta d'una jornada organitzada per les tres universitats associades: la Universität Potsdam (Alemanya), la Université Paris Ouest Nanterre La Défence (França) i la Universitat Pompeu Fabra (Espanya). La jornada tracta d'oferir una plataforma per a presentar tesis doctorals en curs, dins dels camps de la lingüística i disciplines relacionades. A més, ofereix l'oportunitat d'intercanviar coneixements i experiències, així com reuneix estudiants de diferents països i universitats amb la finalitat de consolidar l'intercanvi i la cooperació internacionals.</span></span></p>
<p>
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">El tema de la jornada reprèn els problemes de la investigació debatuts en les jornades anteriors. Per tant, se centrarà, de manera especial, en el canvi i l'evolució de les col·locacions dins de determinades tradicions discursives, així com en la importació de noves col·locacions a través de la traducció. Donat que la transformació de certes col·locacions pot ser un indicador de canvi de les tradicions discursives establertes, es dona prioritat a les aproximacions basades en la lingüística del text, l'anàlisi del discurs i la lingüística variacional, tant des d'una perspectiva diacrònica com sincrònica. L'èmfasi principal és en la descripció i la freqüència de les col·locacions dins del camp de la lingüística de corpus. S'inclouen, a més, altres línies d'investigació com la lingüística aplicada a l'ensenyament de llengües estrangeres i la didàctica. </span></span></p>
<p>
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">La jornada-taller se centra en l'estudi de les tradicions discursives, des del punt de vista intralingüístic, interlingüístic i traductològic. A més, està oberta a projectes de doctorat d'estudis comparatius entre col·locacions i tradicions discursives de diferents llengües europees, presents en els diferents tipus de textos i gèneres discursius. </span></span></p>
<p>
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Aquesta jornada-taller es duu a terme dins del marc de Col·legi doctoral francoalemany «Col·locacions i tradicions discursives» (2016-2019, DFDK/CDFA 04-10), finançat per <em>Deutsch-Französische Hochschule - Université Franco-Allemande </em>del <em>Deutsche Forschungsgemeinschaft </em>(DFG). </span></span></p>
<p>
  </p>
<p>
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>Direcció</strong>: Jenny Brumme</span></span></p>
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					<name><![CDATA[Translation in Transition 4]]></name>
					<description><![CDATA[<h2 style="text-align: center;">
 <span style="font-family:trebuchet ms,helvetica,sans-serif;"><span style="font-size:16px;">Translation in Transition 4 Conference</span></span></h2>
<h2 style="text-align: center;">
 <span style="font-family:trebuchet ms,helvetica,sans-serif;"><span style="font-size:16px;">19−20 September 2019</span></span></h2>
<h2 style="text-align: center;">
 <span style="font-family:trebuchet ms,helvetica,sans-serif;"><span style="font-size:16px;">Department of Translation & Language Sciences<br />
 Universitat Pompeu Fabra</span></span><br />
  </h2>
<p style="text-align: center;">
 <span style="font-family:trebuchet ms,helvetica,sans-serif;"><strong style="font-size: 16px; font-family: tahoma, geneva, sans-serif;">Auditorium and rooms 52.S27 and 52.S29 - <a href="https://www.upf.edu/web/campus/campus-poblenou">Building 52. Roc Boronat - Campus del Poblenou</a></strong></span></p>
<p align="left" style="margin-left:18.0pt;">
  </p>
<p style="text-align: justify;">
 <span style="font-family:trebuchet ms,helvetica,sans-serif;"><span style="font-size:14px;">Translation in Transition is a biennial international conference that promotes research in the field of translation studies with an empirical approach. After three successful previous editions at Copenhagen (2013), Germersheim (2015) and Ghent (2017), the Department of Translation and Language Sciences at Pompeu Fabra University is pleased to be the venue for the fourth edition of the conference. The aim is to provide a forum for scientific communication on empirical approaches to translation studies for the international community and to give visibility to the department and its researchers and research projects in this field.</span></span></p>
<p style="text-align: justify;">
  </p>
<p>
 <span style="font-family:trebuchet ms,helvetica,sans-serif;"><span style="font-size: 14px;"><strong>Local Organising Committee: </strong>Mario Bisiada (Chair), Gemma Andújar, Montserrat Cunillera, Anna Espunya, Patrick Zabalbeascoa</span></span></p>
<p>
 <span style="font-family:trebuchet ms,helvetica,sans-serif;"><span style="font-size:14px;"><strong>Host:</strong> Department of Translation & Language Sciences, Universitat Pompeu Fabra</span></span></p>
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					<name><![CDATA[6th Barcelona Summer School on Bilingualism and Multilingualism]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <img alt="" src="https://www.upf.edu/bsbm/_img/LogoPortada.jpg" style="width: 550px; height: 265px;" /></p>
<h3 style="color: blue;">
 <strong><a href="https://www.upf.edu/web/bsbm"><span style="font-size: 16px;">6th Barcelona Summer School in Bi- and Multilingualism </span></a></strong></h3>
<p>
 <strong><span style="font-size: 14px;">17-19 September 2019, Pompeu Fabra University, Center for Brain and Cognition</span></strong></p>
<p>
 <span style="font-size:14px;">The Barcelona Summer School on Bilingualism and Multilingualism (BSBM) is a school intended for post-graduate students and researchers interested in an updated overview of the field in an international academic context.</span></p>
<p>
 <span style="font-size:14px;">The teachers of the different modules are world-wide known experts who represent different disciplinary approaches and will discuss state-of-the-art research on the cognitive, linguistic and cultural aspects of bi- and multilingualism.</span></p>
<p>
 <span style="font-size: 14px;">For more information please visit </span><a href="https://www.upf.edu/web/bsbm/" style="background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; color: rgb(0, 102, 204); text-decoration-line: none; font-family: ">https://www.upf.edu/web/bsbm/</a></p>
<p>
  </p>
<h1>
 <span style="font-size: 14px; font-family: arial, helvetica, sans-serif;">The school offers 4 modules presented by the following scholars:</span></h1>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:14px;"><span style="font-family: arial, helvetica, sans-serif;"><strong>Module 1.</strong> <a href="https://www.upf.edu/web/bsbm//what-happened">What happened to the Levelt model and its bilingual versions?</a></span></span></p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family: arial, helvetica, sans-serif;"><a href="https://www.rug.nl/staff/c.l.j.de.bot/">Kees de Bot</a> (University of Groningen)</span></p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family: arial, helvetica, sans-serif;"><strong>Module 2.</strong> <a href="https://www.upf.edu/web/bsbm/bilingualismneuroimaging">Language experience as a window into brain plasticity and organization</a></span></p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family: arial, helvetica, sans-serif;"><a href="https://www.mcgill.ca/neuro/research/researchers/klein">Denise Klein</a> (McGill University, Montreal)</span></p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family: arial, helvetica, sans-serif;"><strong>Module 3.</strong> <a href="https://www.upf.edu/web/bsbm/bilingualism-and-forensic-linguistics">Bilingualism and forensic linguistics</a></span></p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family: arial, helvetica, sans-serif;"><a href="http://www.anetapavlenko.com/">Aneta Pavlenko</a> (University of Oslo)</span></p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family: arial, helvetica, sans-serif;"><strong>Module 4.</strong> </span><span style="font-family: arial, helvetica, sans-serif;"> </span><a href="https://www.upf.edu/web/bsbm/the-onset-of-bilingualism-specificities-in-the-first-year-of-life" style="font-family: Arial, Verdana, sans-serif; font-size: 12px;"><span style="font-size: 14px;"><span style="font-family: arial, helvetica, sans-serif;">The onset of bilingualism: Specificities in the first year of life</span></span><span style="color: rgb(53, 52, 48); font-family: arial, helvetica, sans-serif; font-size: 14px;"> </span></a></p>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family: arial, helvetica, sans-serif;"><a href="https://www.upf.edu/web/sap/nuria-sebastian">Núria Sebastián-Gallés</a> (Pompeu Fabra University, Barcelona)</span></p>
<h2>
  </h2>
<p align="center" style="margin-left:18.0pt;">
  </p>
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					<name><![CDATA[Curs d&#39;Estratègies d&#39;Aprenentatge de Llengües Estrangeres 2019]]></name>
					<description><![CDATA[<p>
 <span style="color:#0000ff;"><strong style="text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Programa</strong></span></p>
<p>
 L’objectiu bàsic del curs és oferir als estudiants els instruments necessaris per poder abordar autònomament l’aprenentatge de la seva segona llengua estrangera (francès, alemany i LSC). Paral·lelament, es pretén treballar les competències receptives i productives del nivell inicial del Marc Europeu Comú de Referència per tal d’assolir el nivell mínim exigit (A1+) en començar les assignatures d’idioma en els graus de <em>Traducció i Interpretació</em> i <em>Llengües Aplicades</em>. Cal precisar que l’activitat no és un curs “tradicional” d’idiomes -si ho fos recomanaríem als estudiants que cursessin l’oferta d’UPF Idiomes- sinó que és un curs que no queda cobert per l’oferta formativa existent.</p>
<p>
 L’experiència ens ha mostrat que la informació sobre requisits de coneixement d’idiomes que reben els nous estudiants en fer les tutories de primer curs no és suficient perquè els assoleixin de manera autònoma. Per això creiem necessari que, en una primera fase d’ensenyament/aprenentatge presencial, els fem conscients de les seves necessitats i de les millors estratègies per començar i/o continuar l’aprenentatge dels idiomes al primer trimestre.</p>
<p>
 Amb aquest curs esperem que els alumnes de l’ensenyament secundari arribin a les assignatures d’Idioma i de Traducció amb els coneixements mínims indispensables per abordar amb èxit el primer curs dels seus estudis. D’altra banda, pel que fa a la LSC, tenim la certesa que no existeix en el nostre context immediat cap formació equivalent que poguessin seguir els nostres estudiants.</p>
<div>
 <p style="text-align: justify; ">
  <font color="#0000ff" face="tahoma, geneva, sans-serif"><span style="font-size: 14px;"><b>Continguts</b></span></font></p>
 <div>
  <strong>Estratègies</strong></div>
 <div>
  - Planificació</div>
 <div>
  - Recursos</div>
 <div>
  - Monitoratge</div>
 <div>
  - Avaluació</div>
 <div>
   </div>
 <div>
  <div>
   <strong>Activitats comunicatives</strong></div>
  <div>
   - Recepció</div>
  <div>
   - Interacció</div>
  <div>
   - Producció</div>
 </div>
</div>
<p>
 <span style="color:#0000ff;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;"><strong>Professorat:</strong></span></span></span></p>
<p>
 <span style="font-family: tahoma, geneva, sans-serif;">Delfina Aliaga (LSC)</span></p>
<p>
 <span style="font-family: tahoma, geneva, sans-serif;">Elisabeth Peracaula (alemany)</span></p>
<p>
 <span style="font-family: tahoma, geneva, sans-serif;">Patrick Rohrer i </span><span style="font-family: tahoma, geneva, sans-serif;">Florence Anne Marie Baills (francès) </span></p>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:14px;"><span style="color:#0000ff;"><strong><span style="font-weight: 700;"><span style="background-color:#ffffff;">Calendari</span></span></strong></span></span></div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:11px;"><u>ALEMANY</u></span></div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:11px;">Del 2 al 20 de setembre: de dilluns a divendres de 15.30 a 19.30 h - Aula 52.327</span></div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:11px;">(No hi ha classe el dia del curs d’Introducció a la Universitat (19 de setembre), ni el festiu 11 de setembre)</span></div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
  </div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:11px;"><u>FRANCÈS</u></span></div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:11px;">Del 2 al 20 de setembre: de dilluns a divendres de 9.30 a 13.30 h - Aula 52.421</span></div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:11px;">(No hi ha classe el dia del curs d’Introducció a la Universitat (19 de setembre), ni el festiu 11 de setembre)</span></div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
  </div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:11px;"><u>LSC</u></span></div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:11px;">Del 2  al 20 de setembre: de dilluns a divendres de 9.30 a 13.30 h - Aula 52.201</span></div>
<div style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-size:11px;">(No hi ha classe el dia del curs d’Introducció a la Universitat (19 de setembre), ni el festiu 11 de setembre)</span></div>
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
  </p>
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					<name><![CDATA[XI Workshop sobre la prosòdia del català]]></name>
					<description><![CDATA[<!-- InstanceBeginEditable name="contingut" -->
<p>El <strong>Workshop sobre la prosòdia del català</strong> (anteriorment «Workshop sobre entonació del català i Cat_ToBI») arriba a la seva 11a edició. En aquest workshop s'hi accepten propostes de comunicacions sobre qualsevol aspecte suprasegmental de la llengua catalana des d'un punt de vista fonètic i fonològic. També s'hi accepten contribucions relacionades amb la recerca interdisciplinària sobre prosòdia catalana, incloent-hi la interfície entre prosòdia i pragmàtica, prosòdia i sintaxi, prosòdia i gestualitat, prosòdia i adquisició, entre altres.</p>

<h2>Ponent convidada</h2>

<p><img alt="" src="/_files/_event/_115200/_editorFiles/file/foto-recercaixa_orig.jpg" style="width: 180px; height: 180px; float: left; margin: 10px 20px;" /></p>

<p><strong><a href="https://mariadelmarvanrell.cat/">Núria Esteve-Gibert</a></strong> (Universitat Oberta de Catalunya)<br />
<em>El paper de la prosòdia en el desenvolupament lingüístic i comunicatiu dels infants </em></p>

<p>Els nadons són capaços de percebre els aspectes acústics de la prosòdia al cap de poques setmanes de néixer, i aquesta habilitat primerenca és clau per a l'adquisició posterior del lèxic, la sintaxi, la semàntica i la pragmàtica. En aquesta xerrada exposaré estudis que indiquen com els infants utilitzen la prosòdia per a comunicar-se amb el seu entorn i per a entendre les intencions comunicatives dels seus interlocutors. Mostraré com la prosòdia sovint interacciona amb altres estratègies comunicatives com la gestualitat per a aconseguir aquesta finalitat comunicativa primerenca. Quan s'observen en conjunt, aquests estudis semblen indicar que la prosòdia és un dels components lingüístics que es desenvolupen abans i que és imprescindible per a l'adquisició de la resta de dimensions del llenguatge</p>

<p> </p>

<h2>Organització</h2>

<p>Aquest workshop està organitzat per una xarxa de grups que fan recerca en prosòdia de la <a href="http://www.upf.edu/">Universitat Pompeu Fabra</a>, la <a href="http://www.ub.edu/">Universitat de Barcelona,</a> l’<a href="http://www.ime.cat/" target="_blank">Institut Menorquí d’Estudis</a> i la <a href="https://www.uib.cat/">Univesitat de les Illes Balears</a> i ha comptat amb el suport del Departament de Traducció i Ciències del Llenguatge de la UPF. Es durà a terme a les instal·lacions de la <a href="http://www.upf.edu/">UPF</a> el <strong>15 de juliol de 2019</strong>. L'assistència és gratuïta.</p>

<p>Les sessions es duran a terme a la Sala de Graus de la Universitat Pompeu Fabra (sala 55.309, 3a planta de Tànger).</p>
<!-- InstanceEndEditable -->

<p> </p>

<p style="text-align: center;"><a href="http://www.upf.edu/"><img alt="UPF" src="/_files/_event/_115072/_editorFiles/file/logo_upf.png" style="border-width: 0px; width: 167px; height: 56px; margin: 15px;" /></a> <a href="http://www.upf.edu/"><img alt="UIB" src="/_files/_event/_115072/_editorFiles/file/290326_nuevo-logo-uib_grande.jpeg" style="border-width: 0px; width: 174px; height: 56px; margin: 15px;" /></a> <a href="http://www.ime.cat/" target=""><img alt="IME" src="/_files/_event/_115072/_editorFiles/file/logo_ime.png" style="border-width: 0px; width: 143px; height: 56px; margin: 15px;" /></a> <a href="http://www.ub.edu/" target=""><img alt="UB" src="/_files/_event/_115072/_editorFiles/file/logo_ub.png" style="border-width: 0px; width: 207px; height: 56px; margin: 15px;" /></a></p>

<p style="text-align: center;"><a href="https://www.upf.edu/web/grepg" target=""><img alt="Grup d'Estudis de Prosòdia" src="/_files/_event/_115072/_editorFiles/file/GrPEG_cat.png" style="border-width: 0px; width: 337px; height: 56px; margin: 15px;" /></a></p>

<p> </p>

<p align="center" class="bold style3"> </p>
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					<name><![CDATA[Traducción audiovisual a la carta: los casos de España y Argentina]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <span style="color:#0000ff;"><span style="font-size:18px;"><span style="font-family:tahoma,geneva,sans-serif;">Jornada Traducción Audiovisual a la carta: los casos de España y Argentina</span></span></span></p>
<p style="text-align: center;">
 <span style="color:#0000ff;"><span style="font-size:18px;"><span style="font-family:tahoma,geneva,sans-serif;">20 de junio del 2019, 11 horas</span></span></span></p>
<p style="text-align: center;">
 <span style="color:#0000ff;"><span style="font-size:18px;"><span style="font-family:tahoma,geneva,sans-serif;">Campus del Poblenou, Universitat Pompeu Fabra</span></span></span></p>
<p style="text-align: center;">
 <span style="color:#0000ff;"><span style="font-size:18px;"><span style="font-family: tahoma, geneva, sans-serif;">Aula 52.223 </span></span></span></p>
<p style="text-align: center;">
  </p>
<p style="text-align: center;">
 <span style="font-size:16px;"><strong>RETRANSMISIÓN EN DIRECTO VÍA <a href="https://www.upf.edu/retransmissions/campus-poblenou">STREAMING </a>(DISPOSITIVO MÓVIL)</strong></span></p>
<p style="text-align: center;">
  </p>
<p>
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">El objetivo de esta jornada es dar a conocer el proyecto HispaTAV y la situación de la traducción audiovisual en España y en Argentina.</span></span></p>
<p>
  </p>
<p>
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">El formato de la jornada consistirá en miniponencias y turno de debate entre todos los ponentes sobre diversos aspectos de la traducción audiovisual en España y en Argentina.</span></span></p>
<p>
  </p>
<p>
  </p>
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					<name><![CDATA[Curs &quot;Pràctiques d&#39;Interpretació de conferències per a intèrprets professionals&quot;]]></name>
					<description><![CDATA[<p style="text-align: center;">
  </p>
<h1 style="text-align: center;">
 <span style="font-size:24px;"><span style="color:#b22222;">Grup de pràctiques per a intèrprets</span></span></h1>
<p style="text-align: center;">
  </p>
<p style="text-align: center;">
 <span style="color:#696969;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Curs “Pràctiques d’interpretació de conferències per a intèrprets professionals”</strong></span></span></span></p>
<p style="text-align: center;">
 <span style="color:#696969;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Facultat de Traducció i Ciències del Llenguatge</strong></span></span></span></p>
<p>
  </p>
<p>
 <span style="font-size:14px;">Els intèrprets de conferències hem de tenir sempre les eines ben esmolades. Per aquest motiu, la Lia Giralt i l'Ignasi Vancells (professors associats de la UPF i intèrprets) hem decidit coordinar aquest grup el qual pretén respondre a aquesta necessitat a partir de la col·laboració entre companys de professió, seguint l'exemple d'altres cursos que funcionen des de fa anys en l'àmbit europeu (a Brussel·les, Madrid i altres ciutats). En aquest espai d'intercanvi es podran treballar les diferents competències interpretatives de manera específica a través de la pràctica i la interacció entre els diversos participants; bé sigui per treure la pols a la tècnica de consecutiva, per acabar de polir una llengua B que de vegades s'encalla o per refrescar combinacions amb què no se sol treballar.</span></p>
<p>
 <span style="font-size:14px;">Les sessions tindran lloc a les sales de cabines del Campus Poblenou de la Universitat Pompeu Fabra, un espai que permet treballar tant en consecutiva com en simultània i fer-ho dividits en grups en funció de les combinacions lingüístiques. S’interpretaran principalment discursos creats pels participants i pronunciats en directe, tot i que, en cas que no hi hagi oradors per a alguna llengua de treball, es recorrerà a material audiovisual enregistrat. </span></p>
<p>
  </p>
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					<name><![CDATA[Grup de Pràctiques per a intèrprets de conferències]]></name>
					<description><![CDATA[<p style="text-align: center;">
  </p>
<h1 style="text-align: center;">
 <span style="font-size:24px;"><span style="color:#b22222;">Grup de pràctiques per a intèrprets</span></span></h1>
<p style="text-align: center;">
  </p>
<p style="text-align: center;">
 <span style="color:#696969;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Curs “Pràctiques d’interpretació de conferències per a intèrprets professionals”</strong></span></span></span></p>
<p style="text-align: center;">
 <span style="color:#696969;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Facultat de Traducció i Ciències del Llenguatge</strong></span></span></span></p>
<p>
  </p>
<p>
 <span style="font-size:14px;">Els intèrprets de conferències hem de tenir sempre les eines ben esmolades. Per aquest motiu, la Lia Giralt i l&#39;Ignasi Vancells (professors associats de la UPF i intèrprets) hem decidit coordinar aquest grup el qual pretén respondre a aquesta necessitat a partir de la col·laboració entre companys de professió, seguint l&#39;exemple d&#39;altres cursos que funcionen des de fa anys en l&#39;àmbit europeu (a Brussel·les, Madrid i altres ciutats). En aquest espai d&#39;intercanvi es podran treballar les diferents competències interpretatives de manera específica a través de la pràctica i la interacció entre els diversos participants; bé sigui per treure la pols a la tècnica de consecutiva, per acabar de polir una llengua B que de vegades s&#39;encalla o per refrescar combinacions amb què no se sol treballar.</span></p>
<p>
 <span style="font-size:14px;">Les sessions tindran lloc a les sales de cabines del Campus Poblenou de la Universitat Pompeu Fabra, un espai que permet treballar tant en consecutiva com en simultània i fer-ho dividits en grups en funció de les combinacions lingüístiques. S’interpretaran principalment discursos creats pels participants i pronunciats en directe, tot i que, en cas que no hi hagi oradors per a alguna llengua de treball, es recorrerà a material audiovisual enregistrat. </span></p>
<p>
  </p>
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					<name><![CDATA[Taller Intensiu de Retour ES&lt;&gt;EN]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <span style="color:#374e67;"><span style="font-size:26px;"><span style="font-family:georgia,serif;"><strong>TALLER INTENSIU DE RETOUR ES-EN</strong></span></span></span></p>
<p style="text-align: center;">
 <span style="font-size:16px;"><strong><span style="color:#374e67;"><span style="font-family:georgia,serif;">13, 14 i 15 de març</span></span></strong></span></p>
<p style="text-align: center;">
 <span style="font-size:16px;"><strong><span style="color:#374e67;"><span style="font-family: georgia, serif;">Campus de Poblenou, Universidad Pompeu Fabra</span></span></strong></span></p>
<p>
 <span style="font-size:14px;"><span style="font-family:georgia,serif;">Com a intèrprets de conferències sabem com n’és d’important tenir la tècnica ben depurada i enllustrada, a punt per oferir la millor qualitat en qualsevol moment. Per això cal practicar, i quina manera millor de fer-ho que amb l’assessorament de formadors professionals experts i pràctica entre iguals. El <em>retour</em> a l’anglès és pràcticament un requisit <em>sine qua non</em> per a qualsevol intèrpret del mercat espanyol, però la omnipresència del <em>globish</em> fa que moltes vegades les nostres prestacions en anglès se’n ressentin. Aquest va ser el motiu que ens va empènyer a organitzar el primer curs de <em>retour</em> l’any passat i, degut a l’èxit de l’experiència, ens hem decidit a repetir-lo.</span></span></p>
<p>
 <span style="font-size:14px;"><span style="font-family:georgia,serif;">L’edició d’aquest any s’ha realitzat en col·laboració amb el Departament de Traducció i Ciències del Llenguatge de la Universitat Pompeu Fabra i tindrà lloc els dies 13, 14 i 15 de març a l’edifici Tallers del Campus Poblenou. Pel que fa als formadors, tornarem a comptar una vegada més amb la presència de Matthew Perret i a més, incorporem Sophie Llewellyn Smith per a la sessió especial de divendres.</span></span></p>
<p>
 <span style="font-size:14px;"><span style="font-family:georgia,serif;">El curs estarà enfocat fonamentalment a la producció quan s’interpreta cap a l’anglès. El format serà molt semblant al taller de fa un any amb algunes millores que hem cregut necessari incloure. Treballarem tant en modalitat consecutiva com simultània i d’entre els exercicis que es faran, en destaquem els següents:</span></span></p>
<ul>
 <li>
  <span style="font-size:14px;"><span style="font-family:georgia,serif;"><em>Mock conference</em> en espanyol i anglès amb interpretació simultània</span></span></li>
 <li>
  <span style="font-size:14px;"><span style="font-family:georgia,serif;">Exercici de roda de premsa amb interpretació bidireccional en consecutiva i xiuxiueig.</span></span></li>
 <li>
  <span style="font-size:14px;"><span style="font-family:georgia,serif;">Ús estratègic de l’entonació per part dels intèrprets que treballen en <em>retour</em>.</span></span></li>
 <li>
  <span style="font-size:14px;"><span style="font-family:georgia,serif;">De l’explícit a l’implícit (i viceversa) en interpretació</span></span></li>
 <li>
  <span style="font-size:14px;"><span style="font-family:georgia,serif;">Reformulació en diferents registres, resumir i ampliar</span></span></li>
 <li>
  <span style="font-size:14px;"><span style="font-family:georgia,serif;">Tècnica del salami aplicada a la combinació ES>EN: reformulació en simultània</span></span></li>
</ul>
<p>
 <span style="font-size:14px;"><span style="font-family:georgia,serif;">A més, en aquesta ocasió comptarem també amb un mòdul de treball previ online per reforçar la competència d’expressió en llengua anglesa.</span></span></p>
<p>
  </p>
<p>
 <span style="font-size:14px;"><span style="font-family:georgia,serif;"><img alt="" src="/_files/_event/_30108/_editorFiles/file/Captura de Pantalla 2019-01-24 a les 18_47_26 copy.png" style="width: 700px; height: 339px;" /></span></span></p>
]]></description>
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				<Placemark>
					<name><![CDATA[1st FARM Challenge.]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>1st FARMM Challenge</strong></span></span></p>
<p style="text-align: center;">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>15 </strong><strong>February 2019  </strong></span></span></p>
<p style="text-align: center;">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>Universitat Pompeu Fabra - Campus del Poblenou</strong></span></span></p>
<p style="text-align: justify;">
  </p>
<p class="zfr3Q" id="h.p_i3qP0iBjEXDw" line-height:="" open="" padding-top:="" style="box-sizing: border-box; font-variant-ligatures: none; margin: 0px; outline: none; position: relative; color: rgb(33, 33, 33); font-size: 18px; text-decoration-line: inherit; font-family: " white-space:="">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">The FARMM initiative organizes the first Challenge, a </span></span><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">workshop oriented</span></span><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"> at providing an answer to specific questions to a specific dataset within a relevant phenomenon. The event will be held at Pompeu Fabra University in Barcelona on 15 February 2019.</span></span></p>
<p class="zfr3Q" id="h.p_FB4rnrLtFGHA" line-height:="" open="" padding-top:="" style="box-sizing: border-box; font-variant-ligatures: none; margin: 0px; outline: none; position: relative; color: rgb(33, 33, 33); font-size: 18px; text-decoration-line: inherit; font-family: " white-space:="">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">The empirical domain of this challenge is <strong style="box-sizing: border-box;">clitics. </strong></span></span></p>
<p class="zfr3Q" line-height:="" open="" padding-top:="" style="box-sizing: border-box; font-variant-ligatures: none; margin: 0px; outline: none; position: relative; color: rgb(33, 33, 33); font-size: 18px; text-decoration-line: inherit; font-family: " white-space:="">
  </p>
<p class="zfr3Q" line-height:="" open="" padding-top:="" style="box-sizing: border-box; font-variant-ligatures: none; margin: 0px; outline: none; position: relative; color: rgb(33, 33, 33); font-size: 18px; text-decoration-line: inherit; font-family: " white-space:="">
  </p>
<p class="zfr3Q" line-height:="" open="" padding-top:="" style="box-sizing: border-box; font-variant-ligatures: none; margin: 0px; outline: none; position: relative; color: rgb(33, 33, 33); font-size: 18px; text-decoration-line: inherit; font-family: " white-space:="">
  </p>
<p class="zfr3Q" id="h.p_2G1D4g4RFAyO" line-height:="" open="" padding-top:="" style="box-sizing: border-box; font-variant-ligatures: none; margin: 0px; outline: none; position: relative; color: rgb(33, 33, 33); font-size: 18px; text-decoration-line: inherit; font-family: " white-space:="">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><strong style="box-sizing: border-box;">INVITED SPEAKERS:</strong></span></span></p>
<p class="zfr3Q" line-height:="" open="" padding-top:="" style="box-sizing: border-box; font-variant-ligatures: none; margin: 0px; outline: none; position: relative; color: rgb(33, 33, 33); font-size: 18px; text-decoration-line: inherit; font-family: " white-space:="">
  </p>
<ul>
 <li class="zfr3Q" line-height:="" open="" padding-top:="" style="box-sizing: border-box; font-variant-ligatures: none; margin: 0px; outline: none; position: relative; color: rgb(33, 33, 33); font-size: 18px; text-decoration-line: inherit;" white-space:="">
  <p>
   <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><span style="font-style: inherit; font-weight: inherit; text-decoration-line: inherit; white-space: pre-wrap;">Rita Manzini (University of Florence)</span></span></span></p>
 </li>
 <li class="zfr3Q" line-height:="" open="" padding-top:="" style="box-sizing: border-box; font-variant-ligatures: none; margin: 0px; outline: none; position: relative; color: rgb(33, 33, 33); font-size: 18px; text-decoration-line: inherit;" white-space:="">
  <p>
   <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><span style="font-style: inherit; font-weight: inherit; text-decoration-line: inherit; white-space: pre-wrap;">Paco Ordóñez (Stony Brook University)</span></span></span></p>
 </li>
 <li class="zfr3Q" line-height:="" open="" padding-top:="" style="box-sizing: border-box; font-variant-ligatures: none; margin: 0px; outline: none; position: relative; color: rgb(33, 33, 33); font-size: 18px; text-decoration-line: inherit;" white-space:="">
  <p>
   <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><span style="font-style: inherit; font-weight: inherit; text-decoration-line: inherit; white-space: pre-wrap;">Ian Roberts (University of Cambridge)</span></span></span></p>
 </li>
</ul>
<p style="text-align: justify;">
  </p>
<p>
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Sala d'activitats 55.003</span></span></p>
<p>
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Edifici TàngerTànger, 122-140<br />
 08018 Barcelona</span></span></p>
<p>
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Universitat Pompeu Fabra – Campus del Poblenou</span></span></p>
<p>
  </p>
<p>
  </p>
<p style="text-align: justify;">
  </p>
<p>
  </p>
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					<name><![CDATA[Dissabtes de llengües 2019]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <span style="font-size:16px;"><strong>DISSABTES DE LLENGÜES</strong></span></p>
<p style="text-align: center;">
 <strong>Facultat de Traducció i Ciències del Llenguatge </strong></p>
<div style="font-family: Arial, Helvetica, sans-serif; font-size: small; text-align: justify;">
 <span font-size:="" helvetica="" style="color: rgb(51, 51, 51); font-family: ">Els Dissabtes de llengües són dues jornades dedicades als estudiants de batxillerat que vulguin endinsar-se en l’estudi de la comunicació multilingüe i especialitzada del món actual, per a la qual és imprescindible assolir un domini lingüístic molt elevat, familiaritzar-se amb recursos tecnològics molt diversos i saber reflexionar sobre la llengua.</span>  </div>
<div>
  </div>
<p>
 <strong>Lloc: </strong>Campus de la Ciutadella (UPF) - Aules d'informàtica 40.145 i 40.153</p>
<p>
 <strong>Data:</strong> 30/03/2019</p>
<p>
 <strong>Horari: </strong>de 9.00 a 14.00 h</p>
<p style="text-align: center;">
  <img alt="" src="/_files/_event/_29097/_editorFiles/file/dissabtes.jpg" style="width: 266px; height: 300px;" /></p>
]]></description>
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					<name><![CDATA[PCCL Anglès - Gener]]></name>
					<description><![CDATA[<p>
 Prova d&#39;anglès</p>
]]></description>
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				<Placemark>
					<name><![CDATA[How are languages best learned? Study abroad, immersion (CLIL/EMI) and formal instruction]]></name>
					<description><![CDATA[<p align="center">
 <strong><span style="font-size:16px;"><span style="font-family:verdana,geneva,sans-serif;">HOW ARE LANGUAGES BEST LEARNED?</span></span></strong></p>
<p align="center">
 <strong><span style="font-size:16px;"><span style="font-family:verdana,geneva,sans-serif;">STUDY ABROAD, IMMERSION (CLIL/EMI) AND </span><span style="font-family: verdana, geneva, sans-serif;">FORMAL INSTRUCTION</span></span></strong></p>
<p align="center">
  </p>
<p align="center">
 <strong><span style="font-size:16px;"><span style="font-family:verdana,geneva,sans-serif;">TAULA RODONA</span></span></strong></p>
<p align="center">
  </p>
<p align="center">
 <strong><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Coordinadores:</span></span></strong></p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Carmen Pérez Vidal</span></span></p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Sonia López Serrano</span></span></p>
<p align="center">
  </p>
<p align="center">
 <strong><span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Ponents:</span></span></strong></p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Maria Andriá (<span style="color: rgb(0, 0, 0);">National and Kapodistrian University of Athens</span>)</span></span></p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">John Airey (Stockholm University)</span></span></p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Leah Geoghegan (Portsmouth University)</span></span></p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Rachel L. Shively (Illinois State University)</span></span></p>
<p align="center">
  </p>
<p align="center">
  </p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Presentació <em>SLA website:</em> INTclass (The International Classroom)</span></span></p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Presentació llibre monogràfic: <em>Learning context effects:</em></span></span></p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;"><em>Study Abroad, formal instruction and the international immersion classroom (CLIL/EMI)</em></span></span></p>
<p align="center">
  </p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>DATA:</strong> 6 DE NOVEMBRE DEL 2018</span></span></p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>HORA:</strong> 10.00 H</span></span></p>
<p align="center">
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>LLOC: </strong>SALA D&#39;ACTIVITATS 55.003 - PLANTA BAIXA </span></span><a href="https://www.upf.edu/web/campus/tanger"><span style="font-family: verdana, geneva, sans-serif; font-size: 14px;">EDIFICI 55. TÀNGER </span></a></p>
<p align="center">
 <span style="font-family: verdana, geneva, sans-serif; font-size: 14px;"><a href="https://www.upf.edu/web/campus/campus-poblenou">CAMPUS POBLENOU</a> – UPF</span></p>
<p style="text-align: center;">
  </p>
]]></description>
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				<Placemark>
					<name><![CDATA[Aprendizaje de ELE y discurso: lingüística textual y enseñanza de lenguas]]></name>
					<description><![CDATA[<p>
 <span style="font-size:14px;"><strong>Aprendizaje de ELE y discurso: lingüística textual y enseñanza de lenguas</strong></span></p>
<p>
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><u style="font-size: 12px; text-align: justify;"><strong>Objetivos</strong></u></span></span></p>
<p style="margin-left: 18pt; text-align: justify;">
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">El curso se ofrece en colaboración con el Instituto Cervantes para profundizar en los conocimientos y competencias de profesionales de la enseñanza de lenguas: del español como lengua segunda y extranjera (ELE) y de otras lenguas extranjeras; asimismo, se dirige a formadores de profesores de lenguas extranjeras, editores y autores de materiales didácticos. Tiene como objetivo abordar <strong>la enseñanza-aprendizaje del español en el aula de ELE desde un enfoque textual. </strong>Se plantea interrogantes como los siguientes: ¿qué significa un planteamiento textual de la lengua?, ¿cómo puede fomentarse la competencia textual en el aula?, ¿qué textos y qué actividades facilitan el desarrollo de esta competencia?, ¿cómo puede evaluarse la competencia textual? Para responder a estas preguntas se profundizará en la definición y selección de los contenidos textuales en la enseñanza de ELE, así como en los modelos didácticos que siguen un enfoque textual para desarrollar dicha competencia. La orientación del curso es profesional y académica al mismo tiempo, con propuestas de prácticas discursivas que llevar al aula.</span></span></p>
<p style="margin-left: 18pt; text-align: justify;">
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">El curso tiene una doble vertiente, teórica y aplicada. En ambos casos, la metodología se basa en la interacción participativa entre los asistentes:</span></span></p>
<ul>
 <li style="margin-left: 18pt; text-align: justify;">
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">En la vertiente teórica se debatirá sobre diversos aspectos relativos a los conceptos de texto, prácticas sociales, competencia textual,  a partir del análisis y la discusión por parte de los asistentes de problemas y casos concretos.</span></span></li>
 <li style="margin-left: 18pt; text-align: justify;">
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">En la vertiente aplicada, los asistentes analizarán y elaborarán en equipo de tres o cuatro miembros, con el asesoramiento de los docentes, actividades y materiales de clase, incorporando los conceptos presentados en la vertiente teórica.</span></span></li>
</ul>
<p style="text-align: justify;">
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Los objetivos específicos del curso se cifran en los siguientes puntos:</span></span></p>
<ul>
 <li>
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Profundizar en los conocimientos sobre la lingüística textual y su relación con la enseñanza-aprendizaje de segundas lenguas o lenguas extranjeras.</span></span></li>
 <li>
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Analizar algunos fenómenos lingüísticos desde la perspectiva textual.</span></span></li>
 <li>
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Evaluar y explotar materiales didácticos eficazmente a partir de la perspectiva de la lingüística textual</span></span></li>
 <li>
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Planificar tareas para explotar el potencial lingüístico y comunicativo de los materiales, seleccionando los textos más apropiados a cada tarea.</span></span></li>
 <li>
  <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Establecer y aplicar criterios de evaluación de la competencia textual de los aprendientes de L2.</span></span></li>
</ul>
<p style="margin-left: 18pt; text-align: justify;">
  </p>
<p style="text-align: justify;">
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><b><u>Centro docente responsable</u></b></span></span></p>
<p style="text-align: justify;">
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">UCA de Traducción y Ciencias del Lenguaje - UPF</span></span></p>
<p style="text-align: justify;">
  </p>
<p style="text-align: justify;">
 <u style="font-family: tahoma, geneva, sans-serif;"><strong>Dirección</strong></u></p>
<p>
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Encarna Atienza</span></span></p>
<p>
  </p>
<p>
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Entidades colaboradoras</strong></u></span></span></p>
<p>
 <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Instituto Cervantes</span></span></p>
<p>
  </p>
<p>
  </p>
<h1>
  </h1>
<p style="margin-left:18.0pt;">
  </p>
<h1>
  </h1>
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					<name><![CDATA[Curs d&#39;Estratègies d&#39;Aprenentatge de Llengües Estrangeres 2018]]></name>
					<description><![CDATA[<p style="text-align: justify;">
 <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Programa:</strong></p>
<p>
 L’objectiu bàsic del curs és oferir als estudiants els instruments necessaris per poder abordar autònomament l’aprenentatge de la seva segona llengua estrangera (francès, alemany i LSC). Paral·lelament, es pretén treballar les competències receptives i productives del nivell inicial del Marc Europeu Comú de Referència per tal d’assolir el nivell mínim exigit (A1+) en començar les assignatures d’idioma en els graus de <em>Traducció i Interpretació</em> i <em>Llengües Aplicades</em>. Cal precisar que l’activitat no és un curs “tradicional” d’idiomes -si ho fos recomanaríem als estudiants que cursessin l’oferta d’UPF Idiomes- sinó que és un curs que no queda cobert per l’oferta formativa existent.</p>
<p>
 L’experiència ens ha mostrat que la informació sobre requisits de coneixement d’idiomes que reben els nous estudiants en fer les tutories de primer curs no és suficient perquè els assoleixin de manera autònoma. Per això creiem necessari que, en una primera fase d’ensenyament/aprenentatge presencial, els fem conscients de les seves necessitats i de les millors estratègies per començar i/o continuar l’aprenentatge dels idiomes al primer trimestre.</p>
<p>
 Amb aquest curs esperem que els alumnes de l’ensenyament secundari arribin a les assignatures d’Idioma i de Traducció amb els coneixements mínims indispensables per abordar amb èxit el primer curs dels seus estudis. D’altra banda, pel que fa a la LSC, tenim la certesa que no existeix en el nostre context immediat cap formació equivalent que poguessin seguir els nostres estudiants.</p>
<p>
 <span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;"><strong>Professors:</strong></span></span></p>
<p>
 <span style="font-family: tahoma, geneva, sans-serif;">Delfina Aliaga (LSC),</span></p>
<p>
 <span style="font-family: tahoma, geneva, sans-serif;">Elisabeth Peracaula (alemany)</span></p>
<p>
 <span style="font-family: tahoma, geneva, sans-serif;">Florence Anne Marie Baills (francès)</span></p>
<p style="text-align: justify;">
  </p>
<p>
  </p>
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					<name><![CDATA[Study Abroad and Language Acquisition Seminar.  Determining the linguistic benefits of study abroad: Findings, challenges and future directions]]></name>
					<description><![CDATA[<div color:="" style="font-size: 12.8px; font-family: " text-align:="" trebuchet="">
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:16px;"><strong>STUDY ABROAD AND LANGUAGE ACQUISITION SEMINAR</strong></span></span></div>
<div color:="" style="font-size: 12.8px; font-family: " text-align:="" trebuchet="">
  </div>
<div color:="" style="font-size: 12.8px; font-family: " text-align:="" trebuchet="">
 <span style="font-size:16px;"><span style="font-family:tahoma,geneva,sans-serif;">Determining the linguistic benefits of study abroad: Findings, challenges and future directions</span></span></div>
<div color:="" style="font-size: 12.8px; font-family: " text-align:="" trebuchet="">
  </div>
<div color:="" style="font-size: 12.8px; font-family: " text-align:="" trebuchet="">
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:16px;">A càrrec de Dan Dewey (Brigham Young University) </span></span></div>
<div color:="" style="font-size: 12.8px; font-family: " text-align:="" trebuchet="">
  </div>
<div color:="" style="font-size: 12.8px; font-family: " text-align:="" trebuchet="">
 <p>
  <span style="font-size:16px;">Data: dilluns 5 de març del 2018</span></p>
 <p>
  <span style="font-size:16px;">Hora: 11.30 h</span></p>
 <p>
  <span style="font-size:16px;">Lloc: <strong>NOU ESPAI Aula 52.421</strong> - 4a planta edifici 52. Roc Boronat - Campus del Poblenou - Universitat Pompeu Fabra</span></p>
</div>
<div color:="" style="font-size: 12.8px; font-family: " text-align:="" trebuchet="">
  </div>
<div color:="" style="font-size: 12.8px; font-family: " text-align:="" trebuchet="">
 <span style="font-size:16px;"> </span></div>
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  <span style="font-size:16px;"><b style="color: rgb(7, 55, 99); font-family: " trebuchet="">Abstract:</b></span></div>
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  <span style="font-size:16px;"><font color="#073763">There have been many studies attempting to determine what students gain linguistically from their study abroad (SA) experiences.  In this session, I will summarize some of the main findings regarding language gains during SA.  I will also describe what appear to be conflicting findings and will explore possible reasons for these conflicts.  In most cases, these are methodological differences related to the challenges of assessment.  I will highlight several common and specific challenges associated with measuring language gains during SA and will describe future directions in terms of measurement of language gains abroad.</font></span></div>
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					<name><![CDATA[Dissabtes de llengües]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <strong><span style="font-size:16px;"><span style="font-family:tahoma,geneva,sans-serif;">DISSABTES DE LLENGÜES - FACULTAT DE TRADUCCIÓ I INTERPRETACIÓ  </span></span></strong></p>
<p style="text-align: center;">
 <strong><span style="font-size:16px;"><span style="font-family:tahoma,geneva,sans-serif;">10/02/2018 i 10/03/2018, de 9 a 14 h</span></span></strong></p>
<p style="text-align: center;">
 <strong><span style="font-size:16px;"><span style="font-family:tahoma,geneva,sans-serif;">Campus de la Ciutadella</span></span></strong></p>
<p style="text-align: justify;">
 <span style="font-size:14px;"><strong><span style="font-family:tahoma,geneva,sans-serif;"> </span></strong></span></p>
<p style="text-align: justify;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Els Dissabtes de llengües són dues jornades dedicades als estudiants de Batxillerat que vulguin endinsar-se en l’estudi de les aplicacions lingüístiques que exigeixen les formes de comunicació actuals.</span></span></p>
<p style="text-align: justify;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Algun cop has hagut d&#39;explicar als avis què és un <em>selfie?</em> T&#39;has parat mai a pensar com funciona el traductor de Google? La protagonista del teu videojoc fet a la Xina parla un català més bo que el de l&#39;Òscar Dalmau?</span></span></p>
<p style="text-align: justify;">
  </p>
<p style="text-align: justify;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Als Dissabtes de llengües que organitza la Facultat de Traducció i Interpretació de la Universitat Pompeu Fabra et proposem de pensar sobre aquestes i altres preguntes, per acostar-nos a les llengües amb una mirada diferent que ens permetrà descobrir com són presents de formes diverses en el nostre dia a dia: darrere de moltes aplicacions multimèdia, en els sistemes que permeten l’edició de diaris en més d’un idioma, en la confecció d’un diccionari o en la decisió sobre com adoptem i adaptem els usuaris una paraula nova al nostre lèxic.</span></span></p>
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  </p>
<p style="text-align: justify;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Si ets estudiant de Batxillerat, t&#39;interessen totes aquestes necessitats lingüístiques del món actual i estàs pensant a formar-te per ser tu qui decideixi com caldrà traduir la premsa o l&#39;<em>anime</em> d&#39;aquí a uns anys, qui treballarà en les noves aplicacions multimèdia o qui assessorarà els organismes internacionals en qüestions de llengua, pots assistir gratuïtament als tallers organitzats per la Facultat de Traducció i Interpretació. Durant un matí de dissabte, s’organitzen sis tallers al voltant de diferents aplicacions lingüístiques: la lexicografia o confecció de diccionaris, l&#39;ensenyament de llengües, la traducció automàtica i la postedició, la localització de videojocs, l&#39;anàlisi del discurs i la política lingüística. Els tallers seran impartits per professorat vinculat al Grau en Llengües Aplicades de la UPF, un grau que ofereix l&#39;estudi de les llengües en profunditat per formar mediadors lingüístics capaços de respondre a les necessitats de comunicació del futur.</span></span></p>
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<p style="text-align: center;">
 <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><span style="background-color:#ffff00;">Edició febrer 2018: </span><a href="https://www.upf.edu/web/traduccio/inici/-/asset_publisher/T7gcoUNytM6c/content/id/156866966/maximized#.WoLbQujOXIU"><span style="background-color:#ffff00;">Enllaç a la notícia del web de la Facultat</span></a><span style="background-color:#ffff00;">.</span></span></p>
<p style="text-align: center;">
 <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><span style="background-color:#ffff00;">Inscripcions obertes per a l&#39;edició del mes de març!</span></span></p>
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					<name><![CDATA[Aprofundiment en l&#39;aprenentatge de la llengua de signes catalana (LSC) 2018]]></name>
					<description><![CDATA[<p style="margin-left: 18pt;">
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;"><strong>Curs "Aprofundiment en l&#39;aprenentatge de la llengua de signes catalana (LSC)"</strong></span></span></p>
<p style="text-align: justify;">
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">Al final del 3r curs, els estudiants de grau han d’assolir un nivell C1 del Marc Europeu Comú de Referència per a les Llengües, tant en activitats de producció com de comprensió. Per assolir aquest nivell, els estudiants realitzen diverses assignatures durant el curs, però els estudiants necessiten un aprenentatge més aprofundit de l’idioma llengua de signes catalana (LSC) i no existeix en el mercat actual una oferta formativa que permeti assolir el nivell de competència lingüística que els estudiants necessiten. Disposar d’un nivell aproximat al desitjable és necessari per garantir la superació de les assignatures obligatòries i optatives, i de manera especial un bon nivell de coneixement de l’LSC és essencial per emprendre amb èxit les assignatures del perfil formatiu d’interpretació LSC.</span></span></p>
<p>
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">L’objectiu del curs “Aprofundiment en l’aprenentatge de la llengua de signes catalana (LSC)” és assegurar que els estudiants tenen, d’una banda, un contacte més intens amb l’aprenentatge de l’LSC que no poden trobar en l’oferta formativa externa existent i, d’altra banda, millorar les estratègies d’aprenentatge de l’LSC, que necessiten per afrontar amb èxit el perfil formatiu d’LSC.</span></span></p>
<p>
 Cal tenir un nivell previ mínim d’A2+ del MECR per poder cursar-lo satisfactòriament. </p>
<p>
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;"><strong>El curs s’ofereix preferentment als estudiants de 3r curs de la Facultat, de Traducció i Interpretació, però és obert a tota la comunitat universitària de la UPF. </strong></span></span></p>
<p>
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">Durada: 20 hores</span></span></p>
<p>
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">Horari de les classes: dijous de 12:00h a 14:00h de l’11 de gener al 15 de març del 2018.</span></span></p>
<p>
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">El curs s’imparteix al Campus de la Comunicació – Poblenou.</span></span></p>
<p>
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;"><strong>Import, Inscripció i pagament: </strong></span></span></p>
<p>
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">El curs té un preu de 70 €. </span></span></p>
<p style="text-align: justify;">
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;"><span style="color: rgb(0, 0, 0);">S&#39;estableix un pagament únic en dues modalitats: bé per TPV (targeta de crèdit, o bé per transferència. </span>Cal fer el pagament el dia 10 de gener com a tard. Cal fer arribar el comprovant de la transferència a l’adreça <a href="mailto:secretaria.fti@upf.edu" style="font-family: verdana, geneva, sans-serif; font-size: 12px;">estudis.tcl@upf.edu</a>, amb el títol del missatge “Comprovant de pagament: pagament únic Curs LSC”.</span></span></p>
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					<name><![CDATA[5th Barcelona Summer School on Bilingualism and Multilingualism]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <img alt="" src="https://www.upf.edu/bsbm/_img/LogoPortada.jpg" style="width: 550px; height: 265px;" /></p>
<h2>
  </h2>
<h2>
 <strong>5th Barcelona Summer School on Bilingualism and Multilingualism</strong></h2>
<h1>
 <strong style="font-size: 12px;">Sept 12-15, 2017 - Pompeu Fabra University, Barcelona</strong></h1>
<p>
 <span style="font-size:12px;">The Barcelona Summer School on Bilingualism and Multilingualism (BSBM) is a school intended for post-graduate students and researchers interested in an updated overview of the field in an international academic context.</span></p>
<p>
 <span style="font-size:12px;">The teachers of the different modules are world-wide known experts who represent different disciplinary approaches and will discuss state-of-the-art research on the cognitive, linguistic and cultural aspects of bi- and multilingualism. </span><br />
  </p>
<p>
 <span style="font-size:12px;"><strong><a href="https://www.upf.edu/bsbm/es/presentation/">https://www.upf.edu/bsbm/en/presentation/</a></strong></span></p>
<p>
  </p>
<p>
 <span style="font-size:14px;"><strong>Modules and teachers</strong></span></p>
<p>
 <span style="font-size:12px;">The school offers 4 modules presented by the following teachers:</span></p>
<p>
 <span style="font-size:12px;"><strong>Module 1.</strong> <strong><a href="https://www.upf.edu/bsbm/program/abstract_Abutalebi.html" target="_top">Multilingualism and Neuroprotection </a></strong>  </span></p>
<p>
 <span style="font-size:12px;"><strong><a href="http://www.unisr.it/en/k-teacher/abutalebi-jubin/" target="_top">Jubin Abutalebi</a></strong> (Università Vita-Salute San Raffaele, Milan)</span></p>
<p>
 <span style="font-size:12px;"><strong>Module 2. </strong><strong><a href="https://www.upf.edu/bsbm/en/program/abstract_Genesee.html" target="_top">Bilingual acquisition: the early stages</a></strong></span></p>
<p>
 <span style="font-size:12px;"><strong><a href="https://www.mcgill.ca/psychology/fred-h-genesee" target="_top">Fred H. Genesee</a></strong> (Mc Gill University, Montreal)</span></p>
<p>
 <span style="font-size:12px;"><strong>Module 3. </strong><strong><a href="https://www.upf.edu/bsbm/en/program/abstract_Kinzler.html" target="_top">The social side of multilingualism</a></strong></span></p>
<p>
 <span style="font-size:12px;"><strong><a href="http://as.cornell.edu/katherine-kinzler" target="_top">Katherine Kinzler</a></strong> (Cornell University, Ithaca)</span></p>
<p>
 <span style="font-size:12px;"><strong>Module 4.</strong> <strong><a href="https://www.upf.edu/bsbm/en/program/abstract_Thierry.html" target="_top">Connecting language</a></strong></span></p>
<p>
 <span style="font-size:12px;"><strong><a href="https://www.bangor.ac.uk/psychology/people/profiles/guillaume_thierry.php.en" target="_top">Guillaume Thierry</a></strong> (Bangor University, Bangor)</span></p>
<p>
  </p>
<p>
 <span style="font-size:14px;"><strong>Researchers&#39; session</strong></span></p>
<p>
 <span style="font-size:12px;">Together with the courses, we invite attendees to present their research in two reserchers&#39; session taking place on Wednesday and Friday. The researcher&#39;s session will be directed by Albert Costa (UPF), Marco Calabria (UPF) and Cristina Baus (UPF) and students will have 15-20 minutes to present pre- or post-doctoral research either &#39;work in progress&#39; or finished projects. Interested students should submit an abstract (see Program for further details).</span></p>
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					<name><![CDATA[Curs d’estratègies d’aprenentatge de llengües estrangeres 2018]]></name>
					<description><![CDATA[<p style="text-align: justify;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Curs d&#39;estratègies d&#39;aprenentatge de llengües estrangeres</strong></span></span></p>
<p>
 <span style="font-size:16px;"><span style="font-family:tahoma,geneva,sans-serif;"><b>Preu: </b>290 €</span></span></p>
<p>
 <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:12px;">S’estableixen <strong>dues modalitats de pagament</strong>:</span></span></p>
<ul>
 <li>
  <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:12px;"><strong>Pagament únic</strong> : pagament per TPV (targeta de crèdit) i transferència. Cal fer el pagament el dia 27 de juliol del 2017 com a tard. Cal fer arribar el comprovant de la transferència a l’adreça estudis.tcl@upf.edu amb el títol del missatge “Comprovant de pagament: pagament únic Curs d’estratègies d’aprenentatge de llengües estrangeres ”.</span></span></li>
 <li>
  <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:12px;"><strong>Pagament fraccionat en 2 terminis</strong> : pagament per TPV (targeta de crèdit) i transferència.</span></span>
  <ul>
   <li>
    ​​Primer termini: 190 €. Cal fer el primer pagament el dia 27 de juliol del 2017 com a tard. Cal fer arribar el comprovant de la transferència a l’adreça estudis.tcl@upf.edu, amb el títol del missatge “Comprovant de pagament: primer termini Curs d’estratègies d’aprenentatge de llengües estrangeres”.</li>
   <li>
    Segon termini: 100 €. Cal fer el segon pagament entre els dies 28 de juliol i 30 d’agost de 2017, ambdós inclosos. Cal fer arribar el comprovant de la transferència a l’adreça estudis.tcl@upf.edu, amb el títol del missatge “Comprovant de pagament: segon termini Curs d’estratègies d’aprenentatge de llengües estrangeres”.</li>
  </ul>
 </li>
</ul>
<p>
 <strong><span style="font-family:tahoma,geneva,sans-serif;"><span font-size:="" font-weight:="" helvetica="" text-align:="">Dades bancàries per fer la transferència: </span></span></strong><span style="font-size: 13px; font-family: tahoma, geneva, sans-serif;"><span style="font-size:12px;"><span -webkit-margin-after:="" -webkit-margin-before:="" -webkit-margin-end:="" -webkit-margin-start:="" border:="" font-size:="" helvetica="" line-height:="" margin:="" outline:="" padding:="">Nom: Universitat Pompeu Fabra. CRI Campus Comunicació. </span></span></span><span style="font-family: tahoma, geneva, sans-serif;">Entitat: Banc de Sabadell. </span><span style="font-family: tahoma, geneva, sans-serif;">Adreça: Via Laietana 47. 08003 Barcelona. </span><span -webkit-margin-after:="" -webkit-margin-before:="" -webkit-margin-end:="" -webkit-margin-start:="" border:="" helvetica="" line-height:="" margin:="" outline:="" padding:="" style="font-family: tahoma, geneva, sans-serif;">Compte: <span style="margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-weight: 700; max-width: 100%;">ES46-0081-0603-07-0001371245  </span></span><span helvetica="" line-height:="" style="font-family: tahoma, geneva, sans-serif;">BIC: </span><span -webkit-margin-after:="" -webkit-margin-before:="" -webkit-margin-end:="" -webkit-margin-start:="" border:="" font-weight:="" helvetica="" line-height:="" margin:="" max-width:="" outline:="" padding:="" style="font-family: tahoma, geneva, sans-serif;">BSABESBB</span></p>
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					<name><![CDATA[Aprendizaje de ELE y discurso: el desarrollo de la competencia cultural]]></name>
					<description><![CDATA[<p>
 <span style="font-size:14px;"><strong>Aprendizaje de ELE y discurso: el desarrollo de la competencia cultural</strong></span></p>
<p>
  </p>
<p>
 <u style="font-size: 12px; text-align: justify;"><strong>Objetivos</strong></u></p>
<p style="text-align: justify;">
 El curso se ofrece en colaboración con el Instituto Cervantes para profundizar en los conocimientos y competencias de profesionales de la enseñanza de lenguas: del español como lengua segunda y extranjera (ELE) y de otras lenguas extranjeras; asimismo, se dirige a formadores de profesores de lenguas extranjeras, editores y autores de materiales didácticos. Tiene como objetivo abordar <strong>la enseñanza-aprendizaje de la cultura en el aula de ELE desde un enfoque textual. </strong>Se plantea interrogantes como los siguientes: ¿qué es enseñar cultura en la clase de lengua?, ¿cómo puede fomentarse la competencia intercultural en el aula?, ¿qué textos y qué actividades facilitan el desarrollo de esta competencia?, ¿qué relación puede establecerse entre competencia cultural y competencia crítica? Para responder a estas preguntas se profundizará en la definición y selección de los contenidos culturales en la enseñanza de ELE, así como en los modelos didácticos que siguen un enfoque textual para desarrollar la competencia (inter)cultural. La orientación del curso es profesional y académica al mismo tiempo, con propuestas de prácticas discursivas que llevar al aula para trabajar el componente cultural.</p>
<p style="text-align: justify;">
 El curso tiene una doble vertiente, teórica y aplicada. En ambos casos, la metodología se basa en la interacción participativa entre los asistentes:</p>
<p style="margin-left: 18pt; text-align: justify;">
 ·         En la vertiente teórica se debatirá sobre diversos aspectos relativos a los conceptos de cultura, prácticas sociales, competencia intercultural y criticidad, a partir del análisis y la discusión por parte de los asistentes de problemas y casos concretos.</p>
<p style="margin-left: 18pt; text-align: justify;">
 ·         En la vertiente aplicada, los asistentes analizarán y elaborarán en equipo de tres o cuatro miembros, con el asesoramiento de los docentes, actividades y materiales de clase, incorporando los conceptos presentados en la vertiente teórica.</p>
<p style="text-align: justify;">
 Los objetivos específicos del curso se cifran en los siguientes puntos:</p>
<p style="margin-left: 18pt; text-align: justify;">
 ·         Seleccionar contenidos adecuados para profundizar en el dominio de la lengua y la cultura.</p>
<p style="margin-left: 18pt; text-align: justify;">
 ·         Diseñar tareas de enseñanza-aprendizaje de la cultura a través de los textos.</p>
<p style="margin-left: 18pt; text-align: justify;">
 ·         Analizar prácticas sociales y culturales desde una perspectiva crítica.</p>
<p style="margin-left: 18pt; text-align: justify;">
 ·         Desarrollar la competencia intercultural y crítica en el aula. </p>
<p style="margin-left: 18pt; text-align: justify;">
  </p>
<p style="text-align: justify;">
 <span style="font-size: 12px;"><b><u>Centro docente responsable</u></b></span></p>
<p style="text-align: justify;">
 <span style="font-size: 12px;">UCA de Traducción y Ciencias del Lenguaje - UPF</span></p>
<p style="text-align: justify;">
  </p>
<p>
 <u><strong>Dirección</strong></u></p>
<p>
 Carmen López Ferrero</p>
<p>
  </p>
<p>
 <u><strong>Entidades colaboradoras</strong></u></p>
<p>
 Instituto Cervantes</p>
<p>
  </p>
<p>
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					<name><![CDATA[Curs &quot;Aprofundiment en l&#39;aprenentatge de la llengua de signes catalana (LSC)&quot;]]></name>
					<description><![CDATA[<p style="margin-left: 18pt; text-align: center;">
 <span style="font-family:verdana,geneva,sans-serif;"><strong><span style="font-size:14px;">Curs &quot;Aprofundiment en l&#39;aprenentatge de la llengua de signes catalana (LSC)&quot;</span></strong></span></p>
<p style="text-align: justify;">
 <span style="font-family:verdana,geneva,sans-serif;">Al final del 3r curs, els estudiants de grau han d&rsquo;assolir un nivell C1 del Marc Europeu Com&uacute; de Refer&egrave;ncia per a les Lleng&uuml;es, tant en activitats de producci&oacute; com de comprensi&oacute;. Per assolir aquest nivell, els estudiants realitzen diverses assignatures durant el curs, per&ograve; els estudiants necessiten un aprenentatge m&eacute;s aprofundit de l&rsquo;idioma llengua de signes catalana (LSC) i no existeix en el mercat actual una oferta formativa que permeti assolir el nivell de compet&egrave;ncia ling&uuml;&iacute;stica que els estudiants necessiten. Disposar d&rsquo;un nivell aproximat al desitjable &eacute;s necessari per garantir la superaci&oacute; de les assignatures obligat&ograve;ries i optatives, i de manera especial un bon nivell de coneixement de l&rsquo;LSC &eacute;s essencial per emprendre amb &egrave;xit les assignatures del perfil formatiu d&rsquo;interpretaci&oacute; LSC.</span></p>
<p>
 <span style="font-family:verdana,geneva,sans-serif;">L&rsquo;objectiu del curs &ldquo;Aprofundiment en l&rsquo;aprenentatge de la llengua de signes catalana (LSC)&rdquo; &eacute;s assegurar que els estudiants tenen, d&rsquo;una banda, un contacte m&eacute;s intens amb l&rsquo;aprenentatge de l&rsquo;LSC que no poden trobar en l&rsquo;oferta formativa externa existent i, d&rsquo;altra banda, millorar les estrat&egrave;gies d&rsquo;aprenentatge de l&rsquo;LSC, que necessiten per afrontar amb &egrave;xit el perfil formatiu d&rsquo;LSC.</span></p>
<p>
 &nbsp;</p>
<p>
 <span style="font-size: 12px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>Import, Inscripci&oacute; i pagament:</strong></span></span><span style="font-size: 12px; font-family: verdana, geneva, sans-serif;"><strong>&nbsp;</strong></span></p>
<p>
 <span style="font-size: 12px; font-family: verdana, geneva, sans-serif;">El curs t&eacute; un preu de 70 &euro;.&nbsp;</span></p>
<p style="text-align: justify;">
 <span style="font-family: verdana, geneva, sans-serif; font-size: 12px;">S&rsquo;estableix una &uacute;nica modalitat de pagament, amb un pagament &uacute;nic per TPV (targeta de cr&egrave;dit) i transfer&egrave;ncia. Cal fer el pagament el dia 9 de gener com a tard. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a </span><a href="mailto:secretaria.fti@upf.edu" style="font-family: verdana, geneva, sans-serif; font-size: 12px;">secretaria.fti@upf.edu</a><span style="font-family: verdana, geneva, sans-serif; font-size: 12px;">, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: pagament &uacute;nic Curs LSC B1&rdquo;.</span></p>
<p>
 &nbsp;</p>
<p>
 &nbsp;</p>
<p>
 &nbsp;</p>
]]></description>
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				<Placemark>
					<name><![CDATA[FÒRUM VIVES: JORNADES DE FORMACIÓ PER AL PDI QUE IMPARTEIX DOCÈNCIA EN UNA TERCERA LLENGUA]]></name>
					<description><![CDATA[<p>
 <strong>F&Ograve;RUM VIVES: JORNADES DE FORMACI&Oacute; PER AL PDI QUE IMPARTEIX DOC&Egrave;NCIA EN UNA TERCERA LLENGUA</strong></p>
<p>
 Aquestes jornades inclouen confer&egrave;ncies i tallers en l&rsquo;&agrave;mbit de la formaci&oacute; del PDI que imparteix doc&egrave;ncia en terceres lleng&uuml;es i tenen per objectiu proporcionar estrat&egrave;gies metodol&ograve;giques i recursos docents que permetin fer front al repte de fer doc&egrave;ncia en una llengua diferent de la pr&ograve;pia.</p>
<p>
 <a href="http://www.vives.org/2016/09/13/jornada-de-formacio-per-al-pdi-que-imparteix-docencia-en-una-tercera-llengua/" target="_blank">FORMULARI D&#39;INSCRIPCI&Oacute;</a></p>
<p>
 <a href="http://www.vives.org/files/2016/09/FV_JornadesFormacióPDI_oct2016-1.pdf" target="_blank">PROGRAMA EN PDF</a></p>
<p>
 Cal confirmar la participaci&oacute; abans del 3 d&rsquo;octubre.<br />
 L&rsquo;assist&egrave;ncia com a m&iacute;nim al 80% de les sessions d&oacute;na dret a l&rsquo;obtenci&oacute; d&rsquo;un certificat.</p>
<div>
 &nbsp;</div>
]]></description>
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				<Placemark>
					<name><![CDATA[Curs d&#39;Estratègies d&#39;Aprenentatge de Llengües Estrangeres 2016: Llengua de Signes Catalana (LSC)]]></name>
					<description><![CDATA[<p style="margin-left: 18pt; text-align: center;">
 <span style="font-family:verdana,geneva,sans-serif;"><strong><span style="font-size:14px;">Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres 2016: llengua de signes catalana (LSC)</span></strong></span></p>
<p style="text-align: justify;">
 <span style="font-size:12px;"><span style="font-family:verdana,geneva,sans-serif;">L&rsquo;objectiu b&agrave;sic del curs &eacute;s oferir als estudiants els instruments necessaris per poder abordar aut&ograve;nomament l&rsquo;aprenentatge de la llengua de signes catalana (LSC). Paral&middot;lelament, el curs treballa les compet&egrave;ncies receptives i productives del nivell inicial del Marc Europeu Com&uacute; de Refer&egrave;ncia per a les Lleng&uuml;es, per tal que els estudiants assoleixin el nivell m&iacute;nim exigit (A1+) en comen&ccedil;ar les assignatures d&rsquo;idioma en els graus de <em>Traducci&oacute; i Interpretaci&oacute;</em> i <em>Lleng&uuml;es Aplicades</em>. Cal tenir en compte que l&rsquo;activitat no &eacute;s un curs &ldquo;tradicional&rdquo; d&rsquo;idiomes -si ho fos recomanar&iacute;em als estudiants que cursessin l&rsquo;oferta d&rsquo;UPF Idiomes- sin&oacute; que &eacute;s un curs que no queda cobert per l&rsquo;oferta formativa externa existent.</span></span></p>
<p style="text-align: justify;">
 <span style="font-size:12px;"><span style="font-family:verdana,geneva,sans-serif;">L&rsquo;experi&egrave;ncia ens ha mostrat que la informaci&oacute; sobre requisits de coneixement d&rsquo;idiomes que reben els nous estudiants en fer les tutories de primer curs no &eacute;s suficient perqu&egrave; els assoleixin de manera aut&ograve;noma. Per aix&ograve; creiem necessari que, en una primera fase d&rsquo;ensenyament/aprenentatge presencial, complementada amb activitat docent en l&iacute;nia, els fem conscients de les seves necessitats i de les millors estrat&egrave;gies per comen&ccedil;ar i/o continuar l&rsquo;aprenentatge dels idiomes durant el primer trimestre.</span></span></p>
<p style="text-align: justify;">
 <span style="font-size:12px;"><span style="font-family:verdana,geneva,sans-serif;">Amb aquest curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de la llengua de signes catalana (LSC) esperem que els estudiants de l&rsquo;ensenyament secundari arribin a les assignatures d&rsquo;Idioma i de Traducci&oacute; amb els coneixements m&iacute;nims indispensables per abordar amb &egrave;xit el primer curs dels seus estudis. El curs s&rsquo;adre&ccedil;a als estudiants de primer curs de la Facultat de Traducci&oacute; i Interpretaci&oacute; que tenen la llengua de signes catalana (LSC) com a idioma dels seus estudis, per&ograve; &eacute;s obert a altres membres de la comunitat universit&agrave;ria de la UPF que hi puguin tenir inter&egrave;s.</span></span></p>
<p>
 <span style="font-size:12px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>Import, Inscripci&oacute; i pagament:</strong></span></span><span style="font-family:verdana,geneva,sans-serif;"><strong>&nbsp;</strong></span><span style="font-family: verdana, geneva, sans-serif;">El curs t&eacute; un preu de 135 &euro;.&nbsp;</span></p>
<p style="text-align: justify;">
 <span style="font-size:12px;"><span style="font-family:verdana,geneva,sans-serif;">S&rsquo;estableix una &uacute;nica modalitat de pagament, amb un pagament &uacute;nic per TPV (targeta de cr&egrave;dit) i transfer&egrave;ncia. Cal fer el pagament el dia 23 de setembre com a tard. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu" style="font-size: 14px;">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es: LSC&rdquo;.</span></span></p>
<p>
 &nbsp;</p>
<p>
 &nbsp;</p>
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					<name><![CDATA[Curs d&#39;estratègies d&#39;aprenentatge de llengües estrangeres 2016]]></name>
					<description><![CDATA[<p style="text-align: justify;">
 <strong>Curs d&#39;estrat&egrave;gies d&#39;aprenentatge de lleng&uuml;es estrangeres</strong></p>
<p style="text-align: justify;">
 L&rsquo;objectiu b&agrave;sic del curs &eacute;s oferir als estudiants els instruments necessaris per poder abordar aut&ograve;nomament l&rsquo;aprenentatge de la seva segona llengua estrangera (franc&egrave;s, alemany i LSC). Paral&middot;lelament, es pret&eacute;n treballar les compet&egrave;ncies receptives i productives del nivell inicial del Marc Europeu Com&uacute; de Refer&egrave;ncia per tal d&rsquo;assolir el nivell m&iacute;nim exigit (A1+) en comen&ccedil;ar les assignatures d&rsquo;idioma en els graus de <em>Traducci&oacute; i Interpretaci&oacute;</em> i <em>Lleng&uuml;es Aplicades</em>. Cal precisar que l&rsquo;activitat no &eacute;s un curs &ldquo;tradicional&rdquo; d&rsquo;idiomes -si ho fos recomanar&iacute;em als estudiants que cursessin l&rsquo;oferta d&rsquo;UPF Idiomes- sin&oacute; que &eacute;s un curs que no queda cobert per l&rsquo;oferta formativa existent.</p>
<p style="text-align: justify;">
 L&rsquo;experi&egrave;ncia ens ha mostrat que la informaci&oacute; sobre requisits de coneixement d&rsquo;idiomes que reben els nous estudiants en fer les tutories de primer curs no &eacute;s suficient perqu&egrave; els assoleixin de manera aut&ograve;noma. Per aix&ograve; creiem necessari que, en una primera fase d&rsquo;ensenyament/aprenentatge presencial, els fem conscients de les seves necessitats i de les millors estrat&egrave;gies per comen&ccedil;ar i/o continuar l&rsquo;aprenentatge dels idiomes al primer trimestre.</p>
<p style="text-align: justify;">
 Amb aquest curs esperem que els alumnes de l&rsquo;ensenyament secundari arribin a les assignatures d&rsquo;Idioma i de Traducci&oacute; amb els coneixements m&iacute;nims indispensables per abordar amb &egrave;xit el primer curs dels seus estudis. D&rsquo;altra banda, pel que fa a la LSC, tenim la certesa que no existeix en el nostre context immediat cap formaci&oacute; equivalent que poguessin seguir els nostres estudiants.</p>
<p>
 <strong>Continguts:&nbsp;</strong><strong>Estrat&egrave;gies (</strong>Planificaci&oacute;, Recursos, Monitoratge i Avaluaci&oacute;) i <strong>Activitats comunicatives (</strong>Recepci&oacute;, Interacci&oacute; i Producci&oacute;).</p>
<p>
 <strong>Import:&nbsp;</strong> 290 &euro;</p>
<p>
 &nbsp;</p>
<p>
 <strong>S&rsquo;estableixen dues modalitats de pagament:</strong></p>
<p>
 <strong>- Pagament &uacute;nic&nbsp;: pagament per TPV (targeta de cr&egrave;dit) i transfer&egrave;ncia. </strong></p>
<p>
 Cal fer el pagament el dia 27 de juliol del 2016 com a tard. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: pagament &uacute;nic Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres&rdquo;.</p>
<p>
 &nbsp;</p>
<p>
 <strong>- Pagament fraccionat en 2 terminis&nbsp;: pagament per TPV (targeta de cr&egrave;dit) i transfer&egrave;ncia.</strong></p>
<ul>
 <li style="text-align: justify;">
  <strong>Primer termini: 190 &euro;</strong>. Cal fer el primer pagament&nbsp;<strong>el dia 27 de juliol del 2016&nbsp;com a tard</strong>. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: primer termini Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres&rdquo;.</li>
 <li style="text-align: justify;">
  <strong>Segon termini: 100 &euro;.</strong> Cal fer el segon pagament&nbsp;&nbsp;<strong>entre els dies 28 de juliol i 26 d&rsquo;agost del 2016, ambd&oacute;s inclosos</strong>. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: segon termini Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres&quot;.</li>
</ul>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 &nbsp;</p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 <span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-weight: 700; max-width: 100%;">Dades banc&agrave;ries per fer la transfer&egrave;ncia</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 <span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-size: 12px;">Nom: Universitat Pompeu Fabra. CRI Campus Comunicaci&oacute;</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 <span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-size: 12px;">Entitat: Banc de Sabadell</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 <span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-size: 12px;">Adre&ccedil;a: Via Laietana 47. 08003 Barcelona</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 <span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-size: 12px;">Compte:&nbsp;<span style="margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-weight: 700; max-width: 100%;">ES46-0081-0603-07-0001371245 &nbsp;</span></span><span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; font-size: 12px; line-height: normal;">BIC:&nbsp;</span><span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; font-size: 12px; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-weight: 700; max-width: 100%;">BSABESBB</span></p>
<p>
 &nbsp;</p>
]]></description>
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					<name><![CDATA[Aprendizaje de ELE y discurso: enseñanza del léxico desde una perspectiva textual]]></name>
					<description><![CDATA[<p>
 <span style="font-size:14px;"><strong>Aprendizaje de ELE y discurso: ense&ntilde;anza del l&eacute;xico desde una perspectiva textual</strong></span></p>
<p>
 <u style="text-align: justify;"><strong>Objetivos</strong></u></p>
<p style="text-align: justify;">
 El curso, ofrecido en colaboraci&oacute;n con el Instituto Cervantes, se dirije a profesionales de la ense&ntilde;anza del espa&ntilde;ol como lengua extranjera, tanto profesores como editores y autores de materiales. Tiene como objetivo proponer una&nbsp;<strong>aproximaci&oacute;n a la ense&ntilde;anza del vocabulario en ELE que atienda a la perspectiva textual discursiva.&nbsp;</strong>Con este fin, se conjugar&aacute;n las propuestas del enfoque l&eacute;xico y de algunas concepciones recientes sobre el vocabulario con las aportaciones del an&aacute;lisis del texto y el discurso. En este sentido, se tratar&aacute; de superar la visi&oacute;n del vocabulario como un mero listado de unidades aisladas, del que se deriva un aprendizaje del mismo desconectando de su uso, para proponer una concepci&oacute;n del l&eacute;xico como un complejo de relaciones de muy diverso tipo entre unidades l&eacute;xicas, algunas de las cuales s&oacute;lo se actualizan en el uso de los textos. Desde esta perspectiva, se profundizar&aacute; tanto en el papel del vocabulario en la organizaci&oacute;n del texto como en el potencial para el apredizaje de relaciones (morfol&oacute;gicas, por significado, combinatorias, colocacionales, etc.) que unas palabras establecen con otras.</p>
<p style="text-align: justify;">
 El curso tiene una doble vertiente, te&oacute;rica y aplicada. En ambos casos, la metodolog&iacute;a se basa en la interacci&oacute;n participativa entre los asistentes:</p>
<ul>
 <li style="text-align: justify;">
  En la vertiente te&oacute;rica, se debatir&aacute; sobre diversos aspectos relativos al vocabulario, a partir del an&aacute;lisis y la discusi&oacute;n por parte de los asistentes de datos de diverso tipo.</li>
 <li style="text-align: justify;">
  En la vertiente aplicada, los asistentes analizar&aacute;n y elaborar&aacute;n en equipor de tres o cuatro miembros, con el asesoramiento de docentes, actividades y materiales de clase, incorporando los conceptos presentados en la vertiente te&oacute;rica.</li>
</ul>
<p style="text-align: justify;">
 Los objetivos espec&iacute;ficos del curso se cifran en los siguientes puntos:</p>
<ul>
 <li style="text-align: justify;">
  Familiarizarse con una visi&oacute;n de la palabra como unidad integrada de informaci&oacute;n sem&aacute;ntica, gramatical y discursiva, y reflexionar sobre las consecuencias que esta visi&oacute;n tiene para el aprendizaje/ense&ntilde;anza del vocabulario.</li>
 <li style="text-align: justify;">
  Profundizar en la relaci&oacute;n entre el vocabulario y el discurso, entendiendo el papel que el vocabulario desempe&ntilde;a en la funci&oacute;n del texto.</li>
 <li style="text-align: justify;">
  Examinar las relaciones entre las unidades l&eacute;xicas, especialmente las sem&aacute;nticas y las colocacionales, desde la perspectiva de la ense&ntilde;anza.</li>
 <li style="text-align: justify;">
  Aplicar algunos principios del enfoque l&eacute;xico para mejorar la ense&ntilde;anza/aprendizaje del vocabulario.</li>
</ul>
<p style="text-align: justify;">
 En una plataforma virtual de aprendizaje, se colgar&aacute; el dossier de materiales y la presentaciones de los profesores. Por esta raz&oacute;n, se aconseja acudir al curso con un dispositivo m&oacute;vil con acceso a Internet.</p>
<p style="text-align: justify;">
 &nbsp;</p>
<p style="text-align: justify;">
 <u><strong>Direcci&oacute;n</strong></u></p>
<p style="text-align: justify;">
 Sergi Torner Castells - Universitat Pompeu Fabra</p>
<p style="text-align: justify;">
 &nbsp;</p>
<p style="text-align: justify;">
 <u><strong>Duraci&oacute;n y calendario</strong></u></p>
<ul>
 <li style="text-align: justify;">
  Duraci&oacute;n del curso: 20 horas</li>
 <li style="text-align: justify;">
  Horario: de 9.30h a 14.00h, con una pausa de media hora</li>
 <li style="text-align: justify;">
  Calendario: desde el 5 al 9 de septiembre de 2016</li>
</ul>
]]></description>
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				<Placemark>
					<name><![CDATA[VIII Workshop sobre la prosòdia del català]]></name>
					<description><![CDATA[<p>El <strong>Workshop sobre la prosòdia del català</strong> (anteriorment «Workshop sobre entonació del català i Cat_ToBI») arriba a la 8a edició. En aquest workshop s'hi accepten propostes de comunicacions sobre qualsevol aspecte suprasegmental de la llengua catalana des d'un punt de vista fonètic i fonològic. També s'hi accepten contribucions a la recerca interdisciplinària sobre prosòdia catalana, incloent-hi la interfície entre prosòdia i pragmàtica, prosòdia i sintaxi, prosòdia i gestualitat, prosòdia i adquisició, entre altres.</p>

<p>El propòsit d'aquesta trobada és servir de fòrum de discussió i debat sobre la fonètica i fonologia suprasegmentals del català i de les seves implicacions per a la representació formal. Les ponències que es duran a terme en aquest workshop se seleccionaran mitjançant un procés d'arbitratge dut a terme per investigadors d’experiència reconeguda en el camp de l’estudi de l’entonació del català.</p>

<p>Aquesta vuitena edició del workshop està organitzada pel Grup d'Estudis de Prosòdia i ha comptat amb el suport del Departament de Traducció i Ciències del Llenguatge. </p>

<h2>Ponent convidada</h2>

<p><img alt="" src="/_files/_event/_115388/_editorFiles/file/mvanrell.jpg" style="margin: 10px 20px; width: 122px; height: 132px; float: left;" /><em><strong><a href="https://mariadelmarvanrell.cat">Maria del Mar Vanrell</a> </strong>(Freie Universität Berlin)</em> és investigadora postdoctoral/instructora a la Freie Universität Berlin (Alemanya). Es va llicenciar en Filologia Catalana a la Universitat de les Illes Balears l’any 2003. Després va treballar durant dos anys com a professora associada a la Universitat Autònoma de Barcelona, on va defensar la tesi doctoral el 2011. Del setembre 2011 al setembre 2013 va treballar com a investigadora postdoctoral Aliança 4U a la Universidad Autónoma de Madrid.  La seva activitat investigadora se centra en la fonologia entonativa de les llengües romàniques, la percepció i el processament del llenguatge, i la prosòdia i les seves interfícies gramaticals. La seva trajectòria científica inclou més de 60 publicacions, al voltant de 20 xerrades com a ponent convidada a institucions nacionals/internacionals, i unes 100 presentacions a congressos nacionals/internacionals. Ha estat revisora de més de 20 articles/resums a revistes i congressos internacionals, i ha dirigit recerca de màster. El 2010 va obtenir el premi <em>Best Student Paper</em> a l’Speech Prosody 2010 (Chicago, EUA). Ha ensenyat cursos de llengua i de lingüística a institucions nacionals/internacionals (<span lang="EN-US" xml:lang="EN-US">Universitat Autònoma de Barcelona, Consejo Superior de Investigaciones Científicas, Freie Universität Berlin, Universidad de Costa Rica, entre d‘altres).</span></p>

<p><strong>Interfície prosòdia-sintaxi i variació dialectal en les interrogatives del català I l'espanyol</strong></p>

<p>En aquest estudi investiguem com la prosòdia interactua amb l'ordre de mots per expressar la modalitat interrogativa en diferents varietats de dues llengües iberoromàniques, el català i l'espanyol. Es va analitzar prosòdicament i sintàctica un corpus obtingut mitjançant el mètode de la Tasca de Compleció del Discurs. Les dades mostren que l'absència de marcatge sintàctic (mot-<em>qu</em>, inversió subjecte-verb o dislocació del subjecte) tendeix a correspondre's amb un marcatge entonatiu més prominent. Per tant, les interrogatives parcials afavoreixen contorns entonatius descendents. En canvi, les interrogatives absolutes es poden classificar depenent del to nuclear (preferència per tons baixos en català i alts en espanyol) i pel to de frontera final (baix per a les varietats que marquen les interrogatives mitjançant la sintaxi, i opcionalment alt per a les varietats que no presenten marcatge sintàctic d'una manera obligatòria).</p>

<p><strong>The prosody-syntax interface and dialectal variation in Catalan and Spanish interrogatives</strong></p>

<p>In this study we investigate how prosody interacts with word order in the expression of interrogativity in different varieties of two Ibero-Romance languages, Catalan and Spanish. We analyze a corpus obtained by means of the Discourse Completion Task Methodology. The collected data were prosodically and syntactically annotated and show that the absence of syntactic marking (<em>wh</em>-word, subject-verb inversion or subject dislocation) for questions tends to correspond to a more salient intonational marking. Thus, wh-questions favor general falling intonational patterns. By contrast, yes-no questions can be classified depending on the nuclear tone (with preference for low tones in Catalan and high tones in Spanish) and final tone (low for language varieties with subject inversion or dislocation, but optionally high for those that do not present syntactic marking in a mandatory way).</p>

<p> </p>

<h2>Organització</h2>

<p>Aquest workshop està organitzat per una xarxa de grups que fan recerca en prosòdia de la <a href="http://www.upf.edu/">Universitat Pompeu Fabra</a>, la <a href="http://www.ub.edu/">Universitat de Barcelona,</a> l’<a href="http://www.ime.cat/">Institut Menorquí d’Estudis</a> i la <a href="https://www.uib.cat/">Univesitat de les Illes Balears</a> i ha comptat amb el suport del Departament de Traducció i Ciències del Llenguatge de la UPF. Les sessions del workshop es duran a terme a la Sala de Graus de la Universitat Pompeu Fabra (sala 55.309) del Campus de la Comunicació-Poblenou de la UPF.</p>

<p>Enguany, al final del workshop, plantegem la següent <em><strong>sessió col·laborativa de transcripció entonativa</strong></em>, on es discutiran exemples especialment difícils, problemàtics o interessants en el marc del Cat_ToBI. Tota persona interessada a participar-hi i proporcionar-hi exemples cal que ho comuniqui a en Santiago González (santiago.gonzalez@upf.edu).</p>

<ul>
	<li>Sessió col·laborativa de transcripció en Cat_ToBI (1h aprox).Coords: Santiago González, Paolo Roseano, Maria del Mar Vanrell</li>
</ul>

<p> </p>

<p style="text-align: center;"><a href="http://www.upf.edu/"><img alt="UPF" src="/_files/_event/_115072/_editorFiles/file/logo_upf.png" style="border-width: 0px; width: 167px; height: 56px; margin: 15px;" /></a> <a href="http://www.upf.edu/"><img alt="UIB" src="/_files/_event/_115072/_editorFiles/file/290326_nuevo-logo-uib_grande.jpeg" style="border-width: 0px; width: 174px; height: 56px; margin: 15px;" /></a> <a href="http://www.ime.cat/" target=""><img alt="IME" src="/_files/_event/_115072/_editorFiles/file/logo_ime.png" style="border-width: 0px; width: 143px; height: 56px; margin: 15px;" /></a> <a href="http://www.ub.edu/" target=""><img alt="UB" src="/_files/_event/_115072/_editorFiles/file/logo_ub.png" style="border-width: 0px; width: 207px; height: 56px; margin: 15px;" /></a></p>

<p style="text-align: center;"><a href="https://www.upf.edu/web/grepg" target=""><img alt="Grup d'Estudis de Prosòdia" src="/_files/_event/_115072/_editorFiles/file/GrPEG_cat.png" style="border-width: 0px; width: 337px; height: 56px; margin: 15px;" /></a></p>

<p> </p>
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					<name><![CDATA[4th. Barcelona Summer School on Bilingualism and Multilingualism]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <img alt="" height="280" src="http://eventum.upf.edu/_files/_event/_746/_editorFiles/image/image.jpeg" width="582" /></p>
<p align="center" style="margin-left:18.0pt;">
 &nbsp;</p>
<p align="center" style="margin-left:18.0pt;">
 <strong><span style="font-size:11px;"><span style="font-family: arial,helvetica,sans-serif;"><big>4th BARCELONA SUMMER SCHOOL ON BILINGUALISM AND MULTILINGUALISM </big></span></span></strong></p>
<p align="center" style="margin-left:18.0pt;">
 <span style="font-size:11px;"><span style="font-family: arial,helvetica,sans-serif;"><big><strong>(14-17 setembre, 2015)</strong></big></span></span></p>
<p>
 L&rsquo;escola d&rsquo;estiu &ldquo;4th Barcelona Summer School on Bilingualism and Multilingualism&rdquo; (BSBM) est&agrave; dirigida a alumnes de programes de doctorat i alumnes de programes de m&agrave;ster a nivell internacional. Repetim la mateixa f&oacute;rmula que es va dissenyar per a la primera edici&oacute; d&rsquo;aquesta escola al setembre de 2009 a la UPF, coorganitzada amb la Universitat de Nova York (Albany, EUA).</p>
<p style="text-align: justify;">
 <span style="font-size:11px;"><span style="font-family:arial,helvetica,sans-serif;"><big>Aquesta quarta edici&oacute; presentar&agrave; els &uacute;ltims aven&ccedil;os de la recerca en l&rsquo;&agrave;mbit del biling&uuml;isme i el multiling&uuml;isme. Aix&ograve; ens permetr&agrave; oferir una visi&oacute; global d&rsquo;aquestes disciplines.</big></span></span></p>
<p style="text-align: justify;">
 <span style="font-size:11px;"><span style="font-family:arial,helvetica,sans-serif;"><big>Aquest esdeveniment beneficiar&agrave; tant els estudiants que s&rsquo;hi apuntin com tamb&eacute; tot el departament i la universitat per l&rsquo;inter&egrave;s excepcional del tema i la promin&egrave;ncia del professorat convidat.</big></span></span></p>
<p style="text-align: justify;">
 <span style="font-size:11px;"><span style="font-family:arial,helvetica,sans-serif;"><big>La BSBM s&rsquo;ajusta als objectius del pla de recerca vigent, ja que vol impulsar la qualitat de la recerca que es fa a Catalunya en l&rsquo;&agrave;mbit de l&rsquo;adquisici&oacute; i l&rsquo;&uacute;s de les lleng&uuml;es en contextos multiling&uuml;es, socials i individuals com a mitj&agrave; per millorar la integraci&oacute; total en el marc europeu. Pret&eacute;n mobilitzar diverses universitats europees i internacionals i aix&iacute; aportar experts d&rsquo;arreu i alhora atraure participants de tot el m&oacute;n.</big></span></span></p>
<p style="text-align: justify;">
 <span style="font-size:11px;"><span style="font-family:arial,helvetica,sans-serif;"><big>Cal dir que el p&uacute;blic participant al qual va dirigida principalment aquesta activitat s&oacute;n investigadors en formaci&oacute;, la qual cosa fa que tingui un potencial de divulgaci&oacute; important. La conviv&egrave;ncia entre joves investigadors internacionals i catalans contribuir&agrave; a generar interaccions enriquidores per al futur immediat i tamb&eacute; a llarg termini.</big></span></span></p>
<p style="text-align: justify;">
 <span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:14px;"><a href="http://www.upf.edu/bsbm/" style="font-family: arial, helvetica, sans-serif; font-size: 11px;">Web</a></span></span><big><span style="font-family:arial,helvetica,sans-serif;"> de la Summer School on Bilingualism and Multilingualism.</span></big></span></p>
<p style="margin-left: 18pt; text-align: justify;">
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<p style="margin-left: 18pt; text-align: justify;">
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<p align="center" style="margin-left:18.0pt;">
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]]></description>
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					<name><![CDATA[Curs d&#39;estratègies d&#39;aprenentatge de llengües estrangeres 2015]]></name>
					<description><![CDATA[<p style="text-align: justify;">
 <strong>Curs d&#39;estrat&egrave;gies d&#39;aprenentatge de lleng&uuml;es estrangeres</strong></p>
<p style="text-align: justify;">
 L&rsquo;objectiu b&agrave;sic del curs &eacute;s oferir als estudiants els instruments necessaris per poder abordar aut&ograve;nomament l&rsquo;aprenentatge de la seva segona llengua estrangera (franc&egrave;s, alemany i LSC). Paral&middot;lelament, es pret&eacute;n treballar les compet&egrave;ncies receptives i productives del nivell inicial del Marc Europeu Com&uacute; de Refer&egrave;ncia per tal d&rsquo;assolir el nivell m&iacute;nim exigit (A1+) en comen&ccedil;ar les assignatures d&rsquo;idioma en els graus de <em>Traducci&oacute; i Interpretaci&oacute;</em> i <em>Lleng&uuml;es Aplicades</em>. Cal precisar que l&rsquo;activitat no &eacute;s un curs &ldquo;tradicional&rdquo; d&rsquo;idiomes -si ho fos recomanar&iacute;em als estudiants que cursessin l&rsquo;oferta d&rsquo;UPF Idiomes- sin&oacute; que &eacute;s un curs que no queda cobert per l&rsquo;oferta formativa existent.</p>
<p style="text-align: justify;">
 L&rsquo;experi&egrave;ncia ens ha mostrat que la informaci&oacute; sobre requisits de coneixement d&rsquo;idiomes que reben els nous estudiants en fer les tutories de primer curs no &eacute;s suficient perqu&egrave; els assoleixin de manera aut&ograve;noma. Per aix&ograve; creiem necessari que, en una primera fase d&rsquo;ensenyament/aprenentatge presencial, els fem conscients de les seves necessitats i de les millors estrat&egrave;gies per comen&ccedil;ar i/o continuar l&rsquo;aprenentatge dels idiomes al primer trimestre.</p>
<p style="text-align: justify;">
 Amb aquest curs esperem que els alumnes de l&rsquo;ensenyament secundari arribin a les assignatures d&rsquo;Idioma i de Traducci&oacute; amb els coneixements m&iacute;nims indispensables per abordar amb &egrave;xit el primer curs dels seus estudis. D&rsquo;altra banda, pel que fa a la LSC, tenim la certesa que no existeix en el nostre context immediat cap formaci&oacute; equivalent que poguessin seguir els nostres estudiants.</p>
<p>
 <strong>Continguts:&nbsp;</strong><strong>Estrat&egrave;gies (</strong>Planificaci&oacute;, Recursos, Monitoratge i Avaluaci&oacute;) i <strong>Activitats comunicatives (</strong>Recepci&oacute;, Interacci&oacute; i Producci&oacute;).</p>
<p>
 <strong>Import:&nbsp;</strong> 260 &euro;</p>
<p>
 &nbsp;</p>
<p>
 <strong>S&rsquo;estableixen dues modalitats de pagament:</strong></p>
<p>
 <strong>- Pagament &uacute;nic&nbsp;: pagament per TPV (targeta de cr&egrave;dit) i transfer&egrave;ncia. </strong></p>
<p>
 Cal fer el pagament el dia 27 de juliol del 2015 com a tard. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: pagament &uacute;nic Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres &rdquo;.</p>
<p>
 &nbsp;</p>
<p>
 <strong>- Pagament fraccionat en 2 terminis&nbsp;: pagament per TPV (targeta de cr&egrave;dit) i transfer&egrave;ncia.</strong></p>
<ul>
 <li style="text-align: justify;">
  <strong>Primer termini: 160 &euro;</strong>. Cal fer el primer pagament&nbsp;<strong>el dia 27 de juliol del 2015 com a tard</strong>. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: primer termini Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres&rdquo;.</li>
 <li style="text-align: justify;">
  <strong>Segon termini: 100 &euro;.</strong> Cal fer el segon pagament&nbsp;&nbsp;<strong>entre els dies 28 de juliol i 26 d&rsquo;agost de 2015, ambd&oacute;s inclosos</strong>. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: segon termini Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres&quot;.</li>
</ul>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 &nbsp;</p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 <span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-weight: 700; max-width: 100%;">Dades banc&agrave;ries per fer la transfer&egrave;ncia</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 <span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-size: 12px;">Nom: Universitat Pompeu Fabra. CRI Campus Comunicaci&oacute;</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 <span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-size: 12px;">Entitat: Banc de Sabadell</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 <span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-size: 12px;">Adre&ccedil;a: Via Laietana 47. 08003 Barcelona</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; word-wrap: break-word; list-style-position: inside; max-width: 100%;">
 <span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-size: 12px;">Compte:&nbsp;<span style="margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-weight: 700; max-width: 100%;">ES46-0081-0603-07-0001371245 &nbsp;</span></span><span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; font-size: 12px; line-height: normal;">BIC:&nbsp;</span><span style="font-family: 'Helvetica Neue', helvetica, arial, sans-serif; font-size: 12px; line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-weight: 700; max-width: 100%;">BSABESBB</span></p>
<p>
 &nbsp;</p>
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					<name><![CDATA[Curs d&#39;Estratègies d&#39;Aprenentatge de Llengües Estrangeres: Llengua de Signes Catalana (LSC)]]></name>
					<description><![CDATA[<p style="text-align: justify;">
 El <strong>Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres: llengua de signes catalana (LSC)&nbsp;</strong>vol oferir als estudiants els instruments necessaris perqu&egrave; puguin abordar aut&ograve;nomament l&#39;aprenentatge de la llengua de signes catalana (LSC) abans d&rsquo;iniciar l&rsquo;activitat docent curricular de l&rsquo;idioma. Paral&middot;lelament, es pret&eacute;n treballar les compet&egrave;ncies receptives i productives del nivell inicial del Marc Europeu Com&uacute; de Refer&egrave;ncia per tal d&rsquo;assolir el nivell m&iacute;nim exigit (A1+) en comen&ccedil;ar les assignatures d&rsquo;idioma en els graus de o<em>Traducci&oacute; i Interpretaci&oacute;</em> i <em>Lleng&uuml;es Aplicades</em> amb garanties d&rsquo;&egrave;xit.&nbsp;Els seus&nbsp;<strong style="font-family: tahoma, geneva, sans-serif;">continguts </strong>contemplen: Estrat&egrave;gies (Planificaci&oacute;, Recursos, Monitoratge i Avaluaci&oacute;) i Activitats comunicatives (recepci&oacute;, interacci&oacute; i producci&oacute;)</p>
<p style="text-align: justify;">
 <strong>Calendari i horari</strong>: Tots els divendres de 9 a 13 hores, del 24 d&#39;octubre al 5 de desembre</p>
<p style="text-align: justify;">
 <strong style="font-family: tahoma, geneva, sans-serif;">Lloc on s&rsquo;imparteix:&nbsp;</strong>Campus del Poblenou - Universitat Pompeu Fabra</p>
<p style="text-align: justify;">
 <strong>Aula:</strong> 52.205-207 (excepte el 5 de desembre que es far&agrave; a l&#39;aula 52.423)</p>
<p style="text-align: justify;">
 <strong>Preu:</strong> 125 euros</p>
<p style="text-align: justify;">
 <strong>Inscripcions:</strong>&nbsp;Aneu a pestanya <strong>&quot;PREUS I INSCRIPCIONS&quot;</strong></p>
<p style="text-align: justify;">
 &nbsp;</p>
<p>
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					<name><![CDATA[Online Terminology Program. English edition (2014-2016)]]></name>
					<description><![CDATA[<p>
 The <strong>Online Terminology program</strong> is adaptable to the students&#39; formative needs. Each module can be taken independently, or a complete postgraduate program can be built progressively by taking the following levels:</p>
<table border="0" cellpadding="2" cellspacing="3">
 <thead>
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   <th scope="col" style="text-align: left;">
    &nbsp;</th>
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    <strong>Program dates</strong></th>
  </tr>
 </thead>
 <tbody>
  <tr>
   <td>
    <a href="http://eventum.upf.edu/event_detail/2337/sections/1800/master-online-in-terminology.html">Online Master in Terminology</a></td>
   <td>
    Closed</td>
   <td style="text-align: center;">
    <div>
     14 Jan 2015</div>
    <div>
     18 July 2016</div>
   </td>
  </tr>
  <tr>
   <td>
    <a href="http://eventum.upf.edu/event_detail/2337/sections/1801/course-of-postgraduate-studies_-foundations-of-terminology.html">Course of Postgraduate Studies:<br />
    Foundations of Terminology</a></td>
   <td>
    Closed</td>
   <td style="text-align: center;">
    <div>
     14 Jan 2015</div>
    <div>
     17 Mar 2015</div>
   </td>
  </tr>
  <tr>
   <td>
    <a href="http://eventum.upf.edu/event_detail/2337/sections/1802/diploma-of-postgraduate-studies_-terminology-and-professional-needs.html">Diploma of Postgraduate Studies:<br />
    Terminology and Professional Needs</a></td>
   <td>
    <p>
     Closed</p>
   </td>
   <td style="text-align: center;">
    <div>
     08 Apr 2015</div>
    <div>
     24 Jul 2015</div>
   </td>
  </tr>
  <tr>
   <td>
    <a href="http://eventum.upf.edu/event_detail/2337/sections/1803/workshop-i_-methodology-for-terminology-work.html">Workshop I<br />
    Methodology for Terminology Work</a></td>
   <td>
    <p>
     Closed<br />
     &nbsp;</p>
   </td>
   <td style="text-align: center;">
    <div>
     21 Oct 2015<br />
     22 Dec 2015</div>
   </td>
  </tr>
  <tr>
   <td>
    <a href="http://eventum.upf.edu/event_detail/2337/sections/1805/workshop-ii_-troubleshooting-in-terminology-work.html">Workshop II<br />
    Troubleshooting in Terminology Work</a></td>
   <td>
    Closed<br />
    &nbsp;</td>
   <td style="text-align: center;">
    <div align="center">
     20 Jan 2016</div>
    <div>
     8 Mar 2016</div>
   </td>
  </tr>
  <tr>
   <td>
    <a href="http://eventum.upf.edu/event_detail/2337/sections/1804/workshop-iii_-terminology-management-for-translation-memories.html">Workshop III<br />
    Terminology Management for Translation Memories</a></td>
   <td>
    Closed<br />
    &nbsp;</td>
   <td style="text-align: center;">
    6 April2016<br />
    17 May 2016</td>
  </tr>
  <tr>
   <td>
    <a href="http://eventum.upf.edu/event_detail/2337/sections/1806/workshop-iv_-neology.html">Workshop IV:<br />
    Neology</a></td>
   <td>
    Closed<br />
    &nbsp;</td>
   <td style="text-align: center;">
    &nbsp;8&nbsp;Jun 2016<br />
    26 Jul 2016</td>
  </tr>
  <tr>
   <td>
    Master Project</td>
   <td>
    <span style="color:#b22222;">OPEN</span></td>
   <td style="text-align: center;">
    <div>
     14 Sep 2016</div>
    <div>
     Nov 2016</div>
   </td>
  </tr>
 </tbody>
</table>
<h3>
 Admission requirements</h3>
<p>
 University graduates and graduates of university-specific degree programmes. In exceptional cases, professionals without the required academic qualifications may be admitted depending on their professional experience.</p>
<h3>
 Enrolment</h3>
<ul>
 <li>
  Complete the online admission form.</li>
 <li>
  To complete your candidature, we will ask you to send us a series of documents that the Admissions Committee needs in order to be able to assess your profile and your suitability for the programme.
  <ul>
   <li>
    CV</li>
   <li>
    Photocopy of university degree (if you are in the last year of your degree, you can provide the academic transcript for admission)</li>
   <li>
    Photocopy of ID Card or Passport</li>
   <li>
    Passport-size photo (jpg format)</li>
   <li>
    Additional documentation may be requested in certain cases.</li>
  </ul>
 </li>
</ul>
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					<name><![CDATA[Curso de verano: Aprendizaje de ELE/L2 y discurso]]></name>
					<description><![CDATA[<p>
 <u><strong>Objetivos</strong></u></p>
<p>
 Este curso, ofrecido en colaboraci&oacute;n con el Instituto Cervantes, se dirige a profesionales de la ense&ntilde;anza del espa&ntilde;ol como lengua extranjera, tanto profesores como editores y autores de materiales y a estudiantes universitarios. Tiene como objetivo ampliar la formaci&oacute;n de estos profesionales en un &aacute;rea concreta, el an&aacute;lisis del discurso, que ha resultado muy fruct&iacute;fera en la did&aacute;ctica de segundas lenguas en los &uacute;ltimos a&ntilde;os, y se presenta como una propuesta que conjuga una perspectiva te&oacute;rica y descriptiva con la aplicaci&oacute;n de los conceptos presentados en el aula de ELE.</p>
<p>
 El curso profundiza en los conceptos clave de la ling&uuml;&iacute;stica del texto y el an&aacute;lisis del discurso m&aacute;s relevantes para la ense&ntilde;anza y aprendizaje del espa&ntilde;ol, que desarrolla en propuestas did&aacute;cticas concretas. Pretende ofrecer respuesta a preguntas como las siguientes: &iquest;qu&eacute; significa adoptar una perspectiva discursiva en el aula de ELE?; &iquest;qu&eacute; textos son los m&aacute;s adecuados para trabajar en clase en cada nivel?; &iquest;c&oacute;mo se ense&ntilde;a el vocabulario a trav&eacute;s del discurso?; &iquest;qu&eacute; gram&aacute;tica se aprende y c&oacute;mo?; &iquest;c&oacute;mo se eval&uacute;an todos estos aprendizajes?</p>
<p>
 <u><strong>Duraci&oacute;n y calendario</strong></u></p>
<ul>
 <li>
  Duraci&oacute;n del curso: 20 horas</li>
 <li>
  Horario: de 9.30 h a 14 h, con una pausa de media hora</li>
 <li>
  Calendario: del 1 al&nbsp;5 de septiembre de 2014</li>
 <li>
  Inscripci&oacute;n: hasta el 8 de agosto de 2014</li>
</ul>
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					<name><![CDATA[Prova concurs de traducció]]></name>
					<description><![CDATA[<div>
 <p>
  <strong><span style="font-size: 13px; color: rgb(0, 0, 0); font-family: Helvetica, Arial, sans-serif;">Curs d&#39;estrat&egrave;gies d&#39;aprenentatge de lleng&uuml;es</span></strong></p>
 <p style="text-align: justify;">
  <span style="font-family: arial, helvetica, sans-serif; text-align: justify; color: rgb(0, 0, 0); font-size: 13px;">L&rsquo;objectiu b&agrave;sic del curs &eacute;s oferir als estudiants els instruments necessaris per poder abordar aut&ograve;nomament l&rsquo;aprenentatge de la seva segona llengua estrangera (franc&egrave;s, alemany i LSC). Paral&middot;lelament, es pret&eacute;n treballar les compet&egrave;ncies receptives i productives del nivell inicial del Marc Europeu Com&uacute; de Refer&egrave;ncia per tal d&rsquo;assolir el nivell m&iacute;nim exigit (A1+) en comen&ccedil;ar les assignatures d&rsquo;idioma en els graus de&nbsp;</span><em style="font-family: arial, helvetica, sans-serif; text-align: justify; color: rgb(0, 0, 0); font-size: 13px;">Traducci&oacute; i Interpretaci&oacute;</em><span style="font-family: arial, helvetica, sans-serif; text-align: justify; color: rgb(0, 0, 0); font-size: 13px;">&nbsp;i&nbsp;</span><em style="font-family: arial, helvetica, sans-serif; text-align: justify; color: rgb(0, 0, 0); font-size: 13px;">Lleng&uuml;es Aplicades</em><span style="font-family: arial, helvetica, sans-serif; text-align: justify; color: rgb(0, 0, 0); font-size: 13px;">. Cal precisar que l&rsquo;activitat no &eacute;s un curs &ldquo;tradicional&rdquo; d&rsquo;idiomes -si ho fos recomanar&iacute;em als estudiants que cursessin l&rsquo;oferta d&rsquo;UPF Idiomes- sin&oacute; que &eacute;s un curs que no queda cobert per l&rsquo;oferta formativa existent.</span></p>
 <div class="text_article" style="font-family: Helvetica, Arial, sans-serif; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-size: 13px; max-width: 100%; color: rgb(0, 0, 0);">
  <div style="margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; max-width: 100%; text-align: justify;">
   <span style="font-family:arial,helvetica,sans-serif;"><strong>Import:</strong>&nbsp;300 &euro;</span></div>
  <div style="margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; max-width: 100%; text-align: justify;">
   &nbsp;</div>
 </div>
 <p>
  <strong><span style="font-family: arial, helvetica, sans-serif;">S&rsquo;estableixen dues modalitats de pagament:</span></strong></p>
 <p>
  <span style="font-size:12px;"><span style="font-family: arial,helvetica,sans-serif;">-<strong> Pagament &uacute;nic&nbsp;: pagament per TPV (targeta de cr&egrave;dit) o transfer&egrave;ncia</strong>. </span></span></p>
 <p>
  <span style="font-size:12px;"><span style="font-family: arial,helvetica,sans-serif;">Cal fer el pagament el dia <strong>28 de juliol del 2014 com a molt tard</strong>. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: pagament &uacute;nic Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres &rdquo;.</span></span></p>
 <p>
  <span style="font-size:12px;"><span style="font-family: arial,helvetica,sans-serif;">- <strong>Pagament fraccionat en 2 terminis&nbsp;: pagament <u>nom&eacute;s</u> per transfer&egrave;ncia.&nbsp;</strong></span></span></p>
 <ul>
  <li>
   <span style="font-size:12px;"><span style="font-family: arial,helvetica,sans-serif;"><strong>Primer termini: 200 &euro;.</strong> Cal fer el primer pagament, per transfer&egrave;ncia,<strong> el dia 28 de juliol del 2014 com a molt tard</strong>. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: primer termini Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres&rdquo;.</span></span></li>
 </ul>
 <ul>
  <li>
   <span style="font-size:12px;"><span style="font-family: arial,helvetica,sans-serif;"><strong>Segon termini: 100 &euro;.</strong> Cal fer el segon pagament, per transfer&egrave;ncia, <strong>entre els dies 29 de juliol i 27 d&rsquo;agost de 2014, ambd&oacute;s inclosos.</strong> Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: segon termini Curs d&rsquo;estrat&egrave;gies d&rsquo;aprenentatge de lleng&uuml;es estrangeres&rdquo;.</span></span></li>
 </ul>
 <p>
  <em><span style="font-size:12px;"><span style="font-family: arial,helvetica,sans-serif;">Abans del comen&ccedil;ament del curs, &eacute;s imprescindible haver abonat la totalitat.</span></span></em></p>
</div>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; max-width: 100%; color: rgb(0, 0, 0);">
 <span style="line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-weight: 700; max-width: 100%;">Dades banc&agrave;ries per fer la transfer&egrave;ncia</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; max-width: 100%; color: rgb(0, 0, 0);">
 <span style="font-size:12px;">Nom: Universitat Pompeu Fabra. CRI Campus Comunicaci&oacute;</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; max-width: 100%; color: rgb(0, 0, 0);">
 <span style="font-size:12px;">Entitat: Banc de Sabadell</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; max-width: 100%; color: rgb(0, 0, 0);">
 <span style="font-size:12px;">Adre&ccedil;a: Via Laietana 47. 08003 Barcelona</span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; max-width: 100%; color: rgb(0, 0, 0);">
 <span style="font-size:12px;">Compte:&nbsp;<span style="line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-weight: 700; max-width: 100%;">ES46-0081-0603-07-0001371245</span></span></p>
<p style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin: 0px 0px 15px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; border: 0px; outline: 0px; font-size: 13px; max-width: 100%; color: rgb(0, 0, 0);">
 <span style="font-size:12px;">BIC:&nbsp;<span style="line-height: normal; margin: 0px; padding: 0px; -webkit-margin-before: 0px; -webkit-margin-after: 0px; -webkit-margin-start: 0px; -webkit-margin-end: 0px; border: 0px; outline: 0px; font-weight: 700; max-width: 100%;">BSABESBB</span></span></p>
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					<name><![CDATA[Curs &quot;Aprofundiment en l&#39;aprenentatge de la LSC&quot;]]></name>
					<description><![CDATA[<p>
 Aquest curs &eacute;s obert a tota la comunitat universit&agrave;ria de la UPF.</p>
<p>
 Cal tenir un nivell previ m&iacute;nim d&#39;A2+ del MECR per poder cursar-lo satisfact&ograve;riament.&nbsp;</p>
<p>
 <strong>Durada del curs: </strong>15&nbsp;hores, del 2 de maig al 13 de juny tots els divendres de 10.30 a 12.30 hores</p>
<p>
 <strong>Import: &nbsp; 60</strong>&nbsp;&euro;</p>
<p>
 <strong>Inscripci&oacute; i pagament</strong></p>
<p>
 S&rsquo;estableix una &uacute;nica modalitat de pagament, en forma de pagament per TPV (targeta de cr&egrave;dit) i transfer&egrave;ncia. Cal fer el pagament el dia 29 d&rsquo;abril de 2014 com a tard. Cal fer arribar el comprovant de la transfer&egrave;ncia a l&rsquo;adre&ccedil;a <a href="mailto:secretaria.fti@upf.edu">secretaria.fti@upf.edu</a>, amb el t&iacute;tol del missatge &ldquo;Comprovant de pagament: pagament &uacute;nic curs LSC B1&rdquo;.</p>
<p>
 <strong>Dades banc&agrave;ries</strong></p>
<p>
 Nom: Universitat Pompeu Fabra. CRI Campus Comunicaci&oacute;</p>
<p>
 Entitat: Banc de Sabadell</p>
<p>
 Adre&ccedil;a: Via Laietana 47. 08003 Barcelona</p>
<p>
 Compte:&nbsp;<strong>ES46-0081-0603-07-0001371245</strong></p>
<p>
 BIC:&nbsp;<strong>BSABESBB</strong></p>
<p>
 &nbsp;</p>
<p>
 &nbsp;</p>
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					<name><![CDATA[3rd. Barcelona Summer School on Bi-and Multilingualism]]></name>
					<description><![CDATA[<h3>
 <span style="font-family:verdana,geneva,sans-serif;"><span style="font-size: 26px;"><span style="color: rgb(0, 0, 255);"><strong>3<sup>rd</sup> BARCELONA SUMMER SCHOOL </strong></span></span></span></h3>
<h3>
 <span style="font-family:verdana,geneva,sans-serif;"><span style="font-size: 26px;"><span style="color: rgb(0, 0, 255);"><strong>ON BI-AND MULTILINGUALISM</strong></span></span></span></h3>
<p>
 <img alt="" height="265" src="/_files/_event/_746/_editorFiles/image/image.jpeg" width="550" /></p>
<p>
 El objetivo de esta escuela de verano es reunir a destacados expertos, representantes de distintos enfoques disciplinarios, que presentar&aacute;n los m&aacute;s novedosos modelos de investigaci&oacute;n que abordan aspectos cognitivos, ling&uuml;&iacute;sticos y culturales del biling&uuml;ismo y el multiling&uuml;ismo.</p>
<p>
 La escuela est&aacute; dirigida tanto a estudiantes de grado y postgrado como a investigadores interesados en tener una visi&oacute;n actualizada del campo en un contexto acad&eacute;mico internacional.</p>
]]></description>
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					<name><![CDATA[V Workshop sobre la prosòdia del català]]></name>
					<description><![CDATA[<p>El <strong>Workshop sobre la prosòdia del català</strong> (anteriorment «Workshop sobre entonació del català i Cat_ToBI») arriba a la 5a edició amb la voluntat d'estendre les seves contribucions no només a l'àmbit de l'entonació sinó al de tota la prosòdia. En aquest workshop s'hi accepten propostes de comunicacions sobre qualsevol aspecte suprasegmental de la llengua catalana des d'un punt de vista fonètic i fonològic. També s'hi accepten contribucions a la recerca interdisciplinària sobre prosòdia catalana, incloent-hi la interfície entre prosòdia i pragmàtica, prosòdia i sintaxi, prosòdia i gestualitat, prosòdia i adquisició, entre altres.</p>

<p>El propòsit d'aquesta trobada és servir de fòrum de discussió i debat sobre la fonètica i fonologia suprasegmentals del català i de les seves implicacions per a la representació formal. Les ponències que  es duran a terme en aquest workshop se seleccionaran mitjançant un procés d'arbitratge dut a terme per  investigadors d’experiència reconeguda en el camp de l’estudi de l’entonació del català. </p>

<p align="justify">Aquest workshop està organitzat per una xarxa de grups que fan recerca en prosòdia de la <a href="http://www.upf.edu/" target="_blank">Universitat Pompeu Fabra</a>, la <a href="http://www.ub.edu/" target="_blank">Universitat de Barcelona</a> i l’<a href="http://www.ime.cat/" target="_blank">Institut Menorquí d’Estudis</a>. Es durà a terme a les instal·lacions de la <a href="http://www.upf.edu/" target="_blank">UPF</a> el 17 de juny de 2013. L'assistència és gratuïta.</p>

<h2><span class="blau">Ponent convidada</span></h2>

<p><em><strong>Barbara Gili-Fivela</strong> (<a href="http://www.cril.unile.it/en/home.php">CRIL</a> - <a href="http://www.unisalento.it/" target="_blank"> Università del Salento</a>) </em>"Intonation in Italian varieties: what does not differ?"</p>

<p><strong>Barbara Gili-Fivela</strong> es va llicenciar en Filosofia l'any 1994 a la Universitat de Turní (Itàlia). L'any 1998 va obtenir el doctorat en Lingüística a l'Scuola Normale Superiore de Pisa (Itàlia) a partir d'una recerca sobre la fonètica i la fonologia de la prosòdia italiana. Al llarg de la seva carrera investigadora ha fet diverses estades internacionals a Ohio State University, Columbus (EUA), a la Universität des Saarlandes, Saarbrücken (Alemanya), a l'IPDS de Kiel (Alemanya), i a l'LPL a Aix-en-Provence (França).</p>

<p>Ha publicat nombrosos articles sobre diversos aspectes de la fonètica i la fonologia en actes i revistes nacionals i internacionals. Actualment és investigadora al CRIL i a la Universitat de Lecce, on també imparteix docència sobre Fonètica Experimental, Lingüística General i Fonologia.</p>

<p>Podeu consultar més informació sobre la ponent convidada a la seva <a href="http://www.cril.unile.it/en/staff_details.php?id=11">pàgina web</a>.</p>

<h2>Organització</h2>

<p>Aquest workshop està organitzat per una xarxa de grups que fan recerca en prosòdia de la <a href="http://www.upf.edu/">Universitat Pompeu Fabra</a>, la <a href="http://www.ub.edu/">Universitat de Barcelona,</a> l’<a href="http://www.ime.cat/">Institut Menorquí d’Estudis</a> i la <a href="https://www.uib.cat/">Univesitat de les Illes Balears</a> i ha comptat amb el suport del Departament de Traducció i Ciències del Llenguatge de la UPF. Les sessions del workshop es duran a terme a la Sala de Graus de la Universitat Pompeu Fabra (sala 55.309) del Campus de la Comunicació-Poblenou de la UPF.</p>

<p> </p>

<p style="text-align: center;"><a href="http://www.upf.edu/"><img alt="UPF" src="/_files/_event/_115072/_editorFiles/file/logo_upf.png" style="border-width: 0px; width: 167px; height: 56px; margin: 15px;" /></a> <a href="http://www.upf.edu/"><img alt="UIB" src="/_files/_event/_115072/_editorFiles/file/290326_nuevo-logo-uib_grande.jpeg" style="border-width: 0px; width: 174px; height: 56px; margin: 15px;" /></a> <a href="http://www.ime.cat/" target=""><img alt="IME" src="/_files/_event/_115072/_editorFiles/file/logo_ime.png" style="border-width: 0px; width: 143px; height: 56px; margin: 15px;" /></a> <a href="http://www.ub.edu/" target=""><img alt="UB" src="/_files/_event/_115072/_editorFiles/file/logo_ub.png" style="border-width: 0px; width: 207px; height: 56px; margin: 15px;" /></a></p>

<p style="text-align: center;"><a href="https://www.upf.edu/web/grepg" target=""><img alt="Grup d'Estudis de Prosòdia" src="/_files/_event/_115072/_editorFiles/file/GrPEG_cat.png" style="border-width: 0px; width: 337px; height: 56px; margin: 15px;" /></a></p>

<p> </p>
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					<name><![CDATA[II Congrés sobre l&#39;entonació del català i Cat_ToBI]]></name>
					<description><![CDATA[<p>El segon congrés «Entonació del català i Cat_ToBI» està coorganitzat per la<a href="http://www.upf.edu/"> Universitat Pompeu Fabra </a>i l’<a href="http://www.ime.cat/">Institut Menorquí d’Estudis</a>. Compta amb el suport de l'<a href="http://www.irmu.org/">Institut Ramon Muntaner</a>. Es durà a terme a les instal·lacions de la <a href="http://www.upf.edu/">UPF</a> el 9 de juliol de 2010. L'assistència és gratuïta.</p>

<p>La prosòdia ha estat una de les àrees més menystingudes de la lingüística catalana. L’entonació, i molt especialment l’entonació dialectal, continua essent un dels aspectes menys explorats de la nostra llengua. Malgrat comptar amb una sèrie d’estudis descriptius, la major part centrats en el dialecte central, encara no s’ha estudiat de manera rigorosa la notable diversitat dialectal de l’entonació catalana. Aquesta trobada pretén ser un fòrum de discussió i debat sobre una sèrie d’aspectes concrets de la fonologia entonativa del català i de les seves implicacions per al sistema Cat_ToBI.</p>

<p>El sistema ToBI (<em>Tones and Break Indices</em>), basat en el model autosegmental, és un sistema d’anotació prosòdica que s’ha convertit en el model de referència per a la transcripció de la prosòdia en moltes llengües. S’han desenvolupat sistemes ToBI per a l’anglès, l’alemany, el japonès o el coreà. El <a href="http://prosodia.upf.edu/">Grup d’Estudis de Prosòdia</a> (UAB-UPF) amb col·laboració amb Ignasi Mascaró (<a href="http://www.ime.cat/">Institut Menorquí d’Estudis</a>) ha treballat en la proposta de transcripció entonativa per al català: Cat_ToBI (P. Prieto <em>et al.,</em> 2007), presentada a la comunitat científica en el marc del <em><a href="http://www2.ilch.uminho.pt/eventos/PaPI2007/workshops.htm">Workshop on transcription of Intonation in the Ibero-Romance Languages</a></em> (PaPI’07, Braga). La proposta conté l’inventari d’accents tonals i accents de frontera, a més de les possibles combinacions d’accents tonals i accents de frontera, amb la interpretació associada, tot això acompanyat de la descripció de corbes melòdiques procedents de diferents zones dialectals del català, i amb la possibilitat d’escoltar l’enunciat. Actualment, la proposta s’ha incorporat al web principal del <a href="http://www.ling.ohio-state.edu/~tobi/">ToBI</a>, a la Universitat de Ohio, amb la voluntat de difondre els resultats entre altres lingüistes.</p>

<p>Les ponències que es faran en aquest <em>workshop</em> per investigadors d’experiència reconeguda en el camp de l’estudi de l’entonació del català tindran l’objectiu d’intentar resoldre les dificultats que planteja l’establiment d’un inventari comú d’accents tonals, i la divergència de criteris que es poden adoptar davant d’una mateixa implementació fonètica.</p>

<p>És important de remarcar que els membres del comitè, provinents de diferents centres de recerca, ja fa temps que estan desenvolupant l’<a href="http://prosodia.upf.edu/atlesentonacio/"><em>Atles interactiu de l’entonació del català</em></a>. Pel que fa als ponents provinents d’altres centres de recerca i/o universitats, ja fa temps que estan en contacte i treballen paral·lelament en l’estudi lingüístic del català. Tots tenen experiència en el desenvolupament de corpus i materials per a l’estudi lingüístic del català i en l’anàlisi de la fonologia entonativa del català.</p>

<h2>Ponent convidada</h2>

<p><a href="http://www.fl.ul.pt/laboratoriofonetica/personal/sfrota/" target="_blank"><strong>Sónia Frota</strong></a> (<a href="http://www.ul.pt/" target="_blank">Universidade de Lisboa</a>)<br />
<em>"How different are we? Labelling intonational variation across two Romance Languages: Catalan and Portuguese"</em></p>

<p>És una de les millors investigadores europees en el tema de la prosòdia i l’entonació. S’ha dedicat a la descripció de la prosòdia i l’entonació del portuguès europeu i a la seva comparació amb altres llengües, i també a l’adquisició de la prosòdia. Ha publicat articles en revistes especialitzades i monografies, entre les quals destaquen <em>Prosody and focus in European Portuguese, Phonological phrasing and intonation</em> (New York: Garland Publishing, 2000) o <em>Prosodies</em> (Berlin/ New York: Mouton de Gruyter, Frota, Sónia, Marina Vigário & Maria João Freitas, eds. 2005).</p>

<p> </p>

<h2>Organització</h2>

<p>Aquesta segona edició del workshop compta amb el suport de la Universitat Pompeu Fabra, de l'Institut Menorquí d'Estudis i de l'Institut Ramon Muntaner. Els departaments i grups de recerca que participen en aquest workshop són el Departament de Traducció i Ciències del Llenguatge de la Universitat Pompeu Fabra i el Grup d’Estudis de Prosòdia. El comitè organitzador, a més, prové d'àrees i departaments diversos, i tots ells han aportat mitjans econòmics i logístics per a l’organització del workshop.</p>
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					<name><![CDATA[Workshop sobre l&#39;entonació del català i Cat ToBI]]></name>
					<description><![CDATA[<p>El primer «Workshop sobre entonació del català i Cat_ToBI» està coorganitzat per la <a href="http://www.uab.cat/">Universitat Autònoma de Barcelona</a>, la <a href="http://www.upf.edu/">Universitat Pompeu Fabra </a>i l’<a href="http://www.ime.cat/">Institut Menorquí d’Estudis</a>. Compta amb el suport de l'<a href="http://www.irmu.org/">Institut Ramon Muntaner</a>. Es durà a terme a les instal·lacions de la <a href="http://www.uab.cat/">UAB</a> el 17 de juliol de 2009. L'assistència és gratuïta.</p>

<p>La prosòdia ha estat una de les àrees més menystingudes de la lingüística catalana. L’entonació, i molt especialment l’entonació dialectal, continua essent un dels aspectes menys explorats de la nostra llengua. Malgrat comptar amb una sèrie d’estudis descriptius, la major part centrats en el dialecte central, encara no s’ha estudiat de manera rigorosa la notable diversitat dialectal de l’entonació catalana. Aquesta trobada pretén ser un fòrum de discussió i debat sobre una sèrie d’aspectes concrets de la fonologia entonativa del català i de les seves implicacions per al sistema Cat_ToBI.</p>

<h2 align="justify">Ponent convidat</h2>

<p align="justify"><a href="https://netfiles.uiuc.edu/jihualde/www/"><strong>José Ignacio Hualde</strong></a> (<a href="http://illinois.edu/">U. Illinois at Urbana-Champaign</a>): «Intonation is more than pitch»</p>
<!-- InstanceBeginEditable name="contingut" -->

<h2><span class="x-large blau">Descripció del <em>workshop</em></span></h2>

<p>Com és sabut, la prosòdia ha estat una de les àrees més menystingudes de la lingüística catalana. L’entonació, i molt especialment l’entonació dialectal, continua essent un dels aspectes menys explorats de la nostra llengua. Malgrat comptar amb una sèrie d’estudis descriptius, la major part centrats en el dialecte central, encara no s’ha estudiat de manera rigorosa la notable diversitat dialectal de l’entonació catalana. Aquesta trobada pretén ser un fòrum important de discussió i debat sobre una sèrie d’aspectes concrets de la fonologia entonativa del català i de les seves implicacions per al sistema Cat_ToBI.</p>

<p> </p>

<p>El sistema ToBI (<em>Tones and Break Indices</em>), basat en el model autosegmental, és un sistema d’anotació prosòdica que s’ha convertit en el model de referència per a la transcripció de la prosòdia en moltes llengües. S’han desenvolupat sistemes ToBI per a l’anglès, l’alemany, el japonès o el coreà. El <a href="http://prosodia.upf.edu/">Grup d’Estudis de Prosòdia</a> (UAB-UPF) amb col·laboració amb Ignasi Mascaró (<a href="http://www.ime.cat/">Institut Menorquí d’Estudis</a>) ha treballat en la proposta de transcripció entonativa per al català: Cat_ToBI (P. Prieto <em>et al.,</em> 2007), presentada a la comunitat científica en el marc del <em><a href="http://www2.ilch.uminho.pt/eventos/PaPI2007/workshops.htm">Workshop on transcription of Intonation in the Ibero-Romance Languages</a></em> (PaPI’07, Braga). La proposta conté l’inventari d’accents tonals i accents de frontera, a més de les possibles combinacions d’accents tonals i accents de frontera, amb la interpretació associada, tot això acompanyat de la descripció de corbes melòdiques procedents de diferents zones dialectals del català, i amb la possibilitat d’escoltar l’enunciat. Actualment, la proposta s’ha incorporat al web principal del <a href="http://www.ling.ohio-state.edu/~tobi/">ToBI</a>, a la Universitat de Ohio, amb la voluntat de difondre els resultats entre altres lingüistes.</p>

<p>Les ponències que es faran en aquest <em>workshop</em> per investigadors d’experiència reconeguda en el camp de l’estudi de l’entonació del català tindran l’objectiu d’intentar resoldre les dificultats que planteja l’establiment d’un inventari comú d’accents tonals, i la divergència de criteris que es poden adoptar davant d’una mateixa implementació fonètica.</p>

<p>És important de remarcar que els membres del comitè, provinents de diferents centres de recerca, ja fa temps que estan desenvolupant l’<a href="http://prosodia.upf.edu/atlesentonacio/"><em>Atles interactiu de l’entonació del català</em></a>. Pel que fa als ponents provinents d’altres centres de recerca i/o universitats, ja fa temps que estan en contacte i treballen paral·lelament en l’estudi lingüístic del català. Tots tenen experiència en el desenvolupament de corpus i materials per a l’estudi lingüístic del català i en l’anàlisi de la fonologia entonativa del català.</p>

<h2>Organització</h2>

<p>Aquesta primera edició del workshop compta amb el suport de diferents departaments i grups de recerca de la Universitat Autònoma de Barcelona. Els departaments i grups de recerca que participen en aquest workshop són els següents: Departament de Filologia Catalana, Departament de Filología Española, Centre de Lingüística Teòrica i Grup d’Estudis de Prosòdia. Una prova d’això és que el comitè organitzador prové de diferents àrees i departament i que tots ells han aportat mitjans econòmitjans econòmics i logístics per a l’organització del workshop.</p>

<h2><span class="x-large blau bold">Seu</span></h2>

<p>El workshop està coorganitzat per la <a href="http://www.uab.cat/">Universitat Autònoma de Barcelona</a>, la <a href="http://www.upf.edu/">Universitat Pompeu Fabra </a>i l’<a href="http://www.ime.cat/">Institut Menorquí d’Estudis</a>. Compta amb el suport de l'<a href="http://www.irmu.org/">Institut Ramon Muntaner</a>.</p>

<p>Les sessions del <em>workshop</em> es duran a terme a la Sala de Juntes de la Facultat de Lletres de la Universitat Autònoma de Barcelona.</p>
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