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	<title>Gadget Abbey &#187; Bookkeeping</title>
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		<title>Expense Ratio Calculator</title>
		<link>http://www.gadgetabbey.com/?p=11159</link>
		<comments>http://www.gadgetabbey.com/?p=11159#comments</comments>
		<pubDate>Wed, 04 Sep 2024 08:09:47 +0000</pubDate>
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		<description><![CDATA[Examples are hypothetical, and we encourage you to seek personalized advice from qualified professionals regarding specific investment issues. Our estimates are based on past market performance, and past performance is not a guarantee of future performance. And yet, it is &#8230; <a href="http://www.gadgetabbey.com/?p=11159">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" width="250px" alt="expense ratio calculator"/></p>
<p>
<p>Examples are hypothetical, and we encourage you to seek personalized advice from qualified professionals regarding specific investment issues. Our estimates are based on past market performance, and past performance is not a guarantee of future performance. And yet, it is not uncommon for certain mutual funds to charge fees in this range. Mutual funds often come with higher fees than ETFs because they are used to pay fund managers, among other expenses. But for the individual investor, that fee can compound into a large amount of money.</p>
</p>
<p>
<p>On average, the expense ratios for index funds and ETFs have been declining in recent years, which is good news for investors. Firstly, know that the expense ratio calculator effectively works for any investment with a regular annual fee. In other words, if you input 6% for investment return and an expense ratio of <a href="https://www.bookkeeping-reviews.com/managing-contacts-in-xero/">managing contacts in xero</a> 0.5%, the “Cost” is the difference between and 6% return and a 5.5% return over the period. Experts recommend finding low-cost funds so you don’t lose big bucks to fees over the course of a career. And it’s not just the direct fees; you’re also losing the compounding value of those funds. You&#8217;ll need to locate the fund&#8217;s operating expenses in its financial statements and net assets on its webpage (or financial statements).</p>
</p>
<p>
<h2>How do expense ratios affect returns?</h2>
</p>
<p>
<p>Just Vanguard’s Total Bond Fund alone results in billions of dollars staying in investors’ accounts every year. Investors pay hundreds of millions of dollars in investment related fees every year. The general rules of thumb for evaluating the expense ratio of a mutual is as follows.</p>
</p>
<p>
<h2>Expense Ratios of Passive vs. Active Funds</h2>
</p>
<p>
<ol>
<li>Most expenses within a fund are variable; however, the variable expenses are fixed within the fund because of how it is calculated.</li>
<li>Additionally, tribal lenders may require you to agree to resolve any disputes in a tribal jurisdiction.</li>
<li>Compare the above to an index fund with a 0.03 percent fee, which would result in a charge of $300 on your $1 million portfolio.</li>
<li>A high expense ratio raises the minimum threshold in performance to generate the same returns as a fund with a lower expense ratio.</li>
<li>Experts recommend finding low-cost funds so you don’t lose big bucks to fees over the course of a career.</li>
</ol>
<p>
<p>As mentioned above, if you have a 1% fee and you are expecting a 10% return on investment, you actually need an 11% return in order to get the 10% net return. The first step is to find and compare potential fund options within your provider, or across a range of investment providers. Minimizing the expense ratio is vitally important to maximizing your investment return. At Money Stocker we strive to help you make smarter financial decisions.</p>
</p>
<p>
<h2>We and our partners process data to provide:</h2>
</p>
<p>
<p>The answer to whether an expense ratio is a good one largely depends on what else is available across the industry. “Expert verified” means that our Financial Review Board thoroughly evaluated the article for accuracy and clarity. The Review Board comprises a panel of financial experts whose objective is to ensure that our content is always objective and balanced. Get instant access to video lessons taught by experienced investment bankers. Learn financial statement modeling, DCF, M&amp;A, LBO, Comps and Excel shortcuts. Nowadays, you should be looking for an expense ratio between 0.10%-0.20% as a rough estimate.</p>
</p>
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CThqcNiA3cnoZNTh+VW1KGnXDJINF2GIOxWCfWnddiG2pAj6UmQ4pQFgSRt1SwQT7Ux57GXN00ooUYg9KcFuuod5Ug9aVG5QGuVwdqwb2k3eeOpFO0kNVxs1OGx68bqi9T6bvedUE9e9QC+wN6FEb1obPN2rpISARUEylnbSohIrOqS/SA6CMq0xxaxuqnThblP5grrHSjUYpwjlcmPPyqTZJTbMxtFMz124okNIJg1NxVc9R8gS3ug7olvFNpEkilKLZppJSPl9IpI47eqkJaMDagfh8m8SAgkU7ZQ11RsAUUwws3cQlD1+3YqDqXN0nYipLguJNskpt3Xge3XpUGv9P5Z9BgET6UhxPD7Mv3Yc+cfN61o/RlqraKQyOHKq/UBpZItGoZWgbDJWuXQFtKCppQ9h/ETzJT27VHtHafvsa22hwqMedWbY2IcbHO3161rDWFw+ILPXyCN2GlV+/inEdAYrjNoSIUBVg3mDSpJUE/pTHdYlTJPKnp6Uk+nxuEvHUh2yjb+MaKOYpEkUxZHGwCpHWpddNrQCIiPSmS8cB27U1kbjZPInkqGXlm5J6/SkSWXGzKto61LX2EOdt/Wm66sgASPtTQgp61wKY37rw0nbeme9yywCk9P1p0ylspAUUiPrUSyaXdwAaJqISrQCiL7IlYUArbtvTC9dOtkrQs70ZcpemPm3ptuEulXQzSRO6chuAjHsy+lHKonpHWmS9dVcqn+dKHWbgmSk0ULd4kEopVj9KRezKSIx6V7ke1K2LYoHKnYDalbTSwndEefpQy2sjYfSu8QlE0AJE9aJWCVCY7UlXj0GVAAe1ObjLxHSi/wr6jsmRRhI4cIpYDymd7Ftq6AcxpK7hkSYT032PU1IRYvnflNGN4m4uHg2hBJUdqN4jig8NqjtphLp10N26SSdhFWBpfhfk8vy+O2VAxEiasLh7w2/E+EXGuYrgzG4rQumNB2tkylPgJEAfw1LUdE6TD38KLq6xsXwMVH6V4DWvipduLNJ901deluF+MxqEn8OhJH+EVOLbFWzEAIA+lLI8MQk1OMibGMNCg5J3SHJKaf9ncdbt8qbdMd5pG5i7YOfIykAelPbqiRANE+Fv0pdowm7npEzikLISlP6U9WOnm4lSJ23NKcJZB53cdKkxsi1EDYiiudhFAzuuZCPEVv1NMeQbKmyI7edPmRB8RXczTS8jn26zUGVYWrMHxAYO4ftnXmmSSmTsKwxxItVFDiS2QoSOnQ19V9W6Nt87brbW2Fcw3kVRGqPhdxGaeUtVkk853+Wm4iIk1DhOHSB0ehfNqztbh1X7plSt5EA+dSrD6XzV2UeFYPK2B/JW9sF8I+CtFBSrBIAjqmrBw/w64CyCf8A6e1Md006CYGLK+e2N4XaovIKbBxM9CU71K8ZwC1Ldx4rSx32FfQuy4Q4S0A/3ZsR0+Wnu30Dh7cQlhED0ocoBA1YNw/wxX1wEuXDKz5yPSpzhfhdt0FJetgT6prZTGm8bb/lYTt5iljePtW/y26R9K7VjhH8FoWY8P8ADZjGeXmsUn15am2L4C4q3SB+BR/0gVdiGkpGyEiD1AoxMDoft2rtRQhjQq5sOEWKYSmbZsQN9qe7Xh9ibfllpAjyTUrKhG0/eg+IAOv/AGoMkrstCamdLYtkbMAn2pYjFWDQATbp29KPU+lO5NFm5TEcw867S4oPEaEIMMoEJaSI9KEeRIhMAelJV3iNxO1JjkBvQ6CkzME5EpiglUGNqb0X895oL92Z+UgUGkDlD4hI2CXqdSNiaCHgSYO9NDl2f7wO+9AF422SS7XEsHJXDxXcBSNlQUkzEe9KW2w4YEVFE5+3txBdH3pfiNSWr9wlHijc+dJiVmcJXwJSM4UmGPUpMpTRC7dTKoUkiphg7Ri+ZSUkbiiM9iPASSEinGkYympcQcFRFcBNN15fNsD5onypyeQoKKT51HszbuqJUkGKFjQThJyvLW5C4vJpUPlFFovFk9TTagqbATBmj2XVEhJTS/hgJj4zjyUbfXbiUbdab/2g8mdz5dacHUBYhwCB3pApttCzy/rRmtakpHvzsUn/ABzy1kHpXnC6fm3PpXSlAVIilCYKY3O1KYA4SIc48lJim4WiQTQ2WXogkzRwJUYCZo5CSk7iKDKMG57pnuLBzxOYq3oSLQKEKJJ705vtLUNo96K/CukT/SjakXwxlI049pI5o6U6Wj3gNpBpOthaen6UqsbTnUOeY8qI85G6Whbpd8KVpIcMkTQHm/JMmnNm0aQJ7+1GltBgqAMeYptrAUgIi7lMaWHSNk1w2bxOyTT6EoA/KBXCUjYe9B4qEU2UzJxzyj81CGNImVHf9KcnHEpBgUkeuiBsKKZ0o2kBScWaG9wrf1obl6lhEc1JX7h1UgAwaSKtbl/rMe1JOlLk4ZTBiJyGWWQQlSjTOW7q9XMHepCzgiTzLEn1pyt8U01AUAKT0OdyltbY9go/YYKSFKE+9SG0xiWgJTFLmmW0REUaopG4gRSoYBwkHylyC02lHQb0dHOnlNJ1XDaOqhNKLdSXfyn6VxYUQSDPKTLxSFq5kpmaSXWJXymBUgQgpijFFKtlJFVe89L0d33mZupejuklNsCq0yuDecnlRUTyGl7lzmHId6u122tnJlAmkruKsiN0iaqY9mtua7UApyPqeRgVCI4b3V8uS0rl9qcEcLQwjmcZP2rRuC0xZutJUhsE+1DzmmgGFIbYjbbarbbOkKCiYMN3UbW9UVMxIadlmsaDZSuPCHXsKc7bQ1qhHMWUjv0qc5DBXlvcKkFKZ8qSv2rqGjCiYFWKO0UsfDVXZb5VybFyh69M49BhSEdfLpS+0wmOYQFISn6DpSW4s7x24URzmD0p7w1gpxMOon3NSLKaKEfCFBuuNTUu0uygtt2zSgAgAe1P2MShzYCYop3ChKeZBpTjbf8ADndRMUZ2nCGMy6viTgq1AT0ppyFk2ZmNqenbxlpuVKkjzqAau1fbYtZ5ngB69abvLQN0/Zq7IGRx6DPLFRPKY5bZJCNqXYzXNnk3PDLqSTsDNPa7Rm9RKRzes00cxsoT2Kd0fKrh0LbO4otSgoQoVK8rgFDmKUmN9qi91ZO26oKTt6UxkgLCpSKdsg2TZe2CXgeUj61H7/AqWD8sipOokbHr60QtyJgT9KT0hLB5Cg72mVKJPhxHWkqtLTv4BNTxShG3tXRyGAQKKWBKCZw7qvFaSPVLUA94or/ZEyP3VWOpDf8AdG1B5GyZKR129qLoC4zOVfI0gtQjw6ORo+Nw2PtVgJaa+9GeE3ueUelGDAiGYqvxo7zaHl0oxGjASCpsD6VOi2joAK8kJnsKHQEHilQtOjEj/hx9KfdLaAbfvEurbBCTT2IKogdanGh7EPIKgiST0il6aIPkAKQnnLIyVI9EaaYtVJ/djYbVYzVkGm9k016exxZeSAmAdqmJsCpkGO1WpjQ1oCrMjy52VHVgiTHWilJUrt1pzfsy2r8p60QWIFKgBJ6kgDRMQOtd5N9xSrwtyIgGuBkg7CaFFKcMA4G7kBWwNTX8Kl5oFMTUAt+ZpYUO3Sphg80jkDbpgjzpJwycoWuxskuUbUHlbd9qbFo5TIP0p9yqCq4cjf5tu9Npt+sCfpULpKsAeAEhUiQYTFc8IRJSIjypeGANwKCWkDeh0lcZAk6UR26+dC5FdAaPhAPbauKdaSnqPvQ6UXWiFAI6gjvQedJ7iaLurttCTBBPlTU5fLkqBjfzrsN80Bc7sE7lYOwIkeVELfSkkz09aajkeU8yl9R0mkz2Ut07lzc+s0BdG3koRHM/gJ5N62EhQIJ6bV1V6kAAHc9qi72cs2uiwY9aRu6ttGtytM+9ENRGEq2indypdcXh6pTufKiFXqiAJA8qhVzr2zaG76aYr/ihYsg810n70kaxo4SzbY93JVmPXfMJ8QTSRy/ZbMrfA9jVKZXjLjmJ/wB7G3rUOy3HuwZ5gm7TPX81Iurz2ThloH+S0i9m7JvcvA03vapsWphxP3rJ2R+Iq2SVclzJ8pqLZD4h3Fc3huk/5qTNRK7hLi3wx84WyrjXVk0CUuIH1pnveJlm0Cr8Sj71iTJ8fsgvmCHVkjyNRq/4xZy6PyPL39aA+K5GDKdi3Ff8XLFqZvEj/N0qO5DjbjmgSbxO3rWI7jXep71R5FuQfIGka7zVl9/65nbvQe7yuRvHgbwFr3JfEBYtcxF2P+qmux+Ju0sb1tz8SCAoTvWWW9Maovz+R/ffeTTvj+F2prlQUWHd47GlG0bwcpJ9YzgBfVngVxjxur8bb3FpdIXzpHRVXhflN/ZeKCDzCvnD8LVlqHR1ymzuw6GysFPNMCt/afzibjFpDqt+Wd6lcaWhQE27yQmLJseE6oCmO+QYPKJp/wAvcIcdVyGaZ3hzSBNEBAKSc0uGFHlIUpyOT9KKUhaFdOlPBtZVzV1Vo0r80maW8dqa+6vPCZVKLgImNq4iyKxKgdzTz+EZT0T70YGWgIKe1F8cdkYUTjymdOMSEzyGjE46QQlETTuQB5V1KSfyp3opqClRQtTUzYKSd0AUcrHBRnYCnLwlHflMUEpg8veimZxSgpGNSFOObgk/rQ02LKeiRtSzkMc3MKLU4hOxUAaDW8o4hiaiPwjJVugE0NDSEGUIA+ld8ZoHlKhNGIuGZ3Umgw8owMTeFzcewoCiTMV1+8tmxPOmJoDb6HYUmD50PhOK73iIHC6Eq6xNcLa1HvtSxtAX0rq0ckkp60UxEco4mB4SBVqVd6AcfO5FL0uNzAUKOBb5eaQRXaAu8U9khtcOHVRyg04HCpZTzlApwwLaLi45RHWpVeYMm2lKO1KNaMJJz3FV460luYTuJqO3uYDLxQNjMVOchiFNlUIiofltOOF3xm0kxSrAM7pvOZMfAk6cssonf3otWVUtXKFUE2ryE+GUxG1InsdcKc52yZ9KUDWpk58pSq4/FuAL3KexFOGEuXG18jq5mh4tlQa5bhPTzPWjfwbTbvM2raZigc9vCUjikyHhSBtQWkKkRRb5ShJJ603jJNsogqG1NOW1E202oJX286bOe0cqRbG88Iy+zjdq6UqcAP8ASi29QNvrQkOAyapzXuuVWqlKQ5Bnzpq0VxAdvrtLbpOyoE+VMnTt1YTkU8mMrZ2jHkFhBUQdqk17b21w2dhVVaF1Ihdq2OfeKnoyqVtghXanrX7bJk5vxbpoy+Et3CeZAPrFQ7I4BpIPJ7RFTa+u+fuDFRrJvFSTv9qAykLhC13KhVxjWGFlRIJ60nN3bMGUkCOwo/LqdKlcu80wuWt04SSFRSTp3nYI4pY2p1czbQAE7Ujdz4k8n6UjONuD/DtXv2M53BomqVyEtjakWV1G94SuUmqN4jZPL5J5TFulZ9avh3TqXwQuftSVrh7j33fEdaEz3FD4L3/MUAljZwqA0HgtRIuUuu8/LIO9aA02zcIYSl9J2qRY7RmOtQORtEinq3wrDYAQlPpS0cGhISz+IUyrx7Vw3CkiajuW0yDPyfpVifgOXomfeiHrNKxyrTI9qVMYPKI2UsOQqKy2CcYJhsgdj6VGrtC2FEKSR2FX1ltPNPpUQgGq91BpQgK5U/pTOWm7tUlBWA7OVdl/5t6Gl0edDyOJuLRR+RW3UUhDvKYVsfWmLmEHBUgHBwyEuCwd99tq6FQZMQN6TocSdwYnajUKGxoqFHpJJmRRySTJA3pOg9REij0e3ShRF3oQSK5yz0+9GbER09a4I8tv5UOFy4lMmEnp0qwOGl40i7Ns+ZkyJNQNsbbRFOeIvnMfct3DZgpV+lKxPMbg5JTM8RhatU4nGNuNJdQOo6ipNb48ONcvL2qCcN9Rs5WzahwFQABSetXDjLBLzQcT5bVZIpGvbqVckboOCoVkcKrqE/pTBcWC2z02q3nsKH09N6j+V0s4lJUlEilQ9p2BRMZVbLYI7UWW4PSRUgvMU4ypQUg03O2xBOxo+UVIQ2I2A26V1Dim90mDFGqa5SBFAUk9u3lQhFKlF0sLUpXWdz50kkT1M+dDcXMmdzvRHMQJJ3qGUySkuUybNi0XHCABvvVd5nixi7F4tG6SCDETS3ihk1WOLdLa+UhJj7VhnW+s761yLzxulQFEgk+VMqqd0ZDWKRoYGSkl/C2vY8SrS9TzIeB+tGva2Zjm8Yb+tYBsviBexrvhG5JKf8XWlF18R96tJ8NxUHaZpqZZSpgUkA7hbfvNf2qDJuQP81MV9xNsWgrmu0mP8VYYyfHzN3KiGnVD/NUavuLmoLklP4lQH/N1ov8AVKNpp2d1ujI8Y8ZbgzeJH+aKi2U474tkGLtJ9easSXGuc3eElV2uCJikpvs7eK/dquFz2AJoRE93JXGeFnAWscx8RVmzIbuhHSZqG5L4kFrKg0+T9aom00rqnJKHhWTxSf7wNSPF8FNY5Ig/hXEhXknp60o2kJ5STq9o4ClWR4+5V8qDTq/pUVyXFzP3ZUfxCwP+apthvhj1FdJT47bu/vU9wvwmOK5S8wozv0pZtGBym77g48LOD+rtR5BZh91W/aTSfwtS5CVBD6p862thPhVsWI8W0k7fw1OsP8NuIt4mySAI/hFKiBjU3dVPcvn7ZaA1Rfq5vwz0HrIJmpVjOCeo73l57Z2FbdOlfQnG8D8Jagf7o2APSpHZ8NcHbJ/sG5Hkmj4Y1ImV55Xz7xvw05a4UkuW6zv1g1NMN8LDyoLlvM/4a3Rb6TxDCQE2qT9BTi1hbJsAItEjv0oQ4DgIhcT3WPcR8LdshIDltJHUlNTHF/DRi24CrJO0HdNaZFm0jcNJT9K6EJ3G307V2soufVUjjvh/w9vBNo2I9KkdlwfwltA/DNiO0VZ3g96KX4bfWK74iiFzQovjdCYiwcS4yykFPcJqV2zi7ZkNNrVAEda7bFp0wCCaWJt0R1rtLjyimRqRKU4o7kmiy04diN/WnRLLI7b0IIQNgKERovijsmgsud64llXU/WndTCaTPt8m8fWu8JB4qRhifrQhbR03negG9bbUErUBFHs3TTh2UN6DQg8VeTbdiO9LrfHBYmKAkoAmRFSDCNNvkCQTRg0IC8lMtzahhBkdBUC1Hn14x4wDyzVxZnCEp5kj9KrfVmlfxjaoak0rGG6viTap8Uxnw+Uw2+q03Fn4gXvHn0qNXGq7xy8UyjYJ/WnBvSd4wlSETy0O00e4XfFUJI607aI27qFkNZKAAMJAzmby4dSFLiOtObjl4EhxKyQetLmNLpC+YpmpFZ422btw2ttPSgdIwcJWGlqHbPKhPPeLUCvmIJ6GpViltN2yUqTvG80q/ZtolUnlia8u3skflcA+tJulYQncNFKx2eV5u+QhzkQD9qVXdwhNuVLMEimp+8sLQFZWCR51E9RaxCEKQ2roPOm0kzG8KThpZTyjcvqpqwuFIU6AAes9qXY7VrN4yChwEms6681k+l1QbcPMT2NKuHuqsg+6hDqiQfWmPvQJwn7be/Gpav0TfeNelSjtNXGzcNuWyUqAO1Z/0NdFJQ6Cd4q3sflQpkJ5qdsdsmjmYOEpydswvm2G9RbIWjYJgU/XV3zDczNMGQcKgYoC8hKMjBUbyAZbnmSJpifv2WlEJSmRTrlEOLJCd6jlxYPrUQEkzTd0rzwnkcEQGXIbmbMfKRSF3MuqOyj7UcnDPr6pVQ0acfVHMk0TTK5HJgYml7JPqBhZ86ZMo/cuIISCTFThOmggSvajGNN2rh+blNGFM93KRfVRN4WetQaTyudutguCfKn7SXDF+wWh4oUD32q92dNYxghXIk+sU5M4yzA/dtp9KVbRtG5TZ9ecYCj+mbV+xbQ2SUxtU2tb5aUhJP3pCLNpAlIrxStsSTsPKlxHpTN0mo5Tou65xuaRXCA7Mn70kNzymCYry71KUSSNvWilqAPwusYNF26RE+9KLrTLTKJDfQbCKXaSX+KfMiRMTU6usI2+wClPbelGMBGUm55VOP2TbJjwht6U25AeE2VIb3FWPldOQVHliove4cpJSUyKUAAKRfkhVLm9YO4xZBREenSmdrigtS/DQFGTBMd6sTUGi7XIpMsiT6VHrLhvYW73OtpOx7inrDBp+IKuVMVy8XETvhSjCaku7/lVJhVTmxcWtsFRg02Y7D46yQAltM05C4YaAEgD0ps9zSdlL00crG/1DkpeDOx9qC40lQ8qRKybKB+b9aRXuoWGWzChSesBOwwlE5e8ZsiQtQimB67sr4FIWkk1A+J+vkWLCyhyCPWq10rxQuLzIeEt1W6o3PSmz6hoOEuyF2MhXLmdMM3SFLQmSRO1V9mdMvWy1crZ2q0dPZYX7KFOiZFOGQwDF82VJbBJFA6Nsoylo6h0RwVn1SHGCUKT0PejEPiJKt+kCp9qPRhRzLS2ftUCvca9ZrIKNhTGSFzCpSKdsgRyHEnoaUIUIMT602srAERS9hm4djkbJHnSWEqUcFekfWhpSkmRM96Max9yoGUwdvrSgY24nZBMb0bSfJF1BEIgHeaPb5Z6Df8AnXhY3CJPIftRiLa4G5bJ+ldgoMgqdaAz72MuEBLsJSrcT0/7VpzQ+t2rhltt9YMiKxtjri6srpLyUKIB3EdaujReQfUht+25oMSk1K0TtQ0FRNbHpOtaoYdafbDjagoHyoakpUOVQBFV1pvVDtulKHFSO4NTuyydrfICmnBPlTp7HN3TNhBCb8tp1i7SVtJAV5VCcngHbdRls7d6tGk91YsXSYWgT50pHPjZyB0fkqbesVoUdjSRy2VEhJqyMppggFTSdqjN5iXWTBQftToHIyEgWpqWR0g0U4TyyTQ+UnaYri0SnrvUSpVUxxwv1s4d+P7pFYD4kXLnI+pHNKiYjzr6Y6x0cxqNhTLzYWFDuKqLI/DPg79xSnrJJCuxFM5YHPk1dk/p5AxpC+W7OOy99fLUxYvuknYhJ6VL8Vw/1jkDysYl4TH5gfLrX0jwfwv6Wx6go45mQdpSKnGM4N6Yx8ctmyAnyTSnht7o/iu7L5rYb4eddZQp8VhbfMZ2T2qfYD4Q81dci7wuRtMj+lfQ200TgrUAN2idvSnRrD49lMNWaR6kUIDQgMr/ADWJdOfBzaM+H41tI9qtDA/Ctg7QJ57BH1TWkk2YT+RtI9hRyLZxXnR8nsETUO5VRYzgJp+zCZtGRHmkVJ7DhjgLMQLdvzgJFTxNp5xvRqbMEdvKuw4ohkAUZt9L4q22RapP0pY3jbNsQm1QPpT5+CSO36UW5bADb612hyDxmptFulOyG0j6ULwVR3+lKFqS31NeDrZ6KFBoRTMEQGJoxNufej0rQoCCKORGwFDoCIZSi2rISNqUfhQhMx3pysrUOkbCu5K0cZ6I2o4aAiF5KYL0hppSvIdqr3PazOLvEoXIBMCrDvWlOIUnzEVWeq9OKvXp5CYOx9aWga0u+JR1wkmZFmHlSPEaqbvGgXDBUNppq1dn3bZguWypMbRTc3gLxi0bLUkpHajbXCXeRcS3cJJSDvNLiNjTlMX1FRLH4eNyiNK6jv37hAuiRJqwzeq5QQetRZOmRbXDam0AchHSpjassJZRzpBVAmiylhOQnNDHO1miQ7pL+KeXsJ+lGNKulqgJWRS3nt2+gQK45f27SZ5gIpAuAT8QvKObKkI+f+dI8ldtNNK5lAQD0NNuS1PbWwVKx7TVcao14VJUhlcncTNN5J2tTqOme7lL8/qdu2uDyObDfY0kx+um/FSnxBM9JqltX6xfZS4vxSVHvUU03q/I3t4AHFfmpr73hOG25zzkLZNjqBNw0FBYJNSnSGWKroJUroRVJ6Gv37phCXD2q0tPIXbvJXvymN6Wa4ndJyQ+EcFXE9cNvMpKhII6io3k2mV83y9fOjra/wCa3CVK7Ugvn5B3pRziFzWgqO5AsW5UQkCfKo7d5lpgkDaKdsy4kg/N51B8q6gKJ5xTd0rhwn0VPGRkpxd1OQSEmKSuaodO43+tRl+8aSfzfrSN3KMI/M6n70TVK7hLaKePc4Unc1FcLmF/rSdeZuVDdwj61FHNQ2Tc8z6R9ab7rW2Ltwee5RPvS8dHUy/K0pnPdbdSjMkjR+IUpv755xEFfWobnLlXIsc3XamvIcR7AAhtZMdIqK3+uF3CiW24BOxmpODpytn+ZuFVrh7RLHRAgSBx9N0Xe6fcyt7zuA8oPc1MdNYawxIQVLQI9ar5eqbyCUEJ9aSu57IOdbpY9Aal4ejyN3uVNq/bFCPhp4yfyWttGX9sppAbdSfarIsruEj5qxjw64h3WFyKLa9fUWVnYk9DWk8FrK0urVC0vAyPOo24Wt9vfpO481Zun+qafqGHxGbOHIVkfiirYn9aIdAc2PSmO0zTTv5XAfrSlzJJQUp5upqMICtDXHsnIYltxHMUz502XViyySA3Jqb4O0Re2fMBvFNuXwa0KUSk0oGDGUQyOKiAbbB2QBHpXVEASBSx+xcbUflpKpsmQR96MBhFJJTHk75RQptuQRNMrdxd26itRMVLVY+2UuVNz70F3G2zqOQJSmfSlmuaAmEsUj3ZymK3yl3cGEgk+gqQY4uFALsz5EUltMYi1WVcwNOHjNo35gIory3sjQxvHzJWnzn9aCuCInakq8iyhJ+YU2X+oWWWzC96SLwO6ciNx7IOdvG7RClhQkCTUWTq23fUWA+nmBjrUa17rPwLN1SXPPvVC2+v745qW3lcoX0B9aaS1LWnATiOlc8ZW5OH+QaWgErEzPWrTZvUKbHzDpWVuGer3XGWlFZkxPrV44nUAebTK94paOTUE3kj0nBUsvnWnAeZI2FRi/aZUFQKWOZAOJ2V2povbiQYo5ciABMeTS03PLH3qK5DIBpRCafcq6shQE7eVQ/Is3DhPKlXWkXSO7IwaO6A7m3JMGkr2adI6xRJxV67/Ar7UJGn7pe6kK+1J/G5G+EJO9lnjMrNM2UyDxQqCT6VKm9MKVutNCVpm2UYUAd6ERPcg8RjVnPWmGzepLtTLLTnITG1LNHcH761cS+62QqZO3etFWulsSyPEcbRI9KerGyxyQEoSk+1KNpQdygNVgaQoNp3TtzYNpQQTHmKlttbuIR8yf0qQIs7fl2TXlWKCPkgbd6cNjwMBIl2eVHb3GM3jZQtEkioLqLRQcClobBmrWcslJ6DakVxapWkpcSCPahLARgo7JCw5CoJGjXTdwpv5QRIqaYrRzSWkw2Bt5bVMHsSwh0uJSOvalLCEIRHTtQxU7GnKPJVvcFGf9lmk7cg89qOa0s2rogCKfHFfNM0fbfMrrvToQs8kh4z0zI0c0s/2X6Uob0K0o/2IqVWjZIBp2t0dJrvCZ5LvHf5qG2vD1knmU0PtUowWl/2UZbR8vkBT5bpiOlOLZSE9qFrGg5CB0jnjBKTpZQRt8qvOjrbK3ePcBCiU+YMV59MpJQSCKabi+LJKXht50qMFInZWDh9cMuw3dHm9e9Si1vrS8QF27yVT2neqJceacVzsulKuxBpVY6jymNWklalpH8STBpN9OHbtRmykcq8yARBE0iu8VbXQ3QAZ8qiGD4jsPhLd4oE9DOxqY2WYx98kKZuE7joTBpAtkiKV1MeqaL9BLpO+1HfhQR7UL8NB6xTTDlK5YEj+cnYfavBtw9E7TTgi2ClbUpTapSJUABXaCUHiAcJpFuokEiheClPXpS50pTJSOlQfW+oLnFMFbAkjpR2Q6jgJGaqELC93AUuaYb/AISDXVhtpBKuwqstPa6u+dDl0YQdiJ6VKMjn2biyK2XASRsKWNOWnCasuEcrdTSnM6gsW3vCLo5vfpToxcsOthxCwQRVLKbvXbz8U6tfLzQN9qs7DNvO45tSCego74AwZTemrnVBIIS7J5lmyQVE9aR4nVKL1xTYMx3FJ8lgbq7bIWuBFJtO6cXZXJK1HlJoAxundHdLMZAANlLWroO7UY6ochk9qJCWLZO0DbvTJmtR21mhUrSIHc0g5wanzGucis/kG7RsqCoqLp1WkKUgrO3rUQ1drYPlxDTm0ETO1VPmeI6rG48Pxu/nTT3luUuaVxC0tY6nQ4sIKxUns8kh1EyCB61mjSes3cottSVyZG81dmn7px62SQewo4kDhkLvdnMHxKyMRlmy6lHNMVK30MXLCVCDtVTWTz1teIKpjvVi46+D9pBO4FGDzhcIwkGQtUIJO1Ry/trcnmWB9qkeScMHcRUQyriyCeak3TFvCWZTNfyinry0ZTyHlgeVI/23ZMmUhP3phv3XOZR5jTM+4oEkqpE1Lk6bQxqYuamZBPLFJnNWKA+Wod+IEkT+tBVcp/vUQyvdwlhTRsUod1Q6qR1FN93n7lYMLiRTCu+aQN1gQKRXGcs0AlTyQB60LY5pNgCiSTUsAy9wCMy19cPc3M4faaheYeWOYAk0vyWqsclKpfSZ8qieR1PaLUQn5hT6CyVlRw1V2v6xs1AD4kw+6YsnhbrLu8oBIJqXaG4bNMcrjiJUdzUfTqcW+6GJI9elSnQ2v1uZVFtdQmYipB3S9REwyO7KCp/afa6icU0RO+2Vc+mNOixbTCQI9KndggNgSaaMPcM3Vm282QZHanRu6aQYKhNRojLNlaDVCb4lIGH+VMc0Uz6mzzOKsnLp1YCUJk+lIb/PtWTSnFL2AqvNY6pt8zj3bdt2Z2O9PKKnbUTtjdwVDXy4vttBJUx/M0EhRLVPHe2YuHGWW1qAJjaKgGU4y3t2T4TPL7mmXWGI8N1TqEbHeahDwKTB2ir6zp6hj3Dcrz2faTfqsFrpdPoApjccScu9MODft5U1vawzDx+a4UAesGo+CR0oQVPrT2O3U0fysH2UXUdTXSp/uTuP4lP1o/lsvceGl5xaj2mnpGjsmsAupXuOppZwlFg5kuW7UmZ796s3WTLwtk/sppI9UimdRU+BMImDCsVos7blQmtqHlxzxnKqs6EvHE/IFE0x5jTmRxJ5nm1FHWatLS72WavUpv2udsmNxEVNNS6XsMziVKQ2nn5Z6UT/AFJ0Mga/hOz0jBcKZ0lPlrh2KzFMnr0r3Me/lSzN484vKPWahHIoxSGfWp1pD2hwWYTRvp5HRv5BwjAsiClW46RUv03r6/xiE2zjyikQASah20EedBKTOx601rKNlXGY3hS9lvU1nqBPCfqPMLRWjOJKblxLTrsE+Zqy2cv+KW0tC5BI6Gsd4fKP2FylxCyOU1e3D/WjN8htm4cHMIG5rMrjQyUMxY7hen+nL5Be6Rs0R37jyWudH3AFoiI6Cnm7U06khxI+1V3o7Pt/h0JCh0qYG/Q8ieaabB2ynA3dIL+0YVJEUwXdu2mdtqfLx2ZINR3JPlIMdaTdJhLCIFNN5cot5M9KabjOcgIoOUeVzEGZmo7cqdUowkmm7p3dk5bTMxunV3UCugJpC9nXiSErIpsUzcr6INcTi710/kVSet7kbw42o5/Mukf2hpkyeWVyq+cnan1Gmrt3qk7+lGjQjr/9qDvQ+HI5Jukjb3VG64cv8q0q1tG1Eq270y6R4W3y3Q/cMqmQdxWmLTh1YNEKebSTMyafbXS2Pt0hLbaY8oo7aMn5kg+tDRhirnSWnHcYlKQkgCrPxTy20AE9KGjEW7ccqQKN/CeGPl2py2HRwmD5dZyU4ovZHXoa646HBE02/MjY9ulDS8ZgmKMWomUY7atuTzRHeiUYq2eeSiJJ2G1Ceug22Vz0oWmHVX2SKiJSmgwAcLslLl6et2m58IdOpFMlzboaVs2BFWy7hQ9agpG8eVQ7MafWCflgilg3CJqyoa6CUK5RG21Ri5/HoeVBPWpncWDzJMp6UiXbtqMONz70o12lN5ojINjhREv3riVtK5hHlR2Jv12yiXVGpKLJgA8qBv1pjuMOs3a4HykzSoc1wwmToZYyHA5S9vUqSeUGIpws803cq5EqEn1poGn4ROxnzNdscOq1fCyqADtJoCG9kqySbO4UqBCh17URcsAoOxNBTdstJHM52pvyOftbZlULHMB1pLIT4AlNOTvmrJwpdMfWiGMhb3GzS071T/FfiQLB4ll7p2Bpq0FxJXkVpSp0kn1pA1LWOwE48B2nUVfClSZjauIv27c7jpSLE5BF8ylRjcUbf41brai2TNOmzAhNy3CdrXUVqkj5wDTrbajtlR84iqgzK8hj1KUJgdqjS9fv2ayl1RSB0k0cvXaMrSzGoLfYc46Uraz7ED56zTbcT0qA/wB46U72vExuB/vA39aL4gQ+GVoU5thQjmA7U15K+YebJSoA+tU+xxEbX/8A2B/1Ud/t624I8cfejCQBAYypNf5Z6xeJadKd5iaVYzWrK1eHdEJMxJ6VXmS1Nb3CSrxAaYk55KXT++HXzpdsgKKYloS2ubC+QlSVgHsRTgxdZfH/ADWdz4ifJRmqPw2qH7dSVNXJA8p2qdYrXPyAXJIPmnf9KUDgkjGQrPgz0roRuOn0rwG+2woxKQN4EVFZUuluPs/GV8on6UG9bW0ooKYijMTkWWblLa1CJipDk7K3um/EAG46iuyjBpKgr4JBgdKgmtMW9fD5WyRPSrLvrRLKoBpivVWqCQ5ymhZIGHKSmpTOwxlQC20cXseAElKiKOxWl75DngOqPhgzv5VJH87Z2gCUqEDyNNj+sGW5CADRnVrQko7JxgJxd03beElCUj3inXH+Bj7cMlYgVB7jWTx+VskT602XGqLlZ2WRPrTV9bnZScNp0nKs24zNq2N1imq71TZsAlChtVaPZq5dJJdMe9I3r9aweZU/Wm7qpx4T5ltYOVK81rpSUqSyo/eq4z+pry6Kud0gdxNGXz6lA+VMF5bOvyOgNNnSOkKceAyMeSi+ey7igtKSomIqBP6fymcvgG2lQVeVW9a6UZu3R4w+5qxdKaBxiUhaEIKhv0E0ZlO9254SPvEUZ5yVCOHOgrmyab8RCpAGxq+tO4wWzKUkdqFjcExbAcrYEU9sspbTEdKeRs0DCZVFSJOEamyaXCo3pY1fs2CIUsAD7UnU4EJJJ7VVPFjVeRxFmfwLkKVt7U9paR1XIImd1X7vd47PTOqpuArNyerMchJ530Dv1qF5nW+IaJKrlA+tZeyuutS3big5knBJ7KphezGRfP7+8dWe8qqdb0tn+49UF/tVa0f0IT+JWh8txFwyCqLlG3kZqJ5HiXjgohpZV16VThu3VRKifrXg4VTJkU9i6YpWfNkqGqfajdJdogGqx7riaof2SCTTe9xCyjwIabj6016V05+2rhKN+vap+/oO1xDIduUAD1pc0FvpTp0bpvFe+pLxGZWzENUCu9T518HmWsD2NNFxmMg4SHLhf1NW1icFh8goNpQlR6bU0cQtA22OsDf2zZQUidu9O4ZqZrwwNx+CiLharvJTuqHTF4HO5VZi4dWJUpR+tC5yRJ6UnQQB19KMB2qZDQs8fK48lGFcg9xXbe6ctH27lpULbIIiigZ89+lAJJkUJZkYKCOcscHA7haD0BxOtRjUs3LwStKQCCelOrnEyzXeBtu4SRPnWXrrIXVi2tVsspMdjUNtOIOTsc8lq5uFcvPtJ6Vn95ojSTZA+Er0P0bf/wDVqMMcfjbsVui/vzl8YpTS5KkmIqn7zI3GMyDlq+pQkkfrT1w11ejLWLbS3ZlIrvEXT5ca/aVsjdPWBTe2vbHUNeVLdTQyVVukZH5JoyDLeVsifSaq/NY9drcLSREEip5gciojwXT/AISDSPVuKDqfHQN+9abEQ9owvKdSx1JOQ7kHBVcREg0IE9aOfZLSyDRUfaK5OmuyMpbjry4sXkvWzpbUk7EVceidS3uYs+W5WhakiNzvVJI22FOFhlbywVzWz6mz6GmdVSiobjup+yXl9qm1EksPIV5Xbl8XYYbQkedO1tn2MTinFZK6TzAHqaon/bXO8sfjle9N95nL2+Ufxd0tY8iqo7/SnOwHkYVsPW8MOXwtJd68JRqjIt5XNv3jQAbWo8vtTVA8qC5ctTJUnaiF5G3R+ZYgVNsDY2ho7LOKl8lVM6UjdxylVdme9ND+ftWxAcH3pvf1W0meRX60DpmN5KGOinfw1SULShUgxHrTli9ULwt028l0gAjYGq1udUrWTykx0pBe59wISfE61XL94VTTk9wtI6CfWW6vDP8AF3IW6OGfEZu/t2oekwNpq7MVnU3DaYXMisAcG9SZAuNhKlFMx1rXWjsq+6w3zHcis8Y/VsvR8kDmMDj3VtG58UdZn1pDcWnjTRFk+paQOY9N6X84ACiYpQtBTbWW8JpVpxD6pNJ3dN2rW60gmprirQXVupxI5opqyts4he6elGETfJFM784yo0MTZo6Nj3ijE2lujcNJ8560oWCJkUClA0BJOe48lN17et2a4LW3pRTeeYgcx5fenF63ZeTyrQk+4qH6ytUW1ooWspcV0il42NccKPqpZIWmQbgLub1w01cItbVYKie1STCXq7u1S66dyO9VpgdFX90v8c+4SqZAJqaMoydghLYaJCfKlpI2AaWqNo6qolcZJgQDwFLEgR3owgRHWm3GXDrrYLgIPrTkCTvTYjClwdQyEW60kiOgptvkllPiAyKdSoRMyKYs/kbe2tVysdO9AUKQPZdtxBa5hze9STh+Ww8pRIJKpms2ag4lIxmaLAehM1aXDvXLNwlt1Dw+aJ3psJGl2EsY3NGVp62fHhCDtFJ71Fu+mFp3qM4fUaH2h84O3nTo5kErE81L6kjhNOTxTBJISKjd5ikIUSkdak11dTJk0wZC6SmZIP1oC/COGpguGkMz5etNN1kmGTBPSlGYvAAqFVB8relKjKzSTpyOEcRA8p/e1K2jYKHSN6bLrVaxPKrYVELjKJSCAok96b3Mi8tXKhNN3VDj3SoiaFKbrU9wqQF/rUazmonQyta3ug86RqF/cH922rc+RpJf6SzGWaLQSpKVdTSZkc5KBrWqjta5K6z+VUw0pTgKto3mpdw90jf2y0OlCkzBjerG05wVat3k3FwzzLmZqyMfodu1bS220EwPKhbA55yUZ9QANISDTTLjLKUOdQAKl9s58oCt/egWunVtwOQxS8Y1Te/Q0+YwtGEyJymzJ4W2yTJSUCYqoNc8OX/ndtUbjfar2DC2wJ2om7smbpHI6gRSoPYoWuwVijN2OXw7ikrSsAelNbWo7xlXKpxcp261qXW3DW3yTLimWh3OwrNuu9CZTCPrWy2eQHcRTaSN43an0L437FAY1XdJgeKoSZO9Lm9XXAiXVdJ61Vj2XftXFIc5gRv611GoVkCXCJ7+VNi9wTrwWK2BrF/fmcIHf2oH+1qg6Dzn71WSc66YUFHb1rjmaWRJX086M2Vw7oDA0q/9P6mDyUjxUn7CpnY5eW/7QVmjT+s026w08vlM7E96s7A6vZfR/bAbefSpGGpy3dMJqfSeFvRATO1Cd2T1oI26gb9aEe4I2pIo4UedvXbfJJEkCYntU6sskLqzHKvcCCJqM3WOZuPn2ChR9k61ZCFOgD3pLSQl2PaEflXlwr5t6g+adX825+9SrJZawCT4twifImoJntR4ZkK57psde4pJ0UjzhoTplTBFu9wCjt+4uSST186aXXFSd6S5rW+DbUoJvGyfQiotdcQ8cmUtyo0tFaKyb5WFNKnqu0Uf9yYfdSxTqvOilux1WI6VALjiG4v+wZ7dZpruNYZS5kJVy+iRUlD0vVP+cgKuVftOtUG0QLj6BWS5esNiVOD1k03XWoLBgGX0/eq0uMtfuT4j7gk7b0jcuHXCOZZI6xNS8PScQ/uOyqjW+1iodkU0WPqVPLzV9omQ2So00vasdUSW0JAPQ1FOcmSTXSs8sAipiCx0cHDc/VU2v68vFccOl0jyCfHdX5RtctulBB6irS4V6ydu3kN3bxUqYM1RbhO5mnLTGp/2HfIcKymFb0S40MRgOlvCU6av1U2vb40hIPmVthlbTjIWlQ3E9aSuZJttZQVCRVM2XGewasQXLxPMB0mk1rxQYyl/ytPSCfOqQWjOFtLZy4K18xqE2zKlA9B51T+tc2M6hbUz1qW3l8L2xUQeqaqu5cLd+60rqVGpiytAqAVT+uHuktj2eYVc5VpTL60HqDFNpknv51JNVWxZu1KA+U7zUZPfvV7wvP8AE4huChDpG1DQo9T3orv0MUNJiBtNDhKat1PuGuT/AA2SQhSZBPlV0523t8jjvGvNkBPNv0rO2mMsjFZBp9wfLO58qvVrVuFzuHFqp9CZRBHNFQNzicJQ9oWndIV0T6N9NI4Z7AqNWGoNN4u8AbfBIVHy71Mrlqy1hjPBkeGR51CDpjTzLpdTcIAmfzClp1vg9L2amre5S4uISlJmm74w/BiyXKTp6s04c2t0tjPkVVut9Pp05mFWrapbVJT96YZke9OuqM8/qLKKv3RAkhCepAppE+f/AHqz0weIh4nKxe7up3VkhpR8Gdl7p969uB0ro27V6R3/AEpdRWUQ+2HEqB8qqzXGLdtbkXrYMjcx/OrWcWhKDzEfWolq9FtcWigSCYg1G3WlbVU5aeVaOlLvJa69rm/KeU/8FtbKaW3buOmQQDJrUlu4xncTyK5Vc6INfPzSWZXh82lKVkDn2FbK4U6nF9aNtrcmQOprOQTG7SeV6Yi/6qIOaNiFG81j3MBmVtKB5FK2NPls2jI2vKqDIqR8R9Pi9sP2gwglxrckeVQDT+XW0SwvYp23q+WSu8aPQ7kLz97QenhRVPjsHwlRrVeLGNuiCAAoyKjC7lluZX0qQcS8m8r50+R6VUN7lrpSiAsgVKTVIjKqVttrqhvOymqsvbI/jG3rSV3UVskmFioA7e3B/jP3pKt91f8AGd99qZurz2U/F0+DyVO3tVtCeXpSF/Viz079KiaEXLmwQo+tKG8ZfOkFLSvrSRq5HcJ6yywR/MnR7U1wo7LNI3MzcujdwxR9tpe/ciULH0p2tNEOqgun71wE8vZC4UFMPicFGlXT6zHMVGuts3TvRCvSp7a6NtWh88U6W+CsGP8Ahgmlm0MrvmKaSXyih/tjKrq3w169tyET6U5I0VdXSkc428jU/RbsNH5Wkj6UMOJQY8vSlDa43t0yHKbR9WT08gkpmgEJ/wCGyMRp0NMXZ5SIBURWn9FOWlzbNu2y0qQQIg1kZKyBM1Y3DHiM/gLtOPvnVKYWYQon8vpVeufTcTIzLSjcdlovTPtNqaqpFNdCNLtgeMH1WurFQCBKq5lL7wGglJ3JqEYrXFq+lBDwIPeetPlxfN5BpLjagapr2lmxWxRyCXDhwrX0IjnsUqdgyBThmsG1cStoCTvTNoe+QLFCeYflFSS4uikFSTSzSNKKQcqAZDDOsqPykfSmhy3cbUZE1OshcockFAk96YLsNGTFF1BG0kpg5THSkl1j7a6KS+iY86X3rraJMgR2phvsx4cgDpQeM1qA05eMEJ0ZaZt0hCAkAUNTrAnmIqIv596YCiKQPZ19Uy4aIakIRS4U3Vf2rMwsCkz2obdv+JP3qBPZZ1QMuGRSJ7JqA3XPvSZqfJCKcDlTPI6rQhJ5DVZ641e6mzfWXCByk9aFf5UBskrJIqs9bu5PLW6rHHMqUpzqQKQfO52yO2JoKqLLZ+6zOoXEtqUohyPOrt4WXN9aJaS4Vxt17VHNBcGbpt38dkWypxZ5jIq6MFpNvHpSEtgEelJRxuLspSaRuNIVlaay7paQSvtUzYyqin5lHy61XuIZVbpAM1IGbkpAM9qkG8JgQpG7dlQ3JpnvvEdkAmvIuVHvQw4VQdt/SucMrgcKNZDG3L08oPpUeudHXNyslQO9WMSO4+1BlsLCSRJMR50XwwUfWQq3Y4bKdPMtJjvTmzw+s7cArSJHpVrNYtKbVKwjt5UxZNtaFnaKM2Fo7IC8lRJrTONtgAW00vZx1ggfK2k/QGmvUX7QbQXbWSB1iozZ6ufYe8G6SUnpvTplPkZCYy1rYnaXqePP2FkPn5Qe3aif27YIISlSaiGevU5G08Zh35gJ2NRuzyTqlhi4WZB2VNLsgyMpjNcvDfpwrgtsky+mUKB286R3mRWy5Cm9uxjrULxuVfs1p5jzNnvUrtb+1yDPK5BmgMekpeOr8UbHBTha3bFwOsE7UatgKEpA8+lRy8cOKJeS5Lc9Z6U6YTMs5JHyKBMdqK5mBlLR1AJ0nlCfZMcqk1EdUaPx2bt1oW0AogzIqwnWUuJ3ioxmHRYOQrYTApPGE8a8jhZR4kcFXGXXLiyY7yYFUxf6VyWOeKHWzsepFb9fNhlWy06Eqkd6rnWfC20vULeYYSdp2TTWaAO+JvKkYKr/ABesft465kgpg95rpx1yZUBuR3q3svoN3HvKQWOh8jTUdOpTtyRHpUe4uacFSAw4ZCq17GXXLzeHzEbgetLMdmspiHIUVKTEdTIqwzp1sA/KPKk7+kUubJan6UUSELvDBX0uBHeTXHHwkEyYArxPafqaasvkW7O3Upwx5VLgZKinO0jKrribxXd0u4ba1+dyOvQCqcyPHLVr6lBt8IB796M4u5AXuZWtO4Bqr3Sebc+tXuhtdO2FrnNySsCvfVdylrpWRSlrASAApZfcStV5D+2yjvskxTJcZvJXZJfvHVT5qNNYO0T3oQO896kWU8UfyNAVfluFVUHMshP1JStlLty4EhZ37mpdidAXN8ym4U/8qvKofauFpwLHWpLaayzLLKbW2cCE9IA3okwkx/TTy3upNRNXkj0UtsuG1kFDxlyfWpRY6CwLLQ50oO1RfSjecyyw9cXDhTTzqvUDOmbLw0Oc1wocqB3momV85f4erdXejitsUBqTFho7lRniBYYLGtG3tikvHoB1FV5udo/WlV9e3N7cOXV06pbizJJ7UkPepqmjdGwBxyVnl3rY6yoMkTQ1vYIO9dB2B9a8epJivQoCnChy5BcIjzqM6kfXbMFxBhUdqkqztyyetRzU7PPaKPcA03qYw+MhO6GpMM7XjzVNZbiDmGMibZNwtKZ/vEVbfCfUj9y40t12TImaznrNKrfLhzpCqtThJkuV5ocxJJHWs5lj0SEL0VbJhUUzJB3C2/grg3WNT32/pUH1E2u0zKoOzm/vUh0Ld+PYIHP1TSXXNsE3TT5A2NPqB/hzgpj1BT+PROaoTqq28S3S+UzA3qDuylX8qtDJ2gvsY6hA3CZqtLwJbWR5bVoDCHNyvNkjHQzOjPmk8kenWhAz3+9J13LKBJUB60U5lbVsbrFDqaEcMceAnJCtwewpS3ePtCG3VJBPY1GndR2rYJ5wY6xTe/rBlE8quYxvFJukjHJS8cU/+AKmysldK2XdrG/940Q5eIMlbkn1NQB/WqTIQo/em97WD61coJg0l7xE3hL+41cvKsd29ZHVwbetJncxatbFYPnVaO6ju3D+cifWkTuWuHJ+c/eimvA4R2WCSQ5erJe1RaNc0uAxTbc6zQkEIP2qv1XjipKln70AvKUREn2pB1e48KQi6cYPmCld3q99c8ijE0x5HOP3TagpZ7jrSBNtdvbNMrM0qY0xlrtMBkie8U2fLLLsMlScVspqUhziBhRNm4X+3W0pMSrrWuuC9nfm2YdCVEQJkdKoHTfC28cz9u/dghAWCSa3Xwr0ba2OFZUhAPyjeqRcqWogny5uAVvXS10t1TQYjeHOG2PJSJnE/tLGlpxE8yYM1SOrtFZbBZJx+0t1qaKioACtQY2ybZSByj7UputPYzIJi5YQqfQU4oa59JIHhML/AGKnvtO6F/4FYS1Xi8tkEBAsnST1lJqHL0DfFJW80pHuOlfQG/0VpJlJK7ZqYkbCqR17py2U5cIsGwlKFEwkdquNsq47rIQ4YwsQ6qss/RtKySJ2rUccLMidEICv3kSDSlrR9ijqZqXX9sth0oV2NIiN/apsUkTTwqX/AK5WTN2f9k2safsGf+ECRS1uytWx8jKR60aPSvUq2NreAmslVNL8ziV1KUJHyoApdZ4vIZBQTaWy1iYkDag4q0/H5Fizn+1WEn2rStrpvEaM0om+FmHHA2FbDcmKaVtaKMAYyTwpzp7p19+c97naWM5KoNrQ2oFpkWhH3pFkNO5fGJ57u0WlPnFWxaas1HkXue0wSUtT3SelO+oBcZjDLYcxBDqk9k96ai5SteA9ox9VOO6RoZoXOp5HagNsjYrP3pQSkEzS/KYi/wAW+pF7bqblRAkUhG8VMtcHDIWfSRvheWPGCF1O0Cdq7zKAkHcGdq4INeIntXFoKKHFpypLhdZ39glDSnlHk2BJnare0FxMbuim3fdkmBuaz2dhIFH2GTuMdcJuGXFJ5TJ3ql9QWcgGpgH1C272fdY+Ji3Vrt/8Sf0W89LaiShCVMuyk77Gp2zmk3DYBXO1ZM4acRhcNttuvQoCCCavPCZ5q4bSoLgn1qmgrZ9juFO7h9CwSDTLevQCQaC3dl1IhwEe9FXDanRt3orslGa4d0wZO4iYNRPI3IlXNMeVTO7wzz5PYGm5ejvFJUtU70gWOKXErAFAXrtUmAT2pKpy4cPyNqPrVlNaHtk/MpP3o5Gm7Bgx4YkbUAp3lEdUMHCq5OPyL/5W1falDelMjcGSCAfSrSbxdo30bH2o4W7KeiE0q2lHdIOqPJVk1w9cd3ekzTrZcOrFohamEkjuRU8CEpGyBHnFdTAgAClW07QkXTOKj9rpZlpISlAAHpSxGn2QI5e87U7COo3oQUKVDAEkXJsGKSgfLQVWi2996dxv13rhSD2G9G0hdlNSSUHfsKNQ6J3NKHrVKxIEHzpvuGXGJUNxRS1CClbz4aZK5BIpDhFOZDKoTJISZPpSS5vudtTZO9OGiFNjIqKyJJBFJO5wjhW7jsah2zShQ3imDOadVJIRsKlWPeR4KTPUUe8408kpcTI84pwMYSWSCqYyOKcbKkluUnaoTqHSjdwFOstQoblMdav3K4e2d5lIAqIZHAJCipNHbIWHZEmgZO3S4Kh/wF3bEsolQ6cp603ixukXfhrYVyqO0irivdLsl0veHCvOKTrxNrtzspJHeN6cCoCiH2gu7qEW2IvEoTzNcyFDY082un7oICmFxPY1I0fhbYQeX6145G1a6LH3pMzJ3Hbw1Re+05mL1vwFrhB9addM6aGGb5VL3G/1pS9qC1aT1BpuuNVpQDyGk3VIxjKXZb2tf4mN1KHFobTKiAO9VVxb1bb42wU4h1IUmY+aluY1e94ZhcbedZx4xatub59ViHlGSQd96bSVIDThScNMSd1K9F8UBf3vguubBUbn/wA86unEZJnIMJJhQ9RWPdEYu/8AxSbgJUASd60vo118W7aVHcAUhBMXHBSlREGHZP8AqDR1pk2y602mT2jrVXZzRKrR1SgyYB32q9bR0lIJEz1orJ4W3yDZlABjsKWkiEv1RYah0W3ZZyGHQ25ylER50c3iWSkAoj+lT/UmkH7VSnWkkxv061FFoW0ooc+UgxUfJEYzgqUjlEgyFscgmagmvnyhqAo9DNT5SeVJ2quNfnnWUFRASDtU3TM1SgKu3GXw6Z7vRZx185zXkzO5NQd0mdjUx1xtkFtk9JmKiC0nmNaVENLAF5imcXzvd5kotMxEULp9K6hA7iO9DUEjee1GKNwutkc1PenbBV/fNo2IkUyJPefvTpickvHPJfbEkbxScgODhOqUsEjTJwr+x9pbYLBl4hKVck1Ruo8u7mcs/curJSFkIHpTnkdf5nJW/wCEU5yNxEJJmowrcmZ60wo6V0bjJJyVZL9eYayFlPS7NHKCY8utBUPt7daEUeY+9ckAbmpQKlvKARAkCugT2MUEvNI3UsfeiHctZM/ndG3rXFwHKS0F3CPWnfYimbOICrR0KjoaBeaqsWgeRYNRXNauadaW2gyCPOkJJ2Bp3TqGjme4EBU1xItUi5UobEKmnzhZfhL7RMCfI0za0X+K8Rzurf3o7hglxV0hCRJ55296oVxw2Yu7Le+lA+SjZH3C3Fwuvi7athSuw2FSjXLAcxheiSiDUH4VNPIQyFpPQe1Wpn8Wu5wzqAgzyE9KbQzAODgrDcKF3huY7uFUVtnFJYcQE7hJG9VDqrLvsXjqUbSTAqcXd4rG5F63dBEKIM9qr7V7fjXC3W0SDvIFXVlQXQgtXnuttwbcXB4UYus1dq2Lhj7RTY7lLoky4Z96Vu2F27shlRMz0osabytxJDJH0NI65HcZUpHS07Bk4Cb13j6uqz9aTruVAnnUennUlttB5N1IC5E7+1Oltw4HV5Ro4p6h/ARX1dup/meFBEOhSh1PtRqEPuH5GlK9hVm2mgMa2BImPSni20vjGAIYSY6GKcMt8rvmOEwl6ioY/kBKqVnEZO4I5GFfanO30ZknyCtJH9KtVNhatABDCZ9qUt2dwsQxaqO3ZNOmW1g+YqJm6plccQRqurLh0rYvKG9PdnoTHMwXCDHpUldQ6ysodSUq8iN6AXCJ2p2yjhZwFD1F9r5jgux9NkkYwOMtgAhhJPtS1DDLWzbSQPagC5QTB2mjQoGNzuKctY1vAURLPNIcvcSuFagoKSYIMzWg+BesW7tj9l3jo5k7fWs+gSDTjgc9c6eyCL62cUiFAkA1G3ahFZAW43HCs/R99dZbg15PwO2ctp3N+1ZgK5hB9a83mkPNkIcg1nS944Wz1shp+4hcCd+9PuiOIzWScCQ/Mnuazd0ehxaeV6agqRKwPacgp44g6nyOOySEBZDStpqNNZNOQcUVknn6zUw1tiWs/iVPsplxI5kmqjsLl20uCw5KSkwRVn6b0MkdnkrLvaiyaopWYGzTlNmtsGbd83DSPkXv06VCVoIJEVdl3bM5nHKaVBXy7HyNVLmce5ZXK2logpMVdvmCwWJ3hu09jwmmIr3frQlCvD1oqd5SnGXSrG+Yu09WVhVa30hksXrLTVvzqSsBA5k1kFO5j+tTHQWv8lo68SppanLdR+duf5VGXSidVxgs+YcK5dG9RR2SpdHUDMT+fT1Vp8SdXL0RcN2GKxqd/wCIjYVF8HxkyJvWm8haIW0tQSeUdKmdzrDQWubRP7TW025EHn2INNrWJ4Y4twXP4thfIeYDmmoiERMj8OaM6lfK41lRVe80FWwRbYGRt+ClGsdJ4rVGlVZNNslLnh84MCelZguGvAuHWAZCFlM1dms+Mtl+y14XTzcpKeTn6JFUi6pa3FOKMlRkmpOzxTRMd4mw7BU3rysoKuaP3UhzwPiI4XRBr3XrXh717sKmlnqCUzEmgKTy/wBaNMd6CopA3NFc0OGHcJSKV0Tw9hwQjMbmbnC3abhlRCJ3E+taA4d6/RfMtpU8J6ETWbLy5t0JKVrG/byoej9aLxGVSwHiE83n1rNb/bm0EviR/KV6V6C6lfe6XwZx/UZ+fqt64fNJeSmFdRUiae5wDVHaC1a3f27cObwO9W3iL0PITCpkVCAg7hX9wLeU9z3mjbJr8U+Gk79zSC9vE2rCnSQIpw4dFeSun31778qfahG7sJM8ZR2Qb8BPKOtMjijzHepnqLErbUVAbVEbplTajKYpTGCk85SYrI+1cDwIgDpXDtJoEA7zRkQpPdZmztDDryQfU02XGtcWySUugx5UVktIsZG4LzjyxPYGvWuicUyfma548zSwEfdR8klWXYY0AJE9r4qJ/C261eUCiUak1DeLBZslhJPlUqYwWOYH7u2QmPSlibZpGyUAAeQodTBwEUQVLt3vx9EVinrlxhKrgFKo3BpwG/WikEJ2FGg/akTyn7QQMLp9aIfQlaSCOtHkiN/ek1y+20gqUoR+lAEcKC6sfGKV43NCZ3ovS2q2FXKXWnhIMETUP406ut7PGuht3fcbVSWiuI9yzkwhTxjm86ZzzNY7CdRwOczK+g+n9StXDCCHOo86fxfodTsZn1rOuitXquGEKDsSB3qzsfn1LbTzHc+tKskDgkHNwVL7u7CZ3pnurrud6SLyoWNzTdd3oI61znIwwvX102NtoqL5PIcspSdhSnIXY5T8361FMpfAcxJ70kZClA0Iq8yjvMRzkfpTW9kXFfmcI2iZ6Uhur1xxf7tKlH2pKLbJXJAbYV9RSBeSlsBLHcidwVk77Ujevo3K/pSprTOTuFAr5gDTnb6KJAD0/WuAc7sg1AKBZu9uFsrTboUtRG0dKr634aZHN5I3d+2rk5pAImtIW+jLVPKCykn2pzt9KsAbMpA/WjiBz+Vwn08Kn8Jw+t7FASi3AI7xU2xeHNqByJgjyqdM6ctkBJWkR6UuRi7RAIS2PLpTlkGnhIuk1cqM2qFpG6dqcEAARNOxx1vPypjfqKA5jhuUfanAYQkshNF3ZMXbZQ6gKkdKgWptDpcPjW7Y69uvWrLctXEEwPtSdSUq+RxMigcwOGHBHZK6M5arEc2RJ6Cqi1/cc14tBJ2q27hUNqPkKpbWKvxGSdQDBBIp7b25naoXqGTw6B59CqH1e54mRdVGwMVF1gcxipJq0pbyb6VqAhUdelRN+/tWiSXBI2g1oQcGtC85ta57ycd0oBPcV3b0poc1BYMkw6D9aQ3OtLNsENncj9KIZmN5KdClldwFJkgDpQw4hIHMoVALjXRiEGJ6U13OtLtU8ij0pJ1UwJwy3TO7K0VZC2a/M4JpK9qGyZO7ifod6qZ7UV+4TLxHfrNI3L+4dJUXT6b0g6sA4TtlpefmVoXWtbNskJI38qZbzXn5g2d/eoAu5Wobq2FBDhWraT6g/pTd9Y4908isrRyFKbrWV47PKr5eszTU/nbx8n95M0iTa3bo/dMLVJ22pws9I5i6IhgoB6SKS8SSTYbp6KCGEZdgJucu33E/M5+tInnFkGTPoanVpw4u3iC+SBTs1w3x7KQX1BZ+9G91neM4RPfaCE4LvsqWv8Xc5VYYt2SsnbYVdPAvgtkn3kXdzaqSFKkgirI4U8O9NXWUQ1csNFKjsCN61RgNE47EWyUWNshKR3Aqr3RhD9DuVqvSc0cUAnjOQeFD9J6FbxqUJDfQVYDOBZeY8NTYgiKVs2qGdiADS1DyUonaoprdIwrTLUeOdRVZal4IYPLLculMpC1DcgVQuuOH2P05euW/50p23HT0rUWpNZW2JSUOKAnYb1SXEJTeZbfv0DmmFAjerZ05I58hY47YWPe1CnZT0bKmAYdq3I8lSn4K0aVypYTt6UIIbSfkaSKVXTUOEjsaIjeZE1cQ0DhYx4z5BucrwMbAUa0wp1W4ma4w3zrCYkk06eGLVkHlAUqlAm8rsJOG22B825qwtDcM06qszeuOFCUjpFVq8pRUTMkVoXgc+H8M4zzCeXeo+5zPgg1xndWfoy309yuIhqhkYJwmc6J0TgnOTI3bXiI6pUd64/qDQWKQU29r45G3yomnnUWkNOsZZ7MZq+ShKjMKXE032+V4XNuBkeEue5FQrJTKNTi530WjTUTKJxjhZFF5aufqqm1rl7PNZNNzZWngNJEREE1H4ChuBtWlnOHOjNXY9T2MbbJj8yeoqiNbaVuNIZhVg6oqaVJbV5iamqCthl/otyCOxWd9TdOV1ETcJCHMd3bx9lFn2AoEjY+VJWr1Vu+Gnp5T0NOSwY6Ux54pQgLEAz2qTccDKqcAEjtDu6f0kKTIO1BWjmTykURi3S7aoUZ6ClZA6mj8hNXAxuI8lXevba8tWfxdotQ5DJg9qcOFOun2rhpLjxlJEiakGcxyL6zdaUkGUnaqZa8fS+pFNEqS2pfMk/WqJ1HQeBL7wwbHlbz7OuoPfqb3CY/Gzj1C+gui9Qs5bHpbU5zcyRUL4gYNWKyf49lMNunsOhqG8IdZc3gtrdnptNXlm8cxqTBLTAUopkHyNRFJUmF4e1Xq7UDLlTOgcFWmDyBAEnboaRa6waXWU5FhP5vzQP1pOx4tjeLtngQptRCgal+O8HJ2arN8AhaY3rSKSoE8YkC8tXy1vttW6A/gqOebUhRBHeigfWpHqfDOY2+cZUjodvUVHVJ5TBp0QmET9bVwehoxKoM0VIG5NcL7SACpYFBkJYA9kqS8sbcxoReWqZWfvTcvJWrf5nRt60jf1HaNA8qgYpNz2N5KXZFO/ZoKeyvrtNFkidzUWf1e2kEJprudWvrkJUaTNVG1OWWupl5CnTl0w1+ZY+9I7jO2bE/vAfrVfP5+6dn94QKbnci6v8zpNNn3ADhSUHTr3fOp5davZRIQaZrrVzzkhCiPaombkmOZU+tEOXgA2UfvTKWueRypum6fiad2qRKzTr5KluHamvD5C4u9QJQgkyuBTWbt9SVJt2VuGDslM1P+BvDzO6hyv4+6x7rTaF7KWmJ3qqX2V0kQHK1ToOhZS1LnEYGFonhWxkbdpnxErCSBWj9MuKLSOY9KhWAwGPxdgy26ptCkoAJkdanWDSzyJLK0kDyNV2JjmD4lo1RNHI46ULVb60W7f901NOD6gvGpf3BWSTUby2OTkLIoEc46U88MroY5g4908qm1QN6VbtJlNnHLcK1ry3ZvGSh1I6bGoZmdOlJUtAkelSo3Uomeu9Nt1eKAIkEetOXEHlNxkcKvLzHusqMp+9IlJUnYg/apnfLYdklIE1H7tLAM7CiagOUfTlNgPYmhDak91eMMDmkbUx3uqG2iUppN1RGzclC2B7uApNzg9f50FTrSeqoqCP6zX/CoRTRc6wuVqhLh+9Nn3GFndOG0UjlZrmQtm9y4KSv6hs2ujg29aqx3Ulysn96d/WkTuZfVsXTTV12b/iE4bbz3Ks271jbtc3KoH61ENQa3cW2pKHI+tRV/JHlJLlRXPZrw21eHzLV0AFN3XGR+wS7aNjdyq342aufu7pNmh3mJO4qO6LxF6+6h7lInepHa8Osxq3N/tC8aWGeaRzCre09w9axzaEeCNh1oWapd0Z8jYm6Ql2gvxFu2hK1GQAKt7EXyvDQCqSB3qFYvCptQnlQNqldgnwwBUhA0tGFGyEE5UoZfC0jfpQ3Epd2JPrFNbK1CN/1pc24dppwkknexbb2xUfpSJWlrR0kub996eZHr2oSQSYG29doCHKZ29L45royCR6UoawTJXytMD3iljtwhmAo7kipJisapdkH1IEqEzQtYCuJKjBxLbI6Db0oBt2k/w7xTtlUlokAbD0poUs9z0pZrQiklc5eUykAUNK4PWNqLKwRsK4Vbe1HwgR/NsTNdCj6AR3ooE9ZO3SK7zdBNGAQFHg9ga8Dvv3osK260KY70KKulIO0eppNcWbbpkJA9aUz3866BtBFG5QJ+yCgi2c7QD02rO+sM4tnOOoB8x1rQOZUU2TvmAenWsmcQckWNQPk82xketK0L9EoKieoYzLSlirfibdXTV6t1Kjyr3HrVUX2QuypUuK+9W3qJ5GaslOJTzKTVZXuAyDjxSzaKO/XtVqc554WSU0ETSdXmo2/cvL/Ms/eky3juFLJ/pUma0HmrrZXypPQ04W/C1xRm7uzuBtNEEM0nAT4z0UI+N4UCU8NyF/autlxezaFKI6wJq1LPhzhbYDxBzfSd6erbTeGtQPCs0T6ilm0EruThNpL7RRD4ASqbt8Rl7oANWi9/MRTvZ6Czd0oc6ORJq3UW9s1/ZW6E/SjeeISBt7U4Zbmj5ioyXqV3/pRgfVV3ZcLzIVeO9YmTG1P1loPEWf5kcx9utSXuPM1yJ3jt2p0ykhZ2UTUXutm4dj6JJb4fHW4ARbJJHSRSsIbbkNthIHSBQvSuETIpwGhvAUXJNLLu9xK6FE96Ie5in9aOPQ70U6ARt5UJSbDgpx0hll4jMMu+JA5wYrWWmNXW79i0pxxM8o71iDK3irH/AHgEjk3kGldl8RbeBQ3aXFwekSDJFUy+xYkDls/Q1dqpjD5La2b1VaIIU2sAnYiaJs84LtBAX+tZRsONKc4U8lwDzHbferk0JqE3jLcuc0x61X9OVorHFJ+Mirlq3TdtLPyntUUwt0MriVNLVMo7nfpVg8R7MZDT75CZISTMVT+hb5SLo2qz0JSd6sHT5DJSFnftBhdPSFvYbqO5Vgs3C2zsUqIIim0jftUr1lafh8itSRAX8wqKK/NFXdYLCdtPkl2LSFPpSvuaedQ2a2A04lPyLTsajzD5ZcCx1FTWwyFlm8d+BulALj5SR0NdnCVMYk+qhZBnepvw/wAxqO3eNngVS64Ig1G8nhbqzUSUcyOyhvNDwGdvdPXzd5aKhaTSVTH4sZaBn6p5aKr3KrbI5xaO5HOPRSnW2muIFwU3uWbefRP5UEnl+lRmz0zn7t1LbWPfCuglJqz7Tjs24wEZPHhwgQSB1rz/ABwxjKSqzwwC+2wFRUctZE3QIh+yvFXQ2Ksk8c1p35zuVN+FGCvtLYhbuWd5QUbBR6e9VBxs1FY5zUaGbBQWm1BC1A7Se1J9S8V9SZ9Bt03H4ZgiClvrHvUAu7tpsFa3ASdzvuaPRUMjZzUzc+SbdQ9R0stuFot4JYOXHvjyXXFBCZUfeo1k3jkLtFq1J33pRe379254NsmZ2mluKxYtgXnfmcV1NTBOvYKiRNFMPEfz2CcLJrwWUt+QpRt1nbvXEjl27UKPalhso17i45KLWkEEGqz4l6e8Rr9oMI/eN/MIqzHXmkSVuAVGdU3do7YuM86SSDTK4QMqad0b1OdOV89sr2VEXY7/AEUc4X6qctX2kKcgpIBrY/DvUaMjZNtrXzBSYr59Ym+ON1EttJgKVWrOEOo3EhpClQDFZY54heWleraKJ1bGJWDkZU+4l6fVj7xOYtkfunNlwNvemjAZAJcAJ/L1q2L2wa1FgV27iQoqRsapNdu7hsk5avDlLSoM+VW2w14B8Jx2Kyj2j9Ol8fvcY3G/8pfxFu8ZcWCLgIh5AgnzqkMlqJDLiktirL1pctO2CyVDpPWqQyi0B1UHrVjqKgxDSFlVptgqn63JRcanfUTyGB5U3XGfu17+KfvTW+9BIFIHroAfm+1Rr6x3mrjBZIhwE6vZN9RHM6fvSZd8o7FUzTe0m+vFBu0tH3lK6BCCf5VKsFwk4iagKfwmBfQkx8ziYFNH1ePmKmaeyatmMyo8u6EbHf1olV3v1q8NP/CVqq85Hc7km7VCoKgO1TvGfDjwt04kOZ/Mt3C07kKcnf2FNTWhxwzJPopQWMxDVMQweZICym0Lu7Ibtrd11R6BKSaf8Tw115nVpFlgbjlUeq0xWrbe94O6USG8ThmrhaOhDYpPe8ZFNpLWFw9vbp7Ep3FLsgrp/kjx9dkwnuNgt4/rVAcfJgz+fCpvB/C1rLIhLmVum7VPUiplYfDhoTBpC9Q5pLqk7qTz9aUZTiHqXJkh3IrSkz8qDAqPv31zcHmeeWsz/EZp7HZJ37zyY+n8qCquu6KHahpsnzef2H8qYM2PCnTSfDxmIRcLTtzFAP615fEV2zQWcLYs2iOggdKhJXJkj71znqQis1JFuW6j6qt1fWt4qgWsk8MeTRj8+U+5DWmob1RLmSd+ijU84ScX7zGZFGHz90VsukBp1R/KfI1UpNErSZCkkgjcEUpVW2nqYTEWgfsm1p6luFsq21YkLj3BJOR5Fbws8/bPtJcS4khQmQacLZ9sPJubVcLBk79ayToTijeWdunE5G5UpTf9mtR/Mnyq2dM8SWbhxLZfkn1rNq6hkoZTHJ+HqvStjvdPfKVtTTnnkdwfIrR+N1AhxsNuKhURSh+5Q4mUqG/lVa4rULF0lKgsGR2qQs361IHK5P1pnlTO2UvvXiAZqNZG6ImTtTk++8sHYn1plv2n1yA2aby5PCVYRlRvL3ioV8x71D7+7UtRJV17VLsjjL94ENsEzUfc0ZmblZJQUg1FTQyP4CkI5WN5Ki9xdEEyTtSRy55jsZqbt8NX3CFXDp3+lOTGhMXZgKfSn3NN/cZDu7ZLe9MHCrVH4l4w00tW8dJpbbYHK3Q2ZInuasJw6cxaSFrZEdhFNV5r3D2YKLZAUR0io6ruNrtu9VO0HyynMUFZVf2YymJrQV9cD9+vlFLGOH2Itj4t0UE9+Y0gveI927It0BCT0qO3up8ndfnulDm7A1Va32jWilBFKx0h+w/NSsHTVbN/dcGhTxa9PYhHI2pEjsKbLrWNgySLdvm9fOoI5eOOTzKUZ8zRPik7E1UK32mXao2pmtjH3KmYOlaWPeUlxUzOvnEE8tuNqNZ4lutEBduojuR3qDc07GgmJqLZ17f2nPjfkE5d09QEY8NWtYcUsYshNwS1/wAw/rUsxeqsZfgFl9JnyNZ7IBrrF1dWLni2twttY7pMVZbZ7U6+FwbWsDx5jY/x+ii6rpKnkGYCWn7hahZuW3QChQIpVzcqCodhNUPpviXd2jiWcoZTsPEB2+tWvidRWuTtgWnUr5k7QZ2rXbH1LQX6PXSu37tPI/BU2vtVRbnYlG3n2Rlu6chm27cq25pI8hV0YWwQqxS3yj8vlVO6XtwjPLecIgmRV2Yl1AYQlJGwqwxc7qLf5KK6jwq21KPLUJuWVsqIUIirtu7dm+a5HAJ7VA9RabW0SpCNhuDFL4QA5UEBIMmhAzRl3auW61JKSIpPO/LQhclCTQh5CiSem+/vQ0qjaP8AtRkUo1O5+lDnfYTRaVDvtXQRufpNcgRkzt1oY3EAGipHUqH3ot29YY+ZbqU+hIihHoilSq4ZS6hSFieYVQPG7FYWwWlxNunx17zG9X1eXbNsgrcWBA71nPjpkkXV21yKkTUjZacT1I1DYKrdd176C1ExHDnEBUzcLabcUlttKZPSkinB2AHsKMfVKifWkyj5mr0GBuwCwkSvecuKGVz1PpXpJ60nKF9Uk0eiYgzQoxCEOm9dG53rwAiRPr5U44XC3OXuksMIKgTuRQOcGjJQMidK4MYMkozBYC+zt0hi2aUQTBNWP/8Aoe+1j/xlzdlB5ZipdpXB4rRlgm8vuUOR0NTT8b+18Qu5CQEqTCR6RVfq7nJrxFsFp9l6NpWwaq0Zed8Z4WS8jamwyD9iTzeCopB86I3PkKddXNeDqW+RG3OYpq7b+VT8Ly9jXHuFmVfC2CokjaNgSPzXIiDNeE7zQtgNtzXpE+W/lSqYkIJkmfMUFe436UYetBXJHXagKIovqpsmxcKT2rM2trs2mUklQE+frWp8/bh2zcSB2rLHFe1/D3RcSDssiq7fo8sDlf8AoSo01fhE7FTDh9mXC6yS4YPr0rXvCjLqU20kuE9JmsMcPb4wwoKiDFa54TZMyyJ22qnDYlbc3cBaSyjYvcO42d+Zs/Tas22WRXhtWXForYJd2+9aUxqk3WOAmZTFZ14mYg4zWn4ptMJc61I26Qx1DSq/1FTCopTnyKkmtbb8RaW9+gAyNz77iq/dEKO3SrPLYy2jpCZW2gH6iq2vG+VZ26E1ojDqbleYpmGCocwpLzFNHMXbluQtC4I8qIM7TXASelGR8qQW+pXwA0/Ck7daC9e2NwoqLfKfSmNKpMg13xEjYkfWg0+SEPJ2dul7zlrEoJ37UieuuWeRMmiXLthIlbg3FIX83ZM9XUk+VFJxyUpp1fK1HuvXrspSOUGik41bqgq4cJ9OlNtxqu0ankUD23psudaEEhvvRDNG3kpeOjqZPkbhTFq3tbYfLygV53J2jAJU6naq5uNU3jphKz96bnsrdOTzumknVzW7NCdR2CaU5kKsa51XaMg8qgSKZ7zWyiCGjUJU+sklaye5otTyR+YzTZ9e4qUg6cjb8wyn671TePqPzmKa3sg88Fc6ydu9Nrl2AOsRRCr4cpCSSo9ABTKSpLuSp6ls7IsaWpkcSt7U6Etbkwrb3rW/CfS1+/YW16hB5QBMVn/hJw/zmrteMrONeFqNlLUkgCvoVoLQzOAwqLUtjYeVZ9Xse6oOOF6K6eqYKW2Nz8xAH2S/Sdi6i1Q26nsKjnEbhhdZF8ZfEtS7BCkx1qzcbZJYjlEeVPrLaFCFJBBpenmfCQ4cpjcKaGva6N4yCsMaw0lrRsqtEYO6c6gFKCRUSx/ALilqV7mZwa2EqP53ZEfSvouuxx+7jts2Y6kpFN13qHD2KXEMloLSCQBHapx97mmAaRuqLT9CUNC50rXHTzhYfY+Em+sUh/Vuo2bRPUpBANPFpwj4K6aAVf3xyDqd9jM1O+KzeQy4OcRcuOIcJ50cxhB7bVTFzzJWQomRNWWGyGRgfNIfoNlldX7QGwzPhoKZoAOxcSSR542CsW31bw4042GsHpRlSk9FKSBRF5xmzJQUY20t7RPblRvFVuSa5zU+js9HHvoyfXdQtV1neqoY8bSPJoA/TdSTI6+1NkifxGUeIPYKIFMjt7cPK5nXlr8+Yk0lmugzvUgyJkQwwAKuT1E9SdUzy4+pJ/VGFwnqete5p6nelWDxF3n8tbYiwRL1ysITPbzNaDteFvD/AIe4cZbVRTcuoEqW7uCrySKb1dfHSYDt3HgBTFk6bqr2HPiIbG3lztgFnTlXGyFfag85G24NXsOKXC5Cww1p9PgzHN4Kafr7h9oTiFg/2lgG2W3FJ+VbQAhXkRTR118MgzRloPdTTOihVNcKGqZI8b6Rss2Dyr29K83iLrAZa4xF4IcYVE+Y7GkcipZrg8Bw4KpMsT4HmKQYI2I9V0/pQCB50KPagxvQlJopaFAhSCQRuCO1LLPUl/jVJdbUoKQfmIP2NERRTrQImN6jLnbY7jCWO57FWbpnqSfp6rEzN2H5h5j+VePD3iam7CGnngF9OtXbhNRJuEJIckGDWFLbI3WDvUXDK1BsK3E9Kvnh3xDavGWm1vjmMDc71l08UlHKYJhghenrfXQXWmbV0xy1y01bZBDg7b0rCkuDoCPaoLhcyH0JIUN6ldnchaevaiFOxlLVJR1CRNFKSmZgV1biQkye3WovmtWtWr6bRlQLizyimtTUxUrDJKcBLwwvndpYE5ZzL22Jti64QVdhVRaj1pf3jqw26UJnaKedYX79zIUowO1VzeOHmJVNeburuuqu9Vb6WjeWQNONti71JWmWGxQ00QllGXH8kXdZB51UrcUonzJpGt0kzNAcXB60SVzB6mqUGl27t1ZwxrdgEd4hG9cK/OiQr1rwV5zQ6VyO5gofLNBJ3oKVeX2muzJrsICUKdt66J+9FyPX12oQP1rsIpQ5rhA3IJr0zEV73ruEGEUpGxMdKddPalvsDcJLalKZ2lE9Pam6JkTHai1JEU9oa+e3zNqKZ2lw7pCop46mMxyDIKvrTGq7a+S1e27gJ25hNXFpvUTdwyj5xuPOsYYnMXuGuQ/arPKD8yJ2NXJojiAzcNoKXIUNlIJ3Br0H0h1vBe2iCow2Ydux9R/Cza9WCShJki3Z+n1Wl2bxDokH9aNd8K4QWnQDNQDBambuUJAcknr6VK7W9Dg2UPvWitdncKsEJl1DpkQpxpuR12qC3tk5bOKBFXEh5LiPDcTIPao/n9Nt3CFPW6ZHX2o/KHlVmk7wZ/lQucRJNLMjjHbVwgpIpuJIMEbijBFKIvs5YY5PNd3KG48zFRHNcZNNY5Kg2+HVDsk0frLRaNTMlCLhbS/TvUHt+CeLtVh3JXi1p7hRgU9hZCRl5UDcKi4tfopWDHmSkuW47ZS7cLWHtCZMDbemZWQ4maoUXEIdbbmRMpFThDfDzSSDP4fnT1iFE015LjRhrIhvF2XNHfoKexgf+lGq5VeLzX1ePRqvbWDyxbpSlUCd4rO3F1ZTkGGusok1oPWivlAPes4cXHefO8qVE8iBTrp1nxucmPtLm/oRx+qrh8nm+WiiDJ3o10c3WfrQBsd+1WwrKI1wDpNCA8xXOXfoaGBtM0VHynDDYi5y90i2t21KKiJIq9tLaNtdJYv9o3jfM6EyBG9V7wy1HgtOXQusqkGPSTU6y3HfBgFNnjHLgD8pUAB+tQtwfUSu8KNpwtC6YgtlJD73VSASHgHt+CYb+31pq/Mh1uweaskK+RKgRPrVxYDFv22ERaXaeRQTFU0eN+cu7hKbWzZtmyqPMxVrae1Cm9wZub++b8QiSSobbVF1kczWAOaAFb7LU0M8r3Qyl5PJOw/BV5rTh3pNF3c5O9zCWnF78vMJqlrhttu4dbaUVISshJ8xNSbiLeJu9U3LjN14qOgIVIHpUXUfm3qwW9kjIwXuzkceSzDqmpppqpzaeMN0k5IOcrkd69BBNdEgbgV2P0qQVSK5tO5oKgY96EOuxrxPfyoUmU3ZJvmZWmOorNXGGwUUvLAiDNaau0hTZkDpFURxds0qQ8AkHY1E3dmuAqydLzGG4Md6qqNBXiUw2SZSr7VqzhTko8E8/lvWP9JPeBkXWiT1PX3rTXCu9jwYUAZHSqA7Zy9FRfENltXSNyH7JKZ7eVVvxuxgbdZyCU9DB9qmPD+5K7Rv5uqaI4v4w3enXHRJUgTtS8L9LwU1ucBfTuBUP4a3zd7j7nHvrTA23PQERUJ1Fapx168w6pPyKImdjROissu0zAtg4Qm4bKDv/EOlNPER65TcLWFk7+e9aBTVQ8EOXm7qC3H/AFItA75+6TXGUs2di6k+1NtxqizakBQNQ26uXVqPMoz703vLUN1KNJOrz2TuDp8EDUpfca0SBDZAppudX3SzCFkeUVGlOAbk/ail3CQO3oaburXnupSGwxN7J5ez168Nlnf1pG5fXCt1O++9Nq70AbLHntXGnLm7WG7Zh11Sv7iSf5U2dVE8lScNoYOGpeXuaCpZmYmgqeA6q2p4w/DrXWeWlNhgLkhUfMtJAqe4b4X9aXyUvZi9YsUdTKtwKQdVtHJUpDZpDuG7KpnLpA6KA896J/FlZCUBSiewE1ouz+Hrh5hQHM/qFV24ncoQqR+lPVpYcMdNgJxGm231J/jdHWjxtqZ/7bD+n6pGomtlu/8Aqp2g+Q3P2Czdj9O6pzKkjHYW6dBO3yECpfiuA+uL9KXL4NWLR6lxW4q6H9bPIBbx9qxao6ANIAimW6zd7dkl64WqTO5p/FaaiTeRwb+ar1X1lbKbamjMh9dh+5UTs+BWnrEBeazyrlY/Mhnp7U82mldF4c/7jhGlrHRbvzEnzpQXVq/jMdetcknvvUjDaII93/F9VVqzrW41G0GIx6Df7lOlpqG8xBSrFhFvy9PDEfyq9OCfE5zVSjgcytP4xsS2r+8KzmvfaaVabz93pbO22Ys1wplcmO470jcrRBUQERtAcOE/6W6xrqC4MdUyl0bjhwJzse/4Lcy0fhxKhArrV+gfKFCoZieI+M1Bg2Xw8iXmwevQ0zI1ghF8plTokKjrWdOiLTgr0pFUB7Q5pyCpjrjOvY/BXFzbzKEE7VnvF8QU3d4ty8vCFucwbST1NXst22zmNctnCFJcSQayfxJ0jeaV1OPBkNIe8Vvy5e4pSlp/EnZk9wkLrXPpqKUsGctI/JXLg7mxyTbmPvgFW90koM9iehqn9caZfwGWesnE7IUSlXZSexqW6cywet23EKkKSPXenvWONb1PgBftgKvLJML81N/9q1Vg0n0K8fVBznb4mn8u4/Dn7qiVpKdjQJA2pdfW5ZcIIIg0hIilSMI0bg8ZC5Qh6UHqeterkcqQ6GzyNNapsMy6mW2HJXH907GrH40cTdM6xwjOMxDjy3kOBcxCapnehtMu3DiWWG1OOLMJQkSSfQU0mo45pmzu5apugv1XQ0UtviwWSc7b+WyfdEaKyWtsicfjnmmihPMpTh6D271pbh1o+z4f4deNcyiX3nV86ypQAnyA7VmhOP1hpBCMuLO9xwX8iXiCmfSkLupM5cueM7lrhSyZnxDTStpZa4aWPGj91M2G80nTp8SencZvMnAwfIFXDxH4M6iz+XutRY29Ye8WVeENtvSqXyGPvsTeLsMjbqZeaMKSoRVscD+IGoHNSNacvHnLu2uEqI5jJagTM+VPnxHabsE4221E02lu4DnhqI2KxSFPUzUc7aSfBB4KkbpaqG/W6S90ALXAnU0/nj75VCzttXJ7xQUER70IetTqzcjC71rhAiujfaK8R2rkCQ3tqHkKSR2pBhMveabyTZ5yWebqe1PnJzAiQNppsyFih9B23qv36ztuUOpm0g4/hX7ojq5/T9SIpjmFx3Hl6j91ovh9rhq/YbPjTsO9XLhMoHUJIUKwzo/Ut3gL5DDjigidt4rTehNXN3rDZDgMjzrLtbo3GKQYcF6WYY6iNs0Jy1wyCFaWo81+zsW6/wA0QkxVO4bNHLajC3nOZSZWBPQVMNeXi3tOPLaWem4qmeFF47e6iyj7qlQ28GkT5D/w1mXtDuslFTvLeA38zsrh09RNkYXlXRlMeb22U42AYG/nVc5WyU04oEd6tOxuwwtKlJ5kKHKoeYps1Vppp9k31kjnbXvsOnpXmimny50oOd9/5+iu1NN4R0O4VQvJIMd6JkU9ZKwUySCgg96Z3EFBqeieHjIUkdxlFyQdyPrQvKgn/EK57UthJlDHttXivlBk0EkCdvKgObpI+9dhBlccyNoyrkW+lKvIqo9t9tYlCgr61U/EXTuYWTkcXeOpW2eaAab9CcSnkvDEZxRbfT8oKv4qtLOl5Kq3+/Ubw/HzNHI/lRzrgyOfwJRjPB7FXYFT9K70pBaX7Ny2FoUIO4pUHU7iaqrmFpwU/BBR0joDXD9KKLwBkmupebVBCwZO4oukrkIiOlCtby4sHxc2rikLT67GuRI2MdjRavaPWlIpXwvEkZwRwQiPY14LXDIKtrRPEFNxysuuFt9MSknY1cuB1Q3cJSPE/WsfoW4w4l5lZQtB2UO1WJovX7iXEWd45yOggAzsqtx6N69bV6aK4nD+A7sfr6/qqBfOnTDmopR8PceS1fZZBDqRCutOTNyJgmUntFVNpvVgdCUOL396n2PyaHkA843HnWuseHDIVMIwlWbwDGQaU6wkc3cVXeUw7to4QUkR3q07e4IEhUiOlEZXC22UYJSkByOlKg5RVTTiVIVvTPqLC/tzHuWybhTSyPlUD3qcZrBO2rigUGOnSmBxktq8vKlGPLTlJSxCRpa7gqjzwLyN3dqVe5VZbJMAdalWG4MaasEhT9uH3CNy4Z3qxkmImhiBvTo1krhjKhGdPUEbtWjJ9d/1Q9YOhVwlBPTzrNvE5zn1LcCCOWBWiNTupVkQBECs26+uPG1FeuTA8Qjr0qf6ebhpKzv2jS6pY2KHOp3386CBQ1gEztG4oMDsqrGVnjCvdtlGujvvXJBG1eE9KBHyjkKgAb+lDKvOikbkDczQx0igISjZCEY2soXzBUHtSr9qX6keEbt7wx/CFmKRDcbmugjYyfei6QeQjid7PlJC64rnVPUmi43MmhLUkSSQBSV2+tGBLjqQOnWjDDQm8hc87JRB71z69aZ7nVGOYmHUyOm9M93rxpIPh7eRmiunY3koG0c0nAUwkJ3JApNcX9qwCVOpH1quL7XV47IbMAbdaY7nUOQuQSp5R7Cm761o4TyKzSv+ZWNltT2TCFJQ4CelVBri8GSDqyZBmjnbx175VqJA22NNOTHM0RMbH0qNq6p0zC1T9ttIppGv7qnrFKrbUimyYSpUdO1aV4TsLWlC4MAiKz85j3bjVNsllJPOuK2vwM4aXLuOTc3DBSIB3HeqHWvLDhvK9E9P07J4hNL8oH5q5uHAWbdsQdgB0qZ6vxSr7T77fJMtk9KHpHTAsm0J5Ij0qdJw7dwwWXEA8wgzXRSHSj18LJHFo4WB8q8vAZH8QJSbS4knyE70o1ddov2PHQQQsSD5iK03rb4acVqm4cuWHjbqekL5Rsr6Gowv4WMDg7Hxc/qVxNq0I+dcbeVWeguTBF4b+VkF/wClKiSoFTGQAOSTgYWQbxaELO20nam4WuSv1+FZWT7xPQIQSf0rVz+l+BemlfusY7lHkbcy+h+9FO8QMBjh4en9K2VqBslRQCRT1sFXN8kZH12UO64WeiH9epBPk34v02WdcPwf4jZ0g2+BdaQqIU7tU3xfwtZpxKXtQ51izR1UARMfWp5fcStQ3RKUXZaTEcrYCR+lMb+cv7pRL9y4snzNOWWaok/uPA+m6jp+tbbT7U0LnnzccfplLcZwQ4RafCXMtkl5B1EEhJJE1I7bJ8N9NpCMFpRhSk7BbiRUFU84rqsz60AlR6npT2Ox07d5CXfj/Cg6rr64ybU7Wx/QZP3OVPLrillSkt41i3tEdIbbEio/e6rzN+squb91c/4qYxP+tDbQt1YQ0hSlK6BIkmpKGjp4PkYAqtWXq5XA4nmc70ycfZKV3j7gIW4TO/WiSsnvvUhxvDnW+VaD9np26LauilJ5QfvSi74Wa+tGi65p19SUiTyFKj9ADNH95gadOsfcIgstylb4ggeR56T/AAott7zXgZJPX2rz7L9s8q2umVsuoMKQ4kpUPoa4PenIIIyFFvYWHDhghDBnqK726/agjtPtXR/PehSZC4es0U6gKBnrRtAVEHqTXIzThN7+uc1pNhX4d9fgoVzRPQd6c8LxeTlLpt78T8+3MCetMucx7d7aLbUkGUnaKpNp6701qBdm4pQSlUoJ/u9qoHUVE6mm8Zg+F36r0J7O78LlR+5TH44+PVv+y+g2gNat3jKOZ0GRvvSvirptnUeCN/bt8z9uOYGNyPKs68K9ZLCmkre2Md61FpvJNZOwDS1JUFIgz5VAxPIIcFossbZ4zE7us6acv3Mbeqx7yyEOSpue3mKsvAZcWz6VOQpChyrSeiknrUO4p6TfwWbVc2TcIdUXmj2CvKh6by4vrVDwVBGyh5HuK0e01bauDSeQvMfW1lktNcZWDAJ/NB4j6WGIyBuLdPNa3Q8VlQ8j2+lV46jkVFaBFs1q3Tj2CcAVc24LtmT1J7o+tUhl7BdrcLbWgpKSQQRuKlGkkYPIVTYWxuGn5Xbj08x+H6YTTt969PeuqTG1BHvXJ3yhTSzFZG5xGQYyVooB23WFoJHcedIh6+1CSYoCARgrmudG4ObsQtIYHizofWuJTiNWstWzyxyuJdEtqPmD2pK/wc4V3T/4q2zgaaVuEIuU8v61nuY6Heum5uAOUPuADtzGon/SzG4mnkLQeyuzesm1UbWXOmZM4cOOx/FaXx+S4RcLrdx3HXDC7kpgltXiOq9JqnOKHE+94gXiGW2/Ax7BJba7k+Z9ag6lKVutRV7715Ik9KVp7ayGTxXkud5lNLp1XPW03uVPG2KL/tb3+q6jYRFDT7UEV0VJKoHldrx6iDXOYDqaJdvrZoSt0CP0oCQOUIa53AR5G00WsD701XeprNgHlVMetMF9rJRkNq9BFN5KuKPkp9BbqiY7BPGWDSF/IoBRkj3qWcNNdOWdwm3W8SkHuapy8zzimXbhxZ+VJjfvSvQV3dXt0CwVEpI3FZT1c5r6rxoRjbf1XpD2ZCeK3Opqh2QDt6ei3Pjb9vUWHVbFYUHEEVW+nbB7Surby1eaKUvr5wT0maceF99coabaenp3qxNT6MTnrIX9mkJu2RzJIG6tulZZ1bZHX+3ubH84H39FsNnrm0E2h/ylKLK4S82lSVTtNO1hffhyW1o52V7LQf6VANPZR23cNjegocbPKQetS+3fS4JB7V5Qqqee2VBaRhzSrs5rXj0KSas0shxv8dZDmaWJEdveq1yFgplZBTuPSrmtLvwElp5PiML2Uk/0qPas0sgo/GWY52nNwRvHvT+kqgRrZx3Hl/t+iWp6gxnw5PwKqVbfLIj70Xv5U8X9ippRkERTUtBSYJqdjkDxkJ84d0WRsADIoCoI3HvQlKjv6dKRX9+1YMKffXCECSeu1LsYXnDeUk443K7dNNuoKVgEGqn4gaAbfKsnjB4b6DzHl2pxz3GTD44rZtkqdWAe0Cq+y/FrPZkqYx9soBe3yJJNaT0t09f6aZtTA3Q3vq2BHqFXLpcKFzDE85PpuU8aN4mP4ZwYrOuFKkGAtVTO/wCMWnrVqWrgOrjoKoxzTOqcypd65Yucx33EE0ThMVbpyybLOBbIJA+bYE1eK3o6xV0jqtzviAy5rCDv325UHDeK+ICLTsTgF37qxsrxoyl8o2+IYInoQJM0u0VqDX9zkQ7eMrVbL3PNsRUl0vonAW7CHbW2bVImeUE1NbTGW1ugJQ0EgdhVEud9s1LC+koKQb7anc/VT9NS1bniWeU/QcJfYPOOMpU4IUQJpZAiB39aTtJSnptFHifLes2fgnIU6N1wj+KKKMghSZBTuCDuKOIgb7zQFA9T0rmkg5CEjKmWkNdO2bjdnkXCOyHSf0NXdprVaVhEuDf1rLigCCDUn0prW5w7ybW+dUu32CVnqj3rXejOvTTltDc3fDwHHt6H+fuqXfenBLmopBv3H8LYWLy6H0pVzSIp7YuQQFBVUlpfVyHEtkOhSFJ2M9asrE5pt5IPPMjetwilbI0OacgqgOYWnBUkvrG2yjJQ4EhyNiBUAz+n3LNahyGOsip0zcc26TtR9w0xkWSy8kSRso0vnKLwqZW2UGCOlcBgmpZntMv2alqDfyneRUYet1N/KoGjAohCa826HMqv0k1mjVx8TM3jmw5nVdPetGZFxLmQuDzCAkjc1m7UjiRkLgqWBCz/ADq42MaYSVh/XjzJXNamBST5R5e1Agg0VcZK1aPzPJkdpptf1Pj2CfnBjzqaMjRyVUI6aVw2CeRun9DXiRNRG512w2D4aZgTtTJda8vCv90SkelIuqY2p0y3zP7KyS823upwD360ldzePZErfSPSaqq41RkLg/2igD603vZG8dJUtxX3pB1aOwT2OzPPKtO41jjmQQlcxTTecQE7hpI2qvPFUZK1E7bkmuF2NyoefWm7q1xUhHYx3Ck95re/ekIUQPSmh/OX9wDzOqjfzprW+OXl2ETRP4gjrTZ1UTyVIxWZjeyWuXby/wAzh39aI8ZJHzK396Lat728UG7K1eeUrblbQTP2qTYThJxF1AoGy07cpSo/ncTy02fUtHJUnDaHu+RuVGlvhI9j50Q5ddoG/arwwvwnavvEJezmTtrJvuAd4+tSuz+HfhXp4hef1Cb11PVCVcw+wpD3nxDiMEn0CfutYpm66hzWD/yICy+lx508jKFLMdEpJNOdnw91vqYhvE4K6WHOilIIFalZa4YaaATgdLMuqTsFugb0N3inkbNMY6ztrRCeiWmwP1pYUlbMNmY+pUc68WOkeA+bWf8AxH7nZVvwg+DvK/tVjPaw5UchC0tR3rYGE0pY4aybsrK3ShtEdB1qF8KOKi9SXoxGYCS4rdC+hFXWjFqU34iIUI7VWqymkilLZButNtN0hqKRrqU/Amyxs0tgAJEU9sAAeRpuU4lkkKIBHQUJGQbG8/Wm4ZhSAnLjunN+8ZtUc7qwkAd6p/jDenNWD34V0lu3a8RMHaQd/wBKVcV9WP4jGLWysp9qg2i84jUli43cq5uYFKpPY7H+dTVgIFYCRwqR7Qw6exyRsOM4z91S98pfiKCiSd+9IFEztT5qKwVZX79qpJSppxSSD6GmIxJnyrRyV5jgHw4K90mhA9ulA3oQ8jRUuUYk10kefvQNtp6+9CHvRwkynTTmn77UuXt8TYIJdfWEyBsBWk8ZonRHCrAnM5dpp15hvmdfdEnm8kiqg4FZTG4rWLdzk322m+UgOLMBJIO9S74gdaaZzuCRiMTlk3Nwh9LhS0JSQDvJ6VAXJ089S2mbkMPOFqHSMNvttplu8oa6YZDQ7G2OMDzK9lPiUeWstYLBtNsp2Sp7qR5wKetEccxnsk1ic3YtNl8hKXGwRB9azk0THT9atrgzw2ymYytvqLINKYx9srxElYgukdh6etDVW6jp4C5wx+uUFo6qv1zuDI4naskZGBgDv9Ap5xz0Hjsrpy4z1uylq+sEF1LiRBUkbkHz2rNTSwtPNWkePevbLF4J7TNo6ly+v0FtSUkHw0HqT5eQrNbI5Ux5UtYfF93+PjOyj/aSKT/Um+BjXj4sefbPrhHihD1igD1rs1OrNiF0kdjQeh7ULauHfzrkARTiQsQaqritptfhJy1o187JJVHdPf8A1+9Wx36xTbmbBu/snLdYB5getMrhSNrad0Tu/H1U907d5LLXx1TOAdx5juFWPDjUhZcabLu6SO9a74Y6pS+y0hS/LvWFn7e50hqldo4Clpaudo/4Sf6dK0Dwu1aULah3bbvWWFroJDG/kL1NBUMqYmzxHLXAEfQrU2uNPo1PgF+ElJeaTztmO9Z2tLpeAzobelDFyopKT0S4Ov3rRuj80i/tEIUsGU1VfGTRqLW/XdsI5Wb35kqH8Dg3mpy01hppRnhVTrGyNutGTjf9+38J00/k27Z1NylxQUkhSCk0n4paetLtlnVWLahm92fSBs293+/WohpDMm8tfw9weW4t1Ft1M7gjarK09eWl7av6fyak/g79JHMf+E5/Cqr+CHASt/4F5pmaYJDSSjBzt6O7ffhUNcslCyI70mPWpVqnBvYq/etXm4U2oj3HnUXcSUmKUIwjwSa2oM+o2roPegKMbDeKD4qRuoge5oqc4zwjp9a96UjdyNqyDzuCffpTdc6ntWiQCNqK6RreSlI6aWQ/CE+GOtBU80hPMtQH1qH3msOyFRTNdakuXifnj602dWRt4UhFZp5Pm2U/ezFqz1cSaa7vVtu0mEETUCeyjy5KnJHvSJ29J6qJnrvTSS4HspaGwMHz7qXXmr3VSEKpmuc/cvK/tIqPqu1KG2wog3ZKvzb9hTCWrc7kqbp7RGzhqd3r5ayCtwxSN25noo7bUrxmmNV54pTicHdvBZ2UUFKfuasDTnwzcQc6pC74ptGz2CSox79KiqisY3kqw0dllk+ViqDM5RNtbJbK93FBMVfnw8aDfuL1Dl0wSh1sObjcCp5pb4N9PsvM3mdK7t1pQUA4ZAPnHSr80vw+xGmUA2rKUKAgqjsKqtwIqpNQ4WlWOmdb6fQ/kpDhtKNY9xKm24FWJhW+VtKVCajd/qvSeEPh3uZtUL/upVzR7xTzpjVGndQJK8LlGLnk2WlKoUn3B3FM30EkbNeggeeNlLxXSnkl8BsjS/yBGfsmPiFoRVyg53DIKbhr5lpT/EKi+ns2H0ll4kOoPKoHqDV2NqQtPIYIOxFVVxF0W7jLhWo8G2YJl5pP86xz2idDtucRuFG3+oOR5/7q+WC8AYpZzt2P7JxafChIjel1ndpbBYfTzsOCFJ/qKh+BzrV6yn5vmGxAqQIeChIO9eayyWimzwQra9uRgpq1bpVLf+92vzsrHMlQqur+wLSiCKui0vmwlVtdDnYXsoHt6iovq3S3gEv23ztODmSodxU5T1LSPEZx3Hl/t5JamqC0+HJ+BVVOoI6DpSG9tEXTamXkhSVbEEVIL2zU2oyIimx1tRPSpuGbhzSnj25Va3fCLTtxfKu128lRmD0FOuP0Lhcfyi3smkx1+WpeUR/SglIG8b/pU5NfrjUMEcsziB2yUxFFDGdTWgH6JpTh7ZKORLSQAOkVBtfcObfL26rmzbDdwkEiB1qz+U9TvRTjXOAImaC3XiqttQKiB2CPz9CiT0cdQwxvGxVEaK1vf6VyCcFnSpKeblStX8jNXjjL9i+ZS6w4CCJEGahOu+HNvn2VPWraUXKdwR3NJ+HmI1VgR+DybiXGUQEGZIFWe+f6ZfKX/UqZwjm/yZ5nzCZUTKilk93kGpnZ3l6FWinc7d6NEAx9KTsKKgCdjRsnrJI71nrhupkIwkbTQSNhXOby7VxRB27+1BhGXCDQFAd6M69qAR6CjDZAQnnTWqrzAPpbUpTlqTJTvKPUenpV46S1mzcttuMPpW2oSCDWc1A7z1pfgtR3mn7oOtKK2FEeI129x61pHRvW8toc2jrDqhPB7t/kenbsqpe7AytBmgGH/r/utmYnNofQmFg/WpCxdAjm5utUFpPWjVw02+y8FNrgz/rVoYbULdwlP7wb+teg4J2TsEkZyDws2kjdG4scNwp2lxi7aLFwJSehjcVE9Q6UU0fGY+dCjsRT1bXaVthSVClKb4oBAIUD2ImnIKTWV9VZpNvmXLQuEJdCkiNo9az3xDF5a3rikFRCySDvVp69vf8A9wqTBHKsn1AqvdVutZW1W60qVNkpI7z5GrJb5j4WkLJepKRrqoTOCp+/ubwqMukTv5U0XClH+0WZH8qe8ojw3FJA2BOwphuFEr8JoLWon8qRJpy+UjlNqaka7gJO4sCSTJolTqZEbeVPeN0BrnPEJxWmr5YV0WpBSk/U1PcF8LfETKwvJLtMe2epUvmV9qZvqmN5KnYbTK8ZaxVEq4CZ3ie0b0SbkkwCfpWnsb8KejMYEvaq1eHFJ/MgOhP8t6leN0XwE0hyqYx6L51I6+Hznb1VApMTSS/2mE/gl30dNSDNVMxn1Iz9lkjG6f1JmnOTGYa7uCenK0SD61OcF8O/FDPKQsYkWiFfxPHcfStJucU9OYlHh6f0sw2BsFOQD9gP60y5LjFqe7lNu+3bJPZlABH1604ZQ183+Ib9SoyfqDp+j/8AUdIf/EfucKGYX4Ob4p8bUmpEspG5SgAfqal2N4I8EdJjmyeQRkHUdfn5zPsKjl9qnMZNRN3fvvE/31k02runlkcyz5dadx2J7v78h/DZQ9R19FHtRUwHq45/L/dWenVPDXTifD07pJlRR0UtAT/3ptyPF7NPDkxzNvYt7geEgT9zVeFSiNz6GgzI6GB0NSENno4d9OT67qt1vWd5q8jxdA8mjH5jf80+ZHVmYyS+a6v33JP8SzAprcunXSVKWT9aTSJ8zXeaeu9SLI2RjDRhVmWolqHapXEn1OV1Sie/Sk78xuaOUqiXR1/8mjFJN2OUbojMLw+rrN7xChJcAUJrY+H1hbN2TS1PghSR3rBOeu3Mc8i8bkchkQaMPxGZCyuG8b4quVvvzdqpl9iDZQ5bb0HW+JSmLuFtTUOrbdF4S04AFidjRWNz6bkgBc+xrLllxf8A24lgh4haTvv2NWhozVBuuT95J271X8DOFoTXHupjxWsP2pp1/l/Nyk1UPCzKLsskizdMeLKI9f8AwVeOTCb/AAzjfXmQR+lZst3V4PVq4PKGLnmj0mpO0kR1AKrPVMRqKR0fmFK+KOPLOdcuUohF0hLqdupIg/qDVfuAcx2q3eI1ub7CWeSQJ8IlskeR3H9aqe4TCj1FaEzdgXmaRvhTvb65+6TkyNtq92mvT2G3rXp86FH7IQV67/1oQPtQUpWUqcSklKRKj5bxvXQqjBEIRzbikdCRPlQvmcPKkEqUdgOpNEzAkGrR4DaNtNUakXf5FAct8akO+GoSFK7A0hUzNp4zK7gKTtNFNdKqOih5ccfTzP4BSfhVwUZLDWp9YNkIIDjNqrYR15lenpSviRxxtsL4mnNFIbU83La7gD9216JHc/oKmnFLG6zz+HGA0eWmTcqCH31ucgQ33AiTJ6fWoDgvhnUlKF6j1BM7qatkf/kr/SqwyohqX+PWu+jVsk9rrbRALbYYcEj4pDgZP1P7cdlR19e3eRuHb6+uFvvuq5luLMlR964i1u1W67pFs8plv8zgQSlPuegrTKdE8F9Djxcp+ALyRP8AvbvirPsgz/KmDWnGXQS8Ld4HCYdy9S+0pkwgMtQREjv+lS8V0MhDKeIkefCpNX0Y2na6a6VjGP3OB8RJ9eD+RVBhQO43oW3XzohpJSIJO1Ggmp0brNXDBwhj9DXq4DvXZg1yIubyNvvQHEzIoyAfU0BQBkmuRm7FVZxW00Luz/aNukh62/eJIH5h3H2/lTRw71GplbaVObpq1M3aoubN1tYEcpqg3U/7O6jUw2oJZcVzoH90Ht96ofU1CIpBUtGx5+q3j2a3s1VO63Sndm7fp3H4LbfC3VZdQ22XZ6Ab1bWpMOxqzTb1ksfvFI5m1d0qHSsk8LdQrQ40rn22rVmjcom7tmxM7VXIZhqWrvozJCdQ2Kzhkm7jTWdReqSpCC5+GvE9OVQMJX/T7VP8beJWELCxCtxFOnGbR7TVx+1kMza36fCuI/hVGxqutI5V1tTmEyC/96s1cvNH50fwq+orQrHXCWPw3chebvaJ08aWb3tg9D+xU713d4/NY63ulpIvmUeG8onZaR0+oqlMzlbazWpM7zVh6jvEG1UCZ2/WqP1IparlUk7k1J1MwhbhqptmpHVcpdL3R17qwgFLf6Uz3Opn1k8qiPrTVcKCJ5ifKm564gbbbVEyVbj3V8prTEOGpyuMxcuHdzr5nekTl6VTKyTTa5cnmgqJJO0bzTridHatzq0jF4G7dCuilo5E7+pimElWG7uKnKe1OfsxufoEicvJgb/aiXLswTIFW7pf4XNd53lcybqbNsxs2nmMe5j+VW/pT4PdN2KkP5grvXBEh08w+3T9KYSXSNvByp6m6aqJBktx9VkS2bvMi54Vjav3Sz/C02VH9KmWB4L8R9RKSbbCqt21/wAb2xH0E1uvTnBvSOAaQ1aYlhMAAfINqkj/APs1p1oKvrq0tEgbBakpMeg6n6UxdcZZTpjCmY+naanbrqH7D8AsiaY+DzKXSEO6hyS5kEob+VIH86uPSfwwaHwAQs45DrgglSxzH7mpjmuNOiMQFN2K3b9xPTwkcqCfdW/6VAc58QOcugpvEWbFkg7BRHOv7nb9KcR2u41m7gQPXb8lHVPU3Tdm+EPD3Ds0aj9+PzVsY/RWm8GxztWduwhobrIAAA8yaR5PiBoTT45FZJp5af4Lcc369P1rOeY1rqLNuFeSy1w9PZThgewpkcuFKO5J9zUrB0swbzvz6D+VU6/2pSn4bdAB6uOfyH8lXbm+P4BW3gcUlA6Bx48x+gG386r7N8S9V5vnF3lneRX8CTyp+w2qHlwnvQSqd6nKe1UdLvGwZ8zufzVHuPVN4uu1ROceQ+EfYYz+KUXF5cPqJddUs+pmu4LU2Z0ll2s3hblTbrJlSJ+VxPdKh3FJSetFLEiIFOpoWTMMbxkFRdHVS0czZ4XEPacg91rvQvFPGazwrWRtVht5EJuGSd21jqD6eVS1GXtr9tVu8UrSsQUk9aw/p7UOR0llU5HHuK5D8rzc7OJ/871d+neJdvett3Db/wAqwDE1lN+tLrXJxmN3B/Yr070X1SzqKmAeQJmfMPP1H7+RTxrbTr2kr45vFoUbJ1UuJSNkUtwmbZv2ELQsGR0qQ2OYsM9ZKtLpSXUOpgg9qrXO4u90NlfFYCl454ykjcJNebPaF0Q12bjQt2/yA/VbjZLp7y0U8x+IcHzViId22PT1pws71tTZsrxHiW7nn/CfMVFMRmGr1lKkrB27U7tuzFYYPEpJMjkKcdGDsU1at0qq1UXmQFtLHMhY6EVAb20U2SOX/tVz2N6w42qxyKee3c2CupbPmPSolq3SqrFwrQnmaX8yFDcEVNU840+Iz5e48j/Hkf3TmmqCD4UnPb1VZrQQeh+tFlO+/c053lqWyQdqbnEQYjpUxG/UNk7c1FxA6DauETsf5V09IjcVyT0/8NKhJ4QeUEmf/mueGkGQIoQPbbeuknyn6UKDCMbEeVDk9JNFjbehgz2pMhcuntXoPSCK4ST1r0k+e9AhXQZ6V3/yaCNp2rs7xsPrXIqCRG8UU4NvejiBHlRTnSaFqApx0vqF7C3RYKz4ThkA9BVv6a1Vzcj7LxUiRIB6Vn6+WWwFg7g7e1KNL66XYXnhLd2BjrW6+zi8SS0jqSU5DDt9D2VC6mtzfEE7BueVs3B6kbfaTDm4FSFOQDqRuCTVC6X1Ki7bS7bPAFQG07VPsdqKYQ8opVFaw14I2VJc0tOCofrXgW9n8oMljb4MLOykrEg/6VDXfho09iLl2+z+uRjU3g5lMruUBtR7qSFCf1q/9XZVeMw9y9bucjjbS18/cBKSaxrqnNXmWvHby7dU444olSlqJP61Y7Rb5qppkDtIH3Wc9Y9Q0NmkbSug8R7hnc4A/wCfh9VMbrh78OOHdWu8yt7mnkdQ2Fcqj5b8oNBa1dws0+kJ0zw9tgU7JW9yz9QAf51VhcO4H08qDsRuqCKnm2SDmQl31P8ACojut68DFKxkY9G5P3OVZN/xlzLx8PHWtlZI6AMsiQPdU1F8hrfUN+T+IytyQv8Ah8QgfbpUdTsB2MVzeZ7etPYqCmh+Rg+yg6u/XOs/vTuI8snH2GyXOZK5eVKnST6miFPK/iUZogGhT3M06DQOFElxccuKGpR6zXPKDBNe/MZ2masHR3BzK6pxqsrcZJuxthskFsrUo+gkRSc08cDdchwE8ordU3KXwaVmp3/O52VfTHn1iuz6b0pz+NGFzd1iUvF0WyuULKYJpJMiaUa4PaHDgprNC6B5ikGCDgryie+59a92/L/rXj5A/pXtv/BRk3KCNj5Gux13rsDYya9v02271yTK4dxsaKc7nt2owzEzFFr71xXBRXV7HNYuKHUDas36uunrXOpKSRzkda07n2fFsnQR2rNHEq1NveJdEiFf1qsdQR5YHLSPZ/VaKvwj3Ut0Jl3CsAubCK0bw6zBU60C4rYjasmaFuuS7SCrYj3rROgb9TTjQB8tqpw2ctoz5rWuHuBc44AmflqguJFkvH6sdWlPKh0TtVyaLu/GtEpnqneoFxtx5buLe+bT1MGn1O4skBUbdI/EgTniLg6j4fuJnmWhgueym5n9Aaq+9bKVmZ61POEeQZDFxi3VhfK4VqR/gWI/1qJ6gs12d8/bL2LbikH6GtHpX+JGD+K8w3+nNHcC0+ZH7j9UwEbdZrw615YHnQSTNLJm05CHzHlKZMHqK6D3AoAO28iu9v0oQgK6dwIMR3qzeDvEnF8Pl3y8qw883cohKWgCZB26/Wqy3PaK7M0jPA2oYY38FP7ZcprVUtq6fGpvGfsrzzPxM5FSVtYHAMW5Mw5cLKyPWBAqvczxU11n5TkNQXAbPVDR8JP2TE/WoeVdwNq8FdjTeG200O7WD9VLV3V92r9pZjjyGw/LCULuHXVFTy1KJO8kk0EK5RE0UDXSuBJmn4aAq3JO95yShAd95oQP/kUEERM0Fdyy0JWsCj5wmoa5x2COEnrXZA9KaLvUVlbAgOAkUxXms5lLStvMUk+pjZ3TuG21E/ytUxcuGmgStYApuvM9ZW4ILgJ9KgF5qS7fJhw+000v5B5xX7xw+xNMpbiBs1TdL01I/eRTPJ6oD6VNN7A7etU5rhQ/bFqUEkls/wA6lBvDyk81QrPvputYYqzWoxcBSOvmRVZvtU6anJK1PoOztpLi0N5Iwrq4VJefsWHGwSsAAxWq+Gq30tIbc6gb1Tnw/aJdTcuWt40Qgt8yZ7EVpTT2nE2KxDfKOwqhQSOL9XZeg7hHFFEIW8gJ5zWnW9TYR/GvpEOogGPynz+9Zd1lpjLabywvXLZabvGkpeCUn9/bk/mHmR1H1rZONYCEgEUHM6Nweo2+TJWDTsdFFO49jVioq59K8Pas4v1hhvEDoX9xhYjyubtMhbh1i4SoKTPWarnI2ORy12prGWNzeLHVLDalke8dK3438P3DoveO7g7ZxRMnnaSf1IqUY7h1o7GtpRb4a3hPQKTIHsOn6VO1XUDZm/C3dZ3afZtLQSEySjT6DdfOjFcDOJOoyPw+ELDav4nTJHuB/U1ZGm/g4v3VId1FkXVz+ZCfkT+kn9a2rm7zTOmbQXOTureyYnlTI6+yQJP2qp9SfEBpbHnkwuKub1YkEvENJB7RHMSPtUez/ULh/ZacenH3VkqR0/09tWytDvInJ/8AaN/yUc0v8NGiNPhKkYxpbif4lIk/c7/rVhWekNO4K2Lwtba2ZaEqcXCUpHqT0qls3x+1jkApuyXbWCD2t2t/uqSPoagOV1bncu6X8llbq4We7rpUf1p9D0zUynM7wPzKr1X7S7ZTDRQQuf8AZo/c/ktN5PiHoDAfu38yw64kSEWw8Q+0j5f1qHZf4h8fbgowWFLh7LuVwD/lT/rVALuVqnmUTPWaAXCRHWpmDpyji3flx9f9lUK72i3qry2HTGPQZP3Of0CsTOcada5eWxlFWrRJPJbgN7eUjcj3JqFXWYvr1xTtzcuuKWSSVKJk03k7GTXAr0qYhp4acYiaB9AqbWV9ZcHa6uVzz6kn8uEoLyz1VQSqdzRQO0UKfWl0y0BC5p6V6fOgV2d+1AuwhTtXJjrQZrv1oCUOF0mgKEiYoU1wwaBCBhELQFd6DaX1xjHSWlqDSjJHkfOjyJolxsKEFNNK2jiroXQTDLSpW03Wos9UyrpXYc0/8B9CrD0ZxEdtblNrcOEKSY3PWrrtb/HasxSrK8CVpcT9qyIrxmFcyFcpTug9I9D6VYnDzXzts8i3uHSCn5dzWI3u1SWmc01QMsdwexH/ADles+luo6fqSibV05xI35m9wf4PYqaXDF/ofLm1uFFVm4r90vtHlU1xeVbumkrSsGR2rt0zjtZ4Y274SXFJ+RXkarywvMjpXJnEZSQlKiEKPQivOnXPRvubzV0o+A/ktbtVwFezQ/5x+athDgMEGnezvmLm3OKyICmF/kWdy2f9KimOyDdw0lTa5kedOSHh2NZPG+Skk1N/EeY8in749WxTLq3SruPfVCPkVukjcEdiKgt3aqQqI6Vdtnd2t/anFZVXyEQ06dy2ew9qg2qtLP459QU38vUEbgipuCYBokYctP3B8j+x7/VOKaoJPhS8/qq7WImgRt7043dopCoiPcUgWhSTFSjHh24TpzUCYryTHU9T9q99a5t6UqiIwGegmhTv16UV5RRgP/hopC5CmRvG5rwO09fOuAgQDXtzuTBFFwuQj1261zmnvXObb2oC3YEDy8q4NKBDnrI6UU6uBMbCinbpCQeZcU05HNMtJUA4DFLxQOecAIOUnz+QRbsKkjzIqsrPUS13y1BZHz+dKde6mVb41zlcAdelCBPbvUD0u7c3dynYqkya2HomhdRwuld/lj8lXb5h4DO43WpOGeq3h4bS1kiREmr9wuRauWEqWQYHXrWWdBsPM+GpUieh71fem7xxDKUq7D03rVqV504KzusYA7IUs1Bqh3N6Nzl8FSlAU2kD1j/Ws1ZMhS1TB3k1b1o8tvhRknnFGXbsiO5EiP8A7ap2/Uecgee/vWo2KPRRheaOvKjx7270ACQkyZ3E9B6UEnykj+VeUImJ9K5Jnb671MKrNOyFMmY+1cUQDBrwHRU9a91mO9AuyuTuCT0PalmMxeSzF0ixxVg/dPrMJbaQVE/akgAkT+lSrQ+trnRN0q/srNp58gpT4vQT7UnK5zWEsGSnVDDDNO1lQ7SzuRucKcaK+H/OXVwi91Y4ixt0nm8BKgtxfvGwq8GcbaYzHIx1g0GmGUcqU/196zte8bNfZRwJORas2yY5bZoJ/Uyf1q79A3dxkdKs3V4+486okqW4oqJO3nVWuIqnAPnIx5BbL0s60Rl0Fuac4yXO5P8Az6BZp4mNFjXV+gnZRCh9qj6TtAqX8Y7bwdd3CgQOdsH+dRBHSYqyUR1U7D6LJ+oo/DuU7R/3FdiNga7Ajp2rgnpXY7wRtTpQBK5AO3nXDETJ+pocfb3ohxPMfm3E9K5BjK8tZkhAkjr2rxCiAPrtXkgRCQQKGQP60OUU7JtyTYWwtPeD2rOnFmxIadcAHyq3NaVuEhSCOWqO4r4/xGrlAT2mKiLxHrpyrP0pU+73BjvVVjpC6CLhgz3Ak1oLRd2EutkLEiD5VmrT73guBP8AcXEdKvvRd3ypZXzR06Vnh5XokHO61tw8v/EYalUmKVcWsam908t6JU3832qJ8Nr8FLYHXbaelWbqS2GQwD7IAPM2e3pTpjtwU2qGa4nNVAcPMkcfrJhhR+S/ZU31/jTuP6/apfxMxZt8p+NQBy3jaXhA7kQf1BqsLlxzBZu0yPMf9yvkFXogq5Vfof0q7ddWov8ATNhkUCfAWWVK6yFjmT/JX3q92abxIQPwXn3r2k0T+OByAfscfoVTzyClRBERRJG+9LLpPKo/zNI1TUwVSo3ZC5v0I3oQNAMxAroVQJQjKH6V2AOnWiXLlpoStwCkVxnrJgfnn0oDI1vJRmU8snytTpO01wqSNyegqK3WsG0kpRG3rTZc6seuWSyXENhMqCoPMTttt1+u3XzpB9ZGxSENmqJtzspq7kLZkErdG3rTfdaotGQeSFR3qvnstcuglbppKu7kmVn600fcf+1S8HTZPzqYXusnCT4aiKZbvP3j5ILhFMTl3tAH1oldyojdUDrTN9Y53dTtNYoo+ycXL5xwnnWVR60mcuRBJVApudyLDQlbo9aOxuM1LqNQb09p2+vp/jbaIb/6zCR96YyVQbu4qdprTnZjUYu5MTNI3r9pG6nPXrVm6Z+GHifqghWQUxjGVJEBKS6ue4PRI95NXJo/4J9O2q0XGoHXsgsAGLhwlIP/ACphP3mo2W5MGw3ViprBM4ZcMLIzN/dZF78JirJ+7uCNmrdpTiz9E71MNB/DRxF1prLE5zO2xxOMsnUurQVc9w8AZ5QlMhMx1UZE9K3zpjglo7Tdui3sMQwhKPypQgJSPokAU93OX0NpJJavcrY26kCfCbPOseQ5UyRPrTGWaat/psbn81O0lLTWV3vU0gbjuSAPuU2aD0XbYVpd2u3bQ8sciUgbpSO3vUyZtEpVITVZ5Tj7pKweCcfir25THzOFSWyD6D5pHuR/WrD0Zq3B66wwzGnbhT7KV+G6hQCXGV/3VpkwY3EEg+fWm0tqnpGB0rCApOj6poLtKYqadr3jsD+nn+CfLNSVdAdu0U6NqgbmmxJDJKiImjE3aZ3NIBqkDLnlL7m8atWlOuKASNyTVf5rinbM3Cra0WDB5ZnqaW8Q8g/baavLi2J5m2yqB6CsqM69tcVa3mpsqsqQ2sJbSo9Seg/ShcHZDW8lFMrG5Ljwrq1G+nWyr21vVOG7bYSbEAn84MqTHfmk/YVQWct3bd9aFpIIJkHYirOxuXefuEX7LnI8lYdRv07xSXibp5u6ZZ1VjmQLXIT4qU/8J8D50/XqPrWs0cQggZC3jA++N/vyvHN4rJLhcp62Td2o59W52P4bD6Y8lT6yJ69KLUZ8qPuWi0sgjaaTHfelzshYQRkLnfrXtoIrlePlXI6EJiIrvsKDNd7UG65CB3+lCHSgDyrsxXZQEIQr3Sh21tc3r6LWytnbh9w8qG2kFSlH0A3pyyektVYa3F3lNOZC3Y7uKYVyp9z0H1ojpGtOCcFKx000rS9jCQOSAcBNfvXPagpUFDahUZI4wvetdia4DXvSuXL1AUBNDPWuQT0rlwRDyAtBTFN6VO2jqXWifESZj+8B/WnVQM7b0Q+wHBPcGRUVd7TDd6cwS89j5HzVm6Y6jqemq5tXAduHDs4eX8HsVZXDrXpBbZee8hBNWZqPBWWtsQFtEJu2xzNrHWfKsuIuHsa/+LaJTymVAfzH9aufhzr0OtNtOOT0HWsKulrdTvfQVrfT6jzC9c2S9wXSmjudA7Y/cHuD6oWm9RXmIvVYTKDkeaVy/NtI8xVj2F8h9AUlQIPlUc17pRnU1kM3iSEXzA5pT/GB2qMaO1a6Fmxv5Q82eVaVdjXnXrHpF9smMkYy08LTaGtZcYtbfmHIVuIdA2Jp5sshY5G2GJzP9kRDTwEqaP8AVNRO0vkOoSoEQRSj8QR5delZ5C+Slk1N+hB4I8ilXxaxhJNUaPfx7hIAW2vdtaYKVD0NQa9x6myQUHY1ZbWaebZNq4vxGlfwK3H08qZshbWtySUoiT0qRjq2sd8AOPI9vx7pzDK9o0yb+qrxbSk9KK6Eg1Jb3EpE8ppofsXEKJUOnkKlYp2vCcbHhIRHUCvE+u1DKCn8yfrRTy0tgkkU4G6Ku84BnpFFquEIEkwPem+7ybTIMqHTzqP3uoSZQ1NPIaR83AQgEqUP5FtB/MNj0povdQtJSeRf2NRS6zLyjzKchPSKaLvNISYSZPmT0qZprK553C4gDlSS9z7zkpSsj60xXuWASpbrskb9aj19nCknlXsTvFQzVeql29i6hpZK1pjY+ferVb7E0uDT3TaepETS4dkiz2olai1C5b26yttr5QBv0q1+E2jnLlo3DrB2PlVc8D9C32VDmeyDCg3cLhvmHUT1rZWiNEtYnGtpU2BzwoiK0+homswxvAVCuNdkEk7lI9P6fFsEqCCNqsHEslpABEAbUGzxSUkQn9KfrSyQ2mQmrFGzSqxLJq5UXux4PCFE8yS7eEntO6v9Kp2+MrI6/wCtXFqIlnhHh0GeZ64WT9JP/wCVU3fH5iZnetWtTcUjV5W6rl8S8ypJuCEqA+tc3nvvQoEgkie9BME7maflRLeF0/NsO3pXPPpXUjeZAmuHcRHfagXIQO5mBP6UNJgx6UBM/U9K7JA+U7zRSEow4KUtEhQMTuO9ad4Rvl/R6E80lCqy22p1JBCpjuRWl+BjqndLONqj5F9qhby3/p8+q0PoOU/6gW+bSqj47MBnWzaojnZ8+u9QNI26CrN+Iu3LGobC7IJC0KT/ACNValxxQEDlHfm609trtVKxQHVsRZdpvr+wRwIMnavdu9cT0AoQEU/VUcvCD1FFrTsZPSjfTp570E9CIrkTOEUlHJtzT9aM2jYV6J6jpXvSJoQkyd0negpgnzqq+I9oh3nJiFAiatZ4QCe1QHiBb81vzgdKaVjNcJCkbXKY6lrh5rMDfNaZK4Z5TssxPerl0Hely2Zg9h9KqPUNubfUDu0BR2qxeHtyVMBE/lPSszlbpeQV6apJPHgZIO4C1Lw2voW2J69utX3akXOOhW8pis08O7hXiNyY6HatI6eX4likddqFjwU7MJxlZt4j4g29/k7PlKfFSvlPkY2P3q1dC3qNY8Mg0HgXHrNLqQf/AFGxJHvANRbjPjQxmQ8E/wBsg9qj3BPOKYxGXwRdIXjL1XIk/wBxcqH0q2WOfGWfisd65oNdPqI+U4/A7IvJpS04sOHl5fOmC5ytowSSuR12pTrm6uTfOu8085Kj7mq+u3XXNlLP0qcmrtGwWcWyzGUfEpHd6ot2p5CCaZrrVr6iUIMb0wuyTufvSNx1IJHlPeo+SueVaaaxRDkJ1uM3dP7LdMetIXrpa5C3Psab1XJBkCB60mdvEI3cdSI9aauqXHkqZhtUbOAlz10JmetJlXknl5h6E0TZN5LMueDhsXd5BXkwypYHuRsKnGneAfEzUq0FyyZxrK+pcV4jg/yp2+6hTOSraz5ipqmtT5PkYoWu5SPzKApOrItlxLDQU66swlCASpR9AOtab0l8GduvwbjU1/dXixBUlS/CbJ/5U7/dVXbpL4fdFaaQluyxFs2e/hNBHN7kbn6mmT7kP8BlTMHTzjvIcBYZwnDriNqflVjdMXLDRVyeLdAtAevKfmP0SatLSfwg6szZQ9qDLustqPzIt2+SP8y5J/6RWxnGNF6RbAyF5YWO2yVrSFmOsJ/MfoKjmX446NxQKMVbXGQcSYBA8JojzCjKvpy/6UWNtdWn+k049B+6PUy2SyjNZK0Edid/sN1CdGfCRoLAlL91jGrl6QSt8F5QI8iueX6AVb2M0DprCMl1Fiw2hocylriEgdyTsKp7L8f9VXgW1jG7THtlR5S23zr5fIlciem4A+lQfMawz2cd8XKZW5uVdvEcKgn0AOwG/apKHpmql3ncB+Z/5+Kq9Z7TrTRjRQxOef8A2j7nJ/JaTynEHQOnAW3swy+6hIV4doPGJ9OYfLPoVVBc78QqW+ZrT2EbG0B66XzH3CUxBHqTVHquXFGVEmii4Sam6bpyjh3flx9ePsFSbl7Sr1W5bT4ib6DJ+5z+QCmWe4oax1AFNX+bf8FSeQtNENNlPkUogH6yair1285upwn60nK5oJV1kmpuKGOAaY2gD0Co1VV1Vc/xKqRz3ebiT+qC+oqB7GpXwL4hPcO+IbDdw/y4rOEWd0lR+RKyf3ayOmx2nyUaiSzIjyprylsXmTyyFAykg7g9qQradtVC6J3dSlhuT7TWx1TP8T+Xdb8zt5bOWX4+zVATHiJB6T39qiY1GlTnLz9+1Unofjcu5wFvbZd2X0teC+Cd1FOxP12NDb1y0bshNxsDI36isyliMTiw8hepaaqZVRNmjOWuAI/FXs7cM5WxctXIKXUlJH0rIvE7hypt3OaIdUplu9T49g72CgZTv5AiD6GtA6Z1Km55ZdmfWk3FjTP+0GDGWsGwb7H/AL1BHVSf4k/UUeEAOBKQrtToiW8hVRprK+PY274BSoICVpMyhQ2KSD3B2+lWHp29ssoy9pjKvpbscpAQtQBDL4/IseW+x9DVR2lwixyKbhuPw2SPPHQJfA+Yf5gJ9wqpXa3IIEGD1FafSSNq4A4f/BXku/Us1kuDmOGRn7tP8jZRTVmBucPkrmxumuR23cU2tPX5gYO/cVF1pUlUGrp1XYnVWA/2hQOe9sQlm/8ANSDs26f/ALT/AJaqK+t1MuEcvSlHA9+UnSyjgcHcfT/mx9U3n0rw3NdUIPSuURSAXv1rvSuT5TXpgVy7C6CZrpWAkqJ6d65tQVgqgVy4DJVy/DS5jHMxmWLgtIyDjDSrYKT86mwVFwJPbctkgbmB2Bq/1NhaS2pAUkiCkiRFYisby7x1y1e2Ny5b3DKgttxtZSpCh0II3FWExx/4hs2gt1v2TywI8dduOf32gT9Kgbha5aiXxYzz5rR+merqO2UfudUwjTnBAznJzv6/sk/HDTGL0prJBw6W2mL9n8Qu3RsGlyQYHYHy85qCJMiaOzGXy2ock5lszeuXV05+Zbh6DsAOgHoKIT0EmpimjdFE1jzkhUi71MFZWST07dLXHICFvuJrn867tXPrSyjFxSiO3XyrqSSN69XgPoK5cvHeuFNdHX/tXevauXcJFcsSOZsbjekFjkrnAXiblpZ/DqXumd0Hy9v/ADsaeFifSm68tAsKlAUlQhST3FVvqOwx3mDLdpG8H9j6K/8AQvWEnTNXpkOYX/MP/wCh6j8xsrz4f65avGUMrdmRXOIWilOj/avTqYfR8zraB+YVRGCzlzgL5KC6otEyhW+48vetC6F1mzkWEMOrBkAGTWI3G2NrGOo6puCNvUFerbfchHorKRwc1wyMcEFM2kNYJuWksvLKXEbKSexqbIv0vIBSsb1H9ZcMV3q1ag0jyt3Y+Zxjolz29ai+P1Pc49/9m5ZCmLpGy217RXn/AKm6NqLVMXhuWngjhaHQ18FxZriO/cdwrEXdGZ5qKcvYAE/emFnNMvplLid+8156+E7K28utU8UhBwQpANCcX7xKpJV+tNN3egSQATSK4v4EztTRd5DqQoEipGnoySlA0JReZHlmBuKjuRyrhmVkelAv8ggTuon3qM5TJ/mhQ96stFbS4jIQ5ARt/kpnnc7z1/SmC8yqUgwram7JZhKCoFe/vUXv84pa+RkFSlGAkCST6CrhR29rRsEk+TCfL3NRP73t50w3mcCUqUFiP6UuxOgtZ6lUgtWKrVhSvzvDcj0HWrU0j8NbTnJcZVLl24SCfE2QPZP+s1ZqO1STHDWqIq7pBT/O5Ubat53PvBjD2D9ypRjmSn5R7k7CrB0d8PGVzV43eamJcTMi3bG3+ZVah0zwmw+IZbR4CJQIgJgRU7scHaWiAlm3QkDpAq1UVjEeHPVSr+oTKCyIYCgGi+GdnhLdlLrDcNpAQkAQKsFjHpSAlKAAO0U5M2fL0pShjlGyTVjihbGMNCq8sznnJSJmzIgxt12pY3bg78v2pQlkpgx+lKUtGNulOQ1IEkqsNdq8Dhrpm3EgqCnCPdts/wBapm8BUvfzPWrj4nrjS+mGgTH4BK47fkQmf/bVPXk86gDt/OtToG6aZoXlHqCTxLvMfX9kjI367djXNx186FCvOgmR0TO+3vTkpqzhdAkfKa8dzt9a6OVO25P2oMdwaBGQ9z3P0rvQdYjzrkTuT9K7J337Vy4HCGlO20EVZmhOLdvobDvWLeKXevuEFI8TkQD6mD/KqxBmD3oUg703np2VDdEgyFK2y6T2yXxqc4dxnlPuvtcZbXt+zeZBi3YRbyG2mpgT1JJO5io4lJiDtNCUBzEQPtXQIIjtR4YmwsDGDATe4V8tfMZpzlx7oQ2B67V2ff61yDsDG9d86WwownK5sR6da4Ry7d/euyJArxMdT+tdwigZ4QY8q928j5mi3bq1YHM46kR2mmq81PZMyEKBPrRHStbylGUssh2CdXBsfaoNrt9oWpQVCTMDvR95rHmlKVESIEDpUSzd2LxwukElPmqR/oKYVNW3SWhTVDapA8PcqZ13bhGTauQmZ2qS8NCpTpbSDJ3Apu13a+I34iJkGQKk/BvEO3WUZQGyorEAVnlycI5HOXonpOndV08UP4FX7oFBYU3EgyJFaS0gS5aI8ynzqmNJaUfadQS2SZ8qvrSOMW1boSUnoKjKaYuOSrtcKWOBmhirjjliSuwavEpjkME1n/SV+dO8R3rR1wpZzdjzoBO3itmDH0I+9bU1toxnUmFesnPlK0kA+Risxah4EahuMiwXkXFpdY94u2t801zo32IUPIiJG3SrBba0U8oLuFl/U1lfWwSMYPmG31THq0h0rVEyDVc3hIKjMVfDHA3iLnj4JuMf4ZEeKPEUs7deTl//ACp9wfwW3V0sPalzNzcAqJ5GwLdsjyIHMv6yKmKu407Tlrs/RUeydNXDGiRmPqsm3t2y2DzugTSnGaP1nqFX/wBF03eOJn+1dR4SI85XEj2mt3YH4ZuH2j2zersLRstgkvOASPda5MfWl13nOFOlUlKclZuuI/ht0l5R/wAwHL+oqMFZPUHFOwn8/wBFbHWijtzNdfMGj1IH6rImnvhb1xm3EnK5BNs2rcptkFRj/nVA/Q1bmk/hC0jjyl/KWn4x2BKrpRd38+U/KD7Cp3luPGCswtvBYNx48sIcuVhAB7yhMyP8wqGZjjdrDIyi2um7BsiOW1bCT78xlU+x7U6is9yqt3/CPU/xuoeq6x6btm0R8Rw/7Rn8zgfZWvjOG2kNM2iFvs2tvbtwgKeUltsbdN4Fdv8AiNw6022tlu9TdLZPJ4dmzzj6KMII9ifSaznkNQZPJuqfv75+4dUZK3XCpR+ppCt9axuqfepSDpiJu8zyfpt/Kqtd7Uqh/wANDAG+rjk/YYH6q8Mv8QZQFpwOBZQnoHLlwqV78qYj7moJmuLWts18jucfZRylPLbHwUweoPJE/WahHOTXArz3FTMFqpKbdjBn13/VUuv6svNyyJpzg9h8I/LCVO3b7xlbpM+dFFZmVKJ70VP1FeB+lSQ2CrhBcclGhUbTXpJ+tA5hFCaQ9cOpt7ZlbzqzCW0JKlKPoBQ5xyuawuOGjJXQa6D96ek6C1wtsO/7KZPkUNibdQn70z3tpf4x8W2TsLmzeIkIuGlNqI84UBNFbNG84a4E/VOZaCqgbrljc0eZBCDImuEyNqCFA9CK7O+1KJphcVRDiZBnr5UefWi1Rv0NcUduygurl3uIYev8epafDBeISewHz/8AtE/5RTXpjiI8+tCHX1EpOxJkxU4zVkm6tVp5QoxIBEzWfL1lWmNTP2ElLXPzsyZltR+X3jce4NULqWi8GUVDOHc/Vbx7N7z73Sut8h+Jm4+nf7H9VsDh/rXxVNgu7bCr/wBP5Vu/tA2pUhQjfvWF9D6iLDjSvEif0rT3DnUodZbR4nYdTNV+GTOxWjStwo3xH0uvAZq6sWP3dtkJuLRfZt0GY+ioMdwYprwOV/G2qVLHI62ooeQf4FpMEfero13p9OrdNuJYSk3lsPGtlHrzDt9RI+tZ6XcrxmWaysFFveFNvdJJ/I+NkqO20j5T6hPnVwsVd4UnhuOx/VY37Q+nxV05niHxN3H07j8FaWms0nHXoW8kuWr6FMXLXZxpQhQ/qPUConrvTa8LknGUq8RlQDrDoGzrSt0qH0+xBHalllcAkQflNSS5ZOp9PHHFPNfYtCnWD1LjG5W37gnmH+bzq4yN/wAvusJpZTGfCPbcfuPx5+o9VSz7agSAYM0SenvTvlLMtOqEetNS0kSNqbkYVkhkEjQQgbbmujeudK9NAlkKu9e9c5pAnoBA29f1rwk1yArtdIHSuCJoQjzrkVcHkaGABQYjcV0Kn/4rkBQq4ZmgqV+ldBJ71y7C7IrwO28VyD517p1rly9PrQqBHWATG+1dCoHTeuXYQiDETRDgkUaXEhO8CKTPXLSEkk7V2cI7ASdk05S0Q4hfNMDcH+6fMUs0hqq5xF94D7u6CBM7EenpTZl8sy2hSQZnpURVllpv0pCvmAH/AMVnPWdBCS2rj2dwfVb37KrtU/HbJ948Zb6ef4H9VtTROsG79htPigk+tSnP6E01rq1CMpaDxgPkuGjyuIPuKzNwz1FcNONhazAgVpjSmW8dpB5yZHnVIbDFWRmOZoIPYrYXSSUcgfE7B8wquzvB7X2lVLewjgzVkncJT8r4HqDsfpUSc1K/YuG1yto/aPCQUPNlBPn1rXlm4FpG0gjeisjprA5sFnJ4ph8K7rQDVMufs6oqsl9MdB8uR/KsNH1fNGNNS3V6jY/wsjPZ62dGzgI96bbvJtEbODv3rTeT+HnhvkVqdbxPgKV3YWpA/SKZV/C/obnkJuYnoblz/wD6quj2c10Tvhc0j/noptnV1CR8QcPwH8rL+Sy7TaCeYfeo+mx1LqRzw8Hirm4CtvECCEf9R2rZtj8OOgbFSXW8U24sEfM5Kz/7pqXWGgcHi0BDNqjlHQACBU/buiZ4z/XcMeiaVPV8IH9BhJ9VizT3w6amzS0O5u5U2lW5ZZH81Grd0n8OuDwyUE2TaVxBWRzLP1NaHGMtWAEssJSBRTlqnqE9quVJYqam7ZKrVXf6qq2LsD0UCxehsVjQlDVqmU9DFPjeNbbPKEADrsKfPwwjZImu/hkSDy/pUwyFrNmhQr5nPOXFNrdmAAQmKUItyncfelfhAbgbihJR5Clg3CRLsolNuBuDRiGgk7dqOS2D5R6UMIE+c0cBFJRQRtsfehpQroN4oaglInlJjy3rqFoUkFKpB6RR8IuVUPFlbaLfCWiJ5mLHkXMjfxFf0jcVT92YUUx1HSrc4wqAyNo2NuSzb2HrJ/rVR3YlZ3kda1WmGIWryVcHF9dI71/hJp6A9tjFAWvsndSqFuTB39KLIHMFGfSjlGZwhgbbmhRACR1PWgp5gfSa6STPzQK5GXVHv5Rua5G8np5138wExA/WuKVGwHrXICu7jblEV0GBsNqLcW222HFrSJMD5v6Uley9izs48nbrB60Qva3kpVkMj/lCWkkQI69a8SBBAj1qPXOr7FokJM00XeuFGA1sPQUk6pY1OmWyaQ7qcKcQlPMpxIA67xSO4zePtgVF8EjeBVdP6oun1klalbSJO3186ansi+9/auqn0NNpK7HCkIbC53KsK81nashSWevr50w3+tLl0w2tUdo2qIuXqEiVE79CaIVejYj7UzfXOPCl4LA1u5CfbnOXlwZU6d+1IH7pagS44TtTYu9MdTsPOiHLuTJWAAKaPqXHkqVhtTGcBODl0Eggn1NJn77nRG/8qR2v47JP+Bi7G5vnO6LZlThHvHSpfguDPEvUpSEYhvHtr6quFyuP+RE7+hIplLVRs+YqXp7TLJ8jVV+o1B4+GN1K2AFal+HLg5cnwsxfWxaat2kqPOk7rI2HvT/wn+EKwxeRZz2rn139y38yPEQEobM7FDcneO6iYiQBWm8fg7PGWiLCwtwyy30SB19T5mqxXvFTJlvC0/p0OtNO5rvmP5KL47S7DCwUNx5QKm2Jx4abAgD6UJmxCTuKdrVoIAMdOlNootCk5qzxdihMY0O8puFlwAyEkCAe3v8AWnBGOtepZSr6UJgQN+wrl1kGLBlTzqglKRJM04Cauw5Cvrywwtg5evtnkbGyG08y1qJhKUjuSSAKz1rf4gtUvPvWuFDWNt90DkSFukeqyNj6pip/ndaN5e7t22FEs29wlSoV16if51m7WVsqxzF5Zr38F9xH2VV06ftsEsXjzN1E8Z4WE+0vqu5UFcLfQSGNgxqI2JJGeecY8vXKQ53V+fz1ybrLZW6unI5Qp55SyB2G52FMTt04syVmgvk8xMwBvRJIA61bGsawYaMBZI+WWodrmcXE9ycoReUe5+9dkGQSaK5gT0roJ60ZBpCMkda8NqAD2nrUj0nw/wBXazKjp/EuOspMKuHCG2Uny5jsT6CTRJJGRN1POAl6akmrJBDAwucewGSmHmPtXpJn/SrlsPhizrzKVZHVNnbOnqhm3U8B/mKkz9qS5f4a9TWdut3FZ+1v3U9G1slnm9jzKpiLtRk6df6qwnoi+hnieAcfVuftnKqWQRXQY2kUdmMTldPZJeIzVk5aXSN+RY6idiD3GxpKlUiIkntUg14e3U05Cq81PJTvMcrSHDkHlWDwr4WXnEK6du7m4VaYi0WEvvJHzuKInkbkRMRJPSRsa0A6/wAO+EuJTzCyxDKxyjlSVPPkecStZ9TPrQ+GmGY07oLD2NvuV26bh1URzOODmUf1j2ArLvFLUd3qjiBl7h910s2dwqzYbWf7NLZ5VAehUFHz3qtOMl2qnRF2GNWx08FL0VZ46sRh1RJjc9iRnH0HG2MlX018RGgX73wy3lEt8wQHSwjljuqOfmjp2nbpU4usZpHX+BbdetrXLY26TzIXyzHaQeqVD6EGsWoAgdPvVlcHOIt1ozPtWF7cKOIv1ht9BOzajslweUbT5j6UeqswjZrpiQ4f8+6bWjr01dQKa5MaY37ZxxnzB5HmkHFnhddcOL9u9s3VXOHvHCllZHzMK6htfnt0V9/MwhKwoSK2hrHTdhq7AXmDv0BbV00UoV1KFRsoeoMEe1Yvu7C7w2Tu8NfiLixeUw5tAJSYkDyIgj3FPrPcHVUeiQ/EPzCrnXXTUdoqBU0oxE/t5Hy+h5CEd6AaEDNcUI6VMEqgBJ3kBSaqDi9p0rtf2zbNnxbJXMqI3aV+b3g8p9BzVcSxIgjbvTDqbFs5GweYeRzIcQpChHVJEEVH3OkFZTOiP4fVWTpm7OtFwjqRwDv6g7H8lSuiNQDnQz4yeZInl5t4860Tw+1BBbQoJWdoBrKhtlaezbuNuBPgucg9R1SfqCDVsaN1Dc2DjLgW5cN9wI5vTeRt239N+tZfgxvweQvTrXMqIxIw5BGR9Ctt6XzVybFKXUB1KRzFST83LE7JA3PaP/iq14raVYtcs4tKCLDOIVKkgw091kEbA9FD1BNLuHWpHb1pCQS23y991yY9wI385ntG9jah07bap0y/ixCV8gUwo7lDiR8pqSp5dJBChbjSieItI3VBaSytw6y5jsgQL2wWbd/qASOix6KEKHoRU5xGRuLC5ZvrRzleYUFJP9KqnMG70/l2c460pvwliwybY/g+aEOH2UeWfJQPQVPsfeJdQlaFAhQma0a2VYqoRq5GxXl3q6zOtVaXR7NO7f4/BHa+w9p+IRk8Y3y2l+jxm0D/AISp+dv/ACnp6FJ71XdwjlWRy9KuLGWtvmmnMDcvJbFyCq2Wroh8D5Z9FflPuD2qtM5i3bK5dZebU2tCilSVDcEGCKcvbpOEwoKjWMnv+vf/AGUfJ7Gvd6E4nlJoMDypNTIOV6ZroUdhNcGxJFe7wTXIcIfSu9RQAY7zXZkRXImEIbbV4E9h0rkjv0ryTG/0rl2EL5ft6V6Y6igzHlQS6hI+YxQZXAFGc0/SuFSQDJ2FJHr9poElQEetNd1n2USAqfrRHStZyUvHSyS/KE+G6DR5kuQdx18+1I7jKMtD8w2+9RS81AsiQsJHSma7ziQolb0mmMtxYzhTVLYZZiMhS+71CkbN7mNqYr3NuLB53o6dKiz+eUZ5QTHnTc/lHFSVLOxqIqLm9+wVsoOmmR7vCkb+TbUSSsQBNI9M27mZzyflJDi9tu1QnM59baW7O1Qt1+4UG0obBKiT5AVo7hDw7f8ADx9zfW5S+QlRSRuDVPvVU+YBmVqfStujoQ6UDBKl2mtEXdippwNkJMHyq7tGoXbtoQqdgNqOt8E0LdtIb3AG0U6Y7H+AsQI3qEip/DdlXB85kGCpfjXjyjf2p8YXI3PXrUfxyYAmJ6U8sKjaI96fAZTfOE4I6gzIFDKh1jakqFKPejuZRHXr50fSg1IR+1BUB26dvKuTHlI717mHQq85rtK7UilAHsKJUkdYInr3pTG21FkSN469aNhdlIeQhc8sDtFCLZJI6A0pKZEfpQY7UKDKT+GATABoPhgTAilPKPLb2oJR3ocIEWED3rvJHcb+ddV+UjmInaR1rwmClX3NCAuXFJMe3SiBbtIUpxDSQtX5ikQT7mjlrCAZUKRXGQS1CkmI22o+EUqn+L65z6EjomzYj6tpP9aqu63XJO9WXxTuUPX9vepnlVaMpO0QtKQkj9KqPI5e2tysk7jrWpRyMjjAJXk6WmlmqXuaNiUpIG4M7mgAgCTEVG7vVaEAhuIifr9KZ7vVt0qS2TB6ikn1bBwpOC1yO5U6U+2gAqWkRv50mfy9kwPmeFVw9qC/dUZWYJ6AmkD18+4fncWfWaavrscKTiserlWFd6wsrccjZmKZLvW7p/sTA9N6hynTIlQUB13/APPKil3KAk77ztvvFNX1rj3UrBY2t5CfbnUeQuJ5nVbz3pvdyD6hKniexprXebAR9aTquSVCVbTvTZ1S4qVjtLB2Toq6En5pV39KJdvAJSTJG21Njt42ggl0bmAPPyFPmM0PrTMOD8Fpq7SlX/EuU+Cnfofngn6A01fUtbu4qSgtjnbMblIDeTsNhE796IXdKP5oAB6zVp4D4aNeZkoN+8LUKVulhouHl/51FIB+hj1q1dOfB3g2wheXLl0vmkm4eUYHlyo5Un7UykuMbeN1Lw2KZ25GFk78Sl95NuylTz3UNtjmUfYDc0+4vh5rvNKbNppy4ZbdMBy6IZSnylJ+f7JNbu01wI0fp5AbtsaymeqW20tp+yYqcY7SeIxwT+GsGWyOhCd6ZvuEjvlGFLxWKFn9x2Vh3TPwta2zhQrJ3bluhR+YMM8gG8fncgnp/cjyJq4NL/CFpSwIcybKLxZSAr8SS/zfRXyD/prQeQzWmcGk/tPK2lsR/AVjm/6RvUQy3G3TNgCnF2T96odFKPho/WT+lDHT11Z8gJH2H3SVTX2Wzj/qJGtI7E5P23P5I/BcIdK4RlDNvjm+VAASmAAB6AVKWcRicQzzFNvbNIH5lQhIHv0qk83xw1RfcyLNxixQf/Qb+aPUqk/aKguV1Plco4Xr6+ffUe7jhV/OpOHpmd+8rgPzKqtb7TbdD8NJG5/qfhH7n8gtV47MYDJPKt8flrR9xGxQhwGfbz+lPbVkpQ5g3t1HpWFbjV2W09dtZOwuXG3GFhSSlRrYfCbXj+qNLWWcfWAXWwHO/wA3famNytXuBGDkFWDprqht+YdTdLh29FKVMcn8JBoaVIR1+1Lcm/bu2X4tpvlKE8yhHUVErjKoUSnmEE1FaFaw9SI5BDfyI+ZXkk9PrVbcW9WOYzHFsLIBEqjapOxkEEwCBVY8cbVdzhVXKf4Nzt1865zMhc+csYXKH6F1EclfPtPvQu4Cg0mP7u5/lSTixZBnPKukAFN4y3cJPnKYUf8AqCqr7FZ5WndX6WvHHCGLrIfgXIOw8VBAJ+tW5xPtjcYbGX8btl62Vt5EKH/3Kq9dOZbTNb6n+V599pzfGrTUAdmn7HH6FU0+kTRBT2FLLlMKIjekqh5VY1nUZ2QAOw710bV4dY3r24/h/wC9ASlwMqyeCnDIa8za8nlmz+xcWoKfH/8AkO9UtD07qPlt3q+9ba007wy0+h51hDTTcM2dlbpCeYxslIGwAj2FJOBWPt8fwwxZbaCV3SnX3SBBWorIBPnsAPpVLfE1kLl7XGPx6lnwGLQuJRJjmUogn3gVU5XOuVf4Lz8Izt9P5W4W6CPpXpsVsTQZXgEn1dwPoB280qvviQ1neXSl46xsbO3STyIKCtZG/UkxPsKn3DTjozqa/awWpLVm0vLhXKxcNyG3FdkkE7E+cwfSszN7f96UturZKFtqKVJIIPkalpLTTSM0BuPVUqn63ukFQJnyahncHgj9vwWseKXDrGa7wi2nGQ3f2ySu1uEgcyFeU90mNx/XeskOsXdldPY6+YUzdWrimnWzsUrBg1sHhtqxGstH2eQccCrtofh7of8A+xI6/UQfqao/4itKMYPUtnqa0b5G8tLT4H/qpGx9yJH+WmFonfTzGkk/4f8AdWfrW2U92oGXmlG+Bn1B8/UFaE0lct3ukcPdIKSHbBk/L0nkEj+dZJ4mYpeG4kZ20UNnbj8SgxEhwBU/ckVongHnk5rh9b2S3AXcW4q3UO/KTzIP2JH0qvPib00Le8x2rrdtXzH8JcKjaNykn6yPrSdvf7tXuid3yP3Cc9TQf6v03FVRctDXflg/b9lTqPOBRoVv1jyNJmjzCjSoxsKteFiO4WueEOpTqjQdhcvO+Jc2U2b/AJyjoT5ykpM+ZNUr8R2nhidaWmeZTDWWt+RcD/iNwJ+qSP8ApqQ/DLl1pvsxg1LPI403coHbmBIP8x9qePibxqLjRtpkuWXLC8bUFAbhKpQR7fMPtVWY33O6aW8E/qtnmf8A690h4sm7mN/Nhxn8R+qz0gztMV079qKaVKR7UbNWtYi4YKAqaTvthaYI6jelBPpQSkEHegO6O0kFUPxh08u1uGc3bIHKFBl+B/CZ5VfeR9RSLRWYEpaWdwdhVuazwbGXxj1s+kcjqChRjcT0PuOv0rPNqq4weUctHwpLjDhQseoP8jWddRUXu1T4jeHfqvQ3s/vIuNu92efjj/8A1PH24+y1pw21EW3GhzwNpmtIaZyibq3QCqZA71iXQ2dKFNLDgA61pvh7qHxWW0889OtRUD+yuMzEm4z6WYt7s5k2/Pj8mg2t6kdJUCJPfcbT5xVbaIyVzaqf0zknee4xyglLhBHiskS2sE9ZGx/xBQ7VprMYuz1RgbnFXaQpu4b5ZieVXUKHqDB+lZc1bjrnAXS8rylN/p5amrxCQP3tpPzH/L/aDyHP3NWiz1vu8oDuDsVmPWthFwpXBg+Llv18vxVlY66UhaFg/M2oKHuN6ctf45vUGLZ1dapAec/cX6Ej8jwGy/ZQ/UGorh8i1e2zV0ysFDiQQRUx03kmGXnLK++axv0eBcJ8geih6g71eHjW3UOQvO8LjTSmJ+wJ+x7H9j6FU9dsLbUQofpSIp9Km+tNNv4TJv2TwnkVKFgbLQfyqHoRUMdRyqjpTdWKnl1DB5CKV969P/euKPtvRanEp2UYoMp2BlGzHc14qAPWky7ttI/PSG4zDLQ2X6UR0gbyUoyB7zgBO5cQkbmiHb5pswSN6jNzn1yeQx7npTTdZkq/O79JppLXxsUnT2aaY8KWXGcZRuF/QU0XeoVH8hgetRJ/NDfcd6bX8spwkAmT61GTXMnZqsVJ02di9Si5zXPup0nfzpouc0N+UzHSo+9fQCVOfek9s/dZC4FpjLR+7f8A/TZQVHr5DtUXLWvduSrLSWWOPGkbp0uMrcOEwoeXTsabXr5sErccEnrO1TbT/BLXGfUhy/S3i2FbkE87n2Gw+5q4NH/DJhrZbb7+Pcvnh/xbuSPcJ6fpUVNXsBwDkqzUtnkcOMBZsxeP1BqJwM4PD3V0FQecIhH/AFHb7VYWnPh+1BlS27nb1SJI/wB3tRKvqoj+la709wjsLBlCHW0wkbJSkJ27dKnOO0rjrEAM2yU+w3phJVyScbKdp7TFGcu3WddEfDrjcUpFxb4dphfKJedHO6fqd4q79O6ItcUEL5QpYHWKmbWNQgfKgUsasx5dqZlmo6nblTUbRG3S3hNrdgAkCPalLdkNtqc0W4IG3pRoth0gSKNoSmpJrZvkgEbU4MmI8h3oIb2+lGtpgef60YDCHKORsOm3pQwreSdqLEgbV1Kt4I6UYBFyjZEQD60Dr17UEyTsNq8SZ9qHC7KESe/bvQSsnb7V4nzoCiJ2H+lDhdld54E9jXCrbfv0oEkH0rxI7bGhQ5QioDaBvQStJExB8qLW8AIUY3pFcX6GwfmBiuXBLVOIA3NJLm9abEcwG/Smp7KpWVJQuSPWmi7yiUklStx60GoBGDcp2fyZk/NHkaZ7vKhJJKzPpTNkM5AML+1Ry+zpR8vid/Ok3SJQRZUe1Dl2tS4jxWrkKetiWXSeocSN5HrINU5nGVh1SVqVsSJB/pSe84gI0NxYfwuWfCcZn7r8OpSjCWXlCW179BJKT6KntUi1Jj1IK3BBHUb9Kvcc/iM2PHKwapoPc58OGztx9PL8FA7lsAKAA3jpvFIHVIQNxAEHpTjknmWypK1wegodro/VuaCf2bpy+dSofK4tvwkEHuFKiR7UhLOGclTNHQumGGNymJ645Cdu3Wkb11E7z6+VWfifh219mFJU+u3tEmNmkKfVB8+gHXzNWJgfhHsitLmYduroR8yXn+QfZuD+tR8lwjHByp6Gwzu3Ix9VmB66QlXL4o5iYgd/9ad8Xo/WebHLjdOXq0Ex4jqPBT7jniR7VtjTXw/6SwKEC3xrDakpjmaZCVH3VuT9TU7x+icHYAeDjWZHRSkyfuaZvuDj8oUpDYmN/uO+yw5hfh019nFAPuNsBRBAt21ukdzKjypH0JqyNN/CAA62/m1uPJC5Wl64Mn/K2EgjvBPvWr3f2bjGwq4ft7dI7rWEiPrTJkOJmiMX8pyQuHBvy26Svf36frSTfeqk/ACfoE5lFstzczua3/7j/KiOlPh+0fp5ANtjbZpawC4WLdLfOR5kbn6mp7jNEYPHkKYx7KVA/m5QT96geU49NNhTeHwqdui7hf8A+Kf9ahWZ4v6vyalNjKm2bI/JbDwwPr+b9akIen6uY5eMfUqvVvX9loRiEl5/8Rt9zhaDuHsPiGvEv7y2tUdJdWE/zqM5bi3ovFylh929cHZhG3/UqB9prOd5m729X4txcuOLM8ylqKifqaRG6dJHMSSelTEHTMLd5nk/TZU6v9p9XLltHEGjzO5/Yfqrmy3Hq9VzIxOLt7eJhTpLiv6D+dQjM8TdV5jnTc5i48M7FttXIiPZMTUP5lbkkkedcUrvvHrUxBbKSn+Rgz9/1VMr+qbxcMiad2PIbD7DCUXGQccWVc5JNEm4cPVUxRQE7CvBII67ddqfjZV4guOSV1SyQQSZ8qKc3G/lRhJA86LWeVO+00UozRhR7UjXPZrAEiJq3/h44iW+O03+zL15KQ0opHMqI8iP1qq8wjxLRxP+ExFVRmdQ3+Gxt0zbPrahe6kqg1X75GDFkrRehKzwawMHfZfQfGcUsZmUuWtpdtuoXztFaVDl5twR9CKjg1Whx4p8XoY61jLQ3F+9tmUNm6UCYIIO9Wxg9ai9cDyHdlGd6pRcDwtuBPdaRxWaDpSoKmu63tUZPA3CIklBj7VX+l8543ISvfarBU/+KsClUEFBFGAygf8AG0tKyDxAbuEaburpqGnsRcN3yD5eC4FH7pB+9aLyV2jUegHbllPMlSGL9BG/yqTB/wDvH2qlta2CDmsrhLtv/d7lCkEEEAoWCD/WrA4B5J3McNbDF3X9smyfxbwV/wCo0SkfqlNWywyfC5nlgrGuvKcvgZIfMtP4jb8woHephxQI70gWIMU8Zdkt3Cx0gmdqaHQZq0nZZJTuy0IvcmZO1dUe0dO9cMyBIr2/l3oietWveC10i74Z4ZSdvBStk7d0qP8A2qnPigxzrGosTlg3+7caWwVT3mQP51Nvhpzgu9P5DAKX+8s3Q+gf4VbH9QPvSr4idMvZzRb15bN+I/YKD6ABJgH5o+k1UGn3S5nVxn9VvD2/6z0m0R7kMH3b/wDCzG0qUzO8b0ZJPb60ktXQtsH0pQCPOriFhD8tOFd3w151xrJ5PTy1S2+2LhP/ADJPKf0I+1TH4hcInK8Ory5S2lTuOWi6bUdikJUOaP8ALzVT3BB99HEnGBkfKoOBYmJTyGf/AD0rQHFlaUcO9QLWUgfgXhv3+U1V7k3wa9r298H9lsvSUnv3TUtPLw3W38MZ/LKongRrhvS2pUWd6UiyyoSy4SfyL/hV9zH1rQ+vtLs6w0vf4JZQk3TJS0tSeYIX1SqPQwfpWK8epSUIIJlMbjzrSnCHi/ZZSwZ01qa7SxesgN277hhLw6AEnoofr704u1E8uFVDyOf5Ub0dfodDrRWnDXZ05435b+PZZ9zmCyek8s/gswzyPsmAv+FxP95J7ikwWDvIrYer+HmnNasIZzdiHeQ8yFpJStJ9CN96jeN+H/QNhdfiXrO4ugIhp94lCfp3+tHhvsQZ/VB1eiaXD2c1Tqkmke3wydsk5H5bqJfDTp68F5kNTvMLRbloWrKjsFmQVR5gQN/enj4nMu1baQtcKCC7kLtEJnolB5ifuB96neotX6U4eYgKv7pi1Q2j9xatxzrjslIrKuvNaZLiBqBeZvQWmEDktreZDSP9T3pvSskuNZ704YaP2UrdZqXpaxG1MfqkcCD/APlyT5eQTIzsABPSjtootsbQKMBntVpWLu5XiJjagkeRocH9KDMVyKEju2UutlCxIIqh+K2n1Y/It5doQl4hp4dPmA+VX1Ej6Cr/AFgH61DNfYBGYxT9soAFxJAMflUN0n6Goi9UQrKUtHI3CuPR15NouTJHH4Ts76H+OfwVW6LzCm1BAVIEd+laI4a6kWl1v5xykAQes1k/FPv46+LbgKVoWULHkoGCPvV0aHznIttaVbbetZi0lrl6VcwSDIW2NMZRNzbpSVDp2qF8YdNll9jV9mwFJEMXqexQfyqj32PuPKk3D3P+M02lTgiB3q0Xba2zWLesLtIW1cNlCwe4IipSCXGCoSvpfFYWlZU0o8nTWZuNJFZ/ChIuMaVEmbdRMIkkklBBSe8BJPWrGs35gGPvUC1zpi/xd3cWLKC5ltPOm4sVgQbhgxzN/wCdAmB/GlO8Cn3TGcts1jLfIWzoW28gKBHka0Gz1vvEOkncLzb11YjRVXvLB8L+fQ9/vyrJzGPa1XppELByGOb+SerrUgFJ9UyCJ7TVLZZpNutXPsBU4ucqu3a+RZSarjVuQCyog796dzvbA0nKgrYJKuVrQPQnzTPeZdpomCCaZ7jOrPQgT3Jimy9vBKjziI2FMV5ktzyq2NQc1wONlo1FY9WNQT5c5pzcqcP0NNV1muUEc07b0yvXq1ndW3Wm27vkIWOdwSTAEySe0VFy1rnd1ZaWzRMxtkp4uMw4okA9qb3ckpSfmXHX6074Th5rnUpT+Cw6rVg/8a7/AHf/ALfzfpVg6e+G1VwpBzl9dZB2ZLVuPDaI7AwSr68wqKmr2M5OSrNSWaR3ytwPVU4cghToZaCnnlbJQgcyj6ADrUnwPDDX+pylbWMGNtzB8W7BCiD5IG/3itT6K4DWGJbT+Ew9tYggAkIBWR6nqfqatbEcOsZaJSXGfEIj83+lR7697vkGFOQWVo3kOVlTSPwvWzykPZx+6yi+YK5UkttD6Dc/U1eeleCGLwzCGrTH21m0Nw2y0Ex+lXFaYRhhIDbISOkAU5tWKB0SOtNXPfJ8xypiKkiiGGhRLD6HxlgE8luCod1b1I7bFNIA5WwPpTo3Zx2iOlKEscogj9KABOQ0BN6LRKSPlAFKG7MJJI3HrSxDXfrRgRHahwjcJGm2HN0iO1GpZ9RSjwyPpXUgbkER0muwhygJbE9BQg36elGhBO+wPtXeXlBInahQosIE7iu8npNGECdgNzXjtECPSuwuQIgdYFBJjcUJXSDvHegEnffajBchBXWNq5PQ0EkA7T96CpfZOxO4mhXISlGPlP60AqJ3BgUBbgTMkA0ndvUJEA7965CAlKnEp6kUjuL5CPLeab7nJpRO8xTNd5ZI3UqdzQE4Rg3KdrrKQDHtTHe5YCZIA/nTTe5rqAuSKj9/l9jLh2pJ0iWbGny7y6USpCgCR2NMV9mj+YuHbYb0xX2ZhMFQkeR3qO5DOHdQWfP3pu6TKXbEn6+zZ3+efMzUbvsytcgObzuoGme8yxUlUqiQRsaY7rKlK455PakHyJw2JWvrP4ONPcX7pm91K1nMVeIgLXYqQA5AgEhaVCfara078K2lcdjLezv38rklMISgOZK75lLj+9yAT9avgpSj5uX0pozeolYkj/dA7KSfz8v9KsQqpc4YcZVYdaaVwHitDg3jO+FW9twA0PinS9bYu2ZW6sqPhNgbx2J3HTtT9b6FwOPSPw+PRKe6xzH9agutuOmfs3fwmNxttb8qwecqKz+oqtNQ8WNbZQkPZdxtCt+Vr5B+lSMFjqqsB7iAD5lVi49a2izudCxpc4dgMD7nC0Heu4bEpJvby0t0jeFuJT+lRfKcUdFYzmS3eKu1g9GEEg/UwKzjdZq/uXFKuH1uLP8AEpRJpCu7fKSSvpUxD0zE3eV5P02VKrvahUvyKWEN9Sc/wruynHjkBRiMQ0jrCnlFX6D/AFqHZXi/qy/CgnKFhJ2hgcn69ar3xFrIBUd65zHlKpqVhtNHB8rAfrv+qqdZ1deK/OuYgeQ2/TCdL3O396vxbq4ceWeqnFlR/WkSrxxZkn9KTpPyk7713mlXKfLr9akGhoGAFW5ZJJDl7iShl5RIUVAHzmglSgQRNeBkkQNt64THMAIiaMktKFJmDXgB0KugoAUTA/8AOlCKinp3/SuRgUPbed64oE9D17V0HqPMUAGd/WuQE5QoG+437mhyOVKeUCJ3jczRcz2jehDcAnvXIucLih1g+gotWw9OuwoyZMeW1FqJmJ7xXYRcpvv2+dpSPMGqU4gWqmmbxCdoBM1eN0By+4NVTxFtkRcidloPaoq6R+JAQrJ03UGCsY71Co/CZJbYKErMoWUmfTpV56LzSyyyeY9B3rPVofCyF0gbgOT/AOfare0I+t20SCSOU+dZwdiQvSjTqaHLTWi8uS4gc8kAHrV3YN8XNpyEncVmXQ1y4VoIMQPOtC6NuFuMoB7ilYzkIhO6q7i9jDj86m75yEOJ3kxNJOBWTGPzeawnjphq+ZyLKAOjbyfmM/8AOhVTXjhYMO45m4WJWFDqPUVVmiXP2fxOxrbA2v8AFXTbvr4K2lIP/vV96n7JIWVLWnuCFn3WlIJbdOBy3Dh+BBUw19jkWGdvrZsHkQ8oo2/hJ2/SoY6ADHarO4pNhzIs3RjmuLZtStu/LH9KrN8bmru05aCvPzRolc0eZSY77zXADGx796EoQRvQSYmuITxpU14R6wTo7WNrfXDpTbPyxcD/AAK7/QwfpWs8hasZOyUiUuNPt/KobhQI61hhH50nvMj0rSvADWmUzmPd05kodRjkgMPE/MEf3T5xVdvVJrHvDeRz9Fqvs9vYjcbXNuH7t+uNx9CFRnEjQGR0Hnn4t1HGXDhWw6B8qJP5T5elRhCwuOXqdh61uTMYXGZi2Va5GzauGnBCkOJCgfvTFj+HGisa9+ItNPWaFiCD4QpOnvuiINkbkhPLp7O/eKp0tNIGsO+COPoqq+H7QOUt8krWOUtV27AaLdqlwfM5zdVR2G361LPiE1Hb4nQNzjg7FzlFJtm0g7kEyo/QA1YmTuxicc9dNMhQYbKkomBsOlY311rXL69z7mRyq+VDRUi3YSZS0nyHmTHWk6YSXSq8Z+wb/wAwntyNN0fZvcoclz87+p5P8BMtunlSAO1KkKAMgmRSdAjpRwJmrYAsTdIdWVLMDxQ1vptn8NjM8+GQIDbsOJT7BUx9KV5HjPxEyDBt3NQuNA7EsNpbJ+oE1CFdI+lcJjtO003dSQl2otGfopSO/XCKPwmTODfLUUO8ubrIPm7vrl24eI+ZxxZWo/U70WlMCPOuIkjcyR19aMERMU4a0AbKJmmfK4ueclCTsPKhg/4aD0BoXSD5mjJshb0EiDQk70Bao7dRQooQFCkGRZS9brbV3FLVrMTTXkrtSG1AJ/Wk3kY3Tuna4vGFQXEPF/s7Om7aTCLqefbYLHX7iDTjonLbpQFgkHz/AEovijcKKLVUbvXUe0IVTFo91YyqGp2B/wBKym7sbDVPDOOV6l6SmkqrVC6XkDH24/Jav4cZlxLjSCo9q0fpu68VhEnqBWV+HzXhKZUFkyRWl9HrUWECeiRTSmmJUxVQhR/jTpdxyzY1Zjm1fiLD+2Ceq2T19+Xr7TVC4xz/AGU1ObRsBGJzXNdWfk09sXmfTc847QqB+U1tE2rN5aKYfQFIcSQpJEgisz8RtAYzH5d/Sqbh42dwRdWykwHLRzflKFbzB8+oJB2mp+3XA0kwd2VD6nsDLrSvjPf8j5pryl+C2YPaq31LeqVzwf1o++zmSxORucBcuou1WpKPH5eTn2meWTH3qRaS4VI4h2asjkNQv2bG6S1bMJ8SZ686iR9OWrLcK+PwRJ2Kyrp7p2eOsMGNx6qnL65QkKU84kACJJoOK0nqvU7oThMFcraUeXx3R4bQ9ZV+Yf8ALNax01wK0DgnEvMY0XD45f31z+9XI7jmkJP/ACgVaGO0BhwELUTBA+VCeUVUJ7kXjEY+62KgsGjeV34BY9078OWVuihzU+VWJ3/D2adp8ioiT9AKuPSHALB4gtnG4FlhcAKfdSVOK91GVH6mr/ttNYqzSPBtkD1jf704tWbKBAT09KjJJXy/MVY4KGGH5Qq9xPDPH20KfHikHodh9ql1lpqztUhLNulEbbCKfmmWz/D0o9DKIHrRAE+DQE3s49KAIT06UsatAkbAdJpY22mTsNqPQ2BG9DhGSVq1IJXHy0ehgDcDc0oSIFDCQfpQrkSlvaDvFC8OIBG1HTHad4rvKO3SuXIsIjY795roR/DEUYBI+leBmdvWhwuRZR3iY8q6EQTG00Pbcx0r3N3jaOldhCEEDz6Guye4rw8/SglW/wCtCAhC8YmuKMKEmBXlKMAEDcUBTmx27xQoV5RHQbj2oor+nlXFLUBPmKRv3K0DmgGK5clCnf7xpM9eoEyrp3ptvL1wSQIj1600vX7u+w2opdhGAyna6yUGeYR7003GVSAolR+ppou8g+k8uxnvTHc5F9XMD2JFJF6WazKeL3MwVEK/WmDIZgwfmnz3pqyF88OYJMRAmetRu+yLwCxApFz04ZGE83ubMEc0d4mo9e5uSRJPlNM1zkXyop7dOtM15eupj1gUg5+E5bGE6XuXWolSljzO9Ml3lCqeVcU03F68tSk8xHKY6+tRjVmp7jA2rKmWA6t9RSCpZASfMjv19KSBLzgJYhsbdTuFJLvIkILjrqW20CVKUYAHuahuV4i4S1cLdv4l2sHfk+VH/Uev0EetVznNTZjKLUvIXSnURzBofK2PQJG31Mn1qC32WvbuUpeUy2D+VBifrTplMP8ANMTVukOIhj6r/9k=" width="258px" alt="expense ratio calculator"/></p>
<p>
<p>An expense ratio is determined by dividing a fund&#8217;s operating expenses by its net assets. Operating expenses reduce the fund&#8217;s assets, thereby reducing the return to investors because <a href="https://accounting-services.net/top-down-vs-bottom-up-forecasting/">bottom up forecasting</a> the expense ratio is deducted from the fund&#8217;s gross return and paid to the fund manager. The expense ratio is how much you pay a mutual fund or ETF per year, expressed as a percent of your investments. So, if you have $5,000 invested in an ETF with an expense ratio of .04%, you&#8217;ll pay the fund $2 annually. While the $2,000 expense can appear marginal relative to the amount invested, these seemingly minor differences in mutual fund cost structures can significantly affect long-term returns.</p>
</p>
<p>
<h2>What else you should consider about expense ratios</h2>
</p>
<p>
<p>Persons facing serious financial difficulties should consider other alternatives or should seek out professional financial advice. Passive index funds have lower overheads and can therefore be delivered relatively cheaply.</p>
</p>
<p>
<h2>How to Find a Lower Expense Ratio Mutual Fund or ETF</h2>
</p>
<p>
<p>But that small difference in fee percentage can amount to hundreds of thousands in lost investment return. For example, if a fund has an expense ratio of 1%, and it earns a 10% return in a given year, the net return to you, the investor, would be 9%. The calculator computes an investment’s return using the Future Value function in Microsoft Excel. The “Cost” is derived by&nbsp; subtracting the Future Value function result factoring in the expense ratio from a Future Value function result that assumes zero cost. Don’t assume you can sell your fund just shy of a year and avoid the cost, however.</p>
</p>
<p>
<p>In the next part of our exercise, let’s assume that an investor contributed $400,000 to our hypothetical mutual fund with an expense ratio of 0.50%. Considering the ratio compares expenses to assets managed, a higher ratio suggests that expenses are incurred for each asset managed by the fund. We have a whole guide on the cost of passive investing (our preferred investment strategy). In there, we highlight some globally diversified and affordable funds. 1% is often used as a benchmark for expense ratios, but whether or not it is a ‘good’ benchmark depends on the type of investment and other factors.</p>
</p>
<p>
<p>Traditionally, when evaluating different investment options, you would consider all of these factors together. It’s more important in the active investing world to go into this level of detail, but less important when going for a passive investing strategy. Besides  the expense ratio, there are other fees that may not be included in the expense ratio. Assuming both funds have the same annual returns of  8%, after 20 years, the first fund will have grown to $46,610, while the second fund will have grown to $56,445.</p>
</p>
<p>
<p>When someone discusses how expensive a fund is, they’re referring to the expense ratio. Mercedes Barba is a seasoned editorial leader and video producer, with an Emmy nomination to her credit. Presently, she is the senior investing editor at Bankrate, leading the team’s coverage of all things investments and retirement. Most expenses within a fund are variable; however, the variable expenses are fixed within the fund because of how it is calculated. For example, a fee consuming 0.5% of the fund&#8217;s assets will always consume 0.5% regardless of how it varies. The mutual fund and fund manager are compensated more for the “hands-on” management of the portfolio and constant monitoring of the holdings (and re-balancing).</p>
</p>
<p>
<p>With actively managed funds, you have investment advisors, research teams, transaction costs and more. An expense ratio is the annual fee that an investment company charges its shareholders (you) to cover the costs of managing and operating the fund. Larger funds can often charge a lower expense ratio because they can spread out some costs, such as the management of the fund, across a wider base of assets.</p>
</p>
<p>
<p>Hence, the expense ratio is an important factor to consider for investors with regard to capital allocation. The expense ratio represents the proportion of a fund’s assets allocated to operating expenses per year, expressed as a percentage. If you don&#8217;t like the fees you&#8217;re seeing, exchange-traded funds often have lower expense ratios than typical mutual funds. Typically, any expense ratio higher than one percent is high and should be avoided.</p>
</p>
<p>
<p>While operating expenses can vary for mutual funds, the expense ratio tends to be relatively stable. The largest mutual funds have expense ratios that often remain the same from one year to next, even if the long-term trend has been downward. Money Stocker is not a lender or lending partner and does not make loan or credit decisions.</p>
</p>
<p>
<p>In contrast, a smaller fund may have to charge more to break even but may reduce its expense ratio to a competitive level as it grows. The more operating expenses required to operate a mutual fund, the lower the net return to investors, all else being equal. This compensation may impact how and where products appear on this site, including, for example, the order in which they may appear within the listing categories. The difference in expense ratios resulted in a $9,835 difference in investment returns over 20 years. Impact on your credit may vary, as credit scores are independently determined by credit bureaus based on a number of factors including the financial decisions you make with other financial services organizations. – Some companies (typically those that charge very high expenses for their funds!) will not publish the fund’s expense ratio openly on the fund’s site.</p></p>
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		<title>Tax Shield What Is It, Formula, How To Calculate, Examples</title>
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		<pubDate>Fri, 19 Nov 2021 17:58:15 +0000</pubDate>
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" width="255px" alt="depreciation tax shield"/></p>
<p>
<p>Adtalem Global Education is not responsible for the security, contents and accuracy of any  information provided on  the third-party website. Note that the website may still be a third-party website even the format is similar to the Becker.com website. Below is a simple example of the impact of Interest on taxes paid. Private Equity Funds typically use large amounts of Debt to fund acquisitions. The Debt used in the purchase creates Interest Expense that reduces the acquired Company’s Tax bill.</p>
</p>
<p>
<ul>
<li>The item of listed property has a 5-year recovery period under both GDS and ADS.</li>
<li>A tax shield is a legal way for individual taxpayers and corporations to try and reduce their taxable income.</li>
<li>By taking advantage of legitimate deductions, credits, or other specific tax provisions, individuals and businesses can legally lower their taxes and retain more of their earned income.</li>
<li>An improvement made to listed property that must be capitalized is treated as a new item of depreciable property.</li>
<li>If you deduct only part of the cost of qualifying property as a section 179 deduction, you can generally depreciate the cost you do not deduct.</li>
</ul>
<p>
<h2>What Is the Formula for Tax Shield?</h2>
</p>
<p>
<p>However, if MACRS would otherwise apply, you can use it to depreciate the part of the property&#8217;s basis that exceeds the carried-over basis. If the software meets the tests above, it may also qualify for the section 179 deduction and the special depreciation allowance, discussed later in chapters 2 and 3. <a href="http://arsenal-kiev.com.ua/news/8116/">http://arsenal-kiev.com.ua/news/8116/</a> If you can depreciate the cost of computer software, use the straight line method over a useful life of 36 months. In April, you bought a patent for $5,100 that is not a section 197 intangible. You depreciate the patent under the straight line method, using a 17-year useful life and no salvage value.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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vzZPPa0S8kee4fc6D+73QnPVGEI/OOUf8VSLPc72/wDdJU0v9FzVv8aOX267lxf3IqTGns8NvVj2me/ojlMXkOtAe6NS3/8ASyjH+R3afFUrG5J7MHVtrRe27Ic/HkKlX+hVq6pQX9V5FHWm+r8ynMcnVoDq2q3/AAo8dz8cFqTjbMw2vc4kRv2I7Lf4gJU4q0wquoRWiKOcnq2agQhHq4j7OQ/00qxB/uP51ZiQaYSVaxS5j5qP98aRWB9an0mtSipjVkezTSZHs09SphOVJUTAezWpdXMWHy7LTxfJbKtpSqK2ocxgTS7MWSXyWDKpQZ8+9aKEor0Tzh2tLrTKdVgLrSqtIlJQCqtLGHJ4fZKmLWS3r4YfZKpopSqxT0bXxDbUW1szdIMacw24bgttgbzjhCLYAJOGZF1RbbFFUiX0IlPeXirvvcM2pp3aObJdBDciW5wmNRywN19lojHsnhvB19Br6a9bjv8AhCUo6ROWguZNRfU4jfdnZ0AW3J8CbAFzhbOVFkRhMutiJOgiEWnTolZ41guHBlAntiWPGUSQICJefkremPl1r3By030Zdq2hsr9nu0ktw+1EdYtr0uM69zYH40hp8EURVt8k1VdNFaWsN729lR5rgHg7BLexN1iIog8TQOg5prl4lVFVUXpTROhU8SXbM6SxWtfv8Hc9jheyfaZOMXfCr+unichDZWHHkxHo0cGHGRERMMhIsm925vvrhLkS6r01Te6CTHmzeg5E64XwRbxL4PEP4K67Nh+EjY+cQ5Vf+SG3NBJdlkKbx85MJsl4shabivkg6/7Txdla8XhONn7Sqs25uKer8cr57n1natOnT4N0oJRxWWS63WZ4PFsfV+bWJ2IKlwihecWiIVfS5zZOEUZYhRmCZWSsvAmgx3pTufa6afXa4L3S7TC3RyK002243aRJzAADUXzmiOWicWm5Hx+LJPTX10e3qVe0OU9V16XSvp5nxnA9hzrVsDmldS80m7a93qeUgtwehPiSnOw2mvdBAftiOvyayXmbuC3LY+FxyL1B/KJfRUGEIy4sTcLLLLi4fk9b7del2t2vwnAvl04RnNa7R8cs3ujz+B7OrcSsTk1Hpu/oTrcmCPWBrL1g/wCFR+0IRiYPdAAnpkOKY1oOW9zzhLhLzv7+zWN+M6HW6vW9kvVr5+v+p3WpunKnDNNZLPPqu89On2Fy5Y1KWWepCInrFS61vSY/ncOXya0a+eUzvcLDoUhyOW8YddYc7bJm0fymlRavfI1KN2ffGnDdel3LZrahpkizedel97XZpJr0kTphGfTVelVL0r01fZjZmdc3XGrZFdkkyO8fMdAjxW+Lws2W8otQmuEuN0wH36348g9nb1AlwpsC5ybc6xLI4RvPRN624e+hE+bYJLAmxwM2sm1R5UEi0VaXZNisb4u1WWWDrDhMvg6y83jvGnQVowyESHJs0RR1QhXpTxElWHlWsLEGdnbyIrRdIzd2sykWRDb5eeMdwsy8PHeB+Meq65RlXy117lPuOz57R34bxb0IitFluXOzlSDlTZvMtn5bNtgNtYBBafjq+0bii66KOuOIYiKt1PMluyuCOx56R4u1RvS7Vdh2qi2yRbr9tdnFku3UbfbIlvCFKaZg3+4xIsu7OtuOoAkcdI1yxRtDBOdMLmuWNc62D2Udu80YjRjHZbApNwmu/wCD2+3s8UmbLLoQWgHxJqimRCCaqSU5ktycEdixbcvY7MbFR8vDk3tHNw84Y0u8JGjlj48Sct8pU9OK6VTLvDkxHijzWH4T49ZmSycZ0R7RNPIJeaXk8i1N8qO0TVyuZORANq1wo8a12dl3HeNWu3t7iNvv8874R4/HxyD6V6KyWvlKvcYNwF1luxsceazTG6Q8ezzK4A6z83pqFOW5LiirI8Xq16H7jLjuTJeibJ+baXPzq88zJBOvOPOCAuPG48QtNNRmhJwicIWmGQFtgEUuhtsREU0RERERK9H9xMz9Wtl/np7n/YAb/KralOTbu+jM5wStZdT2Ao0aVpSX5ORCzHZxyxyelEzl6wttMucPl0VUX7VaEB2ZIb3wyIjLebzeHNHXTEmXjYc8MUxE8bZacHorVU8rtpLxv8CHOzsk/wA8Sc1pUWteG24A+Gd3xdrAGxH2RH+lVrPrWbVi60F1o1rTut1YiC25LeZjNuHumzeMWgJzdm5hvDVEywbcXp7P2qyDNaJkZIutEwQi4LwmJNEJdUhcFdCFfSlTglZOzsyMSva5sUViR8d9uMvCYbzHi9zy3eXo8fR8JPTWrs/O51CjSSER5yyy/iPVxebFwet7xDTA7X/M7jEr2N5aRVpKNagkKwvymwJtsixJzebvhLi3Y5OcWmg6J09NZK5zyr7T80f3LZNC61abxLykEbTW8IY7TAtFppJeXwqbsVTTIVVU6EXfhqLqzwrv+BlXqqnC7L5aZfOI0aTju9+y0/hllhvmRcwy0TLTLTXRK2VWqvOUo9l8DLJ/giNMSgJodd86ywzuijoI4eEFEXpXTxqXjowkypM2XElEwLDvMmGT8JElc2y52clvrNkr7jzKG2okPNUVc0XBbOgnd3SV2vK31Kc61la7stu8sqrTVWqhOukmW5CixHStk8XpPP2jBqW0DMJpl10XB6N+04cm3oJgTRbuWq6iWopMW+5u78Yk1kWH3BccYdaMnosgW/dBbcIBJl9ExJWjHxEuJOIJqNZcPJRvlfW3W2/eTGvGT+fft3EtrTFWo/aeY2zCfccDfDhuxZyxJ514hYYYEvNJx5xsEXyKaVBFzy1RN+9K74xozW8mg6PhmW2xyfdhP65PNNoJFun83CQfdVVNCQo4o3vm3ZLcVKuF2tla7exalWmKtV2cwVwmvs795hi2E22JxzFl3vk8yj5HvCBcgajPMaB0gayHEMSQUSou3S37hLm2mSYk3aza5680Is8937YPwGsRVebEibze4KmpAGKiJEKax4a6vfRXfcnp4+BR187W1dl3ta+BcyWmKtVmSwMW4wmYTr28fNwpcU33ZLIwhZdykbt4y5po+LACreKERqioXSo2RVrKpTw2aeTV9u40hJyv3Aq0hLSKtIq1RFhCrGS04lrGS0KjDES82oHbtBG03QuzAml1i+xnffqdJarnKS5jY7t+8pI/KaIfyqlEM8IJRQlFeiecOpUplOSrEMdTVp1NWqkjaWP7qPslSUM+6j8Kkf5x8V8S3R+D+BKtgvorqvczbfxtnb8UmfmMKXFOE+YAris5OtOtvEA8TgorWioKKuh6oi6aVy5l8caUFr6epw9KrSwXviWZ5sakoSxbH0DPly2aMlYC6gThtEQaMyBQiLhFsTJpE3qqvQNc+vcYiYZ4ssiEiyHrZFll7VeauTm189ukBkceF0Xiy6uDPhST7uOn2ySvUE+M4LDA5cI45fKHzq+L/UfAUuCnCnTk5XWJ3t4LReJ9v+m606kJVJJLNJGgRkLzDJCQ9bE/N4Wyxqz2KVLac2TFiJJdiBLu0m7SwZPctA+1MiMCRacXG42SqOqCjSarVc2hmDvBx6wj87HEfjqz2jlAkssRmY0dkWGGQAxezI3DHUjMSBU3SF6FQtOnx14vC1o05NySeTXmreh6/anDVK9OKhre79x1Er/Gyj+FDcywEmJGX1O8TpCLLbT/AFHHT11EUVVVE6K8vcv9xJraa8SZAGDDdvaFgjAwR4GEZXwWaeEHfOSR1TVNRWvQHJhee+MR4ZTQC7EnSCba1QsI5Pm/bzHoTqskLeuicTBV5B7rTa8rhfZItnqxGPvexp4lCNrvV9bWQTvT6EGvoOzYqKqtaKnJYr31awtd97ep8nzqvD8RSk/5Ka/ba3Rpp92ZznYHZ4rg+RPkRNiW8eLLrerl7/i+1XftkLNEHFvcALfZxH8bx1ROS6DuoAljxOcREPnV1ayxBIR6o8Paxr5Li+InVqt3vv37n2nAcPClSXf+Ijdq9mYj2TYsgPs1R5mw7WJCQ8OPyez8VdSls4+t7NaElnhrjlUnfJnbyab1RwTabYEQbImSIS6wiXVIv+NcreAgccbcHFxsiEhr1NemusONcK5UraLUsXhH3USEvaHHi+Ivm13cDxEpPDI8btXgoQjjgrFak3qWcJm2OSpBW5gzeahb1eag86RE47uE4SdVSLjJFXyIqJ0VG1kNKxrXqnzxe2TGbsXLB8sXNnrvC73mRLxxto2ZfPYAt6+a9aRkivTpq/4stVdy7D9X2mSXWl7L7Jy3F7TneOOwZf8AUafBq1cmFmiPbMc0vhw4MC5Xgp0KQ7fAs8uQ7bYhQHNy07bJTTsdvnb45OmzqTpIi8OtdGDYK23e7WCe0c2TAsES1wDZilYtoWpzNnPNgHHbRdTfDeJiBjzTVUFdNFVKgsco2q2XkvSLHsbCBplyzwHLnfH3iRmPCuF0bauN4l3KSiqLceJCG3sEXSusVRHIjEVru3G1MYY3/J+wZt2NkxOTIMNzKvs1rqzp4+NuOK5bmMq6ND0rq4pKl323sRWe3bXTLlPCRdtpTiNR2jt94s810XbyzeLs6UK6wmF3WcdgVVonB4tFVK4lQFnhbLjNtZTbY6cifAB9y8W0xHfDEFwyC5W3TplxAZJsXg03jSgrnE0Sq1Vq3LPcn4UliXCedjS4xi8w80W7dacHqkJf0eJU1RdUVaxz5JPOuvuYbx91x1zdNNMNbx1wnHN2wyAtsBqRaAAiIpoiIiIiUBr16i7iFvw+XqXFz50Vv8qvLtere4ea4iLsxbh86fFH8mtaWr8Ck+nieqKh9mXBGIREQiPOrnxEWI498pWPEXwamCIR4i6o8RezXOLwQnbLZEdxEptvefYa14nrs6McYgCPnK29Ncd9VWhPo3aqnXRp41bdr4MwqzwvF3P4o6FIfbaHJwhbHJtvIixHeOuCyyPtE442Ke+SVjSWO/KMOROC0L7nZBtxw22cvWJWntE/zReLo1hhng+yUC5g7HfeAoz4i08LTxFk3voksEUMC646FmGSZIJJWjsLMdLeFLF91yae8jTUayjyojDIMMHk1lzRTBonsHMUVZS4quuiOQ1Ft6r171vuRzrySXX07nsZ9vbo1CK0SX8t23cHOoBuukTlnuYtgy0CKThkZCKIna9Fauzl4YAbnLcxjOEDk9y3i06w80xGAt5IJh4AJ6QeXG4A4ao2ORY5nL7TCW+tTwgbgsTnDe3QE4Qtla7gxliKdt1tPupWrKtrtw3zkkeaNlFlxIjJYOuhztrcuy5OBqOenCLQkqIOSkSkSI3tBx5dntm79+lrGUlPmNrfJW7lnc3HS/baLj51vn/Nl2/H8YvjqN2eefDZu3ORg3j/AHttu7HAnMcmGRcPciqK8QARHu0VFLDFFTWps4H1XGliePNo8mMQ49duS5Fcyy14SFYTfp6DKtFLIQ2wrcLoiIiTLBYFjzZtzwDLrYkikO4EWjxJMkyVMddEzUoWWfVXv3Nl3CeJu3R/Bfc3NnlfKM2UvLfZO9YQbdJnenzYnW2uBt5WdypIPQhEvQniSQWtGxwSjs7twwccJ110sAJtoN64TmDTZKqtgOWnj6elejXRN3WsKjTm7aX6ZI6KatFXGSHhASccMW2x6xmQiI+0RdA1zfbG/tPS32ohDPJI9piN83LeMZXG87t9p+WCE3G4IzScS6rmmiFotdKVKjLnaG3y3nubpHbnHDEciNu3S+dsNEOumOpOpr403uvToiVtw1SMJYmn+NGPEU5TVk/yzK/dbUTECNFIgJ6TeIEl3BMGhccvTVyfBofrSI24KKvSuOS9KrWW2yXYXOYnNJUl4pc6TGIA+p3258t2bk5LLwcbdnJcAkcVC0aVRE9URbNIjtnu94AluTF5vXzXBEhEh9ZEIvlU9ae0K1mr3bv0zI9ns7p2yt7inBHK3y25skXpPOWpIzXosd6ThLdciE2Ixo4E7zfcxm2hLFdEit5rqWtJeymSmJc1lp6IUSFPK0tGA86Oe5GNtuW4wSFudEyBtouJd8amKLiKXBaYpVPtGak1np3W2sPZ8rJ5fPxITaiO6/EaJlreuNSLdN3OQtk6MaWzJcASdVBF3RvUUJUTIURVFNVTTejSZ5NjJaWBAEhccjqbT0qU42WTYSSZMmmIqKIqoAZq50IqiOQnZFWmLVY1nFWSWV2n1V9i8qSk7t+K3sV47NLF6TzeeEeNLeJ8sYm8ltOOMg24LUk3VaEdWxJFNk1TJU6ejRG9lmGsSiOyITmG5eNl0SOQ3vjf+qyfA966rjr573oPV0+LpqfJaxqtT7RPS/os/Ejkwvp9vDY0LVamIouCwBCTxZPOmZvPPODwiT77qkbxInQmSronQmidFbSrTlKsZLWUpOTu2XSUVZBrSKtNUqapUQYqrTCWkIqYq0IFWqtyquY2G6fvUh+UQj+VVmKqfywnjs/c/YZH5UlgfyqlFXoeIqKEor0zzgp1Np1AOpNKWihUbpWPTwjfwqzURk8M38L8WkKeOaju18Syla77n8DZYSt1qsjYDSP4pjX11LhORDE2rI8yU8bOr9zZbCO5vSSHwbLJM5ebvHCEuH1kRsflV3Tal1wW8RHh4fO4i4vm1UeQm0c1tjJEOLjwi4Xayc4vwZafBq67WJi2XCXVy6vD1a/Mu2uK9p4qU1osl4LL7n6X2NwyocPGL1eb8Xn9iug1k64RFkPg3PgiPD8al82oC63xwH9yy0b27PfFgOWLbjbo4+seYloKdK1sXB502HtyBE8XVDqji3xYk54h1xqiXZ9961iTIkLm9cGaAdccSMXAIfH1NxqnjVB9CElOy+y/a5ZySjiUW29G75tba++yPVrcZCipZOTUXLClnJK2Se+j8LnVNltqjb/bKKZBiOJZD1wy8IBgvjRcehF8Sii1585YJwyJcYWWgbZ3r7/CICbpOODxuYAKZaFrp63jXSr9yWbQNg25EeF0uLwRiBEJer6PO8tN2wsrbT8RgiF9tx0ZLO9xJ6PuyFx5plzrbpfFj4krSrUhwPO4ZpzeLDGWKyVm87LW55s6M+MjTrQahFpOUcKbd0mld5q3qZLdHKLCZER4sBHEu1iPF/fs1DvhGMiJ558XOLJ3nG44usWPGmWnoTWul2yK28ziQ+bjlVTvXJuJkW7ig+3nvMiyyy7RES/xKiV8/TeZ6VSm7WSWW47Ye8OC5uClG+35ou+ELHq5NveMvtLVyv1wGOwTghvOHq5CPzjVEGq5ZNk3AksPvCDfhxLAMeIurjiHCI6ejXXGo/b0SkOE3xE02fVD++ni6NVRdKNXl3EqLUMjUuO1O94nLbKbbH91HB4PlAvV9+ua8rxCbbDzfEJZEJe1/fxVZ7YxMi4jvgks5Y4iG7MWyIsd8OujmiEI6IKdXVFTxVAcrEAmm2WxHhJ4iER/zje8xH7uVdFKMY1FY8/ipTlSeK/v+xyp2sS1sSBxrASV6h82dv5MLxBibJty7mzLu0SNdZ7EuP3vsd4iWk5LUI4j24uDSSIgSsXUzakNARxCRUyVFVwTdhpwuOOtW1h9zqgULaPZ7DsiZQJl1jivrC0ie9XMuTDbWTs/do10hEZbksZMcXjYamxC4Xor5B5hJ0oqoWJCJIiqNdF2o5X7ecZ7m0Hv1cXibFmRtHY9mHO97Qlme7ehRt5dHi6mTqgCJquCrppDRJpctzjVttNrsMTevwpps7RsSHrwd6EGRCXbWGLcJ26IsSKfhSVSbycVoPICKvH6kdpr7LuUt2fcXjky3cd46YgPC2Ittg220ggw0ACIi2AiIoiIiJUdSwCiihakDa9c9w034B0uzHf+fcP/APOvI1exe4db+opZf5hj/rJc0v6utKXXw+aKT6ePyPRVwj79h5nIm9804zmPWHeNk3kPrJlrWQAERERHERHER7IiOP8AFT1pKtd2sLK9zXnxhfZcYcy3bo7twRIhImy6w5D0iJJki6dOhL4qyjw8IjiI9XHhGnUirU3drCyvcWk1pabQkKNKNKTShAlFC0irQBSLRrSKtAJTVWlVaxkVAClWMloVaaq1IEVaYtKS0xVqwEVaYS0pLWIjoBFpq0pFWE3KWKjipq1iU6RSqSB60wlpqlTFoVFIqpHLeeOz0/1ihD/2+PVzIqoXLq5/zfk+s/C/nbRfk1YrLQ8bUtJS16R5wUutJRQDqdTaEoVHVgkO4E2XrVnrTua8I+1WVSbhByWqNaKUppPqbjV0LqiJFVis1rkvy4zLkd1ttx5sSIh4cS8J+EBKqZBewIS7Ndy5JLv3yfcyaxFgWXMut4Tdk2P4Mlrkq9tcSoNYsj0uH7OpSqLLqegtkmhaYYb7IjUtf3BJkvZKoC2yMGxrcnSiJvEezXzqldH2FOLvcioiiDeXDxEPycfO+VVS2i2f+rWpcR3ctvELcsB4hL62Rdnp6MvGmSaadNXOM2JsD8mtB1xtrIi9n+4lWvDcRUo4uW/5Jp6NNPVNM6pUoTtKWsWmmm001s1+Mp8m1u2955xnJxh8t5w8RtOFxEJD48dSJUJOjQtF0VOmNuUF/eMXF8uHFxlkC6w5FkR/dQaq3K5ylNjvIEAyIuJt50C4QHq4NudORe/409OqVXdgdtJct6NAku7xlhpzdkXXLHARyLztE6NarOlLBc559oU3U5d/pfY7ZYLhw49qrA/eS3eIl7IjVFta45D5uWQ1uTJW46xeDIeIuLh9avOV72R1qosN2Zk2u5vJZZfaeHeG6JSBxJod5wjiWvDqHR5OnXy9FK1LYOS4I5k2Q5cQE3kOOWTbnVc08uKrplUTIu0R0eobwj1jxIhEfWxBRH06KtbNulNmW8YPL1SIeLEfNx6Pf0rpdN4SMclm9CSetQgW8bLwZcWPm/8AlqHuEQXZJZcW5YcIfaLBv8CEVTiTsm+yPV+F51Vphxx1x9xnzsmR+SOXwatwnDzr1VTis5OyMOL4ulw9N1ajtGKcm+5K5wrlBYwuckWwPHJsuESLiJsCLq+drlr7+tVxQLsH8ha7e5FIXDy0LIv7qtYnWeqeAiI/31r9Tp/ouOFf9em33PyOr+rFOo5KCs23rv7jiSgXZL5JU1fhfJrssqQHZ+bVauzefVHy1FX9GYY3VT/8/c34ft91HnC3v+xz6k1q3PNL1dB+bTDbHsj8mvOl+mJJv93mvud67TX+fX7FU1oVat/Ngx6g/FWpPjDgXCPi7NK36WqQi5Y1pfT7lodpxk7YfUrOte0e4ibxtcsu01AH/rJ7n5VeNsa9sdxg3jY5Bdoog/JYJz+urwORy4t37ju5mJo7xTVp1NVKyNRKNaKKAatGNCrSa0AKlN0pVKkWgDSk0oVKaq0IFWmEtKtRt6vDcQXCcEy3cWXN4BEvBQhaJ4RyVONUeHRPEuJdKaVaMXJ2WpEpJK7N5VppU4lpirUEjVWmqtKq1jVasAJaxlQS0wloAJawmdKa1iVaAQlpi0FWNaFRyrTFKmFSKtSQKRVjIqFKsRFQgQyrn/Lwf7RuetKiD/12X5NX0jrnnL25+07frTYg/wAqX5NWKvQ8jUtJRXoHmi0UJRUoDqKbTqkqFaly6o+1W3WpcuqPtVhxH/zZtw/80aIrXpjkI2bKJZxfc92nkL/st44sj7WHT8KuM8keyHfe4i25lzRjFySXa+ttZeso9PvCvpr1VAbEGxZbxFsRxEfNxGvmeKqf0R9Z2fQf/wBH4L5joLvaqQV7h61V6aTjDnU4S84S4fm9X7ulRr91dHLFovaIgx/jrnie8nFRLOs4WhJvLzix/GKuO8tHKGMcXIEQ/qtwcXCEvcRLzvb9CfdqocovKPJ3z0SE6IiOTbzwFkW8/dBZLzdPEpfbSuYPOEZEThERFxERFkRF2iIutXZSpWzZ43Gdoawh4XHDxVO7Au43FnEuLF75rZF+TUCweJVN7LvtMz2JLpELY7zeYjl7o2TeXztejWuiUW4ux5NJpVI33R2mz3bIfWGrPGb3zLhdYsPBl2f7rXIH5+5cF9kt4w5wkYcXwv8AhVr2F25FoiYcIR85k+0PZ9pK8idFvNH0NLiUnaRLLEInMt1IYfIuI4hvRt7jj7pulTLqj6dcalYGzw7wn3MmyIic6xZE52i6eItfeqSbvrDvEWO89X/y1H3q7iA9bLLhEfOyqzlUkrHbOvBJvLPu+JlmSPB7lkd44RbtsR65uOFi2Ij5xEpCiJ6a7HsfyLGxGb5yQjJIB33HvOMuIhTxpii9HR48Urk3IdLiPbRsFLdD6iEZLLJEORvk5u23RHzgbUtdfIRBXsFq4NEZNC4JOhrqCdbo8fRXrcAqvDLmRWcr2dr2Syy2Pku16lPiv+Mm8K1V7XvnZ7o8p8o3JfLt5OPEg8214XchxyLqjjrr+CuUNmYkTR8QjkNem+XTaBiQNpwIcZJzm21PhHJt9pjiIupxeP0VzG68nUN6VcIES6b67QYjsx1gI/1IW5ATcZCRvNc0RwU1001+7p+pdldrv2eMuJybvpF5JOzbte2erPzHi+zoRryp0FeKtq1q1dWOO29nnE9qHvWY2/eFrfST3TLWRY5OuaLuw9/Su37d8iUG32SNNkXEWXWN5z6S1FkTIzpPuDzZGka6WRHqZL41Lp06Kqlv2XtAbIleZMzdy+/IBmdvdlijjEY3W7fgBIrjTg6GTmuPk06KmdqLrtGcGzRu+0e9NbYsvxm4LUZkYkbdmy2IMPCAkit7zpLoxVpdddNaz4ztGpV4iKozwKMmpJq17K7s2n0u88srnqUOHhGm3KN24qzT39+9jg01ABw8S3rYkWJ4kOY+aWK9I6+haiZL+pcI114uS6K9Nes0K9tSb61vwGOUR1mJIksCRPxmJpEuTqbtxNVFEVQWoqyclkYrIl+ud5atzAzit7scIjs2S0+2hFuHWwJN3IXHXHxIOiqvTpXRxnaEWkovW3R3d9LK2js87G1GnbNnOXz4RxXyVglnwF9quibQ8lzjV0skCBNZlxtoGWJdtmugUNN07llzlk1VWiAR1VOnXoTx9FM2o5NYo228zbTeAuhWB1hq6NcydiDi+8cYXYjxmSPgjjbie+gqqeTXkr9oxcX3q3Xw92eWZvCnZo5pdbDKisRpMuM9GZmg45EN4CbGQ22Qi4bWXSQIpD0+XJNPHXsruOG8dnHC7Uhsfk26IX9ZXBuXia7I2V5PHX3DddK3XbIzLIiFuTHEci94RFPg16I7k1jDZhv1pBF8mJEb/q6+L4qSccke1QvfMv163p3GEw3KejMuRLi68LIs5OuMv29tvJx5o1EUSS71MV4vHW3FszQOC7nKccEssnZst0cv9CTu7H7SCiVG7RDJ7527mm53pRLoJHIzIGmydtpZi01or5IQim7zbRclXJNNF35b7sSI444ZS3smxbzEGA3z7gMMgW6DwbO8cHUlyVEIl1XSsmpYY26rRZN52zLJrFJyWj16LJEotY0c4ib84REi9kssfjxL5NVu1bQkcvmm9aki1LKA/IQd2hS24Ds99ppsegRDwIoiqSpgaEqqmtaR7VvnvgbCOy427Ca3rpG8A87vU6zk6LI4K4P1E2YpkOu+6V4eKvss72tt66FnxMPj6alz1oWuf3PbSW0y+82MV9uAy9JkOhnhOZYkow4MIcl3JaZ6mpOIjjShoqcdPk7UzlIbc200V2Dnbb+6Zecji60TPNCLpVIkdxuSy8RuGqiIkA5mQql1wVR7ee2rfdoUfFwW/wCbF8WsYGJCJCQkJdUhLIS9kh6Kp0m9vrLkuMPi4xEuUK3tx2hZwkc5iR3X9++eRb0Tk8OBAg7rQkLVa2Nh35bsBxomQiOMnPjNlvifMX25b7Yk4zuxQQThJNDXJCRehFSofCtRu2unqu/PYvHiFJ2s+voWkqTWqzsAgCxJ3chp9sXupHlu3EWCbjMtkJPuohuOuK2Tq8Kaq8q8SqpFslf3Sx3FrnvCXnnzWIA/6QZEgXR+42tUdBqTium9l8WWjVTipPr7ybWubcp9yJ2QcCIIPODarwxJIzJoGSllamhESEC3ryNy2y3aadDoakOqVcIky4E8O+hRGmMvCH3wddeEcfNYGCgEWuKab1OjVdfJVR5TrTGemsuPx47pd7ZrjhOsg4WLFysvEREi9Vtx4dfIhknlWung4KNVYtujT+D+ZhxUnKm8PdqmupcblcSZetzJCJFNkORnCHIRBxuBKm5NiWq4qsQk0VV6C96o+27Rb2S+w8G7Z509GgSP3KQUYRGS1413cgH25I6LohowqjroSJXo5Dz+AMQictbF4EYxkZOADxWW8NzWIjha7yIDhMImiqImboJogIIyEVts9nPDkLIjEffed4RJmS2RyXJAkXVdbkiTiL5CBFq0qMEs1rZd6u73tutLERqylmul/fZLrs8yavd15uUZttk5L0k3GxaaJoSFtlk3nHSJ8xHFMWw6STidH7i226NyN4IibLzOO+juju3mt5luyIRVUICxLQwUgLEtFXFdIlHnDutpceHEnLRcyIey+47Z3HA9pE3miegSp9/cEbjadz/hLjr7bgj1it3NnXHyc7LIvjCXLt4D56ouXKjZR62bv4N+hpzHm+l0reNid1qBtW0rUhwW8HWRdNwYDxj9Tz22RyI4jvvoJEgkgqQgRhmCZ1r7R3ByRYbjJjCYuFAuO4x91ybZebbJvHXIlURIdO0lY9tCaGyvPNugy2yw2/AdHiEX2BFy3bgR90JXBZFAHpPLFNctKU6S0ks27eH1JqVHqtEr+JNPzmgebYcdAX3cty0RCJu4iRFux8bmiCSrp4vL40rIVVKTb259zfKSJCUKJCGNgZNvRZMsn3ZLrLwKiiSozEDVPGjRouqEqLgvN4kwo09h8wKWzEfkwJRCIhIbbxZzfaHobeZceaVxB0EkMSHHUgCfZrtRi/3ZXXjt7tSFWtdy06Pw3+RaGprRuOstvNOPMFi80BiRtEQiQ7xsV1b1QhXpp5FVfd2WYGMzGYI2Ho2RRpY8UoH3C3jz7jhdLxOOcTglqLmS5IutbGzlwKVEbecHduiT7D4DliMmI+caSLZF0kG+Zc0VfGmlZThG14vJO2fp5l4yd7SJMyrGR00lpirWaLiktYyWhVppFVyBpVzjl+L9q4g9q5Rv5CUX5NdGJa5p3QK/tdA9a5M/zSXQq9DyrRRRXcecLRSUtWICiiigCtW49UfararLbmhOTGbc9zJ9vL2chy/BlXPxDtTZtw6vUS7zuPInauaWxrIcXZPh3e1xe5j9wMUrqcBjhqvWKOOI49XHh7I9mrVBXHrV8bixSbZ9/GChBRXQR2N53netXNuV25cwtMmSJYvv4sNFp+6O8OQ+ymRfBrps53hL1hrzz3S1z3rtutzfFumnJbo+s4W6a/A278quijHFJI5+KqYKbZxfSni2RdUSraCHj1sa2EXHs416qp7nzeIwR42PEXyezTVTAsS6pdUq2TKmrxcJVfCuhFx8Oc7FLJksmy6wFxAXwam4jDcsd5G8G4PE8wXEIl2h8uPvp4veqtpw8PWHzfV9WsZoQlk2RD7JY1hUpp5rU3p1XHJ6HRbZbZg8I/y7o1NMRnwHJzHL2iL5xVyuFfZbBZNyHeHzSMnA9kmyXQq7jIYEozbnW3zQuffBEvyq4qqcNep6XDtVb2vkcadvr7Fz5+wZNvxpGTBdndFiIkPnAuOij5UVa9A2vldfuD/feM8EaYT2/OIjuax3W8N4O7LRXI58Wi+USVF6UXTzlfYpMy32y84icH2XOL/h8GrJyNJBG9RnbpNS2xmGpL7bxAbmckWDSMzwtkjepnlkSY+CVPGSV9F2PxqoTWKKnGWTT6J2u/zU+Y7X4J14uzalHNNbq+X5oenuUzae13iRsqZGLEUzkrd2W9coxSZLBSM8U1FCMXSyTpVC18tTtjujES7zmO+Ozdvs0mJNi2yPEdZ3rpOh9TPzZOCq1wCWqkeikWiIvRVegztlz3SlfjLJ18SyFltpREZJMFv0j6Ci7thPH5U7XTX79MsY2+W9GvOU4bYDzDS7pxCuOR5NkPNkyIsRRBTqp0rprX1UqVKcFTjjUUmldNr90m7rLppfPLvPmabrY3NqN3brskunwNG1MMStj51lK42xqdBvhTiSRLRpqRGbg82zhukn1Tq4haaJ09Hi1TWbZ2jh2uFyey+eQZZWQ5/fCNHlNPyWm7meQluR6dQbIlX0EKJ5da04siwm23vL9uMre0QEIA66dwc0cc5ywMLSEAbswxQi1zFdUXxrcLpszvZfNrlJJMH24xPA0AC+201unRxiqTjKuEfW8eBeTStpRjOVsMmnJyaw/wCouLV/B3WxpGVSG2iWuzvpYwWK1Q7ZtN/ykkXm2O2aNLl3KOrEpHJ0nfC6bEYYI8aPavCha9HCvp6Ia+XZiRsPcT55bm503aZ++jb1mtc6CI+0rJDzfx7xDLxdlNferHyjP25mM5IsV8CW4MgB3MhloHijEwAkogUZN4QyBdLXoTAk8a1uuP2UdoWI6Xne2Ry275x/BkSauAgQ7pw+ba4qo5YimvEia+SoqwcsNRuWJWt+3O0M0rbu/v6GsJTtZpWz6/YnJUayy5ewTF3udufhQbQsO4AzOAgGc20jrTUlxpdWY6n0KSqnSKIvjrLKlCWz21dpk3HZaC7LjRittvtr0diO01Gkk89nJAPCukG70FVVejXRNVrVmSNlwbP9uHnMYkJxrdA0Rm/xlKQh5ro2fCKYLpp5NFqOclbNeHFu9uuE3kCK6LbAmIugLkhrGEWR4bxRbXoL+Lllw8XH9zl749cWL3a2fgTz6l7qK8/dt5FM5aUYPZXYllidAlP2yHPYmMxpbT7zJy3Wn2smw6dEQCRV8i16Z7mRvHZaF6zsn5rxM/1deb+WlbGsB3vVcedvhOEWmtQLWFzfriQMjjofjVV8fR5NK9O9zwGGy1sHtc9L5U+RXhcfSUIq3VntcFUlO+Itt5srUpxhx45DZMb3drHkPRCLeiIuCTkcxMh8GK466ainj0rW/wCS8PHFxjnIl1uduvzyIey4Utw1cH3l6KmtaRa89VppWTdl3na6UW7tK5UoVlZKVcYg5RCbkwrhCKLg0cdsrazbRNgSBQEfqSW2qYqmhqmnSlZr/sy0UQm2Gd5u2rc2LKkJo81bZoTWWnN90GSqLiamvTvV18etZdt4rbowhfL6n561v2ix3LzZNu8EkVRUcaz3ZYr0aiKrrpWjaL23EjSyeGRzZiQPNhIDJ8Ikn3ASbdXPHfC6gCqao2TSaJ0onXFzlFSi3fLLwy13OVqEW4ySzvn45/YnZ1mjPFk40JeBciY8QhuHHGnCDdiqJjqw2qdHR06aarrguezsOU7v5MVl90g3JE6G8EmxLLEmy4S9/VOlBRF1RE0xWq9Ou82bej7tyaHOWxad3nN4mIccsjQRF1FebHEM8ly06BJU1tkdqWJbEISeE5rsdpySCDjg7uwF0iEtEw3+TaKOqZ6inSJaZ4KyTaby2e/h0NcdJtJ2z3X1JxuO2I4iACPCWIgIjk3iLZYimmQoI6ejFPRSSGRNtxviEXhIXCDwZeEHdkQkPSJ6eXx8KeioYNroxd7mx3pP3XIozLQ710WGy8JIk6Low0CEOeS6iRY6KqaVOqVYzjOL/df/AMdjSMoy0IjZ2yDCEsXnXyJqMwJGMdsQjRBMIzLbMVpsBAd44uuOvH49EFBlVpFSmrUSm5O71LRioqy0BaqW1uxLFw3hOOvZOR58bQ5EpxoRmtj7myTuDeLzTB6YqPAiadAqNrphVNKpKnK8XZlZwjNWauiPCJvWYm+DcuMbh8WgxxadFkhIBx6ME3jg6J0aeKoxzZhsnCyfkc0J4pZW/JrmhSXHd+Rli1vXAV7JzdE4reRKuPiRLAq0xVqyrT3/AD866jlR6o0bxbWpQiL4l4M940bTrrDzTmJDm0+yYm2SgRCuipqhKi6oqpWG1WliLvCZEt87jvXnnXZMh3HImxckyDJwgHItB10TJdETWpEjrERVHMla13bboTy43vbMwx2G2m22WRFttsRFsR6oiPmjUQxs3BaeF9mFFbeEiJsxZASAnPdCb6PBmvlUdFXJamSKsRUVSSvZvPXv8Q4RfTQh7vbHCd53Ekc0k7oWHCJoX2XmWyNxoH2MxIsDceUSAwVN6Saqi6Vot2M3XCeucgJpbl+MLQRxjRRZk4858ATjhOEYNtiqmZIiCuiJkutgOsZVdVppWXwV/Mq6Ub3/APPIgAsssG90zdZAsiOI72PHfkA35ojJNPCaJ0ITgGXpUl6a37XBbisNsM5btvLiMt4ZuOOE48644XS46bjjhkS+NSVa2yWsapSVWUsn8EvO2ojBJ5CKtNIqFpi1kXFWmrQpUwiq6IGlXM+X9fqS3D/8QEvkxpH51dKVa5ny/L9TW399l/IH+dUlJaHllKVFpqUtdh5w6iihKsApdaSigsFY238HG3OyQl8mnGtaxrXDxc/6nZwsP7HqLYO5i9GYIS3guDkJfB6vzfFV0jucPEVeRtjNs5dqcyYIXGSLJyO7lgRdocelo/fT7qLXWIPLfDJnJ2LKbe7A4OAReq5mnD9tErwJ8LJP9uh9VR4+Eo2k7M65cJQg2ThFiIjxZV5X5QLxz26SXx4m890yX+bZ4fwrkvwqmdt+UyTcBJhkObMF1uLJ0x7JEPQP3Ko6FXZw1BweJnBx3FKp+2Ogi0mtGvFSaV1nngiUhU6kVKAxGna+VWNeH1hrZ0rGQf8A41VoJmso9bGu/wCzkpqVAZFg95uGWGXCxIRyFvHISLoIVxJejyaL5UrgZB/fs10jY3bEWrZLY3ItuMMk82QZYullu/DZKu70TcimnRoOnRoiVxcVTco5dD0eArKE2m8mvgVnlIUe+JCP7mDYl7XEX8RDVbVKzy3ideJxwsnC4iX1ippJW9OGGKWxx1qmObe4saSQFwkQ/wB/OHzqlY1yz4S4S+atQ2lJXqcF2lW4Z5PLZ6fY46/CwqdM9yzRXeKpBpsccu1VTG4uB1REvWXKs7e0DojjgH4a+y4T9RcJFf8ARvybseNV7Oqv+PxJ2UOnVrAXWSocr872Q+d9NYnru4vmh86pr/qHg3nFvp/Vkw4Cro7eZMnJ4sSqPefHIqjTlkXZrGTxFXicV29zcrdcsjrp8C46kgrglX0H5B8i2UsZEOJORBdIeyT7hu/1lfOpgiIhEfOIR+UWNfSPkna3Wzljb7NrgfOjAX5VeTxXFKvFbo66NJwbLNQq1jdDLziEu0Jfk+IvupWJQc8135QCX4uNcVkdFwnRhd3OREO5dbfHHzibyxEvV1LX4NaNysbbz4yCMx9x3zQ4bqRzZw3Y2+yBSHBx5wtQUcuhC1RERNxUd7bX3o/7WmKTvZaL4Rt/0FWkZSj/ABZSUYvVEc/s42QxhF6UyLEcYRC06AlIjN4Yg+8QKY9XrtkBcZdPTWOZslBdGMLsUS5oO7jEJutkDe8F0RyA0UhFxttwUVVxNoCTQhRUkt679aD4LxF+M0n8dMWSfnR3fgnHL8ZxF/BWiqVFaz8nYry6fVehoWbZqNDkvy2CPeyx+q8t0W+c3rrouuObvPNFecTQSQNNEx4UqaVa0in49ZqQP+yJz+SyrGV1a84jb9tl9n8cEqksc3d3ZaKhBWWRvqtNUqj+/Eb7Kj/CeAS+SS1mCa2XVdAvZMC/FWquElqiykjOS0xVoUqxqtRYsKVMKmkdYydpYCklMJKaTtYidpYi48krEXtU0jrER1IY8lrERU0jrER0IMhnWEjppFTVWgEJymK5T6YtAMyoUqVaYSVoQC1y/l9LJm2D/wC8PF8lkfzq6aVcp7oRcmYAj1iG44+0LLP51VZV6HmWiiiu488WikooLD6RFpNaYZ1EpKKuyYxxOwx4qwKtOJaYteTOTk7s9SEcKsgVKURpKeFVJMzfD8msSOf/AI+cPs/RWXXhKsSr8L8apIMoFlTjWtXq9WswO5VKkTYyKtCLSaUlXIH60ulIlJpQAQUNPOALgiXC4BNuD2hLEv4xFdaEQqadUkkwnYxAvzqWk6tOqCRKTSnUqDVkrkYjHpTtyNCpWUVrajKOkjGspf1MW5GhWRrMtMWuhYHoYNzWpj3I0bsayUUwonG9zJbWh37H+lZ/lBr6SbFM4Wm1t/W7fAH5MRoa+bUUiFxsh802yIvZISr6Y2gMI0Zvsx2B+SyI1hUt0NqSfU2taapVXOUecUe3bxscnBlQHMR6xMxpbU2Xj5SLmsaSunq1L3W4jHYekuCRNshvMQ4iP62DY+cZLiKJ5VJKcp4VJf2bS91i3MV2tlf4m0q02miWQjkOJecPWxLs5edQq1maAq01SoVaRUoBFKm50hUilVgCrlWq9DaP3Rlpz2mgL8ZKzktY1KpTa0IsjRctET7Ei/BYaH+isS2iN9ZEfZyH8VUqQUqxFVsct35lcEdjSW1Mf50fZkSm/wAV1Kxramu3KH/52b+U6tbpUwqnmS39RgjsaBW4fNkSx/25F+Oi1ict5ebNlj/upfjx1qQKsZFU8x/iRGBEeUF0erNdL22YpfiNjWE48serKj/DhGRfKCUP8VSJUwqnmPu8kMC7/NkaaTB+xHP94Yy/A5jWFZMsetEaL/Qy8v5Zlv8AjqTNzH1cur61NKpxbxXr8mRh2bIhbu4Pu0Ka36wgy/8AJ5q6a/grGW0sQR8MZRh7UpmRC+dIbFKlyWm60xQesfJ/VEYZdH5r6GtDntPjkw60+PaadBwflAq1mUq0Z1piPcT8WO6Q9UjYacIS7QkSaiXvotYQs7QFkychn1QlSCD4LDrhNj9wai1Po35fO/yJTl1S8/t8yR1opiLw45EXrcOXzURPioyrMsP1rlPL57pZx7XfH8WKP5VdU3lcn5eD+qbL7Nx/GhVcrLQ8z06mItLXWcI6im0KtLgBTIsflVikJiXDWWIXERVrvFlxfKrzq0rs76MbIbrTVpEWlVawNRUp40waeK0Bl82mU5wuEaxFUsA4lYEXEqzGtYFqjJRuNPVm0qOFa2GnaupbkNGXq1kE6EXKmqNX0IMmtIqUiLTlqQYCGnxEHeDvOrlxUpUxUqqeGSZEldWJxmI2O8yaEB14SUt4QkPreMU1xLp8mtPF4fL62SJxaEI68WnVTh018uI1BG84XWMiEeERIqzWx/Bz1S4S/JL7i/017dLtCCkoqNlvl8F0PMnwc8Lk3d7ZiXJvEiLzSL2f7/TrQLY4jwjUm642GJF4bISFsMeEh80iIurou8FOjpqLaLhryqqiqslHT0/FoerglyoSl/J6rr3N+KzGSGRxIh4fZrXbPKtx5eEvZqMaKog8MjKccSNrWimpS10nNY2YDBO+Bb90e8GPtFw19N0QRHHs8Pya+auxA53GEz2pTIj8JyvpM6vEVcvQ64kRdBF64wmHBybZZly3P9IQhCZH4Tcmb8ioSG6TzFlhEW8JqQ8MvPrH3hI2c/a583CPX1vfSpi1LnPub2PuZRIA9nFhjnvD924ki+x71QEUyDaN9jEiIYE2fGHzd3Nctjbg+1zmA8S/6VK9CksnHZX9Pq/Q46n+v9St6r6epcGpbZuOMtutE4zjvgExIwyyx3jYrq3riWmvZWsirVA2ftkt+1jJLck93qaKALLpuc4kuYXJyVJcJsMTekNsrgiFjxrkWeg4dmNpd9KbjRnSISvUtzi8JvbXNts25NO5FqotJK4EVNNFZQfF0VnLg27uLvbUvHidMS1095cLnHlm4W5lhGYIf3KKLkoS84hfecJrH0IrK/bWoax2piU249JF6aQypsb6rkHJAuZTXomYxuhlki3OSoDYpxe9Vq1qp7P3xiPboDj5bsp4OT8ceo3Nf528895GmhOa2ikXldFOlVRKrBycGo63SyyendqWqRiprFpZ6+7cs4CIiIiIiIjiIjwiIjwigj2USmnWtMuzDW/3jojzZoX3x4iMGiz3Z7sU1IS3LiJoi6qConSmlZlcy4vxuEvhD4xL3lrCzvdm11ayKrs/bm5TEl6SJvPFcLwyLyvvb1pti6S2GRjPZ5RMW220Td46Y1vWG5uFAJ58iccjHPYcPERJ7mEmRG3uIogibiMZqiIiamunRVY2c2gybct0YuaOuXK8CUuQBMtCTt4nuCFu3wIM+XoXRpqAr0rmoq2tnuTbcW3PstiQssQn8SIssRZYL3RwlyI14lUl11USVV1Xp7a0Gnhl1eXcs/K+xzUpJpNdFn4/YyS7li5bMerPdJri6w/UEiaJePh/wbTy9at4iESEchyLLEchyLHrYj4y096q9Ka8NYWyLiZJ5773a3oxfzmnXeyk9Lak70GxHmWQ7rJ0eZPvSWxYezTdC4r2J8K5AGPl1TJ04ZXdsn8WaKcs8r5r4InSWozaS5jChSZpYkMZhx7HLHLdjwhl08RL0IiIqqpIieOt1Vqp8q0IX7PPLI2yjRZclvHHEnBhSG8XBJFQh0cL30XEkVFFFrOjGMqiUtG0WqScYNrWxtW26PvXOS2TRMxm48JwQeLF7wzk8cxZFFRvPcj0ESEiAmqCvQkyRDVQtk59q+S2Ju63z8K2Cy6wJiw6Tb11cxJs1VWHSQXlQMjTRlVy1XGrUq1pxUMMlZZWWngUoyvHPd/EDqvlOdm8MItxE4hKbiLhvY8OMBs0UMNf3Y0IVx4RJFzR19dKQ+NtbIhbIN/cTEuIYhETbMcSFdWyeNtxFVPE2w6nQpCqSqcI4jiIiIiIiOIiI9URx6BFE8iVCSgk+r9EWbcnbovUhJGyVvdISfhMS3PrssBmvF/tpGRfc10TyaVjLZaMH+CC7bnB6pwnSYES9ZgdWXftOASVNll2qxknrVCrT3fmS6cdkQ0e5vx3G2LiIELxi3GntDu2XXC9zZkt6rzSQXiTpUDXoRRJUCpoq1p0YX2XGHRF5p4SbcAuqQl1h/v4qjNmpDo7+FJMnH4RNiLpdd6I8JFEfc9fQXGyXo1OOa9GqUklNYlk1r9Qrxdnp0+hMqtNVKRVpF9asC4ipSaUU5FoBuFco5dkxk2n1Wp5fOi/m11vKuP90K5i5CLsxJ5fKJka0KS0PNu9GjejWpnSE7jVPaJEciJub4aRXhrVQqNKj2hk8iJnbc909asRFStedSF/ca55O5vFWVhKNabQi1QDxrINY0rIFWA9zzaxp2aV1ax50YQhrRpTdayJQDdKbWRKTXzchy7NRYDmna2gcyrTUKUSqU7Es3FWlyrEDtZEMaumVFWmGlPRRoJKNXBjopdKREqoNzUXWxyLduNjiOXUMRJSHiHVWyTLTxaL0eKo5x3EiES4cirKa1rpUxWZpUqYlms99wN8sccqYlOWjStEncxuCHRnSUmlTiYsix8mA5bQWUfrlygN/fJLTf5VfSAyr51ci7Oe0+z4/wDxW3F97ltF+TX0PAqhLIEbswpbhxwus/Kmu+02Ut0WP+pFpPg1slBaKSMvD6pbZcjC7kWQsOOA8QY66dJstrrpqmPvrrsNAICLYiIiI4iI8KCNLlWjqPE5Lrfy2IjC0Un0IliwRgcbcHfiLZk6yzzqRzVpwiIshjbzDFFLVBVFEV0xQdErYj25hohcZjsNkO+xIGgbId+5vn8SFEUc3OMu0vSuq1uEVMWpdSb1bCpxWiRG7Uk73uniwOT5RJIsD1vDEyYt9X18agNo9nX3idjMK0zElxIEBx7Pw8WNEekOPCwwTag4bgvNihKqYrqSouAituKmLV6VZ09PH4W8ilSkpvP81+JQNq1lm5bN9HMpoymGXubusjHuUZgiuboN5uITB625s0F1EFFMm81Rwjq9MOZiLmJDkIliYkJDl5pCXVJPEqVryYAm+w+RFkwL4thw45P7ocy6NchBtwU950ve0zlV6tZTUUlpf1f/AIUhTcG3fUrdjbaKzlzvDmhd8XJOfCAslLkPOGReaKIRFr5PHUFLky3rPNZki7k5s/C3mQYlz2WxNbm8WnEaILCqPTovo1qbtuzRA22zLkHLZYdccaZwBmPlvzeaJ5sdSkmGQ9BkoZChIKKiKk+S1rKrGLds7u/h1y8epSNJytfKyt45dfkQdxP9toDfZhXR74QvWxkfwPOVpbTQH3XHiYyyejtsMmMp2NzR9tx4t+W66XgLfNqQJ1ligioqLqNgNkchcxHeCJCJ4jkIkQkQ5eMRVWxVU9VPRSLWSrWs10VvVs05et+r+Vhol62XwccvWxqvbevNnZ7oOY8MWSy5iQ8BEyQkJdkkQtemp5xyomdZIjzm/fiRXnvrrsdpx3h6vhDBV6KilKMZKT6O+RNSLcWl1K0Doz78+UQheiMBa9/KAwca30Jy5PjHZIT4nVcls5aaogtGi9JIlXIlrXYjNgThNgIk6Qk5j527bFtvh8Q6AIp0dmnktXrVVOStokkRThhTvq2Q2zC589kl1n58tv2RgPFbGxHsjpEItPSZL5VqXyqE2YTDnrHFkxPllxdma53zEh7Q6TdNfSK+ipVarV/k/Tw6Fqf8V+Z9R5KVMphFSVmXHK56tQkw8LtEcx4X4U1hz1iYeivsfJRyX8upckqBuBEV2gNj+4xZ77nq5ORGGx+Fk8v+yWtKOr8H8GZ1NF4r4lgypFX1awKtNVazNDMtCVg1pUWqkGxrXIOXxRKTAEuISiyxx9pwPza60i1yHl2X6tgfvd7+WqxV6HnTZu0uT58C3MkIvT5cSE2RcQi5LfBhsiHzhRXBXSvogWyOyGyMWz25+1RCW6zY1lYkSILU+VLmycsTmyXQUsCPXXzB3iIIiPQnz12Tu5W+5265iG8K3ToU8Q1xzKFJak4Zebru9Na+ju3Gz8HbnZ63y7bP3RA8xeLHc2EFxYlwjZbsnmC62J5A40WiiQqi6ENcE8joRwruieSK12za7YiXb4TDFuvd8t0C5W8QHmRGNwidSJpg226w8+BtoiB4JOHUiVZXuttgbNby2P732i2wud7RRIsvm0SOxziMeOTL+7FN40vlFdUrk9yuu04bc7LWPbCW/Jet20djfjiYs7h0HrlHbbmRHm2g37JgJIir0ookJIJCQp33u2OtsN/rPC/jGqsHSLpyN7NGy8w3s/ZW3XWXhAhtsQTFVHDMCRvUVFTFdU8S6VwzuHuTm1T9mJM+82qBcH37q+1GdnRGJRpHYiRG8GydFVEd/wA56E9GtenZ8nC725rzXYV0++NvW0h+Zva59yXQO8tvsVtJN2UvabaVjFOqQ57Sz2PJ0eAhNfdT7VQScp5TNgbMxyn7FW1i0W1m3TIVxclxG4UcI0g2488myfjiGLpCQAqKSLpinorp21uzew9tuFptFxslljy7244zbh70sYOvATQbonwa0aMjfaEclTVTREqr8rX+V3YD94XT+bXCpvl35OrledrNhJ8JoOYWOaU25SHHWh3QsTbfMbAWlLeOm5zQwTAVRFXpVEoDmm3/ACFWq07d7IvQ4bZ2S9S5cebbZCc5itSY8R10UAXlJSZcQskbXVAKOumiKIjXe7z2Qtdoc2Y7022FbOcjet/zKK1G325K1bre7oU3mO+d018WZemu8cuF1aHark7gZeHdu0+WgeVGWLa6ypF2dTkiia+PAvQtci/VIl49kvZv/wCNZ6laghO4L2Rtl2PafvtbYVz5slk3HPYrEvc73vpvd1vQXd5bprXTx4Dr4krqG2965M7ZJnWubBska4RMmnWv+Tz54PE0jjab5mCQF0OAuoktUn9TbXi2u+1YPxrxUty6dzAdyuV92lG+AwL4uz+aFbVdUebRB8Fzjng5a7jrYdGXiXSj1B5P5IobcjaXZqNJaB+O/erNHfZdEXGnWnrhHbdadbLVHAICIVFehUJUr31yi2LYPZ1mPIvlnskJmS6TDBd4xk5ui2rhDjFimo8IquqoiV4N5Eiy2r2UL/4/YfnXSLXvvuluSN3a+Fb4jU4LcUKS5JIzjlJQ82CawxFwMetrrrRg5FsfsBsrtftq/NsrMZzZqy2m3rIhxIbtrjyrtKl3Ddi+ybTRONIywhFomhqDYqqihivWYkPYu43afsc3abU5PtsfnD8VLQ00002SMo4UeSLKCLo89Y1wJCTe9HiLSp9yZyeHsxe9sLO7LCeQxtmJG/BkmB8P35JB3ZOGvRj49ar3JF/lr2w/g+X+NY6AhOTXkft1v5UbnYpcSPcrStleulvYnNBNEGX5MIG8heFUJ1p3nbaGupKGiqupFXYLjszsKl9b2Veslnbu0uIs1hhLU01vWNHlLdSm2kQXUCM+WOSLo0q+StL/APWT/wCyP/GqmLvyVyJHKJbtsSkMBCttrKI3HTMpLstxu4Ry3g4IAMI3cFJFQlJSDTRE6agHGoXIpa7Tyn22280am2K52yfOjwpwjNBl5ls23GfqjJXhBRbMSPUk3umq46rde6p5L7JH2NvUu12W1w5sLmTovxIUeO8ADPirJTetAhCixnHNU8qFST9r2LhywWmBEXMbLabpGkniQ/VrzZPPMjknEIN824k6NTJPNroHK5HKXYtubeCE48VqkPtAnjJxy0kLAj9t2H8dTcFd5EOSWwHsvs4c6xWqTNk2qDLfdkW+K9IdN9hqQ4TrjrakRIr4ouvT4kqgcjuwFmk8oG3sCTaLbIgwO93MorsKO5Hi75vJzmzJBizkvjxRNa9FWfFmezbW+rAtUbFPQ268Ucf5j+CuNchX+UzlI/8Apf8AJ1AKDs7sRaj5Y71Z3LVb3LSxbwcZt5RGCiNOd6bO7m3FxwE833V1RPG6S+VantodgbMHKzZbS3Z7aNre2acluwRhR0inJGTcxF9yNhgTuLTaZKmvAPoSn7K/5db9/Bof9y2OrFtR/lqsP+qb387u9SDhHdzbM2+1Xy1sWqDEtrDts3rjUSO1GbN3nrzeZi0KIR4iKar5BSqF3Mmz7F02ysUCWyEmI49JeksPALzJtRoMmTi62SKhAptAmi9GqpXVP1RH/GGz/wAEF/P36iu4At2+2wkSNMhhWeW5l5BdfkxGAT2lAn/krVr5EHqTbLkb2ckWu7R4lis7Esocxhl5i3xW3o8lyISsuNGjerbo71o0VPEui181Gl1ES9Ua+omwN75xfdsoSr/0fcLWg9PmybBb3F+14QXE+DXzU20tfMbtdYApoMG4XGEKegYkt1gU+4jdXpPoVkRFIqV2rYHuab9erVCvEJ21DFnNk6wMiXKbeERMg8IARCES1AvES1OfsP8Aaf6/Y/8AfZf6DVnNEYWcz7n1vLa2wj/762X3sSc/q69+gtePtjeTK4bMbe7OW+7HEcffbfmt8zdddDcjEnN6ETrTaiebBLoiL0adNeuQcrSOaIeTNnWhVrCJ07L4Xq+dU4RcdTFqn7Obc78Ixz4h25qae5jSN6MmPv8AeK0USW5gBQpqOCTeDgIKkKiJquiVablKbjsvPvmLbDAOPOmXVBtsSJwi+0g1rOhOEsLWfn8CkKsWroeS1jKqVPvkkm25c2fH2eiP/wCCR3Wmn7g6PWEn9+eDJqmKqyDZqOXSevQmSHtC+wLUl+VFulpfMWRuUQRZWK444jLfPWQcNtxlXCEFcBRUCJMg01VN3wcrXVr7Z67J2s/My9oi3/58L3XkW0lpinWUqxKtcpsMU6xEVZDWsZ1BIxaxGtOJKwmtWAhENYTKnmQ1iVyrFRpFWMypXSrAq+tUAh7uhRX++LYk4w4AszwESIxbbIiYlNtj1t3vHEMUTVQNFTXdoJSTb4m2LjZi424Ik2YEJAYkOQk2Q9BCvj1SnuFVffs5NETkB4oROEThNYi7ENwsiIyjEqbslUtVVom1JelVWtk4zSUsmuv1M84u60JtaYpFUGUi5B+4wJPrDKkRC+8lHdQfl0nPbkXDzWEyPbOa89j/ALEIw5fLSnKe680TzF3+RLS5wtNuPOmLbLYk44ZliACPWIiLqjUXs1k64/cXQJspe7bYAxxNqAxnuBcEult0zeedVOhU3oivSFMasxOuNvXF7nZNkLjbIgLMRpweITGNqSuGi9KE6Z4r0jitTClRtRTUc29X3bIWcnd9DPvKRTGsGpU1VrI1M+Q0o1rKdKDlAbetce5dC+r4X71c/li/NrraOVx/lzP6vifvQv5Z2oZSWhwrYfZ5y73S3Wlg2mXbhIbiNOu5boHHOqTmCKuP2kr0tsRYb5yZ33Z+JJnRLha9q7kNvkwo/ON2DhORY3Ox3wIjcgectrqPXFpRLzVHzHs1dnbfPhXGNjzmBKjTWM9cN7GeB9sXBHRSBVbFFTyoS17jY7ovYm6sW6Xe9Ys2A83NjR5ttlTXIU1v91jSYjDjZaEOokiivQKqIqmg8czdG73VlpaK7cnNxxRJTW2FnhCflViTKakOAXaRHIbSpr4tS00yXXQ7tjrbDf6zwv4xrkPLXy/w73tPsq5ER9qwbPXiDcZDzrSo9JNqbHN2QMYdTEG2GXUAV0It6eopwpUr3S3LfY76Wy5W16Q53rvca4zM4j7OMZrHMgzRN4Xqp01nZlrnpnbyfuNo9jg+y5V4iF7PeWRLT58QU+7WnykTBb2l2DhJom/ut7l4+ncbM3YTL5U351cU5UO6KsE27bIzYEiS41abs9JnKUKQ2oRH4D0MzATBFdLw/VHVa0duu6BsM3bPYy8MPyStdiC/89dWI8Jg5dLdzRkQaVMndTANcU6NaWYLtytf5XdgP3jc/wCbXCmd2Tyu3fZh2ytWZ2O13xZuJPk9HR8hKMUVG1byJEH3c/Gi+Sub7fct9jm8oGye0Md+QVrtMWazNMoj4uA4+1LbbwYJMndSfb6RRdNfeqqd2PypWrad+xuWV154YLdwCTvo7sbEpJxCax3qJnqjDni8WiempSKkJyF7U3C8co2z1xvEt2dNclk2TruI4ttxJOLTTTaCDDSKRKgAIjqZLpqqqvWP1SUtC2S16OHaD/wevPPIZtFGtG1Fmuk9TbhQpJOvkAE6YgUZ4OFsOkuNwfFXsa790nsRL3fPc5e6y3XOLM8/hvMc93vWlx13Ya6ePFPRUtWZKOffqbK8W12nT0WD/wAYrl3dO7e3iPthtHBZvd2YhDIFkYjVzmtRxZciM5gMYHUAQXItR00XJa7Vsf3QWykHaG+zWs4VvmwbBGiDHtjrOb0Fy7uzCNhptMVTn7CZEnF5NcasE3uidg3XHHnmUfec4nDOxm4Zl6zhs6kXk1VaqSeOORJP+dey38P2H/vSLXsfu6drrjaLVZXrRPk251+4OtOnFPdkbYxDMRLtDkKLXi7k8vTcTaGzXSaWLMS8W24yyAMsGmLgzLkk20HW0AT0EeyiJXdO7C5YrNtNbrTGsr0h56JNdkPI7FejILRRjaEhJ1EQlzIehKnqC9dwJtDNucva6XdJb0+UrezoE/IPeHuw78YDl6ErJyQJ/wCmvbD+D5f8pY64R3LfK0Oyl4fdltOvWu5tNsTxZxJ5kmCM40kGy03uCuPCoaoqi6qpqooJeoXO6E2DiyJd4jOi5dpLQtyXY9lmt3CU20I4MuSXozYn7m2PG4g8AdOgppDBvIv/AKZP/sj/AMap1x2tnNcrEKyDKd71ydnifciKuTPOQdlkLwiqeDd8CCap406K4Dyb8vUQuUK5bWXzewoEq2O26E020cs2WhehFGaJGkVVUkYfcIvFm6SJ0aVLXjlusp8pts2obdkFZ2LOdukO81eF0HyGcSYxiTMxzeYTVE8/3lpYHVNo4ANcs9jfAREpOzUknsU0U3GnJzQmZecu7FoPtNJXRrFJy2x2jiHxNlZNmnRAurxSr6098abpF+1XnnaHl12fe5QLJtG3IklbYVnmwJJrCkC4L7xvkygsqOTiLvvGiaJW/C7omwht3MvO/k955Oz0S373mkjed8I1xdfEObY54bmS6uemmo6eWgO52CXvduNoG/saw7NNEnrHOv8AI+PF0PiSudchf+U3lI/+l/ydUvYXug7HH2x2wvEuRKG33ZqwtWshhPmZN26E61JzaEcmvDOEqZJ05rpVD2d5colq5RL3tGwD0ux3hdw+gt7qRuN1F3chtl1R8I28waYkqaiZ+VUpYHU9lf8ALrf/AODW/wDuWyVYtqP8tVh/1Te/nd3rMvdA7BhLcvTb4rdnI4xnHgstwGe4wJCSRyklFQSHUQ6FPTgHp6E04XYeXSJK5SB2sugOwrWxCk26I2ILJfajbk9xvgZ1ydN514yQdUHe46kg5LKRU3f1RIhTaGz6qiftQXj/AH+/Vh/U4LdqW08/Hh/auG0fpIedvyB+5lGq+3bujdhpRC5NApZiOAnIsjr5CGpLiJOtKojqRLp761A8nfdC7J26XtC6LjsVm5XVmTEaj2yQAJEZstsgj4NttEbJX4kstPX18tQWO27FDYEvF9ds8iI7eZbrPf8ABmccp4XoG8iNI/FJ0hiECk42qCIaqmi6qiaeCu6ptnNNudo2hTEXJbMsff57Cjy3FH7bjp/d1q1dz1ysQbPtlf75c3X27deAuxCTbJvmr0m7NTYyuNAikPg+cfaU+moDuqNsrbf9pO+llN12M5b4jTxOsuRi52w7JEhwdRFIdzzbi8XFp5FrSCaZV5o6fyOcne3E3Z61y7LtQxb7W+yRQohuviTDW9McCEYZJ1hJegl61W/9aflJ/wDbSL99kfoNeTbXt1e4jDcaJe7xEjMjizHj3Wcwy0OWWLTTTyCA6qS6Cidatj9cvaH/ANpNoP8A+auf6RUuLv0CZ23/AJM3y38omzjG091C8zeYTZLEgCMkaic2uTQtKRtNrlvsy8S9fx16GbOvInc7XuZctroj9zmzbi6xCni27NlSJroN7vHBtyQZEIavkuKLpqS+mvWwHW9NZGU9TYQ6g7ntTi89GgRznyWPd8TBiJFLHLGbPPhbPTp3YIZ6ealVfaDbWYL0sYjUQWIzN2e3sjfPOl3n3Lcldy0oi3q+/uxTJdVaJV01RK2ndmHO9dnYbaam80NqXNiSj3bVweeYd35vkoEhO85f3yIaKKkHT5FT04cLGCUqls9Ff45+neccq7ldQ6av6f8AhIbL2h18b9CujDW4nvi7ixvSikM2E1v+bPOgKuEjjeamiJo4aqmi1X9rylwrXEZvF4iubx+AL8U2WWzlMRJ8UpO4k7wSd0ZxcNMSVUIk8utS+y93iWpkoVxlRYD2+feGORm3FitSXN+1FjSXgAHgAHR1UNBQiJERNNKuJ7p5vdluH23AFzAsHgNsuqWJao4C+nxVaVaVOpicbxumstbK102nbdlYwjKNk87W13d7O2xWpNwjQr5Jk3N1pgZcSI3bJrxi3H3Le+KXFbkmuDLquE24o6opiQ6a4dEJPkxnWNrZrI5WmTAFkTAcWpdxFiUzJfjeRzLeQmt4PQZtdCrjrU9J2RFnIrO73uc63NSEn7Y8XWxdt5Lizr22N2SePi8SwKs3C6i8T77ESXaZTZNWoWMohSWMX4xT3zVSlsuNk2QE2gICkhaEQaJrTcH+5Pok75WzVskuu9yJ4lk1u1bvT6/IvtuQhYYF73YWmhe/0gtjvPw5VkKqU7fCuj1uiMOvW5uSzPfn4ELcsHLc8zGet7b2ngTR58lIx4sWkxVMtaySWztb8RxqVKfgSZDMJ+PLfOWbTkkt3GkRpLqq4PhibAgIiFUPVMVHp43wrvm7N3dve8vobqutVorZlsNKwklPyphVzG9zCY1iMaeaVjURpYrcxFWIlrMSD7VYnFGpsDCVMIayCVMcKpsLms6lZLZa3ZTosMBvHS83hEREesREXQIp/fpVKCUauXJAI89fL/3YvnOtZfijWdR4Vcsldld2h2PmQmt+6gE0OKGrR5YZcI7zJEXpXo1TVK2Y3J9cHW23W9xi4AmOTvFoQ5D5nrVZbmFzONPZFpp6E69NczdPJ0WxkGWLeTqYiO76Ex6KtkBnNm1lvya3bbZ7oSx5wPNscCHXiFMhLxL1U8XjrCVWSXQ0UUcagbMzHpbkMGsX4/u2aoIND5qkfiJFyFU011TpTorZuWxs6O8w26DX1S6LTTonk1vS6oEWiKKr76dNdN2cki7cL2YJjicZrpHFcmGnW1X3+MS097Sog5RJs7BkvKrjjT0R7MyIi8DNQhJSXpLhGnMlfy9SMKKg1sRON92NizvWgZePwvBi8Ri3iWHW1Zc+TUe/s9JagFcnN0MYSIS4+PIX1jFw6dtC8vi6a7kMYQkuyV/dWokf7rT0jH41k6VR+ViHhZuZdUZMt8eHxo28Up/h+1mFV5snkjSEIuSxadTkVpmjIYbfEcRcy4S6w4uE35vs1uDULsUOUBn2nh9nwx/nVMoFa8PJzpqT1aT9DTjqUaVecI6RbS8FoZUWuNcuhftix+8h/l3vza7CqVxnlzL9smP3gP8ALyq2OJ6HF9h7W3PvFptz5G2xPuVuhPm0Qi6LMuW0w4TRGhCJoDhKikKprpqi+KvZ6dxts3/+5X//AHu2f/11eF163EOVes/1PnZAH5d02jKO20MQBtMJRyLWQ8ISZplmq4mDPNBRU06JJpXBI6Uc77q/ket+yT9lbtUidJ74NXE3+fOxXSDmxRBa3XN4zWKLv3NcstcU000XXpPIn3MNkvmzVpvU2deGZM6OT7wR5EBtkCF1xvwYuwTIR0bHxktcj7sLbTvxtlcN2eUS042eN1scohHzw/Rqstx8ck8Yth4+ivXHILCck8l1vjMDvHpNknR2g1EcnXudNtjkaog6kSJqqolRfIg4V3R/c9WbZzZ527W2dc5MluTEYFuXIgvM4Pu7s1IWYbZ5Ini0L46qncncjlv2vK+DdZFwjd7UtiscwditZ895/vd7ziM7lpzRvTHHrFrr0aUPbzkcv2z8Jqfe7YMGM4+3Ebd53BkkUlxp1wQxjSDLpBl5ddNOHx9KV6F/U3+vtb7Ng/GvFW6Ek9J7kDZ54ZLUC93VJbPgyzftswI7pDwpJjMxWz9/HMFVPKnjryHyh7KybHdp9nm485t726Mw6jrZAD7Dwa9Ig4y60aIvSiHovSle6OR/Y64xeUDbe8SYzse2T+bNQnTxEZRjgubQa6kIo24mSppx9Hlryn3Y9xak7cX8o5C4LKRIhmCoSE/Gt7IPoqp5wOZNKnkVpU8lRFhnXeQ3uYbdIsca+7VSHx55HGc3FbkDCjxYTob5o5kjTNXVbUTXQgEMtFQlTWsPdAdzLb4Njk3/AGYkSCbhMc9fiOvDLZegCKOOyIUnTIVBvJ3QiMSEV00XTXrHdR8PJdPx4fqSwB0cPAV0tgEPsqKqip6FrNyRJnyURhPiEtnLiJIvFqO4kjp9rHo0qLvUg+dr/m10fub9goe0e0bVnuL0mNGOLLfJyIbLL28YECFMpDTg4rkWvDr76Vzgfc2/ZH8WkIRL1qtJZko92J3G+zmmvfK/49rnVs0+PvdXnruqeSu37Kz7ZGtcibLCbFffeWa7HdIXGnRARbKPHaQRVC6dUX7leqORVP8A0TRf9X7r+LMr52s4o3lj5uRe/wANVRJ665Ce5gtV72atd6uUu7sS57ch42oz0JthGudvNxibF+E4Y5MNskupL0kumiaJXHe6d5NY2yt/btcB6U/Get8ae2cs2XH8nX5UdxMmWmxxRY3Rw68XjWvatre7ybHbIxS4XN5sZa3MeHwsmbb2ZC/a1J1V97WuE/qjNt0m7NTdPdo9yiEun1h2I60JF7/OXVRPVL0UTzBUO5T5GrNtbEunfGXdI0+3SGPBwnYjLRQpLP1OZDIiOkTu+jy0VULTQQ6E8aznJL3NsS533a623ORco8KwT2oludjOxBdkNyCkPtlJJ2KYk4kTmRLiAJk+unRoiVnuHNqeY7ZNQyJdzeoj8Aky4RfZHnsYy9/6nfbTTyyPup7M26lsbN2nanaEMd68Dl0cRwsROazbYlshMivmiZRIw+06vpowfOPlTtMO3367W61uyH4ECW5CZdlG048ZRsWpJE4y02BDzlt/FRFOHHx+Na0lCmRZE4quOERE4akRKbhcThkRdJEq5Kqr48qTWrFT2LsJ3LmzsvZ6z3qdc7xEKfbLbcZKpLtzMZp2bEZfcRtXoKq20hu6JkSrppqqr01VuX7uYmbLZ3b5YZ8qbGhALsuPN3DjvNCJMpMaTFabEkDVCUCDpDJULUUEu33HZ+VdeSOBbLczzmbM2XsDcZnNprNzmUEtN48QgPQJLqRJ4q1dvf8Am7yTnb7w403NHZ8bMLWYuKc+TG5q3HZ+uqCn0qOqILRF1R1qlyx5E7njYeNtHtLGs092UxFfjzHSOITTb2UZreNoJPtODiq+Ph199KnO6j5MIeyl2gQLY9NktS4HO3FmnHMxc5y6zi2UeO0gho2K6Kirr5a3O4h/x7t37yun82q3fqhn+Mdn/ghf5+9VupBsdzp3Olo2l2cYvFwl3ZiS9ImtEER6E2zjGfJoMRfhOHkqDqupL0+jxV5VbXURLtDX0P7hj/EaH+/bp/PHK+d7HVH2R/FotQdw7lDkog7Vy7sxcpE6M3AjxHWlgnHbIifddAxd5xHdQkRGx0xRPL4/JUuXnZBiwbT3SyQnZDsaCsJGXZRNOSC5zbYk098TLbYFo5JNE0FOhE8a6qvbP1OP/pPaP95W7+XkVzbuxP8AH/aH27X/ANw22rRbuQzklFFFakHWu5OH/nKRdm2TS/6+IP5VetwKvJ/cjt/84JZdm1Pj98mwPzSr1WB1pT0Mp6nMdp7U/E520+G+iT/qCNLa6rQ3a+87mjcNV1YJQfEENEUC3I9IqSDXXcqjpsZuQ08w+AvMvgTLwF1SbcHEh/4p0pVcj30rUTUK7O5MF4OBczIfCiP7jcfKzIFPG9pgadKqK6pXpzm+Jgkl+5Xdl1ulmlvloccYqlJvo+u2uvyNm+8e0FsJ7hYt1vuk1x0xLcgT25jcThcOSN75dPQS1UtnbkUi/W66ONSG++bs2JGzZdbZG18031tFp8kwIzcYcdUUXX6oXo0SuqNOZCJCQkJDkJCWQkJecJD0EPv1gmw2nhEX2geFssm8wEsHMSbzbL9zPBwhyHRdCVPLSnxcYxwuP9XH3O98vzQS4dyd0+t/h+e8oWzk52RepcCNNMbYzKfuYmJHnKx3LT8KM6XDzJqW44pKC+URHROlOkK4VRAWKMDkJxloWe9wvNxBaImwBt9sW3gJsehwFxFdC16RRfH003aG9tRBHeZOvvcMaI1xSJTnYZb7PpNdBFOklRKzrTVaUVBdLdL33dtb6l6ceXF431/F8kVS5A13zujT0KbJZ30Ke29Az3sSa9CFl7FyO6DzRG2yyqqGqLquXjTWXVX7hJjPPRThQIjvORB7AZEuSIkLBEyCkjEdtSI9CXIiEOEUHp3dlra7HZdckkJTZr5S5eHEAuEINtssl5zTTLbLaL5cFLzqlSWr1q9naOdla93sk2l37lYUsrvq72990mIR0xVocrEXtVxHTcfn61YzKmFTVWpsQNcOsarT1KmKlSBFWmlQVYjKhIpDUnsleit8vf4bxsgJpwEXRd2RCWQl4skVsfH4+lOjXVIdSpNKo1dWZa50GRt5GxktsxDbbfB3VU3Qmb73WMxE9NPKq6qqqXk8ukW3DY968WHvqHhe9z4xKMTBYcXp4unTqpVKJKZ8Ks+TEtiZc4O27Ue5S5YR3ebTUa3ocG9B1kccw4sSFci1RVTx+9os1tRDlTYDES3wdxE8G6Ob0dtcMcmwFsXFxTiy6V16E9+uXmtdyYa1bs5c53GCBo1ljzrKIQ7rrJlp19NC6niTxplUSg01+WLRzIaRepLzG7bhvC7b34hT0VyOJYxt3JdRsd5q5mI8Kp0LlUHyjz3ZsKFMGObEXUiQnTayMncNzu2wNS8QOL0p4l1qWgXIm9ppcd0N2M1ptsRXQs9w1myal4ukd+mnrInjSoHlflCJQraxwtRGhLEeqJEO7ZH7Ytj8TtUiv3LLvLHLdj3cGpLP1mW+38HIS/KKpvejVNlXHmj1z3ZAROEw4yJF1icHFzh84ky109WtN66SWt+23IGWJAL2+Di3GTg5ez6MfJ0L0dKVyw46FKKi0243Tt3NpeZ9HW7Eq8XUdWLUVLC1e6vdRbztbK/Vl9UhrifLwX7aMfwe3/OZVXvZq6uZbkiN/fFk3kYvG02IlkTrg+lcUQfGnT6U155y4nldGf4Pb/nMqu6hxEasMUTwu0OBnwlTlz8U11X5dHBTPHir6L2FodguTXeOCgzYFuKS8JaLne7gWQtFonEKTJLbWunUBPRXiDkCgxntrtnm7iQNwhuDTzpOmDbX1MJyW0eM+FAVxltFRfGhKnlr6B8pUfZraKANuu1yhPRBfbk7pq7txs3WRMW94TL4q4CbwlxVdNRFdNRTTmbMz5kEhEREakbhERGZFkRmXERkRKqkSr0qq9qvov3P044nJlbJbOO9iWebJazTIM2ClOhmIqiqOojqiKleW+6v2N2esz9na2ZUDF9qe7PULgdxHhcijETJXT3RJ9U9Caa5eXRK9Mdzpe7UWwFlt0+4QWt9bn40lk5sdh0W33ZAOCQk4hNlgf26s3dEI8k8q/LvedqLczbro1bW2G5TU9vmkd5p3etsvMiJOOyTTDSS5qmOuunT6e0/qcCce1vs2D8a8VH90JyXbGWnZqbNsbrTl0ByC1EQLwc0k3s1lt9ebb8kNEj7/wAadHj8lL+p93mJCPannsuLE3o2Ld84kNMZ7srtnu96aZaZDrp4sk9NS9Mh1O98mvKPJue1O12z0mPHFiwuxBiOtI4JusyALeDJQzITNFx0UUFNFVNPLXhTujtmmLRtXtDbYQ4RGJAvMB490E2ExP3Q69OAlJIU18gp469O8iO0kFnlI5QHnp0RpiTzIo7zklltl7d4oe6dI8XNN4PiVa8991nJak7b7QPR3W32HVt27dZcB5s/2lt7ZYOAqiWiiSdHlFU8lRFZhnrPuqP8l8/977Pf97Wus3I3/koif6u3D+RlVr8nW0dm262Las0+WASXIUSJdooPtR5rEuErRDJYBzLVpXmG3mz0MVTQS1VDFNTlm2vs2yGxT2zkCaDs3vY5abbF37T83w7JsLNli0iIyI5uOKaiIqQ4imqoNR3Enz7EuEfZH8WngNZla4qaVWazKn0M5FP8k8T/AFfun4syvnzs9bimSoUJv3Sa9EiD7xSXQYFfubyvd/I9tNb2uS6NGduEFuSNiubasHLjg8hkMvEFaUskJch6NNemvHnc8xmndrNmucuhHYauUSW66+YNNCMD6t43DVBFFWMI9Pj108tULH0b5StiRvMa2xklOQRt10t12FWgFzeLbSVxqOSEqYgp7tdU6fBp6a41+qF23e7MW2WKZLCvDImvZakxJTRL99GOn3arHd77fikawMWW6jk47cn5B26dxILDUVtoHSiua6EsklRC6F3S+irx3S+0VvvHJ3P3NwguSyi224NsjLjk9vGZMWS8AtIeW93aPJpprqtAeXu5D2XK6ba2ceLc2wnLw+okQkgwBTcdXrCst2IKp4lEiRdfEvu3lZsjO0Gz+0VkaIHn1juxMV6dzchjMXGBvOySG7Cd+0QrXnHuAmrfCj3u8TpsKM/JeYtsYJEhlh3cRm+cvmIumik2bkloddNNYq+joufc1cqseXfNvG502JGjuXoZ1vcekNMI+wQu2wd3vSRC0j2uAuqKuu98nRRg8KtlqIl2hypavHL7aGIW1V9YhOtSITkw5sQ45g61up4jNwbMFUSFs3zb/wBlVHq5U+h8jaSTZ+Se3XW3mLc2FsvYHmDMBdBC5lCDibPoJNCJKZNUNsOTJZ12YjlLk2aXNbNG+iPcYjL26lRsiyaXesIWiF0iRCq6KqU/ZY7LduT2y2G43aLGal7O2SNK3U+EzKaJuDEIhHf5I2aG3oqEC6dPlqv8rnKRs9szsZI2cslwjzZfe1602+NGlNTX2ykMq0Uma41qLOKPE6ueOS6IKdOiZljz53DhZbdW4u1CuZf9mq3/AKob/jHZ/wCBy/n79UfuMZzEXbWA9JeajMDEuQk6+6DLSEUbEU3hqiZL9urV3e12jS9obQ5ClR5YDaibI477UgBLnrxYkTaqglp06LVupB3zuGP8Rof79un88cr53MdUfZGvffcW7S2+LsXEZl3CFGdGZcyJp+XHZNBKWZCqgZouip0p0VS+Vrke2Ft+z14m26Q05OjQJLkIAve/JZO70YxY3y73RwhXHRdaEkR+px/9J7R/vK3fy8iubd2J/j/tD7dr/wC4bbV7/U+rxFiXHaEpsqPEFyJAECkPNR0MhfkZIO9JMtPertm3fJlsRe7lJu9ynRXJsvc782r4LAFuYzUZvRtt5BHwbDadHjxqU7MqfP2ipLaplgLjcWYf+CMzprcTj3n1I3JdbjeGX3TwQhxeXx+Wo2tSDtXcit/tpc3PrcBkfvskS/qq9OgdebO5BH6pvRdlm3D8pyWX9XXo0CrenoZT1NwFqh7UXN+PeCfcYacYbiCxG5xz1tghfLeTSGTHivNtuqrTIKLuPCCadBLV2AqzCVdfD1VTk21dNW1t6+hz1YOasnbO5zbYMY0vnMmJPGzk89ixAgS47jTTbXg3HXYT7agROvbwk8EHAIaaZLraLvHuseM++zcIsncMuvCD1txN0mWycEN8zKARIlHTXDRMvFUzPtkaRwyY8eSPZeZae/HRai12Pt+OLLJxPVhSpUIeL/Nx3REvtKi11PioSnd6bOKeW12YKjKMbLzTaz8EViben3YjL7N/iuZP25t1m3sRWXQaly2WHxInXXzbMAeJddEVFHpTTVKutnsUaITjjIET7nC9IeM35TvquSXVU8dfNRUFPIiVXJ3J6wTbLbcuU22wTRMg61Cki1uCEmRbeOPvhFMRTRHE1To8WqVMwmrgDw7+RCksZFkQxHoz2Pm4kMgwItcfNTy1biKlOUP+cktbq1rrKyy16ilGSlea2zvfx1eRMkVMVwqMqYTleYdgudYyL1aQ6xqRVYCkdY1WhTpKANaRSpFrGR0JQ4yyrAY405SpirUMDVWmEtKa1iM6gAtNVKRXabvPaoSC10YuUC2AzEOWzJyggBCeICIGLW5Jfdk3mvEiIqecnRrXOCqBvgC7NhMPe4ELjmJdV10eqJdrRPJ5ctPLXPxLtG/W6S9+WZ2cDQVaphk7JJyds3ZJt279iyXzb6TOug3C1R0YbbxbZflp0YiJDnugXVwvCEqaKqJ0ItRN8hOTXyfn3CVPcMRyVWmoQFiPV3DJkOieJFRUVfGqJW0tIp1nHhE/5ty9F5G8u0XDKhFU1vrL3t5+VkV+Ta2I8uFu2g3L2+ZcEx3g7zHJsuPXiVejX1anY8dtoSFlppsS6wgIjl7WKcVRe0hZcyEetz1gh9kcsvg6VJ5UoUoRnNRSyatlpdLI143iqtShTlKTbaad287N2b3+wrDLTWW7aBvLrYALeXtYpXFuXg/22Z/g1n+cy67Qq1xHl1X9uGP4Pb/nMqunCorI8ic3J3k7vdnFyAabuA7A/JGo/vifZD4l+ml75H2Q+JfprjujaxJAIj1REftcNIrQl1hH5I1HJcj7IfEX00vfM+yHxL9NTjQsSItCnVER+0NKbYr1hEvtjUZ30P0B8S/TS98z7IfEv01ONCxJKA9XEcfZoEcer82o3vmfZD4l+mk74n6A/D+dUY0LEiYCvWRC+2mVKDYp1REftcNRvfI/QH4fzqXvkfoD8P01ONCxIO1gXirScnEXkH5300iSy97+/wB2quSuSkbu5HrYj8VKSVpc9Lsj+H6abzsuyPzvpqLoG4AdkRGnI2PZH2sa0eeF6B+d9NLz0vQPzvppdEm8rYr1kQvuUEIr5ol9sa0OeF6B+d9NHOy7I/O+mmJA3xHGnVH89L0D876aTnhe9876aYiLG6rY9kfkjTxXHzR+DWhz0vQPzvpo56XoH5300xIWJAsS83KnNCPm8Ps8NRvPS9A/O+mlSeXZH5300xIWN90B7Il8GsCNj2R+SNa6zi9A/O+mlamqhcQAfqlmifMJF/DRtE2NlRFesKfdrK2AY8SB8ka3IO1is+5wLchdsmXjP5ZvKtRt0u5yHCdMGxIvICEg/EpLURm76FnGNtczbV0abvR/vlUVzove/v8Ado50Xvf3+7VsZSx6V7kIOG+O9o7c18gZbn9bXfwrxFybcqs6wtSWYTMJ4ZLoumspt5wkIA3YiO6eBMdPSi1bf2Sl5+xLT94mfplbwrRSszKUG2euArIleRx7pm9fYlo/3eZ+mUL3TV6+xLR/u839NqefEry2eusqVFryH+yZvX2JafvE39Npf2TF6+xLR/u8z9MqefEnls9e6Uwq8jfsm739iWj/AHeZ+mUL3TV7+xLR/u8z9Mpz4kctnrQqx615N/ZMXr7EtH+7zP0ym/slr19iWj/d5f6XU+0RJ5bPWdMIq8nr3Sl6+xLT94l/plIndKXr7GtX3iX+l09ogRy2erlOmEVeU17pS9fY1q+8S/0ym/skbz9i2r7zL/S6e0RJ5bPVijSKleVF7o+8/Ylq+8TP0ym/sjrz9i2r7zL/AEuo58SeWz1Sa1hMq8t/sjbx9i2r7zL/AEuk/ZFXf7FtX3iX+l058RgZ6iJaxEteYV7oi7/Ytq+8S/0qm/shrv8AYtq+8S/0unPiMDPThiNYyH1irzKvdCXf7Ftn3mX+l0n7IK7/AGNbPvEr9Kpz4jAz0x8Kta5RQkN7t7tZCQ8JA52my80q84fsgLv9jWz7zK/Sqb+v/dfsW2feJX6VVXVhJNS0Zem505KUXZrRo9CNnMZ4SEZrfmkJC28I+sJdDnx6+/WTvm4XVhSiL1habH74R/0V52Xl9uv2LbPvMr9Ko/X+u/2PbfvUr9KrBftyjJ29z9WrnZLiYzznTi3urq/ik7HomHAM3ucySAXBEhZaDiBoS6xEX7oa+LXxfg0klGvMn6/93+x7b95lfpVKnL/d/se2/eZX6VWtOcIKyvnq+rOavUqVpJytZKySySWyX4z0wSVw/l2/6WY/g1v+cyqqq8vt1+xrb95lfpVVfazlDmXKS3JktRhcbZ5uKNA6I7veG557pLrk4Xlq7rRsYctlMooorjNwooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooD//Z" width="253px" alt="depreciation tax shield"/></p>
<p>
<h2>What Is Code 806 On An IRS Transcript</h2>
</p>
<p>
<p>Therefore, depreciation is perceived as having a positive impact on the free cash flows (FCFs) of a company, which should theoretically increase its valuation. Under U.S. GAAP, depreciation reduces the book value of a company’s property, plant, and equipment (PP&amp;E) over its estimated useful life. A life interest in property, an interest in property <a href="http://dumso.ru/analytics/islamskaya-ekonomika-zhiznesposobnee.html">http://dumso.ru/analytics/islamskaya-ekonomika-zhiznesposobnee.html</a> for a term of years, or an income interest in a trust. It generally refers to a present or future interest in income from property or the right to use property that terminates or fails upon the lapse of time, the occurrence of an event, or the failure of an event to occur. A measure of an individual&#8217;s investment in property for tax purposes.</p>
</p>
<p>
<ul>
<li>If you hold the remainder interest, you must generally increase your basis in that interest by the depreciation not allowed to the term interest holder.</li>
<li>Adtalem Global Education is not responsible for the security, contents and accuracy of any information provided on the third-party website.</li>
<li>If you dispose of residential rental or nonresidential real property, figure your depreciation deduction for the year of the disposition by multiplying a full year of depreciation by a fraction.</li>
<li>After you figure your special depreciation allowance for your qualified property, you can use the remaining cost to figure your regular MACRS depreciation deduction (discussed in chapter 4).</li>
<li>The basic portion of this calculator allows you to calculate the Depreciation Tax Shield using total depreciation and applicable tax rate.</li>
</ul>
<p>
<h2>Inclusion Amount Worksheet for Leased Listed Property</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="depreciation tax shield"/></p>
<p>
<p>For tax years beginning in 2024, the maximum section 179 expense deduction is $1,220,000. For tax years beginning in 2023, the maximum section 179 expense deduction is <a href="https://inter-biz.com.ua/ru/2019/11/kredit-onlajn-kak-podat-zajavku/">https://inter-biz.com.ua/ru/2019/11/kredit-onlajn-kak-podat-zajavku/</a> $1,160,000. All of these examples enable taxpayers to take deductions on their earnings, which lowers their taxable income and “shields” them from additional taxes.</p>
</p>
<p>
<h2>Tax Shield Formula</h2>
</p>
<p>
<ul>
<li>For Scenario A, the depreciation expense is set to be zero, whereas the annual depreciation is assumed to be $2 million under Scenario B.</li>
<li>The S corporation allocates its deduction to the shareholders who then take their section 179 deduction subject to the limits.</li>
<li>Complete Section B of Part III to report depreciation using GDS, and complete Section C of Part III to report depreciation using ADS.</li>
<li>You did not elect a section 179 deduction and the property is not qualified property for purposes of claiming a special depreciation allowance, so your property&#8217;s unadjusted basis is its cost, $10,000.</li>
<li>If you use property for business or investment purposes and for personal purposes, you can deduct depreciation based only on the business or investment use.</li>
<li>Tax shields allow taxpayers to reduce the amount of taxes owed by lowering their taxable income.</li>
</ul>
<p>
<p>But, first, do the calculation of Tax Shield enjoyed by the company. Sandra Habiger is a Chartered Professional Accountant with a Bachelor’s Degree in Business Administration from the University of Washington. Sandra’s areas of focus include advising real estate agents, brokers, and investors.</p>
</p>
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" width="252px" alt="depreciation tax shield"/></p>
<p>
<p>At the end of 2022 you had an unrecovered basis of $14,565 ($31,500 − $16,935). If in 2023 and later years you continue to use the car 100% for business, you can deduct each year the lesser of $1,875 or your remaining unrecovered basis. The numerator of the fraction is the number of months and partial months in the short tax year, and the denominator is 12.. The following worksheet is provided to help you figure the inclusion amount for leased listed property. Whether the use of listed property is for your employer&#8217;s convenience must be determined from all the facts.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="depreciation tax shield"/></p>
<p>
<p>After you figure your special depreciation allowance, you can use the remaining carryover basis to figure your regular MACRS depreciation deduction. See Figuring the Deduction for Property Acquired in a Nontaxable Exchange in chapter 4 under How Is the Depreciation Deduction Figured. On July 1, 2023, you placed in service in your business qualified property (that is not long production period property or certain aircraft) that cost $450,000 and that you acquired after September 27, 2017. You deduct 80% of the cost ($360,000) as a special depreciation allowance for 2023. You use the remaining cost of the property to figure a regular MACRS depreciation deduction for your property for 2023 and later years. Your section 179 deduction is generally the cost of the qualifying property.</p>
</p>
<p>
<div style='text-align:center'><iframe width='565' height='311' src='https://www.youtube.com/embed/E2H8G2go-VI' frameborder='0' alt='depreciation tax shield' allowfullscreen></iframe></div>
</p>
<p>
<p>This disallowed deduction amount is shown on line 13 of Form 4562. You use the amount you carry over to determine your section 179 deduction in the next year. Enter that amount on line 10 of your Form 4562 for the next year.</p></p>
]]></content:encoded>
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		<item>
		<title>Capital Budgeting: Definition and Methods</title>
		<link>http://www.gadgetabbey.com/?p=12777</link>
		<comments>http://www.gadgetabbey.com/?p=12777#comments</comments>
		<pubDate>Thu, 09 Sep 2021 11:56:02 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://www.gadgetabbey.com/?p=12777</guid>
		<description><![CDATA[Many teams are already harnessing the power of AI for project cost management, too. Businesses use various tools and software to assist their capital budgeting and financial planning. Many use existing accounting software to help track and manage projects and &#8230; <a href="http://www.gadgetabbey.com/?p=12777">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_10-300x200.png" width="254px" alt="capital budgeting involves"/></p>
<p>Many teams are already harnessing the power of AI for project cost management, too. Businesses use various tools and software to assist their capital budgeting and financial planning. Many use existing accounting software to help track and manage projects and investments, while others stick to more conventional methods of spreadsheets. Throughout analysis is the most complicated and most accurate method of capital budgeting. It analyzes revenue and expenses across the entire organization, by assuming that all costs are operating expenses. For instance, if a project costs $600,000 as an initial investment and the project will generate $60,000 in revenue each year, the payback period is ten years.</p>
<div style='text-align:center'><iframe width='569' height='314' src='https://www.youtube.com/embed/ILe2ryGcG2k' frameborder='0' alt='capital budgeting involves' allowfullscreen></iframe></div>
<p>Capital budgeting plays a vital role in the strategic operations of a business, affecting various aspects of a corporation’s activities including its overall financial health and competitiveness. Backed by comprehensive data analysis, it enables companies to make informed decisions regarding sizable and often long-term investments. This step will involves organizing all available contract offers and taking them one-by-one through the capital budgeting process. Our oil and gas company is first considering a refining project, with gasoline margins increasing five-fold over the past two years. It anticipates that this project will bring in $400 million annually in profit once it is fully operational. In addition, the IRR method assumes that cash flows during the project are reinvested at the internal rate of return.</p>
<h2>What is the process of capital budgeting?</h2>
<p>Key stakeholders will look at how much money they expect the investment to bring in and compare it to how much it will cost. They’ll then see if the potential profits are enough to make the project a worthwhile business decision. Capital budgeting is the process used by a company to determine whether a long-term investment is worth pursuing. Unlike similar methods that focus on profit, capital budgeting focuses on cash flow.</p>
<p>In general, capital budgeting focuses on cash flows rather than profits. It’s intended to reveal which project’s net cash flow has more value after expenses have been subtracted. Essentially, whichever project yields the most money is the front-runner to &nbsp;get the green light. Of course, there are always other considerations — like potential risks —  to take into account, and capital budgeting is only one part of a comprehensive portfolio planning process.</p>
<h2>Capital One Main Navigation</h2>
<p>All the upfront costs or the future revenue are all only estimates at this point. An overestimation or an underestimation could ultimately be detrimental to the performance of the business. Capital asset management requires a lot of money; therefore, before making such investments, they must do capital budgeting to ensure that the investment will procure profits for the company. The companies must undertake initiatives that will lead to a growth in their profitability and also boost their shareholder’s or investor’s wealth. Capital budgeting is a useful tool that companies can use to decide whether to devote capital to a particular new project or investment.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/d90d29cf-802a-4cb0-9e21-7e2c818f01ff-300x200.jpg" width="257px" alt="capital budgeting involves"/></p>
<p>Hereafter, the management takes charge of monitoring the impact of implementing the project. After the project has been finalized, the other <a href="https://www.bookstime.com/articles/capital-budgeting">capital budgeting involves</a> components need  to be attended to. These include the acquisition of funds which can be explored by the finance department of the company.</p>
<h2>Decision Criteria</h2>
<p>If all three approaches point in the same direction, managers can be most confident in their analysis. The initial investment covers the costs of buildings, equipment, and working capital. The project is expected to generate $110,000 in cash revenue annually for ten years. After subtracting variable and fixed cash expenses, the project generates $50,000 in net cash flow (before taxes) each year. Depending on the capital budgeting method, the company may choose to estimate the potential cash flow, expected payback period, IRR, and NPV. It should also consider the potential impact of external factors such as fluctuations in interest rates or market conditions.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>The 6 Best Scalable Decision-Making Frameworks</title>
		<link>http://www.gadgetabbey.com/?p=10633</link>
		<comments>http://www.gadgetabbey.com/?p=10633#comments</comments>
		<pubDate>Thu, 19 Aug 2021 13:14:33 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://www.gadgetabbey.com/?p=10633</guid>
		<description><![CDATA[These models act as a roadmap when presented with a certain problem type, and you can choose the best approach for that issue. All that’s left is capturing the choice and communicating it to the rest of the team. How &#8230; <a href="http://www.gadgetabbey.com/?p=10633">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/c42d32a4-c88c-421a-9b5c-1997ce8494db-400x300.jpg" width="251px" alt="Decision making framework Types"/></p>
<p>These models act as a roadmap when presented with a certain problem type, and you can choose the best approach for that issue. All that’s left is capturing the choice and communicating it to the rest of the team. How you communicate it is up  to you, but make sure to memorialize your decision-who made it, when, and why &#8211; for later review.</p>
<ul>
<li>Read on to learn the ins and outs of smart decision making—and how to put it to work.</li>
<li>It’s essential that they possess a robust decision-making process that involves thorough market analysis and evaluation of product development strategies.</li>
<li>Regular team meetings foster an environment where diverse perspectives are considered, enhancing the framework’s effectiveness and promoting unity in pursuing common goals.</li>
<li>That’s fine to say, but do you really need an M&#038;A framework as your first step?</li>
<li>The bounded rationality decision-making model is best employed when time is of the essence.</li>
<li>Members of key decision-making bodies complete such evaluations at regular intervals (after every fifth or tenth meeting).</li>
<li>The future of decision-making in leadership now demands a balance between human intuition and machine intelligence, with an increasing emphasis on change management and adaptation to disruption.</li>
</ul>
<h2>Decision-Making Frameworks Overview</h2>
<div style='text-align:center'><iframe width='563' height='319' src='https://www.youtube.com/embed/rq0-IdkRlDU' frameborder='0' alt='Decision making framework Types' allowfullscreen></iframe></div>
<p>Be smart and apply some critical thinking to each decision you make even if they were brought up from a solid framework exercise. There are always nuances and variables that are impossible to be captured by tools. With Range, leaders and team members alike are able to effortlessly organize their ideas, communicate back and forth, share important information, and make collaborative decisions. If you want to get started using powerful team management software to organize your decision-making process, sign up for Range today. A lot goes into making good decisions, and the decision-making models we&#8217;ve covered in this article can serve as excellent tools for helping you find the best possible solution to any challenge.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/shutterstock_115791079-300x200.jpg" width="255px" alt="Decision making framework Types"/></p>
<h2>Aligning with Business Strategy</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/0a9fbefb-c22d-45dd-95cf-0decf95ee7d1-300x207.jpg" width="258px" alt="Decision making framework Types"/></p>
<p>Focused on reducing variability and defects, it employs statistical analysis to support data-driven decisions. In business operations and project management, where quality and efficiency are paramount, Six Sigma serves as a crucial framework. By outlining the steps from observing data to drawing conclusions and taking action, this framework encourages reflection and challenging assumptions. This framework is useful across various fields, fostering self-awareness and critical thinking in decision-making processes.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/33ff9749-95f6-4799-b87a-39f142db4609-300x200.jpg" width="251px" alt="Decision making framework Types"/></p>
<h2>Leveraging Technology and Data Analytics</h2>
<p>The rational model is ideal for strategic decisions such as market entry strategies, product launches, and major investments where a thorough analysis of costs, benefits, and risks is crucial. The Rational Decision-Making Model is a  structured and sequential <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> approach to decision-making, aimed at making logical and well-thought-out choices. This model involves a series of steps designed to ensure that decisions are made based on objective data and thorough analysis, minimizing the influence of biases and emotions.</p>
<h2>Want to know more about decision making?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/f48a9459c1.jpg" width="258px" alt="Decision making framework Types"/></p>
<p>By providing a clear and organized approach, these frameworks enable teams to make more confident and effective decisions. Before diving into the specifics, it is essential to grasp the concept of decision-making frameworks. A decision-making framework <a href="https://www.bookstime.com/articles/decision-making-framework">decision making framework</a> is a systematic approach that provides a structured way of analyzing and evaluating different options before making a decision. By following a decision-making framework, individuals and organizations can make more informed and rational choices.</p>
<ul>
<li>In this case, the decision-maker must wait for the situation to unfold itself.</li>
<li>Despite the far-reaching nature of the decisions in the previous example, not all decisions have major consequences or even require a lot of thought.</li>
<li>But they all hinge on random chance rather than analysis, reflection, and strategy — you know, the things you actually need to make the big, meaty decisions that have major impacts.</li>
<li>But in those harder scenarios &#8211; the ones where both consensus and reversing your choice are impossible &#8211; you’ll require a specialized framework.</li>
<li>By using this model, leaders can ensure that they are making informed decisions that consider both the situational context and the team’s input.</li>
<li>Based on the above, there are four possible actions a decision-maker can take, and each is described below.</li>
</ul>
<h2>frameworks for lone decision making</h2>
<h2>frameworks for collective decision making</h2>
<h2>How can a decision-making framework improve organizational effectiveness?</h2>
]]></content:encoded>
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		<title>Is Bookkeeping Certification Worth It? Salary And Job Growth</title>
		<link>http://www.gadgetabbey.com/?p=27567</link>
		<comments>http://www.gadgetabbey.com/?p=27567#comments</comments>
		<pubDate>Tue, 01 Jun 2021 02:02:34 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://www.gadgetabbey.com/?p=27567</guid>
		<description><![CDATA[CPAs are more specialized in tax codes and can represent clients before the Internal Revenue Service in case of an audit. CPAs must meet ongoing educational requirements to maintain their accreditation. Taking the next step in maintaining your company’s records &#8230; <a href="http://www.gadgetabbey.com/?p=27567">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Screenshot_14.jpg" width="253px" alt="bookkeeper vs accountant salary"/></p>
<p>CPAs are more specialized in tax codes and can represent clients before the Internal Revenue Service in case of an audit. CPAs must meet ongoing educational requirements to maintain their accreditation. Taking the next step in maintaining your company’s records can seem daunting, but there are plenty of options available that will make it easier for you to stay focused on growing your business.</p>
<div style='text-align:center'><iframe width='564' height='312' src='https://www.youtube.com/embed/VLTQ2LoqTq8' frameborder='0' alt='bookkeeper vs accountant salary' allowfullscreen></iframe></div>
<h2>Get in Touch With a Financial Advisor</h2>
<ul>
<li>You may also be an ideal bookkeeping candidate if you want a good job with a respectable wage and decent security but may not be looking for a long-term career.</li>
<li>Shoeboxed is a valuable tool for both bookkeepers and accountants, enhancing their efficiency and accuracy in managing financial records and other documents.</li>
<li>There are no education requirements that must be met for an individual to begin working as a bookkeeper, which is in stark contrast to the higher education accountants must earn.</li>
<li>Below, we’ll take a closer look at bookkeeping vs accounting, their key differences, and how working with bookkeepers and accounts can benefit your small business.</li>
</ul>
<p>To maximize earning potential and secure long-term job stability, it’s worth pursuing a career as an accountant. The demand for qualified employees is another area where accounting and bookkeeper careers are very different. According to BLS, the demand for bookkeepers is predicted to fall by 6%&nbsp;between 2022 and 2032 as <a href="https://www.bookstime.com/articles/bookkeeper-vs-accountant">bookkeeper vs accountant salary</a> financial software becomes more advanced. Business owners will probably still have bookkeepers, but fewer employees will be able to manage record-keeping operations. Some accountants spend their workdays assessing financial transactions and records to find areas to cut costs, increase income and improve profit margins.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/streamline-your-bookkeeping-compressor-800x534-1.jpg" width="250px" alt="bookkeeper vs accountant salary"/></p>
<h2>Professional Standards and Ethics</h2>
<p>Bodies like the American Institute of Certified Public Accountants (AICPA) or the Association of Chartered Certified Accountants (ACCA) govern accounting and bookkeeping professionals. Bookkeepers and accountants must adhere to ethical and industry standards and maintain professional conduct. When preparing financial statements, they must adhere to specific accounting standards <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> such as Generally Accepted Accounting Principles (GAAP) or International Financial Reporting Standards (IFRS). Bookkeepers and accountants must stay updated on local, state, and federal tax laws and regulations. The regulations include filing accurate tax returns for individuals and businesses, understanding deductions and credits, and complying with tax deadlines.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/dreamstime_s_107963128-550x366-min-300x185.jpg" width="253px" alt="bookkeeper vs accountant salary"/></p>
<h2>Key Skills for Bookkeepers and Accountants</h2>
<p>The demand for new bookkeepers stems from a need to replace those who retire and workers who transfer to other industries. If you’re looking online for bookkeeping certifications, you’ve probably already run into information about accounting programs. While there are similarities between bookkeeping vs. accounting, these two fields are not the same. Forbes Advisor’s education editors are committed to producing  unbiased rankings and informative articles covering online colleges, tech bootcamps and career paths. Our ranking methodologies use data from the National Center for Education Statistics, education providers, and reputable educational and professional organizations.</p>
<ul>
<li>A CIA or certified internal auditor is an accountant who is certified to conduct internal audits.</li>
<li>The editorial asserted that not enough new bookkeepers are emerging to replace professionals aging into retirement.</li>
<li>You can stuff your receipts into one of our Magic Envelopes (prepaid postage within the US).</li>
<li>The bookkeeper&#8217;s role is transactional, laying the groundwork for the accountant&#8217;s role, which is more advisory and analytical in nature.</li>
<li>Accountants use bookkeeping records to assess big-picture finances and make smart business decisions.</li>
<li>These bookkeeper records will be crucial when it is time for your accountant to step in and handle the interpretation of this data.</li>
</ul>
<h2>To Ensure One Vote Per Person, Please Include the Following Info</h2>
<div style='text-align:center'><iframe width='564' height='310' src='https://www.youtube.com/embed/PzRRGYMQ22I' frameborder='0' alt='bookkeeper vs accountant salary' allowfullscreen></iframe></div>
<p>Here is more about what makes bookkeepers and accountants different, how to choose between the two, and whether you should trust your finances with software alone. This individual usually holds an accounting degree and is registered as a certified public accountant (CPA). To use that title, CPAs must pass the CPA exam—which is a highly valued credential in the accounting industry. Since accountants use the information gathered by bookkeepers to prepare larger financial statements and reports, the accounting process wouldn’t be possible without the help of bookkeepers. Bookkeepers generally need strong attention to detail, data entry skills, and proficiency in bookkeeping software. Accountants require analytical skills, a deeper understanding of financial principles, knowledge of accounting standards, and often more advanced education, e.g., a degree in accounting or finance.</p>
<h2>Bookkeeper vs. accountant: Which job is right for you?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/80f84a10ef.jpg" width="252px" alt="bookkeeper vs accountant salary"/></p>
<p>Their financial analyses and strategies are only as good as the data they’re provided with. Ultimately, your circumstance determines whether a bookkeeping certification would be worth it  for you. Junior bookkeepers looking to establish themselves in the field are arguably more likely to benefit from certification.</p>
<ul>
<li>To maximize earning potential and secure long-term job stability, it’s worth pursuing a career as an accountant.</li>
<li>Knowing the difference will help you make informed decisions about your financial management.</li>
<li>Credentials like the CB and CPB certifications may also help bookkeepers develop the superior skills that boost their overall compensation rates.</li>
<li>Experienced bookkeepers, on the other hand, may not see a significant return on investment.</li>
<li>A bookkeeper’s role is primarily transactional, dealing with the day-to-day recording of financial transactions, including purchases, sales, receipts, and payments.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/65f95c50-719e-46e7-91a7-7d7f0db06e7f.jpg" width="258px" alt="bookkeeper vs accountant salary"/></p>
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		<title>What Is the Face Value of a Bond and How It Differs From Market Value</title>
		<link>http://www.gadgetabbey.com/?p=15646</link>
		<comments>http://www.gadgetabbey.com/?p=15646#comments</comments>
		<pubDate>Wed, 03 Mar 2021 13:53:06 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://www.gadgetabbey.com/?p=15646</guid>
		<description><![CDATA[He is a CFA charterholder as well as holding FINRA Series 7, 55 &#38; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem. The price of a bond &#8230; <a href="http://www.gadgetabbey.com/?p=15646">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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width="257px" alt="what is a face value of a bond"/></p>
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<p>He is a CFA charterholder as well as holding FINRA Series 7, 55 &amp; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem. The price of a bond can change over time before it reaches maturity.</p>
</p>
<p>
<h2>Part 1: Tell Us More About Yourself</h2>
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<p>
<p>As with many other skills, given enough practice and background, pricing a bond will become second nature for individuals in a finance-focused role. When the price of the bond is beneath the face value, the bond is &#8220;trading at a discount.&#8221; When the price of the bond is above the face value, the bond is &#8220;trading at a premium.&#8221; In the above formula, “r” represents the interest rate, and “t” represents the number of years for each of the cash flows.</p>
</p>
<p>
<h2>Issuer&#8217;s Financial Health</h2>
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<p>
<p>For example, the face value of Apple shares is $0.00001, while the market value of each of its shares at the close of trading on June 10, 2024, was $193.12. While bond par values are generally static, a notable exception is inflation-linked bonds, whose par values are adjusted by inflation rates for preset periods. Credit rating agencies, while providing valuable insights into an issuer&#8217;s creditworthiness, may not always accurately reflect the true risk of a bond investment.</p>
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<p>
<p>After enrolling in a program, you may request a withdrawal with refund (minus a $100 nonrefundable enrollment fee) up until 24 hours after the start of your program. Please review the Program Policies page for more details on refunds and deferrals. Our easy online application is free, and no special documentation is required. All participants must be at least 18 years of age, proficient in English, and committed to learning and engaging with fellow participants throughout the program. Our easy online enrollment form is free, and no special documentation is required. No, all of our programs are 100 percent online, and available to participants regardless of their location.</p>
</p>
<p>
<p>11 Financial is a registered investment adviser located in Lufkin, Texas. 11 Financial may only transact business in those states in which it is registered, or qualifies for an exemption or exclusion from registration requirements. 11 Financial’s website is limited to the dissemination of general information pertaining to its advisory services, together with access to additional investment-related information, publications, and links.</p>
</p>
<p><img 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" width="258px" alt="what is a face value of a bond"/></p>
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<p>Below are additional details about bonds, the role they play in the global market, and step-by-step instructions you can use to price a bond. A financial professional will offer guidance based on the information provided and offer a no-obligation call to better <a href="https://turbo-tax.org/what-is-employee-expense-reimbursement-and-how/">what is employee expense reimbursement and how does it work</a> understand your situation. At Finance Strategists, we partner with financial experts to ensure the accuracy of our financial content.</p>
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<p>The price of a bond can fluctuate in the market by changes in interest rates while the face value remains fixed. Face value refers to the dollar value of a financial instrument when it is issued. The face value of a stock or bond does not equal its actual market value. Market value is determined based on principles of supply and demand, which are governed by the dollar figure where investors are willing to buy and sell the security at a given time. Depending on market conditions, the face value and market value may have very little correlation. Conversely, if interest rates are lower than the bond’s coupon rate, the bond is sold at a premium (above par).</p>
</p>
<p><img 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" width="258px" alt="what is a face value of a bond"/></p>
<p>
<p>You could use the current interest rate for similar 30-year bonds today, but for the sake of this example, plug in five percent. Now, you’re ready to value the individual cash flows and final face value payment in order to value your bond as a whole. These factors can alter the dynamics of the fixed-income market, potentially leading to inaccurate valuations and increased investment risk.</p>
</p>
<p>
<h2>Credit Rating Limitations</h2>
</p>
<p>
<p>You can manage this risk by sorting the bonds into two groups; junk and investment-grade bonds. Bond valuation, in effect, is calculating the present value of a bond’s expected future coupon payments. The theoretical fair value of a bond is calculated by discounting the future value of its coupon payments by an appropriate discount rate. Working with an adviser may come with potential downsides such as payment of fees (which will reduce returns). There are no guarantees that working with an adviser will yield positive returns.</p>
</p>
<p>
<ol>
<li>Depending on market conditions, the face value and market value may have very little correlation.</li>
<li>The maturity date is the date when the bond&#8217;s principal amount is due to be repaid to the bondholder.</li>
<li>The selling price of these securities, therefore, is dictated more by the psychology and competing opinions of investors than it is by the stated value of the security at issuance.</li>
<li>No, all of our programs are 100 percent online, and available to participants regardless of their location.</li>
<li>For information pertaining to the registration status of 11 Financial, please contact the state securities regulators for those states in which 11 Financial maintains a registration filing.</li>
</ol>
<p>
<p>She spent more than a decade as the contributing editor of J.K.Lasser&#8217;s Your Income Tax Guide and edited state specific legal treatises at ALM Media. She has shared her expertise as a guest on Bloomberg, CNN, Fox, NPR, CNBC and many other media outlets around the nation. Profit and prosper with the best of Kiplinger&#8217;s advice on investing, taxes, retirement, personal finance and <a href="https://www.adprun.net/taxable-income-vs-gross-income/">taxable income vs gross income</a> much more. Profit and prosper with the best of expert advice on investing, taxes, retirement, personal finance and more &#8211; straight to your e-mail.</p>
</p>
<p>
<p>They also need to worry about interest rate risk – that a change in prevailing interest rates will lower the value of your bond. Inflation expectations can affect bond  valuation, as they influence the real return on investment. Higher inflation expectations may lead to higher interest rates and lower bond prices, while lower inflation expectations can result in lower interest rates and higher bond prices. Duration is a measure of a bond&#8217;s price sensitivity to changes in interest rates. It estimates the weighted average time until the bond&#8217;s cash flows are received.</p>
</p>
<p>
<p>The main advantage of Treasuries is that they are exempt from local and state taxes. Also, the Treasuries have  the full backing of the federal government, which means there is little risk the company will default. The face value of corporate bonds is stated either as $1000 or $100. Federal and Municipal bonds each have par values of $10,000 and $5,000 respectively.</p>
</p>
<p>
<p>The face value of a bond is the starting point for gauging whether or not it’s a good investment for you. Combined with other factors like the coupon rate and time to maturity, an investor can determine how much money a bond will ultimately generate and its value relative to other bonds on the market. The credit rating for a bond is determined by bond rating companies, such as Moody&#8217;s or Standard &amp; Poors.</p></p>
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