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	<title>MB Center dental clinic CLUJ</title>
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	<description>dentist in Cluj Napoca</description>
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		<title>Abordarea multidisciplinara a pacientului pediatric</title>
		<link>http://blog.mbcenter.ro/2012/04/05/pacientul-pediatric-multidisciplinar/</link>
		<comments>http://blog.mbcenter.ro/2012/04/05/pacientul-pediatric-multidisciplinar/#comments</comments>
		<pubDate>Thu, 05 Apr 2012 20:56:59 +0000</pubDate>
		<dc:creator>MB Center</dc:creator>
				<category><![CDATA[Igiena orala perfecta]]></category>
		<category><![CDATA[MB Center NEWS]]></category>
		<category><![CDATA[Tratamente la copii]]></category>

		<guid isPermaLink="false">http://blog.mbcenter.ro/?p=529</guid>
		<description><![CDATA[Stomatologia moderna pediatrica urmareste acum o abordare interdisciplinara a pacientilor, in care discutia cu un specialist nutritionist-dietetician a parintelui, dar si cu un psiholog fac din tratamentul stomatologic unul de standard inalt, in care principalul tel este sanatatea, atat orala, cat si generala a fiecarui pacient. <a href="http://blog.mbcenter.ro/2012/04/05/pacientul-pediatric-multidisciplinar/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">Dr. Elena Amariei<br />
MB Center dental clinic Cluj<br />
<a href="http://www.dentistcopii.ro/">www.dentistcopii.ro</a></p>
<p style="text-align: justify;">Tinerii parinti, ingrijorati de sanatatea generala, dar si orala a copiilor, se intreaba din ce in ce mai frecvent: <em><strong><span style="color: #00ccff;">“Cand trebuie sa imi duc copilul prima data la consult stomatologic?”. </span></strong></em>Raspunsul este simplu:<strong><span style="color: #00ccff;">”Prima vizita pana la prima aniversare”</span></strong>, adica pana la 1 an.</p>
<p style="text-align: justify;">Aceasta varsta este ideala, atat pentru copil, pentru depistarea unor leziuni dentare sau patologii din sfera stomatologica cat mai devreme, dar si pentru parinte, printr-o informare si pregatire precoce din punctul de vedere al frecventei consulturilor si necesitatii tratamentelor stomatologice ulterioare. De asemenea, o prezentare la o varsta atat de frageda la consult stomatologic<strong><span style="color: #00ccff;"> scade frecventa tratamentelor restaurative si costisitoare, dificil de tolerat de pacientii de varste mici. </span></strong></p>
<p style="text-align: justify;">Totodata, stomatologia moderna urmareste o <strong><span style="color: #00ccff;">abordare multidisciplinara a micutilor pacienti,</span></strong> fiind pe deplin motivata prezenta <span style="color: #000000;">nutritionistului si a psihologului </span>in cabinetul stomatologic. Asadar suntem o echipa complexa formata din  <strong><span style="color: #00ccff;">medic dentist, dietetician si  psiholog</span></strong> care impreuna urmarim ca sanatatea orala sa fie perfect corelata cu sanatatea intregului organism in conditii optimizate de cooperare si eliminare a anxietatii.</p>
<p style="text-align: center;"><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/04/healty-smile.jpg"><img class="aligncenter size-full wp-image-539" title="healty smile" src="http://blog.mbcenter.ro/wp-content/uploads/2012/04/healty-smile.jpg" alt="" width="754" height="171" /></a></p>
<p style="text-align: justify;">Academia Americana de Stomatologie Pediatica(AAPD) publica periodic ghiduri cu recomandari ce recunosc necesitatea educatiei, preventiei, diagnosticului si tratamentelor la copii pentru mentinerea homeostaziei cavitatii orale.</p>
<p style="text-align: justify;"><strong><span style="color: #00ccff;">6 &#8211; 12 luni:</span></strong></p>
<ul style="text-align: justify;">
<li>Examinare   orala completa;</li>
<li>Instructaj   de igiena orala a copilului, explicat parintilor;</li>
<li>Indepartare   depozite supra/subgingivale;</li>
<li>Evaluarea    statusului sistemic/topic al fluorului si furnizarea informatiilor  necesare   in legatura cu administrarea fluorului;</li>
<li>Obiceiurile   alimentare ale copilului si legatura acestora cu sanatatea orala;</li>
<li>Evaluarea   varstei in legatura cu prevalent traumei orofaciale si atentionarea   parintilor;</li>
<li>Instructaj   pentru obiceiurile orale non-nutritive;</li>
<li>Evalueaza   necesitatea tratamentelor orale;</li>
<li>Anticiparea   tratamentelor ulterioare;</li>
<li>Colaborarea   cu medicul pediatru daca este nevoie;</li>
<li>Evaluarea   riscului de carie;</li>
<li>Determinarea   intervalului de reexaminare periodica.</li>
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<p><strong><span style="color: #00ccff;">12 &#8211; 24 luni:</span></strong></p>
<ul>
<li>Repetarea procedurilor de la 6-12      luni la fiecare 6 luni sau individualizat in fuctie de riscul      pacientului/susceptibilitatea la boala;</li>
<li>Obiceiuri alimentare (incluzand      tetina, biberonul, alimentatia la san) si indicatii daca este necesar;</li>
<li>Revizuirea statusului fluorului      pacientului si instructiuni pentru parinti;</li>
<li>Aplicatii topice cu fluor la 6      luni sau individualizat in functie de nevoile pacinetului</li>
</ul>
<p><strong><span style="color: #00ccff;">2 &#8211; 6 ani:</span></strong></p>
<ul>
<li>Repetarea procedurilor 12-24 luni      la 6 luni si instructaj de igiena orala conform varstei;</li>
<li>Periaj profesional la 6 luni sau      in functie de nevoile pacientului;</li>
<li>Instructiuni si servicii      stomatologice pentru preventia traumei orofaciale;</li>
<li>Preventive/tratament al      dezvoltarii malocluziilor;</li>
<li>Tratament al oricaror patologii      orale sau injurii, individualizate in functie de pacient;</li>
<li>Evaluarea dezvoltarii limbajului      si corectitudinea limbii vorbite, cu colaborare interdiciplinara daca se      impune</li>
</ul>
<p><strong><span style="color: #00ccff;">6-12 ani:</span></strong></p>
<ul>
<li>Repetarea procedurilor 2-6 ani la      6 luni sau individualizat;</li>
<li>Educatia referitoare la abuzul de      substante toxice(tutun etc.) si riscurile acestora;</li>
<li>Educatia referitoare la riscurile      piercing-urilor intraorale/periorale.</li>
</ul>
<p><strong><span style="color: #00ccff;">Peste 12 ani:</span></strong></p>
<ul>
<li>Repetarea procedurilor 6-12 ani la      6 luni sau individualizat;</li>
<li>Evaluarea prezentei, pozitiei,      dezvoltarii molarilor de minte, luand in considerare extractia acestora.</li>
<li>Trimiterea      pacientului catre un medic stomatolog generalist pentru monitorizare si      tratamente stomatologice necesare ulterior.</li>
</ul>
<p>Asadar, <span style="color: #00ccff;"><strong><span style="color: #00ccff;">leziunile carioase nu sunt tot ceea ce parintii trebuie sa stie despre sanatatea orala a copiilor lor</span></strong><strong>,</strong></span> vizita la 1 an fiind esentiala pentru inceperea monitorizarii pacientilor si profilaxia patologiilor stomatologice viitoare.</p>
<p>Stomatologia moderna pediatrica urmareste acum o abordare interdisciplinara a pacientilor, in care discutia cu un specialist nutritionist-dietetician a parintelui, dar si cu un psiholog fac din <strong><span style="color: #00ccff;">tratamentul stomatologic unul de standard inalt, in care principalul tel este sanatatea, atat orala, cat si generala a fiecarui pacient.</span></strong></p>
<p>Totodata, metodele actuale ale stomatologiei pediatrice si nu numai, cuprind tehnici de <strong><span style="color: #00ccff;">inhalosedare </span></strong>eficiente si usor de aplicat care transforma trecutul pacientilor anxiosi intr-un prezent calm si confortabil din punct de vedere al tratamentelor stomatologice. Tehnicile de inhalosedare cu protoxid de azot, folosite la scara larga in Statele Unite ale Americii si in multe tari din Europa, la inceput insa in Romania, promit pacientilor, mai ales copii, <strong><span style="color: #00ccff;">relaxare, incredere in medic si anularea fricii fata de cabinet</span></strong> si de ceea ce presupune acesta, iar practicianului posibilitatea efectuarii tratamentelor corect, in conditii optime.</p>
<p>Adoptam si noi, echipa de stomatologie pediatrica a clinicii MB Center, aceasta modalitate de a imbunatati experientele stomatologice ale copiilor anxiosi prin inhalosedare dar si prin sedinte de consiliere complexa de dieta si psihologie.</p>
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<address class="MsoNormal" style="text-align: justify;"><span style="color: #999999;">Bibliografie:</span></address>
<address class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -18pt;"><span style="color: #999999;">1.<span style="font: 7pt &amp;amp;amp;"> </span> American Academy of Pediatric Dentistry. Guideline on Periodicity of Examination, Preventive Dental Services, Anticipatory  Guidance/ Counseling, and Oral Treatment for Infants, Children and Adolescents, Pediatr Dent 2009;</span></address>
<address class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;"><span style="color: #999999;">2.<span style="font: 7pt &amp;amp;amp;"> </span>American Academy of Pediatric Dentistry.  Policy on Dental Home, Pediatr Dent 2010;</span></address>
<address class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;"><span style="color: #999999;">3.<span style="font: 7pt &amp;amp;amp;"> </span>Mc Donald, R. (2004), Dentistry for Children and Adolescent, Eighth Edition, Mosby,Missouri.</span></address>
<address class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;"><span style="color: #999999;">4.<span style="font: 7pt &amp;amp;amp;"> </span>Girdler, N.M. et al(2009), Sedation in Dentistry, Willey- Blackwell,United Kingdom.</span></address>
<address class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;"><span style="color: #999999;"><br />
</span></address>
<address class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;"><span style="color: #999999;"><br />
</span></address>
<address> </address>
<address style="text-align: center;"><a class="aligncenter" title="Dentist Copii" href="http://dentistcopii.ro/" target="_blank"><img 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lojc9ZwJ7784wxGLq5tLCbW+wcHH30m9h4V+qoljiqprUpmOyy1V8ocVVLXEamrVu46LvOdVgRPS80nCx6SZkcq7Y1EvbGwLbVu6L9Gfcp/MjHkWad9oag3GnOk0tqHi54TfwyclnlOyanjMuqY3FkldVRK7YekjkqpvUriqpZSRyWeI/x7X7w7MvfoYTr9IJ6YD0f7Ojv0X4o8tSLqiNRZKXFUymyVUke1zHlE7jgqd9UqqOMy72lZ8CTf2PzVE2rVlYh5o3F3LGb2RwytR+xH/riEazxr6+5w1BuJ4Ynk47uXo8clvrNS90mp+6jEfUTmrJI5q2W2SqntsMxeKXMeEbtrpc5q7vixg1Ok7WF683FqfVpvvFeldB0SUEcljiNCW5XUXimzH5Y5qqT2IzLXMTl1XOY5KfGfla0eFS11X7esJalo3BOJuRIJnXbJWvnH5a6L1Nq6Lxz2hqKOZHLRaHCdLQucEvtOy921UucRmb1SYqsU26tlzir5apXEd1Ri+CJ36ELNQjC+mFq/748P1B03f5HnOyr2VkvslXJ7lcx2WGKvlDmrpa6jMletjDouWz0t9x+XaNqPayJrVCzmjUSoeJT0he3qT42V7+ltlDeZ9oaj7licjK5hd9r9R0X+U/nuk3LquII6KnVWSR2VcvshqbNK6qiSUEcknqNS5yHO0InP7zt9D1NrD1PpcaN9vPYzZzXbc1TirpI6Dkkch+X2aoWzWuY4InHWKqhaOXVCtnpWGjgpXuq7ScRT7ljMF415EmsYpnfUvo81fUWEQp54whOOUYn4IuUxqT+PnBSsnpV5jkvcx6TUEamrSm6vklkrZfZKubNSSh2V+Wol+kO8/rb6+XD8YXL9UTI9Njiw8nehu0bsrhHaqkS2KpmtUmavlDmq5Y4aufO41H1C5j0lD58R22vfW9JqnGsJdzTmicZs8ZSu/5Ll8NsrmhVvOu0Lhb2RKJFMPZnoCxzbEzgt9Z6UUkeljmqJrVJqr5I5quXuSpm/WuKpFS18yhsZ7FtMbT5Mpcd1xomvPqKqOatHpO4qia1K/jSwo0ruqJa6jsldx+Wek/LAGZnnqOLh1LBxnfaEw+5IyLmWxlZWfIcUy+3HHYktTzjqDUepRELrcFvUfwudEHlPKagTcuqY3F0jdVXLbIdljsMSe5XUWSWhjsq8R4W6L4R9V68+TKQfJBKLydTAxMzDL9/11Ai8NXJnldhxWGKvlNmrZfYjMkeNjKpVULVy7ylZ4LSAOvPRw2WtfS3picY94agrvq4Zuus5JH08fMu+lqYiMW84YkuvzS0urh7/U+CMyHta4aqVuo/KXFWSf2BSKXM8VcExmbdGvPDlW0MT04vprUep9Qf+2FjDUcsXbPdRsatGYK0SW6sUtsNSe5XUXi131sipWrnnhNR3RhE6KdQ2VBKrAXci6onEPLG4weczq/+iu/B30h9ejcV94TAViy37Q0TnsXCtaPW01HNC6qyR2qul9sMSe6XMVaXwVUlWj0jt1ZyxLz+YIcwP1jYWE+n+3p6lzwT+owJftcRZKbNWSa2HpbbDMnuV1HlE6jomdx6X+k/Lg6ck5lPFi2arI5n2RSPuWNiSWDfc7aT+xl2amfBs0N5QxBON2pJrKwtzntq3g6flnpNyqlZOHZO7qmXOKoXjsMxRKbVXS5xVUvdRqbeGP/Ple2MPlh6trT9IJOcC4b7WZuOXAs8xsbtK4qiSOg5L7ZVSR7Xs6Tao4wrXcbnvtDR0kku0VC27Q1Qi4YsmvLGEyRcmmr+y1fxpicA9a2l3JOqNxHSJxOOb7dFa8epZqfekjKqVUkdkziqZvUpmqZTaqmSOSpnriNh7TGqv4o6e+GTS7HyY2ni0tjGlM8xVfkBVCqhasf2IyFYpsVXKrIelzmqZvVrmPCqjaqXek7LVs7LVGunjgR7bWoKKRD2RqDO5pl1etB1+50nfNXd6fTUU8oXC9mRyEceoM8WBU2LvKZn7mNRVLXVVyR1VMtthqeOwzHlY5qqReo9JsK/4Axeb5qLJxcT6w0R6dKBP87mQOiJyHxXZqiS2armtUmY/LLVXSx01ctcxufuExHtaHjottRz7YAXDnOmEJxp3R2OWeBLv7jAd/uOKVre6tuYLhT3hMJFYezzSE6hVrJ6WeU7KPEfl7iMyV43UXi19yqy9UuqqFvmOSdxV/PEj+ycwkyaxsRLwPVlLT/R0a/4u8R7f0/nWS7JvoIKvI+As91UV/4WTL3xfvYf3hNST66me6Xsrgu+OlL993x00hcNkKGyJxUdMzplS9upbDNfbLFN+BqlgkfJsgyhHx8vCuCw9LwfnZ2PiLJNim5bD6Ch9azwQH46HJpPxHp3xlvBXFiHTKNuGibbpBNk6bqaOl6kXskgJi5RnEQqW4+1Mz96M5Xd+NLC4pE9tmAIBcyw64/SMlov8uehg1f7H0ZQ1HDaG/LpkcqL7rkXxdffeDNs7WUZFhlHOMkizMEE2xsvC+Nm4IEcryiJkOTgbuVX69rg3MhaN9kaCE+n17vHZgV3fMitycPEzOhFLK8zR8nJw4TZclE3Kckh5ljE/07Y3y5ePzlewB81eMhIxBdxEIjnxcOnenp+RuTl3WuqJ9S1TOGiMBO9H1rqOf+WTZzv35lj3ZJnkGaQ8CxdlY4JsHT8b423DeCxCkGVR5DzcnXH15LGpVHowGhmMxKajyeuffITnoUbZNkyYhQtYGD9by8vBBdsIcZZRnmWUsyxvsRx7WTYRs+/ckSfJGBEJkMEgkUjcqTvtyGVNlokXXD5TJGAOhLBEvG9xWf/eL31vMe1vs0g5CxNk6bjZGCdHz8/WC7L1khyzInvyzeyLLS2zGxtD4eD0Bn3p0sXpP2yzSrP0kmd0wm06fo6OzcJ5LIMoi5BlkwqWMT/T+TbLk58x9YliMpgwhsOmYMCUTnVNTmPyHxu4/zrQ10Wk1k2hoCkaWgzG7x05SMkyHHszzW+xSAXLKM/Si1k6fpaOm6UXZGP8HJ0k26zIXtiZfau5YTq+0R8K9kfDs+mtq9WHF3YxjPKvYeIcrTBbK8jBeNl6/jaDZJtRkUPIM017WI692R4Fs//80flI2hTwkcFVbG2jt0VlFOTck/zP2JMVU3zNGA4aE7E+g/N+4Zv+t5j2vTnmfJZRnklIWLgoCxNk63jb9IIcnMckRdk2GWuI8x9dU/cmU8n+SHQ8lRrU4P2in1tETFL2NVyQhQmytLxsnP+MQZRNSFlGKcukyLS8ne3Zm7ks+4+B2Rn9WoQIh4zRyILLPVIhc+5kDtSf0cWTllDQHIo8jCcHOhs8smeovVm2PSyDJBPjZ+s42TgvS8/PwQRZpGybSZxxS/izriX9xFpiJBqajKx1lr+vzUMtsmcwUY5WkIPzs3QcFi7MMogzTbIsUsGy7sl0v5NhkWUPdNY/XqdNwYAxHNAlk3fPVns5WTMfvDJptlljcWMoQCSi0xih2fc779tM616WcU8mKc80yrNxUTbGz9bzsnHBNq0gG5fkmMXMQfEv+h4uT8VTvRH/SDw25ly9vucNQpRBSv5JJ8rSCbdpBNk6PssgzCGl2UZ5NiFn2d7J8bzNJPd+7+7kDBZfMwU8hkho0RcaOCCn2GjXx+89jqRMkagx5Ncl09e7+417vku9k2l/J9ukyCDlLL0oCxdkYbxsHe8ZnJeN8TNN0m0kH722TzDm8Y/GIv2R6P3NrVsdrfM7c8wylkH8DMZnYYJsHTcHF2zTi1ikLIuUscz5LOs7OV4FY6JUMEt5iXiACAXNqeTg5LRG+oMlyQ9H5x+Qiag1GDFGImMu//yn76zKGc69mZZ8ll6YhfGzMW4WzsvR83L0wiyjYttyHqN9/3uTkeRINDyZSnUtY3d5/2MVZRql23SibVphto7DwngsvZBFSFikLIuUZzrfzvS+k7H0x//qX9LiqXVTMGiOR6Zs1ERRnjcXGTj21+XYuiUcMkaCWGJt8vY1q+JrznczzG9nkgqWUcEiJFm4IBvjZuH8bEyQoxHlEPJsnI3eOvD++GpkJBLpi4Sm0utd/aMDb37DosgxiLZphTk6YbaOn4UJcnBhDinPJuQsUpFpeyfHr0DvHxAO2QJkJGQK+vSp+MT84nz+Twzsr3VfaiXXaWM4ZA6HZ0PJnuq/rCqyXXtzzHuyCHkmIWXhomxMkKXj5ej5z2C8TIMgyyrPfrCLdf38mem19MBTd4XiN/bv1bNRk2wbLszW8Vk6fpaOl20QbCPELKPsqbuyXHuzbaKM3oYzK6kUEQ0aQwF9PN59/ii1O3PswJ5FT8AcDlgCYSwe772/SPzpZ949GY63WUZZpkHCwkRZuCBbx3sG52fhXCYpzrbJM/u5P+y592AymeiPhKfW0gNPtAPCn1nEDFL6jJbPwgRZGD8b5z9jEOYQUpZRxjIqWNZ3st17M5bk3x+6t0CkIkQ4aIpG5uyOiRKR482MgRY1Fo9bggFLMLQYTQ60qtzSbNdelnVPJiHPJOWZBnEOLvgazs/B+dkYL8cgyCJlWY92ode/+nwssT686u96MDUTDg2ZXRc/5F38NetP30RE/wLJvpUB6ngvNgheqXvjF9XfBk178x56vFca1dPbwZ3Xv9U/+wBPp/FIFF+LD+Omube3u6XAlg/MMsgkQQghhPFgLRvWcmEtF9VwwTIXMvBBz6v/1NvVf39zq9/jHY8E76e2rld+OfMKMPAQLQfR8hAdF9GxYS0bwvkQKYaMEsgih10KoBX+292ByeX0liESMayvDU1NDbzxDd3vwXX2T4a0evNaWh+LPEqk7qrOWXgZDjkwyyGTFCFFkIEPY3kozkb1HFTHQ5bYEMEBUztZN65cW9iiRwPRbrd3KhGf8IUuF+5ZeR3oeEDHgTEuQ8uFdBxIxwEGIWSUQEYZsCqARwLuv/vbXq0VX4uTYb9+ffNmW9P071lPdoDOIvmsN0ykkvpEeCaSuvnxh24+MOcDSz4wSgEpRPUcBOPAGBfRcVENF1rhAJwL7ub+6PbiysLmejfl7g+E59c3bl2+Pvw6g+BDGjas46IYD8W5iJYNYTyIFCNGCTDLgE0B7BwwcPQvi4k1fSxMRGPzVOhGgXDpFTDI+fee+3PG9Lo+FMbS63d6xrSKb7pkwKIAJimMc2AtG9JyYS0P0XIgLRfW5YKrkpcmHd7JaKzP651KxadcoSuyV7W7gI6LarmolofqOPBKHqTjwAYhTIqBSQrZ5JBLAqY+2jlkXdXHk4ZYVJtev3X80MxL4NHLoHX/e0vxNTIWxVPxCYd3pEzqEQKrAjLLYJMEJoQwzoF1eQjOQXA+quGiGg4g8sAd6S8G9Ja59ObgarBv1T+/vtF971FP3o/0eUDLhjEOA+MwdFxIy4UxHiDFkFEKm+TAroAoIej9snw6lNZH/KZEdN4fu1721sNXwewOVme9Cktv4vEosZ66+wSfkf3MIwWWPZBJBpkkEMFHcQ6K8WCMi+p4jGUO0PHA0pvgUuE7o6H4vVjsJuWZiMWnI8nLBz569AeA8WAtB9bxUB0XwbiojgPpBahRzDBLgFkBKAXQ8p/pHxnSrK0bYmFDIj04Pd+X+z3tq+BGsWDGFyBja4ZoaCGy1n3kK6cYsucDkxyQIkiXB56OX8NFVtgwxgOzO8DVLz+dX6OHV/2DQf/s5lbf4Hj3q18j+UDDhrVcRMuFtWxYmwcwLkSKIFIKm2WQXQGsPLjnRM1ccsMQi5LJ5LzTfXvva49fBSMvZV2+ctG0RetjESyd6h6bfSL/ASUFFgVkksJGMUzwYYwN43kIzkEwPmOZDWMcsLwTXPms9F5qYyoS7/b4R4Kh+6n1S+fP39uB6nlAy4ZwLgPjoDou0HEgvQAiJbBRCswK4JQBg+hrt291PVnfJMI+0+b6wIPlPu6PVnaALu5Pux8sGTc2DdGIdoO+0txKcpg2BbAogEkGSBGk5zJ0HATjwjouquWhy2xgEICJ3zMuN7bNb9LDq6t3vav31tcGlokb3P8iONlpD6oAACAASURBVEDLgbUcVMdHMC6i5UA6LmwQIaQEMcmAWQEoMZj58NUJuwePRw3RqCa2efN07ewr6PwO6FrjGV06bQhHiWR8EHfO7HvDIwEWBWRSwHoBpM2DtRxEx0M0XHiFAxN8qGvH13uHxu5tbPV5PWOx0Fxy89oXf723A+h5iIaD6ngo9hQuDqwXwEYJYpRAFjnkkoMV8Xfujt3TrG0awhH9+sbAyMjg61/T/B5c4/581GA0raX0sejDeOrumVqbALXJIbMMNsoQUgQbeIg2F8bYKP70FHnAwAETu7Jv3r7z1F29Xu9MKjFGBa58KNG8AXQcCOPAOJep40IYF8K4wCAERjFklAKrAvJIwOz7v+vXO/BklIwEsI2tGw0XZl/LXHoVulj+7vxq1JBKEonoVCB+p+IdrxCY84FJDkxiQAoQPRfFuBDGRTAuQ8OFljkA54DbnJ91PcEfrK93uT2DwfDcxsb1to7R36OkANKwYR0Pxbj/KAXjQYQYIaWQSQ5s+cDKAQNn/vdhckMfCxliiTnH6s332SsvgwHe93sXH5JraX0kpEuv377dj8v+zSEHZgUwSiCCj+CcpzFQjI8ucYCWCx7/AVwsfX88kpqJRm5SnslYbDqUvFT27pM/AJwHaTgwxmNgXETHgbUcYBAgRjFCSv9B67Lgn/vHRzWpNUM0jMfT/eP3+nd9Z+VVcKNcPucPGuJxIhqeD6W6qz91iYBNAYxyYJFCRhHAuUDHRjAuivHQFS6ywgE4G3Tt/u6didn7m5s9Tk/bqeqxRKI34D21l3v4X0HBt5E932Tk/x8maBFubxe/2Jr7y1P/xTj+I9D8oeJG4d7B56Du7Zm3Ll7B0luWcEyTXh8YHNPwvk1JIMce2JGP2GQMixQ1ihFSiBiEqF7IwPgoIWJod4L6d3mDXt/cZur6o5XxgH+OTl+aXria+596LoTxUb2AQYqYpAg1iGBSilhlqEOO2PIZDjnDzmXdPn/6cXLLlFgzbmxdqasbfCV74Dlwa3vO4PCkcWvLmEw+jKZvVOz1CGC7AnEoELsCtcgZRimqF0GkkEEKMvQCBONDBh64If7vGybLPL3ZYzY13um/F4/eo+lzLa0jv88yiQAmQHEhkxTBpBAmhJBJCtvlqEOB2vcwKDnQ8L7Z19un2VwzJ+JYYrPzQOnYb6HJ56G21/5zZAkzb9BEOjHu8E6997JPCGxyhiMftcoRUgYTEtgohI1CxCBk6AVMnYDxeDdQ/1U5HE8u0Jvt9xZuLuse0Fu3LI7Wt1/D2QATIAYBkxAySCFiFKJGKWKSI1Y54lQgDjlCccHC396aCyWNyZR9bbNrXnsj96cjvwG3X8jp6emx0bQxFtOlt26dOmFmQ04Zas9HrfmoUYgQAkQvRDEhA+MjJhEysQOpO31yjt4ad7tvLGP307Hpzc36U7UTbyAGMYLxmYSQYRIxCTFMiGGLFLHJEWc+as/P8IqhJdlPeqYeEOlN09r6wmr0inLP8Atg8Nfghvy1BXfQvJY0bm72L2Pj4v8KSCG7AnUoUJsMNckZhBghhKhRxCSETIzPMAjgx2+A1s/2Da5tzdPpzqnZy7Pz81ubQ8n0GeUeXS5kECI6AWoQMEgxTAghoxi2yhCbHLXnow4FSonA1Puvj5kdhnTKup6e0lqusH89+Vto7FlQ/5FCm9g0JpO6zXTP4DDG2eaWQjYFw6ZALArYKEMJMWIUwQYhohcwMX6mXoAM7drWeP36PXpzOp6o6xue8AXu0XRjV3ffrn8leQDjMwlhBiFASCFsFMNGKWKWo3YF6shHXTLYymVOXG1d2aCNsSiR2uq80Nj/AnPkWXBJ9Oycw2NJrZuTyVkqOPgh2yMENkWGLZ9hlaNGIUwIUFzIwPiIno8aeeDK7u9dnp1/RG91aw29Ftt9OtXr8Te8x1vZBXABivFRQsgkREyDGDZKGFYZYpUj9nzUkc/w8qChij1TrpAptW7bpHvvPbyT9+P+50Hfz8Hto5X4Bm2Kxw00fa25Ec/LpBSIXY465KhVjhplqF6MGEWoUZChF6I4FzGKoZE3WG3dt6ZpeioWqr/ZO2CzP6DpziVde+4PLAKA8RFMwCCEqFEEE3zIIkGtctSpQB35iFMBW9mMviNfLiTXjMmolaZvdlzv2Z4z/ix0+7eMK62tVpo2JuKLqc3+qj9TecAmR+z5qE2BmmUIKUMJIWwUIgQf0QsycUEmzgVtimdv6a0L9FaX2dQ6Oj23sT6yllZ9fuDhLsgggnBBBiFCCSFCClGTBDHJEKsCdShgp5zhFAPtO/81odMbNjatyeQcFevYt2f4N2DwN+Dylx8btmhjJEZubPaNzi5yv+GWAWs+07aHYZShhBA1CFGDAMX4iF6ILu8EdQXSoUBwIb127dHyRCgwR693jk1f3/UdPQ/oBKheyDCKGKQIMUhgkwyxyRCHArUrGJScYeFm36lXL6c2TfEUmaYvnz019FLmwPPQrd/9y/DEfdPGpimZmI8kb5bIvHzYIWc45IhNjpplKClh6IUIKURIYYZewMB5kIELrip+c8vmfEBvdpNE092BmUTsPk2fqVONv55hFMA6AYwLGaQQJYWIUQhbpKhdgdoVqF2OuuVgSfDvfUMj2o01czKmiaY7Sj8aexaafg60vvHjcR1pWqeJtcSo2Tm793mfCFjlqD0fsSoQowwxSBBSABsFiF7AwAWZuIDxcBdQf1E+lkzPb623Tt/v0hIL9NZ10tSueAHnAlyA6gUMUsAgBQgpRIxS2CxHrXLEoUAcCpRig/v/+/5cNG1MrFnTG3emH9/Y+cPh34BbL/1T79CQjabJaHQlvXXnWLWFDTnlqE3BsClQkxw1iBGjCCYEiEGYgfFZej7Sv+trTbfv3qe3pmLRur6RSX/oPk033LzRv+vrJB/CBExCwCAEMCFECBFi/getsCOf4ZTBZm7G+I325Q3aFIsbklsdZy70b0dHngUXZS/OUz5zat2UXJuxrw6+/6ZHBGwKpk3BtCqYZjlilMCEACFFiEHA0AoYuBBoc6G6wj2D0ejcxuaN+/MDBZJr9xcufvLBhZ8g53+CVnwXffs7jLe+zQSt4t9dUrx4ifur+p/nNP431Phj6NIvmb0vQpO/Aw1/PqhJJqlEemWTvlpzyLILcUphZz7TrWBSUqZVyDCKMgg+bOAgBA/VC5mkEJ74A1PVUDdB0xMba5euXL+sIabp9aFU+kLJWyu7AcFD9TyGnoMYuDAphC1ihkOMumWZrnymU45QbDBY+u5yZMOaTBiSm+0VpSPbQc9zYOLlnIsnzxrWacfGxozdO56/3cMBNjnqUWRQ8gyrOMP8NAYXxrmwgc/AecjKbtBS/l5/cm2Kpi/1DZ7/4IPeQHhua6vHSt2VP0twgF6IYnzYwIUNPNgoQKxi1CVheuVZjnymXY5Yd8K3Tx7TpGnXRnrW7Lkoe3Pst2BkO+j93dd6B8acm7SZXu8em33C+7ZHAJxyJpWf6VQwrRLUJIQJHoRzAM6DMR5iESFDO3Iu3rgxQdNjNN1cV9dwoX6apsdouu6rT2Z2AIMEJQQowYUILmTkwRYxYhejLlkmlZ/pkDFdfLD41q9nCIdjc5Oi6as3+m6+8M/D28Hgb6DuU+fITdqe3pgPx8f2/8mRCxxypis/k5JlGoUIzoUMPFgvQPRChBRCVzg/7lwxTNP0kNvZ0nKxJxydpreuavBL7B+Y+JCBz9TzET0XJniQWYRYJQynhOFRZNjfYrolwLCT1dfcYaRp+3p6BrNe2v3b0e1g+HnQlfvf3VOLjq0N8xbd1zew8kaWWwpc8gx3Pssly7CImCYRk+AhBg6s56J6PsPAB+Nvspo7O8dpenydVn/+95ZTpyZoenZr4+rd7ok3MoxiGOczcB5C8CCCD5tFqF3MoKQZbgXLkZ/hFIEl3n90T9530LR9ffNO1/CdV/5t5Dl44jlwQ7pjwel3rm8ur2/cPVZlywVOCepSsFyKLLuMaZUgJgFs4MIGLqznwwQfJbjgsvA3d4y2KXq9Pxg99/GBawuPZ+itbq+/UfQcxgF6EcMgQAxcmODCZgFqFyN2CYOSZ7oUGTYpw5kHJr4sX1mjncmUfp2uO3Bg7HlkaDvofvXfJ+ZWbJub1s2t4UcrD4U/dQmBPZ/lzmc5pE8xgQ08RC9g4kJkJQ/UFb/bl9qcpDdvT8+09AyPbWxO03R9Y93Y60wjH9bzEAMXMXAhkg9ZJAzb01PkZzoUDJ8AzAr/78yyybK5Yae3brbf6N6+rf85MPkiuPzR3nlvmNpYX16n+788YH8dOBQIpWC65Zl2CdMsZpoEDAMX0XMQAx8x8BkEF1wT/eoGbpyg6W6769zbe27MLdyj6bHk2rVPS5f+AAgRgvMRPQ8meIhRgNokDLuY6ZFnUflM2x4mlQeGC3hT7pBnc0OXWLv0xd+HngUDz0GjvwY3aiqNadq+uT5m84y+/wcvBzhkTCo/05WfaZMyLGKE5EEGLoRzEZyPGgXo4utQ26cVw+sbUzR9bXbu7CefDEViMzTd0dd/+2WGUYIYhKieBxt4EMFHLGLEIUZd0gwqP9MlZzpEiIGdM9rTb6JpanNz0uBoynt28gUw9Ftw513JUiDlSK3pNun+pgZiJ9MpQxz5mW55hlnMMPBgAwc28BG9gEkIobE3WPUdnRM0PbGe6Lx49QpmnqY3B+Ip1T6JLhcQAhTnoXoubOBCJgFslTDsUqZbkeHMZzplCJUHBvYXrMQ2rWsJfWK9o1A5sh3qfRaMvfLMxXP15Abt3NyYMjunpL9284BdwfQqWJQ8wy7OMIuZJB8huDDORfV8FOfDy7tB0yfKgbX1KZq+dKfrQkFBXzg+v7XZRdq6xL8geADnozgP1fNggo+YhKhNwnBJmD45y5mf4ZDB5p3o7fOn8TRNbaSnCMdl8Wujz4Hh50HPS98YHLvn3KCN9Prd/pEV7r+6hZBTzqLyM51ypkWCmoUQwYH0XAjnI3oewypC+l975mJXzzi9NU7TjWfONDa2ztD02NZm3adlc68BQozgApTgwgYuRPJhuwi1i1GnnOlSZDhkTIoHFv74wj2r27lOO2n68sVbt7Y/M7odDPwW6r7QaNyiHen1uVBsvHSPIw/YFUyXPIuSZ1olKMmHCA6E8yCcjxh4KMGBLomf77K6JumNfn/43IGKG4+WZ+itOy53M/+XOBfgIpTgwQQPJviwSYhYxYhdzKAUGa78TIeE6cgFY5WfrKRpZyqlT2/VlRWNbYeGtoOu178/9QCzbW6aNzdHHiw9Ev6QEgCHItOpyHDKMu0S1CZikDzEwINwHqLnoxYhNPp79OLVi2M0PUHTHU3n517JbtvxvY6fMJr/B2r+OfqXH2a8+x/on77NAHflz/ZItvfu/u+LPwWN3weN3wfN3wPtPwBjPwONeyUr0YRtnX4YSI3sE7jygF2KWiVZVlE2wUUNHBhnw3ge0OUBnAPr+UwTB7q668edi8tTNN1lc/bv2Xm9tnJ4gx6iaXV94/irDFIIYVxIlwu0u4GeDes5qIHDsAizLbIsmxzx8MFjyS8nV/T2rXVtbP3WB7IHz4KRl+DHLzE6/vKJfo120nTv3WFt7nc8YmCRZVgl2SZBpoGD6DmwLhdguUCXB3Q82CREh19mNre0T9B0XzzZV/7R0o5vXunpG6bpkQ26ruw9zU5A8CE9F8JygS4X4BzYwEcIPmoVsWzSLIuUQbHBmFL4OJDw0PTIirGL/8u558DUi8y5FzOGrl+1bNE4TfeeOkn+HnaIYbsswyzOJvkZeg6s58BYLqTbDTA2wAUImQdaedtvYKZJmr5hdvcLXh5T5N52B2dourm7/85r24wcWCeA9BxYlwdheZCBDZFsmOQxLeJsmyyTEkMrO3PGeoetNO2i6TutV/p+i9z7HZj/JRj46tOVNdqxSU+ukAvC/3HyIYsMtUmyrPxMnA1heTDGhnAeQgjRpddBo/Lt7khygqbvDPT0s5+9OTE7QdO3QvG6AsXyG0AvQDE2pM0FWC7QsxE9ByW5DKso26zIdEgh124w8UnBo2jKubU5+UTb/cp37r0Ipl8Co69988aNfgdN61N01xefUXmwXQLZJFlWURbBYxg4qIGD/KMRNoTzEZINXcz72TWNeYamby5h8+xfjO159YbFOUnT17Smy+wfGTmA4CF6DqTbDWF5EM6B9TzYzGfaxSyrnGWXAHInOqC6YNyirRv09fbLk7/LnP0ddH87GBX/4h5usdP0A39idG+ekwNsMqZNlmkRZZF8hp4L9BwI2w1heZCOCxFC5PHvgfrjiqHkxhhNX7rTM/v8v98+dnR4kx7ZoC98fnBuByCEMMZ9WgrA2RDBgUgObOKzrLJsh4xJccG9t16et3udW5tEmu7Y9+7cdjC7HZ556Z9HByZMW7Rxix5obSN2ZtrEkFWeaRflGLkoxgZPf9PzUJMQHnsls765ZYSmB9NbXV9+3PUnUbcnME7TrfNL13b9kOQAHR/RsiFdLoTnwXouquegRn6GVZJjkTMoCWTc9czYlaskTVvorS6VavJXYPwl+MmL0HXJG9NmN0XTMwQ1mf/6Kh/YpAybJMciYBEc1MBF8Kek5AEdByKF8KPXQX3ZhwOJjXGavt7Upn3p6zcrP+1Nb03RdGNL6+TrGSYeMPBgPA/6ByZchODCFkGmTZJlkTM9ArDI//7E4oqLph8HU1f3f7D4LJh4ibn4LOj7vESb2LDQ9OjkwsM/fMMpAnY5wybJNgkz9VzYwIH1bEi3G+jygI6PGPmg97Wvt169O0HTA+tbN/564P7LP7gyNTdF09dN7hbxb/FdEC4Geg6EsyEtGxjYEJkHG7kMkzjLKmNRUqbpTTBS/Tme3qJoenbZcvW1Hy6+CN3/LRiV77jnCNk36SfhtdHSdxy5wCJlWOUsm5Cl5yC6PEiXB+FcGBcgJBtczv2fK8v6KZq+a7b2y9+4ceb46CY9SNMXzp6b3IGSQkjHhbS5QJcL9HkwzkEILsMqzLLIWE/d9VD+7AxutG+tayKp23v5C8+BkRfhRy8xOv7+v4YN2knTPde7dbv/jRIDmyzTJso28pkGLqLnwlguhOVBWB7AubBJAA2+wmq5eH2Cpnuisf6ivY9+/60rg8NjND2c2qorzNftAgQf0nMQbR7AciGcDeu5MMlHbMIMqzzLKoWpPDBSrHgSTrvprcGHeC/7v+eeB1MvMu6/nDN8945ti9bRdG9NtekNyCaF7bJMiyTbKGAaODDBgbFcoM0FOjbABSiRC1qEL90mbZM0fYNwDLKfG3xHcHc1Mk3TjTfvdu1gkTxEKwAGDqTNgzA2ZGAjBjZM8pkWSZZNlkFJoOVd/zI+Mm2jaQdN31K3DT0Lz70Izf0a9B+p1K7Tji164qHuIf8nLh5klaE2SbaZzzSwIT0H0u0GulxYxwWEAHrwOqz6659H05vjNH3x2q37z33n5snjo1v08Dp94a9l8zsAIUIwHtCzISwX4HlAz4FINmISZtqkLLuM6eKC2b07Flx+5+aWIUV3vrdnfjuY2Q5Nv/z14dF75k3auEUPNDQ9pdUiz7CJss08JsFGCA6CsWFtHqTjwCQPMvKg9l3/eVmDTdL0HZPlCv8Pd37OaPghU/V9RP090PE9uPLboOL/gAPfBeBW/quX/si7VPTH5pJ36z8tU9d8deZ47aHjJ1RH/nL7/BlTctNI0xdvDTza+S2XEJgEMCnI0POytGxUmwfpdkO6XEi3G2jzIAMHevwaUB34cGxjo3+T7lCpyNeYU6L/27Gkn6LpO7jlEvcXxG6g5QJNHtDugrS5kCYP1rAZGDcDF2QSAsQhBPpd2Z3nVBqaxjfo638pvf8smH0FTP4auV13wUjTT2j6VlUl8TriEEOkgIELszBuhpaNaHYDzW6gyQW6PEjLhYy7oUucX93BjRM03dTVvbD76/5doOt9wRVPcIymm1qap15imNlAw4a1ubBmN1jJhVbyYA0bxnkMgscwCmAPHyxwvn2ld9xI0w+c/uuK1x89Dx68wuh/NmNiYsJE0yOOQO8f+e6dgBTCpAAleSyMw9DkQZo8SLcL0uyCdHmQngsvvgoa/n5wZHNjZItuPHHa8iaD3JXRceH8yBY9EEm0yl7BXwcrPBTPg1dygSYXaHdDujxIx0YJXhYpRC18hnUXdOWzg/cTKSdN9/QM9ryw7dFLYPKXcG/9WXKTXtmkr6ubiJ3ZXgFMCGCCn6HnMvFcGMuFdLmQlgMINuh/ldV87dosTd/yBG8p5a7XwLWDH96OpmZpurXz4sirWXoOpOFAulxIkwut7IY1eaiWg2L8TL0ANQohtwBMcH98a27FTNP3zK7b7F8++B2Yex70vPHD8UcrNpqe8oT6FW9QHGAWQnpBBi5kaTkMbS6kyQXa3UCbB2nyID0PevIaaDhYOJla71pbb//fP9vfBMZdSMepM7003RuOtxS9pX0VGNhghQ1pdkNPS1lmwxgHNXAZJJ9hEcJuNuh+N3fQ4jXT9NDwxMD2bY9fAXPPgTvSF5b9EYKmrw9MP9z9XQcHkEKY4DMN3AxdHqLJBdpcSLvrH7c1cuG+V7e19g5M0/Q1KnTjfWl4F5gW/fTy/ONpmr4yOXXnhWdINqTloNo8sPy0lFxImwfrORlGQYZJADs4yOPcb1652YXRtHmTbv90//1nwYOX4f5XvjW7pLHQ9KQv2l30licXOAQowUdIXqaODetyIV0urM0DGAcY3gStvF/dMtnHabpzen6O/X3DH7KaOy+P0PR4Yr2h7P2l1wHOgTQcoN0NNLsgbS68wka1HAYmYBECxCKEXHnQ1aK3Z8LrFpruvXFz9LnMuZfB3C/BzcK3lyMpgqa7ByYW3vhnSgJMfFgvYOl4TC0H0eRB///GVtgQyQGDr36t/cq1GZruNJh7ZC8GdoM5zg/apxZGafrK4vLt3T8w7gRaDqTNgzS7wMpusJwHadgwxmUSPCbJBw4hMO5CL9cceZSm8fWtG4c/vf9r8GAHMvlz0FP7lXGLfrhBX6ustr0Bm/kwKYQIPkPPztDmwSu58D9KyQM4G9bvAm3SF29TvkmabhqZn2N/378L3Cjb2x2KTdF026FP518AOh6sY8PaXEiTC+l2Q9pcGMtFCG4WIUBNAoTKhQfe2tFH2Gw0vWB1d3J//eQFcP9Z0LVPoI1tGbfou7MP73N/4uMBkwAmeAyCl6nLg3W7AbYbaNiQngMWdwDVX0vHt7b61+mLp0+aXkPHpb/p1JqmaPrWsv5y3k/1uWCFA2lzn6oG0uTCWjaCcTNxQSYpQBxCoN2d1dnQoqNpLE1f3//h3LPg3svQ+G8Yd1uaLTT9eIu+9b+fGd+AHULIKEBxIUvLQ7VsWJMLNLuBbjekY0NaLkTuAhf5z3WR1jGabr5x89Guf17NBXeVimvB6DhNN9VfmH0ZNnEgDQfS5D7FBKzkQho2jPOYJI9hFMBuPpjjfvf68D0TTc/ZvDfFLz1+Hiy8gvY9nzN1/56ZpgfNvoG3dlE7ASmEjEKE5GdiHKYmF1rJg3S7Ie0uoMuDDFx47lWo/tBnI1vrA5t0U02tfRdk2J3T3tg0StP9/nCr4Dn8DbDCRTA2tLIbaHMhbS6ky4VwNpPgZxmFiI2HWnail778bCGVdtL0nVtdA89nP3oZGv8V0t/WYNyil9bp/0eDWYbFeW1vfz3POMTbHnnbnp5/JcQDjAuaAGNAvDEYASJtTk89HkYgHiBYIECCu87MM47rCINrEpIQd9e2mfdDcq5rf937ute99v3b69qVaemXQsm3V+MurkIvRlImxMRhATIqQkfCkGEBMi5ELoWjuoC5BZamNre74trDWmnEMz60rF1a5hxsd7vLLI0alsclMTIsxo+KkOEwGH0vQ4hOiCkXI4mXItEbYnyv4J9lDdi42z31p7vw9//20MDJQ/SBn3eMTk673S13nmh3fHuHD9dW4yYj0YsRlLFw/KgQHRHAmBAZE8CYGHcpAu3nQfFvMvPrPxtfvy3W6dOz8xJrsBPnq1PSzmQcPVyceODg1lUxrMWxC+eBqa3VOjhgvHzZcOeB4dlLw5u3+nd/NrjdlX+49ZdvTDy913n3UbFs0x0+3FlLngrHX4wgjIhwQwIYEcIoH5kQoSMCZECMmxAjjbyPijSGTre79tZD3Sa/G3wYW4kr2L+n5a8/9X+58w/tc/mhw+HooAgZEyBjfGSUDyMCGBEg42LchBB3bTXxQSS+brW/YfzytNttsLbVc/8+5AOlIUuaRyZvuN2a8ammDfSnkXB1FWFSjJsQE0aE6PuLNSxEBoXIoBA3HI5z+SPnDuxrdLsb7j0t3xp+OQyuRUBv4Jycc/ltbnfVxHSp2GcyDPrD8SMidFQEIwIY5MOwABkVoxfE+Isi/I01pBuhUPpDbM+zF9feuUuys000So83nJdEOO49mnjnLs85NxQ889563FQ4YVKMnxTh3xcyJEBGRbghAX5IRBgLg6bQuUXWjm63u6x/zCTyviqCKSFoV9NqL19tc7vz0/M6/D3GwpEhETIqwI8KkCE+DAphmI9OCAmTIvRqOOHOGrRV+E1ti23K7Xbce1S0NbJnOdQH/FvncN1xu40Xp7Xrgu6tgtsRnhdEhAtiwogQHRcg40JkUIgMROAmQtGKddy66TudbncJZrGt+PimENpX/LOw3tjtdldM3apdzRoPgb5w/LAIGROgo2HICB9GBDAmQidEuAti3J01pCthxILdv7revrvwh7s8UdG+DLUvg/M/bRt7/ecFt7ukonwybM79NfhLEehEOH4snDAseD/II+8NGRLjJyLA5DenQN/U7nYXtNgagz+7HgHTAsDCfYqHRnvc7uySysYAjzExDIpxI0JkRAjDfGRYgAwJYFyMuyDCT4mJd9YR+4NnlhQUT7ndfQ+eF8R82+0DJh9iSWrK6q1L+QAAIABJREFUlNvd/eh59Y7om3y4uRZ/QUy4ICaMC9ARPgwLkBEhOiLEDwnwg2L8aBDUSEOqbz9rd7vP5xS4AmZMR6IjK6Bo/4+N79yGBy+LY7cMrYDhcNywAEb46Cgffc+LcSF+Qky4KMRdX0W+KUSqYja23X1yxe3Wt3bW8D6zL4OSmA3OJy+vut2lVXXOkL89WkuYFnlMivCT4cQRAYwL0VEBMiBCRiJwvTz0vPJA41/uxnd/lR3afWElXOVDzYaV9Vdvtrrd52t1Lf6zJsKRATFuTIiOC9D3MRkVIKNi3IQIdzmc8HANoXPlp2VV2stud8/0/dL1K/qXg95nZnV52XW3u+f528rftj3gw821hAtidCKcMCLGDQmQEcGHuA0KcQMRhNEwKF8b2HD7ceM7d96RI0MByPRquBiMFv60TfPiVeNbd9YPcYPBMBiODomRUSGMCpEPk6sQmRQTLgpxlyNJ91aBMcIXG5m443bru3urgr9y+EBp4P8ZehzTbrfONtAoXHR/LUxHEidFhEkxYYyPDvNhiA8jAnRYgBsQokMi1OUPhcknmtxu3bMXpTvlF1fA1UjoCJ5TUl/f4XZXtA9qQ7+eECCDItywAB37cK9gRAATAuKEEDclwt1eTx4L8ShOzRr+yz3x11+lxw83eUOzD6707Jlrbrfr5R+lu3+5JsDdX+MxJSReEBHGxfgRAUwIYUSA9ItxEyLEFPBxsamlw+2um75jWM++LoTRYHy+QtHy7p3+7V8Fu38c8EOGwnGD778N3g+sQhgWIeNi3KQIvb6KeC8CX7Mu2Dx144rbrdWbtMyPh32ghO/TMXnlhtvdMDzRunb5k1Xo1Uj8ZDg6HkEYFeJGBMj7oXNQgA6K8CMReAcPyUtQN7vdtbcfVm4Mu8KHaxHgCJ53rrS8w+2uGJoqEy6eEMBAOG5UhIyK/jcHC5AxMTopxl0U4a+vJU2HQtnPu3pfv7nyzl2cdtpMJXYuh/Ox6/sePR9/5y7PzBhdMePut7ipcOKEGDcpxo/wYVgAQ3wYFeKHBLhhEW4sDBrD/lbc6uxyu0scQ1b+kmkxXBZC3TpW3bUbrW53flJmlz9hPBwdFqMjQuRDWwUwKsBNioiTYtzVcMLdNbgm4cK6zr7Lbrft1t2ijYKe5VCz8htD//Btt1s3dsmwhvdwNXIz3POiGH8hnDguQof5MCJARwX4QQE6JMIPB0FVrKju3stWt/v8mbz+AM/pVchIMFJ88JdGt1t/52mpdP3IChgW44aF6JgAHfvfkDHGx0+KCBdFyPVV5GtiqNwW1X7/6WW3G2tsreP807YcSnZu7Xv++rLbXVZa7Qr5+NE6wjWR5wURflxMGBYiI0JkRICMC9FxIW5UTJgMRy3+cwtrjO1ut/7Wg4qJS3V/vjO637X89WfLX380v/2j6407zdz8a2rmnmNHofP27d6H9xyPH7Q/fNjx+GHX08dtT56YHzzV3r5Xc/2WfupCbVZyF33GZRH+YqTHiIg0KCT1C/D9fMQVhjpCcH2hqEOIuIT4rmA0a0t46eUHhnfulNTTPQGewwJkJAy0K7/IbmzVud3Z2sbaFf8YDMX1huHtoagzBHWGoK5QtC8McfERl4A4Kva4KCR10fE5+37pfPmy++Hzoh//U/N/UHDisP3lO9uz53kH9zgYxCtC8qjYs09A6hOg/WGIKxRxhCDOMNQZinPyCS4+Whr0jyxdm9b9LrOgqJUzY0QAg0JkfAWUbggovHit/tVfKXv2tvghfXy8IwxxhiCOEOgNgb4w1BWG9AkIAyLSeLjnZCiq4/yjvNnq/POd9eKVorVBtYtmVDdoB9xu7dBYhZA96Y8bDaeMCMkDAmK/AOfiI84w1BGCOkNRZyi+V0hwrITM1Zyq6Sc1r/7MUR7o5cGwCDcoQG3+xPz88/p37vO9k7nCZa5Q6BXge/m43hDEEQrOMMQVhnOFIf1C/JCIOBZOGWJTiuRbm+4/7Pvrz/LK8vIlc4t/2dH++GXPizeFCQd6GJRJIWU83HNYQBoQoX18nDMMdfFRpxDtFxFMfqS0Yye0b91l9x7myVePBMOwEBkKhjxpeOnNe9Wv3GeUh1r8kCE+0RGKc4aivSE4ZyjOFYr0haEuAX5ARBkTUy6E4OpZfy+p07jc7wx9o2XBy0qoH9e2dQ384TaMXyxeEzjph7sQThkWUvqFhD4B0sdHesNQRwjSG4pzhOFdAoItGLK2iEqmH9Q8f5X9n9iBAKRfCMMixMnFZSv21b5+Wzh6PWu1v3Ml9IbhHKGIIxRxhCB9oR+O6hMQhoSUsXDKKA+KNgnMt+/0vv2rRovVen9cEs60Tt3o/evPoqIyC/Oji2GEsXDKkJDcLyD08cHFR5yhqD0EdYbgesPwfSKclQvphw4a3rmLLt8oXc8dXQEDQtzoCjBELCocGDe43Wk5xfUBlH4h4gjD9YbhHCtRZwjiCkNcfLRPgB8SEEZE5AsCchv948Iz2c4/3Z2Pn+b/trNi0ZyKslLHO3fjpenS9cFjfsTxCM9xkccwnzggRPvCUFcorleIOEX4XgG+ZOW/c8xdVrc7s7UdC/t6lI8OC5Auf3LGqZMNf7kLJq+f3xjUG4T28QmOMLQ3BPe/mEAfH3UJiMMij0kxeYSHy18TgF262vfnu8r8ohovfP4WYcvNRwN/vC2tqjZw/nYlhDge4TEgIPULcP1hqCsMdYQgjhBw8tFePmFAhDf6IWlHT9X95T4/MFzDXzweBn18ZJwPpsB/ZulMWrc7o7S+KmDeEB/nCEPtoYgzBHGGIH1hqIuP9ArwA0LimNhjUkS00XDnkw73vHnb8/hFcfwezVe4IsVex+t3rY+enP/vd/0M3KSIMiKmDAhI/QJ8H/+DEmcI6gzF9fJJ/UK0hDvznLFD73afrTdYAmaNCWFAhAz6Q9kvcTXPXtY8enN6e0xHEPQJcA4+2huCOENQRyjSG4b2heH6BfhhIX4kgnIhmFi7wrve3jfoduuHRkpWLisL9dWPTvT+6a7UNGCc/3cxlDgWMWNUQB4S4AcEqCsU7Q1FHUKcS4jvCkLPSNdWXH+s/+vd6VMnHQGUEQEyEgp1oV/mtNl0bndWLVYb9MlQGK43jOAIwzlD0N4Q1BWGukIRlwDfJySPiT0vCEntdFKOYl/Xy9ed958U7Yyp/hIKU085Xru7njzN2/2Tk0W4LCSPiDz7BaR+AdrPR11hiGMl4gxFHaE4Jx/fx0eKgz87a7Xp3r3Lys1t41KGhDAgREeDoWRzSNHVW7Uv3qb88lObP7j4qD0UHKGIPQT90JQw1CUkDQtJYxGeEyGIhvdZVWdn75/vzOMXSyO41ctmVxlNg253g2ugku970R8/HuExKqIM8El9AlwvH3GGgSMEcYaijhCcQ0iwr4TM9UHVN59Xv3iTs/+XPh4MidAhAdrt73m+pNTgfpfXM5oXtqgvDFwCfG8YrjfkA4RdfKSPjwzw8cMi8oTIo59FKtwua3n4zPXnu9KSgopFc4r3/rfj+cvuZy8LDvxmZ5AnRORxseeIkDwgxPULcM4Q1LES6Q3FO8MIfUKCiQ1p6iMGt7vwwtXyNczRldAvREdXgG7V0qLRiwa3OzWzoMHfY0AATj6uNwztDUF6VyLOMLQvDO3n4wcF+OFwyiURuZX+t8KcvN537o5HTwr+G1O+ZF5lbZXjndsyeaVkrd+YH3Es3GNc5DkkJPYLkQEBri8M7Q3Dufioi48O80m9IXA2OlJz7w/z4we1F6c0t27r7tw3P3nU/eyZ49nTnsePHE+f5DWZVHln1OdzoP/OjcF7twcfPrDfv9//5Gn/i5c9L141P35jvPuw4crl0gtTxVhFf7iXkwptQWAKBDMHmrhgYYOJCWYWGFlg4kAzG856z0hMPls8/fiwvv10oHcrCyxcsPqB1RcSorYmDVzKG5o+umW9zhdMHNCxwfj+BDZY/MDEA6MfmP3BzIHGpXDa99O8xm7TzbvZlZpfI/mFzT3663fyLNY02qeWRWDloEZ/MPDAwAEzD0wsMDHByAITE6w8XL0PKDetyR65nmQfTlvl1+ELJg5YOdDMhVofJGG3ImvqUVKFOYX2LyMLdFzA2B/2Wjhg5gHGA6M/mP3BwgSNF8RLt9RfvGy8cu3o8dN7o6JrR65qbtw7naAu/xKsNNTCQc1cMLDByAMzB0xMMDNBzwYTB5r9oGARJOxT5156lFBpyuN82sEBMwcsHGijQ6aQd7zFcf7i/cRf9xYug0YuYBzQc8HIAhMLTDzQ80DPBbMfWDhoozfkLvTIKinTXr9V0TeyJ+a77FKN8fbtPEt7Kv0L6zKwcHBWP7DwwOwHVh6Y2GBig4UHFl84HLQ8zeg4d+X+wWOpZT6zWv3AzIEWP6jy9jh47HTO1XtpdU1pnP9rYoGBAxgLjGwwscDMBhMPDFww+iMmP7CyoOErOL5lXdWFq7rLtxJ3H4jftbNu/FrD9Zspx48UfgktVDDzwOiHGHhg5oKFCyYGGN7XwgIrF3KXIeqjKeduPjlSWFnGnNtGAwsHLFxo50AO+9PEMnPupQdH9iUWLkbMfqDngIEFRiaYmWDlfnDD6A8WLjRSIWch+WjaGfONW3VDF3ZHyZNOnNZee1g5fill9UqDF1iYeDMXzFwwcMDEAxMbjEwwMsHABjMHLExIov6/U5WWnMuPFAfidT7Q4gcWDjRxwewDR378KXViOrtrQiXkYTSw8ADjAMYB43tD/EDPA8wPzH5gYSHmhZASRi/pH8Su3cys1eyWba9yjhhu3005nlQ8HxppYOHiLP5g4oLZD8xcML2PCQ+tWwKKbdvOjdxMHZhSRW21+EKTH5h50MqEDP9lakNrwfTDo6oTJd74Ji5gbNCzwcQCIwvMXDBxQc8Dsz8YedBMg/wvISXtjP7G7Yre0d3rV6eezdVdvV0+NnlqPV/zJTSxEIM/GPwQAwcsPDCzwcD60BQjF7Ew4Bjv30mGzuwrt4/98qPVG6xssLDBygULDY6vFaX0Xsm0XzgcLtQuB4MfYGwwsD5Y0cgFPQf0PDD5g4UD1iVwmLcot83WeP1mrtb63/CIYnOX7saDPJ0xe9lc6zKwsHFWHhg5YOKAhfchbnoW6DnQyIOG5aBeI8p2XU1xXDi+JrSdDlYeNLKhjQPlzH8knK/InX6YnFuT4ju3mQMGDujeJ44JVi4Y/AHjgcEPrDzUSofKryD5958bpm9qL02rFQmH449h127UTFw5sSFS6wUWNmrhIVYemLlg5YKZ/cHVZjZyxnvW4YzCoqtPEhoa0/wWt7DAwoVGP7D4gkomTx6+nNc/dWxdpIEKZi7oWR9KMLHBwgUjFwz+YA4AMxesSyGF/u/z7Q7jjbuZRVW/RwqL2nux67dzMEOGz9+tS8DKRY3+CMYDIxesPDCxPrhqYIGZh9Z6g0KyMWf8RlJXf4aY1faeXWxo4UK1D6o+cDj7yuNTRbpU33+Y2IBxQf++BCZYOWDhgp4LRj8wB4CVCbULIH5bTP3UtPHy9SMJJ/fJY+vGr2mu3zt9aH/ll2ChoRYOYuaCng0mHpg5H2KiZ4GJDc08yF8MiYpjuZefqIsbCln/aOeClQtWNrTSITUi8Hhn3/mL99U//Fz8P3Zh3P95wgWMB/r3LGJDozfkLJqZXVWL3bhV3juwW7Y9p8pounsnV9+cTv2nxRusbLzFD8w8MPmBlQNGJhiYYGCBiQMWFiTTPz1V05w99VC1ez/mC81+YOVAMwdMPnDkt9/TJ25kd4weDmUb6GDigpYLGBcMTLCwweQHGA8MPLD4g4WFGBZAioBTOjiCTd/MrKrdI99Z3TeG3b6dnHiieD40UsHMw1v9wPz+weKChfk/hrChww9KaB45+bVVN++WDA/VXbhsvH7b9OhJ0/Pn9levhl6+GnrybODJ45Im87Hcsydyc2Hk7o2J+/fHHz8efPRg6OmTkZcv+1+96nz+sunBM+ONe3UXpkvGL5ZUnbNtD26LphtkDEzG1EnoWDRDL2UaJEytlKGXsBo2+yTHbiw02woGLicfScXW8xrjWBYpxyBnt8TQSzeKk0u1lf3T6ZlZ576lGqRMnYSBSelYNFMv4WqlHL2MZ5SwjTI2JuPot7DK1zEyUpJqh0fLunuztK3lvX31QyNnkk6Xr2FpNrOwaBYmpWsljAYJWxvF0kcxsWgaJqVrJCxMxs5bTc/KPlc8OJVV1IBtCW6R04wyrkHC0csZTVLmecnWLEN3addg0s//qdjog8nomISul7KwKLY2iq2NZmMyrkbG0cq42FZmw0ZqxuZVxZi1Zmg4v7Un29xS1ttX7XSd3b2rbg1Nu5mplTA1UlZDNFsjZWuimLpoBhbNwCQsvYRRH+2bujnkXEPTuYGraQq1abOPSc7GJBx9NNcqY9RtYadlFlcOX8uuMqVtDsG2UjEJSy+jYVIGFsXSRDO1MVydlKuVsLQShnYzo3YtLXn3r7XOgdre/lxzW1mnrX54LD0lrXQtU7+ZrpMw9DKWQco1SLmYlKGX0HVSukHKKl5PS1KoKh2XzrQPnNn+XfNWhiGWZZGyDTHs5ihG5o7vstsGyrrHUn79rmqjr17K0kkZWDRDF83AJFytjKuXsY1StknK1UWzjRuZuVtDz2mw2uHRfGtPrqm9Zqi/qsuR8Z+d9et9tVu4+mgGJmFoo1maaLY2iqmLZuqkDJ2UqZVx6rdS06LF50zteb0Xc9RHWjf6WGNZBhlPL2WaZAzTFmbaHlWRazK3zpy6RaiR+GJSpl7K0EczsWh2QxRLK+VopRyNlKOTcLAt9Ip1tNRff6vudVW6BnItrbnN3dVDg8V6U0E0X/ctXbOV1SBjaKKZmmi2Npr9QYaEoY/m6CWMso3Lk3/aWeq4mG515m3b3CShGmU8TMrGpJxmCbVAvjYb664cuHzq+Onz62gGKQeLZhilVJ2UpY1maKRsTO6nkXK0UqYuiqXfyMhf75d5Nkc3PFrW3Zttaq11DZb3OFL/+139Ol/tFgYmYeqlHJ2Ui8k4+mgmJqVjEhYWzcja4J9VWFs2dC2lDCv9VtwiZxjlbLOMY41l6r/1O3UkpaT/ap7Gki5ZiUXTsWiWTsLQR9P1EpZOysZkHL2UY5Sy9TKWdgtbt4GW/suOCrurqq8/W9da2GGrGx7Kr9ae2xim3cjQRnH0ErpOytBIWJooli6KiUXRMSlTF83UyTlla31S9/5W5BzPtvaWb49qk/gYYrgGKccgZVnljNoNK1JzKsuHLqYmp+VtYGAyhlbC0EuZ+miWditbG83SyjhaGUcn42DRLN0WWu5aTvaZvLqRkdLu3rP6psKu3prhoZzMtIp1dGwzUyNhaqTMhmh2g4TTEMXSSRg6CUMnZWNRbExCy1lHz0zLLhm9lZJXWbfFrzGGqZdwsWiOScI0b/VJ37u/2HGpqK3/5K7Y2o0+OilLL6UbZEydhKmNYuqkHJ2cq5WwtRKmdisD20BPl60vMTdp+kfON/ecb+rQjIzl1GlzNgv0G2narQxMxtRLuZiUh0lZeikDkzIMUnbtZp+kbdHFja78/qlk9SnDBp4llmGWcIwydoucUbIpMrlSX9k3nX46Nf9bX72MqZMydVKmPpqul7K1UjYm5RqkbJOMhUk5hk2s8nWsjPT02pGxsg5nlra5wjVQPzhy5lhSxRqGdjMLi2LqpAythKmNZmu3snVRDJ2EppcyNBImJmPnrGVmnSsuGricmV+NbfFvldMNMi4m4RhkjCYJ/ZxMmm2xF3UNJP/3+4pN3jo5QydhGCXMD+ySsLVyrlbK0ck479mVHrWu2NT8nl1nzW3lvX0Vjt6zv2zXrKVptrI0EqZGwmiIZmmjuZpopl7C0EfTMQkXkzA0UbTUrfxzWOs515X0A4fMW31NMrZewtFHc6wyRu1mbkZWefXwtaxyfeqmIF0UFYtmGaQ0TMrQRTO1UUydnKuVsbVShk7C1G1mVq6lJe3bU987WO0cyDG3lnY56odG008lla1l6jfTtRKGXsbWS7h6KReTsrQSGiZl6aJYmIRe/q1vyq8/lPVeSjc58uM2NUmpRikHk3AwKbtF4ns+duNZo62y/8qpo6cK1/kapSxdNN0goWMSti6arpOyMTlXI2VrJQxtFFO/kZ6/3v9MXj42NFbW5Txraq3vGyrvcaT+Z0f9Ohq2lY5JmXoZG5Ny9TKeXso0RDPMUoZJxjRImKZoWoZ8TXqDJbervXhosO7S5aZb91ufPne8fjv8+u3YyxcjT5+MvXhe0dx0/Fxu0vkCmHz8cPLhw7GHD0Ye3R978njy+ZPxV6/6X7/sevzUevOO9vLlkoG+jCZjtb60MfF7x75ou1reo5R1x0ttyhiHKrZHJXckSBoO7KrSNpsuPCoxdDYe2jGginaopPb4HTZFnD1BOnwguv7I/preq1j/1cLD8e0HN7nU0Tal3KGUOhVymzLGpo7tUcl7lHEOdaxTvcN1SKbf/11Da0fPtXsdUzfabt6p1pv1e75zHIy2J8jsKmmPUtajjrWpY3vi5bZDUodSZldJ7WpZ477okvQzhvE75c7rDYmKvniJXR1jV23rVsR1KuV2lcyxf0v5+ULdpSdYy0D1od+6lVsd6hinKtahjOlRyLsUMltCTI8ypkcZY0uQ2ZVyx54NRccPmQZHOqdvdU1d67lyq7S4oHH3ZrsyxqGWd8bLulRxNnVMl1LaFS/pUchsqhibSupUSTR7tleVY7qLz8rrrY2Htg8oZfYEWadC1qWQ2lQx/apow8H/FrX1GS/erS6sMu6NdSVIXPESuzKuJz6uK15mV8XYE2J7lLE2pcypirErpMbdm0sKCzqu3LJfnO69dk+jt2K/xzkPbbGpYnvU0k6lzJkQZ1fH9Sjk3Sq5XS3tVkgqjqi1PWPa8Qclueed+6NdKolNIXPE7+hRxrgSJM49W0rOFeguPqk2dJTv3eFQb7arJQ6F3KGQORQxNlWsXb29RxXTo4x1JMb1qrbZ90XVnFBbxqa6r97qunrLevlG+Znstt1Sh0LqSJDYFfIelbwnIa5HJbfFS50KuUMls6tkNpWsfu+28tpG7PLjYk13y4Gd/WqZTR1nU23rVsR2KmOcyqjWA3GlVod56kltGWbYI7MnyByqGJcy1q6M6VRIO5Uymzq2RxnXrZLb1FLXIVnj75uLigtar1zvuHLDefmWZWSy7Liie98WuyrGoZR1KGN61Nt61HFdCll3vNSmkNuUsXaVtFshKT+0T9M2XD/2oOJMVs9+aV+CvEcl6VLIO+NlDnWs6+CWiqSTVWM3jX1TVUePtR2U9qolvQqpXbW9Kz6mWylzqGPtCXFdihiHSu5QyW0Ho2r37axp6bJP37Zdmu65fKsy60zrb1FOhdSmjulUSbuVMc7EbXZVbI9C3q2S2RNk1gOx5bmFprFb1Y6puiMHBuK3OpVSm3K7PX57t1o2GB/dvH9HianbeOFxcU4+tneLK2GzQyFzKOUOhdyulNnVsTZVXI8yzq6SOxO3u5RxLb9LqkpLOqbvdE3d7Lp+V+MarlLut+2PtqllNpXEFh/TpZbbEmN7FDH2eLlDIbWpZDaVtDNeWqLe29A9WjvxqDyrwHEg2qmS21Rx3YptPfGxPSqZ6+AmzfH4qsEb5qEbFUmn2w5E2xNlDlWMUxnbrYzpUMp6VDE2dUy3Um5TS21qWd/+LbX7dtY2tXReu9V+5bpz+m5tY0v9/m22QxKHKrZHIetQynrUsT2qmK54SZdCZlfIHUpZrzraul9empKBjdyt7JzQJu7tV0h7E2I6FZLOeHm3Qt6bIOvYIy2obNBdeaQx9dQc+MmulLoU0l5lbLcyrus9ghLjbOrYbqXcmRDjVMjb924qOak2j12wT91wXr3d1Dderdhj27/VoYyxqeQdSmlPQqwzYVu3UtajlPeoZHa1tO7gj7VYq+ni4yJta/PB2EGVxKGU2RQ7ehRxtgTp8IHNdceUNQPXMedUUcKh9kObXeoo2/uYxMvtqpiexFibKsamiHMkxDoStrsOyrAD3zd09HRN3+2Yut52835VA2bYvd1xUOJIkNiV0h6l3J4QY1PHdsfL7fEyh1JqV8nsCVLzgeiSM3n6ybvl9qvahIP98VE2VYxdua1bsa1bIberZPZ9W8oLy3SXn2BNrtoDv9iU0c6EmF5VrF0V06mQdSpltoTYHnVsl0puU0vtyljH7g1FJ9Xm4fHO6Zvdl693XblZUpBr3bPZrpQ7VPIuhaxbGWNTy3uU8k6F1BYvsytjHSqZQy1t2LuzqsKgu/SsvMbQdDBuQCW3qWVdCnl3vMymihlURmOKn4o7B00X7lfnVZj2xvaqpe/Z1a2Qd8dLbeoYR0JctzK2RxXrUsltCon+9y2lJWVd07ftl670Xrun1Rqw32J646PsqphutbRTKetVb7erYrsVcptS/l5Gt0JaHr+/oWO0fuxBZUa6/WB0X4K8WynpVMg642WOBLnr4Jay0yk143f0rkuVR460HZL0qmVOhdSmiuuKl/coYhwJcfaEmC6F3K6W9ypjeg5uqTnwXV2bzTZ9y3ZpunvqdmVmWtvvW52KaPt7gKtjnIlxNlVMd7y855DUoYixq2O61TLsQNyen7ftPHIww6gtHRzApi613rnrePFq9M0fF16/mXz5Yuz5k7HnT8uslpN5uWll5aAxN43fuX/lxeuBR/eHnjyceP50/OWz0VdP+588tD+8a742VdzXdbzynCJTdXTPGk3EP4wcop7toWcSmrjklkBCayCxgQnHN28o7LqTYplOWr+liYlr4ZIsbEIjl2zhEEw8YisXV0+bp9qflut6mX6yoIgzsy0QbQkktvqRTGyijoPTBVJ0gZQaJnFg7azxzeSuAILeB3coQpBjdequPU4uN6kD6EZvfE8QYTKKZI+YUUMj6oJn6gPIeg7OzMK38MjNgYS+tftNAAAgAElEQVRmfzTL/5v8stazfS8S9qVo6DNaeXgrh2jlkKxcTxObYOWS2lno2YDlR4qdBf0vUn7cU8OElmBCSwCpiUcwcAhaLhEL8tD4UTRs8liU5/BacjcPV7xkliJme+Hgxbqrj1VJmcd8v2ym4V0i0oTc0xJEruN4GIJm6PxJGIfQyCW3+RNbAgmNXCRpdVCBdSql6UZqpLiZgbPyiFYuauUQrWyimUNq4ZEwuqcy5ofM7vvndEOp4f4tHGgLIrb5Eywcoo5FwPyIWLBHDZPSFEKZlHp2r6C0+CDJy79OTM+rv/r8rLkrIYSnWYrr9MeNbfXsX+dZy6ToAjwN/hQDi9gcSOxYgT9HIyQnZhYMPDuc05Tvv6SdgzbyiFYWwcojmdh4Kw/fwUTzAqiJBR35PfeT4mK1LGgLIrQGklt4JCOboOPhjEGe9TwyxiVfiJ7VH0nqYBMKl884+POemtEbtRN3FYoTGcv/0cLAufjEi1KSJYBSxyYbVs7A/PB6Nt7KJrUEkFsD8ToWkrJ5Q2nXjWTr9ZR165vo+EY/opWNt3IpVg7FxCE080gWGnJ8a+zp1jvnLRfTxDyrH7QGEZv9SVYuEWPjdTyiPtijluNhXUmaknm6woitDHyS95dHkjNrph+X9l3aE7f9/OJZXTzi0LeU4c2eGhZJ6z9DH+SB8QgGDrGZR24LILYFoLUs9NTvh4oH3hzOsZaxv2hh461+eCsX38whW1lEC5fYxsUXMj+NP16cP/As43RlIedvXQFIWwCx2Z9oYhN1bJwhgIIFzKihkXvXk4c2UTq5BGwxQcEPS7d2N0w/P56anbL800YaYg8lTMo92sNm1DAphiAKxiOZuISWQFKzP5IU6JVd68hyPDn826kG+sw2HsHKJlhZRCuHbOIQGv3wTVTC8U3y1La7ubXO9NBlzVxoDSS0BZCaOCQDE4f5kbBgz2omqT3M45LU0xZCaqGjJ9nzj+eWa6cfn+8cPbh5U+VSSjcXP7qWOLKJXE8nNQR6YsEUzA9vYuObucTWAGJbEK6IRslUpRYOvkjMbS70/6aVg1o5RAubaOV5mDgkM5vQziNU0uaoVefzBl5npNec48xpC8K1BhCbeSQLl4Bx8LoAki7As5pJdq72uLDV0x5A0C4nqkJWZOjbtDdfpjWY96/gYctItmDiuNSzO9yzhknBgjz1AWSMSzSzSS3+pNYAYnsAetb/08w8fV7fmyM/Kg10SjOPaOXiLBxCI4diYhObeKQWFimJH3i0frCo527S9z9pGdARjGv1J1p5JD0br+MSDEEUDY+i41DGpBSHmNLBwOUvmnvoh5/Lxm5WDF9Xbd9WstCzjYMbWEMel8zEuJ51PIohyEPPJlr98K1B+Do6HJdsLbTdTTZOpaze0MQkNPMIFhbOwiWbuSQzF9/KwdXS/qZSnD3X9zLt2NkSlkd7ANISSGr2J5nZBB0Hpw+kaAIp1UzS4LqZY5vIXYFEnTcuflVEXmsfNv3oVInuMG+ZyYfQE0S4sJXYI/asZZD0Kzx1AUSMg7ewCa1+pJZAQrM/mhG4OL+qK9v1PPHX4zq6ZwsPb2ETGjmURq6n8QO7kDPBjKMV/QWup8nf/1TPhLZgQmsgqYlHNnAIWi5BH0zR+HtqOZSJKM/B1eQuDq5g0dz4HbuKhi/XXX6kPJZ00vvzNgahV+wxKfM0+5NrOR76YE+dPxHjEK1cSmsgqTUQZ+VA0jp+UfN0snk6IzysiYFv5BGsXLSRQ27ikMwcfAuP0ECfodj2c6b9/rn6/nQBu4UL7YH4Fn+imUPUMfGYP1Ef5FnHoLSGUSaklJ5gcqMPctLX68jZwvrp52cN7YeDmNplaGcAfjyK0rd2Rg3DQxdAwQIoGJvYzCO3BxBbg3DVLHzybkXx0JvDWYZS1udNbIKVR2jk4Bs5ZDObZOGSWzn4fPZnylMVBf3P0pNKCjkfdQbgWgMJTX5kE4ukY+P1gWQswKOGTnJtoAxv9Ojk4DWLifEiUVazveHKs2NJ6WnL/mmlo44w4oR8RluIZw3bwxDkifmRDCySiUdqCSS3+CFWP8pxWWDEt6EbdkmT68oqBvparl/te/p48OWzyTevJ1+9HH/5bOTpo8mXzxo6u4+dzt714y9QGRNRlHCgwzVw4dWrgadPRp49mXj5YuLVy6GnD/qe3W+7f6PU1XW0POdw/glFweHz2T+Zwj/HvMHAwLfwyB0B0BUEZzj/TM0tzxlxJx5IM/tQWjlgZSAWGmKho2YGYmYgVjbSyiIW+y0+Udmf133v5KrgRi7SEoRv4uEtTJKWga9jkyqoaIU3emPHrLfxnpfXezqYhNqv8SrxSsXhE4dZ3novsLFw176lvD5Evhg1q2wRvoZJqGUTNAy8hU1q9ie0ByE6NpzcsbN4+E1CoaOct7iNCY1MsNLBQgczHWdhgIWONrFxLVRIlciSe5+fre3MCvyyPQBaAnBNXIqeRapn4KrZxBIfgpZNePTbzOe/U8b4M9t9oOAbD4UsWnngQOri/9eyFOkNotz5nvJKQbKLyMVLcFVMQj2LrKMTmzmUDn+0OxgqWB5JiUm5k27V4Xw9ndTKQUxMMDHASsdZaDgLDd/EgFY2NPjOUafUFkz8cSr+aA3Lsy0Y2vzQJhZeSyPUMYnVDFLZEqJ9FfGNgnJNQnbwKNZFkOrzr0MH4tWiFQ3zwcbGT2+Y8fKgx/WdMyt8iJU0fB2LqGGgXQHQyIVjEX55bReT2p+mr9/Q4QuNXLDQwEpDLXTEzAAzExp5uCYq4fQmSabzdVqBOZf7945AtCUQ38QlGBmkegahlkksWYZa/Ugv98188qvHGJ/S4YPP8ZoV/59dh376LWv+Ry1LoT+QdG8b+U38rI6VlPLFUMPG1zMJGANv5RKbA/DtQVDImZORUZ437j68J81IpbSyoJEB73thpuHNDLAwkVYuoqN5HD6anzvxLkV9ooJB6gxGmgMIVh5Rw8TXMQk1LELRUpxN7PFSMfPeDo9eP4+mxXB66eeKgwcPRW8p/pLcSUNHwj2e7SU/+tVDxySVehNqWcQGJsHAILXwSJ0BSEcAnFm5MFPTk+L6Izk6qoMGjWzUzAQzHbHSUCsdb6ajzSykkwY5K1hHTVfO99xM2hhp4UJrENrCQywMooZOrGURKqmEyuX46R0er/ZTLqwidTIIDV/DYdGK+P3KJJ8vmhdDfxDx3vYZLxXkvjWeBUvwtUxiHYtgYiE9wVDFIB/79Zf8sT8T83squF93sMDKRiw0xMpALXTESkctbKSZS9D5zDmakHd+zH3sp731TEJbEK7Zj9DIJmF0Qh0LX83AlyxFBtd5/qmccTvGo8+fZFmEnqR+cyjhqGLN6oqv8J00ZEJEefYr+cEvMzQ+hEpfQi2L0MDAG5mEZh6pNQht9ocUEb2g8WJS+8P0dZvaqNDEQs0MsNDBQsObGXgrA7Ey8W0MyA9efkQznu+8l7xRbGZDWxDa5E8ysUn1DEItC19BJ5QuRy/HzHyl8Li6YWY3A1/vhSaE+CmPHEn0p2FeYOMQrm71fK0gT0kp5cuIlXR8HYugYZCsLHKbH64rEExsSJJuPjf4OKF6uCjwm04mWFiIiQlWGs7CwFtoOCsNaeUgzcuRozt3Zw2/zSwx5wZ+2RoIrQFICxtnoJPqGPgaBqHcm2TiEZ7sozz8gTSwktjmgxZ94xH/3a5D27efm0/qoiLjIsrTXz2e7vE08sgly9E6FrGeiW/hIt0BkMn9PC2/NnvYnbjnhNWH1MJDrAzEQkPNdMTEBAsDrBykjUksDPQ+UTeW137rVDi30Q9aA/FNPLyFRdQw8PUMYoUPrsoHf+u7mW8PUqbWetqZuKqv8cpVAkXi8aP0RYYF4GQRrm3yeH2IMrFlZtkitIZBqGMSNHSChU1s9se1B4OGhZz6z4/FI2/V57oquN+0M8HKBAsTrHTETEfNDMRKR5u4uGZfSJbvPN3/Kruy9az/vzoCoSUI18Qj65nEOiahlk0o8cZjXOKjPTOf/0YeCZ3RsRzyv/FUxMrj9+1NX/hJ6zKkL4h8f5fnSwW5k08uXoqvYpDqmASMQWjiUjr90e5gKGPNOnUiLXfCrVZmG+n4FjZqYoKZjljoOCv9PbuQDhbU+c5Vp2OF43+e2qesZZLbgqDND21iEnQ0Qi2LUMUkli0huNaS3yjJ16NJDi7RshBSqF/HH1Sq+f5aL3ByCNc2zngZT762bVbpclwlDVfPwmuZ+GYu4X9pXXRGZ092vknd8m0HDRpZODMdzHTUQsc10vFmGtrMQjpokBXqd9xy7XznteT1IisXWoOQFh5qYpA0NEIdk1BJJVQtJ1z/3uPVfvKFSFIXg9jwDSRGhB3aF5/i/VnTEqQvmHhvx8wXCkrvKs/CJWgtk9jAIuiY+CYevosLHcH4ovjwo9VHvv1x6+ptm4+W51UOD3bdv9n3+M7Ii8cXX7+49Orl8IunI69eXHr9x7HTZzZwfP+zYA4MbqN1xLFT5esrNKarb/+aevnswqsXo8+e9D+653h4o+XOVKmz/UhZ7un6rKP1GadacoqrDpnXfmNaDJplYPSG6kVwIHxdmuXyvvL+jACOcRHULYYqL6j0gsoFUL4QKrygej5gi0HnBUf+q07ufKjYfSJ9Ps7gDZolULUQSrzg3HxI+zeUeMPNX4jPDuLtAWD0gsp/QdonoJwHWX+H6i/AuABcwcjzeOLlnZ65X8GZr6BgARTPh5qFoFsGOm9I9p53LK3hcOczheQnvRdo38tYAOVe/1sLoNYLLIug0PuTvSnG1Na7B7bKirxAvxzqFkP5Qij2gnPzIfNzMHDg8SHPO//F2elI3Xwo+xROfgwJc6Hgn1D3NTQvhMtbkKdKdGCTR8a/IPcbKPSCUi+oWQy65Uj9YjjMW3660qbArpzk801eUL8YaudD9Xyo9IIKL6icDzVeoFsERi84GrFKgV0/WdqTwPoKWwbapWj1Iij1gkIvyPkKzv4b+reSnisIQxFgWgg1X0P+P0E9D05/BFX/BrMX9K2ER/vh9s/kwiWQ9QUULoDKRdDCJhXSZh89lJ41+DrxZH0d859NdJyeRtT4QIMvUu+L1PsiDb6IkYpvpyOVfl8nFXWd7byTuHFzrQ/axPIwMjwbfMlVPoQSH/TsQrRt1Yw3R+c9+n2WjUNu9CHVzMelfg5J/4KqrxDjMmIHw/O6bOa7pL+7Ns7LW4AUe6PVvoQ6H4KRTm7kkg1M5NQqQXbTdTU2fVYQ2EFDDAy8xgfR+qANPkgdFeqp0OCNmH09W33RjDWrjzfdy2wYPrHSx0xHLawZOhqpxpdQSSWW+uDOe6Gj0o/fnPzoVtzsHiZFtxSt+BJ/4nM48zlauwBv9SH3+3s82Tfz5ZGPGwWzcxdAqQ+h2ofQQCUamB4tbI9qKu7Yth9z7feVuV2VnH+10kFPxet8UJ0vqvFFtFRU64sYaPhWGl5PpSQcOpve9/pEwtlzVEobZ4aROUNLJVX7Esp9CfkLkTqWx/39nzxTzugPITXRPLSL8Oe+gJOfQ8mXYFpG7GZ6Xov1/OP4rMnYuXmLkJLluBo6EfMlYktBTVtwPL8toeX2kc0/aBeAdjHULoAqL6hYCBVeUO4FVfNBtwgsXnA6XHzUdO1onjXB9wvdUtAtg5pFUOoFBV6Q9RVkfQXDEuJLNWF8LWJZCHVfQt7fQTEXkj+G8s8A84J2Gtz9gfBo/8xaGqR9AfleUOwFFQtAswT0PnBuMah3HTzd/fz3xIqKxR6mRVC9ECrmf9BQvhDKFkDVfDAugDovOLAr8VTnE5UyK3URwbAMGpZAxQIo9oICLzj7f1C4AG7+MOPhQfzQSjw2Hyr/BZmfwKG5kP0JVH0JpvkwEgqPDsL1HzwLFkD2l1AwH4rnQ9VCaFgK+mVweqnHkWP5JzvvHdip0HwDukVQMx+q50OVF1QtgKr5UDUf6heBeSHkMP6992xXcvPNQ2vXVSwEbBlSvRjKFkCRF5ybDxn/AksI7kk86XIsNC+FBi8o+RSOfQRH50HxZ2D4BjoZcOsH5PkhgiEAMj6HgvlQsgCsdJKWgSZslud23VPXjJ4PC2qmgpFB0vkiWl+0wReppyL1VETnizYxCCaqR5IiI9v1/Oj+pDzvGa0cspkxQ0ul1PoSy3zwuQuhnkd6dGDu24Q5A3yPVipZsxB39gs49hkUfgnYYlwrlTIeOfPP459c//HvRUtx+cuQCiq+xpeop1KsLM9GLv4M78u0802nnK+Pbvut2RdnoeO1vugHGb5IvS9S54vofUltNEIZb776fE9uz5PDUnmdD9LMmWWgU+p8CVW+xDJfXJ4X0hI24/WRTx79PmfAf6beG1f3DS7tX0jyZ2jl1zjDcrKN5nlnx4w3J2aPSD/JW4AUe+MqfQh1vgQDg9LImWFkICcFftnY8FHLrTOR4lZfMNMImDdO54PT+CIaKuh8UIyKt9KJzT6QtFV+vO1xRqUj2X9+C5tgZs7U0Si1VFIllVi0FC1ZQriw8+O3x2dPbCS10mbol+HLvkROfgY5X4BuCb7NlzK2xuNV4sz7ez4up+ELFiPVNEIDlVS/BAzeULAAVLJdqR03dycbi5fOMS6CugVQ883/npX5UD0faheAcSFULYS9v6ef6nqi2pt8ZhGYlkPdUqhcCMVekO8FGf+Ccm+4/Qv5/u/QzQK9F1R+AemfgHoO5P0d6r+G5qVwcQvyQon2b8SnfwHnvoaShVC1GCzLkLbAf5Rn7EzuyEsy5MTs2bF62yZVSUZlX3fLjQuuBzdGHt0bf/Fk8vWLa2/fXHn5Z07W+e3enysXI0nLAMZ30S/85GeL9j4cwqrXNd5xu0dePnY9vdt377b97lXz9FBBhz4hPzVVczbZci6zs/CMq7yyXl2+eskZ4bKc1ezj4fT4vYmHiww/Hzh6OiIoK5J2JpKVHU7PCKenRtDSwqnpEfSscN+zEdTsCEaCLDbxnFaZfH7/6pAzq30zVrFSw+mnRb5JIt8TQmrOVmbjoUDrXnbOKkZ6KPWUgJYYSlWtpB4N9UkS0FIF1PxVjJaDgea9genrWcdEtBSRT4qImir2zVzFSF5FVW5dc/xs7d6M6vjN354V+5wJp2dG0NIjaGkRtLQIeloELSOCdkbMPBvByAhn//bjwaNFJoXiqFLEyI5kZEQyU8U+KeG00+GMZCG1OJbbqgrQ/8g5I6alCKnH+PSEEJ/DK3yOhNHTRIzMEEZ1DKdFycF+DjodSU8S0ZLDqSliamo4NTOSmRxBPbAt5ngh9mti5vFVK3MiqZmraJkR9LRwWnIENSXCNzWclhHByIxk5kbSE1eH7D6Wd7QA2x8rOx1Jy1jNORVBTxJRT4uop8TU05Es7S8BTQpu0RZmWgg9Vcg4zKerQ70TQ72TBIzUUGbuOpplH7f5UODZzYxTImpqBDVd6PPDP0D8KWWN5LeQ7xX8hcv/Mxu+nwffz4UdcyB2LsjnQdw82DEXfpgDP8yDnXNA7Cfc8HvKipWR6+fAdx9D7McQNxtiZoFsFkTNBgUVzobDMQZsI8A2D9jsCWtIsJoImzwgdibEEUH1DZxbDYcZIJkL0bMgZjZIZ0HsbNjxMXw7DyJ4/ut/S/ML3RI9D3bNhl1zYMc8iJsDsXMhbi5smwvb58D3c+DHebDpI3xwxLYtv6eE+Hpvmgk75sG2uRA7C2Lngmw2xMyFo36QEw5KL4ilgGwmfEuGNURYR4AtnhDnCd95QBIXclbBoaUQPQsks0A+B+SzIWYu7PwYVs0DceTGNb+dCvLl7poFu+bA9rkQNxvks0A2B6SzIXYubJsLO+fBf+eC8MuvhbsSV8t/FX1G2jYP5B+BZDbIZ4JsNkTNgJ//DVlCOB0MO2dCLAWiZ8BqCqwmwkYPkHlCDAEOzoecCEjyh7iPQT4T5B6wz8szcy3j4LaYo+e0vyafP7JhTU4k/UwkKyuClRFBTw2npYb7pkdQz4TTc8Kp2atoJ9eJ4k+dP3pe85tka2qE75lVzNMRtJRwn9Nin5MiWtoaun53QIuCU7qVmbbSN0VAOxJKS1hJTQyhnhRQU0W0LAHV9LN/qzKwIJp3TOybJPRJEvukiKmZEYyM1fSEtQGJRzJVheZfd/6UKaZlhTPORNAzI+jpEbS0SFpaBDU9nJ4ppmeHs3LCffdHSQ9lNxxJL9q7LuxMBC0znJkmpqeKfVPE9CQRLWsDw3ogoHEfN28dI1Xge4pPOxLie3ild2KIb5KQmR7KKNzAaTzIbj4YdHYDN0lMTxbTUsS0VLFvRiQ9cxX14LfixMzi/dnVhzZtzA2nZq1ivI/J6XDflHDf1HBqegQ9M5J5NpJ5Wsz+9Rf14TLzwT3xRyOYWZGc5AhGktg3Rex7Skw9JaRVbA9oUfnVfsdKDWWkC1lHw6jqEN+EEJ8TfFoqn5Upoup+ZLUrA0vjuMli6mkx7cwq5v4FHmtnQbhwc+Qvx/wDxNvmwK658P1c2DEX4uZC7ByInQvb58KuOfDDHNg1B9Z4LVz1n8MRUT8J/0bc/hFs+whiZkHMbJDNhq0z4eev4YwI0lbCf2ZDHAkknrCODKsIsIEM0pkQ4wG/fQw5Qji9Anb8A7bOBPkskM8C2WzYMQ+kH0H4gs++/eFIUNSeNf+cu2s2fDcHvpsD2+Z8yMj79d1s+GEebJsDwYzQDb+liMPXh8+GnfNg27z/KZkFkplwYAnkRMIJJmyfAfKZsNkD1hFgPQ6+pXwIrHop5ETCKR4SMxdks0E2+0NMdnwMm+dCKIP57e8nA0Rb/j971x3V1LL1gwK2i4qCdJCa0BFBQYqiggoqKvaCil1ExYaKAooC0lEQEBBEICFI70UELDTpvZNKKoEQ0pPz/UHV633vvnffuk+/x28tNOecKXtm9p59ZmbvfU6uAF1fDrooCjq/HHR2GejUctCp5SCHCUlZAXJeCTqwauHmg1cO3vDdpqV2ShR0YSXIXhR0cinozFLQSRHQBTFQ0CZQ5E7QLVmQgxDo9BLQ/kWgvcKgAwtAJ5eAHIRB1yVAL61A4dagawqg00tBZ0VAV1aBXljrR+4z8txt4vHI1yuh8KbjjfCdxpG7DcNt14XuNny+e23wzjXBu/RDdxuG2q4L37M+crfh/ZNnH8XmPAl87b7fMnzP+pA9RkE71wbuNAjaqe+/Qz/mqMl7t40FLiaROw1fWBv57zD0tFzzxFLPe9vakB3rX1gZws+ur/Awy3E2D95jELTLINTW8MVW9ddm0tBXN6Jb3kVUJYZ/iDvz4LLt2cMPYnwTKguLB1prSIim4aEGxmgni45lsaPCogPN1WOMhEL0BQP154P6nI17b5n3X9b4arHQbYtxyaevWD6vaoT4hYT9REQUDbS9Ls/2fB0Ulhf34n3Mq89vYuoTwz/FvYwPHRhEYwgkNIGEHRpCoxBDaBQGj0fhSWgCGU0gYggkFIGMxpPQBCKaQEITSGg8CTOEwSAHsVgMlkBCEkgYAmkiJYZAwhDIGDwRMURCYIhIPBk9cZNIRBNJWAIJTSSjCGQ0joTEEFCY6YxEDJGIxpNRBCIaT8LiCRgMCotEYHFYNIE8UeNk1QTSZIGTGQlYDAaNQmCHhjAEIho/9QhPmviNJpAQGCISS0ISyGgiCU0kYogT9JBQRCKKSELhSAgsEYUjTGYkztSCIhCxOBwGhcSiURg8fpoMDIE0SRWBPPEDRSBh8DgsGoFGo4bwBNTkUwKaSMYQyGgiGUMgobFEJJaIxhNR+In2ThEzQQmehMSSUFgSBk/EEIhYEhmBxeWmp6SlvMvMLkhJTcuCJuQlJ+XCoblwaA4clg2HZqfAslOgOcnQXHhSPhyWB4dmwGBpmTkZ2XkZKclZ75KyU6BT6aE5KbDCdFhhOjQvFZqVBM2BQXNTYOnJ0NRkaFYKLAcOzYbC8lJghZlJRelJeSnQXDhsImMWHJYNh6anwDKys9Jz8tJg8FxYYg48OQ8OzYNDs5Nh2RPlw2E5cGhuCjQPDs2FJWQkw7NyCtKystMm7k+QkQzNgUNzU2AFGUlF6dDcFGgmFJqTkpwNh2bAYVlwaE5KcnZyciYMlp8KLc5MKkyfzJibAs2GQ7Pg0KwUaFpKSmZOXlpmVmZyYkFyUm4yNBsOy06GZiVDM+GwTDg0KxmaDYfmwGH5cGg2LCktNTMrNz8jLS0jGZoNh2bDYXlw2ESxBalJJZlJhWlJWdCkLCg0Bw7LhMMykmHZKbDsZFhmUmIeHFackVScmZT/DpqbDM1Ogn4qKx0ij2LxeAwahUUhsDg8mkCeYMUpZphkeDSeiCKQMDg8BjWIRqOwBAIaP8nJE+yHJZAxBDJyiIjEEFE4EopIRhGI2En+JE8JGhmJJSKxJAyejCGS0EQSBk/CEIhoAhGFJ6MJZDQWg0EhsEMYFH6C+ckzAoIno/FENIGAJpDQBCJ2aAiDRGIxaDR+gl0npJWIxhPRBDKGQERgCQgsAYknogkkDJGIIZIxBBKWQMQQyBNigsSSUFgiBj9BOXGyyfgp+cWisSjkEG4IjZ+aLr6RWTIKT0LjiBgCAYtGY1BIDG4IhSeh8GQ0nojBEzFEIoZAwhLIaBwBOURC4oioiWmHQMAQCGgiEUMgofAkFJ6EHJqUIwyBiCaS8MMjHz+8fweFZmblpWZkp8Ng+bDEXHhSXjI0NxmanZI0KSYp0Fw4LC8ZlgOHZkET09IyM3ILMlNTM+CJWSnQnGRoHhyWC4flJEMLUpOKMqB56dBsGDQbCs2FwzKTYWkwaCY8KSclKRsGy4UlFaZDi9Kh+SmwXDg0Dw7NgydlwaHZ8KSMFGh6RlpGbkHau7QcWEJOCjQ3GZYLn2TICbHNhSflpSTlpEBz4YmZ0KTMjNzMnILUlJQseNKUpCTlJMNyU6B56dDCdGhhamIWFJqTDM2GJ2ckQzOSodkp0Bx4cjAM6w8AACAASURBVBYsOS8VWpiRWJQBzXsHzZ0sH5YFh2bBoalwWFpWbnpOXgY8OR+WmJeclJUMzU6eECJYFhyWlQzLSoZmw5PyUmB5yYnpKamZOQVZWVlpydDsFGhWCjQHDs1NhubCYfnvoCUZicUZSbnJ0ExoUjYcmgmHZcCgWXBodgo0CwrLgUEL06AlmdDCNFheMjQHCi3ISBvEDk3Me9ghLBaJwGLRmEmm/X4yR02yCnFoCINBIrFYLAY/wZYT6oaMIZCxRBIGT0AOEZFYEppARE1oqwmJIJIwBBKKQELiiEgsETVEwBDIGAIRS6JUf6kKCLgR2xAb1wKNqI6LrIi74HFlt8N+11e+8Z+KCvpbvpAQX0bxdSwqGQDexCc9NVFq3bow2WxeiKFg2DohUP9ts75bpj2OOl2289+ZLr/ncKaTTOvkcQpJyA/Y/qLetldFaQ8jnz3PiAwtjoyrioV+jXXzO/PMyxWYwxzmMIc5zOH/EYgYtLfj8acPj8cWBCbWxL6qiHZ4eG7bsR0uzz3jSgqLu1oq0H0VI3gsABR/bb+1zfy95aKuXfMTNgoHGcyLMBYG9dxY133LpPPampZ985tt5idtlPG/79ZCHann0gtRvTkddc9TY+8+f/Ay7UV0/ovohAePL1odllz8+IIDd6J+/uQfwAcA/o9+8fkAwAcAHgDw+VNE8/lTl9PZAT5/IvnEH4/P5wMziSZKmyyAN1PLrIyzk04/+wH4/Klypv+dovGbfJOVTFM19ZQ/WeHsZk9ROFHUTHGTJPH4fD7An6Z/poLJ1vJnsgMzv2bXO91T/KkGTz+d/A3MugPMNGOisTMVTN2dJPJbiiaS82b1zkS6bwZ0dv1TxfKnU8xigFmjPT1G01ffdf4sEvmT1H3XJ990+ky7Ad5U1053+FT3z2oaH5im6IeswZ8ettnsNHX5XY7Jts6w20wPzQzEN6lnPZrqqG/aOjMQk43g/W5AvylwWkq+pQr4porfEz4zHAAf4AF/8HyKJacpm65vetBn2H12mTMS9CPKppJNJODNkAgAM8P9Y3J4M9ww0028mXGY1RMz1E5Xx5+S2KkB48+eAaZoniqDPzFTzTA8n8+bKW9Slmd37iyy+NOE8Scp/vbhtwIyW+ynwONN8zPA+254ZnP/DLdOXX8rfdON+05Kp4WEN0sGZ/ptWjhn+maq8Kl+nhGh6Xlu9sjNdO03ub8ZPN63IjCLn2dNVvxJLuEDvG8pnd0h0/TwZ9U8W2T43yefFp/ZzD91ayInEYN8fmzvRbmlt01XBz46GpPieem+/Y5jO5x97kQUpKe31xYS+jsBoKim8clB26JNy9ps53XYCcItFvgZCoSsnwdqdV7fdcOo96p254GF3bsE+qyFU8wW+V51zO9GFIxiExoKfRIDHgbcfP7irtsZqyvaotdWgc4Igbwvn+P8oI1zmMMc5jCH/1FM6b9pTTZLCQMAAEy9Kv5IQX5f1DfvSX8iw38I5CFU+Mm9txUWX18JcpICOW9QPbJFZ6et6U23C/7wkKSOj4XDxOjUHH+bDdVbhRE753XZzu8/uCDVQtjPQMBvrQCozdmk55YpwmlN34GlPXsFB2wF0bsFy4xBl7cYxzY3xtekPHF3OG+lf8NM68wqIZeVAg+kQBeWgbyvXphTqHOYwxzmMIcpfLtbMGs5O/l08j/eX1GPIyMjrq6uV65cQSAQf6GYPwQFjw4/s++28mJXSdADyflOEoJbFoMMVi44s0Xvqd+l5I6PrrEJnlore7bOR+6e37tXqM9uEfrQb+kWS4LWCfkZCoNanY26b5sPOK3pObikyxY0sFcItUswZf3CGydOJAz2JNbAHj27eOW4pYuN8RnJ+bdXgVxlQOdFQF5X5hTqHOYwhznMAQC+2cX9wwT8ya3+fwFcLnf2JZVK3bJli5iYmJqa2smTJ/8dQv8ZRvHol6f23lZaekcKdEsCdElMwFJyqamB6pXLe3zjPZL6vsQ1tVw7tj/VeCFqN6h3n2DXXmHkoSVpFosCDAT8DOaD2q6v67ht1Ouo0blfuH03qNdaOMlkucftux/xo0WjWHhjybO3Ie7B9yJjPB457XTSF78qDnIQBnk7zinUOcxhDnOYwwx4LDart2+sqHg4KYEcHUOOj6fm5TM7Onl0+nSaPzrb/z2io6O3b98eHh7OZDIn7jg7OyspKbW2tnZ2dlpZWeHx+P8g8RNEjeJRYSftnMQXXV0JcjaUfuq428HBZteJ7Ve9nMKyE1Kav5QzKB9wZP9bt6Fmq3p2CHbuBXUfEIZZLPAzEPA3BIG6bxh13zbpvKrdZCvcbCMYu1Eh2ONJxxizlknLR3TltDeEvEu8E/LwRWpQZGFQzDtP78u7jsj/9vjSWe4kDX/f7vYc5jCHOczhJwSHSBiOjx88erRLV69dYXW7jEyblGyrtEy7nFyXps7gPjtyeAQbiZxK/s+1Bp/Pv3XrFhwOt7Ozs7Cw+Pz5c25u7sqVK4uKigAAoNPpu3fvbm5u/g82YUqhokPs915ap+R1dU98mm9sWdhZ19M2R7c5+92LLMzK62gsxPTU82l9dHbgk6DXprLNuwS79gi+3bwg0HDeC2NB0MBt095bpj2X13TtEoaaLnG9cLl7hN7GZZfg0WXYvvy+lsjitAeR3i/SX4aWhMVURSdVxnj4n/d6co/D4f0HGzOHnw/TFnfTdrnfiMEIhTBGJZGJuBHK8DfZvrUWnHvlmsNfwqRFKQ8A/mDCmeOv/xKmD0cpcHjf5s0dqyRbJSXaV6/uVFHtVAV3qoI71cAdqqodikptklKt4qt6jTcMR0Xz2ezJzDO23d8M4bQxcldXFwAAdDr92rVrCgoKK1eu9PLymkgzPDxsaWnZ0NDwj8jj839ozfS9t8W3lxTMYIT/3dDEx/E1Ma+q48Iros66XbQ+vtslzPtNeW5RT1PZ0EDFyFA/l9k9PHbv7EXoxuUDOwWhm4SCDIRfGguDBpw39NwwGbwE+Wgh7GFjUVrXhOZxK0cpNSTkJ8Jg7kDDq/K0h7GBYTlvQktev/r4JrL2rXfWs+fRQWwm+1/r/jn8Upg0JJ/lUDJxk8vhDPZ0FGfHRr+4ER1yM8TT8U24e01FdndbLY/H/bYE3qTL0NycN4d/E9/707BZTAqZyGSMc9jMb9LNMdnfi0mvtVHq0L177dLS7VLSnSoqnWBwFxjcqabWCVbrUAN3qYK71MCdauAuNXCnKrhDWqZjlQT6/AUOHg/MeNTM8pCbwu+rKy4uTk1Nnb4cGhqysrLq7OycoWfGcQ744c3fmw3/sKJh9EBCVkRoWXRU1ZuILwnhFW8c3B2tTx+4H+X75lNeQX/zF9xgzQihZpyC5bMrGjsf7bP5sEkkzVzwhb5wqKEQqPuqUf91o4pj6p47TLOKPxH4QAt9tI5KaiSivxD6SwaaY8uzH8WFhGXHBRVGh32Kf14RdzfJ3e9VAOdXU6h/p+31/wdM+dRNXvH5qJ72pIgn8aHubwLvhHg4hLif9r1v73PnRPDDM763jz33uBAf6t5SW8ZmzT4vme11Ooc5/MuY5sAx6khxdtqtcycObTV2sN1y5djeMN/HBelwIn5oMuUcl/1t4AMAAHDpDPTFy20rxLqUlLvBkE4weEKhdqmBO9UgXWpqnWrgHjCkSw3SpQbuAkO6wJBOFbX2lWLIg4c4s48/Jx1Ifzx+P7zf19dna2tLJBJ/mJJGo00cu/5QQ/9jRTCMHohPD3+aE+JXFBpSFhNSGnvqgdOu04fcYwITqkuKB1qrCQONI7gm2kgbg0YAgA/VzZ77bXy0BIN1BULWCIAazhjlnDV5cft6/ufmXja9l0bvZNDbxylNFHwVGV2GG3xbVead8PJ5SrhvakhAXoh/ns/18IvPQp9yWb+AWdKcEv23wQcmXNoBAADamqszE188u3004P7RAJeDjy5vcz66xWGbodP+TS72264d3nxhj9HNY1vuHNt64+imCO9b5XnJGEQXm8MBJq375kZhDv8e+AAAADx+cU6ag90OIxUZA7nl61aLr1cSN1FdZaEht2e91pPrFz4V51BHiXw+n8ebO4f6m8Dn83H373esFOtWUe2GqHeDwd1gSDcE3A2BdIPB3WD1HjC4CwLpUoV0ysl3ysp2rV7dDVHvAWt0g8HtYmLos+d4DMZkSbOjQPyoot/fLCkpOXjw4MRwf5eAy+Xa29s/f/78Txb13c1hzGAszM8j8b53pqd/rl9AVsDJm6dtTx70iAuDNlaWD/XVkzCt45RO5lg3k9E1ThvgsL609186cfy0soi7OggU63gyOSa2EYPtZTKbqKRm+mjX+HgXndpIJdePkkqxyNefSx+/ee4b6/v0tUcQ/JEv9Jrjs73eIR4cFvf3xM3h/wem92HwyN64ALdHjgcv7zc9tFl9/yaVI5bqe0zkTVXETBQktmkqbtdWtF2rZrtWZb8R5PRWw+Pm2jv1ZS/tNYz1uVGS9ppGJQEAwOPz5nTqHP5d8KGvw8005LUklpqB5az1lG30VbfpKW3VVtyspWizDnJk41qXk3vgYb449CCLzeRxOHPM9jeAmpXVLSPXo6zaA9HoBUN6wOBuMKQHDOmBQHrA4B4IpBes0a2q1qutjdxrhzpwaHCjRbeqag8Y0gMG96iqda2SIL+MAICJjQXe7GgP37nK/BChoaFXrlz5o6caGho3b96cfWd0dHT2JYfzh6tBCgbx+u1jj1eXvBOuBsJcfRPdjlyyszm21+11eFzNpzLsYNMopZU22smkddPH2hmjzTTKAJOZ/L7M+ea9Exs3gsrrmwdHx7rHR5oopLZRahed2sUcb6OP1Y9SPpOIuT3dUWWlj2JfeEU/ffj8uk+sU8Cbs1c9rZ6FuHHYP8PLIH/m3+mwVVNgsRk9KFJZHdIvsSE6e6C2GUujUSezTfsczwpr9jeT/pNhOuIXMBV9DcD0dUS5nLlvt8lxh+EefaVtugobteQs1iitURYzBsubaygbqcgZq8htBMtvVJXdpq28x1B9twFkj6HiXkNZp516L67tgQa5kAgIPsDhcjmzYgn+epvAMxHVfhjSb6Zl3zLhFGP9eg3+72BWOMIpvM9N27JGde3qVRZaKnuMtY9uMTxktmavsbaNAWTnWrXjG/Uu7Njgcco20tUxPyFyCDM4Pj7GZrP+MGDdt7XNRMb7c+l5U14f/2vnGNMMPrnZS6Egtm3rlpbpVVfvhUB6wOq9YEgvRL0PrNELVu8Fq/eCNXohGl3y8oObLFg9vXwebxSW3CMn2w2G9ELUeyGQHlnZAcN1bCQCmLWrj8Ph7t+/b2VldeTIka9fv07cJJPJLi4urq6uFAplmp7Tp0/fvXt34ndLS4uLi8vnz5+ZTGZKSsrLly8VFBS2bdsWFhZWXFzMYDBu3Lihp6fn6+s7IbxsNvv+/fsZGRnZ2dkuLi7fmQqTMQNxrx94hBz3jj7hG3f5UeRVuzM7th/Ze/9V2KuPH7K72j8TSY00WgeL3s0a72bQOsdGO6lUeOn7kLdvfSJegbpGhjvJxI4RSssopY1K6abRuhisehazgkwuQqHfdXS8LC31jI969trf1f+Se8hJr4ij1x5v9g1247D/+yvUWUd0/BnNCAAj1LH8j92nvD/rnWtV398naYGW2zoC3oHbdrojNnlwlDqxvT4tSfxZkvw/iunemL7T19ny4s4ZVzuzK9sMT27SsjNUsdZTsNJT3KynaKgibqYtvw4suQ4suUFdZp2K2JY1q7cbKlvqyVvqy+8yUDhgtPqSlcZj+y2eDpaRT68S8P0AwOXyuXw+9/vwKb8UpsKFTr2G8Xl/uJ89Zcs1E5R1JoLoL9n2vwXTnTP5AznQbb/NxEhJ3EJLca+5wdFtGxx2bTpsYWBnrOO43Tj82tGUR46vb5545Xzknde17JdPPxWmD6EHaNQRNof9p6zhZqztpk5qKeTmmi91H0vqyosaKkpaqyoQXW1sFmsq+Uxo2v8tzJorAQCgJsO6paV7FJR65OX7FJX7wJC+1Uq9ktI9cgp9YEgfWL1XTqFbUrJHVqFPDYK0smJ1do4VFvZISvRKSnVLSfcqKfWD1bvFV5GDgqZroFKpZmZmixYtunz5sq6u7ooVKyaMeC9cuCAuLq6kpHTq1Ck2mw0AwNjY2Jo1a86fPw8AQH9/v7a2tpCQ0M6dOxEIxM6dO5WVlYWFhcXExAwNDWNiYuBwOAgEWrNmjbCwMAwGAwCAzWZbWFjIy8vLy8svX778xIkTs9fEFMxgzGtXz+fHfcIOeIQcvvfstN1J6x0nj96PjggvL0vr6CzGEqvGaC1sdheL1UlndIzRumg02PuSgOjo4LfxoDYiroOI7xwebqVQ2sZG22m0Rgazgs4oJI9kIVAJLe0hRUXuca99EqLuPLv0wGffo8C9V102+gS4/gxuM1OmWrNPnjk55e1HHlVq7e+Q24hdbUqWWP9JVjdBdnXgYvBjIU34Qq1KhzsYPBkAgMn5EAB4s4M6/y9juhMw/Z1Prhy4vdfUxdb0/Gbdo0aqh40hNrry1mtVLLTkjVRWrVUVNdYQ22akaGWoYAwRNdMS27ZObusaCSt9SVtDhQPrFZ2s9dyPbPC/tN3jxMb4QBfkYAuLRePxuLOCdf96+CMTRAAA0lJTAoNCunv7Z6X+XkB+1Wb/jZjSgZP/v3nhb6uvtn+DjtUalb0mutcPWTvaWhzdoH1561r4/bN9GRGogriu5KCaV+7vg+98eO2dE+XXWFmKwyLGx6nf2Zz/gyr5kwe1nJaaL6Hud24ftL5/xMb91D4fR/sXd85HuV3NjAruaqql0cb4fIDP5/5vvhXNLD74POyJk72SUgjzjSgrqwEDg15JaYSJ2dDFi6jt23tl5Xtl5FBWO3CXLiO3WvVKyvTJyzO/1o6lp/UpKmJPOQydPDWoq9cnp9ArI4vetWs65kNERISgoGBmZiYAACMjI8HBwa2trQQCQUVFJTMzs7e3V1xcfGLZ2tbWtmjRIicnJwAAdu7ceeLEiTdv3mhqag4PDxMIhMHBQS0tLUdHRwaDAQDA1q1bzc3NaTTajh07rK2tAQDgcrmWlpaCgoJJSUmdnZ2NjY2zhZqCQURFuT/0P/LQx9rde5+Lt/3+i4d2nTl171VE6PsyWFN7ARZXTqVWMeiNdEbrOK11bKyDNg5//z4wJiowLgbUPIRtIQ01jRCrSaSGEWoTbbyKMV5CpeUThrP6EUmNrYF5WR5vooPTkt2jAu8/O+/yaL/9dcvHAe5czn9/hfrdy+IwlewT98n0+KCyGU3JvEdC79UKFUdxSTspGXMx+fWyYpYyYut/k7IQWO1zzmtoEA/MMMnv1mf/e+ADAMDl8j6WFLyHRcR5XHK1M7q1a+2VbWsvWa45s0nnsrXRnjWK+9apW2opmKtJb1aX2LlW3s5YeYeO1A5dyV360vuNVp/cArHfBD6xSePcVt2zG1Xv7lsTcG7zS+fdnmc2BTjva6sr5QEcLpf9q28G8Lk89qwzGDqD8SYqRnrZysXz5ynKrba3P/ex4uPEo+rKStwQbjrf307pr4fZhy94LPrm0V3Oeze7ndj94tbp1w8di156fQh/Uhj8sCrGpz87ilyVOVyXTficiiiIbYc/r03wK415Vprxtr21jkQcYrEY/zxq7My5HSfrbfStwzZuJ/c+u3DoicM+d/tdT87sfXH1WPTtU4mPrmQFu1VmJpEJWBaLxeFO77X8D2H6XZJLGUZuMOmTlhpJiOeODI8XFRNu3GAjBvnjdN4Ydei0A+nePS5lmE9ncCkU3GmHfhl5RmUlo+7reMVHDpHEZzKYzS2oHdZ9UjID6hrMxsaJ8m1tbTdt2vRdpWVlZdra2hgMhk6na2pqZmVlAQAQHR0NAoEePHhQVlYmLy+PwWC+fPmiqKhIJpMncunr67u4uAAAQKfT5eTkHBwcAAA4c+aMkZERAABcLtfMzMzAwOB3LQQAABjGDAZGPrzibe/85JiL7yX3aM9jLs67zp67FREWlFeQ1NCUhUAUkYfLaePVDHodnVZHpdZRR+NL3z+NjvSOfgWqwuEbqNSG8fEq6mgldbSKRv1CpxZRqTlEUgYa/ba1zftDkWty0rOi/Lsl+dcLsh0SQi0d97k9vsfj/vdXqLPP41gsxqOYr+J7exS2UeXXvhWVdxSTspGR2yQls0VCapeEhM0KCaOVEsaiUma/LYcsltijd7LsDpTdjeH/ocP4/xz4XC63ND0h1vWMn4PV/Z06rnsM79ia3dlr5rLPwu2YzdktBsfN1uxZC7Ez1DqyDnxnr8U5c+2TRuCr2wzu7DLxPmbjd3rXs1M7nXduuLBV33WfqcdBE+8T5pHOe1wPrX1svz7e7yqZjGCxx7hcNu+X1akV5R/OnDi6bYvV/kMnLjteu3Lx1iZz25UikkqSSyOPaiYeXmstu0xu5VKHU6cDn/iqaOqsM970oaBkMvM/iE4wBwAAJo8yJ7uo4XPpnQNbvE7vzgpwGShKHG4opLZXMLqqmd2V9Laysab3tOb3Yw0F5KqMofcJvZkRLbDgT7HP8uMCqsrzBwc6x6gULvefeCJMs+HH/KwbdlZeFw74XT7mfe6Qx6k9d/ZvvbNvc8DFgylPnMqjn1ZBgyte+9YVpRCG0HQ6jcNh8Xn/a9tak41ltrcjtLUHlJWR643HkuF8NpuDQpFu38HuP8Dq6OSSiKyODvylS0OHDnNxOHp19aCqGqO8AgAA6tu3KEsrwqULvBEKq75+UA3cJyVDnfIuNTU1PXjw4HdV5uTkqKqqYrFYLBarqKjY2NgIAMD27dtBIJC7u/vFixcnNn7z8vJWr1494UXD4XD09PRu374NAMDIyIikpKS9vT0AANbW1sePHwcAgMvlmpub7969+4eNHMEOej64uOvK8QPh/ldKcm5VfNj3+LHVpUvX37wJrKh4292bTSTmU8eKmawKFvMzg1bFZNRyedEVHx/GxnjEvQblwhJyi4qz65re9fTChwipo9QMOj2ZzY2nMaLwFO8OxLXCT2ei0q+8ST/p//KKq/u1o0eOK4o/uXr+p3CamTkm4T7Pb1e+SJbeipODBEittlkhu2OF7M4V0tZi4lvFxLasFLdYLKG3QEp7ibSR2CrzJSuVQOJrlq2BGV5h++bwMKOc7xYQ/1OCMo2xkeHCuIBEt3NPjpo9tjPwO2UZfOlQxLWTzx2PPXc6/th+z5392y/v2HjZetPdXVah5+w9D+wMPnko8IRd3PVzlWG+hV73ku9eDr960vv03rf3LsE9rgSctQ66YO1/xvLBQUN3e5MP+Ym0cQKTQeXyfgr2+dOYZIdXYc+lJaWFhBavX7ngso7ILtWl+pIiWqLiakt/89+nC4RtB55uYj7cHrtP205GxMNUw2srZLvYAhuIUjk0ns0cBwA+wOUC/+E97/9XOyvTp84AALyLCnY7ZJnldwtRkkCpzaU2loy3lo13VdK7qxjdlfTuanrHl/HGkpGaLFIZFJH5si05qCrWqzDKuzgrobWpmkQaYnFY/7Q6AAAoROKLu1cfndrjff6Au/1uz1N7POx3uR7Z8ezc/niX05lPLn8IvV+fFNiQHFKd/LKltgyHRdFoVO6/Zk48+3j4l8Q019Jy8xBg8KAapG/Z8uHHjwEAGH70qP83kb7ffhsJCgYAgHDzZt+S3/qWLh+Dw9k93Uh9A3pVJau9A6Gk1C8u0b90OdnTEwAAnN3B/uWiI69eTRRrYWHxeyVXW1u7atWq7OzssLAwS0tLHo/X0tKipKQkLy9vY2OzYcOG2tpa4HcKVVdXd0KhTihXAwODzMxMUVHR7OzsiZvm5ua2trbftm6yeSM45Muze5w1JG8Z6zmfdnB0e7Lp6Gn9/SePej93TsvzrG0PRxJiKfQ4KjOJOArDYBNbO9M+Vns88b5y5szNUydAufvXph0ySz5kFWW79cWRnc/PHw+6dM7f6cKzSxf8zp1+cmzPLRvTq1uNH+2xeApZFqwIeq4scFMM9Mzp7M80I/Lh7/tXH8HIbehTVnwqLb9bUnb3ilWWouImomJGS5ev+235+iUr1oqIrlu6Yv0yMUNRiXViqzauFNVfIqG0aN2zBft5eu7s8KLhmk7UCI0wu1wqhQDLq4z4gK1C0ie/kT557vr/04gJj0ZkRzyOun3c6/jWl5f2Jbqee/fkRpb33UQ3J9jjG5E3zgVePOF34bjHCbu3LncK/fxLgoPy/XwKfL06kxNHy4s7YW9qX734EhmS4+X2OTKwLNwn4eGVF05H7u0zcz9mcW+/ke/tY0hEHY1GZLLHf6m3ez4AAO2tbaulJaUXCz3cvQ7tvw8IteEGbCV5WQy5bKm/aNRvr8N2Wse9Z8Z1MwFcjdiXjTlnDXg3jajOFvlWynV2RvRXz1ioPoAP8HlcgMebtTqa+Ij1n+6NyWmZD0x+J/rHGWcKn7Sg+jXsUvmzDvLh4b4hlw80JAUNlcOJX9JHGgrp7Z/oPdX0nmpG31dGXx2jp4bRVj5WV0j6CEPlRnXBgxuTAsqjvPISX1Z9KUIh+xj0se8/eP37GvnAp9x0D/tdXmfsXI/YOO/Z5H7CJsTp2BvX82mPHMtC7rbBn3dnRHRnR3RkRTSmhH7OjGtprMEPoRkM+j9ze53q9ukTpYlPlP8xLT/zrMKf0qm0ZDhKVRWpBh6QlKIEBvLGx7Dbtg/KyA5Ky4w8f8FlsTBGxoOrFQdl5WhvE1hd3Zi1hszKSlpq+qCUFFJdAyEtO7Tfjg/wSLdu9/8mMhL+cqJ8JycnDQ0N+tSRan19PYFAYDKZurq6O3bsuHv3bmlpKQAAp0+ftrOzO3LkiLCw8LFjxybG9/cr1Fu3bk2U4+PjAwKBIBDI9evXAQCorq5GIpFbtmz5oxUqBYeIObvHU0MkUBn0UgkUojL/qLSQhfSiC5rSd021/KxNXh62WbgVYwAAIABJREFUfXl8T5i9beRR23C7rS8sdWKMlFzlRC6LzbstDQJlH1qXc2hd7i71RI15McqgBBVQihooURkEVQFB1QTi1EDBq0FPdZdGWGuGaC8I1ZgXDFnoIg3yv/5TrFAnuK+8aVDryuDyLRSIvKuGjMkyxX0rZWyWrTD5TVRfZJmOiMiaJct1Foiqiyw1WLHUVHyFiZiEvtwKDSlR3d9WyC0VFJZSOitykLTwPAtytXXPpaCHD11fx0ZlvCt4/Tphh2OwysNa1Vds/Shq8EcSh82eDsb3C0xO/xr4AABkJEaG3TkVefdUjMuZBPcreUGun6J9c/1d34c+yQ/yCLl8/N3T+++ePsj0fTxcU0NtaB6urcd9/oz//JnW0MBta6U3N4zXVePzc9oT45C56R3vEstfhbx75np1p8mlbQbe53Y57dIqyX41Moqg0ym/1iJ1fHz8wP6DvwnNjzlmCPjpcz0Mae6WwFNj4NlawMeE72HJdTSnHdcinwSPnV8LXDIFzhoSj+h07dMdOmnCv2hGsFdE2qykeF5hE7AAhw1w2QCfNzXF/suvFvyZg/9vJnQqdbSmpvbLp0+jIyPfZfjGbu8nxmyF+i4mxPfs7taU5/iKZOKXtLGGIkZXFWOwkdVfz+pvYPbX0ftqmR2fxuqLSJ9SERkRjdGPmqHPa5KeZ0R6vS9O7+ltpY5SuLx/EtBthEx87XEj8Kxt+I3jfuf2+J/bG+58/J2nU77f9crwh0PlcGpL6XBdLu4jvL84oT33dQ089FNham9n8wiF9A/cGafaM7vrpw2E+cCPNefPOzz8WX/08jKUuiZSDYyUkBoNCOISidiNGxGy8ghpqdGwMB51FLN2HVJRCSErS0tIZHV1Y9auZVZ+GS8oQkhIocFgpKQU/thxAADIjpcRy5aNxcVOVNHc3CwiInLt2rWurq7AwEAREZH3798DAJCTkyMkJOTg4FBZWRkaGiojI1NXV2dnZwcCgdLT0yfy5uTkyMrKTitUTU1NZ2fniUckEklPTw8EArm4uPj6+hoZGXV1dW3ZssXGxuaHLaXgEHHn7Xw0xfxUhYI0hcI1hB3k5u2WFr6nJBAMmRcPFoCBQclqoGRVEFwNlKAKSlQHwbUXeqgIXZAVcJSbD0rctz758Aa4rWaMjnCM9vw3OsIJ2sJJuguTdITjdRdFaC5+piroZrAqdIe6L0QwECwQpDbvjgTI/9rZnyTwIJZA3Hqnball00qNZ3IKlvIKW1ZIH1u60mLJsjUiy7SWLtVctlTzt2WaC5ZpiyzVFl2qKypqvEjUdKns1hVap6XWeq/WPCYqJSWqeWfpkU6xE3xFW7KI5jOQoAJIQHqp4XVVL7TeO0ArliHmyV1wjhpdROLx+Gw2n8v7iXn/3wUeNRh0+0Sw86GEx1eSHl+Jve9QGvrgfdD9d+5OdbEhUVfPvrxytiUloS7xNaXqI7dvgNE9yOtHcXoH2T0DrM5eZmc3u6eX2dZO+/yJUl5Kr60arfrck5ue7vvIw972hKnGo1M7z1lpPb11Ao1qGB3Bslj0X2CCBwAAAJhM5u07LosWLbu4QZ7zai8nYBPnkTntninr+jqmoy71hgHrphn7hsGok97oMV2ijRbCbs2IvcH4QS2EDbh5i0L/XlXKEe2O7Yo926QoXue5hCEei8nncGdpuH/hFe07xcgHAI9HTzdttbK03Kant1Z8meTSxaJ6uobXnW+mpaWOTfmzT3rv/PT9Pbtp1aV5Pmdta2O9cKWJxC+pY41F9O5KJrKZhWxmDjYz+xsYvV/HOz6Nfi1sig/Icb9Q6nO1Ida7uwhWHOufHfbka6wvpr2exWbwebx/sKXU8uV9kvv5VI+LdUnB7ZmRre/C2t6F9ua/wZSnDH8tGO/8Quv8TG0pJdXkIEuTenJjvsKCymGRX6s+YNGDDPr4P9xdmFJBf7Ltk/uOP6tYTHEoF4HA6BtgVZSRy5aN+vhwSWSs4TqUlAxKVpYaFsYbHUWrq6Pl5dFy8mNJSZyODrQqhFFRzh0bG9qyBbl0KVJKmvYulc9gYjdtQkpJ0wsKpmuAwWBKSkp6enri4uLe3t6sKW+luLg4BQUFBQUFSUnJ+Ph4AAB27Nihra1No9EmEuTn56uqqk4rVCMjo2kvVQAAOjs7bW1thYWFQSCQvb392NiYjY2NnZ3dD1tJwSHizu/30ljqozLPXx0UqC5gLz1vt/QCZxWhp2rCYdoL3ugKvtWbl6ArmKAt+FZXME5vfrT2/NsqgqfkBBxkhEBxe00S95kmbNd5qbkwQkMwRkcoRlcoRkcwVntBlO6C59oLnqrOd9UTD9qm6QNZ4K8hEAgRuCUO8rt65mdQqDQO93pcm9z+YRWtKA2J3RJSB5bJHpAWMxNdZvCbiOaSpbILly5f8pvk4kUqi5doif+mvmKx4oIVRlJr3BSPfVW6zdPxBfSjWMahvTo3UpUv1EucH17sMLbUfkRsV73szvfK7vQN0YDhm/HVL8ZFzlNBm1hrLhN6BscZdIDFAf7SV+d/QvD5BYlhT4+ZRbscf3nzePDlPQkuh0t8r6S7nvsa6d0Q8zzxlnN3Wir+wwfs+xKgu4vX3c/u6ON2DvC7B9ntfYzmLmZLF7Otl9XezWhqojc1jNZWkyo/9uZnxLvd8jt/xGmb8RmLNcct9S4csmhszCeS+8bpw9w/6djw30b5h7IVosuXr1j2/rolEL2NEbiD52Uy7rOe7mbKvrKWeVyHdlBrzF6TeXY9w3495ZBez061tu2quP26xH3gju2K9RvlEDu0sXv0GjbIDWyVHUkO5oyOAH8pSN6keqCO069dvS0GAomCQBLzQQ768gfUxLcoSxnJLlEQBM0HLTQ225qanjEZx+RXCFfFn6X4ED3tXmf3FfheR+VHEz8lj9UX0Ns+Mvvr2chWBrKN0d803lVLrSvugIW897vdlRo+lBfTDQ3ozU9oyn6T9ehimdOuTtgr8giJyRznctn833kxTaCuMC3X37ky+hG+IoXeWsrs+MTqrmL21XEG6liDjcy+JkZvHa2zktJQiPmQ2Jv5qibWqyjS82Phu56O5pFhIofD+vPdymaMMcdHpr4YMdHeH+T9ObfnZ44o6HS8lRVKSpZ06vSEjS4t/u2QiQlKTJwaHgkAwFjMa5ypGUp81XgyjD8+TouM4vT18hlMVkvLaEAgPSsLAICx0FCUpNTQ2rVcxAAwq7U4HK6ioqKvr++72slkcmVl5fT9jo6O2WlGRkYaGxsnvFT5fH5LSwsSiQRmdS+Xy+3o6GhqappQ0h0dHROfsvk9KHhE7Ln9TzQW+YJBgerz/NXmHZcUtBYXdFot+AS8KERrUZS2YLSOYLSOULSuUJSOUISW0Eu1eTfkhE5KC56QEQRF7zKL22seu003QH1hgNr8FxqCoZqCLzSEX2oJR2ovCtFe7KE8766emP92bS+IkK86yF993q1VIP9r536CDTteXOGA4uGBVcYfZGRPQ1bsXSV2YJHMBpGV+isXQRYu0VksfVBU1UtC+dVK+cDfxHevWCCxfJGRwsaM1Q5jck48WUdAyYWj/oxnEANsTAfM3gG6MQyZp9TFp0kL99CULwM63pwNrzk6kSwJF47QfuaS7eOLzbEx6cNkCpdG47M5Px3H/xWwmQyfS3u97DdH3jz67OzuZ6d3ZDx2KPJ2rI30IRQlY/LSsEX5jPoG8ufKsa91rM5WdnsHu62L3dbNae9ht3UzWzqYrR2M1k5WWyerrZXZ3DRSU4UtL+7OfffW/bbP2cMex3YdNFDat0H1uLVhQVYUDtc6MoplsRm/wBwPABgkUl9nreLSxZXn9TmeJuwnWzmPTTmem9huG5k3NnAuGbFOGZL3a2FtVcmHtMdP6JMP6HRZqjVZKA7uVEPY6rRaqdeaKQzaajTZqX82XjK0V42WEkZv/EJv/jjeWsnoqAEGmgAKlk8f4/2JoGuz/bsCgwIvqi2pc9RtuG5Ybg8GfIwYnvrUh5qjXppt1/QcVCUgi4QUliwKDQwCeDyAwwZ43J9wpp6NmRBmAEAhE/2unnztfLg3NYRQBqPW5jHayhldleNdNeM9deNd1dSWMmxRYntiIDo3ZjAjrCH8YfMrtzZYQG/pu8oIj4/X93wN9ejpaScRMczxcd6Pjhj4AND5ufDTK8++jPDhL3BaSzGzp5KDaOKgOzioVjaiiY1oZQ80jXdXjzYUD5Um9WdGNL71eR90833Kq6+1H7FYJJ1O4/N5f9SrPB6HSaPSRwgDX0vai6E1aZGV8Be1Wa/76svGhvHcmWjZAIdBQ3fUjQx1TxH20w3T7LgklHv30MtFRx97MsvL6fkFzNIPBBsbtITksKMjo+Q948MHwo7tGEkpym0XRnExs6RkPDWNcu/+6JMnXMQgu6Nr9PGTITUIRnzV8PkLf/Si898CBYeMPb/PU2OJlxrIHwLyVRc4Ki24bZWwo9L8x2rCzzUXRWgteKkpFKouFKopFKIuEKQ2L0hF0El24RHJBUclhUGvdpnF7DON2qbpq77gmapAIHhekLpAsMa85xrzX2gtCNJa5KY67+4aMf8dmk8gQr5qAj5g0E0JkP/Vv65Q/+W3MP4sEwsA4H9sH1p3E6mytVtC7Z6c/EZpSesVErtFJNYuWaK3eIW1JCRCXL9LZD1a2KRFxKhFcm3pQuULYubR0oeZy+2YK/YTf9uJEbIeXLwXIX1xWOcJ1zgeMIHztCLYip685efGZK+O6b1gGyfwdV5wVl6ki+zjrLBmLDQdu+ZNHkQxCWQuk/lL6II/i2Ei/tmFPQGntoY77fc4tCXAwaYswKn5zVNEThKmMG34Yymj7utoVe1obT21vn74ay29pZXe3EpvbmW2tjNa2ujNrcyWNlZLO6uljd3SwmhqHKmuHCp/35mdkhXo+dh+n8+ZAxesDLZpS57db9ZQnzY4UDlMRjBYYz+bOP0BeJabd26WFaV6bmTdNx27aUC5qk+7YMRw3sC6bc5y2sC5sJ5rv3bssC56lxLaRom0XxezW7vHUrV5s3yXjXqv7ZqGLap1mxQwtsoNO3RaNqvT98hgtkv0bZUathLD7xEv2iLisVU7MCC4HzkE8HjA5InCzJfvpj+aMRmeCeADAMBkczwdduNvawJ+2sBDbb4zmH9PlvdIFXikCXipAa6QMZd1uIfr3u2RUxZdWZidBbAZfCYD4HFm+3r+zOBwORmvX4Set21LeoYtiEPlxnWlRbYnh6ALE0ZqC2itFdT6woGsyI74Z9nPbp+z2fzk5L6P/rd7U0IGSlMaXj0uPWdZGv648mNRX3cLZZjE5jB+2Gpcf0dTWiQqN4b8CTbWWMToqeWg2jiYHg66jY1oYQ+2MPsaxju/UOsKCeVwRE5UZ1pYVcyj3DfB5UVp/a111JEJa4BvDCvYLAa69Wtv1fvOYngT7HkDLLjmrc+XKPfi4JuZPldhj87FuZ7KDLk/0FbLZhHGR7s/pL19euHQJQv117ePDmN72FwOl8P55060fycmmGaqkayqKpyqGna1IlZZZUhJeUhJZQisMaShMaSmNqSoMqSohIWo49Q1cSqqWCVlnJIyVkkZu1oRK6+A09DEqqtjZeWwSspDcgr0zMzpwidAJBIxGMyfp4tCofz+JJvJZE7EKezo6Ojt7f3uaUdHR3d39x8VOIJDvL6w/5HGYi9lkB8Y5KMucFhKeLvEgsvKgm5qQkGaC8LU54eqCzwHC4SABYLU5gWqCvopC12SEzwiIXBklTAo3GZD1N4NkVZaXqrCT5QEfFQF/CACvmqgALCAP2T+M4jQA6V5LrrigdY6TyDCvmogHwjohiTI799coc46nweAf0uqJ/MScGTTh50rDgxL6yevljgpK22xXMJKdNXG31asXrzSZpl+sdiGyuWGtct021boNaw0qBTVb1i1oUdsf9uC3Z8kNw+tMh/5bdPgkg09whs6F2xGiB2iqz5gGEez18WyNUO4io+Zq93G10TzTWGAdgBL8jxLbD9PbMe4sDnDzonS2k1H4dhjtP9XX7YoTod7HtsaYL8l2MHGY9+mqKuHvr6815kc3JGRgCrKJn4sp9c30Oqaxhqa6K2tow31tPoGRmMTo7GJ2dTMbGpmNjazmlrYLa2slpbx+vrxhvrR2mpy5cfe/IzcEO+nDgfuHbC6tH29raGC47EtDfXvenvLiYReBoP6SyhUNoO5ydRqn5YoN2QT4LOZ42nMvL+OcX49xV4Tf1J95Owa1vm13NOGzBMGwwd1+q0Uu7cqYfbq9Vqrf92sUGUu12il+tVCocpcps8SgrBW/2Iljzihyr4Cxp/WqTSXua0sutnE+EpgBKyxtxpJJlEo3x0nTC9J+TMLOAAAAAaH13LPmntfhucmCziv5l1Q5DxYzXJTZ3qs4Xjqcq+rsB9o8n21gQDdw5DFO7fu4mKRwCiFz2JOmkP9CqgsyYm8drg1ya/trXfLG9/25DBEejg2LxpT/Ga0vnC89UMnPKDimRPcz+OB/aGKl0+Git+gsqMG8t+2JQXnHTZNC/PMz4I2138m4tEsFuOHb8DU0ZHmnPjBnPDhsiRafSGjt5aLamOjOznIVvZgM7Ovkd7bMN7+ZayhhFyVhSmK782K6s6L+/LW75Pfle4EXwIGwWDSeTz+NCcP9XVkhrjBXB1SXU+UBd6oi37U+ManLTmsLT2q7o3P++Cb0DvHfE9aPthv5nNmb02e5RjmZlPlp+J0+OPzx86bqKT7OOJ6m8fGqCwW82dzdZ0J983hUBydsKsk8GAIDgwZAkNwEHWcusYQBIIDQ3BgMF5dA6eugYNAcGAwDgzGgSE4iMaQujpOVQ2nBh7S0MRKyZD3H+DTJz84M1E+lUp9//59WVkZAABjY2MTn2CbRl9f33SAXyQSiUajWSxWdHT0xO7ubLS0tMBgMA6Hk5CQ8J1CHR8fj4+P7+np+aM2UnCIuAv7H2kt8VYVeAYR8IHMOyojvENiwXmFefeU53urzQsAC/irgHyVQX6q83xVBb2U5z1VnHdeZv5BCYGDq4RBITbGL2zXPd+q5qY4311BwFNp3lNlgafKIC8lgSdKIHdFgZuyIGf1FT5WWo/Bi3zBwk/B85xWgZ79BaOkKaOKf4dRpswa2feiPovYYdWMPqjKnleQOLRCxlxUwnyViMHipevFdBKWG3aK6LesNKgVW/tRTKdhpX7L0rUl8ptrRCy+zN9YJbWxX2ojVtQCLWbSs9KkS9QKLbJ7ROoUQ8uDZvaaZfiKC/FnqD2jro1ibEzgankxZC7wxA7wF1sSQRsI1ucp9S30PgSbPMr9CYIZ/8eQGh36wM7c59gmn6Nb3PeaJbqcbop274K/6M1PxX8sGqmpGvtaT61roLe2sdrbac2N1LpaWt3X8YZ6Wn3deH0do7GR0djEbm3mdbRx2lp5He3M5kZK9eeunNSCF88CLh2/a7f10rb1xzZr3XCwqfqS0NPzgYDvotNHfrgR97Ohq71dVlpuo4r4iJ8l4GvK8bHgPjXh3TfjXjEaP607fEgDv1eFdECDekAHZ6s1sEurbvPq2s0KlZtkPphKfTKV/mIqWWkuWbVJpnarZL3l0rYdEvQTasjjKrc0VoK1tG77vihvQ3fgeV9RlDr8eNM4kFxWHhIWmvEuHYOb/tLnVMDGyeUpHwAALnWE576Je0eW80iVexPMuQRhPQJzPXQ47mpsNwj/igLngSrHXRXwVGq/q71ZSSYn6hUwguePjfA5v8BxxQSFuCFUsv/DutgnvZkR5PJUbFFC9nP3yFtnaiLchz4kjLeU9qeF1oa79qdHEwqhwx/glM+puNyY/pzXbWmvMq4dgIZ5pqVEfa0uww0hmUzGD2rhA3T6eEvJu87UEEJxHO1rDqO7ij3YzES2Mgeb2X0NzN56elfteFvlcHUeMv/NYGZEX3pYT35ce2ZEjc+5phd3u9sbh8kENpPJ5/P5PO5AY9Vrl7PPT25Lunkg4+7hj4HXG+OetCYFtEGDu3Pe9ObGtSaHfH75IOHWsUcHN5630HU9IN3wwX94mEyljvS0Nj6/bh9x2vhrsj96sJMyQmaxmD/Ja/uksfLEbz4AAAC7p4doYDAkr0DQ0CRANPDq6nh1Dby6BkFdnaCuTlDXmLrUIKhrECAaeHUNvIYGQV2LoKGBX62Eh0CYnz8Ds4rt6enx8/N78OBBS0sLDoe7cOFCRUXF4OAgEonMzc3l8XgwGOzo0aOFhYX9/f1eXl7Ozs41NTVBQUHTK1o6ne7p6VlQUFBbW/v69Ws+n5+RkUGlUjEYDIlEqqqq6u3t5fP5aWlpdDqdwWC4u7sXFRV911IKDhF9wc5VfYm7koA3RNgLLHRAUnDLSsGTMgI35Oc/VAA9UQI9VRF4oizgqTjPU0nokaKgm5zgSan5e8UF9ooLggKtDV/sNgmy0L2vsPiujOAD+Xluq+e5KQh4KAi4KQjcVxS6IivgCFnpvkXzrvKiRyqLHioLXVgB8nb6N1eo3+rRf9ldYCJH0Zd2Wad2iUN0Rc2g1QqHVslsFZXYuHLVuqUiWiJS91fod6xcUyu+pk5Mr3GFYZOIQbXI2kIx0/zlm78KG1QtW98oZj4guREhubF/2YauxSadIttRorvxUkdZKk5MAy/axlc8/VCOpv+4fiTNIJ6n4zkqd5ax9CBXcCsaZIBauwdR2cDo6meRhrks9i/ynv8nkBobftt23aODG9z2GN/eYZj88Hxr3KO+tAhMWS69oZJe/5VSWT1SXU2prh6prqLWVQ5Xfhqu/Dz2tYZaUzVaXUmrq6HWVZMrK4bK3xM/fxqr+0qrqx2u+tSTl1Ye8+LljfOuB7e7HbM+YaV3/qBFQXZYf38FgdBNp4/y+b9A0CT6+PjD+y4qK8WaLpoA97TG7hkx7xuyXNdzrxvzz67l2RtSD+kO2qgirFQHrTW+WiiVmsmWmEkVm68q3ShRZr6q0nxVjbnkly0StRZSXdtXD9oqJK+XtdZdY3XVJbmmqYPEqO8nVnYP9ZG59WTW2ad+p00gcCuJst0yTTd3jlZk8thMAAD4PO7MASOfDwAAvbOOflWNe0uV+Vid7aLBvqrOeqLKuQ/mPwDz7+tyL6qyXTVZbuq8e7qAv27MAVkjTW3Ul3KAQgDo43/NJOpvAp/PpxIwaYEPKl+54d4nDKQEwVwvXrHbeffIvpbEUGzh6+HKDFxxfGe8FzI7avhTxmhl9mhlGi4/ti89Al0CL35+53XY48yUqMaaT/ghFJvJ/G7CmXBk4fK43fUfv7x6iM6NHP2STm//xOhtYPU3s/qbmD319O668daK4c8ZmPw4QikMlfW6I96vNzt6oAT69eHJCs8rNVWl/f2d1NFhFofdX1fx5vbJwCMbE5z25bieyHQ59CnQqTnOvQ0a0Jro25EShiiGDpYkdxfEvw++G3TK2tnayNFqffSTO401Ze2tX3v72qoKUrPcj9W9cW2rKkAi+qijw5zJKP//bcxy552exJm5OXhlVZziaoKGJkFdg6iuQVDXIGpoEjU0iVOXBHUNooYGQUOToKFB1FAnamoSlJXxsvL0uPhZ5QF8Pj8yMrKsrOzkyZM9PT3u7u7bt2/v7OwMCgq6fv360aNHx8fHMzMzHz9+3N3dnZub++HDhxs3bhQWFsbHx0+Hti8tLQ0ODq6rqyspKSkpKWEymYGBgRwOJzs7++XLl46Ojh8+fGAymY8fP2YymQUFBf7+/tXV1RMhf6dZYwSPCD2375aayF2l+e4qCx8qCe0SFzBdPu+Y5LyrckJ35ec/lBNwUxB4KC/wUH6+q7yQq/yC+9ILj60S3CM2f7eYIOiZlWHAjk0+ZmtvyS66ISV0Q0bwpuy8WzLz7kgL3Jabd11+3jlJgXOq4ncttJ1XL3BRmH9r9bzTy0FeV87/leUZDjeExVD+ebrfjSoAABTK8IErGRKW/asN3yvInhdX2LZcauMqUasVK4yFxXRWgJOW63WsWFslrv91pX6NmH7NCt0vK/UrJK0aBc2qF+qVS639uMKsVtSiXty0erlp9TLzhuWW/WI7hkX3UCWPj6pepRk942x+xTUNGzWMoEPiAO0nJKlLFOHDFPE9dcuNszQ2Zbz/TOnoYxNIHCbrpzrl+Euo/FD41MH67k69q5Zaly11Uh5d6kzyxha8GSrNRhdn9WS8a0pK+vomtu5NbEcKFFOUhS7OwZcVj1Z/pHwpJ358jy8vQRRkNcPffomNqnkb35GZiSwpQn8o7s5NrYyPSPC46X505/NrJ24c3brLBBIWcAeFqiQSuhmM0V9iyxcAACqBsEZn/SNzBcDTYtxZh3JRh2yvQ7LXGTupyz6qztqnMbxTr9FStdxcunSDZKmJ1AdTqTJziQpzsZLNEpVm8vWm8pWWYn075d+bSe9WW77/+IWkkq66IVpTH7quA9OKY3bSuK/L6ox22900UaBeMwDu6AI3tPnHpEbtRMgRdznUMYAPADwuH+BN26vQy1Pp59VYD9V4bho8ZzXO1f/j7qvDqly2/zdl0Q3S3SGoKB3SICkgAqKEhYggCoooKiqigmJRgnR3d3d3d/fufN/394dxzrn33O89N4/3t5797L2fPfudmXdm3lmz1vqstQSB+xKEuyLEQCnSbSmshwAxQIp4TxLwlwGCxLcDRI/THbx6zgFamYXgOyARD/7EQRC/shAABBBdlV0Rtxs+3NusTVkqiRrPiZwuSl4sTNioyVip+LJTm4JoyphKejqeFrrXUYDpKES25KxWfJlKDWtNi8h/fz/+Q3BJbuJQX9vW5gqRgPudhiAQBKGV+enid/5DiU92GzPQA7XYyU7sSDN2tAUz0YEd7dztKJnJedse9yLjdVBZ+KOhxNDVuoy5mvS+F9fLbjuUFaUN9LZuba7OD7ZlBbp8dtFNuWKcf+tMy6sbdSHunZG3xzJCp3Lfj6S9HEkPmy6Mma+XEGv0AAAgAElEQVRKn67Oav387LOnzQNr9UBrtRcXTYqS33e1VQ8Pdg4PdHZlvZ3IezFSlzHY17myPIdBI38WIRX8GknkV2keIQibnr4lJr7BzbMhKbUlJb31lZtKSv34sikpuSkhuSkptSEltSkpucHHvykgiP7wEfxRJwRBEEQgEF69ehUSEuLr69vX1xceHt7W1ra0tOTs7HzlypXs7Ozg4OC0tLTMzMytra2oqKgPHz74+vp2dXW9efMmPT0djUZDEJSUlJSdnV1WVpaXlxceHl5TU/P27ducnJwvX77o6+s3NzfHxMQkJCS8ePEiNTU1NDQ0Pz8/IyPjm8b4B0Ndm49wsfAUPOTFTXaLj9yXl8yAhewYHZklK7kLB7knF9ktHnJfrm8vb05y78OUtzgPWDNT6tNT6NFRwXzM9W4aa3hpKjhwHzrHBLvAAHNnhF1lIbvOSn6dg+wSB5kjI+y8IKuvuvRVbqqbXGReXLBz1LAnHm7/CkOdm+97HPgADsdAEAT8koHtdyYR+mFD+l76sXKM5uYMu90Qs1gQ12EjRl4tWnY1RqaTdDTKdGxanJJ1tLIDTIpdzAqdLArtjPItDHL1zBq9NIaDFIpFtHKlTAotB463k2sPUen10WlXMKnm0GrVMlmvcLki+C8TGJ32OD1QKhGATizqZDROJhYUC97ivI9ku40WtngjIGuobfKotHp9aJK0uknE4v7/Yai7W2uvb569rCl4XkXwxuljFe8DJnJejWVFDGfEzhYkL5bmLZcWLhTmTmWl9Sd8av/0ajD1y0JF0XZTzUZ95WxxTl/ql+7EmJGs5IXyovX6uu2W5s3mxuXaiqHc1Lro8LzQB08vWkV4OT1wPW1wTCj0ief8QtPa2igas/M/ofKFQAACSa8fP5ZhZhi7ZwC9OgXeUsW7HN2zlV88LTxnwr9oKTJkJFSrfrhSmb1aha1OhaNelbNRlbNGnbtZhbdDlb1Zh23MUOSVNIuWotKTiIzO0aXR/sn+7pHpma2JdWJ0y6jN7UB7TekvphKAvzZ0T5oYeAT1QAPwliNc5N+24dx54Y5fXYZACCKRQIj0zR0w4THRnhEXKAXdlyZdF8JfEwACpAn+osR7koSbIlhPflKgBDFAHAiQJAYIQk9kU/VE5Hm527JToJ11EI0CAdLPn/gHO9Gzmfu27/Oj+eJoeFsBqq8U3VeF6q2Bd5duVn3Zq0sh9FdvFMcMfrw7m/sO3V2Kas7ZqEyeTg5NDvN/Hx6YFhdWW5Y9Mda/t7v1La7vbxBZ36R9LB5Xl/Wp5tX1teqk3Za8jfrMjbr0nabsve4K3HjHVlv+cPLLaN/LTy+dHy9Kg3eUbjRmzVcm934IKLx7Pjc9sqOlemF6pDrCL8fHsi3MuznkSu0Tl7H0V/OFHyYyQ+bLYherEmcKPoxnv50uiJwt+zJfmz2Q+aEk+Orn6xYf3Y1fnzf+/PhGc23xyEDnzPT4eEtRf3VGW31xR0vl9MTgHwof8SfQL/s1oaZmR+fUBgfHpoDQtsRXSVRqS0J66xtbldySlNySlNoUEt5k59g6cRKbk/vrWr59AcHo6Oiv+tve3t7MzExvb++hoaGCgoLJycmNjY20tLTt7e2MjIzCwsKSkpKSkpLe3t6pqanU1NSkpKSvDjNDQ0O3bt0qKCjY29t78+bN+Ph4cnJyYWFhb29vTk4OBEHFxcVDQ0OJiYmFhYX9/f3e3t5FRUV/kc8cvrYYfsHiCu+ha+ywGzyw64fJTtGTHaOlMGekOMcEc2eBXWEhv8RCdomFzJkZZs9KYctx4AwfnTo3nTwnrZIgO8zvjZf/K88rAeeMHdSMrVQsjI6d0ZI2PcJjKMFmIsR4mpdBl/2AqSCHx0k5axbKs0wwJyaY4T5Y4LXL/9yp6fsT3FaYax3zKRWHgwASRAJAEAJ+D33+PcDI9zNRZ/eQwuU2JrtdPqUCbq7LHJx6dJwmtKxajExyNNSKtCzGHBJttPKt9PIdTPKt9HKN9HINtFLVbNo9+7QbKGVSD8nU7JcfYlDuYFWM3c91eT+bMSOnJrugEaO4HYPiXSGHihNPEAJ3EGxe20oRgMpnkkIMSTJkizuUxOU/fdT06pf0ttL6vbo2xMAYfmWdiMGS/r/hqGjUXqCr4QUVLrujHI+c9Aay3k3nRQwlh03lJiKayjGdLaj2FkRr03p1xWxhdnfcp7aYD3Ol+Xut9dtNNWN5Ge2Jn4fzMrtSE+uiIztT0mbKK7ZbWzea6mfKC7tSYqs+vHx63vqZu+0lGx0brSPxnwKmp2tWVoaQqC0S6WfwZ/479BXFszo8fFxI9IQg41igIeSvTPBUwHscIzoe2TCW7NcVrtRiL1dmrjnJWqvMXq/MUa/K2aDC2aDK16bM36LNMGrM+0yYTVxOIzG/ebh7ubV1snl+tX5y931Z88Vb986qHk80E0L6H4Pun4T85bAPpQiPlIB76pDvMfCqNM6FZ8+CZTvAEjM9AoHfegNBEBDrT7KlJvpIAv7ixMv8eA9B0h0x4m1h0h0xvAc/3luEGCBOvC9JCJAh3RMhefHivEQdj/BccTgHzYyBO5sgHvd/RcH7OQiPw+4MNi/lvJnOfbfVkIbqKMIMVOOHmjDD9dsNKRtlcYi24snksJZHV8diH2/VpKBacjdLYyaTnmdGBMZ9fFaaFdfdVrO0MI1GI0HgN4lpvxsFv0UHHGgoqo7wni2MXC1L2mrKXW/Imy6KXSqNRwzXIoZr5vIj5ytSt1oKEN0V6P7q3eachZL4oajHBfec0xPetTRWDFSnVz116Xrnt1KZPJcX0Rt1Zyrz5U5n0UpD8lxx5Hx53Hxx1ER2+FRR1Gxx9HxtxmRlamf8s8pnHvn3HKOuWr+6bldVnDLc3768NL88Mzbc29LaWN7eXDk52reztU4g4H/GWQJ/kS+BlRXUi9DtEyc3ufk3uXk2+Xg3+fg3+fg2+fi3+AQ2eXk3ubm3jygiAwJJU3/pYPq7hMFg1tbW/v7//gO0t7r42NHa6jCTDTO5FTuVBft+JQYqKcaDJw/Tagqx6EiyGh/hOX1SxExf3tpOzdRJ28RV39TtlJa1sqblCU1bRdiFB/bebzxvhF2yvX/aMeTcuRf2Ts/tzgdZnbtvbh9oaXPX3OyqvpWz0TV/Z+uLGub2Rw1NJI6c4PL19/4nlXUgBEJE/G4EhDkd/e7yl7gyEILwBPBvYcTBH/IrBKEQSNOgcpoLi7wGvYdFgrgOWzGzazCzadExatIxyNLQytIwGrGL1tMp1jLIt9DLNdNK19JKV9NIVRxW7z50rJxSOo3qZBO1etVBARdOLomz51w+xqUWNLRUd/cUlda8CglTO2XNftz1eECndABGwAt5LIp4/DNB7uUOdygocqstMCSjrh2q6QTbBgijk4T1LRIWB/x/w1DxeOyjKxb2R5nOyDPF+jnPFMcvFcZOpn+az8+YzElrjo2OuXvvzhm7q/pGry9f7UhM7IiLXCjJJfZ1oDqbJ4vzJkqKSt+/T3j05IKmtr6IpJuObtKDhyO5ueNF+YPZqe0J0W+vXHzidtbcRMnrrEl7U8LISPHSUh8CsU4k/Z3w5T8HgSCJBOFx9RnJQkK8mrwsU1fVIE8F8LwoYC+6YiFTr8JfeZyjTpmzXpWrToWrTpmjQflwvcrhBnW2VlW2ER3uCGl2MUHJj9GZdVWD9RUT3f2bvvE51tb2nobHsi34sLfloMcqxPsqQIAyPkgJ9+QkdF8N8jtBvCuD8hMjXpYGzwsiz/GteevsVWWAeMLX5wEfE4A9ywZ4CkFewkQ3PtJ1UcItMcJtEeC2GP4qH+mOBD5AHB8ghr8rRvSTJ7nwQH588dbiSjIy8JZaaHkWRCJA4s+OAiAQ8Juba7PNxbO5ESvlUfDmLHRPKX64HtNfs1OfNpP+frkofjE3ejr93Wxh3GxO5HpZwmZJ9FTC446YZ5/in2cWfxkd7kLt7UG/SCHgbz6+QVYJiw3ZPQlPJktjl8sSKsMfPrnk3Joet1GXCe/MxwxUblZ92aj6guouRfWUYrqL4c3Z0znvst/eTXh1Nz3pQ1tdUU/Ki76PvguFUes1aajhxs2m7I3a5K3GtJ3usrXqpIX88Nmc8In00JnimPnKL3MVCQsNeWMFnzuig+vC/ZNuOTx3OFXwJbyno2F5YXJzfWlxbmJksHOov31uemxvZ5NAIPwMVtTf0o8DyS9dIy0u4tLSUb6+ey4uCDc3uJs73M0N4XoR7uWNjY8jTU796sp/qsm/uuw/YV2Gryw8fuhl4KRl6nT0rKemw20jTSslBW15/Yvalr5mdk9szofYOAVbXwyxcQs7ezHc4Vyovcmd08q2Sgp6UsJqvLAzeuqOlvrnLPVU1SU0zRUMnFTMr2qe9T9td9/cMfjs+VAn6yALu7tWHu8vOb9zdI1yuvjOzujeqQdhDwHCP8xQv949HtmAXXEFNu02ls763LbNL+4FIYj4+2vmB7gMhCCosbJDwK2NyxPPfDKLVuwMK68eI7M+M8tJeroj1DTK1EyCB+mOMvNl0st3MMrXU8tX0kqVMkuUM8jWc6j2UsunUSjW0mvUk3OZqKhq5xS3zmyCSAKEhqAfOzoKsfv+dZiQmtGJwAExP4KoL079M1bqI1z0JUrQvz3wRVp2Sn96Ykdl/ez8OojCQHjCz+Uq9i9SSdJbCxEKO3mWsncBi7WZUwXRo2kfBxJiPt/0CHZy9LG0cFBRfeDomP7ocX962lhW4kplPjTYie5snisv3m5raU1K6MnOzn716sOtO29v3HzreaPsXcRIXvZMWcFwTkryPZ+7506f1pYIdrXq7kgeGSlZWu5Hojb+JxgqCIEgAEI4HISCT9SVW2hpHqU/UGEgg7A+tmYpUK/DmacqUK/C3aB2uF6Vp1GZq1GFq1WVp06Vq0aDbUCVtfQoPx/tIbc7oU3pnWVp5TW1s3a3wqyleHsc+SHfE9BdLTDgGOGRPOGxPBikTHqgBQaqg/eVSEGKqCB5lJ8i/qYwzkeSdEUeZ8O/Zs20kfkewOMBEkgM90Y7sWO8+SEPIZILD8lDmOAjSvIRJnkJ4a7xkfwkcPfECAHihAAR4i054kURKEBk+qaMurjQcG4aNDUIbK2DeNxPzlCJRMLu3tbEaN9gVeZiSdRO1Rd0ay6utwLRWrDdkL3XXo7ur8H3VsNrMxcy3o/FPJpKDdusTFpKfTWV9NLloZ2st6ZjmHt2W/7Mxuxf3em3jR0EIRAA9obapjPCp0tjFivi694+LHv7fKEqe7elENGUhusqQLdlbZTF7jbn4IbrsP1VqJbsufSwuPC7ke8e5WZ+7ihPH0t6Ppv9eq+jZKchC9lXTVgYwyyNIsfb4cPN8OHmnc7i1fr0+dKYpdLoperUufL4uYrkydxPM9lvR1PDS556vXM3TYt40FhTNDExuLWxsrO1sbI8v7Q4vbmxjEIhAOBnzL0K/hLVCvgHOOT3KAK/W/LN/eOvwkj9uugvvv9O9b/921/8/nc7uLs0/zr2oX3omYthZpc+2rh9PKd5QVXeUMbwuo7NfQvbx3bm963Nb5229DDQcjyhaX1MVUdS+Qi/DD8bL8NBHmoymKvqCTfl405yMieZGRT5WBVk+RTUxHXstNXcDbRvmVk9tDe+a25x58zlV67nQ05fenfGNdxc/9bxB68DAMI/PskgBJDWCbsXcbOm+ClvcM9mrN/OydqyvGwAhCAi8RfvgN9cA4EQBK1vbZl5xYuad8qoD7IIBLHy67NyqDHQa9MwHaWnP0JLq3qIkf8gtRTD4TB6mQ466eoDsiU00kWs4qXMcg3Mav2URzNo1SoPCgRo6Tg09IyMr0AzWGgOhRttG+0t7ejsGtja3vnaXk1tjYyBp3zAEs95olIIQTkGkA6G8/t3yctrO/CrW3AffXb7WXTEl9W1PRCC/v8RUSFocbTrwhF652Nc7clhiw1ZY4Ux0/kJ7dHvs4ICqz9+mK6oWG5oWWmoX29omC8vGU2L26krJva2YLtbV2srNpsatltbpsvLF+tr4b19iN7+lYbGuYqK9ca67bb6qZLsstfPQy87WKvxvrAzKPv8fGKyZmVlGIX+H1H5ftt18SAKAW2twrubLbVPMcEOuovxNJwSaj/GXqfCX6fF06jJ06zK26TG26rB367J36Ai0KUqOqbNe06IQVFBp+BjfunHkpK8Ae2zrpbCzIhLSpCvHPaOPMHvBMFfjfRAA3ikATxWBYNOAIHH8EHyQPBR4O4Joqccxk8G6y9N8hBCnufftOXYMOfcrcgkonGEp+cBZwbCdWHwMj/JmQfwEif6iBM9BQlX+InXBYh3xHAB4qRAadI9YeIVbsIVKcI9cfC+mKMUS1rIU2i4k7i6AGJR0M8NCgMAEhqNXF2eH+pp6qtIWy2JgtclYToKd2rTNuqyke3F8Jqsxbi37fdvZl20CzFWLwj0QHQUbpXEDsQG6bipwPRZmK0FJPy0rBOvfepKG1geQ6IRX+1t0A/1LwSCEISB7y10VE3kRW02ZeKH68CJVvRgLaq/DNWSShqpxw/XrxZGLqSFIXvL8ROtqI6ixYzwvLeB8VEhZUVp/TW5C0XRCwWfUAONmLEu5FAzerIHMz+CXZpAzvTvjXXtjXbCRzp3Bxq3OgpXGjJny6Jnij5tVsURunNwrSkD8cHJvk7JT29WFqYO9Xdsri2hkHsoBAKJ2MWgkQTCPxDa8L9I4C+Szvcx/FXZ7/hyfM8DAf4K0vR79f4NJvoXpf/3tb9b9Belf81iv3Zrd3nuTUzA+efmji+N3N9ZOodZqNkflzWQ0rqiY+Rvpe9vfeKyoYaTnpaZqryi4HEJbhUeZjXG/cf2U4hTkknsI4PZnNFydjU7526hZqOsd1XHPMDU7on1+ed2jqF2F944Xnx91uaR5Tn/M94Rl9zCzrm9O+cUannqhlpg6H3gD7lh/jIqEARBEBqzE4ldtAbWrLBz1sipc9CyV0+jvrOLWXX9JARBRCLpRyCY7+bTbxVlFfbQ3p6juYkWVMxj57Jl4VJjYT3OxHiSlv4YHe1RarqjNAwSNNTiNBxuDFK1hyRKqCTzqaXymcVLWOTrmDQHKE6U0ipE8QibFRX0tE3BR9ZJ5XnVt00vWfFrarAoqHEquujZJ2QlfY21nJKWKmOfwudIlPDc0/sAKYXgeX2HGbgUmGFUvBQHbXWNjQSPPnS7vbeHBX6ZqJ9w0f8DRCQSBosS4y4ZBlurDOVGrbQWzNanbzUVr1WWbtfXrdTWLtfXL9c3rjY0wltblsqLF4sz4fWlqKZKQncLvLl+u7Ee29uDHRxADvQje4dQ/cOE0TFocoIwMrDdVr9UXVz7Iez5BesL6jwVD67Xf34xNlmzujqCQm//T+Sc+b5vgBAeD+xuQ2vzY3UNGho2HFSH4k7y1Kvz1KuwtmkKNmuJtqkLtGsIdGuJ9p0S79QQGDol2qQhqsTD+9DzeU1Ycsn7GovLT1V5GVfPi0GX5Qk3FIl3j0F3lQB/VdIDHfCRFvDoJOHBETBAHvCXhe7Lg4HHSH6yJD85yFcMf110xYlv6gzfphnb6nXd3c461BMHyIkX7yEGXhQAz/GSbklj/SRJ14RIrnyglwjhjgjxngR4Vwa4Lox25SP6i+JuHYHui4aoMr644g71txDnJgHkHvgX4ZT/7FX840T9zU4MAUQiEY1C7q6t9nY3j5fEwKs+IxoyN6tT1qozeqJfRNlYfHa2Lwv0z71x85q0fISzPaq3dLcmufaNt5C1ONUpdvZzEof8j7O/MxaKNjdJ97hTFhJQ+Tqpr2AHtQsB3yxNAATgcdjVlcXxqvSFkhh0TyVxvIU41YYeqobXpsCbcncb8xZzPqxXpqJ6awijzeiusqXsiJL3QSkJEY11ReMdtWsNBZstBciRdvRI115X9W5rMXqgGTvVi54dgE/17ox3I8e7kOMdiKHGrbaixZLPK6Uxm8WxuL4qqDd/s+RDwX2XpKCrBZmfe9ob1pYXMBgkgUgkEonAV+DYn0m/ArD8+OUXfTnwPaTAH+3kP3czv+jnf/hjf18qf0ve/ecagCBod3ku7GOg7WMbu2BTtzdn3T846VxUO2okb+Kpd/aJ9fkwW6c39k4v7Z1D7GwfWZjfs9D2MFC2OXHkhIiYOCcfHyPM8+2lh59v+773sHtg6fTU1jHIxuGelYWnjrG72mkXzdOOagaWSoamGpcvWFqdkjJVFTA4wnaU9+Cdm55/aKJ/nGNACAQBHDaRhDyLWXBDz1kRV08jJs5tjzhgtu0a6y2tLMzqm0YhCCKSfm1P/bac2rtGTzoXsNqscGsNcYneZ+E2oWXTpmNWpGOQZaBWoqWVP0gvTUN7lJZWaD+rBq1oHo1EJaV03iGpPFaJIjb5Gjb13gNKFRRiTx2v3O/tQHWMo4tTyj2EtO0Zj4gfZGfaT89ziPG6tYu80InPkQkQBOGIGFe/NBbrae7zizqhBJ0PIN8jNIOQIQwGIyODwWCwk4wCl4V12+sGMAQIR4AAEIR+YieEP0I4LLroyY2e8NtVz7yGsz6tthQuNufsdVaReruh4SH84BBmcBg/PIIb6CcO9Ow2Vi3lp6Eay4jdzaTOlt26qqXyYmxvJzAyDE6MQzNz0PQsND0NTUwQvzLUmuL6yIhHDub3zRWXE991Z7wbHa9YWRlCobb+bnatP51+RCEBQQgCAIiAw22sj7QPZRRWXD0hV3ecq1aNr1GFs11TpENTrEtTpEdHrFdHbERfdkhXfMJIKlOBz1BOOftddsnr+Pv+H0XZOesNpaELUntuQrir0tANRfC2EnBXCQg8AT1QBh8rEx4oAgFHIH9Z8K4scF8ODDgC3ZGGbkkSPCQnLQ+PnOZesePZsD686K62fUWaeFmA4CUDXhQCHHlAH0nCLVHAnQ9wEwC8xbC3BEi3xYEbYnhnLvxVcdJtfuJNGeiuQKYV/207W6irgTg5BOxtgz8ZgvSHAPMXaNyuxSGn4kc+YS6o4lhESyayLW++6Iu9BJ+vqmZe6OfsyMK+kNfl1927Y97s1KTv1qUlBl9k1OKg1+c5eEVmX5gG2RcTupQzRzIuGmZeNUy7ZhR3OaIhYXNnjYjDkUgEACQRCISd7Y3Jgbb5qpSdhnTCcANpqhPdWbrbkgvvKEH1V6HbixGtxYjOcnRfFba7fDHvQ/qHoOyUT52t1XMzo8tddTttlajhrr3ehs2W8p3Omr3OWuRwB3p6ADs3hJ4ZwEz3YKY60aNNW+0FS5WJqxVflnPewztLwMFyeGVMxVPPhCc3M5M/tjVVLC1MYTAo4Pf0mf9V+s65vltKwR8+F79yy/i67/07WNrf7w/0PXEm8J3HA199RP69jcPXFh5ccT4lL3BKmslUhd9CW/SYPK+YJK+alpye5QljJ1ULV00zdw0rLwPHB9YOT+wcQxxsHlrqu2mo2x9XtJKH+T66et3H4cIFYz0NCYNjwmZH+K0lOKy5Dp1hIbNhJj/DSGlOC7PhZ/FQkXFkIXdhg11mhZntgz246vYHGciP9EYgsARfd0NvmBO3HXFLF+ATjogZy+05vZVRp+0Fl+pKY3tb6+LSbuibI80vg7SysGh9pwB2fZn5/ISQdBSnkB0Nl8EBZo1DDAq09JJMhxRp6OQPMgnTHVKlpxHbzyRBJ5BAJ1N9SDaXXjqPVaqI5UgDg2b7/uOFtMKhzz7mNrah2nu2IgwuPRc+LcTATgaD7YPBKKlgbHQMorRHT8sbri1PQBD0Mjrn4KkGJsupEw/QBtEk6TcQreSFQzAYxb4DsH2w4+yi/lwmFcnNK7vQLoJE+Dl8r/8VwmJQ3THPtjLDx+KejWVFLTXmz9dn7XXW4Hq6gOFhcHwcmJgEpyZJI0Ok/u71yuKdqgKgowYa6oCGu4hdzYjmenhTI2mwH5oYJ45PQ9Oz4OQkMDpKHO7fbqubrygoCH380ME8zufsTtaX7qyPQ6PFi0t9COQ6kfg73oE/G33XVH3bYjB78Ka6npys9BQd8V551oaTwq0agt2nJAZ1JAd1JIb0pPp0xEf1ZcZ0pReNFaMUxS5budR/qcwL/6Kjdfq1IhfOTnTlrMCSuwDBQRxwlQZuyAE+R4Db8uBdBWKgIvDoGBioAPjJAP6ygL8s4C8D3ZYCb8qg3MRHDNknrEQ27dl2znIhTjPtnmXB3eQieYjjnXhIF3kgH0nwujBw4TBwTYjkLUb0FgW9xPAuvISLfCQvadINfuCmOOQv0OYiqiTIP5z2BZgcIG2tgwTCT4X0/aHa+/q5S8JmTDfYVwSzRlvA3p7c5ysT/8UfV5uE6cybLU/3Oeuu5xajHzpq8qq30O/hVPTLtZTopaSIrfI4/6v6+5UY6ayEyO4pUqSYHsg/eyDThinV9nj2JftMP4fMuzcrX+QPV2ytL+NQCCKRQCSSUGj4yvLcRGftZHkyuqOUMNyMaS9F91Uimgq2y1Lnkt9X+l5venJ3p7UI3VO+mBeZHRtSmhc73Nuyvr64ON4zX5Wz19cMn+hbb6+pfh/clJ261FoLH2zDLY7h5wfxs724mS7MWMtee+FmQ9Z6Y/ZSejiisxKcbFkvelfz4mbqm8C0xIjmuuKFuUk0CvGnbyjfUuL8xqPxRyT1X1Q2vwmG+Z/sDgiB31kJ+M2F+ruk9k9inP4GwdcWXzhYXjxM7cYMc2WFuTDD1KjJZA9S6dFQmdKSWzDCbJkprFn3W/PR2kpxmMvxGCuJ6GoIKRzlllLgVdaSgfnpnLynfczvhKgrJ5U7E+wqE+waM8ybBXbrMJkX774rnBTOTGQXRFj8tKWv8e3z4oX58MAcaGBPrv9Rhgp9H348JhZAOhG2z8HnLNDTNtg5J8SE7e645eaI/Xyv2fKcWU6ulYW5UUJi0VcB9at5EolCPg1++exT4aPkVX71bBZ+P05BS1oOFRpGJWp6BXo6OSY6GRH2lV0AACAASURBVBp6BTqWw0zU6nQ0x6iYDtNxvT4oU0EjmcsqkcMsU8So2HBQs5lMKZ9LKOxNQn1R52ZN5Wylwf1P0vYwGAxGBqMgg1EegMFgMEEGMT0OtZ6ODgwE5ZX1s+h30xrPSt5G6r4nGkRD4i51VPt4KclggrSMfmy696Tt6lsXJhaAlQ0cBgf+rxtTcWjEVFrEblZEe8id7piXGw3FMxXp600VyM4OwtAQcWyMODFOGBuDZqd3m+rG0+Lb3j7tjw7D1BfDa0taPoQ3RoTN5OeuVJaRhoegmQVoZh6amYEmJnCDPXsdjYtVRcmBd6J8rtRGBM0lf+6tSBgYKlxY6IbD1wjE3wkI95MTDoWubex/d/lGoTxrsxp7m7p0m6HkgIHUtMGRaSP5KQP5MV3pCUO50VNSG8ZHH0gK33S9N5DenPQyWUdSoV6Da8OMfdlOfO281I6TDPqCOOAhB96Qg7xlQV9Zkr8cEKgIBigAfrLgHTnQXw7wkwZ9pcAb0ttOQqP6nIsOUmsmnJN6AlMmPDOn2HFOPNA1KZQ9F8GFD7ohDrgJAOd5IC9R4KYY4ClOdBMkOPOCl0UJnhIETyHAWxzyFR525JdlYax79xoa7yOtLYJYzE9lRv1ljwZBLHLvfe0nw1iHo68MDr5Ugb0+DrsvcvSFQX5cXFVRx6fs/mexrQGhVZ5pveeLhrpqq3ei34z5e49/eTn85Ym2qSjFSab9DoLkbzWpSs8dLDh3IOsMZYoZTbyZaZ6PV1Xo5aInniUhkS0p/TP9GCSCSCQQ8AQkfHd2bqKvqXy1Og3dXY5oK9lpLurKKmoo7c57n/FGQ6PQ2XG3sWSvq3QxO+L9k4ch4bHllZUjw6MLi/Pj5dkTxSmo6f6tvpa8l4E1OZm7A23o4TbCwgh+dgA33YWdaseMNsF7Knbbi5EjLYtpb5DNedBU03jS09Ig94yPj9MTI5rrSxbmJjBo5J89D9AvyJ7fLfv69iOD63+apYK/MPD/NPveXVkIu2h+TfDgdW6YNw+ZNze5Pgv5cVpyc2YyJzayaxzkPrzkPpxkt9hhniywy8wwdxaYCwuZIR1MmZZSjZ4K9srwxBsT1Vfqsrd5DvocpvTlprrNQ+7LS+7LQ+bLS+7DR3WJg8xVjDlAW9pHYP9dfio/IUoXJljw9T8U2AGEoK/eNSCERcMD0KtmhG1H0rYzeuHs7vgZ+LjN9tiZlf5zC122Qy0ag92G+TlWFmYGD4NCdxF4CIJAEEIiUYuLSxAEITaRinJOdNzODNwWtExHqekVaejl6ehk6OlkaRgUaRkFGWmO0dJJUzAwU7O7UkuV0EgUMErkMckUMhwrp9FoojpRQsMXeOdldk7LQmnNap9d7KzOU3V+Gdh34qZms6RXcDtlO7SB2MCgs/K3mfXH6E0XRTwQWqE4y4/gsU8Qu2WiM6fGM3HTQFnTrPiM7gV0Zz9iZgEHR5B+soP+P0xEAmahIHox6mHDw+u9H1/tNVeu1OSv1pfttXXgBgZJ45PE8UnS1CRhZHA2P7Mn9m3y9YsZnq7Nrx50R4ZUhDysDHm6WJy3UJi7XluBn5wiTc2QJieJo6O7HS3rTVUjuWmVEaFTpZljuUkjmfEdbYkDAwXz81178FXC/4KESsD/AkUGiKTxgamC8lYHFZ3s4wKNOtyDekcGTWRGDSSXjY8vmB6bNVSYMTgyriszoi0OP330przkXd+3s5ldb4Piz0kL95zindfnW7YUWbIWmTkvsuMuib8qA1yXg27IQl5SoJcEeEcWuiML3pGB7siC/jKAvzR0Sxq4LrNuxztmyDJjxtntqT5RlDXb1d75+X2HMQ/KnBlrx493E4auCBPsOEnOwoCnMHRdFHQTxTvykVyEwWviBA9R4JoYyUsUuiyMcBXVFmHNCX4EDXcSF2cBNPLnYag/NksiCo6Y6l2qSuiKujeV9hKe+/FVhINIsMIbn9NZYcmXE5Z835U0pmXNl6evxn3YiIvcSYrbjXy3/Ph+/+uAxax3SffPM6gxU2mwUl6TJE823l/udKjI4VD+Wcp0M/LPuqyRpqbpNy2SvAzjr9lk+92qflMz0bYN3yUQiXg8Ho3aGervmSlKRLUVopqyevNLW/uxtQ2I9LCcyvt+y29f7tbkbNZmziSHXjQyk9Dw0TX3O+v22tH16ePL17PDnyKm+lCTfbMV2dP5idi+OmCuH1gcIcwP4Ke6sOPNqOE6ZG/1dmcZergRP9oATrVg27Orn1xKuWGV+vpOTlpkW0PZ4vw0FoP6k2fitwQAaIC4QsRNEwgzROI6CH4zE4AgRCRukgDMf7oD37VD3xYImgDFVMzdTBxvm9mFfgGX/Xtob3XxvZulj8hBX34Kf0FKf36K02wUKkxUZ9jJL3Hv9+alusNL4cdDcZuH/A4PhS/PPl+eA/e4Djqw7jvNst+MmQr2xvhEhJlqmJbsff4D97jJH/JTPhQgeyhI/kiA4iE/+V0BshvcMA9J5kenpO4K738isv+hCOVVJtgzT9c/ZnsBv1pEAWAAINiT9i6gV84gF85glh1wC067IzYrA2ZL/Wdm284OVds0FZ2uzDdOSjW3sj1qa+cyMDDzy00iMG4339Nz2R4+fIqZUY6aXo6GVo6WTpaOToaOVpaa/gg1gzgtnTQdvSQ1A99BZjVqiWRayVw6qXx6uRLm4xXMKs10qkUwvns6zl9Sa5cKatYb4oZ7z0SN64YEiBlpsYvYcyn6c2m68hzNy89a24SGh/cMAkYoNQfYzTaFXTCqQfjTrwiGEUSZxygN9Yr3F1/HF+WX9K3U1Kw0dOyNzeA3twEM7j+Uvvlfr/MP1QBAAHp1aiX903bG5+2CNHh94UxFykxZ1m5TI66vBxgfIY6PYgf64a0tO7W1y4VFU9mJU7mRY2npy1kNqIqa7er8zcZqeGfvVEHtUnkdoX8A39uL7uqEtzUtVRSNZadOFaRv1FfMlZd31yW1dyQOD5csLfcjkBukn9ttZmx0NPjRU309g6uXLne1d0IQtLWyWZRVUVrcrKyt5yfEOqIrPmYov2giP6UvuWZ0bNX85IKx4qyRwpiO9ISuJMr82CU5+UdBiesFI3e9IoLlWKd0hQd0xTosOWesBLfPCq6dF9twEt11FkW6ihIviYOXxIBr4oCXFMlHCrwtC92WB25LgbckweuyW2f5JvWph6yEJgfa4RAEQRAJgkZrK8f1RNGmbAQ3EYITF86WC3QXh7xEgUtCeAd+0gVRwE0Cd1kY7ykKXBPHXxOGnAQRLkI6AvRFzx9DvY2E2QkACYfAPz3Jw2+WKB6xudVWMJf9eqUsZi3v7XiEH6IyfjLm3iv/F29ftl6O7OK56cPlJpGQfBfqLSF0lOwUJuykRq2nflrMiV0vTlpIDTOxk4Mp0e/X5yTzlyfLtaQucaQpdzhUcm5/piVljD7spTLPaxPfwmdvKj+kNCcUtCW1deatjDTvLk1i0Yie4ZkLN6NvuT9YrkhCddaO1E41ly82v/gymxyP/By5FhO+Vpe1WZVS++Sq6TE1sWPOIjJWcipuvNKOhvqXaj6/Rw0148bbEZ3lqIYswmAtMN1Pmh8izvfjJjtRQw2ovmpEd+V2d8VKRfJuXw1mtKEv8t7nC7qRbgZJ/g7FSRHtLdWLC1M4NOrfq8b85wiEIICEICLrEatPUCu30ct30As+iBUP1HYskbBLJMGxux8wK/bIDX88fgH4Zt37m6lh/+W+fKPZbYLK+fCDEhbMpwK0HjU3TcIhCCAQSf+umODw1YWPl6z8xKgDBMgfix4IEqay4CDTZKZ04CT34qW4y0cexE8eJEAeJED2SIDsAT/lPT6qQO595zkozFnJT7OQwSJMjn8wOxGhI/FYaN9jAfJnQmTPhGBPhchChMhChGGPhWG3+WC35FheGEo/ltj3Qoz8uTj5TXZYyB9N3/ZNZ4DFFqDXTUmb7sCuI2HNHjVruzd2BjFmtzFkP9NpPNFi0ltjW5FnkZ5yKjpaOeyDmfV5DVnFY56ej758Kf8UV37W+ckhdgPGw4asjMqM1NK0NBK0NFJ0tDJ0dNK0dLK0dNLU9FLU9GLUdLJ0tDLUdDIHRd/SSKdTS+fTy1eyHG3gONnMrJoBk3rHopD2Kn4mq3w2qWEjO3Ok0SVxwuhNqZJnkub193Z+Bdm1s4voofH1K6/XaXUHaHQHuK2RwheIKv44w2CsXTBOPQRH472hdaHjdepYSsVsceVWXTtyaBy3sk5EY8F/e8TNX3DO396+h3r51fLCYtF725u7G2sI+K9jI3+H3v0m7ub/3RaAB7Hr7e27mdnb+am7tZmLDYnj+Z83K4pQ7Q2E/nbSQPdea9tKZc1eXcteVetaTdVGf/H64NxGCxHTOwzvyF9rbttun1ytGpxMysDU1xJaWzBNDVtVZXN5WaulhfP5GSuFJcM1Za0tcT09aRMTNRvr42jMLgD+XKAYCIJ+DO/O9paykjIlDCbMSEtPBmPjYLc2ts7Kymmsaq7Mqrp07YUsPWudttiShdyM2YklA4UlA/l1S+VVC6VpA7lhHYlFs6ObpgrnhI88fZ62UDbh4fw4TZFpXlewR5uv14h/2kp43pJ30oZv3pJ39gzfuJ3A8llxuK0ExkEc5yJKuiIEeEoAN+RAHxnIVxL0FEecF1jUo5m6pL6ytd3W2dDQ1oIDoS0ImqzJWdfnwNlxo80Oo5yEoWtCJFd+jD0X8aIAeEkccBfDXxMiXhMC3A9jHIQhN+ERRy5LRemFjDiguZI4NQrsbUOkP3MKfqBdvr7j1mZ2mnPWK+PXquIWcyK2mzLmkl+jy1K7woPDH6Qa3PWivKkAu8AFM2fdf0PmQtj5saIYcKAWPVCD6qwitlWhipMDb5ym1GWhVGaktOQhCz5BXmS7v8SBvtz5UKHN/gxLWJQO/xujxLJ328N1mJF6dG8ptiMX256F7yverE/easmKeRHj559/zSOlNqtrqnVtvLhmLiN6LerN9qf3a9FhG/W58N7KmbSwy+rKQnyqwmLGIqL6UvJnBGQcLM28V2vycEPNmIluTF89vqOYNNFBmhsgzQ0Q5nqxk12owXpUb9VeV/lma/F4+vuJ/LjJgrjKx+7JV02T7zjkP7lS8u5eW33x7MwYEgkH/tunnG/wol87LuLQDZi1APSCK2L5ys6yC3zlAmLpPGLZBbF8BbHuj1y7hppVgU+poOaOI7efYLBLRCIKBInQP5nuAgR/SVv4O6pdFAYzu4t/UbEuZ3kHBtsPg+0no+NkOn5RPaChc3oPjyfiCKQf8MF/ZSD21uYjL1k8kDwULAJ7IU7xXJzCnotCj4XChYfstgDssSDZCyFYiBBZiBDsuRDsmTB5sCDlYz4K98PkZ1jJrNgoYB9MT0RZnIzUk3wuRvVUCPZCBPZajOyVKFm4GHm4JPkLSYoAIdidIywvjaSfiu9/JUYeIk52kx0WcuMPSqjf7o5AKMFuncbOn8VMW6EnLQkz5/BTDtu9lstdZ+e6bEcbTVrLjUrzDROTtF+/0Qp6rvkq0u7CFR1aWg5y2FEaZmsGdh0WTnUmRmV62iP01NIMNOK0dEJ09DL0dIq0tHL0tIK0NPwHacUO0UnR0MlT04rT8948IF9EJ1XEJFfKoFTLqVTPopK171gUmVimpl3f28TNpOKl5Or59LrZgpzhwqSenOLppu61zhFUfQfqztsBOv1+au1N9tOLfDYIiQuE4544vQd4q2DQKAij9AxDf2aeTT3f71VrZSOqoRMzOI5d3SRgsaR/u+bsu8gL/jiX/JrwWMxUf0NZ/PP0MJ+kF9fjnl3vqM5cmBz4Dd742+MB/N1I6CAIEgnY7fXZ6Zz0+cwvG+WZazWpo5mf5nPS18sLdxur0O2Na1VVSyVlO5W18Kp6YmkrVNez2d49O9A+3V+BqK2GygegxrattvzJjOTFnIK92uqN0pLpvKyxnLT5kryl8sLFioqOutS2jrihgcL5+Y7d3UU8HvVT2p5BCIJ2d3a8rnqzUNEEqXIPu6p81pU24GOmh8GkTyqVFzYXxVTEvWmWVzQ9y8ewY35y8szRBROlNcPjaxYnVy1OTBscGdaRWDA/um153F1eNSKsYLZk/Lr1rcKTnFO6/L3avAN6ghNmguPm3MNmh8f1Ocb0OAcMOScMOadN2GZtODfseRHn+YnugsA1YcBbEvKRBG9IYN2EdixY5txPvrjkZspwIPy259re3tL6+hYErIff2jbmhNvyE11EiI6CCBsegrMAdEkIuiYAXeMBLwmSHAUI9lxIF2noplDuGaEAO2uwIgvfUEaYHAH/XIb63WL6FUJNwqFRE+17bbnrFfHw3rKV/A9btekrZQlLeUlTr5+0Pr0pd00W5nKY3EmAXI8NZssLuy4tfkM1NthrpTh1tzSrN/61713rA+cEYMbsVEaHyV2EKcI19xWf21fisK/g7L4ca1iKCWuUaVNDIrQwiJtsRw1VI3uLsGO1mIFSZGfebmPGbmPyZkXSaPl0Y9G2l1faKR3vh64e3RnRxNFabEcxuqsSGG/GNWfdsz/LwXyEh0edn1dVUEBTRNySV+Kc2SnXrZZSYK4fN9iM6KzE9FaD073gwhBpto8424udbEcN1SF6Krbbileqs2dLEhbrsibyo+tDrja8uztUldOdHdX4Obi5OGlksHt7ax2P/1PcT8EfICMCogKz7IlackUtXUUsXUIuuSLmL6AXXdFz7phZF8yCEWJafr1ff2kscHX41t6s2d78+d21DDxhDwC+5l34xzoP/m14ERqxm17e6hrbYfB+jEPHCwaDwWDkZGQHYOTUsP2MjMpX76ZOLG0idpF4PBGE/kYlf5x21+Zj3C0eSx56LkT2UpT8mRiZPRelHhvFZX7yAFHKlxKU4eJkr0TJXouRvRIneyEGeyFK9kKI6goPpS07pR37PlikiVqshXqMnnSo2IEQEYowMco3YuRvxSk/SFK9k973Wnp/kDC53xHWUEPpYLGvDBXmxQYL8frD+VBBCAQhAjITQJiDG87A4jn8tC1mzAY+YL3Ta7nUbTvTZjtUZ9pYrJ+Xrvv5s/bzcO3gUIPnYSbBr8w9blqIiknvOyhMw6REx6pOTa9IRyPOSCvKSCtOTytFR6tAR69ATSd0kO4oA/N5BuaL++kVqRmEGagl6Tkc98tXMkiVMsuX0Zyo4FBsZD1ZTqMav/9kJtOJpuN23X5hM7EZG6n56znlS4W1S6X1S/k1sx9TVkyvTTKoDDLqTrCYTRy2WhO0R0o445Q8CHqBxNNBeMsHOJXHKJlAktjlqRtvOqpbEO292IlZ3OYOEYf/t6ch+zVA/Ru1VqSnfQpuKUtoL4+rSgtJD71QFHEpPcQxL+xifrj7l0e2aaFXOoo+T3dV4JBbP+ACP/Cp/2djEAkgYrA7S0PtY7nJ8wUpa2XpkymRkylRczmJaxV5Ow0Vy2XFayUlu+WVo3EJNb6vBq+Gzrh6jrhdqXHxLnL2KLR3bA6+O1QYOZycMJGWtlNdtVCYN5GTPZqdMZCRNldW2t+Q3twW09edMTZevbo2ikJv/5w+M19Han5ujk9AwlqMFXqmDfnJQdeUMOdPlRkpH+NkfhQYWfChsvhN05NnuRwC4pHHj+DOqC2aHlkwVlg2Pb5qcWLOWGFIR2LJ4tjemZNXj2t8jqgYzhz0NLpUo84/qifcpc3bp8c3YsI/ZMrTayTQpy3cry7Zoybep8Hfq8PTZyAwaSi6aiaOtBcnXBIDbkiCN6Uhb0mihzjqvMC6De9t4UPHDu5zMdKNcDd6efHsGggtry5tXVQk2bNgzwnsWXATLgpDV8WhKyLgJSGiCw/elptow010k8LekIO8ue6r8Zc8CwJK0rHNFaSZMRD+67B8//2x/tWyBADUdP9eTzl2vHW3JWerNnkh481yfuRCWWyt9/mqZz4nfZRh53lhzgLkdrwU2qyUJocpr8nB7ivv81bU9tE2CTrN+0gD5qcAuylL7ipK6SZGdlOS/L32/kL7/fl2lPEmsFQzWLR2VMkLaHEEtzCAmu3GTLXgJ5pxQ5W4vrKdlix4X/luczZpqrYyPE5X7QYt80lWrtOshy2lZR0Cbz2fqSnGdpTNFyQ+vnyLl0efh0uDj1edl0+LV8hEWNKBW/CMmd6VnbZKeEcFvKUI3tsA763HD7UQp3sI013E6R78ZBtuuAHRU7HelLdYnjZflrLckDuRH9385uZcewUehZppKx8vT6jLiW5rqlian0SjEKT/7rz84uMJQQR4JWbRC7l8Gb3kjlxwRS9dxs664qZdMFP22Alb3JghfE5mZ0IHsVqO2UGRsET4YuLOjMFct83uXg+OsAOQMCBI+sd46q/AwnWTe3fKVx+17N3J7Dp3J9zM553Y9SyVp/0yF6MoDtKTUewno6CDwWAwGCUMdhDGICDjFlfSt7m4iURg8ADpX0Ud76zNx7pbPJI4+EwQ9lKM4qkE+VkuSn12ysv8ZIFiVOFSBz5IUX6QonwrQRYuRvZajDxMlCJM+MA1Hip7Ngp79gOw2NNq8RZqcXoyYeIHwsUo30vu+yC1/70k1Sdpyk9y+8Nl9j0UIvOXY3llKP1UYt9rcYpQCXJvNtiLPyqhfr09DH7zLn7dGLtgg5+zJszZ4Gds0eNntvvM5zosJ5rNhuqMm0tNctN1o6I0n4SeCnph9DBU1/fR0ZsPVa7d0lM/JUfDyLbvoNghOlk6WiF6Wl46OglGaiV6GnkaBsn9jGK03F5MPKWsfAV0XE4H6fiY9wvRsFodkC9nlq5iOVJDrVzNcayVTbWZTjv/4Kl8JpMeZuMRPt1ODbtBB++5m0/mboWOXX3Sr+/exqnbQq42tt9wm9lwiUt/lMN8QdAeLuaIOXYVr+WHM35AsHoG6IYi5R4gNF6jg5vwlZ2o3iHs/AoBjiIRif9208EvYiUejVid6q/L+XjX4cSzS9rxgWfDbhi89dZPeWJX+dE954Vd+JWTSQ/M0x7ZJt0/E3/PrjD8emdO2NJIKwEgAH84AjoIgngCBo5cnxloGsj8spCbMZvyeTLp43Ra9Fpp5m5dyWxuemfkh9zbd+Jd3ZNuP2359GEm+sns+7j59O6e1KiSMPe3ukYx6ubdHz7O5ufAG+vmS4om8/IGCtLbyxK6qtI7WhM6OpIGh0rm5zt3d5dweBTw08Bh/pqwaLyB1qno0yLQC3Wc70nAQxq8KAadO5Z+Qvb57Q9pH8tTXueUxdTe9o9X4pBKUVfcsZBeMZGbNpBbNju+YnFi5JTUkvlxxFmVm+ra8eEVnal9vsbnWzX5h3TFurT5+vT4hkwEBo14+/W5uvV4u/QFu04JN+kKtugKdmkLDeoJTZrwrdryIC7yEK+KgV6SkI808aYUxl0EsudNUGeFURyAwfad4YBlKDKONzfNQNDiKyfIFIawEUQ5C0LXBMHLwrjzgggbfoSNEPacOOAhQPCSAHxEN1zZnWWF5hI+EsqzcJ0NpMUZAI2E/lQlAZJEWEfvgAAJt7WKHKiby/44mhK2VZsy8eXpQNzTpmdeI1FPm5/cUL2kAjvHDXMRJXPkp7ThpTBkI7PiIr8uQ/5EleydAeyTHuyTFuy9FvkbTapwLYrnKmS35cj95cg/aVJkmFMknyaP0IZFalxN9yZNd5OWh9FTnaiFYdzCAHG6HdWWhxqo3GvLQw3X79YmEfuLQy66HDikyMGicJhDmZtXj+2wCTP/OSWNu472odq6gXxSHgLijsLitsKiVoKiNoKSzsISjjxCZzU0vBer8+HtJTvdNajJgd2+ns2GUmR3NWGmlzA/QJzqwg03w7vL1+pz5kuTFqvSlxtyp/KjOj/dXRnugCBoZ6p7pDIxL/51ZUnm+Ejv3u4G8b+tOfgmEmNR1fCVK+hFD+SSG2rhIn7uPG7aljBlgZ+0ws2aEab00eNHcJN8e5tvM74UWGualJfVkoib2wtBsyN3VtfKEMhxPH4LAHD/IErzGzdPrZ8XcSuW8q7WejdslDKn/WlIObhdN2zwdOyERXSH6dtCi0/V2o+y+bRdyPfRwGAw2H6GQ3I212J7xxZ3VndQODzpX1zNu2vzse4WjyUOhojAwiQoQiXIzx6m1GejvCZAESS6/63EwSjZA5Gy+z9KU72XooqQ3Bchvu+tMJUn9z4HdkpHjn2wL5Ynks8opxpLf5SiipYm/yxL/lmWMlaOIlaGPEb+QITM/sci5PcV2N4YyjwTo3otCnspRnaLDRb6x0BJX8UrEn4c2PMAdhyA9XOkFVv8/BnMzJm9EfPNftOVfqvpdrPBWsPmEtP8dKPIT1qBz1XvPzO+/9zE+9HxS35S7t4K12+om1ocYWKnp9zHRE8rQEvHT0srwUStyEgvfIBW8iCLA4NQ7CGBEmqhchaxSGoGfbpD7HTMJofky9hk61kVG6nV6zlUW1l02xn1W2j0G+jM+tnPrrLardOZjDPq9NFr9NCr9dKojRxQm6cxmKW2GDpk0s2sP86tv8ppvsBjuyHigJJxQarfwpkEARYhOLO3KLVgrNIjnF0mIa8DOTiKW14norHAf051Odff3JUfU/j21lMX9TfXdLOf2EfePP3SzeCli1akt0nSfaucZ+cS/SyfOyon+FjF+5rGeBt8uWOVG3qtPOrBcG367sokHo/+I4v7q5CKxcK3tmbGB+qGO/NHS+MnPr+dSI1eK8nCNFduVZcUB913lZENtbbOcPUteBmQmxmU/yk560l8+O3rQQ9uW6ibuSgq9MRF7jXVI1oaZwrzhzOyO4qSG9ujWts/d3YmDw7kT800b25MoTG7xO9BB/90l7vfJSwWb65rmGQrDwWroTw0t92PbDmIos7wfzxx+P6DmPz3Ddmv87JeFjbEdDvZBony8VcYnsBbKU/rycwZKyybK43ryy6aKu7ZKHuqqsWFlld/6bxtYNemzd+jK9qhxdN1imvAPgLb3AAAIABJREFUkHdAX2BcU7LHSKTHnG1Kl3b85KGxYwwTCrQjmjQTFqzzFrwIKxmSszjoKQ76SIM+0qRrohhnvnFrUWn6gzAYlSkvzaYR00Ry7DgETae9xxkeJDmIARdFMPYcezac6LM8uPMiwCVZ0EOGdJWPcEMY8hEotxHxNNLdy4jFV+fjBzqJ60sgDvvfxL/8dUvjc/39DRmbXZXrjYV77aVzuR96XnmPxT9te+nT/vZed/CdkTePnL0MYWd4yO1FKdylyC9LkTsKk9vyUV4UIfeRpQjVpPpgQBljRBFrRB5nTJVsTpVmQR6lRXZXluLhUYp4HbLPOuSRerDXSuqf7Xf6a6HNOexc33pD9mZ3CWamjjDVguoqQgxW77XmYrpLF7LebCYEL38JV5WzYGDTZGOSZGc9xidkKSh7lf9oIK9SqJDaa0mNZ5JKdyQUPSXkPcTkPYSlXQTFHIRkPXhlvGOfR0Kjdf+Pua+Oi7Lb2h46xcYGQbqRkBAVkZBWCbGwEBWxW7Ao6ZDu7u7u7h4Ychg6p/OO748nz/e95zmPvu8537v+YWZ+zB373rPXWte69rUmY8JQkV4Eb6ueywpDieEQZhRAD1KnesjI1q3uivmqrNmSRExt5nxz/lRxXHfUp8GcUHRXzVhFcma4a0K4R2l+wlB/x/ra8u8Sif9JAxgbpPX3hIWHOPRj0txtEuYmfuYKccaKirGiYywZs7pUpOLWiDBhUhU7VXVP8xYCgdBS1Fyfn1taiBoadV9YSVvdaCCR0QyA9IMNdyEYhrvG1ncYp3Lrpx66lKPoWG4UOnwhdcYyY84qfeZ2yZJDA+FePdG2eN0qdd40ZlbhdijnbmEEghmxQ+Ts46jaoZWpRSyWRPtvtgDbWkbH2F90keLyEkP4SSL8JZivHWAx3Mf65Birqzh7iAxHjAJrvDxrnDxbnCJbrDxbjBxbpCTzKwH2WwfZbh5gQ6RYnsi6rJFjLpOgwJEgzZQmy5Iuw5Ymy5opy5ImxxEjw+EtxvxFeXeIsayPNHuQGLOvGOLtfoTPE7sfYWdmwzRjmHIVplrCBAto4xK8ZgMsXCVOWi0NXppqNx6s1W0pMcpLMQgP1v7gdvK9i/Fbl4uOzqcfvDtx75nqg/sn7jqoGFlKbt/LzcV5aNs2ET4+id3bJLZv38vOp7b7UAyfcDanZCSbRNIu2fIdh5y4tu3k231uu3wZv3zzHuVmvlPNe7Wbd51v3mOE3Hl+ZJtxP9/F8W1Wc3w2CzutZ7abT2w3G+MzQ/Gaj28zGdp1vm+Pftdeg559JkP8F6YOXloQtsFL3cKffE7W+0Q38aFcCqHqfwM0nanmkbTIqvXhccriMoNEBsF/xGZ/yqA/wbwwDMO4pdmB2tyiMKdc3xf+j0w9bmpmfrSJe2EU+sDYxfqs/13D6FfWgQ4GX65pFHk98rp2zs/WMPWNVdJL07jn5qlOtqlf7yW7POjMCZvvqSKTtkAI/FVlG/pnhGQIBiEGg0Ygri6vo6bQraNdecjkkLHk8PnidEpnIzjYs1Fd/uiklhQC8ZZXzPHgAZOjey9xHXrAs8dGw0LsWrjk12e+ddenK9Jxzc1bTXWTBbk9memtFQltnXE9PenDw6XT000ry0gCfo3OoPwvby0O0Bnausav5PlhO1HsZYW1i4pYA7lV48P+Svvev4wsDGlL8atL9SwtCa4oiOs6f/GZgYD4iPnZFUOFGQOFeWMVpIE82lhp85LafU3NSPeSsvjW53oXenWEO86Kt5861K99aEBfuO/8sW4zwXH97agTO2r0Fcs+PqtJi6uNDCy5YdSrtn9Zf9+czZHN68L0u6LgU0ngrQzsKEm2PwbcFA1TlTzCxxyhvg9neLCvtmoIhqeKKxZMBOkW++kWh8mXj9HvyAD3xQH7o6CDAP2xIP2BIGR3GGu9M8xIvS/cn16cRmkso08MgZvrMPATktw/bxD0BwsJAiE6mbjcUbJUl7ZYm7pcnYZrLlqrSZsvDMPWZ+Brcwi1eTNZUfdfX0JcFUKYHWY5f4j1/GGuGwpcz9XZH8oxP1Ngfq/M7H+aJdqAJcmEOc2cJdWcJf0Sc4YZU+xZhLM880dF5iR9lrAzCB81QR/dkbZseHkCWJ+kzPZOV5Yj68vmx3uWupGE7uLN2mR8dSwm9/tTi1suNxw7QgK1lC7zH7U+dER//16tQ0IWQoqvRNRcJHQCFY3j5PSjZE57S5xwEld+JXH8mZCU3QHR+wKyrw/Jv1M++b4nI2ct2HH6LnenBUue+aml+kr6ZC99eoA61UVEtq61FqNLk2eKExbqc5baS6crkoeTPDvD3rWHvm4MeBPn/iYh/FtJUeLIYMfG+h8OFYL+i7rg/3gYCsEwAFIJa14UzEPC4mPS4gPi5HUS+gpx/gZp/gpxwYq0cJE2oUHuld7ql1oZUV0az4yz9T2M2H5V7dI0qn1x8uW9WxpZeR82sFV4IgoA8H8tHve7Ju3vdVsKlXHbt5FdJ2yPxgs+lSciN3J1/HoNI4cvJKIuxI2ZRiL1fXtOfW5Tflqp5Fii+b7xjNuA5I1kdj4BBIKVW+6ibxEKObu5vEWiMX6yDdovtrWMjrO/5CHN6ynKFCDJEiTBcvMQi/kBtpfCTN6irDEyHGnybOmybGlyLOnyzKmyTMlyzIlyTO+PsdsdYbY7woKosDxeaqmcrysWL8IaIYSIFGeJkuCIkuCKleCOF+OJOsb1TZDpi/T2SP1joVKsEZKI7+Ksb/cjvB7/3RrqytJSUuyjiAD1mDDdnOQLVZkWdXmmHZX6yNZzmP5z61PWyxNW6GGzvsbz5bnnYoJOOn9Uf/FR+9Fnfbu3p+49V7O1k71+S9HmpqyNnYz+JQm+3Xs4uQR28B3j4zvGuU2W59D9bWJ57GIZ7GLpCOlEjhM5u6W/c24T5uPXOSBbs1Ope/eJRv5TfXsMenYZ9+w2GdlrNrnLfIrXbJLHZJTHtI/XrH+b8dB2w+HthsO8Bp08+s3b9Tr59Ht2GPTsPt+z23jogDn6qNWWxA2cxnPa6XdEIy+aRRB03ot26uuWjjf2U9LcAJKIWaATicD/BMUX/J1ih18dR7VmVkW9S3G5XRz8MsXldqCD0TtzBU/b0wF2577ZaH8w0Qy4dyHR+U7Ym8ufb51L/GSX8uG+5xXjuKfWqW+vpL67lv35XsrHOylOd8sDPgxlh8wPN+OwywyA/Etb6b9IWEEQpNNIePzK6urELKZrJCdhJC5iLCtpq6WW3NVJ7e4eiEtyMblYY+9S+fZNxgfn0tdvKl2eOceMHE/CPJ7yaFu5vdSUu9nUjKkoHsnO7ExPbm2O7e5JHx0pR892ra5OEPCrNBr5f39fcTqFqqdr9FlzN/xGkfZEH7qnRrFUXDY+EiW37/Fd9/zQ5lSvsjSPwhy/0srIxozQ2lMnb16U0JgxVkAbKMyfVx06r4g2Ud0wUryqpB7wNb86qfnF+Yv9WoL12oqNp46MnNnTaSA+YCg0ZLS3V4Wv/PaN+t7+MQa4CMOrMDyxsVXt79NxQhBtvh1zU4hhIwndl6S+F4VfSIIOUtRbggs3xNPO7eqQPdL+7uX41noLCe6oKp8yP0S5KEC9dgS0E4XtRGj3BQC7g1S7g8S7/KTreyiXJGZeWizG+gP5SaSSDGpXI2NuCiLiQRD4zwIEv56NRsAudVcuthWstOWvteUtN2fPliWgi+MX82LQueG1yZ6pcV/cfR2V76khzu9mMtnPZCHIZHWUxegw66n93DYyHI7KiDcqrM4aLL5aTDG6zElmTOmmTJnGiOwLLEn6zMl6zB+PM7+VZUoyRPhobHNSKioJhudHgfVJxuokYbwV3dSO7IbHBmB02xY8UDyV9C34xWuj01f2HDbfI2AtIHxZQOzmUWl7QZmHh0WvHxSxFVB8L3LSR+RMgIxupKR2sPgpbzG1rxIq7wVlX0opP39m753oFVkWnhj6OT7niQ0cc3z+y4XG546YkiLyWBdprJ062UNGdWD765ZqstGF0bPFicsdZSt9dbP12eO5IciMgPHswJmSuMGkgKbk6JbK4jFk3xZunQEA8O+MxP/nGf07cB0aZQC/6EBYeLQ1Z0+YvUmasSXP3yAvXqYsXiBiTEhzRvQJNUqPPLZbemtIAj3kMFFakfUqvjI5a2L0M23F9ozaEVsLIxylCocfpdO3oL8mKv9Jy/CXFwQ68Mkp7bbKDQNBhaO794lbupnEzVxOn7mWM2sQPKL+pVPhdYW0Y7Hcowqlp9XKj8uVHhYrPqo/dPIJAoFA8B678KmweXQdvUIgkn9KuO5PDjXW3txNdoe3GEuoOEuUBNOdQwjjfYg3hxE+gmwRx9ijJbgjJLkipThiJdmixZmjjyFSRJjdDjI93Yd4eQSBSLM1ynr7KN/XPS3IOzIiJCg+zicp2T0t82tqqmd8oktIyKtPHx88efLq9auH57XfSfF7iXC82I3w/NsOtbWp5fnDNy/uuz6462F/x+feNfe7Nu/vXX3ucM3R8twla8NT9jdPvHqi4OuuHuqrGeh13OmL4ovPao+/nL77RvP24xM37BXNb4qZXRO9cF3wxn05RSVhZnY2rh38PNu0du9/uUM0hk06k1kqmU08h0kmmUM9d49SFNdOaa49Z/fK1O1SHeDX7DikjdprOLrDcIzPcJjPaIDHoIfzfA+vQRevXgevbjuPTgvPmSauUw3smpXsmhWcp+q4zzZs023dqdexU69nvzHq6MVVMZst1YcUnXc0o68kCz/QIhg660FUdN4KzMP2DZGm5uhYPMD470L3v0uBwDAMDzWmVIY/zPG6mu15vcjvftLHK8GPTD9fPvXRUsvzhqGr9Tmf24bpLvbBr62TvOwTPO0jPtwoD3ZOenc/+e3d7C+PyrxfVfs71QV9KnJ7kvnxQUu4y0CK30R7CZG8QaOTQPBfkB1AkEGnkcmkLSxuYbazrjcmvD81braihNjVRWjvJDS2D8WmYrJa5xtrZ+ubNxrqZ+tr3gUQlbxi4nDHR6duLzQUrjTUDmSkdMQntObGdrQnDAzmz0y3ra1NE4mbdDoFBBn/CbWy/5ZBMAy/evjMTU8IDlGlOilT7cVWTEUXDMSKlfebGt9Ii2jL9S7N8CoqCKjMC6gojqjPimrWNrkTpiiMNlNDGigN64lOnT+xYqR8U1nd81NmXXzLO+MrndoCVTryjVpHu3X3d5iIIM/tbFNgyX7l0rCFm4VhDAwv0+BNOrQEwwsw3P39e/dx/mXrQ/gbIlQ7McYzceCtFO2VNN5BCLh8AKUvURMThSTC/Wtw9SbcWFo4bHoEZyFFviJOvr4fZ3OAbiNGvSmDuyWJs9NYc7q9FfqNkB1HzYslF6aQm8rpyH5wbRmiUf/zcDsEweSNlcXWQnR57EJD2nJrwWp7yUpL/lRZ4lBWREnwxxu2Z3dq70XobEcY7kSY8SNshFhsRNktj7FZiyCuiSIuH0NcOCpif+qUqzX/Z1027zPMkdosCSasqWZMWWZMGWbMsTpMWSYszkrMz6WYEvQRHsqfwh/DswOMlXFgbZK2PE6caK8I8Yz1LS/Pmnt+Pyg74Ps1wzs7Ba5uF7Tdf/TyIUm73UevHpF9LKL0WlDx7TG1zwIS9ocV3h87GyqhGy6pGyGhHSim4SKm/uWIopOCxqvi0DBotAYaqYI6cuCe8qrXjk6X7ZbKc8lNpYSeetxgI3mijzTegR2oX2kuQufHTGeHLTTmbw23rg21LLQUoqvTFhryl5sLVrvK11pLGfX9+NrBpY6BzaUlKpX8n8RwIBgmr4XgMPbYpYeU+YfE6WtEzDXi4g3i0gXSkiEZY0hF69EnVEldcptd0lv9kgvd8qjOizMDr6YGr62PqdKx5vFvzJK9vqxgszZx/TTaJgj9lYv4PayHYAgAgDUciQTDw1GFF1iEtiEQ25kRqrc8bIuxT9oJ1unzJ16XSOjdVz5urixrdkj58uGLwYpPqhTvFcjZlYpaRLNx70EgWMWsv2V2LCLnNtbxFMZ/A/XdWp6LvmvyRZTH4wjHV7Hdz07K6KuqaJ7Rv/3g0UsXV9fgUPf4FI/ULJ/0zKCk1ND4hOiIsIywgC93r99Sl78nsR9ROthXi0Y3YvGNNKARgJtguBaGK2G4EIQzSdTIpbUv3SNPC8telLZeK2l/lFV2+4PTORXRT8/v/z1WK/QL8YREheeW4P5xuLEXqG6mltQQ88uwMYnTft+7ffwbnL8k2993vWh29/xZozNn1DVPS57WFTW2OW55R+2qvbrFXQ3TK8fNbCStr8sryAkwczCx79zBte30QcHg7eJlTLLpzDLxLBK5TLLJ7Cfy9ioncO1VZN9zZrdU9Q7VAf6TvYfOzfIbTe7QG+Y9286pXcV2spRVs4Rdo4RNtYBVJYdVOYNVMZ1FPo35eCqrSia7WgG3VhnvmXq+cy07dLr4z48ImKFFLFcUb5HOPAV0XxHMPKhWIeB5P1D+LTW6mNQzQJmYpW3gADrjvw35/vbtZVRnSejz4gD7Qp87hd63CjzuRDw19bXTiXp6yeeWnt9tg6T3d8oC3/s+MHtueSI76HlF7OeIDzcLvztVhLnke70p9XOqD3ftiPfuS/VvjvyS7fIg3/1hc7hTV2ZgT1UGnrRGp1P+pU+FIAAAaTQakUBZH64u7Ir8jkxLWq2tJnd1Yxtb0LnFhOZJGIUCR0dIzV094dm+j9OT8953rMs09r9a6WpGV5e0xUfVhYY1lkb19KWMjVYuLo4QiGsMBu2fy5n9r7PqytrPuhrgY1X8LckVc4lFM/FVc7XBMwKGx1WCfWrLvtemexfl+5cX+JYXBVTWJXT4hRRbSZ/qNFCc0D8+cE5s6LzSnKGCo4qq19fU6qgmZ5Nr7bpHq85KdqiLt+kf6jU52KrCk2x7oQ41P0WAOwanfd68eXL2TGZWxhYML8LwGAC0PLyH0dy+cPMI4ZYoZCdFeS1BfSdGeCXBuC1DMhQYctTuLkvoHhxrGpht93dCm+wgXzm8aHNo5YsdNuobIcwdH+2Fi/ElJIcT8lOI+QnkgiRyeTatqZo+3ENfnAMJeAj4n6fS/UujYNfQDVno8pilxuzllryVtsLF1kJ0XTayILo87PPpW2oIFS7EcW4m1e0I9R1MWruYtHYxn9nLfG4fQmfPfjMxPXuDJy4PfL3eRAd8fuX7VNXTgidEDxGjy5V8kTnZnCnZmClRjynPnOnjcaYnkogYLbVIy63BWnhxjLGKoq9OUuZHiYO1r69aCgnqmBg4c+83PnjC46DCa35hqwOit/iFLA5J3jsk7XBI9qmolruw8vtj2iEiGh6H5V4KaodL6sZJGcRJ6EaJaX07qvrxmPL7/NAoeLya3F2KH6jD91ZBZQmvr3xhP2Rrb3oNXZVLGmwgjXaQUD3Y/rqN1uLp1OChSFd0Vdr6YOPWeO/mcPtyW8l8Z+VGfzN2sHlrpAXX00KvHQFqxunVI+S6UcI4hji/TKNQf6Td6M8byNiirbgT5x3wc3bEmesk9BXywhXyghV52Yi0cI42r0vH6NJQKqQuua12xfVW+dUOyZVemYVeWeywCH1MgrBkghn8NDYagp5PWN9qo1BXQPCvqoJ/Xi6n5pZGF7awEIwn06rD0l9oXNSVUj/nWX6nCmdXtqH5roj/kNg2BOIIM8d1Dqlou3e3X38VsQ5RsC+Tulkgfi2Le58sAoHYJmf1NHGkb2INs44nU38+v8Euzfk8tLlwSsHqod39+NQ75S2nnD1OObyyS8//0tcfubiQSwHKYLgKhuthuAmEmxlwFwiH1za8Dg554++L6F5d7ttY69naaFlfb8dudBFwzURiGRZXvLyeP4tJ7B/wKytxTon3Lcn/UpL5Njv8QYy7wavLH745/70+FRAEwxQavL4JTM0x+kepHf3U9j5aWz+tdYDWOQR0DkMdg3BrL1zXzqhpoZbUbkYnD7z9kGhz/aW4tOyOPTw7+XkP7t+/f9+B/Yd27t7Py8nDy8F9kJ13FyvfXr6DDtul8pgU05nl49mlClnks1hPFO1RSmXfrcS658QO6VJelS7+090HdTG7DYZ3nKrnPpHDrhLPphTHLpfCJpvKKpvIKhvHLB3BIhnKKhXMKhvOphDHrpLOqVHMfaqSV7thl3YXv17/YeNx4YvzslcJ6vfAU09BQxeKRRDNPBBQf8vwSFzvGiCjZmibWJD+PwRhLo11NUe/Kfh2p8L3cfr7W1kfbxW42kc/Mk14bp768lLKC/PM9xa5rg/j39u/t9D+dNUg9r19Y5x3tu+7TP/3VbGe9bF+jdF+HUlBIwUxg7mhrckepSGvSkOe53g/aIl1bU70Gh+oJ5LX6fS/o0MBQSDAAKgLcyNdMYGD4T6LRdn4luaNxobVuioqcoI+PQWhx+CZWdxw72yHO27mw2jn+6GOaExH/Wh+TntcTPl3/8ayiIGB7KnJxvX1aSqV8CdH/r/ep0IQCDCKg4NGzWXB6zLU64ob1vIrppoz50Xsj+17eNenKq4t06soz68s17uk0K+sIrSmNb7npo1PkIbYmp5Sz9nj7aYyGDPlzydOfP0Q3RzX+87ApuescM0ZsW5V8V6dQ4PaOzK1ZfKLO4cWlhqRY9YnVHQ5ELJsiJAvTvXVNR1DoxgYRvX39+hKz18+RLARgq9KMx7LAq9EwNey4FNp8oP9qIts4yf3rFxUnrp6Ytb8IN16J3BTeMNccPmxJSE/kZSfTChKI5VnkyqyKBXZlJoCalMltaeZhhoGFudAPA6i0/5pMf3fZgCNOlubOVUYvtCQsdSSu9hWsNhcgK7LHC6Mb4z6VuD6KNjJ1tbpkvxLnd1W0lxa/EyafMw6exCGBxAXhRQenHXxehnt9zE28FNCsGtSxLfMWP+4WO87kU+3RZ5nTjTjSbVkTjJmTjRgzjFj/nQc4SjJFnkmtSoAnh+mL48z1idoy5M0zMhkRfJJRS3e3Tr8x64Lan4VM0oVNYgV1vhyUPTGAfHbB6Qdjxx/t0/cQVjLV1TdVUg7RNwo9ZiGu4Cqi4hOjIR+goRerKj292OqXwPeekG9BdSxFkJ/Dba1iNhTsZYZbXbmvo6EpZe+betXn82mUsJgE7a7ZiEvYTTMs8/3/URW+HpfIxbVj5vu2xpqWe6qXR5o2RxqxQ23bg02Edu6GNVIsAZJrx2jVyNpdUhsThuhc5ywsUmnU4B/89OiE+pJc/cI808p8/bUKSsCxoq0aEFZNCHMGxDn9egYfRpGjzqmQuiQ22g9vtqgsFitslSrsdKgjmmSw40cX5+3GJl4PTzpMjMXu7bRQKbM/6Uk4W8bkCGYQiG3j06NrpJXqPAqDd6AYQIJiM4fNIwasyteNI6ZuP4u6pm6gYWk5nUVvfgnHlj0GgmivQnIFLuTK3IlX+xaLs9BFQQCwcSveO17a9PQEgqzuUWk/nSOujU/4+b3ztrF4VaE88v0gC/FKded3hndu/08/LtveXly/1Dh/Fzp2notntxGonQTCB14bCceF1NT9TUm0iUhFjG0ujq8vj6E3eze3BzA4QaJxA4KuQZPrljbzJuZTRwY9i0tcUqI8c5MfBvq9M79htPXS3efnHT1dgb+Vu0XAkGIRoewBGBplYFeoE+haZOz1IkZGmqGNjZNG52kDqOog0hq3yi1e5jaOUTvHAJ7kHD3MJxTPPXhU7yMzAUEYj+ClYcJwcODQHBx8LLzHOHhFOTi2cG6XZpL3J1FsZxNLoVTMYVFLZVdvXCffDQnrzrbbvWdMhm8qt27dXr4dbq51So4FONZpcLYJb9zSoSxSUSxSKUwyydwyAWzS3gzi3iyiHuzyoSzK8RyqSRzaeRxniznPt2062znXr2eg0ajRy/NS10jKN1jnHhMP/2BfDGQahVKP/mBdssX1zlIQs3QNrC/ZKg/bL/taf/1u4tjPfUxzjnuthkfbUq9Hnhe1w5/aFLkfj/u6cW0d1dT3lilvLZMennJzfr09weXU5wfRr68GfrkSo7Hi1zvN9k+r8vDv7YnBPckRw5lxQxnx6KKkjoS/BujPCqDPxb5vioNetOTEdiQFDQ71UOmbjEYVBD+K5ThV4Y2g06h43oLklpC3ZGZsQs1ZSvN9ZudLcSxHvLkIDA9CaOm4YlRGNPIwBRsTRaujTePVRd3pMbWfA8oD/Frro0dHC6YQ3fi8IsMOuXPzQv/USLn/7t//Z358TtXAoIZNNrq0lp9/lbMx/67p7auqCyaKCGNxBIldupomObHNOf4lOb5V2T7lGR4FJQGVrYENnt7VNzUUJvRVRg4K9t2XmbJVNXz+PGP7yN6Usden7cZ0hGvOnOsRU24T2t/qyJ38vNH5T3zvZObzi7vDXcj5HaycLKyC/JvV9nO7XLfYR6GJyG48439pP4+nNV+yg1x8IEc/Eyc+laa9FYMeihJvim9cukI2pR/weIA2fowdOMI7e4hvO3+JZPDG/F+lIpcSl0ppb2O2ttK7W+nD/fQUaMMzAywsQoR8TCD9nd3y0B/evVfkWP+xsjCv/X/gjdnkOO5Iejq5KWm7KXmPExz/mxd5mhxQkO8X9G3p7U+L1pDnHM8npzRk2GT5uNS38N9UQhxQZD7qozNJ9sQ3w+xgZ+jQ76mxvnmZ0ZWFqXVlec0lec2FmU8S/3IFKm3LcmCM/kiU7IJU5oZ0xc1xCOREwk22NF6YGmMvjrBWJ2gLCLpc31Z/m77Dpw8LP9UQOWNgPJbCf04Mf1oMZNUcYNYoRNfDx9/J6Dyaa+Y/UFlF9GTXsfOBIubZEoaJR898UXoVJDo+SRx3WgBrQj5s99RuRHwWCVpuJbYV0EaqCWWJ4faOxqJGkarmdZeetDn4LkYn7+cmLsWUzjlHtnj5jSZHb7aWYUf7yXNDBAmuzYHmtb7W7eQ3bixrq3Rto2+Zmr9CFA+AtajGHVjQN0YvWaMkN9FyuokVQ58ujrgAAAgAElEQVSs9o4QSHg6gwZBv+sB/aD9w3OE/vTpL7UmBhmbhl2ww887kKZuU6YuEBeuEhYuUxdNKHOmlFl9xpwhMG1AQ2oQuhQ3mpUW6xRmShQni5RRhTKYRjnspPLirE0/8v3ohPvsfPLGViuFugT8VYb6x954EpHYNDLXiiYh1+mjq7ThNUbdNP56/Ni1rDnr5Kmz31rbJ5YBPBW7hKVvEkEY3oJhHAiPrJK031UetMg+ZpXEsVsUgUAwse9TvBcbXTc7PL22ukX6uQUZhmHs/HRIxPtXX62cP5l/cLN+4/fk8uPbRnduvwoLCagoTxkYLcIsVm/hGsjkbjJlhEjqJ+IHCISk2ppv0RGecfGI8eV11Pr6OA47gsUicbgxInGQRmujUGs3sCWYhYzhse81NV8SY7wTQl572H/yvOIaYOnodNrDz/lv0gMhCAJAmEqDCEQITwCxOACLAzZx4CYOWN8C1jbBlQ3G0ip9fpk+t0ifxtBR09TRSerAGHVwHB4ch2sacZdvZnIeuMu5S3MnuwAH5zYEzx4uvu28vDs5uPlZ+JW5JSM5FaqZVXMQJ4s5NUt2SX/k2C7Hufv0bplIbtVunrPNnGo5zBKRzOI+bCIBHKKhrBJRrLKJrKrp7JpZbNIhLKKfWSVc2CVCWWUTWeXjOZQSOU9kcalX8mi17DrXzm/Qe9B4VODSnMR1rMI9qvoT2pm39AsBlCvRNB13hrkbo6qdODlL29gC6D9DlvxtNsMQDMOjPS0Jn25nfr0R8eR83HPj7I9X3xrKuVlpZH+8nfH+RsqrqxnvbXM/3Ul6aR379HLya7swh8sJb25HP78e+fRq/Ns7Ua9vZLs/rfD+3B4egMyInspNms5NGU6Oag72agz6VuX3JfXrg/oYt56cyM6KjNWVCTJ5CwD+So3lV91DCAQA6uxwe0Woe22I22hOwnprHQ05BC71MeaHgZlFxtgkfbyLgmoDpscYExO4oYGB4qzS799Kvd3bcqIGh9LnZuvWN8ZJpA0YYkB/HPi3gjEEwf8u/c8fsN8aa/wWOP9S3QHoMBEPr8xTR/p9L19ZuaKxaaEwqCc+dEr4vJRSoEdOgX95pm9xlndxqlte0ffqwqD6zKDiy+YPCrVlJnRFO7WVZo2V/BWl3z3x7Uobe2F8pfesZIWueLX60U7NPRVqB9PDwtP7xsoHVwPMLtzYx8rDwopg2cWEYDvBgXhyTnuQBIzB8FBUULfmnuVLe9ZvCQP3ZGFHceCFKOOZCvRYkeF4jGR/bOPqYezlA6vWQuhrElt3ZEnXxSfO861Eu9Oaq2j9HYypcWABDa7MA6tL4NYGRCJAdCoMAD8NIkK/hz9/NwX4I1oCIWiqLnc8L2y2JhVTl7HQmD1TlzVeEt+VFlIS6FTu4VgY8C7t+0dNAznEHgTiCCtChAOhuovHVs7R61Fc0OfowI8JkV55GRG1FTk97bXI4a6p8aGJsYHR/s7uhkq7tLd8kUbccWZMcSZMCUYID02Eo5h33hd4boi+igLWJukrEyTMCHG09utDh50HLoic9BTVjzqs8knoXMzRk95HtbyPnQ0Q1YsQM4g6LO+4T+rhHslHYqf9Rc6GSJjkSprlSZxPEFL9dEzLT+RcrNKZQDer6xs5LjRkLW2ilTY7uJyf0PXxuaHqxXfqVg02z7vvfEa7pdCLhwhJzRsBRaTk5uWYvKXqPNxoK2myl4jqxI+0YYc7sOPdOFQ3bqwL39dFbewDSgaBKiTUNE2rHgHrx2lF/ZTCXnx2Oy27ayW9DtPSicVv0KgUEPjpVPX3TqL/99MBgS3s4put5cfkRXvyzFXy7HXywlPC0l3SgikNY0mfM2WgjcCp84yR08Ru5c1mpaXq4zOlslMliphq9c2eE6TZE4uztkNjX1AzgQsrhXj8MI2+9a+Ih39cRWPvZG7vQsM0rg1DTGnDmHi2Gkcj75cu6gT0m3q2TWzSSTBMgGEcDG8A8BoVnifCaAJ8waVxp3n2ET03ZlZuBIIDgeASsvL8XrfUObo4t0IgURg/N0pb89MRMe+cA6xc/S64+Fm++WZ78baJ8c0b7yIjg6trMofHKhbX6nGEDiplhEpDkYlIAmGSSM6uqfeLifVLiEOgSNiRrc2xzc3hrfURAg5FJqEo1AEquQ2LrZpfyBpHhtZWucaHecd6ffC7//n79W/hV55+1fUM+Mig/S0hj18WKhCEAAACAAhgQAADZgAwnQHRGRCNDlFpMIUCEckQgQjjCOAmFljbABZXaegF+sQsHTULDozB958P7xBJ5T4SycX/ip3/NNsOVXZeUU7eHWxcAtw7ldjFnNiV0rnUSrapJnEetuLadYRrr8ZOySAe1WYurQpWhWgWET92EU9WCX9WmUgmxWQmlXxW1ci9Z3KFjQZ5FENYJD/ySKZwSqWzyiYwyycxq6RxahRwa5VtO9O4S7dj7/mBQ2ZTwpdXZG4R1B2AMy9BIzeKdSjN1Ac+7USOKV2bnqWtrgMUGvjj+0D+aJBEp1JrUoNCn5oF2p35dlX5+y2NGAe9V7oSn82U4p5YFLjcz/l4r8L7RaX3y2K3x0WuT0vcX6W8vhv39EaUo03YQ8vIR9aJr2zTnezyPj3O//S02sepP9YfXZA4lh5Z5/e1IcCt2vdL+PPr+d5vWlICK2O8e+ryt3ALFBoeAP9pIPf7dIRgCIdbrUsKa4/yQaaEbNaVQaOjlNkWKmYYnNkEpqcYMx2M6X5oYgVGLpL6O5vTIrI8PvQmx/YVJORn+yck+3/xdrN79WV6buG3A8J/Cib+MxWivzTo18v4L8jPDAp5ZXG2d/TVlYfDNifAKxpT+gqThtLOkketLj8pC6lJ9S4o8C7NdsnJDigtCmgo8ct77xj7Vf34lL5M25kTw2ZKIYpCH+9+7SnFPDa6XqslUn9Wpl5dtF1lT5b+8aLE9LzatqKe6aQbl2OkOEW3cyMQ7Ns4eW/tZ3axNEVtMkYJYPc357aT+zGmBwhXBWh3RaGHkuBzCfCFDPhCGnwqAT8Up94Twl47vHTh8OCFIzPXpTYvS03o7ZkPdqK21dJQw+DaEkTCwzQySKPAdAYMAj+uzPb/DAv0D9nOv/z6Hw4VZKDr8ydyw6YqkqarUmdrMycqkgezwptivAu8XiR7vw71fR/s5/TN4+WF+ybCRhJ8esK7jcSuf7ge8/1TTOCntDi/0oKkjubK8dG+hfmZjY0VAn4Tj9tYW11ATyIH2xvf5rjvj7rIHGnEFGOE8Dkp4HxqvDUHXBqhr00Aa1PUxTHiTM98Y0bMhyfH5O4fPR0sYZohpOl2SOW9uGGCoNrXg8rvjhrEi5lnHNP8fETx+R6xmyKn/UR1QiXN8yTMsqRMs0XPhgspfdir7O9kaQd/Zpr2v7rZU0OfG6BODy7E++S9fS529Nw3nZtoj8S17/mrvrlANRIoHSBEVQFVI4ziQWppJ6GtHT/cgRvpwI504CZ78FO9hKEucns/oxYJlI4A5SNAwxTUiqaUDNDKh6m53WDZMLmkHx9bT83pQhVXT00MbWyuUikkEAR/NASF/vj7DxPglzcAYx23/AY3/5SAtiXOXKRinpHmPuEXH+HRF6hzl2hzF2kzhrRxXcbISWK30maz0kqtwkKtzGKD9HqnOmFQg4TWWkTfHUZ9m8bErm00kcgYBkD+V+vhH7HZ8jo2sxmVObDilT+i8aLstGfX7czpq0njZ9xaVV/V5PdubNLgRSK0RIIXiBAaB83gwL4lyvH7RTvNs3ZIXUQgmJiYeBAIVv6T918nj9T0olHzWBzpJ7UbN+en42KcXENuuoVZuwZf/xxkb3HLwOTGZafo0NCGhvzRsbqllW4SZYTBmKBSUBTSKAE/TiBm1dT5xseEpKUgsnILRhdX0BTK0NbmIA6LJOFRVMIomdiHx3ZhN0qnJ2Iaaj7FBrpFuDoHP/NOeeGf4vDE1fibvxNA/5/hoP26rIIQCMIAADHoEI0GkikggQRu4hhLawzMCoCaodo+6UMcreMSi98pELHzsP/2w69599iycytz8Gxn3y7Atff89iP3eA9Yc29T2s4rybZbfbukP7dKA6d6Lqd8CIewD9dRPzbxYCbpaIRiCkIln+N4NJtkgIBph9yNkV1q8ZwiHnwKCWzyiYjjKUyqmRzqubwahdwnq/i0G3fqde0zQh65OCd6ZVX2NkXFATr7kXYhkGIWAEm9pn9Kw01MURZWGEQy9OOo/W88Nwhan+zqSPdKcr7mbqP8yVTS46JsuL2Oh6Xqax0xb5vTKa+up7+/W+rxstjtZbnn20ov5/pA1xK3Nymv7SMdroTcswi2uxB02yT+2ZXcT3ZZTrciH10Kv3+x3PN5Z6RrQ5BzkcuTQtdn/g+skj86FPk7lYZ+KY/xnehvwuOW6bR/+uP8w6FCIAjRZ3qaUfEhYyFuhKoCeBRJm+ymzEyCs1jG9Ch1uhqY6oAnMcDoAK4vZ6gsqTkucCI/pSstwezMGZ69BxF8gjsULWzeRdR3D8Pwn+Mw8M8Z4f9H+79Ov7y8VtXQNDm5PNyyUJ7X0JjX+uSFX4q5Dmx/esJKZUZfslJTUENOJcKzKN2rOM8rL907O9OrpMS3Mt+zKOJb5Usdo4lzMp1n5UbOH49WOvrurnt3Aeax2b26k0ebz8rUa4o1KO2tNBDNSMrPLawtqZ7KjEoY1uCt1ea/K3MgVJ7LVZg7NS6jg8xow2B7b5uPau6eNTywbH0Ud0eE4SACP5GEnkmCTyXBx5LwYwnIQQy4J7liKTxgfGT0khjmkuSY9m500Adqaw1jYhjc2oQYdPhXtSzoH53h3x8ZCIbh2bqhiZLeX99Af7vrwp8PBYHoxvyRjABUYcxkaQKqOHEoO6Ixzjcr0DnO522on1NE4MfEyG9Zyd8LMyITkwLdv3/4FvQ+NuRrbLBrekJgdUl6X1cjenpsa2OVQiYy6HQQBEAAoFEpWOzG0uzUaFeLT16AWowte7Qhwk/jUcJTcLyNtjjCWJugr6DI88NbyObR/IjeONd7dh77NL+LGcRIGCQeVHyxX/baHmGD/XL3Dyq94Fd8IWwQIqT+6aC4rfAZH1HdSAmjVEnzHEmjFHGjJGmdsKMnPM5pv36pbepg8Xizp5I+P0pGj+IrUsIcHMUEzgQa3Jv/mkxJbsJH1QCVI/SCXnp6O1gzBjegwJpxoBJJrRumtg5Rugdp3UP09mF63RBQOgxVjQG1KKBhCmyZBTvmCLldxJQWoGQQrBmjN4wTUlvIqa2LZS1d9eXTk6N47DrAoP9MGPpbWYPBWIZAMgzDv4vuAnQMefkVaf4xZdaWgrlGwrzAYt5gF54RMXfos6a0CV3yiBZl8BQwokbuVsQ1K282yq81y292KBP6NWljWnSM9jL64eik79xCxhaun0rbgP510wvot6kEMQB4Ar3+Ib5N5VX5ac/Oa4njt9InzUOHz35tkXUoufm9A7nBQG0wxtfpyHX62AZtlgi6Zo/yGKbtMoxk3SHMhOBkYuJFIFh4Rc8ZB/fmd6KHZtbWcFTGr9qNPzZQWwvTMXEfPn+/4Zlw2y/tuUfsa4vbJvqXTT9E+ce0NlXNTPbiNwZJ+DEKeYxKQpIJgwTcCJmY39LiFRXj+OINIu+aUfLXt2WNHSME4hgJO0rAoSjEcTKhF7vWjVtrXJ6La6//Gh/sHe/jluTun//NJ9fZ0f+6e+BngP7vkJr8FQKFQBgAYToDpFBBLB7YwEK9wxRNi2IWkZTtgpnbBGK5hcJ4BBN2HPnCsVuHl2cHH5cAN4c8J68w185jHHyK7HtP75QK4zpex6mSyy0byi3sx3M0lFMiikU6jlUuiU0hjVcmjUXMk0XJR9gaqXxjdrfsU3ahpxwKcUwqGQiVPHaVwu0aRTynq3hO120/17HHcGS/2cwRy8Vj14lS98ET76jnA2nGIZDIe/BpDG0ISZlboBOIAPDDAcavKxJAJ1EXupuTXaOemwfdPet7Tc3TSun7zdNB17VczI9H3DPK+2jf+P1Tc+i3cq+PLWE+HZHB/QmRrWF++Z9fp7x6kPbmftKL25H21uH3LVNeXa32flbi/ijq4cUwe7Pcj/dqfF8Xuzrkfrb3uXfJ47Zp6JMraV8e5vi866/NWVkZIxDWGPR/prHw50ILjBnub/JwHvB4gc9NgDraSP39hKFx2vgUY6aXOlMHoXvgGRR1pHq9I2q6MXOsKBmZEd0UF+Zw25Z7ryC3sObxW76iVr4S1l6+aY3FTQNV7SNkCumnZ8m/wyAYZizNURqKicHO3Q/Mb4rtFZbW+vYhvyqqbzivNTCy4J2eIfRQFWepNqEv3Wd09OZhQbvbrgXf6zLcMhL8MrI9Sgu9C/PcSzLDWu5bPWnVkOjVEes7K5l5QviO6eOW9GkHy8eVmkKt2jLVJ8UqlQ60nt2ZGZkTVdyeUVBZVDtR981lwUps7YIw8oRk7vtvjTNLletAR2bWsPaBWb29s6ZH5qxF1q8dBe4Iwg9EQQcxwFEceiwBP5WCHaWA+7LLVyVHTEVGTSUnLkj3n+JfCPlMa6qkj/UDm+sQg/4Pa8pPhS4bk4tV5l6l+l+WelEgBIMA8LcVLX85569eeH1uYqQ4aTAjqCPte2OCb0GYa2zAhzC/9+H+znFh7lnJweWFyY01BS31pY2VedUFSYWpEVlJQQUZ0bUVOYO9rQtzM3jcFp1O/3P0CsEQg0En4rcW56ZHuloySuJ14u9xBenU1MXC093k+RHGCoq6hCTO9K90VfakBkwVBlenJUnpBAto+R8695DvzCkOQU4uLtbt+87tOmZ3WMtXUCdkn8wjAcVnIjpB4vrR4gbxMhfypExSxY2SJAzjpfSjhE993y7rpabrOl1fDC4jyXNIckPeXcNrUoJnQ43vTzsnkJKbqVldYNkwLbuLnt8L1o2B9RNA0xRUPwHWTYC1E2D9JFiLAqvGwapxsAYJ1qPAhkmwaQZsnYXa50hFA/jkJkZBP1gzxmhAkYv6iAmNpLL++tz07u7G5SUMlUL+ucgIhmEQ2CKteVHw1RAEQyAAwQAMwwzaDHHpFX7uLnH6Mm3hHmHxBX7+MX7+GXH+IXlSnzKoRexVo/SrAyNq9D4lXIviZosioesEse8UZfQ0feYkZVF3adZxdNIfs5yPJYzSGbi/VnX45YJ+JVBAEJUObuLJ0SV9NmmTl5OnHuRhbFMnjAP7zri0qDyvkryd756L7F0h9y1T+pbJbfOEr5lDey+l8Bnn8Ck7MjFxMjFxMTPxIRDszDtEtD6UZDbPdo+vLG6QqD/FFN2an45Ndf0U/dgz43VAvpt/ts/VR1cNr134GBOQ2tPSsIzuxa4NE7YmqORxCmmEhB2jElBkmn9YzPVzp+9L8iPG7JX6H5yItTkfGhwzRaTMUSmjZNIwfqtnc6F9da5mHpnQVuuRGBaSF+VdGBpYHeVfEfw8+pVXuBeD+u9TxvodbPylhy1MIAFkKlzdvCigVsAsmMYrHMclEMElGMYnmrJNPHrbfkMeLjE+DhG+bUI8O2XZdktxHtTeLVbGpZLOqZzDKRPHccyVUyiQTTqWWS6FTTaJVzaWRzqWXSqYWdRjm3KSxOVByZtD24RMOHi0tgt+YpdNZ1bI4lZIZlfK41Ar59Fq3Ha6Z6fu6D6j2cMXV45ew4k6kBS/Ahpe0Pb7ZBu39d4B0jSatoUFGT9aBv8NDAMIC3M9BZWRzonON5Lf2UQ6GAXc0Qm+rR15VyfxsXmlh2NvjOdiWdpMYVpTqB8yO3WtvnamqHA8N6svPrrI1bnY9UNnpN9gQkhXtG+V98fE53diHt9MeXW3O8ZzING/MfhzsduTTCd795vmTlY67tf0whwtYj/cqUoKmEQ2r61PkklbAED7EzT3uy7LH2Dd2ia+rbq++NPrblcHfFEsvauRMTwDjk8DUz3gYg+IGYDQ4zBmhDJcudAQN1wSM5gThcyMKg7yCA/0P2Vme1D3ntD1QIHLYYctgvlNA/eY+YpfD7Z1zcyt651dWF5dW/8z5fhfC/n/nEF/vqFfDYBgxtIMo7eSUByG+3ab/lKLdnk/wXgXw5ofb3XEWnj7rr2i/l7FmIqRicaRe8YX5szkIZuTSKPjQ8ZSSbKS+ir6aYGVme4FiT4p2R7FOZ55mV9zir43Otp5xSjJDJ6TateWrlATsVAxKI4YeHPPLV1NpPOsVKWWRInSobYT7FWunvGFjXElqbmFjYW1yNqs7ObvyWVF5aVTmLzZzZ7s/EE9iVGD7TMWh2YvCsxZimxZCNOsDwJ3RUB7EeiBOPRQEnCUgB7JMx6pYK7JjJqITV2UGzeXajm5fzH0K62hjDLaC6yvQPQf7Dj72wP4TdUIxmFWKx6F5Gs755950+mXSSGS6GQqQGdA4I/B9RAIEomEmcnRtsrs3OSQuFC3yMCPEUGf4sLc0hMCi3MTmmqLBvtap1Ejc9Pjk+ODg70tHS1VrfWlXW3VyOHupUU0gYBjAP9VbQyCADqdgMcvzk2P93bklKU4Jr+Z6yikTnaQMEPUZSQZM4xFdcw15fWk+KIrE1ebCyzueHGc1mU1OcD8QJTlgSKHIDvfPvk9cu8OnQ7kl3t5+KS3kNonEZ0QcYMEcd0YKbMsCZMUCaMUScMkSYM4Mb0oYa1guTOeXYWF0NIIbXZgsSTjpPJVZTHj73q3Z3xzgdIhevEAWDpEz+8FykbgOhRYh4KaZsG6CbB+AmieApomGQ0TQA0SqEYC9RNgyzTQgAIbp6HmWbh1DqybwCU1klJbwPpJeg2SUjFEyepkVI8O55c21hRMT47i8ZvgD8fvv85+CrFxa+7m5sIDIqmVDlBBgAxDMJ02Q1h6TUDbUtFWlIWb+KU3RPQzAtoRN2+HnzAl9JykdmvSB06CoxrAoDK5S4HYrULtOUEeUqdNalEwJ0hLRkvop8ipgIWVIgJxnMEg/OvA7Y/aAwSCEJ1Gj+lft0iasMvHPCxasI5FGgb2abu2qb2skbMvkrlXcDOw3Slt9HnsgM6bcs7z8dwmKXsvprAfUGJGsDKx8DKx8CIQXAjOvVK3wzwqMa1DCzPLBBKV8Wf46+80CIFheBMzHZsT+DXnm3eZX1BVRGB5+M33901vWbkkBKV3N9agUV3rmOHN1VESfopMWqTRpojUsO/hDvICXySZfRUQiPEnJyaeqg3dlvh+SjwmPHaeQR+hUHpxG73rc20rU+UzvbGN+S6x/iHFSQGV8WHNKRHN8R/Tv3pH+TFo/zmpSQYD6O8fWVracPcfYDuSyi2ewiMUyXM0lPtYBLdECpdMHvuxN6x7RDm3c+3kO7SNS5z7sO1uiQ5u5RQOxWxWqSh2UVd2YX82qRhW+TR2uRRe2Rgu2XB2mVBOSX9mUS9e9VTBa2Nyl3t2HVRjZeHg2qvLKfSOUziUTTCOXSiWUzSBUyKJUzZtm2L+TpXGnacGdp9HH7TCH75K5dEf+xw60T1EHZumbmwxGD+Kgf/iTQHG1vxoX2VCScTHDLd7RV4PY19cCnt0KfmFdc6rCwVOV8tc73eFu2CKEtHFmTWBPiOZ6VutHYSOXmxbO6aiHJWd3h0bisqM36gp2KwtxDU0zOQVDSenzBbkrlaXLpTldMcFlXl+iH9p52Sl53RJ+6uFlseVs+HPbbJ83/W15s0v9GGxSzQa6Tfw5/eq7q+GJxKzKtt0bjrZ2j4q+fa665v9fF7QZn8D2DsHt7fCYzmU0XIKcoo+uQahJyjDbcsN1WPlicM5IYMJPuW+nwNdnMztnohavj9gE37wSrygqb/AhdBj1xOFbiTzW0QKXQ3VcIzTdIx54p8xihqHYRiGf6IU/XeG+h9KhxAMk6Y7yKWhpLCH+Gey9CeCwGN+huMOyrNDDMcj8PX9ZAthxgUhgo2cg/TuQ6LilXFV8PiG23sfD1U56NaZeSP5IT35/jMyF4QOvHzsW+xVk+qWmPktL809L/lLfJlbhdv7uKeqWgPaCs1nZFvUxG8fV4r8Wu39MjpI83j3WYkKTbEyZYEmWe6ue/qFOUWpud1xxeUZBWX5VR0ZLUt5vROZfb11kf7tukL9p3gnrMXQlkcXLh2evyi4ZiGMu3yUZCtCvyXGuCkK3JEEH8jCDorEB0pDl44iTSVWr6kgzUVrdYVWYnxpDSW0kV5wfRn+UYf62xD9Pl6tbmn5p94U6jmVmDjnXXFZGpkmrW7RCWToB9uhQBBEoZCWFuf6eluqSjJyUsMyk4Ly0iPK8hMbqgv6uhqnJ4ZWl+fxuC0ikYDDbq6tLCzMTc3NTixiZjbWlklEAgAA/2wfMwRBDDqDQMAuLaDHBrprq3InmgsoMx0kzCBpfpg43bcx3DBekTCaFbRRl5ud6C7y6ATCeAfzBX5mXy2mZCOWxwrsIjt2HL3Ir+a+T8v/mGmOgOp7kXPBYobJYnpRUuZZksapEsYpEsYpEoaJYueCj2oFyOsGdBUXw8tIxlQHKiFETtJSScwixtQRHVzEKB8Bq0aAKiSjbAioGYPqUGD1ONg4DdaioNoxsGkSqEfRG1D0ihF6+TBQOwG1zIKNE1D9BNQ0AzfPQs1Ti4EF+MRGuHmWXj1KrRgGyobhGhSmoKE0L3FosGNjbZnB+MHl99cgiYJdc93COGxhruKWP+KJ4xT6JgjR6bQpAuYpccKKNmdNnLuBX3hOmH+GQz/AztkRZiwJvVqM7lOMAW1gSAMcVGT0K5A7Zci9CvQxdcaUFn3+FHX50hL6xW8OFcUACP/6aiAIgiDwt8tqWSDdKJi3zZh9XLZ6r3DeInrkfGD/WddW1dc1yo5lcvZFAleyd5mncOrFsZ6N4TVK2meZt0P7C4KFE4FAMCFYmZi4mZh4ESzb9uu/fJQ53dg3Nza3tUWk/iKx/ivf8I807S9GCN7ETCcWhvlVhIY0RYc1J4U2JN356Gh0y9Ip0jOluaR6arBzeaZvfamTtLs3rLgAACAASURBVIViUOYo1DD/4OCTRxNVmP2VWQJUEIiZF5pTz07O2EuP6LF+0xRNzS5ahuBWwnrzOqZpeaZioi+mOv9TjE9wSXRobUxUa3x0V7xX4bfASD/6vzFD/dNN/vbjmZyY+h4UE53eomxZxCKWzi0Rxy0cwXUskkssllU6jV02lU8ylOfwU449euz7jm8X9eOTbGJXSOeUz+WQCuUS82EXCmQXjeCQS2KXS2KXjWOXi2SXC+GS+84q4YcQ89+mlXLIZk7Zum/fQU0mBIKN4wjHXi3eQw68gh+4hdzYBP2YBSJYjkazCMcyHctnlmxhkenhVeqyfNRX1bDV0kNBTtM3sAz6DzrUX24MoOHmB0pbs30zPB/leD4uD3oT8/xytOOF7HfXCpxtK789bgx0HkoMns1PRRfn1gcHjmSmbzS3bTR3Erv7Kb0DtN6+tboadHHRak0FpauF0TtM7hgitnbjmttX6xsw5SV9KfEV/t/i3z51sjF8bqj+XFfxg7mG7yOLzPDPna3pk1ONq2uTFAoeBEH4H+kKM5jlnMpmq5eegqYv+PWeqBvfef/gXk3w58ns4IWqpMG0yrjgGBfvF/VFcZQBFH10gTGNIY8ML7fWj9TlN+bEZQYFvnR4dfbiAzHT5wcvfj1yLezo1Rghy7CjlpHHriYIXI07dC3+4LVE2adF4o9y91/w1rj2JbOyE4YZMPST9Ly/MdjwzOT0YlUKLdiO9EyO8mg/9c0RhrMo450k44UE/dkx6n0h4LoY9aLolqkg9pIYfFmUYq36RGSblKpGTV5HZ+mYpoZmm5Ei1VJpSFcBaXDMVfagiqZVjl9lzpfUTJes7G/5iS7JBZ+zI92zLVT0mzVlGk7LdGhIOEoe/fwwNuprns9Z7WYt0Xw1wfLjB+uV+DvVt9Xd1SsKSSrPyMstLq3ML67Iza4MCOyzNuiQ39l+dvfUlYMoK8lJU8EZw91zpodnLggtWApvXhbA2giRrorTbokx7olRb8ugrUU7zh9cs1XcvCLfd16gweLEVloEtb6EjuwDNtZABu1Hcd4///fKwGTupa/Zpq652h+KzdwyzT9N1PRsTC2Q1nEA7ccwGQj6P8y9d1xT27Y2HJoU27YivYT00JuICgLSe0fALjZUbNhFQRBEBEV6TQih99577z30XlRagPSyvj92efc9+9x79t7v+c59xz/hB0nWnHMt5pjjGWM8D5tOp25urM5Oj/Z3N7c1lrfUl3S2VA/2tk6ODy4vzm5urlGpFCaTwWazmUwmjUYlk7dJpC0yeYdGozKZzN+C5v/u+xkMOpm0/WNlcXiwZ7qrkjrZSpnu257u3hxtWWwtGM+PmytI/Br+6NAdOdAlUW47IU4bIY5ATa5UU068OddNRQFR1FFV32N68dLmGSJyHtLaHxEW6RD9aIRFOsIiDWqMhRnj4KbJkDMhYhoBcnpfukqKgW/DtLGW7UrcK6dLapIGKeeeb+PqWCVDlOxOVvUos5LAqh9n1o+zqgjs2glWzRi7isCuG2fVjbPqJ5ilQ8wqAqtxit00y2qYYteOsesnWPVTQOPUj7hKYmozu2maUTVCKx1g14wxqka2irs7CwramiuWFqapFPLf+Ddh0ue3vnluzN/amLtFmrm+uey/uT1MpW9TyUPkhdvUWVv6nAN59vL2woOdhXvbC9c3Z29uzV0m9emy2tTpXSdoPUqsPjlqO4rcgqQPqVHHTtInNOlzZygrjsuzjwiTnxe/5W/tjDEY/9KhAr8/s5EZzNeNq04pM7dLlt1Lvl1InbQIHzgb2HH6XbOqZ7Xi7SLktRyIS8ZBy+TdZkkHLHAHLfFHbHP4wQYgEIiTm58DBOIAcXGCuEEcfHvRVq6xQ0Ud832TP34QyfTf4vhfj2FUKrOhvuF/WLr1uamU1E8RjbFxXQnRLYmRDdjr3veML9o8jvVPbCosnexrWp5p3VzvJm+ustnRMfGBGmL9Z7nST3J9UeWM0OABTT7WHPXUHL2tQDDjKdbhe2Zh1Di+MAkAld/mqhdmSgj9EQXpz8K9v+Z8DqsIx3Zi8FWhj2+bvvN88H9J6v+X7OcrEQjzbk+qxAwqeRWz9srh+KDRfJAYPlgCHxwnAMMLINIE5NJ40QlcqAh+ZA4fOo9HPkkAnb0X/WUPJIxXKmyXTAQfKo5HFsMtj+WST9ilELtLPmaXXDgP/DMX5MOeE6litgR522lBCVcQCATiAnHyiOzar3xAwlEQ9fwo+tNhZPBRpL8g+vMx9Bdj5wKf4OH8KmJVM7m1hzwxS1snMv5q59Mv76asLrXgq8MfxHvapfvdywh4FO5uH+92NvuJY77vw+bIgJHUxKnszOWSsoXikq6EhJH0lLX6xtWG9h/1bVttPdTuoZ2O/s3W7vWmLmJbH6mrh9TdtdXZSWxrX21snKsoH8hMrQ4PzX7v89LV6qIG+p6uyp2zKo9cjVKxH7p6MkYJ5cvfRkikddbvtKKae0fcA7GCWu4HtdwP6T8AO/iKWLxUcPE5YXrD+8nbkRQMUBCbFJsm+rVkT3yFQ0TyQnsddaiTNDZPGRr+3pk11lUbGBqpYO5x1Mz/J+u4I/aJIvbRUnafxByCjjjFi7rES7hEgc9Fwi5EodwSUFdxgrahsGupctcK4JcxMYUNAEBmMmn/7jiVDQDA0xfvLsmLfn8oxXwkxH4BZ7xGUp9DqZ4Q8kMZ0n0I9b402wPOuASm2UtRrSXpNtIMOzhgi9pyQrmIC8gqGzQU9L9/8fEcCrFprTFljGoxkGrTgJ2WUvP2Di8JyMd6ZWT4paZ4F8Z5R2UGFtqcdsKqidaeQbRqwN8jRS5a3Yp9VxWoZ16liUzXFCpRFa45cbBBTbhNeV/LiWMlVsfTL1kW2J2t1UaUKR0uUdrdYioydQ68YCE0oS8yoi/Sayg8aCI2aSKxZC6zbCu94Cjz4zx6+7z8qjN63l62Sh/cZIiku8vP2sCbdMX7PVwpRSnkumL6aD9jY+0fc6h/xVhMVve7tMwzj5LNn2WZe2fbhWRa+fRnVC33TWwtrjLI1L9aGsNisahUCnFz7dvy/MLc5MLs5PLC9OqPZSJxnUzeYTDoLNY/9oT8Esn8Ea//Z8Zms1lMJoVCXv2xPDXSuzLURBpv2SI0bfRUfqvK6M0Kv+XjwnMZAroFAd2EcV6R5LwmxfnpFGeaCWeqGWeSGbeuzF5hq2O6UTIWqULIGxKafkjrLMjZKIRZCtwiFWacgDDGwsxSIWcjJU4FQbRDq9JzgO9DtLl+KqFxuQT72f5ahPHtdVwD0DBFyeqi5/cwK0eYjZOsxkl2zRi7ZozVMMGsHGFXj7Jrx9k1Y6y6MUbdKLN2nNk0zWqYYtYQWPXj7Popdv0kuaCbmt/Lqh2nVxNo5YOs2nFa5TCreoxcO9BRVTI+NrBNXGMy/9KdZQMAQN7IJM5fJy7c2Zq9tzN3lTR7ZW05grgzs0Me3Zi+RpmzY8w5UiYvkucfbM/e2Zm/QZy7vjl7faffkNakQOtUonSiqV3yxAYEs1uBMaZJmdClT56izuhQly8sz3r+7FC3f3Go/xry/TmxDgBAwwrlWvGKW/7CnbLvbnlztnFDxiHdZz90nvJpVn9UJXejCH4lC3wu7aht2iGb5GPWyUftMg+ZR3Ps2icgpHjM+AvPEQQIBOLk4AKBOAVEVDTu4L4Uj3SNfV9Y2ybTGL/l73++1uhwy9R4DwAArJ+JMv5P6eUvP2wszny+4/zivl1czvvktriw+pgLLy4ZORl5hnjHVxSVEwbKl6YbNtfmAaCgsfe5zqlaff5xC268Nm+wKlf4CW7QyAMVgudxgrvsgAX3kBmoRPvQh8t29aNTfWx60fxI1kjbx6y4J8EvojKD4zMDvga4PTeAO/KB3rld/c+qEv8y3+7BWUvPVl71In6FBH5kHD80kReG3YXE8qASuZGJu2ST+BGpvIh0PlQ+v3wqr1ySACprNzpsNyRSABwuAIngg0XxyMZzKidxKWF2KSTukkvcJRfLh47cBfm0TyaA72T2AcdxeZc+ccRNLs493CDQLi5u3l0iR4S0JOVdZE8/0NLzMTL5dP5KRG7pUk0bo7xxp75jp59AnV+hb+38DT1gFgAAFOK34fKo/I8345/YJ7+9keZ7L+KmTfzlMxXv3OrDvHsxoWMZ2OmcjOXS0tWq2qnc3LGs9O81tauN7T/q27faeqg9g9SeoZ2Ovp2OXkrnAK1ngNE/SO/v3+nsWm1qmq+sGMhIrY8JL/8aHPn41lVN+Zuasnd0lW+aa2YnfertTScQKpdXRsik9Z8HNDo15+Efruby9JjO9SOn3A6cunH07F2ow1spey+lS/5gTefjGoYRL7xWi7LvhITuye/l66KCU1uxeOxme/3WwCR5cJLeXrXamvP1y2cZ82eCTlix8ylgp0hp+5CjdmEH7GIEnWKFnSLFnSLB5yJkr8bDLsUK230FX05C3UiTu5EhczUFfflzx2Avi7HF+HfL0WDxGVKHD/fchgF+cpTnKMoTadJTGdozGOUplP4Uzn6OAp7AGHehtEuSNAcJkoU4zVSSboPYcUIAjjCitZK1mICd692OslnXc3c9EZKbNojus1KDZ6UCkVBHy7vloaVR73GxPikZ3vmJr6Jz/YuuOj3xgRzpPAWvO4lIVpQ0VzoT+qLU2/paiYZE1vFjeaqSlSeO1WkKN+tJTetLTJwSbj0p1HrqcKfuT32WR+dtpFbt0POmqH5daOdpsU4d0W4DyV5j8JgZZNIaMeqImnKSW7VTXDZXJBihM/QQ2oI/pRogWQ9P9JpCWswgy3EfKUWp1KYq5tQIi7gB/ClGs/9iv3k04uKPdLvAXDP/ZI37GfqvKlzCs81822MLFtqGNqaXadukv1razmazWSwWg0GjUskk0jaJtE2lkuh0OpPJZP9bmIDYAAAALBaTRiX9+LY0Otj5vbdqu6NovAQbnvLaKOHy7sfKoNtwzntIjgcozvswridIjkg9zgwrrmRDrlxz7vvKe/YghbVDZSwyhJC3JTT9kDbZMgbxcGMc3DwFZpQAN8HAjXFwgziobriw5peIICyw2MlYHKZO91HGWsdwURiTq5Mf0oH6SVbFCDWthZrfxW6cZDdNsRrGmVUEVv0kq2acXTkC1I6z6sZYdWPMhglG/RizfoLdOM2uGWXXjbMbppkNU9TSAXJWJ7t6jFFNYFSPsOsm6FUjzOpRRiWhpTC3r6vxx7cFGpXyV1eMspG0PXdtZ9Z9e/YGcf4qecZ1Z9J2Z/kNaTVmZ86eOWvBmLagTjmSZz2259xJczdIs9d2Fm9sj1gQG+SpzShqu9xWk+x2sxxjUJkxpkmd1KNP69BmLchLlxdnH49Mfl5c+ZMOlf2bM5vfon3oIV7Nn3fLmXXLmXNMHjcL6zcI7NT2a1N/Xqdyrwx5LR92NRNyPkPKPl3ULk3cLlXCpXC/6k1Obl4xo49Sl+r3KlwCgTg4QLtAII49RyD3XoRHZbU1Dn2bXiHuUOi/74abnezvq7CkUUZpTIBGZzCYLNYfCOOIK/NhLhZugvweqsJBT20Sk9/denbp7Lmzd30eRhRl5A51lH+bGWYDJQ0tvpZnq7X3Esw4CbZcKWf4PqpwhKhxgAY81AkPTkzdliXY8Y5YcMyYcdfo8j1zME/q6C/fWk7qzn+Hfe8V4Bni7/HATMlNjPvhYdB1PtD729f+M3Ihv3HrsFgAgwnQaazs6nlF51qB4yncSmlcCNxuSBI/PJEXnsgHwwrAkwQQuN1IrAAazyebugudziebyiuXwIeI3AMJ3ysTuRsWwy0bB1LCcCpjeRQSeBQSdinE8irE8shH7YEE8yICebXSjlqOyLvMI3RjDh+S4+c5IMC3Z7eA4O69snuOnpVEOKGOv34c0lXdRi9v3Gnq3OkjUGYWGOubTCrtz3Eb/8PkAGDz+3xLVkjm+2tJz87FP72Q6n0r3sMh0vlkfYB7/dc33QnBhJT4iczU5bKyH9U1q7W13yorf9TWrza0rTa0EFs7Kd39lO7+zZbO1YbW1YaW2ZLKicKS2bLytcYmYlvbYlX1QEZGa2JCc3xM5eePPg4WFxXBj401njnoZWP8evoyRseqf/wYZ7PIq+trsWlFNh4hELMnys7+cMvngro39mu4Spo9gJ7zFrV5Cbb3EtK+LqZofkbbPjYw2t/b2/DtZ0hUo8xrTFxAMLu4hNTZ821kgtTWQa7DVOakKbgGHnbNELmUCXaOADuFHHKK2+eULOwULWj3Rdg2FHwuAu4SKe0aLXYuCnUjE3otWfoKBno9BXoR+yg4ZfXHJJVKZDD+TvLvn1pTS6eGomKmgwzgK095CqY8BdNfIRlvUayXCNZzBOMJjPJAkuwhTrkpRXEVp9hLbJuLbZqLMKzgbGsU21oKcIJOmUI0pITfBmbXpI+om1hGKkl+M4f364rUnhbVlVGIfZue+zEz4Q021Ts9+WVc5uusV55R9xDSTerSJaeg5apSF5Hw17fi3l56l6Qukad8LEURXHRcuPLU4WIjsW6zozM2QnOOYjPOEvMu0nNO0vN20jPW0C4D6WptcK0OtFEb0qkFGTqLHjFAE0zlp03kZnVFRjR/ajKTLXjgqi4D5gaBGpxlgTvqbTpC/fccSbkYcnEGtbORsTjFIu8Af1YI6Xch4K/I6nh+M976XarZu+QzTzC6d3AWXjnmH6q8EmZbB9cmFmlE0h/3oz9t7H+PB/2H7/y1NYjFZlGp5IX56TR8lm+s15kYR1D4Wf54U8EvxqDXyhwv5Di9lDhfyHL6KXBgDLjyHLjSzDjTjLkidHdDZQVV/WUsM4+h3MVPfkDaZMsYY2AmSXBTPNQ4CWqCRRhj4AaxMMMYkdMRdzxiGKNNrPkh6vwgeapvu6+28eXLJre3zOJ+VsUIOaGGktbEapxkNU6xmidZteOsuglW4xSrigBUjbLrJlj1E4zaUXb9OLNhgtk0zaodY1WPsRqn2Y3TtOI+Iq6eXT3KqBtj1o4xq0cZVQSgeoJaMVSentBQWzg7OUba2fpL689gbRK/+27NX9uav749f21rwY08c4k6rU8Z0CX3mdMntenjmgzCSeq4FWnxPnHObWfm6s701Z0lN8qU3UadAqUaTm+S3axFUjoUFqoV1jpOsWb1mTPW9FlH0tKVpdmHhKmQxZWCrT9ZlAQAAAB0TW04Rg1Y4yac0qbssGNW8QSz8H6j4G6d960nvOrVH1fL3yqBXc2FX86CXMgAO6WDHdLBjllSzrl8wsp7JI7LXCgQd8r76bQXB+duDg5eEAjEzbPb7Vlobse3yp758cXNLdIve8jaBrWkENdXZs4c1aPszK6TACKJRqEyf8FZfzfYjZX5iPNWnhJ7PI6AbguB7qlK2OooGtvo3H1z80P6Z9xwTfXORkRWyXtd9a6zfNMWnKMW3BMOvBlnuIOUuD+qcIGG758Yf3xq+q78hMPecWveKUveSQuuppPc7tpKXzvbsE24l08dLugo3z8hd+MQ9zNBzleiHNf3g967u/3n9beYLIBKZ69tMkKTB6HmbSCVUi7FxP2wRAEolh+O5Ydh+OFYfgSGD47lROO45NJ4ZFN45HDcCok8cnECsGh+SNRueBw3OoFDEcuhmsSthOFWxvAoJfApYfiU4ngVwrjRH7iQwftUC48ajkLPranbdsuoBRwQ0937k+RBXsm9uyCCgqqQM753MT8q2+iNnaSBUdrcEn2DyKTQ2H8bAGfQyf31mUlvLkbdsw5zt/562wb30DnUXq34hWt96KvuhI9jaQkzeZnL5eVLZRVbra3Url5ia9uP+pYf9c1bbV2U7v6dju6VmvqJgtKR7LzhrILJwrL58uof9Y0bLa0rtXVDWVmdOFx3Mq4Hg8n0evbc5NTDs8ovLLVKs4P6BnOmpprIO0s1Ha3nnvmp2L9AWPohrT7CrT6IGz8/pndzn4aztPkDqJOXiM1rUTtvEdOnYmfvCKu7yurcxN25HmmuZaup9sjDYwifBWTlU9oqpwg9S21D9KassfoyV88oYbuIYy7JQucSRJ3jBF2xgufxoo5RRyyDhSyDwU5hMJcoEbsvEs4x6Fs5sJtp0m6JKI9c1Qel2rdSkvNKqTsLVOo2i838k1jfP9jPx9KfhRkmJsZRcDlfQ2ngHYT5GkX3lme9lma8hpFfQqnPZGhPINTHYKqnDO0pnP0Qyb4GoTuDqTbSZEsJihWYbYJgmMOJjkjAXj5T+RBSXrkAWxcXV3FC0aBOE7KsrzhiKP0QccDc9FpeREGSTzzOOyn1TVLK06Rw79RrmjrZipJlp6G16uAPaJnHzk987sZ5K0Jy5I7GyYpnKwuWnTjUfuJYn96hXvODQxaiUxYyc5ZQgqXkgL1Um6VMuZZUtRqi5bhk60nRVi3Jdi3pLnXxLpWjVVpHCpzO1n0I6CkoDwj8ANojrH9oD+m+Ct0ZXqsrshj1gZKPo1YX0Ie6mKsrbBr1H4ob/8DK8Ctx1W8kOr++gw0AtW+T4k97ZFi9SjJ6kqzvkWT1Kt/CP/OS31R9z+rYInljm/XXYZn/jP1MbLmy8u32G6zqlcci/nb748wF4ixEMHbcIac4Ao9zfjrO6a/MEarOiTfhyXPgzrHlzXHgLHLYdf30UdQ9aYsMQfQD8VPBKOtciEkS1CQJboqDmibBTZIQxliEUQLcKFFCJ9bYMfx7Ry1zfpCyOEKZG94Z716pym67++LHpyygcGg7omwnqZbVOMFqmGQ1TrIbJll14+zGKVbtOLuKANRNsBsnWZUj9OJ+etUIq36CUTPKrCawGqaZdRNbOa1rsWWsSgKjfpxZO8auHGdVTO6UtE3h4xoxQeUl6SNDXevrP/4SLEanjm4uXiMu3yYuXNtadCPO3yRPXWRMn9lqUd6olqcPqVPGlBnDquR+/Z35O8T5G1vTV7ZnL+zMXqBNu2w0Ht+pgtLrUDv1aNawwkC6fEO0BjBjyp4+x1i4QFq5vjT7mDD1efFb4TZpjMHY/jO5gK0tksnTErHzBTq+HSZBvYYfO88Gduh/7NIL6ND0alR/UqPqUS7rVgi9kgu9kgW9kAU+lyHlkAY5ly9mEcEtcPDYKQ/I+SJh+8yDBiFcfIIgjl0cIE4QCCQso/IRW901Q1klAwAAkGjAzOxsfsqjtgw0MGIMDFutrIzOfKetrJO2yfQ/NjtuLM9FXrD0lNn/VIjjuRDnPUFOnb0g9aP7r5pr+H/2SCfUv8BnP1c4NqTLOWfBPWXFO27NO+sgkK3LG6TKE6TGCxq6f2Ls4cmZuwoTjntHrXZNW3LNmHEWafC421jGjfQkNOOev7p4w/L0/bNKbkI8jwVBz0VAbntB793/QxHq743NBmgMNpkCzC2QngYR9muXc6kmC8gm8sEw/HCsADKJH4HlgyXwIrAg2VRONJ4PieVFY7iUMNyKiXyIOF54HB8ijhuN5VDEc6jiuVRw3MpJvMpJ/MpJ/MoYbhXMLsU4AfgnXpjfLrV4fv16Qdtp1AWiktMiXC9TROH27iMaggfV1O0iLqfTCtuo3QOU6TnGxiaLRmez/sdaif9xRmwAABYme+NfXAi+pv/psv57Z93wy0Zh9ipp7ibVHx/1xgWOZyTOF+R8r675Udf4vb5hvbnle33DfEXVfGXVamPTdkfnRkvrXHnFaF7+SE7eZGH5fHntQkXddHHFWH7RXHnFVHFxf3r6QHr6SGpGXfjnrzfPPTqr/N5KtzDq7dBI/uJSV3JRzqkb9yXNbkEt30pbfpYwD5exCpO28hE2vnfg5BUR/bsydq/Bju+kzgWI2PmKWPpIWPgK6r29fOF63nXNRGvBNvyTufrGtfyyb1WYqf7Cha6Bzfbaxda67JR8ZfNHQjahhy7nHryUfcwxWszui5htmJhdmJjVJynbELBj+DHrL5CLSZArGVJXk2VuJcneK1BwL0JcytS5ndTc1UajfqPRyH+iQ/y/W1o2i8Xc2tpysrS2hu4l+ioB3lCmF5z0Vo7kJUN9I0N+g6C8htHeIOleSNoLGP0xlOEBY1wB086Bd6wlt0wktyykqdZgqhmMZIGk28IBR3gQ6qCRiV1D9kDUhzwjhFytJmJKX6ZOS9xIBvLBOy7vQzbWNyHZF5v6LCHtHd7F0CkUKVJ+Alx+HJmNkvA4Y/TuefqDU4bp6EMx8kKpqCN5ysfq1QWbdI62GYr2GskMmUkPm4FHzFDD5sjGM2CcvCROTaXsuGKdhnytlkax+dmCW+cqPjytxmHKC0tiE/CXXS/v371XgBNUYYMEnp+YMJbovedAysGQC1MprTXMmTH21ibAYP7rboHfkT6wgf9TELk59y3jnG+C9v0kw4fRJ9zSTt5N1HuYedYz19V3KLfhx8gM6QeRRft/Wtd2YHRW40KIvO17Vdu7CkFuR9KtBNMc9yeag6K1OSPPcIae4IrR4k6x2J3jwFfgyFXstKvO+af3xseQF8CGOCF5T4kzEUirTKhZMtwEhzJNhhpjoEY4qBEGbpQI1Y+R1ouV0w/uLMhlLwxQF0fIi8Pk6f4tQutCDnb83aet9PqtiOK1D1mM2nF2wwSrYZzdOMlunAQaJtn1E6yKEaB2nFU/wawcphf10Qp66aWDjKphZs0IUD/FqBheDs+Z8cezKghA9TizcnS7uPlHQcFcPmauIGYg42thVmJPd/P3b4t0Gu3Pbzx06uj6/PXNJXfi0s3NhWub826U6cvMCVXSlCR5As0claVNKLFGNCjduttTN7cX7+/MXtyZdSBPn6OOu2x1aG9VwcmVCEqjLDCp0pumGHUTRSdYM6ccqAtXSEt3l2af/RqhjtEZW/8S8gUAYGF+BWEVwX06TMjwA8IlRfl2icb90pMvak96Nag/rVW7X65wswRxNQ92JQt2JRPimi3tlCnpkAZxLhI8+RgEAoka+EKcC4RsUw9Z4/hET3KAdoFAXCAQv8OTFgAAIABJREFUCATi5BU4ctn9xUufoLiYiKyEFwXhKqRuTWDECBgyZ09YD0/0dU9sTS9vbuxQ/xgIba7MR563fCy999kxkOcRkPth0JlDPJpoyRsXTN9HPEserQprbH1gqleuwTtvAZqy4hm32jXrwJ+ly/tRlfuTKjeo30Nl9KHGpDt6xI53yAw0a8yRc5Lv9ZXLJTPfS7cXcT1lvklBbz49iYh49vK89i3onruHQZd2gd67X/9fOZqy2QCdxiKRgfbBby7PWveoV3OqJPPJJv4M9vIhEnlhCfyIZA5kBg8ctxsatwcRxyWL4VLE8aETeFGJuxCJPOgkLoUUTpU0TpUULmUct0oSrwqOTzlpl1r8biX8PtkEfpQfN9xbQD5+v1bBUZN+CfsN+StsTXei+tXBky7lNm9nzgaTcOVbQyPUhWX6DpnF+vvFWT8nylk722uJ3reCLpzxczz5wlTZz0LNVw+cdE2vxMe95av3ZEbiTE7GTH7BbEnFaG7BSG7+cE7uQEbGeEHhQmXVVnv7RkvLZFHRWH4BISd3MCOvHZNWGRqd4xdUFBjSEp/4y5+yc0dSs5vio7Gv3O/ryX+1M0y9d6O1Eh8R91nJzlnS+gbY8pG0jb+oRaiIWZSEbbSUXZCI6ZPDOvdEDJ5I23hL2/tCXIKkXEMlnSOknaIlHGNk7MKeu92ve6A9kfRyqLylJ7NsKCd4tiVuva/jW+8Qsbud1Nfy2TdIxvjJfmf8HtdMMftQiKWvqNUXSbtQUYtACasgsH2ohEMk4mqazJVMySt42I1k2dtZcjfyENdyJVxS3ALwKysjFMo6g/W3KMR+/UhGerbsfoHeJ/JsfxTpFYz5GkJ5h6b5o2i+aIoPkuqDpL6GU55CKI+lqB5S5NtStOsQ5nkI2UZ81UKKZAEl24CJVtIMMwjNDsawl6aaw41FRR48/tJXOnLr3ldHsOC4MWpeB/YZctBS93JpaCnWH5cQkJTpFV/0NvWKw60XENEqdelyVUSxmrSnLPStR8xrF89I+NEkeZEUpFCG/OFiVeFaTeGOk2J9pyV7DITaTY91m0p0m0BytcFvjkOcNJWMtU/bmxi7ObrcuOzmduvOhas3rMzNTyhBZUUEZA5xgDhAD09KAi80dm7Jd1gqf48LoeRhyFX59IEu1vclgEoG/qDTx2azvg3N1b/LHMptIG1u/e73v2vUZbMBABgt78KceZ5h7pt09nGE7r04bfc4g0cJ+vcLrLybI/O/DU1trawyqLT/bZKr/8lqO0bV7H2Mbn6S0PNUtn6p9c5TFncRnOXCgTXijDfkjNfnTDLmyrTZV3juaO2Fg1mOgnesBOWcxE59Ahsmiii/ljZIQlinIy1SEKZ4uEkSxCAWZoiBGsUjjBMg+pFgvShRdR/M5xhgsY8yP0hZHCXPDe9M9BD76+ZzEibT4pZzs6bfBtNK+lkNk8y6MVbtOLt+gt0wyWyYYFUR2D8XANeOsqoJjMI+Sm4XtaiXUTHErh2nFPdMvo2tu/hyLbl0I6/8R3H+am3OemfhZm/5emvhYim2ITOqpbFscX6KQt7586UGNAphdeE2ccGDNHdze/ESZdZlbeLC3MiF0dGrY+P3yFOn6DNQ1qgytVdre8xpa/4OacaVPOVAGbWnDliS27Q3K+S3y+HUJhQwcXI05/gbHeGlGiP2giN15uLO0p2l2eejUyGLK/nE7VHGv3KoPz9nLCbTL7ISdjFF/Mzjn6CmktbRMs7ZcJdM+RuFyh7lSreLUFfzYFdzoVeyZFwzpZ3SwQ7p0vZpYNfig4quIBBI+Kw32LVQ0BZ/xCmPD2wIAnHs4uGXFN2rLnvglPxPp+T4XA2Pxj0RnksHAz2aQJ8u0GcCDFuxCdYN3W1VfT8I8+vr2//EoW4sz0W4Wtw7xud+AHQXscfL6fQl57MWzoYPfO4H5cbih2sbaJvFhMV3l84VaAuMmfKMmXOO2+5K1eb5pMz5SQUEGn2oOv5QY9gd3WfN1W/GmXr6SIDHg47vG900cuncWOFwe3BWnOfnF+GZIdFFQVEJT3ycNR0PcHlfv/qfFL/9nbHZLDaVztraZlY3zRu6dXKoZ3DL4/jhyQKwhL2w+D2wWF54Ip9qJS8qTQAasRcRzY3CcCimcCliuNCYXagkHlQSlyyOSzmNWy2dSzWVSzWZRxXHo4bjVUnYrYrfrZjCLxfLiwznhoTzIL/sUcMe0ikTNB6EOG6r3QTOegG6n1gI963IrI0BAmV+mU76O7Xrv87kl1wVi8miV6SHv3fUCLmg88xQ9rk27JWmcMJFrSr/e21f3wwmhs7nZW02NPyoa1qqrl+qaZgpKyfk5vakpEwUFm62tpK6uiYKC6dLSiYLi5rjcFEezy6qa72wdsz0CWiMSVhtbNpoaZ0oLCZkFtbERWV+ehF23Rp33rrx5Yv4B8+1dAzEdS1+0r4mbvpMxj5ExOKLqGWYmG24hG2ImJXPMRMvMbN3ElZ+4tbvIOc+Ql2/gl2ipM7FS57DittUqOgE4e4+WI6KXEopJ+SWjRTELtfiiF0tP/onaQN9rN6a7aGut0GYY6ZvDtlGClt8hFkHilmGSFgFCZu+F7cIlLb+LO0UDb+SJn05XeZKFuIKHnkFB7+Gl76eKX27UO56QmVj9c7WPIWyxfo7QSoLAID1jXU5lJKbshjgj2B4oVi+cix/ebofnOors+OHoHjB6S+hzGcwxgsk4zmc/gzGeIpgPUYx3GRoTuIkC1GiueSOtQzZCrptCaFaIig2YJaNXLMhQk0CHuif3pzf52zt7gMTWjIWaj4jondMxvtZTElobpp3fPobXL5vuuf157Zg0VJ1WLUSuOQUNBIm+tD63tensV6KiFT00Vh5kRTUoUz5oxUqwo3HhZo0hRtPi7ackew8K9VqAMs5LpKnB8u1UT2PlDomwL9LYNf+n/iFd+8S3c0BPghSEOSXA+/ThvN/0oVtPD4DPJKfNhHr8nAh5WJJRamUthrG9Bhra5PNYP7x6aTuUBIs/YPRbkk6j4vuxAxlNpPXd/7pCtb4pqUa+aZafogyfBFh6Blv+CjW8D5W736mwcvKm+HzrcNbiz9oO39GB/B/zYrq+lTsvI1uhCg5esPN3yhY+Wpfe60b+vhItj0oxQiUYgBKNxbIsVVJd9H01BXXtBeBP5bUioRZ5UqdCRXTjgSbpCEsUmSt0lHmKTATLNwgBm0cizKKRRjFwAyiZfQihOSfetwOoI+3UWf6KXODlMVh8swAcbRzs7tmqQA3V5g4GfWZktMK1E2xaseZtWOMagKjbpxZP8GqG2dVjrDrxplVBEblCL1kgJrTSc3tJBd0UUv6SPntq4klIy/Caq/emc2I2OgoIvVX7/RVbfWUb3YWrzVltWVGVZfnTI4NbRE3/qW28W9Go4ysL7iTFq7vzJ9fn3VfGfMYInj0Dr/sG/UZGvfZGjegTSkyRhWZfWrkntM7UzabC1dJUy7UATtqjwmtTZNYIbtTjqA0ywGTutPFWp4qwtX+ysCyBX3Wbmfp+tLs89HJkMWVvM1twr90qL8d3WYWVy3ftxh7N5u8K7GJ6NJ4XivlnC1sgxexxUs7p0NcMsDOGTLnMsEOGdIOaWCHdGn7dAmXggNydiAQ6CdZO6mLFYLOhfs1n3HsOnBg374nF5Gp/kpZH5VyPimm+KvnBWvOZCtRypVYLaeAfn32gDFAsGAvWRc1NxS0LQ3OrK1tURnMf8woba7MhzibuaGF37icjsM+w1SFXX156ayj/oP3T2LKsouGe0qXxofYOyM/1t899MRpHRkx5R6y5ErW4Q1S5fyqzgmaeXR69NEJgrvCuAl3zmn+x+cv9n/fGAZYld9mG+dmSkeHIspyXkX4fc0JCy8Nx7Qk4JqjX3mdC/B6yvhT8m3/dmOzATaLBVAp7LUN+tekYQmjShAaz4PG8sAS+CAYbiiWVzHniOXAwdOlfJCve+GR/Egsp1wKSDmZQy5pFxrHI4vjksVyKuI5VdK51FJ51FJ41JK51HC8asn8anh+VRy/CpZXIZ5HLooHFcyJCOGRi+FXzThwulHKZAR1dQ71kK7htpRRtNY7TJlZpG3v/Pnn+Z/MBfgV9R3prAm5oP3Z9eQzA6SHmuhzlaO4yzo9ka/6on27IgPn87O+V1UTcgs68Rk1MfF5HwIzvN9Wfv06mJm51tRE7+9fqKxcrq1ZqasbyioazS0bzStbqWnabOne7uil9PQT29qni8uGc0pKYiLwQc+z3tzqePVgLig429PbzMRS5JTl3uO3hAyeQ+2DRW2Che2/iNp+EbMNEXf4JG4TLGUVLGbmL2bqA7X/CHf6IuMULukYJ2qXJHwu/5BrvJ7r046376kRwd9LcfMN1cT6HkbnOHVknkkYpvc3APND6wvzjz9gj+g8OmIefNj0k7BJgLjFRyFjXxGTAGHTQDG7CKnzyYLncNIXs5GuqTCnaMiFGNGbaUc9iqTcs0PwmRurA9tb3xgMyt9b36zMbAFuvhcGKOCzPMsPxXiPoPsi6e8QzPdIxns0zRdO90UwfGWZb9CMV0jmSwTrGYrhAaVelaY6i1NsxIimoiRLaYYNnGqJpJghWOaKG9ZIwFEGqyaKUNDJSC7NwzQZnDSu1Ni/ZASJURY117Qs/ZqT74dP9sNmB2ADPSNPSIjiVcG5KpIlKiL5aImbaiejXuY8NXGMhvNiZAUT0CIY1KEcBcEKFZFaNaE6TdGGU9BGHflaXVSe6tFGXfEFV8XFa7K1LugHJ8TOIH/SAB88KXlQG77fUvHoI12J2qvKwAst1kN5qhO800hlNj6ImoelVOdTB7uZ35dYlH/OLs2kM0u8Uj+feRB/+mG0umf8meeZ10L68NWz7UPbK+u/fWBtfCXFyi9W7yHG5GmEiWeE3oMo3YcxOnejtW7FGTzJMXndGV+0Nr3M+H8b8i1v6JU0eavoEqR7yVfznM9xF38p4zcqDt43sa8s828bpl91z/HEFvjXxL25pyknDnYGm2VDLDNlTJIkz8bLmGSCjVNhxjiURaqsVRrSDAc1SkCZYJDGcQiDaLhhLPRsuIjSU23jN9P1ZYzpXsrMAHl+mDQ/tDPRszXUutFRs5CdOB4XspldBTTMsGvH2DWjjCoCo4rAqhlj1Y0za8aYNaPs6lFG5Qi9dICc3UFObyZnt26lNRFx1av48nVsSdn5O10fvdarU7+XJ/8ow30rx32rwa/Wp43lxlTnJw/0tq3+WKHT/ywfAJU2+mPFc3353cL8h9FJr56RFwMjL4fHfcemv8zPhjJGz7ImFJkEBXqfMqNHjdqvsT1tSZuyp/Wa0LpOMDpUdirR5DIUrVkZmDKYqTZ5eRoZZgnZ6TBgLdqSly99W3g6Nhm8sJJH3CbQGVv/aiy/9qgQSaaPsjS9Gk0Ce5U8yiWcM0Ts0oVs8ULWyYeskg9Z4gWt00Tt0yQc0qQdMqQd0iXs0yTP5R9UcAaBQJw8ArshxvzSZzm5eUEgkBJSCO+vluKnHPtGIfSZwsdHKgVBinOZiuQqZWbzKXaPLrv3LDBmRhpzTqtszmleGJheXSNSGL8pkf/6urEwHel9LyjiKa4xMr49LrIu5prXdX1X80dh7zC1pWXjwzVL0/Ub32YAZt/yquc5h1yt3RMW3CnafJ9VuSI1uEGT9zWnH5ycuYXs0ON7q6daVtu8ADBbt4mta0vNy9Mlk/2RtXnecUGRBYnh1ZioJkxce6Jf3vvg2P8QscMfbsQvyBSDwSZTgLHp9Wuvag4cz+BE4njlCg9qtgkb9IuYDR8wbPjpVA4f9OteaPgeaPwuRBKnYjK3Ip5LNolDNolTFsshn8yhnMallsqlmsyliuNRS+Y7jhdQw+9Wx+87jtujihVQjtuvGLFHPnSX7Odd6DBedBy/SsZurfrdGsM3X07Ud2x39FOm5+lbW0zm3xeH/21OLDqDNNJSmOXn7mOo9ERT4vkJweyH1oOY9/0JH/oTv45nprYnYDK8AwKvu1/S0rlvYhF216M6Iqo3NXW7s5PW30dsaV1vbCJ1dJHbhrca+rbaBna6BtlDY6z+IUpH1/eG+vHiwu60/Iq4OKzfk6THl1reeg5/Csn2CjA2MBU6bnVY+6mg3nNxi/eS9sHi9iFi9p+FbEJE7b5IO0TL2MWKWQYLm/pC7ILQzl8h9qFSthFg27hj52M53KJ2ubz3uPGiM+Dlt9QASn0ZvbGH3DHMGhpmT46wJoeBiUFgeWaRMOl82/fAmScHzEOOGAcIGfsf0fMSMX4rbPROxOKTmG3UMbtEaZcUlAsWeS4acTEGeitZ9Ab+mEus2cPwwaF64uY0lbL1F1tofrkjaan4I3v3P9aRYXxC0HxhVF8o9T2S8VGBFaRECURS/GFMPwTDF033RtK8ELRnUNID8M4NSep1MNMNQnWWJltJ75iJUczAdEsU3QJFtZQlOiiwLMUZ1nBLEWFD+3tNxYOfPxdeRMq3nRSdNBD0AXO7XXyam9iaGRidGoiJf4bTFoUnKknlnJDMUTyYpSYaCj720MH93aukFyhogczecNkjkcgjyWjBPEXxEiXxChWJmuOQ2lPoUm1Y3gnhlrMSBGPJXl2xGTvFrUtaq+dPzF1QGrksN+6m8sP9NPOxLvuJNvW+6rdLkE591KT/S2oullyUSmmroc+Msbc2gP++/ZSyRcHd+Bp63D3szL1onYcxJ+8kaD+IOumR4+Tb4JNU9ymrNawg93JItPGbkNP3ojTdkw2fYHQfJOg/jtS7izF5HnvGE2/0vMjJt+FtUntwxkh6zfrUMmlj6x+Oluxf+al+azj8O9Vl/3eWUdaubOelc/mTrOMHtL2f3rWPpy+9h5m/CQ2M22nJX63N2m4to/TVrtfio6+byalclLHIkjHFSxnhZEwzpE0yJI3w0oZYhEkyyjIVbZEGN8UgzPBwk0SYQTTCKA5pEA4+/kJC/W1KVBpzrIU83kOa7iPPDpIme7dHOojD7d+r8idjg9Yzi4HGGVbtGLt+jFU1yqwcZlQN02tGWLWjzOoxdv0Eq3ZsJ69tM7VhA1e7k9ZMTKlfSShYjMj6EVPU/Syk5IH79+LEtZr09eY8YnPuakPGchV+IiusPD2mtalyaX6KTCb9OZSMzWSSdsjjq2tN0/P40angkQn/8akvU/OJCyulq8vB9FF9xrgia0KZMqhG6dNk9CiSO+UoQzq0vtPMbjStHb1TgaaUomktasCMEaHa7pG2gt9JeFuoFjDvRF5xXV+5NTMTML+UQ9waptG3/nFIvzWvsAH2rzS/bDabwaB+SW0/YIk9YI7Zb4wRscFLOaRKO6SDHdIP2yTvNsXtt0g+Yp0saIuXtE8HO6SL26VKnss/dvopCMQJ+q+2fx/v0yvy7x9oBD5Q9L6rGvLseEe03I9cBVrtcVa7NntInz1rBmwadfcGhuVP5LfODM6srREpf4R81+emknMjvtbFRbckxDZjI+sSr7+9a37F7lm0P6ahuHS6v/X7bMf69zbyxgqbXd3U/tpIq0mbL+sM12dlnlBVLhDhnsqkh0bnBXSAnmJGdtkqgz1MIXVur/WszresTJZP98TVF/jEff6alxhSHh/VgI1sSHiW6hUYE8Sg/OcdKvtXpS0AYAMMJpvNBCqaZxRsW4+c7JIx/Q63p2i4UcT027hQ8TzISD7Ilz2QsD2wWH4klhudxKOYwqGAA8knccomcSrgOZRSOVVTuNVSeNTxPOp4XvXk3Wope9Twe9WT96ph9qrG71NJ2KsSs0c5QkApZp9ivIBqJqdypap5c3bxem0buaufPLtE3yb93+RQf50VG2DQqVT2NqG9IvGizXN1EQ/1/VlvHAZSAofSvg6mxPYkYYqDvuBf+RV/jmrFpQ7mlX5v7pmrrh/IzllvaWT095HbO4h1TfT2Xnb7FK1tgjE4Sx4cYw+PA/3DzM7O5YaK0cqCnqyCisjINJ8XZYGv6z69a4mODHr6WklZU0jDVtDE54jBy6P6XlK2n6TsPoMdwkTMg4XNQ6TPJUi7JoudizlmHSJs9VHGIVTSMlDMNEDKLAhsFSFok3DkXKqUU9TVy97lno+Xv7xeSAn83pjJ6KoGxkeA6QVgfAYYG2QPdQ21tBtfeMKncf2Q8QdRk4B9px8JnfWUNPaCWH8QM/koah4LPRePvBiJco0GW30+pPNWQPW+gLrH3tMP74dgvn0bIu2sMv5H6dZ//qgAwPL8rLiwhKuSGP0jmvkeygpAM94jKO/hDH8UzRdK94MyAhCUdxDKawj5mczOIynSIzDzMRJ4iKbfAFMuSFKcZSiW4mRTSZoVnG4Fp1tKbTsqkmyVACtEny4KIgx9G5DZUkB49yDsthqyx0p2Xgt8ESnl8zisLrSqODj547MwqDA4RFGoXEOqUU26XFW8BHb4DUrS/0nihwvvgmD7sEjBSIRgLFIoWVYsQ14sX1GiVFmiQl2sSFOy8KREoxGi1xzdrw/v1oH0GMsM2UGXnZGsC/KM6wqUW3LMS0iWs9y8lUyTtcJIwFNyZjwpF0OuLaIP97J+LLGp5P8WiWUDAMDuyqyN0nsUeubeZ42b0WfuftX1CNPxDDvlEXHiTqjqrS8ad4NP3I468yBe72G22Ytah/ctzkHVTv6pJp7JBk8T9J8nW3rF6T2K07yTfPwWXvtBtmtg/tUv+be+9uMqN2eX/8ulfnv5z7tTAMgo7YCavD7h6n/2WrDmxUC4U7DS+WC0g5/9nRBCaeZmW95aR8lmV+n36qSMRw6aGpfBxikI0ySIeZq0eYa0WaakSZqUIRZsiEGY49GWaSizZLgpFmGKQRrFwg1joPpfoCdfH9MIdLwc+62tlDzaQZroJU/3kyb7tse6tkc6NjpqF9Mj1/DZQMM0u36CVT/GrhtnVxJYZcOMimFm1RCzmsCsIpBy2zdT64gptdtpjTvprdv4xg1czffYwtmg1KHXEeMJYZttBTtdZdvdZcSu0o224uWqlJG0kAJcaG1F3tT48PbW5p9snmGxGFTq+sZW/9K3otmF5LkF/NK3/O9rjZvbY6Slt7QRS9qIOmNahTqmRhs8Qe9XoXSgyc3y9E5lWguaXI3eLkXvVKOo3arAlPFok43VccmAU3JVn26uDTtTli2IK5cX573mFzM3iP00+iqb/Qfg7pdQiAUAAJMB7Gx2rs4+oRA7KlrmjphGCRhhpJwzkJdzEVdzIOczJe3TDlkl/2SM22eafMAad8QmWdQ+RdohXcI2BeyYJW6Xsk/hAp+E1h5Zl70nnu857sl9CAYCgVRkhQIen3jlfuK5+4miYKWFTHlylSqrVQvo12ePmbCnLYEl/YbmsK8FsyXtMyOz6xvb1D/u3uvzU4m5Xz+UhIdWx0TVJX6tSrjyyt38suOruI8pLaWV0wNt32f7V5f6dtYJFNIqABRWN3mZng6V4/msyBOsxAUacpNvuq4ceNE2Pi1/ikadopGGKeQB4kbf6lLzj/mq5QlMS5VfYlhodkxgTuin4q8fSj49jL73ITyAQf1fqfP9bf4sAGDNLlDwhWsaLouydmQZC4aqKyBrNb4LhhGAhfPJfBGAhAkgIvgRUXzwuF2IRB4FHKcyHqSUzCmP51RM4VRK4VDCc6mm8B5P4TuewqeeLKCG362G262O26uG2auG2a2WKKCSuFsJI6CUuF8pbe/xop80Wl4GjlW3kGvbSP0E6tI3Bony7+mlYzLpZCpxnTg3nBabfsn01SmRtMdWPUn+41lR84XpCyXFs8UVi5UN3+vaNlp71tt7SX3D89V1hLy81boqansLqbllraJqs7qe2j1BHpzZHp3dHp1iDk8DfROs9oG12qap8oq+rOz8oICiQJ9RbHRXaFBXTIKHyzVJpILQKYcjRt6CJl5HDL3ELAIkbIKlbUPFrL8IWQSL2kVIuWJlLiQK24UeMvUXtwuFOsdAnWLFLSMkrD5K236GOuJQjimqVkGmlh5PXS/gPc6PRr5ZKc0gdraRh8cZEzPA6BB7uIM2MVxfWadufHWvyg0x3SfH9B4f1Ll/WP/FUcN3Rw0/SNjEwM5jj9mF82m926X5dp/+x6OmX4Qtgvfqewtb+3X0N24TZynUv9Zy9/NzUl1WvnfPEVOE2La/AuCPovkh6e8R9AAY3R/K8IPR30Gpb6D0NzDyKyjFC0HzQjNeIBn3YbTrktRb0vR7CNplaYaTJNVCYsdUctMKTDKD0qxgNBt1phWKYS9reHi/hv7t0pTmydTUgYjA+ZjAreiggac3QlwvBPvFFEXmBb3BHBKR8kPvaVeQ7FBG1CtLlqpA8OiDzzW0wv1S/W3P+4EFE+GHolFH4lAiSWiJNAWxHCXhfGXREhWJCjWpZl14lwlq2FB+yEC2/yxiRBc2ZoAcM5EfN1cYs0YMmoo3n5WptT4xG+xNy8GQsxPJFbnU7hbGwhR7m8hmMv4RyfptZdgAk84ir28WPokOUXcP038UrOX+6cSNT1p33p+5F3zSI1Lz7juN6yFa97HaL1KM3yboekadvJuk97jE+l2zS3CT/cdc05dYg8fx+k/CTt/BGtzH6j0MP3E35tR9jO6zVN0XZecD298nT5d30cnU3w/hF6aa/6xPrWvrR5g9R9j4nLz0WetysO6VwDPXQk9e+Sxh/j4uLIbYmvOjOWejKWu5LL7olauljouUUaaUYSLEGCtjkgQzTYWZZ8iY4CUMMBCzVJgZDmWBhxknIozj0aZxSONYmE4Q5KSfpG6EmGZwXFA8baR2a7Rje6J3e7J3Z6J7a6Rjs7v+ezF+9EsYpaIPaJpm1k+wGyaAmjFW+TCraIhVOsqsGqWVDdEL+6i5vZSMTlpuD72gj5rXQ0ptnf2U0fUgYAabsNVeTOwuIXaXbnVXEnsqV9uKF8uShvDBGfFBZYUpY0M9G+s/GH+Ou4PFZtDoWzvk2XViz+p609pG59Y2gUxZotKJ5GVsYsSCAAAgAElEQVQfOsGBNniGPqHBnNZkjp5gDaoxeuVoLWhSvexWFXqrDEkqQ5Pr0PQ+NWDCaG3MzlkH9VIJVpt+eWDi+dyoC23JZmPlyuxCwtp6O4W6zGRRf3+z2b+Q97IAgE2nswk9fovDesTvNTQ6o7trVN4lYb8JHnU5S+5aPvpaHvRCpohdyn4z3EEj3F5T3D4r3GErnJAtXtQuVdQ2RdIuVdI+/Zhj7hHHrCP2uYfM0w9aZB0wiAL9JMfNAXJzUX12Vw//TnE6VX67SonZepLdoQsMmbIXrIFNy+2lC5iiuriy8cruufHFjW0y/Y+b99rCdEJ6kE+ad0CB38eiTx/zQi88vmZ+2eFNYhi+s7VqYbJtdWGAuEogEUdppHEyaZ7Fyq1rcdU+cQe+6wMCBMJdt077EtA4NDa+vTNE3BwibY1SSCPknd7N1W7iWt3yfFxj7duE0E+YIP+Et0GZPu/TPe8GOr4Pefu/lEMFAAAgkmjFbZtPMVtnPNePXyUed1pGWP9QcAJUnSf4EXgeGHY3LG43NJYfFsOPiOGFR/LBo/jh8bzoRF6FZC4FPIdiCkgpBaSUAlJO4VLB86nj+TVS+Y7jedVxfOpYgePY3aoJAioJe9Si9ynjf1LA71PGCKhmg2Qrdc+3l9QRq1pIbb2UiVna2iaTRv/37BAsFpPBpJJoGzVfP3T5PKx7ciHf81x3YsB0dtxySdZqTQWxpZXUMUDtGaIPTjCHJoHhieXK6qG0lO/VpbT2JnZ7O6W2YbuybqOtb72fsD4ySp2eZY/OAb0z7FYCsaZrtqS+Oz25NCSg9pNf95fAzk8fawLDTE8ZHUbIHznjfNjwjYi5zxGD10eNfMSsgiSsQyQdwoXMQ46ZhUg7xkDOx0s6RRy1DD5m8xV8ASdzIeOYLe6IlZ+Mpa+saaisTZr0hULRSylqLl5+N91bXrn3xn+eKStebe2k9A+xhwcZQ22UgSbSUEdJepbsaRdBBRsJbffDug94T97nP/NKwj5C2jbsoHHQPstIQSeMsAtOyClJ3CVV0iVByDFCwiW8oK50/fvA9vZ3JoP6V/fj0eFhSUmE/OF9Y0/lgEB5hp8Mw1uG/kaW9F6GFgClekMoXlDqGwTNB017i6K9gFPvSVHvSlMfQGmPUIz7CPpVyR1nEbK9BNVGhmQmTTKG0k3E6WbyO7YQmis6XBG8f++ROG9/VlYcMzuenI8jF6eyq3JIBUlj+MjvBdktmLRnpzUT5Q+3KEjWKUmWKh8rUoUVKItEI4/c1zHFe8V+unDTGyqUKCmUiBLFooXTkeJ4eel0RXC+oniZomiDunizlmijrkyDNqTxNLRZC16vg67TRdZpCpeoCBWfUex6cms9KYyanUjKwZArcmkdTfSpMdbGKkCl/u6Q94cVY7PZDBaTQptpG0609Qo+7u6vcSVY89oXzduhmu4fte581XsYdeZRuNaDQG33l+oX76Kt3WWtPBXO+alfi9R6kHz2aZTO7SBNN6zxy2g9jxh9j7izjyJ17sbpuycaPMi2eZ9i9Cb2zKMcM5+qO+Hfugi/0p2w/rXYx/8PVt06rGz7WsPxtbrrR3nnLydcA09fDTW+/VXezve1z5fv9f8fc28dF9W6to9jxw7bLSqIdJvYogiKgCBhICoWKjYgIipIiXQ3wwwxM3R3p3R3d8cwPbN6/f7w7BPvu9/z7r3P+Z73d/0z88fM51nPs5713OuO67qTlqqSl6sSp/MiSp1Nn6pdkFIP36uRJKaZIKpBFrscJXGFKqkTv1+TKqmTIqYVJ65NlbpCkVAnSmlGylwmSp73kFTxkb5M2nvG+/i593XJMdz+KmZPI2uwhd3XxOquo7eWLeUmZD5+Op9SjtePI9UjaOUAWj6AlQ+hRV1wVhOY2wDk1XIyS7np5byUGjClmUepZUSW0Qi50+HU6UQSsy6N1ZjPas5nNhUwmguWmwoWqjNGs6PyCF+jQ7/mZVJ6OxqXafO/06BiGIKgAAjT+cA8jz/DB+ZBmA6jIIoivEU7eOQm3K3D7z2FjJ9Gho9DPUfgLkWoWQGoO8AqP8gqlOOXyoFVcnDHUaRfDZ7Rt3947MMB6erkR93jDl29jiND1uMT9mNTpIWlCi53DEF4/7j3fo33Yvi34piBphOMhSIGB1/mIhPj03c+xK+/GCVqlChrkiZjkipxO3GXQdymK5QtmtRNWtTNOtRtupRd12J3G8Tvuh6351qs0I24Xwyo2wxit+lQt2pE/XQper06VcSA8OMmEQnhTZmeSovpBzjFB9HGk1jbBXzwCj6khw0Y4LMapbXhHqmDCWUDNd2zE4tsHgD/d74sbWqURHF2ILx0ob7wSPjoQXUyfHZD466uHdGf3NRYOTvRzlzq5jAH+dwBEOjjsrrYjCEEJmbmvDJ5cO/4QYHCsm+DdP4oj9tJp3Uz6f08dh+f2w2wW1n0uuXFnOH+iIoS+6jAr2HOdgHmHlFvvGIev3HQ9PCxh/+f9EP9X8BmMBOyuu54TMpa8vaaIftf0hVMhuRvLUlfXzj+YHbzidQVMtTVB6g/yEX9IEPcKE38QYa0QTZ0o0zYRiniemniGrnIlQoxKw/GrjwSL3AkdsVR6tpj8euPxa0/FrvhJHXDSfLGkzE/Ho/64Vjkj0cJWw5Ebj5I3qgUsv5I9iqlzN1n80PIw2V1QGUjp3MAmFmEuLx/QSjm79Qjv3/BMAzD0TQP51yzx0PeNtVfXrdFeo4kR0znJMznZy2XVyDtXWjnANY9jPeMwa2d03n5Q8lJ7G/lWHMdVFkxl5w6SokfS04fzy+c/lbO7+7GugbxjhG0oY9R3jScW9KZTK0M9S5ytav3dmvzC6C8tTsifWzbwRPbLt7boW6/T+/rTnW7rWr2e3U9hfR8xG6FCl713XHZfZ9egMjNYMk7EfuNCTtvhuy+S91rnLrrdvr266GCl+0PXvOXMojcdCdv/YvaHcYxWjffx3361BbkNJoStVBSyKqthlsbgJZvcFct2lMNDXQkktOPnr26+7D2brXXq44/+/mivaCB/zYNl/1GBDGTRNEHCfvvxQvfoggaEkXvRorcCd9h4GsbHLM420RbngBA9h8pAPuuQYc8MzHdt2Zl1v39uLc09EUKcZTgOynBDpLIZ3HeFxnIWQb4Is37tB+02g9aiUEfZJBP8uB7WcBcGjQV5TwUYj8VB5/IAjdEYe29oK4wXU+Kr6XAu7qfZyDOvab48aB4mpMtnBHDy47jlmYg9WVoczXSVA1WFy2SwzoMzw2f3lt7Vqzo4M7KAzuoh3clHNmZePDnTIWtUZLbrc6f8HEK8P/g5HbqnJfMLyFS66IltsVJ7opX2EI9uj3hyN7cg8KZRwXzDu3MPrQr88ie3KNCmUeFU48KFmsoNlk+mo/w56eQ+KnR3Kw4XmkW0FIDjQ4gywsYH/hfmsBgGIahCAhBLF5HXi3pmov/6bdBqm/cjj/wPvHY8/xLt7MvIi9Yhp17437uidvph7bH75opGb4/cvfdofsvDxl9OmLsd+6N/6W3YWfNglTMgtXMIlTNvM89CzphEn76GVHNknzWnHTROunip6Qz5rm3vrSEZXPpXBRDft3kf/px+TOoaek/oOt0wshV2djl6gtfBUPPQ0a+xx4Eyd700Hns0Z1FXa6MWyqLm8oOrfR88179pMLBO/s0EkSuJO/XSRa7kiR+JVFCJ0FcO05SJ1lCO1lCK05GmyqpQZLSiJa+FCp53kPiYoiERoykitsuGdOrep+Hi5L5fVX0rlpGZw2jvYrVVNob5kW6pNEfkY5VD6MVQ9i3IaRyCC0b5BXn0wsTaLnRtIyw+ST/2Tj3sQiXGQJpLih5LiJmKS+O8S2NXZ/FrMtg1GfRG7OX67OXatMXqtImShMLSO7hPjYxBLeinLje7mb68gKC/B6D+j2pjaAYiKAAigIoCmLYX4pceYs2vBEdqMeA33UeHD2OjitBI0eAfgWo6yDYIc9pPEArVeBVycG10mj3EahPFZ81SHY7Za+o0Jho2j/lPjgaODxGGp0gT84mLy5XcHgjMML9by9zGI7jCIpXFn2eH35BY0Izy8D4AmeBzgkm5fx0KWS7XqykcZLUvWSRGwnb9WN/0qFu1qJs0aJs1qJuv0rZoRe7U5+6w4AiYpggfCN+mz5lmz51+5XYHy+Tt+tQbzgUuMe32ARmSckd1zv180SGPD5wFu9Rx4Z18GFddPE6ztGc7Hvjm9waltubWTvSNry0QOdBv+UTLk+NEkmfHPyN3SOMvWOefyG8MXioqWF01SbUj/CtMnewr255sZ3L6ofAQYDfx2d3sRk9HHZiVbUvOf6Lf6DAIIPZv0Tro9Pa6Es9TMYgj9ML8Nv5vBracsHUVEpPb3BZsVN0qHuk53tPU8fAu64EIwt7VQ8fuz/aXOVPAfu1CAnHcbylqUn9pKHQZo1t4i9Ovuw4/JEn+5Jz+PGc0I35y68XbYJr95xJWnmUtOogZYM8ZYMCaYMsaaNsxHqZ0I3SYT9IRWyQiVgrE7FaIWrVQfLKw1QBJcqKo5R1x+PWH6euPxaz4UTMDyfJPx6P+kGJuFEp4scj4TvkKD8dDlijFL/uZNwq2cy3rgNldUBJNbexgz86BTFZKPxvbYvy/RVuZrS/hxIx4O6Q9uxumbvNaGLEVGbcXF4Go6wYbGpGO/qx3nG0c4hZWdsbn9QcEVHp5dZPjhqiUEocv5Y7uc6SKGBBCaO4aLEwH6ytxZvb0fqW+fKK4cL8vpS4OmJgqa9rXaB/bWCw84MXoiJyO46e2XrReOdl+91XHHZq2G1R+7zriquQrrfI9cA9+oG/aLjvvOwiqOMpZhQm84S8/yFF0DhO8G6a8KOCvfdzduiGCem4iFz33X0/dbtJheD9vP36QcZmfnUBTiMx3lNJJFZJNlBfzWtu5Hd1wD2t3M5mWmd7Rmyy0jnd7Yo6qw/d3nTxwzbNr/tvBck+iJK8HyNpHCVxO1LMiChuRJC5Gy6k57b+/Aet126Dg2VLSwN8LgNBod9b2vLrTz69+/iDgECuqRLuKc9ylAEcJYCvQrDtAfizAmQridhIwB/EwE9ikIMM6CDLtZGC30tDZpKgqSj4ZD/4Ugp5KQs9kmDfEmYbi3HvHGQbyPF0tsNXZBm6krwrexgun/gpUbwsKr+yAOpsnGqunayrWogPmHlwfuKS1LKO+KKGZMvJn/pObms+ITMY4NTvZdtk+SBX51j2GZF42c3+wj856t3y/ewV9MHd+fYDV5UToQfF/OR3+cpuC5LbGSAnGCQt4qMgG3DqIFXtQKrm8aZnusNulvSYIG5aFD8tipdB5hWkAtWFYGcjNDmMLtMwPu93Cg2iCALzQN4SsyWlItrA1v/sc7fzz9yUn7kqP3c9+ypCzYp62bLQ0LnHlBCh9/7FEb2K+55FN72MFLVdL7/sfUAoveYee/lD8MX3fudfhys/9z79xO/ow0gViwhVy1hV81gt62StjykXrWO1Pqec+1j0NJA+NY8gKIag/2Evtb1n5PQt58OGbgeNXE/f81F95K36yEvdNFD9qc9xQ9dCciS9Im62MGY8M6jO3+qLwSV5kcP7LwSL6aSKaqdIaKdKaidLXU0Q10kQ10sRv5osqp0gpZ0gqRUjpRkppeYnoeIrfpkooUkRP+sicvD5Dhmze8Zuk+Wp2GAZ2PeN31k5mx0bZqj3TkKm1oUEVg3AZb1I1QBWPQGUNC1lE5e/ZdCLYuczwhZyw5byQsZiHDp9zYdjPBaKyMyGDGZDDqMul1Gfu9yQS6vNXKxKnS9Lmsin9GWSovxsQ3xsEskBVaVZI0M9rN+dQ/0vwP4WjMf4rELe+H1w5AHUeQXqPQZOHeOPnwCGlJDeI0CPPL9TgdeowGtQBJoUkO5jSJ8aPqPRnq7hdeJAc/jDgUn/iZnY2YW8+cXSBVrFMqOZy5+CEc731uV/G+7XfF1bS157jVPXGKttcLmhd7qya8Y/vmbfddIGjWghw0Qxw6Q9NxK26VN/vkrddIW6WYOySZuyXZe67WrsNj3Kdn2y/MOMvTcStujG7NCn/KBF3msY/z68mpDXFZbdFVM2Qirou2PmeUR+T0PGcXz+Kraohy3o47N62LJWWkWyR/JIXGlfefv00AyTxQV/s/yFPjlKJFo7Bd7+GnzLwf/2J69H1x9o6ty79Sk8JLi8PK2nt2hmvpbF7YSAfgAc5vN7Oex+Fje5qMgrnOAXEyXQt7jQR1vsYS53MhndLGY3m90OADUcXukSPWdyJqGrN6C42CEmwpUcaPb1yWfXG198b7z6oOzm/ek/4qFiv9pUHMexlqa4hwbHDm0QEttwUEkzXPn98sE3LPn7TDGjycSyBT7IMrEpFFCkrD4cu/YQee3BqPWKURvlI9ZLhf4gGfaTTPgPMoT1MsS1ilFrD0WvOBS9QilmhVLMKqXoNUrR60/EbDwW9ePxyB+USD8cJfxwNPSnQ2GbDsSsORq64nDqxsPJO6U+m3+MrGiEqpr4fUPgAg3hg39UGPz3zBZDcGSys67Jwa7g7atv7vbD1LCROOJMZiK7sgRuaMQ7+/DecbhlYDgltz06LtfFhfTyZeEX59agsMmkTHpGET+1DC9tRL41TqZnTiSnYjW1aF3NXFnBaEnWdE5aMzki1csp2dO5hBRh9cBUZL+8yOnz21WNtl6y3aVpt/Oy3RY1u50aznt0vIQM/PYaBOy+4rlVzWHLRcfd+t4SD0ii96N33yEL3kkSfpgtfL9s953MnYb+22+67LsVLHs/XfJ2tvDDnL0Po4I+fOgkeY/Ghc6lxiwV5dIbW5ldvazefnZXJ7u9kdXXU5Cad/jElZ9l1LeeMdl39auYUfh+w1DxW0FSt8Pl75EU70cp3ouUMQr65dKnzSpvJQxsKJkJy0tdbNYCDAPfdZ1/f+y3MDN3288/PzgqxLQ/itqJwg5ykMM+/kcp3gdJvo0E6CiDuh6AneVAW2nggxRgLcl9J843EwdfS8GWstAbKb7JPu49IeCZNPBagX9HGtYTYZvs4RkJ8nXE5j/c5aRE8FNj+KUZUEcDPDM2NjzU31S/bG+A3NjEMxad0hftObV72WAP57Jgn8EldmIElB4DZsWys6iTRJ+JLx+H3ptU6p6IkRcNvGGQ+tw27tV7VyuruPdOGW+ts99ZpNtYFTp+KXPzaAz2H48OnYoJ5adFAekxQAaFmxXLK0jlVxWArdXwYCc6N4WxGRgAYOhvEE9/e6dhGALDIJvPnqFVhme4HX/iqfLMXfWFl/ILj9PPA5VfU9TeZWs6tBgGFuo7ZxvYjz8ljT2OKb7lUWPk1arnma1tT7lkRbxk7nnGNPiceZiGdZDKqwQ9p9grjhSV91QNa6q6ZZKKZYqWXcJhi8Sz72da+wEGG+IBGPIH7t2/DiaTfs0iWF7X4bSx13FjP6U73mfue156EqD8yFvmuhvBP5xeSpnJI05kBLYEfwi8d+XCUXWxiyES2sniOqliOiniOsmSOsli2oliuimiV5NEryZJ6KZIalOkLkdIqQVIXgyWVI+UvEySVA2QOOW4X/HFL1LPNXUdk0NjWpJjy4K+Nvs4hF5WDVRXH0woAkr74LJ+qLQXrRgAy9vZ+cWMvDxaNnW5IoFembhYRJpL9u0KetcT83W2mMJqzGW1FC035tPq82g12YtVaXMliZP5lKEs4kAcOdrPiRTqkpdObW/+Nj87wef/zirf/wkYiuMgMMKZvssfvQn36wDdJ7jjxzhTyuCYCjR0Fhw4Ancr4J1ycIcs0C6PDBxBhy5gk+fYXVeTjY5V2+oPjgZNL2YvM1rYnEEOd5jLmwQhOoIC/2hQ/yrGhaI43lyX5+Dn/NA371pIh3pgz4XQwYNW+T9cJGzTjxe+mbjnZsJOA+rmq9SfrlB/1qJs1onZpkPZrkvZepW6VZty4GnOkdcFO/Wpm/XIKzSjlC1yCLldodkd5OLe1OrhgubJkh76K7sYKSmxpjJVnHETo+nj3CslNWHuif3EvJ6s2rHW4YXZZS4AIb+5FelTY4Swj3YeN+3cr9q7XX/75aGeyXXth/etQoN8i4piO7qLppcqGfxaPtABAv1cXg+b08/hJRSXuREivKOiBNrnZ9ppc21MWiNtuY3F7uBy67i8YianYIGeMTZB7ej0zsn5FBXhkRJrQ/jy0fXhB6cb918pO3t8/g/kUP/uHQpHUU5Hm/Fw+xVLozMiK1Xl1clH7TmKZgyJ6/22Qf0ABuA43jVBO367WECMLCCZsEopYv2x4J9kyD9IhGyQ8flRKmSjdNg62bC1CoS1B4irD0WtPBy98kjUmiORa5Ui1x0j/agU8dNR4sajxA2HCRsPhP8sT/jhoP+KozECMjn7TqS+e3fXUO9MMLG6cwgbn4JZHPhfZ8v8xmQxHEVgOnN2ojBrKCRkKJIwGRs1FBM2mhjDKMnnVVWCDS1IYxejsmU4s3wiu2wyM386N59RVMotqQLLa/HqDrB6iv5tnFY7PF3RPpSWT88vAauqlsrzJ4syZzOzGmIi63NTuxurR3rab928KSQmJ3r8pKDytZ8vfNipbrvzst22S/bbLjnu0vQQ1g/Yqx+0Xz9gr47HJpXPP6vZbdd2E7oZLHSLtO92nIhxiohx9r6HuYImCZsM/XZccZa9Gap4N3bf08KNj/Ku3LSK9wnoSaLMpUQv5KQuVNcttXYzunv5XZ1oXxe3u53e1VWemaesdv0XRV3RKzbCN4JEbhHE74ZJPohRMIk9+DThgEmswsNIIQM3IV3HLZq26m++dvdWsVnTIMjF0N/TyesvlA0cw3AE/mD25odV670u7sO/iMEfpDBzeeYXMb67HPJFAXKSg+ykOLYSPBtJ8K04aCHKfyfOt5Lmv5OD3kpznwpxHguDr2WgtwrAK2nAaDtouh96pgDo/8x4fpGZQOSlELn5KUBjFTw+iAHcxblZE0PDzlvH4Du7eq8KtqsIdV7Yh5vITl4QHHxnysugcDMp3KI0oDwXqipA6kv4RWlLFlc5V35Zurxh7Pz2ET351msKc17WcCYFzqDA2VQ4h4rnUJFsCpBNBXLi+TnxvMI0XkUOUFsCttVBg93w9Di6vITxuDgM/VE5aRTDYBAC2Jyl4ZmML2TvU2Y+yhY+qh9Ilz4QL5qR1SzIl6zJ6naUC7ZxFz8kX3qff8WmUNO+QMMhU8smQetzpKpl+PnnhEuWQcoWwVpWJM330apWVF37VEPXJGPXeGOnxHtfYo0ck4xda8MyJht6l0emeXQWDP5G1ur/IVDYxjtOSuPdSUNn7Sfeak8DDtzxPnzXX9kkUOyah4VN4EwhebaANJEZ3BFuk2iuf1/7rpQ2Zd+VJDHtBNGryeK6yeI6yWI6KWJXk8V0kiV006V0U6W14yQuhUmqBUtcJEioEyUuhkhdDJFWDZJWdhE9+Gr7IUfRk46nD2rePC3f7OfYavm45MmzvtAMbnEXv7iLV9jJK+gAS3o4hfVLZWmMb9mMsvSFQiq9NHYhK7gv9GMX0Xk8J4rRmMdpK2HU5yxUZy5UpEyVJYwVUoYyIkdjE/rCE8iBXxPI/tXlOaNDPSwm/XcmUP8JMByDYA6LRuKP3YRGdMEBVXbfcf64KjSpAYxdAkZOoAOKeK803CsJ9smgowfh0TPQ2Bl8Vq037Ey+oXx/m+fccj6T0wdCSxDMgmE2gvIw7B/N1a81aRiG8WF0iYU21IaSiSff21/VMDE99jzonEvldr2YjVrkX67FCV6L26lP2XyVukmLuukKdevV2G3asVt1qFu0qT9fihK5GafhVKNgkrlemyz7LONrXHNYbie1tL+gaaJhYL5zlNY5vNg5xXvrSD56XHaiVxvnaXd12bsl9gVndydWDFR3zYzMM1k86H96XOhTY74E+1dOhu8+631wu2cTanP77UsNk0eWwQFeebnU1q7c8bGiRWYRh9cA8Lu4QAuH08xmRpUUfyGEuZBIAo202Y7lpXYavXqJVk2n17HZ31isfPpy2vx8yvhEdHuba36+DTnWOy/XsTDrXV78A4rvJQsj2y82/yld7L9MG0aAxnqTtlrJ5DC1g6tOHrziLeMJShrzL98po88v4CjKXRxjLxY2NDoGEN6oXo8SkKauUCJtlI/fKBuwRtZ3nWTAOqmANTKBa2SD1sqHrD1AXH0gcs2ByLWHItYdIaw9HLb+UPjGA6EbDwSsl/ddLe+/9oD/GvkYAfFiucuuHv66GRHHja/svHnbdXASn56HOf9a9vSfzBVBYQBk02jD4wXpI4TwoWjieBxxhBoxm5GwmJdDK6ykF9UNpZYMpFeMZFVM5FYsltZwa1rg+jaktI6RVlId35EW21OQ3l2Z1dKYXDmSXAIWN7AKSuYzs6fiM6oiIyeGe3AcL6opkT1yQPzAYenjJ3YcvbxB2XrrpU87LtttU7ffpGq387LrXl1fIYNg0etBotf89mi5blaz/VHlk6COh4hhmMQdiphRvNRtkvS92L0PcrbeTt5kELz72lfJu96iDxIFjUtE9P0fWgTnEBMmk2JouWnzRaW0+mZuWyvU1gh09cBdHdzGal53a31RpY6hudCFt4L6YXvuUkUeUPcYRW/VJ/6sHbbzGknmSZLCyzjpJ6Rt190Er38OjaWwGIM8Hg1GoN9f3fI9X9BbV7v+p52qkkK8rydwO2Ge3RHIXgaxlQQ+SnKtRfkfxEFrSdBKErKWAqylQGtp8J0s8Fqa92Qf98V+4K00+E4aeCHKuyvIM5PhWMuAD4WXn6kzIn05qVHcrHigugQc7EKWF3Acm52bO3H8tLfSbtRUCngovaSzb1JnJ99w97j+yYXoICCLyivLBltq4J52ZLB7qflbv/ltUF8OuCeJGx7IuCwZdXxn3cld80Gf+OkxvOxYfmEqvyyDX57Lr8zlVxfw6kvBpmqwowEaaIfG+pHZCXR5CaYMN9oAACAASURBVONycBDEUOTXuuY/uN1QFAFAgMFeGp7O84wN1nzvfuZ1sJplxEWz8HPPSectoy45Bpz76HLqzcej978cf+ij/CzkgnmUmlX0eYuoCxbEC+8i1N5FXDIPVTWPv+2Q/NyjMiCpPb6oK6msK6WsO7W8J72qN7t6oKBhrLJjoXuUO0+D+X9KSPJfQH5lg5SmtYSGuby+48UnQerPgo7dC1J9EnTmgfeN175taZG04qjxjOCeSKdiR+MPhtflNUKENZN3a6Tu1czYr50uppMuppMlciV9n3aaqEG6lH6qrHastAZRUp0geTFc8lKopFqw1MUgWbVgqUshkqoBcifMTxxU1TwmGvjGaCjIdcDxXfP7r21O0YyCFqC4h1fYCRZ1wUW9nILGxdwsemEuozSdUR6/XB6/kBc5HOnQF+M2nBpKq05ntxUvVadPlVLHCynDOeShuKgBb1KPfVSipysxxCE7ObKt+dv87CTA/8Md3H7FX5UmURzHUQTicAfps5/AcR1oRI/fdQHoPwuMqQGTF3kTp+GJo/CYIjR8EB46CI8dAcZOQ+Pn4OmTvN7TjfaKHblWs0s5LE4fBDO/t7P9K9P0v42JYTgGIQidC00uwT3d6Z3lBvXJ8l5WB1VvPJV/ELlBI3KTfuwOA+p2ferPOtStGtStmpTNWpQtWtRNV6ibteM2qRP36McoW5UefZl/+HWuXVQdKa8rqqgvr2GsbWhxapFNY/LnGbzxBdbwIqynb6l1UWRi+mF0YaVvejeleKCoZaJnYnmZxf/77Ol/WT761OgXu5e67x7cifB6npfy7lvJ9S922k+fmYcTPUqLqF3dWTPzGTR6IZtTwWZWs5l1bFYzh0MqK3GIjnCKjhDIq6st7h8smp4tojOKuPwiECtA0UwMS4IwKhMMmJyzrml7lljwKrfidkbJ40DCwycmWnIiTq+f/EfyIX/jyWAYxucvjQwT6kt01WX3S190l3DBd2tWEQgkxkJBW4t5Z/O50c6zEx0X+xrP5JXpGTx3WCGZs/K4/+qDhDUyYeskfddK+q2T9l8vE7BeJmCNfPAaxbA1iuGrFUNWHwhZrRi8QjFktbz/Bhn3jdIeK+UCBWRCtipRn77vCo8hUwm65k+1hUQMHj6P7BlEpuZhNvfPt5f53yaMITDA5tNmuutnE5JmYxNmEsn90cFDFMJwImU6I2MqPXeAWtlN+dadlNcZG1Pn6lxp9bHQ2jnojYPVqy9GfqXPM7o/ZHa+D8wN9UwYjK+A8hug/JLlzLTF5PQaEnGooxnHcadwP9FjR6SOn1I6e36P4vkfTz7+5eJ7QTX7HWrOP5+32XbJfp+ej4hB0G4d3726PvuvB+zR89qu6bxNw0X4WqCEEUnidoz4nTBRY+Je44ydxtmC9xO2G3rvMnQXvxspYpi0807agTsBrg4BzRFRMykZi4W59OpSXlMt0NLMbe8E2lqBthpWS/VCR3tDTef9t/4yWh/33Qrd8iBr6+3EbYbkHdeIe25GCt+OlHhAkXmWLPcs+sjLoKtvnZvbyvmcORBg/36RBwzDcQyBmIwnRncFBAScrx7GXRT5X/YCVpKopSTwQQJ8Jw1ZSqPWUqitNN9OnPdRjGMlwX8jBpruh1+LQ5YS/HcSwCtp3n1RwEwMeqvAeSFIfyy/TPTipsbwMqj8ynyopw2Zn8F4HBxDcBxvqWtQP6TwVvHHgfsy0CNhzGjr9LV9M59fczOovPxEsOkbPDqALs7iPHZsZITDwd34UznccA/jvuYg0d/txX0345tz5GAoNwGoygNba6CeVmigExrshob74LFBZGoMmZ9GlxcwFgPlczEY/B7j/ZMH6ncgKMSHeMss+uhswVeK57ln3meeBCi/CTpvHnjWIuy8lY+y+ddTrxxPPHE6aeqr/Crk3OsI1XdEVXOSqgVJ5W30ZSviRYs4469VYWkdCSXdyeXdKRW9mdUDubUDBQ1DBY1DhY0jZa3TdT1L/RPcRQYE/IcNKjY2Man9xF1a3Uzy0mtFPcfTD0NVnwadMw0+eNdX5ppbUjiBWU6eygrtI3/95vHK2fCcsKDE5Wtmd9+Sz9+NPHaDeEQ/9Pj1UKVroQd0Q6WvUkQ0EkU1Y6WvxEppxYirEyRUQyRVgkQvhIiqhMuoeB888VDj5JEHV5TcbR4NhHvWub1rdrft844a8UldymnAKgaR8n64og8tG0BL+haysxZKkhjlmQt5sXO5MXN5pBGq63BK4GBa6ExR7GJ58nha9EAMYSAiciiQOmgfPWRGaPsaFhbwmRzhUZyb1N/TyqAvIsi/IgbwV4IwjqEgANIZjAratBkwfgsdUAc6lYDeU7xRZf7EaWDiFH/8BDKqhI6e4E8d4k2egMbPQxPH8Sl5VtfF/g6H8dlkBqsdhGi/0k//+y3+teUCjmEYCgDwIgsYmoWaemdqurqLG1spuQ0+sdV7NHxXaVK3GMRu04v9+Qp1qwZ5s0bkFs2orZqUzVqxW67GbtIk7dKNOve+5IRFocrn6hdRPVHFA2nfhut6Z6cWOWw+BCMojCBsHrTABOvbx48rqdt4EaLLJqKKenPrx9qGFmZpXD74zzIj9NnxgEe6jw7sfXJJ+dmb949D4s5ZfD7y+NWdiNhPlQ0+I5NUNpyC49k4ngOhWVxe5tJy7tyiW2LSGycHS8s3Ahl3L6e8vBtn/iT8+b0gW8uwQN9QIjGIQvUnRvr4Bjh8tDd/+PCRkf6nh3etlY84S2323i9guVnA49Xj/7CsA4bhAIjTGPjY1ERKkpearv8OE+5Rfefm+qM9bRcaGk+nppx8b6Vg8uTUV3dbUqSXd6CL2KGwVQcJq445r1f0Wi/rs1bac52U50Yprw2SXmtlvNbIea+T910n57tGLmCtbMBqeY9Vst6rZQirRQkbJcPOXsvzIQ4UVbOLq6G4pD5772oz5/qEzLHWbnB0EmKwUPjP+ecY9rdSR4CLTA9BC9MIBCAg+LdXBxSFIB6dPT9fWcFMS5mJDxuJcR+P8RyJDlxISZ5PzpuMKW/zTye+srAz1HK7eTXklZm9c5B+ZLZay9yRLv7FPo568YCybWRgYPogtZSfUwYWpS/mRE/HU2pCQxeHh/g4/szRWVLlsryy+vFTl/fLKW1ROieu9nrvaaddyh5bz9ltuvBWSNdF+GqAoI7fbgP/vQYB+64F7dUP2KbpvlPbS/h6oMQdwt575F33KLvvk4XuUYSNqbuNSL9cDxO+RRAzpuy+VyR0I0j73vsM/7hBUsZMevJcZcpSbTmntZ/V1cbubGZ3NnE6m2htdXPtzf1NzURvj2N61mtvpe02SZM0TRR7QBI3JojfjRQ1IgvdpCoYh+vax174EBqQFEdbGODyaAgC/O5MIY4jCA7DjJGBh/oGP61Y++WqDNdOHP8kCVuKQJYigK00YCsPWcsCH6Q5H6R5ZuLgc0n4tQzPSpFlIcf/IAq83Ms3lgAtFLnvJAHTX5imSvQQJ04yiZNO4Zdng52N8MwExmHjCPxdExPH4MbyMqunpkaKki9kt706sD3aWI8RH8bPIAMVeXB/B7o0j/H5OI7Hk2Pkt/xUcVG8y+jUaJgrlB2PZsYgubH83ESgIhfsbIAnhpCleZRBQ5nLGIuBcdgYn4OCfAyC8N8S6f2TwHAUQWEen09nT7YMhOlYeZ196n3ujZ+KeYCKmffJ5wHn3/idfel7xjTwglngebPA08+CzpiGXDCLvGwdedGSrPaOrG1XFZjalVTanVzRn1MzUtY6Udcz2zow3zE83zU63z260DtGG5piztJAFh+B/n1X/vvA57FtfBKktD7JalqInH92RN/2xIOA809DdF8FHb3l7ufhv1wSNZ0VOhjn3hBg6XFbRWjzxi+Oj0vzAygxTiHBDgF+H53snnl7vvH2tndwtdd77HHgqr+0FkFMLVTofMA+ZV+x8+4KF+3PaZpd07rx9MYZh3e3Q9xuR4fbZoR5ktzuEaxNx2OK6KSymaw6VnEnXNoLl/ejZQNYST+/pJGem8PIzV/OS1/MI42n+o2khQylR/ZHEgf8I/q9w/tcIwbcY0e8kwedqf1moRNfyCOx8XlE50RqSHVl7vhoH5fD/PcFyjAY4XB5k4u0mplpT/qYKXdAndujxOg5xRxUhgaVoWEVcFwJHj8KjB3mjx4DRo6CQ3Jz/er9A8/6ht3Hp+OWGU0AsPB7ZLcxHENQjAsg83Re/xSzpmcpv3Emo24ivXrQ4kvS2nMBq/TiftKn/qxF3qIZtVmDuEmDuOVy1OYrsVu0qZs1I3/SCDv9rvSCbcUFp3qRW4HXLcMqOmf7JpaXWQD8ay82BMW5fJjGRUpqu+Py2tNrxrLrRuv7ZifmWRwe9M+leOhz44THOs7SG/1FVviJrHGW3WQgvvOUrOg9lZMWBjpOJvd8rCx9He2CnZ2CPn0MNnse8OgG4c6Vj6cPPN6/7aXQOoFs/SM5Bkdz1GXIkqtJ4gJk2VWx8utjFdYnyK2Nk1kbKbHaU0TAUf7HMHXpQJkVITIrvGRWWP4i4PH6/8SgYjQ6OjKF94zgmQXDN1yGrht/SImXdXZWvHHz4vkzj+7c9w2KbE8t4GWVIKVVDMtP71btu7X6sP8aRZ91cl7rpNzXS7r/IO7+k5jbegm3NVJua6Xd18l4rJf2WS/jt1HSU0AiTECKvOtU1MtPpekFS2W1YGEVp7yOW9eGN3dj9R28+nawuYs/PAHRmQgE/+Fz4Tuv+ft5AvP53P42qKcJ6e0CejtZna3cyTE+bQmBIRTHUQwBIM7iRO9kLmU+jzwUFzoUH9sTm9WXWt+TMpSbluQVYmv65o2Fb5RZbptWWffh8hbp4gqxtMzjnwPPPLA/pW7yQP9NeVRua3zOVF7xYm72dFpyW3RkJTkG5vMr2jtUH5qcunnn0KWrB05dEpQ9ulb+jLDaq11n7Xacc9l58evPKpZb1GyEtL2F9AJ26/vt1fcX0g8QMgjYreu7XdP9F20vsVthQnfJu+5Sdt+jCN0l7zOO3X8vVsgwcs8NotDNSNH7ycLGsRJ6rh9eezYGh47FR00Vpc9UFTMb6+mtLczWZnZHM7ujabmtbrG9ebytbbytLTYu/5KJj7Sek9TDiL0mSVsepW97lLXnUbbYoxxZY8ppM+p5m1g9x5DWrioOewoA2Cj6+4h335cbBHGQy+3t1j97VkBA4N4hYdYHJdxODnWQQT+Lom+F+Vb7uNYy6DNJ8KUEaCULfJDnW0gBbyW4T8WYJuLAOym+uTj7+d7FFwdogc6clGhuWjSvNBNoq4UnhjEWHYcg/K/EJ4CLc5n4WH93alyUzcdiH/f5+AheahSvIAVsrkYmRzEOC0cRHMf4HJafq5v1feNmKgEoyeJlUXm58bySbKC2BOpshCdHMAYNB/kYAuMIgqMIjqF/32jt3wgUx1AEhvkga5pGNLD/euaF17kX3ief+px96qP8yu+cmecZ04BzrwLOvAhRMQ849zJI+XmIypvgC2/8L7whXLQM137fQi7oSakYKGyYbOhd6B1nTMyz52jcRTqPxuTSWPxlFsDkAFweAsHfQ4L/zqv/58BwHIPI6eWKurYnjVyOG3wQUzG9YOykYko48yhITN/N0sp1IZ84k0scSfFtD/8UZKJxaP8uXz/b4hJiVpZjRsbXzHSn6EgrIsE0huKQlvIxMuyZl9fLT452j80/PHz56fGbt6/fPHK0e+rrauJla+hpaxTq9SLQ044Y8oZCeOVl+9zP8gUtrQlKaVrKapjPa2DntYFFXXBpL1rai5cOsXPKaCWpy2VJS9nx8ympM8npk6TUca+kEffkUZ+UicC0Sb+0Mdf4kY/EcQfyTFTWcEp8m49nVRSpqapwZnqUz+P8GxcTw2AQonPYA7NL5aPT1JFR15Ehi4F+8/6+J3N9KuxeecbQUXq/3HKP4mK37Hj3scF2vbZu645eu/4R78mZxGVGGwAu/oZA0m+NhGMYguAcPjxH5w1MMVoGF6p7Ziq6Zqu6Z81cMtaohghox/18hbxFI3KLBnHLZdJmjehNOtRN2tQ1F4iyt6N0LRPUnJsO3o/YuV/0teWtqp7lgWkGgwv+fXNTBMXYXHCODnaO0b91TTcOzA/PMuicvxnd/wn0ufHIJ/rOips9pdYEyawJkV35aK+A7s4V74UE/PYJRIkJUCUEqJICVCmBOCmBGHGBGAmBWEkBBxGB53tWvBZeIUAxOB1veCJJT4546IdIuZVkhRUU+ZVk+VVk+VVkhbUEuXUu4isdDu8M1jroLrvaV2qFp+QKyx0Cnq9N/vM6STCCc3no4hIyOoX0j2DN/YB/WPnVG85X9BysrLNjEqcLa5DiGqj4G7e8DmjuAb3CXgrKXxcQpgiI+62T8Vkt5bFa0nmtpMM6Sbt1Ug7rpJzXSLmslnYXkHAXEHETEA3dpBh+/UUuMWmypA4o+sYtq+bVtPBae/m9w2D/MNQ7BHYNAL3DwOQsyGQj0J+Y/6/uKYYgwNwku7OW21oLtrVjvX1YXx+3rX22spLV1QXOTYMIgOMgjz1XX9RTkDhKDpkKDmd+iWJ+TKJ/yKGdrZ7c3tgt3t6pUlFjkVYY6EpKsvSMMbH8qmv44pyGk4ZRmMa95NtmQzGpvbkFAyXlI2n5Q9TUvJCQ5tISHMdtvLxU7j1QvvtA5oKGxPFzW6WPrJA4s/Os6c5zn7cof9lxyWWL6scfla12X3bep+ezW893j57vXn0/4Wv+Qgb+O7Tcd2i5CRn47b0VtduIvOc2ee/tGOHbVNF78fvvxu69GfWLHmHvrVChR3m7bqef1LONcvzQRw6aycyYKM6Z+Za/WN+83NTMam3hdrTyu9vYnW0LLS2TjY3zrS3tRQXWtj7y120F70Vvfpq7+Wnhrqd5+55my5qkKZomH7BMlDT1tQyJmJ7q4nNpMAz+AauCoSiPizOXlptqDVXUV65Yf1H4h5qnUnz7I7iTAmy1H34jCbyWgi3FYGsp9gcJtpUUy0qO82Qn65UY7/1x0FQYeLCT9uIMjejBSYnipkbzizPAlhp4bAhlLGMQ+PdVNhgEIkw6MjWK97TgDWVoaQaQn8QvSgfry6GhXmR5EYUA7C9VygiOQPj8JNpaA5Rm8kqzgPoKsLsZGu5FZiZQ5jIG8n/X8fRvwHc5T4xHZ0Vct3c88sjz5BOfs6beqq/cTj/zUn7uo/Im+IJFoKq5/4U3Iarmvmdf+Kq8DlG38FM29Tr2kKRl2UotGsirn6rvWRqe4SwxQA4PBkAYglAYRiAYhREMQbD/sCn9dWo4jn5r6lEy+KSo+/nszc9Hr1qdMXTQehGi9TJU3sjjzguX0Yzw2bzI0bTgrkgn0jM9AxWZyEirhBRCYrJvfJIvJd4nKtaTQHQII30NIzr7+TyLJJmnpzolJ9lnJlulJzsRAi2pMV/jqdYZKbYRAY5+LuYhro+JwfYx/h88LO8Hfbw3n1oFpbbz0ptp2c2LOY3svFZeQTtQ3I2W9EKFHezsb+ysb2BOM5TZwUmsX6ZW0mLKFiKLZgl5M/7pky7xU1/i5gIyZ1OKRnxIrS5OvWGB419Du0mxYxODbDYT/ndS91AYBQBwgcnpX6BVTs6kDI2TBkYCeod9e4ZcJvvvsHpPzXacGujU7u5+1N79tq3XrqvPrm/Yc2Qqan6xhMUZgCDGf6HK/C/joRgfROhsYH6ZO7nIGptlD84weiaW33vnbtYlCWiSN2vFbNUkbNYkbNWI/EkjWkCVJH0v0SOh6a1nyrF3+cLnTZ2tJUdqlMvqyjrGOTQWH/7HsCGMoEwuNLPEHZljTiywlph84HcwU+hz48Qneo5yP3qIr/STWuktvfLOnlU6u9ZZiK12lVwTJr8+RnE1WWE1VWF1nNwqisKqGMVVkQpr34uufii85r7QKoFI/ZPUa2eoWgdC5NaFyK0KP7CGeGBNhOJqksIaguIGf7n1X8VW2xza4XdZ0U16jY/USm/plRbbBTxf/R8YVAzDERjj8VE6C51bQEanoJ4hpKKRU1bPrWwES+uh0hpeVROnoZ3XPYg2dUwkZaQUVs3dt8gRu+C3QsxWYK+1gLCNgLCdgIiDgMgXAeEvAnucBPa57VIKP3Yl/d7b0lDqUGEVp6QGKKzmVjZym7uA/hFgahZaWkaW6OjcEjK7AM8tIcsMmA/8qZKs72IDAMgeHGB3NPO7WuGBTqC3h93SzG5pQft6mfW1o1lZQFMTONrf0zWQUbf0hTz3mTD3NQ6wSYSexHF04hdVEuYVU4YuUGueP3MP1r5X8fRR8mPd9Jf3257Zzpv4dD+3Hn77ecj887RbIDszf+nbt8mq6qGUvKYwckZ0FItOW2axn338cPWpqZKO/u5Dx0WOnNwqdXiV2NnNSnd2qVhvOvd5i+qXHepOP5+z3qVmK3zVXVDXe6+e9159XyEDPyEDv9263r9oe+zQdN19PUzIMHrvrWhhoxjhW+R9RhSxO0kihrG79UmCd8N23c/Z/aBK+Hrwnaevs90+j0aHT+YmDX3Ln6tpWqpvYjY38zvaoa5OZmMDu7mJ3dpGry4G6rMmmuqCozKUn3iI3vGXeBwrZZooaRKn8Chd5mGanFmG/LvY3bftQpPiuaxxPp/5h24AisAom4kvTrNaasmOn9TPKEtu3nxuz2qCphjNQgm3lsMdZHEnJdxODv8oAb0Qgh7uhV4cQiwOcx8LMu7vmTNXpxF9uKkkblo0rygNaK6GR/vRZRoOAhj2j7UEKIKBfJRJQ6bHoP5OoK0ObKqC2uvg4R5kYRbjc3AU/v4XDIEwNgOdGoW6WoDmb0B7AzTUB89PowwaymFjIB9D/q0053+CX9NbPDo7+ob91xNPPc+9dDrx4MvZJ66nTT3OP/dSfhVw3txH5bW38qvAc68DVcw8Tr/0Pv/G/4KZ35lXVF37JnLhaFnLYvcod4GBAPD/nxq6YTiO02i0u+Zeu848l9KwFtNxUtR3OH3f+9zT0JMP/AxMnFtiAxfzIoZTw7rJblSzGxY31GJjXeLjvyTE2UdGOgUEfw6LMIuJsYki2oSHOnm4PHR1uUOJtUtKIiYnuhBCXPw9rJITXBPjLJNSCIW5NhnJrtGBjlH+tgTXd/4fb7q+Ncrx8ERyuoDkJn5e+3JeCy2nmZnbwslvBws7ocJOMLcHyetBinrgvE4gs5Wb1shKqGFEly2F5S/4Zy8G59Cii5fKvk1Ul/aFEqrfWI2U5ixkJHRQYzva6hbmpvh87h/sG/HP1grDUBQFAGiZzRujM1vml8pm5rOmZjPGplPnx97yRm7T2vW6uiza+x26+u17h1yHRgPHpuPmF0uYzC4+sICgvP+xHOm3BsNxHEUxGEEhCOUDCBeAmRxgisbrHV9OLOs79CxBQC1itXrUenXiatXwTVqRFy0zv8Y2kEqG7AIyD9wNOar9oCJOpr1MPbOipraXNr3I4QH/EDbEMAyEUQ4fZnBBNg8CIPj36K7T58YjHus5yGz0kFjhI7XSQ3qlkeBKzR1rX4iucpReHyC/gXBgDUFhVYTi6gjFNYQDa0PlVoZIrnkrtPreL6uNBdcKROiejNJTJqorekmv9ZZY4S+zOkh2dZDc6lD5taEKG3zl1jqIrfh0cIfPZQVX6XUeUis8ZQQsdgi4v/k/MKh/UXlBMQjG+HyUzoBnFuChCaSzH2zo4NW381q7eN2DwNgkPLsI1zXX9Q9Ozy3iA2NwVum8N6HT1q3W2CxHzyTj6pOsq4/zH1nV2np0fg3siYifyi5lVdSDJTVAUTWvvJ5T387vGgBHp6CFZZTFQQEQgyCcD6A8PsrjowCEIQj25/YxzOOCA31gewunqYHdWAv2tsGjQ7TWhqlv5UBXK6PuW3s8mdlch3fUUSkFRjFLFjHwp2Dc1Rf76sD8+Lr6yR3vB3ctXK0tUh2sEq5fizl2Mk//Wt0n674gwlRA8rJ7xrxD6JRb0HAQaYyawCwq4ZZXzmfk9EXGFHr7jvT34Dg+OjH2yPSxht7VkxdU5ZRO7pOW+0VcYcP+0+ul1XcqP92m+vGn83Zb1Zw2n/+0Q9lir5ajoI7Hbh33PVc9dl/12HPVY4+u5+6rHoJX3AT1/AUNwvdeJwjdJArfjBYxjNl/O1b0NmWfUdzW+3G7byWJGGVtvxsvcdfR492HTm/HwQRCT0XBdFX1Ul09o6mJ3dTMbW7mNDbyGuuAxgZuYy2jvmy+vmy8sbowNU1H/+4eBXXRC09P3vM6/iT+oEmy/BOq4ttY6ZchGh+9evobedx5CP4D9DsMQzAQRJnL+Mw4PtQF1ZWkebrrnzsnJ7hTX17MQkn0mdz2Vwd3R1wSajeUWHgiw3x7iPlcnntPhmlyaM7jOT0ujJsSyc2I4ZVmgc3V0OgAuryEAcB/5QZ8B4piEIhyWQhtAZmbhKZHkdlJZHkJ43FwGPo1SoFiGILxeQh9CZkZhyeGkZkJlLGI8nk4DP+9M/cfMKl/HWKuZyL48lu7Y/fsTj/9cuCuw7H7jqefflV55a1q7q9iEaRq7q362kvlRcDJx36nTb3V3vmcf+N99mX45Y/VAWmTNZ20oRk+k4P9byG1/yi+d9PAociUYkUtc0mVZwe03h4zsFG68eXM4+BjD4JP3HAsjfBl5BFGU4O7yG7J7255vDLKy/HLz/bKy/6SnOhKJNpERTmmpXomJ34lhdsHeT90drgfHWmRnOgZR3pBCDCnEh9TyC7RkTbUOJfkJIfkOId4gndi0AuS2/PQL69c39y2NVFrCY9DM7vBjFZ+Xiczt5WZ08LJb+MXdoEFXWBhF1LQCRf3QIVdUF4HnNnGT2ngxlczY6to1LKl6OLZivL51szZksweV//e6NiZ8bbF4eqJnpKastzBvg4GfQmGwX/PUv26DVAURBA2AC7yeOMszvAy8xtz7itz0pA5aczqOdnf/6F7yG1w1H9sijy7kEejzCM69QAAIABJREFU17E5AwCwgCA8HPvzJGMMx1Ecg1GMw4enlzi9E4yc6gEnSqORU768EemSZfoHUm14TldYTmdUUX9yabfOuxh5zds1ieJ1ZQ+jS8ZK26aGZhgs7n/V5sUwDMUwGEVRFP+dxwV9bpz01MBBZoOLuICH1Ep3qZW3BVdd3rH6ucgKO8l1AXIbwuTXhcitDpZdFSy7OkBmja/Ual+J9S/3rrm9ffWtX9YJEHTOReifIVyW9ZBe7y62yltSwFdKwFdmRYDsqkC5Nb4K6+zFV348tMPnsryz1HpXqZXukivMtwu4v3nyf2JQ//qBohiMYBwuSqMj03PQ6BQ0MglPTUPzSxCTjXK4IG15mQNgC0vIyCTUN4x096ONnci3Jn55Hbe0hltSwy2r5VY1gtVNUEUDWF7HrajnfGviNXTwOgf4wxPg7ALEYCF8PoYgGIr9ShJFfz3r/vA5h+E4DrBZ9OZGpLUJ7WpHOtrZDXX0hhpgqJPT29pXkDFalM1trW+PjZqpKMS7ajLIddc/zdy3HDI0qnykk2GrG+V56XOs1rPym4+aXt+vf2dSY/Wu5otPmX9MUWh8HTmplRjRGxI0GpI0nlA4XFY1WP1ttrRilpo06B9UZGuV4WaHAGwcxyeGewJc7H2dbF1srN6+ML18QVlESOwnwQObxE/tOGawRfnl+lPWW1Scd6rZbz3z4pdL1ru0XXddcRbU/rpbx0VQx0VQ20VQ22W3jougjscuHZ89egF7roUIXQ8XuUkSvhm93zBGyIjy092U/dejJK9HbLmb9OMdkq6xTclX+8Zg97ac1OmK4qXab4ymRlZjE7OxidPUxGuoB+trmE0t001d87VVC+UpzOqU0cJYlzdPZcQP/rxNYYu4rojquxMPA5XNyccsIo699Q1JS2HRh/i85T9AocEwHEVxEESZy8jkGNbXird+g8qyZtNja4N8PV88vqmqqnL05KWjR0zPnTFTO60pscdN+9D01wfcSC92chQ3hcTLiuWX54CtdfDYEEb/i2/6m7JNGI7hOIohCAYCGJ+Lcrkon4dCAIbAfycFgmEYhiMIBvAwDgtjszAeB4MA7L+FRf/fO6l/K6Svisiylb3zWfm1vYr555OPbI+ZOJ588UX5lY+atd8ZC9+TZl+OP/NU/2h73Pjr6Tte5809lV/5XDALOmuRaRE02dD73aCi/38yqH9JouNo4bfW8w/chc+/Fj37UPjcc1HV10pGLlpvQs7ddUn392bkho0l+HZHOubZPox0eFBaHlRYEJ5fEJqXF12YF5aTE5mfH1FU6JObF5Gb8TE2ypJCekoMMycEmRJCbYhhHwkhn8KCbKLCzckk93Tyu1SiFTXAOtLrY5TnK69XV55dOx5o95xd1AZldkDZ7UBeB7+gk1/czcvv4Oa0snOb2ZkN7JwmXk4rP6edl9PGymxkZtQzU+voCdXTcbkz5eX06pS5kqQBe7/ZktKlxRH6XDt3MrulKra+rmJ2epzH5/29nNy/slZ/Y/3jGIpBCAJACAAuufFmjZmLVPbU9cVxvYFR76HR4MmZpEVaFZPTz+fPwRATRUH8d/um/xwIgnF44PQSt2eC3tA/n103HFPYHVnQHVXYE5HXRS0byKkbaxlhOAem7D19NyFcsbv2BrWoJa9xum9ymc75Ln70lwL2P3cB9Llx0lN9B9mNrqICXlIr3aRXGu1epb5ztanoSlupNT6yawNlV/nLrPSTWeEjvcJbaqW35EpPibWmwmtu/bL61q41AsFXlMP1ToWpS7tKrnXev9JNfIWX1AoPSQFvKQFfmZUesittRQWsjuzw0lRwll7vKrnSTWqFxc7/Kw/1H4BhOILiIIhxeRiTjTLZKJuL8QHsu2eP4TgIYUwOskBDJufgoXGwZwhs7wWau/gN7UB9O7+ulVvXyqtr4zV28Fu7eV0D/L4RaHQKml2El5kwj49B0L8au/r7JoAois73dHHqvwFVpVB9Ld7bh3X3LFRXjBelLVYV1McEt1GIcGNN3heH/4+9945qa0nWxTfgbGxyMjjgnDEYB4KNic4J29jGOWeMTQ4mgzE554xNzgIJEUSUhERUAiFAIBBI5KAsFN4fPufM/b078+6dOWdmzru/961eWtprbe3Vqu5d1V1d9RXsa6CgCVYWlHHBxPX2VW8Hu9SSnGYabrgzLTb3vlG19YGGd5Z1dja4sLDJipqxGgSxGk6qaaU1wJmtbQw4fqoFO9rWNY3BDFeC0CEh1Y62UXcv1SUEiIXM8UFcdUpUqrNNgu3zhM8vEpzexzp/uHT8+OqVctIqW9bv1N5k+kza0EHWKED9XIC84RsFEzvlCwHK531VLvir/mwX/VUv+qtd8Fc576t60W/TlW/qV0PVr0Vq3IjRuJGgcSN5k1WKwq2CbTcSdt0IV72dIWNdsPlSsIt9YHNUCC41cghcMNEImUXDZzvbZzo659HoJRSa2YaYQXWOogmTCORMY8U8LI8JL5lHgKEpCRePGUhJykhIayrsNDt6xdHENt7QJfm6R3gXroW5NM7jMoX/bW4gsVgsForEfK6YsSiYHOeT+wQ4tKCtUdQMFjdViWHli2XfZ4szJnJTMAnhUD/3vuRoRul3Vkk6szybXVPMRdTxCZ0CKlmwOCficsX/DfZUkejn+lggEgt/CSn6T7eIRUKxQCD6GXb0z0nE+i86+R80cU1wntfxl1+NP3tqP3E3fBlgYONn8Nbv5NOvxnaBF52iLrqGnrYLO/U+2NTm66lXYfrPg8+8DTZ3iNCzqXgdTm7BzJLGOPNM4b+vZsZ/xm9zox7RY/IkWP+e/0GLd9sMn+42frH5jM2Jh+E7b4VG+YfNV8YM5YT0pfnBfF5meb+sguZU18TWVEfV10Y21Ee0NAQ3wqKbG31razNamiLqYd+rwEkVpZGFhRlFeYF53+NKc/wKfkSA8n1Aud6FqT75id6pIS4JX9/nxn+Kcnn6xlK3PN5jvgO+0N7DqunhgDFMSA8D3LlUgWZWdrDB3WwwhluN40FxPDCGU9HJBvXwQBh2OXqyE0NDICcTChZgYDoMTK9uYMKaWENoxhSMt9RFJ9XB60qGSHjG0oJQIPzjSw+IRGKxmMeAcqn3OUz0EmuURb09NfphgJI+TM2ammlksAZ/MiIJRX+z8u4/BoFQxOIuT82zB6nzHf1T9T1UUNtwGXyoCjXShBnvGZoZmWL0kemGN9w/fdaf7NIFN+aVo6f6RucWGDzB73aAL9AoqS8tvfav/boTCNkjGbRX0lpD6pzKyjfbpdx2Sn7bLRW+RzJ0l0TILongXUDwLslvOyUDt694rSF1R1nqtvIKIPqyXvwVvRjT/V47VnlpSvnvWBmwQ9J/h0TgDuDrDsB7B2C/Gfh0WDHo3CHfPauDdksG7pa0VQUCbf/9BvUnRCKxUCQWCMQCgVgg/AtPoVAoWuYLORwhky1cYgrmFwRTMwIqnUcZ55HH+EOj/CEKb4jCGx7jU8b5VDqfNi2YmRcuMURs7k9T+o+vcf5j334tsSxmLi1gKwqZbY0L4DJicgK7qZHf1UMqLUHHB9NAeT0p0fjkBBYE2uDp1xUSzS6vxSemtZaUjA0OMARc3i9BLPS2H75Zdw+X3dADP7KEBzrSIPk8eDMf0syvRgk7hvh9ExxCPwvZwWtGsUDQei+PqKd3ot7cCX5yua88ndTeGOb4OuTx9cg75zKfXgc5PAN7foR+c4mxfXtg805ASmKlqpqS/g0FYzfpk34qZl8Vjd7IG39WPOuvaOGtdM5X6Zyv0lnfX76c81Uwd1c0d1U+76l60U/t8je1a6Gq16KUrseoXY/TvJShcT1J42bYLsuIzdcy11jm7bgbUeT5hf7tY/ePmP6KXGojdAKJoKPb6eiOGRR6vg25gEDMtyKnW+HjcDiluYXc0jgGbxypBddGhRzZtRVYtXLVCrl1G46o6FgfeR103DHaPjaNPtnLZs4sL3NF4r+Ds0okEooFPBGbJVyYE9Cp/OF+fm83rxvJa2sQwKHLTZX8+jIhrEzcWC6sKWFXF7LrSrkttbxuJH+gV/CT4Y/PEwv/pfx5/1T8uocTM+lz6bd8vA1eeuu/ctN56G344tupd74G7/xOv851iOjMru76UVPqnhB84lGw3hsfg5d+R+8F6r0OMvoUe+pT5nnnnsK66b5R1syi8N9RM+Nv4bcdFxrTf+6Jn+Gj4P3XvXYZv9pl9HyLwdMT1+xOPo7y8wqlF4SSvwfik740fX1THfuxDpZYVxdUCw6HVIaWl8fVVEdAa4vr6hIh0EJwVUxZaUxZURy0IqCyIr4e4gOpiISWeteW+4OKQ4qzv+Ynf8sIeR/+5UlCkEtBknPgp+sf754lQirmx7DzndXTJTXzkLbFqnYmqJMLxi5X44U1vcK6flEtUQDtW64mCKsIAhCGBeum47spePh8C3Iqq3imFMIiEBn0EQ4cxEUWMOhdjKkRDhzWVZ7d1dU2PTXO4/H+kuf5x4lOJBZzFsu4i5Vs3uzCEn6GnjI+ljw8ljNOL59f7OHyZn4myfwzyggJhSIuT7DI5E3MMAfGF7Dk2e6hafzwzNDEwtQCa4nNE4jFueXIAyf0CC2HmlCZFeh5wi/1TX+3QZ2gJL229Diw3nsX8HWvVOBeqdvqUqaKUk/VJey3Ad6awNcdkl93SH3dLhmwXTJg50q/HSu8t0o9VZO8qSh5Q0ESCL2oG3n1dLiJtsvWte4aKz22rvDSlPTQlPDcKuGxTdJVU+qjOvB+v5KP2SHXHWv8dq723rnilSIQYPPiT/Te/DX8dPItL4v5y+Ll5Z+HoCIWW7DEEi0yhAtLwoUl0cKSaJEhZDBFbLaIyxXxl8XLfygzmkgk/O1pw93onrwsSlHhYEpy2NWrLcHBY2AoPC4K6fF+KiOiJ8AV7evaEeI39iOHX9s8Fpc9X4P+qbZ5YjFDLOazGd0ZGZ3+AXXPXoItDIvMDmbcP1Pj/2EkP0UMqhJD6vktzeNN0BkYiAUtm8r90eDqFGN9I8HmSZbnx9DX1vC0yJiPT77cNIt+apn69Ga5/eu2EG9calR3aiQsJtzz5Rt1mQ2SK1bKHDijZvZp7Ql7udPuykYflc7YKZh4KJl9UTb3ULbwUDb/S1Myd1M0c1O2+KJy1kvlnI/qxa+qF4NVLgVvuhSmeSFW+Wq8smXErktBOy7GrrueLmnu++nRB2KgS1esFzEvgVxdRm6oH2ttoyM7Z5Do6TbkAryZ2dg00wKnItqHkZ39rWhyC3wIDBqtyH109RwgKbV2tczKlWrAmq1Sm7Q2GNw0fOnR3NnEZk5wOAyh8O9cIIvEIoFQzOcLOSzh0rxwhi6gjS5TBvmDvfxeDB/XzsUiud1IXieC243k4zqWBwmCcYpwblrIZokE/1rmvH8RRGKxuL8F53v46RfdR14GbzxOv/Q69cL92GPv02+KneKwebW4AlhvSXN/JQLkkxxi8Cbk+Osg4w+RZp+jz9glmTvFGdg2RObTceSlidllDu9PKKLm9r7jd7wOXPM1ehp57JqT5qkX2wyeaZ56tu+aj7NbGDX322he6GC6d3eMU2e2dzU0FVSVBarKrgYHQar8S8vCysqiqyqD62sjq8r9cjKcY8Pt48LuRoW8yUm1zfseXJTnXZofXJwXBCpwyQy3CXa5n5f8ujzbNSv0rf09g0TnF0xiA2NhYKmrYgZUMd0IX0ShmXUd3Br8ck2vAExYhuJF0N7lahy3vIMB657H9s0PDywQCXQ4bBaLnAZXzGFx7NHhGWI1Z6SJC29cQnYymlu4aBS2oQIOqxoh97MYi4K/oxDTfwu/5IGJxcsCPpNFmV/smppFTExCaVNV07OtDNYQf/k3ipU/OpHr14cKhCIOb3mRxZtd5EwtsGeXuItsPpcvWBYK+QLB9AL7yVt/L9fd1L7X1ahhDHluZpEjEPze/izQKLEvLB32bHDVXOG1e7Xn9lXXlFacVlhprSb5bouUyxYpjy2A51bAa6uk59YVbltXOm9e4aa+6oHSymsKK68oAkDg2RMRF0+FGB2y11j9edMK+01STpslHDQAh02AvYbUx61Sz1Qlnu1WcDU9aKe5ynXbCsftUo/lAL8Pz//kBvXn/lAo+su51a+HoGLBr262ZYFYIBQJ/5ZD7veeYP0lcIkxO0koz0GlxHclp0+XQXJffch9/rzd2wv64Unxbb3GVxchD0xzLusVPbjCLC0YzMxCRMQzZxdnxGKmWLzMYi50drZ//Jyiqpi2Q67EZNd3k32RupvDtDdFndz53fJMk9NLYnQAKT601c+t3f5566eHSU8vhz+98sP5NdTfrdzdMfL1k8j3T/zPHou5fS7xuXWOsz0kLKwt+zuupAxXWNyanloZHeFgdVt1tcxaua1bjG6uP/Vgg/7bzUYeKnoOSkafVIztN5k4qps6bjJxUDN2+PmpbuahbualavxFxchdxeiLmsmXTWaeGuaeGhbespcC5C4EKp8NVjwbrHr5m/ol920mr/caPQ/zTiR8cyAlh5DL8/sqyodrGiab22YRbTNtcDq8ld4En2xunWppmYY30xvrxhsgI3WgcViF90fXFStUJKVlpGTWrpdfv379+hVSMpIbdl948G5kpJvNmubz2X/v+/PTFS8SikSCZTGPI2SzhcxF4eKMcHZaOEUXTk4IaFThxKiQNiaYpgkXZoUshpjPEwmF4n+Ca+3PAVGV7w/vEy+cdO776b8OOPHMT+dBrKVDTXgOLg9GKGgkguBkWCe1jTDe3g+LLUq77RVk8DrC1C5S/12EkW2imVuVaxK1nTg/OsljssX/ngyZv4pfdGsHduDs00A9Kw+9B0FnHn/bbfp6p+GTnWde7jhr//ad13h+MLUwfCQnaDDDH58dUFMZD6qMqYUG1dfFQasDi4szi0u8iwu/lBb7lpe4lBQFFeV7fc/wD/vm5PfFKjrcOSvVruCHe3F+YGG6a7TX3dx014qCgJIMz1CHF66PztRl+LEmOwTz9dwZxOxAM72pfq4RstjbPdfavtSG5/ZRmNiB+Xb8Ao4020OYHeifmRidI/QtdXXN4drnGmD0+pKlsT4GoXuqFsTsxbAyQeyEIhahd2meNkZsbqzMwWNQc9OTfD7vD56Zop+cHzwef47Noiwy+uYXu+cWOucXu5aYRA53clnwD7Me/n3dEApFy8vC5WXBskAo/HWHIhAIOXwxaZz90uZNK+REGx7TQZqnz3O4/J+q/HcZ1Ohn1z/uXG+3RcJJc4XDVqkLyiv1ZKSsFCWeqUl+1JC02yLpoCHhuFnSUUPKXl3KYZOk3aaVd+VXXpSROi8rCThcNLc7r//p9L6HaqvuywHP5ID3ioCNioStmuTHTSteqQAPFIDHOxXtjfa/2SL1aYvkx80S1usBn/cv//QG9Y/E3zN1/sNwisRisZi7ODcKg2ILviN/ZLZmJFFAhaNZyXnXz/84fjjj2P7oKwYp984l3zCJ09MGnT1fb/2o0OZdL7pRLBaKmSx6XWP1wxfZew4myGxIl1+XI7umRE4qWmWN95YN4fvVIo9sjTm+J/Lk3kjDIzHGJ+Is9EsMdUFnjlc/uor2/IgJ+tLh6wZx/hD13NJae3PgRb2kR5Y5n982RAQj01O7cvOIZeW9xWWdeT+aUmOLA4MsT5kAwFqFI+Yq5m9WHn2lZuypctpFwchW2dhOxcRRzcxJxcRBxcRRxcRBxcRB1dRF1dRF+YyT0hknJSMHRSNHZWMXVRNnVTO3jee+yJp7KZv6KZsFbDBxVzjnutnURvnwTatrr8B+To1fvYjpSZSSgmEIiAyrGW9tmmlpmW5spTe10Jtbpltap1pb6E0NtOZaSi1otK6yODxiq4LSujUrV0uvWrdxnZK8srLC5nWymwGZbWmZ8UzmKIez8F/XSf1boycS/RpyKxQvC8R8vojHFXG4Ig5bxGWJuCwRjyte5ouEgt8WXH/lIPT3qZU/g+XhLDISr3o5HbT20H8ecOKVp/a9aCsHREIpIb+ht6hxAIIaRRAmCSNzZNr88MTswBiuCpHxNCDilG24wdso08/RZxy/W3qQatGzg+OcBaboH2QR+yeiubPv5P0grZveR638zJ6F7rvkstXwqZrBs91n7Zw++UwUBFGLIsaKo8kFYX1ZAYiygPLKhLLybxVV+dWQsDpoKAQcWF7mkluQUFzkV1QUVVYWWQ8NqIUmxHyzdv98Kz7ieXqyU2a6V17Sx/hvb8vKYkuLUgqTHCIdrYI+34Vlxi2NEXiz9ZzROga6dGEQOguDLUCh81DoUmsHd6KXMUGkjQ3OTVMX52fm+/rnCbj5xtbFuvqFhrppdMMMplAwiV5ob5nPrmQjuljgFg6oYYnSPzPZPdIHqa/KQsFrxsfIHDbjjzVvP73lIiF/eZnB5U6xuTQOd5zNoXG4dB5vdnmZ8Ssp0r9n/opEYi5fwOCLC0Ad9m+1e3Gebf0cyuQSi/O/B/r+vVikUSKeXHu9be17NeCzuoSNBmAmI3l8vdQ1GSlrReCNEvBRWeqdEvBWEXglCzxQAG6rSFltXmustl5Had1xdXnAMey9vf+r13Z3L109cc5c69KZ/ZYnd188oHZZU+baZukrausuyK+w3Kb2Vv/wbUXJx/LAQwXgwgrgy9uXf6LYgz8HRL8cJ/zc/oh/7k5FYvEMtocLgS0Wg8e/55FSUwbS4ii58TDft8kP9MpsbzU7u7fYO9W8f1fn4YAoSkA3F9GpGLGYw+7HwN8/z1BTy1+5oUByba6MdKbs6h/rJSulJBI2rHaXWemzcaW37Opvm2RDNsuHbFGI3q2eobO72OhoxUWD5meWyDd34LcvwSyMS04eDdui4qahkPzgWr7ti/pvPvjcbFxhAaawsK+0lFBUjC/M6/qeUhUcmOjitnvL3rVbjmy/8GaN7qsNx5xVjb/IGdgqGtkpGzuqmDgpnXH4pRk7KhvbK5+xUzz9Sf60rZyBjazeBzlDG4VTHxWMPm8w+SRrZK9s6KJ42k36lON6I1sZg5eKR+6r7zSzeXCvNiS8OzSUkp4wVJqOh+aTmyBT9U0zda20piZ6U/NkS8tkSxO9pYHe0kCpB1NqQcic7zpbt65etUpig7zERrX1CnuVNumo7NBT3qOXnRMzM4VbXKTz+ezfm433/13U/nry/U/gJfpTogeE9DP4+OXoK1etxwHGbzPeBaLTKwmFDb2lzQM1aGo7cWaQypyc5y6yuIsM5uTcHHmiv74z60VgmOGHkGPvQvTex5+2rQ/OmSNRmVMLAu6/mEXtb+I3f0I7dvDSy5BjVj4n7/oduxOgczdA+5LN7jOv9l1w8HQOoP7wpeQHUUqiR4qiSdmBbTmBZZXfK8oCweDAutqQmpqg8orcStC30rLoKlBAXbU7pDKqDuIFrflRWZbo7WDtbHM5MtQ2IcElN8M5OdoeUu4ErQrKT7SJ8XgZ6v25ISuThahnDHQxBgeY7fXMKfQSoYfVjlyqhjJq4fzaJk5N7QIGwyDgWN1tDGQTq6iGkw5i9+BnybhJSid7DMWfHVroaVvsxnLGJ5ZolKWG6kUUbGocP0MlENqrYJBCUn/P4sLsP6Neh0gkFIp4y0LWsoC5LGAtC9gCIUco4gpF/D8u//UfhEAoYnP40wxxVl5pQdaV3mHMwDh3gcn9B7zf//ENX6SN+j28cXOTtJUccE9hxU0liePSkvvXrzRUWme2WfbCdtmLe1XPH9ly2WD3rfNaV67qXrA2vPjglJHlcf2ruqdu6QKvAh+7J9g7Rtnccb9yL8DK2v/mQ/9b1u6X7zpduuF06dKHs2cfnra4ZfTCxurKrWNXrh06Z7FT+4iqk9OnP41X588D0f92IRIKWaOji2j0SHcrqb5yJDdnIiFlLDyqx+dLufOrNM8HhSF2XSHp7XlFs9R+sXhBLGaKeWNT3c3Y2LjiC6YpKmty5deVSa/PW7UiW2ZtnOzqBJk1CaulIteuClyz8ttqqYAVEmHrV0VtXBUhLRm9cWWS4tocBdk8Fbm8bSq525S+K2/IUdyYoiLjt0Ey3VS36PPLah/nnrSEodLiwQrQQAVoEFQ5VAEilRbic9Mq/T2rQr75f7TT3K2rfMJSxcxO8pDtRgMnWUNbudMOisbOisbO8kaO8qcd5I0c5Y0cFc98UjL6qHDqg7zhexm9txuOv9544rWs3ls5/bcyp17L679VOWGjcNJ2w6nPqw3frz35Qk77sdzea9uP6H+zcW0LCMYGe/f9CMNUp5FgpdPVDbM1LbSmRnpT02RT01Rz41RL41RTE7W2ZrQGjCoo2b/9CLBeA1A/Bmwxl9h+ZeW2a6t2XLv49B0KXTAyipidHuZyl4T/IlKh/5nId0py1LznofXc2+wjJDyXUNKML4D1ljaTYV0T3QPzI3T23BKfwxUKBAKBYJnN5UzPL43Rh+G4vM9Rwadtww1sw49/zH8RSu3sW6RO85jcP75W8D+E3/JJEF0k0xchx+4GnHgUevJhyLGH4Ydv+O4476JqZGPz4uNopvdQuie5MJKcH0HOCuot/AarjQBXhlSC/Csqc8DgMAg4vhbiDa3yLS+Lryr/WlqSXVEeCa6KqYXGV3y3+fLe3MXmalDA8/zMD9/TPAvy/EpLk3PT/FNCPiX4PYBDizhjo9yhQe7IKKOXNNvXPjcA50wPLY0PL/b3cSoaudkQBqqb0d7B6WrmEBCcDjwX0cVcmJ4ax8wRmjkdPRw4dgZVNT3cOt/fPkfHL+F6mPDOKcrAwnT/1GA9vLa4u6NlanKCz/9jElL/mhSFf2l/odT/9w6xSCwWLgtFSywudUlcVZlSA44cnOBMLbC5y8u/p2uL4xRPt7cWlifMru+/8vjkjTfGBme1DhvsMrlvYPnx4u0vN+753rznc/OBv9XDoNsPg60fBFvf+nLZ5L6ezsUjB0y3A3cvmzy2vnyjTW9MAAAgAElEQVTn7rmTZgeM7+hf+njuuuvl2x6Wd70s7wffeRp+/77Xjbsut2xj3j2Puvc26fHLuLsXXM29w30Ef6Zwvj8HfmV0Ff/CnsNns5cQKG5X1wChEdNSik6OxQaFdnsHNHv5oPJ/UEiYqQkyk8MWi8Us9vRAE2Qg5Cvyxq3y/bq5Ow7lbdtaqiFTqCH/XVk6TWZN+ro18evWhMlIeyltCJFel7B6dcK61Unr1mRIr/khuzZfbm2pyoYqNdk6eYV6eXmwokyl3Npq+fVVChvSFNfFbFeofX6j3PljR0LkQGHuMKhiBAKlQKCj1TX02roZWB2xILvY8RPU16sjL/ey+ZV1W09onndYe9xpta6d/BkHaT1bBWMXFTNXRWNnZVNXxTNOMgZ2SkYflY0+KBi8ldN/LXvy5cYTLzccfyl9/Ln08ecbTz6RO/ZE6ehz+aMv1p94s0Lv1QrdJxu0H8tpP1i1z1Rf92KWjXuTjzs6waerLAZXkUUrh0xV1Y7DaicbG6aaGiYbYTMtTVPNDZMNMEoVuL2i0ObD882H9VftMV91wGrDkUfGdx0cfH3qmtLx2KKBgYbJqQEWe/G/ye77//BXAYkre7nHKvqlLzIPOliNJpQ0ESsRI81YOo68ODbNXWQKeL/kkP0sULPM5bEXlhapMzTsEDK7MuKivd3W+7HX3QYaOuaGxtnzDMHvLtL5B+EX/Y8hDl96H3n6cYjB08jTzyINnoSffBh04ranpsmbx3dfkFIC+uMcx3KCKPmR5HhPXKxjTWl0GTi3qtK/sjK+BuIJrY6sqMgoLw0pKsoAV/hVV4VCwUH1EFdQRVw1KDQ9yuXTq2uvnpiFBT4sLIwqKAwuL42BlHgWptrE+T+GVaaz6eTZ7tIFYiuPMjEDA882QJaGupk0AnOByqD0MxCIpbHB+RkKY47EnMMvjPYvEbCMmdGZvspFeBmnHcvBD03AC2dGYYxhMmOKvjg2vNjcNEtsZM2hGJQaBDgb3gAZGxlksxj/nKKSf0b8XCmJRGLesnCRtYwnTTa3Ng5QZ2gzbCbnb9Y6/T8+8JefLFJHItM8H4TcuR969VXi/ZcJ94wfnTh0fv9ZGxMrb0vrb3esfK3ueNywdr1p8drszF39E2cPnjixQ0tTebuS9NaNK4BXevpPjh+7p3VIX0lBZ4f60WO7dM8cOn3H2OCJ2Rm7y9e9b19xu3jd6err0CePv15+EXXjSeTlsw4nvUI8hPz/vwzefxO/Zez89BcKlvmzGAwb3Sno6mKhGqahJY1B3sG3rpb4ei4OD/72q7nlWXJlefMlK6jy/rr16jD5LdWqmuVqW+tU1BsU5AtVZTJVN2TLyxSskSlaLZeyQd5XWT5qw/rMVat/rJcu2rixXHZDlYJ0jeKGFjW5VnUFiIZy5SZFsIpMrdL6Zrn1tRulv2+ULtXV6rZ73xEbNpD3nVJeNlFTS62B0WFN9DrYTD1soaWZWl1V7uJYYvt+HFQa7Oi0Vn6H6okHqiYeq3RtZU7bbzCw22BgJ2fkqGjsomLmrmTiKnPKXtbgvYLBWwWDd4qG7+X138qceLXh2KsNx56v130qffKRzLGHSjqPFLQfS+s+XXH8ycpjj9cdfiB9+MHKg7cVdpjeNLXKdHev8HdsjfXFfU+glBQNlRQNV4MmYFB6Q90ErG6ysYHWAKPBGkhF5ciiNFRHWnVNQikoobgisQyU1NKaicXmdHfnYDHlw0OImdlhzv/bof4uCNkMVksVbAw3QEUQSGDkABQ9isRPEykM+iyPwRbwl0XCv4Rj/UyvFfD43AUmY3xmfoDanFHue9M21yOW0oKh48mMqXkBj/+n8WCJxGJxP3n0wrto/YfBho9C9B+HGT6JOPkw7PB1N2Wj9w8f2PTG+TV4v6Fm+I4Vx48XhPVGOdVludXWx9fXeFeBEkCVyRBwFBiSUVftCir9Ci71goB8S0rSK0q/lZamV5SGVuR6pkW8+fTcxObdtfxct9Iir4qKIHBZSEGWT0LI50Zw4tIYjtaWMd+HZE1OMObGuLi+BUjeYksJk9zDmehabqvgkpGMyS72BIJLQzDoZM70JJM+NEOsZk4QWPRRxix1BtvEmsGwp0YWB3sWBlpZ8PL5fsTS9NDcEAZZ9QNWVdDf27MwP/P7qrn934W/zEYOTzDP5FMX+MOTS7Q5FoPDF/yOhcUidSQy1f32t+vWYedfxd14GnlN/77OYYvDJm/MrrhaXnC5YWhz8cyLc6Z3jLSMdmprbzu+XV1fRU5r/epdqyX2rpYA7tw2f/zK6sHbGyZ3jp99bXbV+cptz+sPv95+EHT3ccS9J+H3b/nftHaz+hzz/mnEvZdRd598vWb24bRnsKfoz5TB/aeA6C/uEIFQMIHpmGxt4ndjhO0YRmvTeFUxMjU8zfX1FAEuHBsYysruD0+a+BZPsnpYtfNgnfzmDhl1jOwm5EalaiXlPHXlUmXFJnmFSiW5YiXZMjm56nWykDUyJdIyKfKymdJritauqpCVhirJN6gptmooIdUV2zWUO7aoIjZtalFTaVVVaFGSaVKSAakoxqmrwj697c1OmigvpFVV0Kqh9LqGqUbEIhI9DoHSIZCF5uaJetgPm/epd2/Og4o7C/OPap9as9Voq5mLtJ7den072TPOq49/XKf3Se6Ms6KZu7L5FzljF5kT7+WOv1HU/6ByylbJ8KPcibeyx9/K6r7aqPty3cnHG489UtJ+pHjk4cajD1cff7BK9/56rXvSB+9LH365/tCtDXv1rl29meHiVO/hhg7xx+ck4QozB0oLRiEVEzUQag10oraOCq0dg9T2FhTDq1PR7VlYTGEfoby/r5zYW4bHlWAxpQQCeHColUYjMJam+Px/ScDh/1CIRGKRQLTMYM2SxsbaCBQ4bryTNDc0zp5e4LN5gv9Ev/6LG0YkEiwv8xjsJdrsHIlK6+ofacaMNPXQccOMyfll7p/CoP5GZTVGn7n4PkbnXpD+49BjD8IMHofp3A44fsv9wCX7S5avSt1t7Z59bk/8Ss70Abm9wCb594NDqsAJVVVp1ZDkmtq0loYvNdCEmuroqsrY/LzEimJvUGlMdbkPuMSjLNe9JMe7LD88wvv54zsmiYlOhYXhpWXxZSXxoGL3rNjXyPrYRQphBtvOoAzQxpELC0Mc5jibgmA01S4Vg5iIRm51GQ+PZE7jWFNY3gxOtDDEppJG2uunyc2LdNQipXt+HLfQB2eN1c8TW2bxqAVCD7u6ZQGNXRoemuntHmiuryn70dnePEUf5/E4/26R/4sg+o3mUCQSisQsLn+ewZ1cYM8uclgcwX9ZUub/gPnx4aBwZ0snSysXs0f+V54G3za5b3j87NHzb8zveN16GHT/Sdi9J0F3ngfffRh0y9rnxnWHK2ZPTXQtDh86qrnzgBLwKfKlT5qTffSHm+7XrX2trL1v3nO1vPnG5Ppjw6sPDC/fOWl+WfvshRMvH166cmb3Zf0t57UUddTXutrZ/GGy+Z8IzuI8DdXC6ulc7sZwUD30NuQYrA6ZED7wPWYiO+qHwZFEOekSWaXKlbINkuugMhuKVaXLt2ysVFkHVVhfvXEtSFa6XHljiao0WEG6dqN0rex6sNx6kNy6SplVEOlVVRtWV8utrVNY36Qii1BTQKkrdWxS6lBX7tqk0qmq3qGi1q6i2Kas2KSkULxZA/PZdgHVjIaW4TNT52vrpqD1wyDoIqKT1d7Tm1tAKS1htqFnER1R1vfsD+6jpMTQasBf7L+sVD8hq/Ncwdh9pZ7TOkOnNXoOK4/brTFw2mjsLmvyZaOxu8zJTzLHPsiesJE7YSN73Ebm2IcNuu826Lxdf/TNihNP1uo8ljv8UPbwg3Va96SOWksdubvy4B3pvQ8UDtkCWg+BoxdltQzfXLgNevWpxcm5Kd4XmRPdm59LriihQkDjkGoqpIYChlIqodjcvDZEZld3YW8vZGiolTKCGqGgRijosbHOCRp+ZnaYyZnjC7j/fs39fzmEQjGPyVmamJsZnJgdHF8cn+EusoX8/5oxQygUCTh89gxjfphOx41M4obnyZOcOeafbbXNZHNufYo+Yf3V6FmI4cNwvfuB+y29tl9y23jq/Ubdp8aX3h6/8zUtIHC+4FvADYsHN55h86IQ9ek1NclNDd6NsPT6hngI9Ec1NLcR9rUGGltf7Q8tDywvjigpCCjMiQYVB5XkRdm+uHxSa8sXtzsgkHd1pQcYFFILck2OdUHAkhlTLXQcenF6dH6ByF4gs2aRTHo7a7iX1Y/j1MD4mSA+ops3PrZM6RfgEIvIhgFQ1himjjffx5/v59LGuLP0JQKaWpuy1NXOJI1wRsf5Td1c8iiXtzRDxo1Aq5rSkpGI2nHqMJfH/XdL+t8GgVjMEYq5wr+n3s1fw+I0zevp3cs7Np1XX3N514bLexWPamzcvVlOT2uL2el9FmcPXLE8evXmccsHZ26/u2Jpf/3ml5uWzlfNn5iY3DM0uHcUsPV69vbj7WcPLlww2HtOW9Py0Jbbe5VuqkvfVJS6rQjcUZS8thGw2qb4Wf/wY2WpFwrAKyXAShp4e8miowM12NczSuqmDWJogz20YQJtBDcxjKcN4yaH8fQhzORA9+Rgz9QgZnKohz6AnRzETQ5jaWTc5BBmkoylk7GTgxj6EIY+hKEP9NBJ3ZOk7klS10R/B32gmz6EoQ32jA/20Id6Jga6Jkld9P6Oif4OOqmLTuqaILbRiR30/k7aQCd9oJtG6vp5zySpi9aHohE76MR2OhE1TURP9ndNkron+zvp/R10YscUsWOS2EEjdtGI7VN9aHovitaLpPWipvBtNAKKTuygEdF0YtsksZ3e107vRdMIbTQ8coKAovd10HtRdBxyEo+gERD0PjS9t43eh6L1ttF6UTQ8cgKHpOGQNCxyEoukYVHUzpa5zualdsQ8omWyoWG4saG/tLQ9xL/y8fXY/apJGmszVdZUbNlQoimTtV8ua49s5r6NWVqyKUdkco4qgbbLoxSV6rdvSjmsULZdoXaLfI2mfOFeudx9csW7ZOo01tdpKtbuVqvdqVy/Q7Vxp3rr3q3wvVvgezfD92jUHtoJ0doJPbClbu+WKk11mNEpbmbGXDOsMDas0t+TCioZKi1qz86gwmppjbDGuOierJTJxnoaAhVhfcdaRabF32mosiArPmbfUZMtulb7rrhuPu+kbm6/9aKLmrmduoW95nmn7Redt1102WXxabfJ+53G7zWN32kavdlh+k7T+O12o7dbjV6rmjzRMHq889TDHYbW2/Tvqp66u8nwjsbJmzuOPtyl+0Hx1DPZ83fUjc+fP6KffecRzN62IuRzTZp/e1YSpjCDWJYzWFpAKi3uLS3sLSpGZ6TAG5O6O/P6e2tHhzvoE33TE8TJib4Z+uDMzPDiwuTSwgyHNc/nsXlcFo/H5nOZfB6Lz17ksRZ5bMYym7nMZixzWXwum89lcbnMZT53mcfm89n8ZQ6fz13ms/kcFp/N4nPYfA6Ty13k8zg8PofHZ/P5XB6fw//5TC6Dz2XxeRw+h8nnLPE5TD6PzeNz+XwOn8/m89l8HofHYfLZDD6Hxecw+OylZR6bz2PzeaxlHpvPZf16yeHzWHwei89h8TlMPoe5zGHyWQw+l/nzZj6PxeexeTw2n8PisZf47CXez85zlvjsRT5ngc9h8rhsHo/N47L4HAafy+SxF3jsJT6bwWczeD87wP3ZmMtcJp/D5HGYPA6Tz2Uuc1nLbCafzeCzmXwOk8te4nOYfC6Tx2VyOUuchYXFqekF6vjixARraoa1tMhjM3nsxWX20jKbyeOyuFwWn8vkcxg/e85jLfJZSzz2EoexwJqfW6TRZynU6SHK7AiVNb/AYTH5fDafz1nmc/nsn/+Xvcxl8TgMPu9X2fI53GXOz1HjcRh8DnOZx+HzWMtsBo+zxOeyeDwOn8/h8zl8HpfH5/K5LD57ic9h8TgMHoexzGPyeSw+n73MY/8U7zKX81N6PC6bz/2PEl6anZk69zZih6X3zpu+2655ql1yVTzvrGz2Wcbgpdrp5yduOetcd3n71o2Y5F1sa33y9C3Lu7ZlWY7VlV/LigNLi5LLCqMrSr0glRE1FS6lxaGFhfEFPwK+p4cUZjkUZvmV5dglhb2wMDh4bL/q/Vunk+Kc87K/5GRF52V6h/jbVhXGDBMKscicIWIDpb9tvL99jFhP6WwY7m6ktNeOVv2gtkHHe9vGCc3DnaUDZcmY5FBCS944uZtOQk8ONNExLXR861ATCFudNIZroxJ7x8ikycZWWjOc2tVOLM7FJyU2hgUXpYegoAUDXU30vnYaqZM+2EMbwtCGeuiDGNoQdmKwm97/U4V20ge66P3ttD40ndgxSeqcGOikD3TRBjrppO5JUhed2E7ra5skdtCJ7ZN97XRSO62/g07qpJM6af3tk/3tk8ROel8HjdhBJ3ZM9qJpvW20XjS9F03Ht9F6UfT+DnofmkZsp/e104hoWm/bBK6NjkdM9qLpfe00PIKOQ9DxSFovit77U/2iJnvRtD40DQenYxF0HJKGQ/5yDwFJIyDpBNQkoY1GQNLwSDoBSSO00QlIGg5Bx8FpOCQdi5zAttJxSBqhjYpDjmHbxnqQYzjkOA4+joXTsAgaFjmBbxvHttKxcDoWOYFvm8AjaAQkDY+g45E0HGIc00zDtNKwcBoGPoFFjOJRGBgo7t39d5obXyoAb1QlXiqtOCMNHJNecVFmxS2FFY/lJZ7KS95XkLqrLHV309obmgpX9qtf1t6qd2DTwb0qujrbATcLI1ezk676+16pST1XAN4oAjYqwGcVKTu1FZ82r3i3SeqRIvB0p5KT0cF3W1c5qEvZa0i8lgcC7l2qTQpoz4/pbq/DdTRjSlKxKQGY1CBMaiA29Vt7wrfmtKBuGIiAbiYg64mo+p4mcH1GJDzRrzU1oDU9EJkeCE8LbEr51hLn1ZAWgYXX9CJq8QgYEdXSWVsET/RDJ3jiEgPwCb6YZG9cvHd3aToOXUNAN2JKktoLYwjoejyqoaswrSf6S3eyDyHODxsfgIrzbY3zRoPzscgmfEstobWmu6mqISmiOdoLHucLT/RpTvKGJ/shEgMb47xgEW6N32PxTVWEZjC2GYptgbbmJiCivnTE+WLivHpivLFxHl3RHpjqUjyqFtNY0Z7+tas8DguvxTWCuzNDMZEeXdHuXZFu7TEeiEiX5njv7upCXCOYAKsiwCAoUH5dnH9DtBskwqEi3DY/8FWa9+M0tztJLvfTIj7kxnwuiLfPi3fMjbRJc7iR8flijsP1PLurPxyu5tpdzvG+n5doV5jkmBf4PMP9Tn7C5/xEh5yvL3I/XPrucDX/8/XCz5ZZn6+lfbqS6f88L9E5P86+IM4uP/Zzisv9FJtraZ8s0+xvpDpcS3O8lmZvmepwK83pVpLv0x/x9gWJTkVpboUZ7hkhb9Ncb/9wv5/rcifP5U6h2908l9vZQR8yE+zykh1/BDz5EfQsNckpPdYpxfd5yqebSXY3kuxuJNpZxX68EWF3IzH0fXq8a3qsU2a0Q1LYpxCHu5EfLSPsLaMdbkY73IxyvBllZxn16Vq47bVI94fpsY5pkZ9TY+zT45xiPR5Fv78Wb2uZZnc92fZa2oeL3z9fz474kJvilJ9on+1j9T36Q3H6l6IUl2z3e3kOVnmOVvmON/Ld7xZ5PgZFu7TXFXa3VGFaIQQEGF6W3RLn3xYXWHj/LDrAjpAVikn2xycHdCUHoRJ92/LjiW0NxLYGIqJxANGIrMhpSgpAJvsj0gJROZHtORHwH1GIrDBEUjC6pmKgG0XqQBI70YPdCFRpWkdqADYrpD8jojczpDc9kPgjDt9W249FElEwTF5ULwJKwrQRUDBceiQu4xshK2IwLRybFo5ODkQVJOM624idqH50K6mrFQ0phSeEtqWFtaeHtWV+Q2UHo7PDEZlhLSlfm1JCumBVg+3N/eiW3s4WbBMEkR7WmfYNnxpKSA0ipIUQkv2wBWnE7rb+LjgOkoPNDcWhoP0dbThYGSElGJfyFZPih03+2pn0tS3Rp6M0ox/V3NfWREQ0EhGw5oK01kR/eEoAMi0QnR6EyAhEpAWik7/CU/ya0kLwLTV9yCYCvJ7Y0dJdU4pM8OuMD+hN/daX7I+N88PGfukoSMchG3vRTZiyhM6yeAK6ebATjilKx8Z64xMD8Am+hET/zkRfRGJAd11ZX1sDHllPQtd314MaEoNQMV/L3liXfrjdWRCPyI5ozY5EJge1lv3o74L3d8D7O9sGe9o7q/PRqQGYzKD+zLC+zFBC5re+zDB8Y0U/tq2/C4EtisXWFw9g0L2drdjcZHxKAD4zlJgeik+P6EwNQmVHYpAN/V1oYjt8oAPe3QRuSY5sSwtGZYSiMoJR2SHozHBURkRr6rfmhG8ocAEJ3UhEt/R1tBLaYPCsmIpAp2zXDxFvrL3uX3K5Zepgdc7lwyOXT4+dXls5WZs7vrFysX3mY2PtY23hcsPY5soZdytjD2sztzumLk8u+Xy+72v3MMDuse+nR86vrBytz7lYmzpam7rdN3F7YO7ywMzZytjW0vDDNUOHFze8bB95f3rk7fDc0/aew21jNysT3wfnvt4397ln4X/X1PvpVV/HpwHOr/xs7no+O+dv9/ib60s/m7ved82875l53zH1tzb3eXTxi/VZj7e3A5yf+jk8DnB87P/5kcuTy14PLjpeOv3u1H7Pp1e9H1z48uCCi7WF+92zfraPU0O/VGbHw6tLcfA6ZFEiMs69I9GPkOiPT/TBJHhhkwO76ovxaBgeXt2ZFdRdU0BANWBaIN3JIT3x7pgk3774gJ74r8hYr9b04O5mKA7RSGip7YXXoKoKGiP94LE+iARfeJInPNkTkRTQmhDQFONRH+WNrMjpbYbgmyFYeG03rKI5MRAZ49Ed64uN9cLG+mJi3DpSw/At9ThkdXdVVmeKT3d9Pg5e31OTj4n37o7+0hnl1h3t3hb9BR7pBM+OwDdW4RrBuHoIAVbZmJvQGO7eHOXWFOfemuDRnODRHOsOj/7SFO1aH+3RAS7ANVZi6kDYZmgHJLc5yh0Z5tIT/QUf49YZ4d4Tbo/OiuxuhuBaoZ1F0cgs/56myl44tCs/uTPYuTvcrSfMBRPhgop0aw51RZakYZvA3Q3l+CZQZ01RXdxXRPgXsOPzBG2ZGC0Jx22StpulLBQldWUkritIPFGV/KAu6aAu5aAu5aAhaacm8VFZ4p2yhI3yqiuyEqfXSxhvXA2EXDgaeUU/5IyW8+aNjmprHDVWOG2RctGQdFWXdN4i4bRtxVt1iVd7lVxNDtpuX+G2BbBXBnJs7k9MDRLc73S7XR+lUihzi7jYKILpXtzZIwNmur3m2tVn9kH8HKjjkyPkyWHSGHWQ0tnSnHLuTL3Jweor2qU3dQtv6YJu6EKuaNeaHso+a0zo6BweGKYMjI2Qp8dG6RXu78HGOwlntUnmR7AWh/rNtbrSkihzC8PjY90+D5rtb1EnadT5WURiIt5MC3f+ENFCG3dOG2y2r8z1JYVMJY9ND5FHRkfHmssrckyN6s21wFe0ym/p5lvp5t45Wm6pA714pObUwcwXT3txhJHBYQp5dIQ23dsGL75n3mx6kGR+jGiq03fuYIflqb7W9oklFgkFQzw62h7tSp1lUMbncF/s8SZ7MRbaJPMjPed1S03310d/HR2bIo/QyUPjoxQqNC098+QhiMXBXIsD0ed3R5/dFXdGM1Fvs5+25o8kn5rqjBpIGgSaXdeUk+j2MPKkRrHhDpDhrmLD7ZV6Wwrs74FbcsCI7GLPm2k3D1fVJNSh8n9EuRec3ltqtK3s1I6y07sS9TcH3zGoLI+DNOaBa1JqatNzsr4FmB5LPrk9zmR7xNmdIRd2BV7YFXFuV8KZ7XHHtnibHcv7HlQDSQBDkiA16ZWlkWFWx5OObSrX215xUrPk5OZ8/c3Fke4N6EJweUTWrQM5r8/UNGXAWvJArk8qTqqXGW6D6m0vP7Uj4cSm+LcX62tSa2rToeDUemjK99gv/sd2pZ/elmqyPebczrAL26Mu7Egy35NmvD3hqHrYbXMwKBZWlQKrTqlvyC3PDgi+cDBHbwv09C6Q/s7KU5sLzx0pzg6BwfNKMr0yru0o+PasrjW3qjo5yfJkmZ5G8UnNcr0dhXq7Y07tqkwPIZGHhwaHKQMjo+QhcEQE1OhIi9kuiO7abvN9mItH8KZHSGZHEBZaBVdOdILLR6gzg0PUQdLIMImcbWtTcnJP3QUt8FWd/JtHSm7qVl3VgV44XKC7C/TVf3SEOkIkDw+MjVLnumqrcy7pokz3Dphr48wOEo13Yp7eJBAIo/NLvU0lzXcP9lQX0pYWe3F4hLVln/kerIVWn9kRhNm+/MtH0RWFY/SlQfLI0BB5gDSY99kWrH+o9sLhimtHim7p5NzQzrfSAV8+Umt+MPf00cqsjDHyyPDAEJk8OkKdqA3zqjDbjzHTJploY021ek13ob3cx6bnRyfpHSEfEI91ce0ttHl+fy0Me+kYxuJAr5lWn7l2k9nBfGtTAgI5Qp0ZGqIOkUaIWHyq9W3w6f11F7VB13TyrXQKbh0tv3Gs5op2rfn+H6anULW1I0OjFNLwMIU+TKIUOj2rOr2PcE6HZK6DOXu4z2x/e2oadWppYGAA7XIT7n6bMjE6scCBhX3FmO0hmGvhTXSwFscrjPaXedsOjVCGR2gjQ6NU8ggSWldywbTVbG/N8Q0lJqqFt45XXdMBX9IC6e3Je/F4eJAy3Dc0MjA6PDJLwmDyHpxvPLOLaH6EYH6413Qv4Zohpr6eusAgEtrbnush47zGF+fJ49RW+899pnsxFof6zLU6LA4Vm+6vifs6NrEwNDw2NDg0OjxSERZebKBTf+5Q5ZUjpTd1cm9q51ppVwKCAOMAACAASURBVF7VrjmvVaZ/MM/Pb3iQPNw/OEwepdBmkHlZuecPVZ3eU3J8Z9LhzTGHlALPHIkL9U5O/Bb2/qbfSeWQT/eTEkPC/d2CDA+EHlAJO7gpfL+63361j4fU/D8+iY4MiAz2iQz0iA72+nDe7LOmkvuhTU5HNn06pvHxuMbnY1tcjmzxOqL+eZeax8v7MSFecUGeMaHecRGBbvcv2O5WDDiwKXzfpsC9amF75H2vmkeF+UdG+ARYm3w5szX8q11CQqjPhyc++1VC96kF7VULPrDFdaeijeH+ED+HqDDf6CCv2G8e37ztbPV0PPcouu1Y57hz9UfdTR+PbrLX3uSspWq3TcHp2tnCH+mwqsqeDgx5eLoXhcyzOgM33Uc6q42z0CKa7cXdOY9Fo8cWWf1djfCHR7vy42mMRdLwCPztq37zfT3ntPotdNotDhdd0G7JSR6fZA2NUMlk8vAQpcjbu9zgSN0FrcprOkVWx/KtjubdOQq+qlN/Tqv41JGS2JjR4dHhQTJ5mDo6OdOaFl1mcbjTQmfQXIdgfpR4di/a7v3YxDR1br4zzR9hfQjbUEVnCAbRnXgrU8zZAwQz7X4LHbiFVoGlYU993cjE7PAwjTw0RiYNZb57AzI8UH9Rp+r6saLbxwusjpXfOllzVbfhvFaO0bHW0tKR4bGxIcrIKG2UMgX6al92Zj/+vO6QxTHsOW2S2Z72yPDxqcWhsfH2wNetn89TRgYnmcstmakdFvv7LI70mh7Dn9ODGB8ssXtCGhwcGZuhDI2PD1O6EW2lt64hzA/AjDbV6a0tNVzrs2ut07YVlxQl9OUk7qpKvt+80nGblPNmwGWLhOtWCbfNUs6bVzhvXuWqvu6B0qrrCisvK0oBoRePR17RCzc55LZtjauGlJempNd2SR9NCT9NSS9NSfftErYakjb7lPzMDrtuX+u5fTXI9Q2fy+YLWAOPNTEPt9AmRhaWRaTUFOI+gLoHoGgCQypAja48rqdpljU/Qx6lEvrHyeP1ycmZGwHCNgB3EKjRAgp1gVotgHgA6NoG5CuugGdkjpHJE/j+meHhee4CHttYY7J7QA2gaALU/UD/XglS3vc5nmB8ijrw4VDf4z1T81MLPF5/cX6/9urJncDYNok+VaDRaEd3F4zOXliiTEz0Dk6MjYMCAtLWALidAH4/UH8IKNEBinWB5kMAcS+AVAHid2/GtyBHiYOTvaSZcdoMe6EpM6xhq9SwBjC2HRjfC2CMtpA6OueFyyPwIowJ0OllvcDlzHA4OIdnIzuB8R3AiKZEvwpQd9twcIQwPzc9NTBCxRNHR0bzP9vmrwG6dwHwPUDqYSDrIFC3G6jRBBKlgR+Ob9vgFW21RZjWCnwfrAWVn3lFp04BQG4G0NuB5m1AvftrDKmtq7exydm43mwdGlGIH0S2FifXHlPs1ARQGhKNKkDR3g2V37+2DzQS2iCd9eXtrRUFEb7+G6Qgm4H63ZKFeyRSDgIJR4C8fQBsF1CpBgTKrylNDEE3gzpqizDIKiypufJ7UPaejS3KAEoDQG8HYAfX1qSH4odR6MYM6Nk1lQ8OdWFqccOoOq93zduA9m0AcrNUoxKQr69RB03FEBu6WypRtQVtyMo0j0/h64CarQBsl0T6ASDuCJB8CCjeK9GwT6JUAQjao1FVGI9qKMHAyrFocDepoSjItnyzRKuqVNtmKdQuAGy0Hd5c2kdGNeQEVOsD9YHWPWQEClNfdse0fQeA2ga0bZGoVQBK3lzpH8NM0Ufog+QxLGmcSi14/axWBqDsBYg6Ul3aa6mHgbGtAHkb0L0JaAi0pS1NzdBpU0Qytb+/D4dP0deFyQAD+4C2/UCpDlB2FOg8APTuB2plgMLL5kN9/WN9/VOkwYUZ+jR7ui7UDq0OULYCI5rA2G4Aa3WGNjk5z18eqk3sMwKGQPHzAt4kbaLn8RXaboCmCZC3SqI3AU2+NsOM6cUp+ixpbIxI6sfgYo/saVACiPsl0PuBSi2g8CgA0gaw+wD8DiB/PVD06fPEKHUM2zc3MDKzuDA40ltxUw+rBIxtA8Z2AJS9QLuH/TSXObc0i3c17TSTJCFrWSIhGQXH68pN7AGo2yTIWwDUDgl4dsQ0a25mbJzeO0AdGOpsak7cqYpUAQb3SzQcAoqOAcW6QO1hAK8l1bMNyJGRAkeFU4fINPzA/PDoPHuhu72uwWALSQ2gbF01fgDoOyhJKMldWF6mjpKwj3ZiX+6jz1JnBMvohNiBA1ITuwHKdoCoCjSc2YXHtS4w5iYpIxP4ATqF2vAjO1dRqk8ToGpJNhwFCo8CiEMAcT+AUANyDm3FtyCpA4P0voG5ifF53gKiNKlh73qyBkDZBlD3AXh9DUpP9wJfONzb1H9Zihj8aGaZN8dg4PxcKfsA2g5gZJsUVgWAPbLoo5FmF6YXhsbH8f3UkdGMm9fLpAHiXqBnP1B9GCg8CpQdBdoPAH17gOqNQMqFcxTSIAXXO90/NDs9PTY7XmZ/v0YBaFIHIBoAaCuQdvZYeXlO7f+imawfokwfr30/dzwDrqvS3c3MwBAKQ2NQFoh0l6Kurrs2ICJggYVdiIqBpI3diHQpIdLDzIA0zBDq8v3h877/wTnnus7rBzl7fG6wwc2k2Nfvnz4szM6207uvBu4rgQIlKlsGnIpa+ehpzvN7OY9vXb2ffSn35uU4S9bJOSBPg7qiBQ4aggNG4JgeuKGL7qiDw5Igxcu98M6V+9cuv7hz/Xlxbl5hZsYyzu0FoFCRcV8d5KuBa7GBxS/uP3mSfyPS9pYtKco+8exd8c0Th24az3+sDu4rg1wFcFFjztX0PS+e5z0tzH50M+vB7awb547vVZe7Lgce6FDX9EG6PjhkBDJ1QK4mdW4+SGVrP8q5Uf7mZVtF1Y/e7sHp0XdZhz9qow410KEFeg1BwzImr61tZOa/jrJ7LUvAt6vxQz+nf4yM1G2P6jEAQm3QqQWrFcHbf4Nah3lDg/2D37t7vzZ3tbZdWmxfvAA0G4FKY/CEA/ItwH0LUG0MGvXB/bngRnBQb3tPd33TwLf24eGh7r7Oh+tW1MgCnibo0QE8Q1CxMVQwOjQ8Jfp6LKTGDjQ+vS3673d3c1ODoybfAPA0QJsGqFIFb0/E900MDPAFwqY2XktrQ3XNJXPjN1Kg1Yj6yAL5liDfEhSbggYT+FUP5P4JivbF97R/5ze0DHZ0DI8PNTZXvFzOblIEneoSfEPQagDqL58cmp4W9PPrtnLrfWV6u5uG//uvOj+30XSOwAB0a4EWZfDeTKH6w4PhiZGB7m7+1++97Z1lxU+y1f5oUAc9prDSCj2yo9MMcZIOWaMAnaVRmDL8Rx3t1YTJ2lSyDtivA5K1UbI2naRJJ6oxQpXwGlm4Wg6CjOU251dzzy42TNLG+zXBQR10SIc6pEsd0aEO68FkPbRLA+xiyx12M0vUhHecVEfaGv+bnRWNCvqitbujVAaHeFOzs53PHrRZzZmxBBP6oNlEqiLz2Jf3DwtT/vp8P7u7tmq8byx/Q3ShPGgzpAZMqEZz6rMVajKHAyaohQmL5EBBbPTo8Ci/7sungosPkje0lT6vvXftK2eBWA9MWYNvlnTPx6cTs7MjY4PdOy0FG3TGJwdGZ2d/1FV9XyYvXggmdUGduVxNwY3W0scPU9Z/un2BX9sg6BU+jAm5Jw3aDeGwCWrhoFI7XGaDOizgEBvV61DX5cGryxdGfwx2VVW+yDzwLGNPZ0v5+10RnXpw0pgSm4EWH1ZvR8v07Gx/dXHvctB+OHBi9qd4drb1dLKQA2bMwIguKF9i3PT20ddndx8c/qfuVXHft2/C9o7spdxniqCNCbtM4FtLUsKBbUxYb4wKFcElF7vO719bP79/l3/uZlxwRcH5sqc3P9iq8bVBvwXVwAR1V4/wJ/t7B7q/HPb8tkaip/Vd78hAZ1NFracRnwMG9EClgcSr44lfSgoLkiIentn79e2z9pb6B/H/XpcCFbqwi4nqTOCbRfglF1VyqE4WrtKlsqRAzo7NPe3NLSUvizNTcpOi6kvvvzi8rdKAFuqBH6ag3knmy9uiPtFg15fXzd5z6zZadgkb+8U/Gm6d+mqK+jlAoAM+WCiV3Dxd/fxmzt7oN7mXv5W97fzWcN1/Va4cqNaHXSxUZk69sqbfW6CvbKrTmPqgA85JU+8uZ3R/ra57+Sg/7e976Zuaqp++2B5Wr0UNGkOeGagOs+cJvvWPCeufX6pzB40XNgnGBb1DXU0H/241AQOmgKcBnnpY1pc/L7l9rODglq9vngy1fue39+Y6LXynAvqZUGCG6xerjdviGRbVqwM+rl/b+bW8JDOt+GzS9/KyYT6/4UnxdY35ZRqgn416zGHlIly1CPE5mM9GFXrUZa0/m0pKB7t7v5e8eXBiW8nFA+3NlWXr1vzQApOm1IAZaNzkOTYrFs3O9n64znMDP56fmZidHZ352Z66RWAGfplQ/ZrgY8zazq/lJVmpj9O3N797PdDVU//8Wbb2vE9q4AcLCTm4eiEssSd1i6gfHMwzws/kwXWnhd3tHYOtHTUvCu8div36MrfuVf5ne61hXfCTA4SLQOuFQ2Ozs6KZyZ5U9+7lqLf+1dTsbH/Xt+blBmJLMGVEtenjT/u3djdVvspIeHXteEd19diPHx8vXLipAGt0wYAJarOAZTaknEtaOHCADb8bgXwZ8CAmbLRXyKup+5RzuSgltr3qRX3e1RrOvCk9MLMItDpKCWtKpmZnhX2drRuZHVtMxscHJmZnf7x/2e04b8oCTOuDOlPFyqLs1vKnRSmbSvKv9jfUjQyOvozbXSgD2o3gqAn6aglLrVCbGexnowZjdF0GfLicOfpjsKui/PmVlBfp2zuay8vTdnXpgikmGLMCje4GP350iGdn+75X9vjSfacCRbOzI//N9uZd6V4IfllQI1qg1J3TUvqm7kHm/dSNtU+Kfnz73v616Y4t65UC4BvDARNcbw5L7UilFeSboX4WKVEFV/XkGj6WjPb0NpW+eXh8W+mtk83Vb154cr9pgG5DqpkF3q9fWf+tob2no/LMpkobUJqZ2C7sav5W/zZ4SSMTtBtQ1Rqg0G9p6fP8+8d33dj314f7uV/LSt7evXVCU/q+Gqg1QJVM6okZum+J3rBhnRFVrk/dVgRnrNl171/XvHj27Nq5S/8GvLye/rEo+6G9dos66DKhytmg/PzB7/yOxu8N7xNWfF4h+eXDw2+97Y2f3nz20P/GAl164JMWXZTwd+mrvKzdobfTd1Y9KWiuriw+eeKsHPVGh2o0hOUs+NQEPjaDZUxYY4Cea1PHZeHLG9e7Wr61fHzz8Mzut6cSur7VlO+JEWiDSTYcsQRf/W1HRAPi2Vlh7dOeVUB4e5dodnb0v9mui4d45uCXBRzUAh99Hb7XllXmnHx4+O+Gl08Gvnc1l1fcZqu+VQF9xqjPBNVZUiUOuHoR7OMgoTF5qwSummm11n8Zbu/58qH4Qdrm6nuZjeUvSlxZg7pghoMGzUHLwb+Hf89Mzc7yzsb0LAXd73KmZmeHhvqbArgT5mCKCXp0wMe/g7uaKt9fTH128UB7RfmoUFhdWHRDdU65FvjBRj3mVDkXl9mSZnP4wwR2GFMP5UGup8tgd7egrqHi3u38/eub3xc1viiq4CqJdMD0QqrdmvBe3RPPzg6MDn6Pc+wIVxoRtolmZwfrqzvcVcUWYMYANBvO/3TlRHv9h/sHNr+5dVZQXz06OFqScTJPFnwzROMmqM0MVNih+xbkiD5eqw5d5UmsOtqljQ7owXQ9Kk0XHNIBh3ThIV18QBumaqIoVbhWDnjLEXB+Jfeyl80lV+YRffqQNkjXBUf1qeP61El9KsOYOs6kkwxgAkc+3cUkxwA0rtYRfKkZmRKPDAk6o4zb1+kO/eBN/Jpte5H3zebPUXPQ6yBff3pLU/aO7+7K15VBvJ9HV31Tf8v3l86Wr9VAjT7uNIHtZrDejLRzSLsJqtHDz5XA89Uefe28ji+NO1fY3VEDrW6ybefX16fH9NguGLOATTZ099t74z9/D40Nte+y6VivNzzxY3jyZ1/tx+8r5Ac5oGexXP2lv1uv7GhdrnRfHURb67bUVvHrW57YGL/WBHV6+DsbtpszasxxjTlqNyffmKRcixQrgKex4dOjos9vXifZGr0zAO0RZi2FqY0Ja39YSgxxQKu/qeD714lfs73VxW0eVGt66PCMaOLX787zCTwOGDGlOlfpNNxKaT++/pv93AxVcCElfozf3/Ck+L7enx80QJ0B47sJrjFHTabkmwms0ScvlMEDa3ZHVQ3/27ekSN8zyqDB4Y/WI77VZze1LVEeNKOaOKDx5rHB6fGBseHWE0HfPCWFPbUDEyJhW0NLEJNvCnjcubVHQpuuxzX76r3SBZH6C94X3/vR0V28aulTFVCug5pYVCuHrrbA5WaohYOb2bhMk/FUGRQutx/idTdWlu9d5fRIC7R4azVl765Ji+Jx5/7ggBYXpfaSZyOTM7y2imZfmaatdvzh7pGZ6fbCC98t8QAHdDop1Jzf0XR+a5Ob3DVlcCA2sK+1reVTaaGF1msVUKUn2comLaaozBzXWJDvprjJEH3SRg/lwafkhKFe/oO72bsN574zBo3rrOrvJNVsdhNwUD8HNG1YNvCDPyQa7/x0t8mdaru+e2B6rG9sqPvsri4LMMxBzd7Mqlv7OuJW1VngQ+rUqeTdv4dGPucXFerM/awBmgxBmxnd7KIxYIOGTHHzhsVNhcfb/3WpYoEEoz9e3rs3Khx4l7y3WB6U6eAmY7rbBDVy8Fcz3MlBzca4VBs+VCN11++O9Q/mnD+9WwNWmoL2rbZNt+Kbw6yGOFBgCr5sXTkiHhqfnuWX5HxfCvjPz478nh2ZmOhK29jDAQMWoHmTbWPBobZt7vVmYJc8OHsgbnpUVHbw4BMV6pMWajaCnaa40YwuN0ctZrjDDH/VZXxQh7k6f357/W6i70fG3t1XNECjw9yO4xH1d5I6V+mNcqjehbjtUurI1M8R0UTbQa/vHoyu+hfjs7M/OppaPQ2GzEC/pcTXeN+WvPT2SPN3emCPjU7tx9IfPMGzqIBncqBSl3xj0t0cXGtOV5vh7+aknUnV6aLniuD1auf+9o7vDXW7V1jnqYPGlSotV3bWntzUbSM9ZgHalsj1VX2Y+PmrX9j+fSPr+9/mQ2P9gz9/DpQ+63FdMGIGBPbSNae2tF38u9VF4a4G+NfTUdDc2N38PXfJoneqoF4PtpnCb2a4wQx3csg3Fi7XoR/Lg5K4hJH+wY9Pn241VXhjAL4H67fc3NmwfVW/BWPIHHzx1Ovvbh6f/q+/vbbde073ydCR379GJmd4hefaralhc9Dma9CQk9J6OLTJjj4pD3aFrB7tG/haeP+hzh/vtamvBqidg1vNGVXm+CuHdJrhJgNcooXuKYJP58//Ny7Oy8xMN/ijypxq3+3RUHCgKYwr5FBdpqBhhw9PwO8fnWjJ3tvkABrzjv0Qi/r6eY0b3btNAd8E1kXY1tw52PSv22cOiNeTuJ99o7+T9/pQyj158F4b1hrQrWxczcGfTEi9GWliwipd/FwZPDBRan77tqelNWVj8BkVUOUw72tqcNmVXV9dNfs44JslbL1zZmBsXNAvbDri37Dmz57mj/zxkd6m2u8BrF4TwDOXrNjj03BtZ/Nag2I98JeFRsnTRwPdvXcjAh8rgTJt+MUYN3FwHQdXmZIWNmowwu+1UJECKDlyfLBX+OjOrW16f3wyBu3rzFtuxX3duGSAg/s5oCFk0eAAb2J6Vtjw+rsH4N3eM/r794h4sjtrf6clGDQH38I4X/IOtCaubbSiDsiBA1uixMNjdZevPlJHH7RRowHsNCXNZqTSAjWZkw4z2KhPSrRQgSqsy8+fGR7LOnH8jDaut6I7U3zqCw60+5mNmFF8C6r1yF9DYtHY9K+OCxtbl4KOD3fGZ2eHfvS0hnMHzMCAGW7e4tZceKx9s2OZMYgzlf1Y/GxEMPBm97/FcqBcFzczJbpMcYM5qbTAreZ0Oxt+0cFvlMEzeybvyxd+a1ti8MpsFdCwTPrb6c21l3Z0OCmNmYMOuzmC10XjP38PDvW1xS/5FqY62N829HN64Et5j5faEAf0cefVHI5uvba7fZXGI22wxZndUlH2o1tY4O3+RgXU6uLvJrDNFNdaoDpzRjGLEa6MlyqSrTowyYgcZ+FThjDDgDppQB03AMf14FFdlKZDb1BHAYrAT56AS6tsr3rZXXFhHzWUSNejTuiDk/pUhhE6w6IvsNApE4lUI7JFj95oJLtDA+5j/pm8Zd3RkyfSjqQlWKvG2yimHU45mnEqJXJ1sg59SBMlrTRJCbNNMaCOqYOdcsDfwfL4oWO7Nmz4V3Fugjy1WxHvVUZJKjBJlSSqMOKUUZwC3icPt6rL7tu6/eihNM+F7DgFcFIdpOpRycHOiS6Gh1XgPj2cEht48tS542lpiYsN4mw1Thw7fvzEqdSNAckGf6SogX0ueqnBVqn64LgGlaxEreJoHdifemDH9h2Kc+IVYLwiilOhklToOGUcr4oSVdEeZRKnQOKlwQ627uHDhxITkqLNNFNUqKPaINVyXnKs6z4b9UMaIMlC/sCuXcdOZhzauXWnEYpbZZt+4uTRYydTVtqnqKN9ehL7Au1SV5ok64JjmmCjAtoYEngq48w/fj7b5NAeRRQvTxKUUZIqSlKRSFDBexRJogL+R2nuzqjojGMZfksdt8qBDA18QAskey/c77nwoBqVrEElB7oeP3n6+LGTyV62uzjz0g4lnzh55tCODftNpVNVwT47pZRIxxQmPKoJ0lXQan35+J2701KSd2rLx8nCPcpojwqVrEz2KpM4FZiogveo4nhFEicLtmvIpe5NOJCaFmHH3qcIjmlTB5gkJXpp4jKjA+owmT035a+Nx06eOpKUsMts3i5H/cPpacdOnkkNXp2iSVK06ERPixRfq2Q9cEwLbFOgwle7nj5xZsf6qH+VJPcoUHHyOF4JJangOBW4VxUnKpE4ZbJHAcXJUNucHNLS0/bs3OSvK5WmCg5pgRRLqaTwxftNpdOVqf3Wmgf3JRzNOJu8bcMuY7wvdEX66VOp6cfi3RelaMIUvTkHgp0Oumkf0AZH1fA61T+jA9deOHVxm5/vX/NJghzaKw8TVOA+g3mp2ox95vL7I5cmc5VStcBRdRCkK7dv957Dh9M3cy32yIA4BRyniPYpwyRVuE+VJCqTOEWYoEDiZeDmpc4njmZsjI4MUJQ4pk4dUwP7HdRSIlySDSQPqoBEB72jhw6czDh3cGvMLgOc+lfYidPn0g+kJC81SlUFSUxGcrjjfke5I+ogQ42EK+OoQP+TGafiFtvsXgD2KOI4JSpRGe9TYcQr/w8HiVPCCYpwxwJqT0jg0eOnN/h5b1eB6drwkDZIWWu2P9B2v47EAR20b+2ytKMnjh89kbDCcrsRnbLr3+NnLh7evS2JJZ2qjhLtNJMjl6Zw5h/UAgdVgT9H50jqwaSk/ZuZWrvlQJw8jlNESap4rwqMU0GJKmSvEr1HHu+RAzv01PfFxR1LT/W2M05UBOkaYL8hSA7g7ltqkK4CD+hJpmyKSM84ffBgSpy9yh5HrbSjRw6fPrs3KnCfvmSKOkhxNz0cZJOqD45p4jhFhp+9+fGDR1P27I1VkUmQpffK4QRlmKSKEtVJojIjXhHGy5NEWWozx/hI8sGEXbu9teWPqILjaiCZ82dKlFuSpcJhFZDIkTocv/3kyfPpibvjTOclrnU+fvrM8fTjyb5OKRpUsg6V5GeZvMrwoBY4oQn/UYRrXexPHD+VGOS7ax6IU8R7lNBeFZiswtijghOVUZwa3q1EJyji3fPATheHYycytm36a6P2H0c0YJoWSF2qmRztsp+14KAm2LfU5EjqoWMnTu2P9NyhCxJjAo+eOXc09cB+rnaqGko0lU6KWJJir3ZAGxzVAMHaC+J3bE87cmyzg9UuWRCvQOLlcaIKSlSB8SooUZWRqEzi5ek4eWqH8ty42A2nMo6GeDn/rQiOaoBUXZCygp3obXVEAx9Rh0kBHkeOnzhy7ES8F3cX54/D+xPSTp/bt33rXhOZFFWw30bzSOTSAxzGUU1wQIley9JIjks4cfhkLFN/pxRJlEMJSihRBe1XhYkqdKIKI14JJSjSe2Wpv7gL0w+nb9uy2UdtXro6OKEK9lvJJEe7JbMXHFIBexcppu/feyrjwqHdW/YY0fvDvU6cPnv08OH9qxcdUAdJenh/sG2Kq+ZhTXBSA21URIGrPU6cPJ2w2mPXfBCvRO9RRgkqeL8yY48KTlQlcap4jxK9VxHvngd2e684evLMlsiwLRokTRMd1gIpy42Sw532G8w9pEklLrc6cjjt2ImMff5Lt+uBpL9jjp29kL4vYb+Z8gE1lGgpvy9ySYqV/CEtkKYGAg0UU/YmHkw9tNmStVsWxCnieEWcpIL2qsB4VZSowkhUovcokj1yYKeabMI//2acSPNztdypCI5qghRdkOK9cO8KTroqOqRDkiN80o6fPJyWHu/K3L1I9sjh5LRT5/ZuXpfAnJ+iDlKWGBwOd0xlomMaMEmR4W1peDjpwJH9h2K1VfbI0HvlUIIyTFQl8cpwrzKVoCy5bL6EuyzapQNTmSjDhD5nQp9lkVNG8JQxPmWMTxig47pkkwrDX5EEKBCQudrmurf9NTd2hpFkhgF1jgnPs/B5JrrEpi+bME6x6DRDxlkzkLoI/qsCN8gBX45+eERs6LoNa8w0/RYahK1fFxQc4qkxP0Keilakwth0mAaIkgNRClSADGVjoBqyLjLQztZ/LoiSgaHyMEAaBc6jgqQov3nEXwqFycMYWezzJ/Bf7BoWEWatKRUgA6LlSawcFa4Nw4xJpAKOUka+hioRoRHhanazNAAAIABJREFU69evXajnbqoWsS4mPCTS10g7VJoKV6BCDXCkOoiSBxEKMFIeLlT6Mzg0JGD5khApGCmLguVhoBQMmIeDpXDIfBg4DwXKonB5GClNBc4jgStX+Pv7uChLrpeDG2XwBlkQagDCDBgxciBMAYU4Owet2xQRFOipJ+W3eFHYuvUB/oF+OrJhcihKFQezJCOUQLQc2KCAVi5A9lbsqNhYX7Zu6FwQJYPC5Ch/KSpwAeU/H/svQCHyVIwcDpwLfBYuilq33pap5iUNYhTRenkYrgFCmYxIJRStQvy0pML8g8I2bAxYvNBFf354eERE5DofC1awDBUpR4Xp4ggtEC0PwhWp9fLISpasXesd7LcmUBZHSlOhcjBQmgqYh4KkSIgUDpyH/KVRuDyMlKGC/0A+Tg4hkWFLtGSipeEmWbRRBoTpgFBjyWh5GCFLBS1aGBgVGx0R6cVSXGttHB4dExQW6W+sESYHw5VxKGtOqBpYJwdi5fFaKWTF0oxcF+3PtQyZS0XJwDA5KkAK+s+HwTIoQBr7zUNBMjhcDkVIAz8V6ciwkNVujo7SkusVUaQsipUBoYYoRJ+OlAcBSshnsV3kxr+Cg/w8DWSCV7pHrN8c6uUZoEKi5GCEBgxnkWhlEC0PNiqg1VKUsw07MjrKx1A7bB6MkiehslSAFBWigMPlUaSuRJARipIDUfLUBnniIMNYscolIiTUV2lehBQVKQuDZCk/KRS8gApYgP3m40BZFCGPw+cDLzX5iMhY1yVWzvNBjCJaJ4fXKYEQJiNSHccokCAlHLBsSXjshlBfLzctST/P5VHrNgS5uvkq4Eg5GK6JQvVhjCIIV6BiFYnrAmqJ7cKI9ev9DVXC58MwWRgoSwXMh0HzSYg0CpqH/ObjUHkYLgfD/wTeelqR62JcFhkHSFGb5PEmGSpKFQSz6SgVEiMDQvSUgwLDItZv8nM09zSQDgkKDF2/wd/BOlQehctTkQZzgvSoKHkQLY+i5bC10p8+gd6hXmv8pEmkNBUhC4Olod98GCwNQ6Sx3zzkL4XD5GCEHAycD0Pc3cNC/a3V5cJkqSh5vF4aRGiCYDYdrkhFKEJvtnZ4dEx49DpvSz1fa+OImI3hYVEBRkrhMlSkEhVqzAjXBNFyYIM8DJWD1toyoRHBAU72wfNhhBwOl0WB0jBwAQySQn7zSKAMClOAUdJojYxEiE+wj/dKG1k6Sp5aJ4fXKYJQQxSlSyLlcZgS8rMyjYqJDQsPW6EvtdrJMjp2Y4i3n4/q/HBZKkIFhRngGBUQIU/FKGBfKcA11I6IjfW3YoX+CSJkYbAcDFiAAufhYGkcMh/6z0PBsjhcHkQsAD4KUqGhYavdHFZLw01yeKM0XKcAglkoSpOxThaEqcwL9lwbHrs5eKXrap25gV7Lw9dv8l/uEawiESGLInUkgoxJpML/3k2cZGgPD+eIsHAflQWRC2CULAqVwf4LYLAUCpFFAfOx3wIULAcj5WHwfBBoZRkTE25vrL1WCsYooHUyMEoZBLMlwlRQpBK1VkcmNCg4Knaj/1JrL2Pl8IioiKgNwVasYBkQpUCFG9KRulSMPIiRo9bJQ1tFCV//1cGeq/xlJSOkSZg8FSxDBcyjguYDfyno+ycJkIMR8ihSCq1RmBcWFLl65WJ7KRitAGPkUIwSCGHiKG0SrYBDFJG/vVXkuo3hwQHLtf/wdnOOit0QstLLR2lOuBwVrobDDFCMEohQAOsU8Eopyt6MGbUhNsBUL/xPEC4Hg2RBwHwYNA+FSKPg+ch/PgqWgxHyMGI+tVZNKSIqyt3B0lua2iiPNknDaCUQwiYR6nSMLAjRkA1eGxC2YVOQq/0qvflBvmtCYzf4LVsSpEjC5WCEnmSQAfqfxrHyxFZO0nPN8vCAYB+FuZFSVJQsDJGFfguooAUoSAb5L8ABUjhEDkXIwaD5INDZMTIy2EZXNVCGilTAMbJUlBoIZjPClagIRbDGQDksPCJy/QZfO1NvU63w6NjwiNhAM51QGSpKAYca0ZHaIFoexCjgKFlkpTo3MNQvwN3FXwpHyqBwORgkBf0WwGApGCJFBc7Hf8mQYzqMA7oSB4zJeTbJNJW4xCYX2fiSKeMCm5xhojN68B8VRrASI1iRgOve3Fu+NneWsy6yGJdZ6KoJzDSlrnBgFpu6Yjr3vAnjrSXhLWW0ryWfHMg9I3DNSaPw+rXCp88uxsde3R1d8Oxl7slDmSZ/3jaEBdYozxkVmtF5TFLEhJd1YIgN89zt03dDl99VA3d1YJ4BfUMTZymSqyo4Uwnf0CD5RqhAh8pVAzdjQy9dy4iw1MnSRUVsmM/CBeY43xEXLqLvGlCXrGWzL57Kf/bmwr/hmfs25j99ln3x9GWu3A09cHchLnKk881IHpsuYOFcfcrfUOpC1uns2OBcdVCoReUa0jc0SZYSvK6KM1XhZVVyUwcXGNJ5OjBbBd6N35F+KmWjwbwiFipgoXwmyVsEC5xJrgXO1gcXVi7MvXfvbmH+2Y3e2ScT8568vHFkfybrjxxjqsCBcc+e5JmiPCZ4yMIHdOlQL5sbWedvOhne1QAFunSBAbmmQa4q46vK+LoanWeIi3Rhriq45e164/aV6GWWZ7TJfTbKZ6ECU5zngAqtSZ4RvGIicT19X97Lt5eStl38N6Dg4ePbt25cdtW/rgtyzHGhk0SBOcpjkjwWvG9IhamTtJMpt+L/va1FCjVBvj7O1iKZSvCqKr6qjq6ooOtapMCALtBFt5WpW1GBl26ciTFRzmHiIibMN8L5FjDfGedakdsG4KKj9p2b2QUPHp3fHpaV/FdB8YvbF05ftpK/bUDl2zCKHOg8M5TLou4xqdO62M/J+MqNs9leTjnqIF+XFOjjG1p0phK+oY4zVXCmCr6piwv0cYEGyDGUvXUqbcvfgZs1Je+zYB4b5bJIgRUscqbzTEm2Nrjob59TUJBbkHtha3D25RMPX7y8tjnomh68zUT59qTQDhexUL4xfMgCh9SoGB/3OzfPXbXSuKcBCvVgrh68rkpu6eG7ZqjISaLAGuWzqQIW9YBJNmjP2bE7+s6JgzeN5uRqo3w9fEcfX1UlWUokUxlnqpA7erjIAOarg1sWyncuX9yxOXiXhuQDFlXAQgVskmeD8u1RoSm5rgcur19z93HxrcwrGVHL7t6+lvukOGu9V5Y+uM2i8h0YRdY4j0XfZcNHLJygDDZErsnLOnfTXLVQDRTqUbd0yTUVck0JXVXHl1XAVXWcp08K9HCuGrhubZifm71+td0pPfSQjfKNcL4JynNABfbkLovKNJqTdTCu8NnLrGPJ5/7yKrhfkFNYdMXHLlsb3rWA95wZBVY4j0UVMKk8IxxiIJWatud23D93tKhcHVyoT27p4EwV+roqzlLDmUooSwvlGeAibZSnRuX8FZN+JinQSCFbH+eboDwWzjNDBU4kfyG5pQ+ucBVuXDxV9PRZZtLWqyn/FD59eud0+hWzubcMYJ4VLnAihWa40BjdZ1HZ+ijIRPPKjTNZQR556lSRDsozgNkaKEuZZCnhTGWUrYMLDXCBFsjRpe8cTDl0ZFesnnQekypg43wWzluI8h1JkTl9SxdcWmWek5+fW/TgdLTbrbOH8549v5b0zxUWuWUI8mxwkR3ON8F32aSIhc+qg+DFnJycq9fdFhWogCJdmKNPrqvhLEV4TZ1cUYVXVPFdPZxvQAq0wDW9BUWXzuzYEpSoTT9ko3wjlMvCeVwq35G+y4HXddHFTf4FT5/fvHbhTPTK3FuX7z56mrU56LoOyjGFRU6kkEvyTFAei3rIJJu1Jbf+E3z7dPpN43m5WrBAn+Tooyw1+poyuaaOryihLHV8x4Dc00UFyuDO6qUXrp30tzc6rY3umcA8FskzJQUOuMAG5xhSmSzGtYO7i569uJZx+NL2sLyHhXk52ZnOWtm64K4FLnSiCxaiImNcYAwLmTBKQyrteFL27g23NfB9TVigD29pkyxllKVErqqgTCV8SwcV6aN8DXDHeN6djBOJezdu1ZpXxEKFLKqAifK4sNARF3JItg64HOhw9/69O3funop0uZN1Ou/ps6s7oq4YoVtGIN+evmeDCtg4l40fMHGaKojwdMi9k5ntYJSvCgp14R09OksVZSmiqxokUwVlqtG5+nSBAcnTAFlstaJbmZvDVh7Roh+YwHwjnM/GeXawyIGRYwKvGtBXdsXmP3uZfeHkmfUr8nKz795/mBm5/IY2zOXge06MAmuUb0Lls6h7TBKt+8fuxI13Du27pUff1aEK9ekcXXxVhWSpkmvqOFMZXdPEefqkSAflq4CckDWnr6T5W2hn6qJCE5zHJnkcXOCE863pO/og0/zPaycOFD57mXU4/krc+oInj3KzLl7hKtzUA3mWJM+JFJqhIkNcxIR5RjBUT/70xfTrG4Jy1KkibSrfAN3UIleV8XVVKlsF3VFDLw1wiyldZcK4yManTOdkc8hNM5Rtiq6b0DfMyFVTcpmFdmihcBUYpoLALR+b/AD7/NWmV80kbjCpHCa4wwI5bHjTFN8wnf/JUXLMlQwtJl1uuHUVqbSH7xbTby4dqG5tL3v1pPTZo6rWtnf7gj/YgE+OqHY5KXdC1VzJChtUb09emdM7V9kWP779yc+yhg1q2KSaQ5UZo3da9CtN/FETfjYiNRxYxaSqWeBjhMfzp7e3u5q9taBr7HGlDankkkonXLOCVNiit3bkzdFdNS1dbx/kVb8vrmr89iYj4Y0dKLEntcslKhfjChu6wpaus5cot4IbuarFxXdLo5aXG4MaFqg1xZ+N8Hst6o06eqOFP+qgCmNUY0ZVsnCNMajeG5udd+HAIuVaG1Jth6pscJUtrlhKqt0Yn6yoZ+4LPj/Or2pq/PDwzqePb2ua2ovjgz5YgfLFuMadrrLDVdZ0uS1scMDXTCTiYr1f518vdVaqYoIqNqo1g+XG9Gtt8kELlhrgalOqhg2rmeDDas774txdgS4PTBj19rjSBldxSYUDrltBKh3wO2vwak9QdVPru6dPKp4XVDd/e5d99tXiPz7ZoOrljKolqNKWVNiQajtGAxf9w55/J+9i2Z6YMmNQxQK1HFRuRD5qwzfq6K0meq+NyoxgrSmuYsIqY1C1bvmD4jt7nfU/W+NqO1TJJdW2uGoxrvGQKLNFzxzghxunKltaPxYXfnjxuO477+mJXW9tQZkDqltOVzjgai6jzBbXOZAic/Kvt93z+zkfPdk1TFDNomo4qIrJeKeFXmlRbzVJiS6pMMHVZqiKBcrNScmFg8fT9xxiL2iwJ5W2qNwGVXDpKhdc6cYotULPVimVPnvwubG59MHd0srPFeXlr6IWvrMAJS50vTujypausIEVtrjWEWYyGXs3BlU/ufXJVrqOCapMYY0J+qxLPixEVR509TK6iksqubjCHtXboSQTqTOn9r0/kVxhBquZVI0JVcNBpXr0Ky3yVguVapNKFqo1gRUsqszqj09Xz5xI23mSueCrLa6ywVU2dIUtrnEj1csYpVbUc3+jz29flpZXfiq6Vv+1vvT9+1eB7A+LQNUyyWo3usIeV3DpMjvSbE8yDEByfGzlnUullnOrmaDOFFSwcYkeeqtJvdHC77SpT3qw2hTWmFBVTFjppPzpyd3E2DX3zRj19rCSS6pscaUdrvagq5wZryzAy3j/qq9N5Z/evLl/p7al/e3je0+Xy37iUjUedPUSUmVDV3JRpT0ut8HbFirdvHnm3a6YKhNQZQxrObDKFJXokjda1Cst/F4TlxvjGg6uYlOVLPDpL6+CgqtbbXU/LpKstsUVXFTJJRVOjOrl5JMteWeDXp+Jr2rrLnn+qPRVcVlT8/sjW94uAh8c6JoVpNpRotIGV9rCagf0ehHjb3vW69cFJWEO1cagmg1rOajCAL3TZrzRwB+1YRmTqjOFlUxYaQI+Jm+7dftUorlaDZfU2MJKG7rcBlUtRTUepNSaeuki/SEvq+Jry7v867VVnz7X1L/atvqdNShzYtR5MCoccKUNXW7LaLSlC9ng7wDnsmcFn5bqVjBBLYuqNsGfDOB7TfRGE7/RRiW6sJqNa01hFRNXmdE11zKOpm2/ZPpngx2sssWVNqTaFle6kmoX+r0leBZuUf65rKKm/G1Rdnld3efPFU9COR8XgUo3Ur2MruDS1VxSYYe+2OEUk3nHj+5+f+ZwmQWqYoJqU1jLQZ/1ySsN6pU2fKeJPxuSKg6uMqGqjEGpp9nzh7e3rrG9z2HU2qFKG1RpgyvtSc1yVOpEPi4Cz/asrW5pLfn4/vPjgrKm5k83z7x2JO+4qMqDUbtUooJLV9jCKgdYaY93sRVzci+V7VtXaQxq2KDGDFYYw1Id/FqTfquFSnRQBQvXmlIVTKrCHJVkpFy5lHqQLVdnh6ttURWXrrQlVW64xp3+ZAVfrNIofXLvc23Dx4Jr9fVVpWUVL9Y7fFgEKhYzaj0YFfak0oYut2c029HXjaldsd5VD2+V2ClUMUGtCVXFxiV66J0G9UYTv9WCpbqwxgRVmcBKJqq0nldZeO1gXMxt0zn1dqjSBlXZkAo7XOXBqF5Cv7UAz/9aXFlbV1FR8u7erarG5o9vXhev1SqxoqrdGdXLcKUNXWmDK+xQrS2O58hcunjo3cHdFRxQxQQ1HKqag0v0yEst6rUWfK+Jy4xgjRmuMqEqmaA02Onxw1t/L+O8tKRr7XClDazkkkoHRs1yVGqP31uDFwfXV7V1lLx+WfbsfllL04cLya9twXs7VOPBqFlMV3BRuQ2qsUelNvRWc60HT2592upVZQSqWaDajCo3hJ+08Tst+EETleuDRg7kLaRGFsIOB8k88z9vG+I8Y5zLpO6yqNtMkM2ibplI7NVhrFOlYjQweLbW8tla68eu7BsG9EVNcNmAvspecNlk/g1LmRq7P6ZWSEyvRFMrqCEPasAb94cyegLA1z0rhYMjvD4hb2Co63tL82YLfijoD2LwV0GeKxC6I6EbGXSRrOKgOJ/FX18/6PTSEDhSQhtGL5fqXYR62KjDCPLZiL8IC6xRnzWj1w58D+Y0fniSsJJbb4n7XLDQDQncIN8d8DyRMFiiN4j68q9jO6+jp/9HD1/Yze/98q8LL5QShEjwV8Eed8D3gL3u9A+XP1q41GauVvXbR90xtnwbqo+LhVzEt6J4plSrHvVdD/HMMM+KCK2hkEt6naieHatfPs49bqvaZ4/6XaHAHQrcKZ4rJVyF+GGk0wc2nI7rHRfxBF1dPwbbv9Y3RpvwQimBL+5dTvHdkdAd81zpYVeJXCZO2hbBv3ezw+UPoS0UWkO+LexdhDuNUS8L8RchvjXq49J8O+r7KpXO14VJMWveslG/Cxa4QIEbxXOjeKuAIJDBD4WNMUatjZW9Q8M9PfyewaEvB8I7A5AgnMH3onluFN+d4rvjPtc5Akf4r/HcF49yeXH+PC7os8F9XMRfBHnm1Hd9qlWH6jHFPCsssEJCayRwgF2RZmWv7h3yMO22hgMumO8GBe6A5wr4KxE/iO4JoGr3+vcOjfQIurv6hR3dXV+3u/QEAkEAEayket1gnzvudcMDLhJvOXB7oEvb8/tdnqpCW9BngwU2sNca97Bhqw7VYUALzAnfGvPtKKEt7LYBvafir50/fMxoTv9ihsAFC9wA3w32uoP+NYgfLtnuT+qupLaNjfXwu3pHx5pf5Df4/imMJHw/WrCcErhigTvku5KBpSRPH6buWi94cr17yRyBLe6zQUJryLdEPF8i8MY97kDgjoSuhOfGGHSmU5l/3r5+pu/ojm5bIOCSPhsksEF8S9zFhF3GUGCBeVzYZ42FtrjNnuJdPnjt0tELRn8MLCUCFyxwo/huFM+DEvjg/nC61U/ya+HZ7vEJXi+PNypueXC1xXeeIAoLfCR6l1O97kDgjnrdJEeX0ue0wbEDu/runu12IkIb0meDBNao1xJ2GlMtOlQ3E/EXEoE1EnIpoS3d6Tan8971o3tiPpjioWVI6IoEHpDvCno9KIEfLQyjvoTqtn9t6BkY6BF0dwyONF450L4WCUOJcDXiuQOhO+G7Eb6rBM+e7LBUevXwNn+nD98O9HGJ0Ab2cjHfHLbpU626mGdKBFaYb4MEtpTQBnSvcywrzt9hp9dihQTLEN+NEnjAXjfEXw0EgZLdweDLTpfG3p7uPn7PD2F3Z1v1Bkt+KOgJYghXUwIXJHDDvW5I6Iq/WOJtSzj1n550hXKEXNBnQwttoMAK95igTiMo4CCeFRJYY6Et3WUHuhKCXxbfTTVX4TlgoQsWuEGhG8VzB7w1qD+M0ekHvmRs7hwe6ubze/pH2qtLvoZq8SMRP4DRuxL1ulMCD8hzo0eWzXnKBDuCPXiv73WukBfawj5rzOciviXksVCLDugwgnxLwrdmCLiUwJZ0O1P8c3uvXk7LMZ0ztBgK3JHAg+K7Uzx3SriWCMNx89o/mosLeCPjvYLOzqHh1qd5LX4LBOFQuAbzPSi+OxK4E54bPbiYHDH+I+vSUeGZfT32QMglQi7F56JeS9RpSLXoIh6LIbBEfBsksKH6bKnO1Wqtz/J3+y19a4r7lxG+CxS4w143xF9J9ftL8MKopkjdhrry7uFBnrCXNzxUvT+wyx/0hkgK1yCBOxS64V53yHclvfaMeJbcs6c5/IRAvjUQ2uA+a8S3hr0c1GWMuoyQwJzwrJHQGglt6Q570J3+d1Fe5lGWVJ8zLXQhAncocKN4HqDXG/WFSXT4oq/X9nePjfN6eT2D421vHzUGKPCjsMBfsnc5xXOnhO6o140xskwixwDs+ztUUHyza9lcoS3s5xKBDepdiHqYVIsO1WmEey0x34ru40KhrWTXUpp368S59N2P2HhoCRK6IYEHxXejej0ooQ8RRqBGf7mWT6+7h4Z4/K7O4bGW3AutPhKCcCxcg3julNCdCF0Jz5XR74gT2VKFOZeFqRt5tkBo8/9HtoDtBtQ3HdzDpgWLCN8W822BwBZ0+bO+PC/c7mZWZYH7lxK+K8X3AL1uSLAK9QdIdodQjRsXfm1r7h7s7/4h6OkTVm135wUCXjBD4AkFbpTADfW6IaELbueS7QvVS97c521ZxrcGQhsk5CK+FRJwcLs+6TKg+yzQkDUct6dE9vjnMro7dskjvyUX7fTOczUvcjXOWyicM5a8pi+Rokj9Iw92KgNwP9j1VmzAjW2bsxL2nD154kx2TvrDxwmPniUHeQ3bk5+e9KQf/cuXnvaRnPSRmNqIRBthq5dcb13J1H+/pmdneSXPO5fPmfwHTEURkScWr2WI/IjIB06tZNSbg/TNvryim+Or502soERL4YgTHnaixxbBCVM0sYgx7kyPOCHxUjy+HIz4ybc9f5AW5NayCIhXo6m1cMoXi30kxJ5YvB7NbMZtq+b1lr4Wzf4U//7ZU/6h3XOBeDOYiCUTnnjCh57yxRPeULxSotcWJKywaHlSOOynLnYD4mV4yBFMONGiRWScQ4+zodgWjy6RGHWEYldqzAP0hxpXvynO9l004UBNeSKRD570xWJvMuEFJ/8i44GwbYvz0OiQeGbm5+xs490zba54eiucCIUiLzzpR4v80Yg3+rWcPGbiq+eODJ7bP+5Bid2QaAkaciRDjkTMQSJLxrgzY9gJTyzB48vBmKcEv+j6iR0xn0zA1Co8uQZO+WGxD0O0GonC0c+tjG4P0n4vSzT7e/LXVF9bW2ug3kQMEG+hJzyxyIdM+iHRWkq8WmJ8MUriqpQ+KhpaZylyB+JleNgJjDnRImsyYUaPsZHYCo8tlRh2pETLgMiDEnpJf3tamLnJc4BLzaz6X1MkXktEnkgcCyeiYHuI4Y+u76Kfv2Zm/2t/9/iL+x+TWyhxFJzwJJO+ROSPRn2o6ZV0OQuc2rtZmHN+fCVD5E6Jl6ERR3rAmSFeiEVsMmZORDZw1IkedUaTrhJiNzC0zevN47vnFsrNuDImPCVEPnjSD02socVrsWgbPRQAGmKdRKND4z9F4z9/fjuTOOAFpnaRyUAoXgMnfZDYD054wyl3xjNTyayLR/sy4sdd4IgbFjvRw870uDNjIhqI/ZFoDRH70RO+aNQLTS9D56xU3hQXDW91H3cHYhcysRgPOTLG7IiYQ02YEZG9xPBiPO6EJtzQuAcYOrQ+/861LCY95UEmPeGkD5z0JWIvIvZFU/+SYW/QmOA/Jp6c+Dk+NjndnBQ+4A3EO/GELz2xhoj98KQvNe5F/3KXvGYMss6kj5zYNuEBJtzIiDMcdUYie3rcDI2bYBGHEi2THHGEE0uAyB3+cAH951PuXDlau0jylwcSeVOTfkjsi8WeDHEwmPqb9K6U6Cq+If49OzkjHh4QlEcuHAsF4s1owhuK19KT/vS4DzWxGg87gKPLLepePBgJMxa5A7ErHnNGQ46S4zZIZILHTWiRNRx3ooedkMiFFnuAYV/19udF6cFLu6yA2FNC5E3EfnDShyH2IqINeHwLbPaYL6h8P/l7RvTfz96Pr7o8pab+pkTrsHg1Eq8lU35I5EOJV5H2ReR4rHfL49zBldIiN0q8hB51YIwtkxBbUCJTJOYyRheTEUcodsPj7mB4s93HF4+PczWGl0LxajzpA6d9sXgNQ7QGTW4h4nDQFG461Ns78Uskmv2vNTujdzmY2knGw8i4F5n0JdO+cHwNnFnB+GAKDm+N7Lt7cWQFEblRoiVoyIkSOdITlmTclEyYQJEzPbyYMbIYTLpRw67gR7x/8aO8Yge538so0Ro06YsmffGkFy3yg5Nb6R+rQNuZ7WO/fomnRZO/flYmhvZ7gql/kMgXitbQk360yBeOrME/XcgFS4XnD3OHdnr+T6fxxXjIkR61pydNyTibMb4QjTmhYSc8sYRMuuPxFRL9dy+d27ephAVmVkuI1hCxH5r0JROetDiCiLfTHcuottzz07O/RL9nfnSYZW/cAAAgAElEQVS2tYaZimOA+G9a7AVF3njKH4l9qAlPMuRAZ7izS58/+hHCEbuB8WX0mD0ZXSopsoMiM0rEwWIbxogzGXOGIjc8vhwM7fZ8/qjgtNl8kQsRe6IpXzTlS0ReWLQWTm4lY4GgafOS0ZGR8d/jEzO/vp2K71sFJnfh8WAyvoZM+pEpX2rcC/9cLvGABTKSdw1nHhlzp0RuaNwZDjkhsSNjwgKNmZAJUyhaLDHiRMaXgCk3NOgCfhz5qygv8z133m83IvLGk75o0peIveiJADj5D+5bATtupk38mhVNi0Si8Yq/3Yf8wORWOLEWidbQU/5kwheNeeHJxTjDTufji6LhjfZj7kDkSsYXo0FHetSOiE3wOJsWWaEJJzLshCaWkkkPNOq5gP/gzsktAV/NqOnVEhNraLE/FPsQkSdjMpqI/8XflhHei4Kp2Z8T/80IG2rafDXFm4B4ExF7oklvMuWHJn3BhCfdx2Uc97WvfXp/yFtrwh1MLKPH7OnRpRJiLp7g4AkOEXPJuBMRO8IpVzzlASb+cfvwJH/H9eyTdd+Ovf2c8fj56bt3b2ZmJcTERDjaxHC0QElNzevWlhc9vBeDoy8mZopnZ5/P/vfmW93RmGVdVtRPH3o6UHI6hJ4Oo3+GSvy3EU9Gwk570JyyYeLnf2O/frUe2PjDCUyvo2Zi8VQYng6jp4JpcQD67U2qzMHl/Vt+nNk57g9E/rTIE4rd4IgjFHHxtCmasMLjznDCjZpcBcX+EuN+9MC19OP/+H/lgt/e9IwfnA5Gk2GMmUDG5CY4GQP7nMD3PZHDM6LxaXHz3qhuZzAdBSY3kskwMhlBpoMZPwPwby+61Rqc/TdImHV0wkdS7IfEq4FoGRxbjEXWaNqMiM3wuC0Yd0EidzTphSYCiChwfntR5r3Y5SP2YNqfmg4g0yF4JkxiKozMbMIT/lTH4jm9hTdEs7MDfb1fQmz6XcDURiiOIVOh9Ew4YzIETwag2dX4gaXE04I7ooQVE75g0ldychUWueIRByjmQLEVGXeEE66UeAWc9JOY8INjGdsuHdr+zhL+9qZn/PB0MJ4OY8wEMcTr4dQGanAZaI12GRgUimZnv59N7nRC4jAw9RcSh6HpCDITTM8E4F9rJfrtqDPBzm13L4sCZcV+SOxJjbtQ40vguA2aMaOnzPA4F4wvwyI3LPZEEwEMkQ/h3zhStG8Dzxr89IVTQWQ6mDETJjkdypjZgCdDqW5H3Hk2ZXx2dmRS3PiPb68jEMXCqfVoMpSeCZeYDCbiAPjfGlJiTuVcPCnO2DzuDcR+EpOeWOwKR5yh2Jr85JApSzhmR40vhiJ3OOWNRMFgIlLv2/MHp9yMp93gtA89GYRnQvFMmMR0OJ7cQon8UJujZO+DnOnZ2d7G+tbVeuOrwORmNBmNZ0LomRA8HURN+VHTy+ET23lPC26Kd7uIfIHIB4uXk4mlaMyBmohGk5F4KowxGUpPBsFpX/zLhTq/itPy8v5wsJLYH02upaeXo7GlcNQeTZsjsQUes0PipdSEByVey5gKJONbrV7lXDnPlfq9kp7xRTOBcCqMngn5fwnH14A2F6XeDy/Es/8JSl80uSuNrgXTf0FxJJoKJ9Oh9K9gMuVLfrqi/6upvP/jPKu8/dz9mRm5x3ackEK6LU1Vd1EvliVZsqyu6aOZUZkqTXESAiGFwAILy1KS2JJm5CT0hWXZl14CLCyEtiG9Oj1xbM08930/M5Jt8PtDdv+C8znXub7f81jTrp8+drKUbJXjoDSE9B4g24FoQuUasmEjeq0iWmHpMC73k9IYkcNK8e5jP/vqQ384WHF5EJYn4YaTlj3qBZdhI0gvBfH7HeDFmc7iuffl5cuvPvrgyweZcCrlKC55yAWvuu4h5Sl4YZicb1a+GD723vcfWTtuKI3j8hApH0FaOxQH0EU7u2DDcj/kLUB0w/IA0cdRcZTq3/jSl06EXmxQLh0n6+NkwwUveNR1J12PgHU/ertFeemucPnv/1hbLz2XnjzbCjbCsDSP113koptccqGNCfj34+jpOrD6idR7y/fqxxQ5idcHiOwiog3KGrDuIPIAFu1APwzKx3B5ghbdu5/7dv4zRy3FTnzhOLkwCTfcZMPFNpxYj0M5CV5rYq+ufkFevlx485WnpxreP6JszMH1abLuoRsectFJN8bJP/rxz+rwo1+4R35yRo4opWGo9yuyA4hWpNehCzZSqgZaM9C7cKkXrg9jMQblbOUT//HYj3tvvtgDShNwY4que9hFl6Hkp5dmSfGo8vLgTef+9pfS5cvv/Pfjz3TuWTumlKNI9+F1L1t3s7ITXRjDf++BD/bc9vRPv1/0fbg8BsvDtNSHRAfih+CFanLBimUD5M1AdKLSUVwaw2IcXvh8/KsPf/anDvD3Qbw+StedaMNLNqbU8gxcn8Vr3cpzrgP87Dl5+fJLX77/zSZS9oD1CNxw0Q0XvehCG5PKhRH8zkGwMn3khe+t6qOG0iQqD5FSN+JtUBxA5Vqy7sD8AOLtsPS/kAmfvvmJb61+vu3ajR58YQRvTIJ1N95wsQ03KceBPgpead3y+vceLV2+fPa5vzwzdNvagLIxD9cDZN1DL3joJSdZHyP/OIK/22D87tLnyneN6qOKfhyXeoFoh7IJlWrJho3pNYC3wlIXLvXD0igWI4pMHfrNd04/3n7l5T5YmgQbU7TsZhfcxnKAXZyBaz3ghUn72pmXS5cvv/HDbz3fspWPKutRWPKiDY9adtOyE10YweUO+KWR/a/++N+K4ztK42h9iJR7Ee9A/CC6WE0v2LFsBLwZiS5UOopKY5iP4fXle5b/6c4napRLQ3h9jGw40UUvXXfS9TlYDsH325UXIwO6XtL+8fcXPpF8pwWuB2B5Hq27yIabXnDDCxPw0jA+0wjyKc/rX/+iPoRLk2R9kOrdUGuDeiPYsJN1BxGNULQj2QvKx3F5AknXFX997KF/WfT+159++6PLl396qfzLCxd+e+nyF37+y/SXvnT75z6n/O69t/74/ntPFN59/Ow7vy7y33D9lZPZdz869t1PRn5fo6wfw/oYLvlIOYxKs2RjHutTSHYpTzZf9e6ZM2+98srz7VfzbqXkA6UoKoVxKYSkH8pJ9Pc+/KtDm/7f0udEpkU4Fc3L5CSSg0D0YtFKZC3gbVgcQfogKI0jHmCFKaVwV/93v3z7EwfIhUHMx7D0knIYiVkioqDsArxLebFpx8v/87d3Xnj2mf3btC4g3UhGkT5LyjNU92A+ji4P4t9ZlR9+8Z7zdw9zp8I9TJ8AcgDJPiDbUKkGiDog2qHeD+VxpE9h6afapPL6Z7w/vsv11kGlNIy0SagHcHmG6LNkfY7wEfTuAeVpd2dh49Jr3//Wa9UK7wUihEpzqDSDy0Es3UgfxRe7lZ8OXv/bU58W4aulBwuPqo+h0gCShwmvBbwZyR6kDyj6KCr51aIHaInan+Tv+3nbtgt9QIwj3UPKISxnKI+AsheII8qZBvLM97/3vuBPHb6l2KqICSRiUJ/F67NU91ExgS4NwWetync+Hjn7L5HiFBBepk9BeQzKfig7cakOylqFtwG9D8khrE9h6WXcBd786OFffnbhxUZl4zjiE1D68HoY67O4FCFyAr/Xqjx9ZO/77519+69/fnn/JtmpcD+SEVQK41KY6F4sR9GFPuUP3Vt/8pUHeNIu3Ej3MDmO9UEoerHeQmU1kvVAdDPZB8VxqE9h7idykjz/lY+fnO4sHFI2jmF9CpaDpDxD5BxZnwP6CDp7UPnD7MD7pYvP/vPH36hV5FEkQ0jMo3KY6kGiO7E+gi50gW8fvu6J5X+S7j26F+puhY8B2Q/lYVQKYX0Ol8NIDyDphOURLFqUb0d6X/7S7doUFH4mnUw/DuVRILqJaAB8PxTdWD8K9WFccjNtGnPXtqdX7/mar6HYrKyPUuFEpWlcmiXaPCrPADkEzzYqT2amz1++/MxHZt6tVfhxKGeRnMfrc6Q8TaQTloahbFa+Plzz0tf+tejcoXmQdCE5DMRRKA7j0n6sVwNxCMoeoA8gMYalB+sB9Fbgyr+sPvDr7isv9UMxjqSblEOkNIPlPCv54NoR5cU69up//NvaxqXnvK1r9YqYgHoE6zO4PINlAIkJtHEMv9usfPOjwXf/yc8nFOFjcoqVhqDoR7KDyDooa4Fox+II1gdRaRxxL5WTSvHukdVPpJ/cTy4dxaUxWPLj0iyRs6QcQSUn1DqV/+nc/fIzL7zxxz8/u98ouxXpgXoUlmZoKURKXizH0T8G8X/Vgu9/7s5z6c51tyK9WE4CMQhkHxbNUNQqooOUepEcguUpwoNUm4BvfDH+2J1jr+1XLhzH4v9SxmeJjCj6GDzfpPxtbP876xde+cbSK3YgjkIRgiKKSnOkHCa6G4sR+I8e5XsHrnji6185P1vJPUi4qRxT9KOIH8GyCesORTQC0Y3kUSRHqHQTPUDOTuDnlz/6Y1dDqQvIMSxcqDRNymGsz5NyiKwNwNdqlef/6U5++fKL9yfetSliCMoPoj1D9CAWTlwexnqr8u2Z9hcf/KjmIsKnShctDUNxFPJurO9HerUiW7DoIfoA1MeQ8BDhAeVYzfe+8qmftOy42AP0YaR7cGmGlGZYaZ6s+4Dsgy804if/7Rtnz2l/67tNa1XkOJRRKGdIOUxKfiwn0KUh9GKt8vUT7rc+Fd6YUqQX604gjgPRC/VOIvZD0QBENy71A30IlVykGCLaJHvp1B2PxnvePaBsjBAxgfQA0mcInyP6PCiNoHMHlCcDR8/94/LzX7jnDYfCB6EMQz2KyrOkHKLCheUwuNipfLvrxqe/+WDBfy33QOkiclSRR6HowfohXHIAfkARh6EcQPoolm6sT5P3nJueWr3/Z8duu9gD+BiUTqIHcXkG6xFWnkZr/eClGvjS8r/yf1x+bmHinEORI1CfR6UZVJpB+jQRU2h9CBdalG8uDr/xhUU+qQi/qk8xfRjKfiA6sWzAerUiW7E8gvVBKMeh8BI5pYhsxzc/9/HfHDJc7AX6GCp5SDlM5CzWo6jkgVoPeOaQ4blf/eadM2/8rW0Pb1fkJJRRqM/Q9RAp+YgYQ5eP4SdrlG/dF333Y2MbLkX3YH0SiEFF9iK9DcoaKBuQ3oH1fixHgXRT7qfapPLGVz7yjZnep5qveuYvv/rT+qUnzr/33+fOn/rxD+956Cv3nHpQ+Z+33/jbu2/9z9m3f/t+4Yli8aVHP/b+uCKi1h/dM/ebRqAfV/mUqgWYmEM8hmSClDysMIBebIOvPPb5Fx/58mtthA/Bkh+IBNXmEZ/B2jSWbrrRj3/bvefxTyVF6KqCHxdmiDaNChOKGGfaUVpsg8VBlY9SPgG1aVyYocUAfT98428+k/h9S0X5GFxzYm2a8nnIo7gUp2UvKQ7jF1qU1x770ssnP/Fii1IcIiUfEUmoRQmfYyJANCe9NIx/bgGP350ozO7lAayFmDYNihO4OEb4MSaaEG+BcogWRpDmZCJItbCp4FLev/PQT0+MvtkG5LBadGMeQjwKijEoo0ROknNH0d96d732658/c7v79S5QHKJ6GPEY4hGkzWLup3xClT3Kb8dv+l184JzLtBau0EJE+GFhHBSPE96GtD7KR6k2BkQAF2ZwMcjWfFf86fPJX/RcpfcphUmiBZg2h7QI0uOoFKTaMH6lTXnls5kz/55/vlU9N4hKTsqTqBjBPML4NNGc9OII/rNN+X7Sp2VauAdpQVULQT6J+RjixylvRaIJ6gO0OIqKU5hPQy2kFvz4fGLfr+4PPN9CysdZwU21IBYRXIwhGaPShYvH8DMd9Mz3v/Hs5+96pR0UhpgegCJORBRqc0gECZ8ish//eXD3L5IjZ6e2FoLGYpiIACmOw+II5X2seBCKTqyNMD6KNRfVQmoxVKF5wV/DTd92tZ49pOgjRLqIFmbaPC7EyHqEiHF0fgD9pWfXKz/7f8/Od7/ZpRRHsT5LtBjS5rA2i7mXyXG6fhh8o+OaZ+6eOjuFtbChGGYFPyqMAj5C5TzhMaTNAR7GmpeKUXq+HfxwpvXZUON5n1oIG4pBwj2oOAr5kMo7kNaJtBFVGwXCi4phVAyrmkd99QHXD2ba32lWxDgt+Kg2Q3gEixgqRagcw+/2g+ddtW8+8atnRivfPqKUR5iMkmIc8yjmYVr0UX0MF1rAI72O9z49WxiDImjQwlDzID6K+RgV3YQfUPQjVIzg4hjWfJgHqRauOOdWn/qX2d/0X13ux9okLfoJn4XFKNDiRIaIGKavtinP3hd55Wf/+Wz3FecGmJyEPI55BGrzsBhC3E1Kw/TNTviD6NEz3r3np9VCWBVBwp2gOArFICs242ILlEOMj9DiJOIBWggbtWn0uvu670TGnz5kWh9CfIrwINPmUCFG9TiRHlgcQs81Kc899ImXHv7kKy3K+REsfVjGsBbBfBZxP+VT9NJx8ni18pM7XGe9VxeDRAsa1oJIm4DaCBF9tNgGteNMG4HciUWIrM1QzUvePtH+4484n28EcgwX3JSHGI9ALYrKMaxPkXND8NmeK9789Q+fXxx5rVPRh5mcoTwJRAzLWar5qDZBLvWBb9btev6zJ85PbZIhVghhzQe1MayNEdFLtQNQdmJ9mBTGIPdQHsQiXHFuSnn9M1M/8daJw0gbMxS8RMxALQKLcSzmqBwhb3UrTwWbX/vj75+asL7Xi8UIlhHIo4hHsDaDuZeIMXq+Q/lR6OBT4YNrXrY2Y9SChLthYRTyYaq142ITFEcJH1WL40jzUS1k1ILqOeeWHyQmHu+6er0X8HEi/EybJYUoFnFamgbaED7TpjyZnXj1+998oaPi7BCQU0SP4UIEarOIhyh3qReGybO1yrfm+s/Gatb8QAsaCiGiuXBxBPFhVevGxQ6kDavaKBRupIXw2oxBc9PXPzbwo4WhMwcUMY4LXsbDhEegiMJSjJQmyLkB8OzQjW/8/hfPBppeP6yUjjM5R7QE4lEiZmnRx8QYKR1Wvtpy45l/Xjw/TnmQaSGoeZE2hrUxKo5QfgDo3ViMkOIY4l7Cg5iHN52bUl76/PQvRvaVjuDiONN8mM/CYlTR4kQPY32YvN6hPL04/NrvfvXM4A1n+5k+hkQM8wjmEcjDmHuoPsrOtoMfznW/GKg+52drYQMPUu7ChVHAj1OtFfMmIAYZH6XaBOZ+WggZtWn8rmvXv8cn/tC6Y70figmiBag2hwpRrMfpug8Wj+MXW5SnP5V8+ZtLL7Sic8eRcGERx8UIlHOQB0jRyS4Nkz85lO8lR87O3FqYhlrQWAhibRJqo1gMMa0Z8nbMj6t8jGgeqIVZIaiec9LCnT3fnh16zqKIwA0v/PcP/7B+6Y/FwsqPfvDAQw9+eumk8tRbbz37znt/Oaf9+Zz2ylL2rBMVJ5RCYPevB/e93I75OJEewkO4OIf5IuRZJKOwMEm5Bz/v/dDTwRsLU6DogjyBtAzmCVScxTwIpYeUxvFLXRX/NWrVPRVFLxQhJoJE8+OCl/BJWjyKC1Os6MW6DxZncDGoFryQu7f9atj2as8mMaoUPFBMw+Ic0RagdgLLKNImkeaGL0bMT3quEV5YmMQigkUW8iTR5jGfRsLLSuPopTby++N24dnBPYoepoUZKHyYe6nmJMVeUuwn3MN4AMsAEjOoEKDCpbwXvPaPA7es9WI+gaUXiyAozkO+CHkaakHIJ+H7XvbXudrXAruFi+pTiCeBloHFONJmsZwmwo34CPhj1/a/Dt+me3AxgEWIyiDWvIg7SXEAFcdZ0UukF2ozqBCm572o5Db+ftz29OEd/LhSdGM+jYqziCehyCKRQJoTFl3w9fmb/uS/peABxUkkZynPQLEAtTnMg5D7aWmCvNEFfnu0as17jXArMsyKYSz8WHhI0YUKR+laH+Juyv1Y+JAehsUg405lLbDrTyOV73YzOYGlh8gg1OZgcRHyLBTzCp9ARQ98csb6Uug67iL6BOFxoGVgMQG1eSRDVHixPgqe6a7478G90m0o+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<address style="text-align: center;"><a class="aligncenter" title="Dentist Copii" href="http://dentistcopii.ro/" target="_blank">www.dentistcopii.ro</a><br />
</address>
<address style="text-align: center;"> </address>
<address> </address>
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Priority="37" Name="Bibliography" /> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading" /> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <mce:style><!   /* Style Definitions */  table.MsoNormalTable 	{mso-style-name:"Table Normal"; 	mso-tstyle-rowband-size:0; 	mso-tstyle-colband-size:0; 	mso-style-noshow:yes; 	mso-style-priority:99; 	mso-style-parent:""; 	mso-padding-alt:0cm 5.4pt 0cm 5.4pt; 	mso-para-margin-top:0cm; 	mso-para-margin-right:0cm; 	mso-para-margin-bottom:10.0pt; 	mso-para-margin-left:0cm; 	line-height:115%; 	mso-pagination:widow-orphan; 	font-size:11.0pt; 	font-family:"Calibri","sans-serif"; 	mso-ascii-font-family:Calibri; 	mso-ascii-theme-font:minor-latin; 	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} table.MsoTableGrid 	{mso-style-name:"Table Grid"; 	mso-tstyle-rowband-size:0; 	mso-tstyle-colband-size:0; 	mso-style-priority:59; 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<address> </address>
<p><!--[endif] --></p>
<table class="MsoTableGrid" style="margin-left: -30.6pt; border-collapse: collapse; mso-table-layout-alt: fixed; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;" border="1" cellspacing="0" cellpadding="0" width="720">
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<tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;">
<td style="width: 140pt; border: 1pt solid black; padding: 0cm 5.4pt;" width="187" valign="top">
<p class="MsoListParagraphCxSpFirst" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Examinare   orala completa;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Instructaj   de igiena orala a copilului, explicat parintilor;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Indepartare   depozite supra/subgingivale;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Evaluarea   statusului systemic/topic al fluorului si furnizarea informatiilor necesare   in legatura cu administrarea fluorului;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Obiceiurile   alimentare ale copilului si legatura acestora cu sanatatea orala;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Evaluarea   varstei in legatura cu prevalent traumei orofaciale si atentionarea   parintilor;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Instructaj   pentru obiceiurile orale non-nutritive;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Evalueaza   necesitatea tratamentelor orale;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Anticiparea   tratamentelor ulterioare;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Colaborarea   cu medicul pediatru daca este nevoie;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Evaluarea   riscului de carie;</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-top: 0cm; margin-right: 0cm; margin-bottom: .0001pt; margin-left: 8.1pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph; text-indent: -9.0pt; line-height: 115%; mso-list: l0 level1 lfo1;"><span style="font-size: 12.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt &amp;amp;amp;"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;amp;">Determinarea   intervalului de reexaminare periodica.</span></p>
</td>
</tr>
</tbody>
</table>
</div>
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		<title>Tratamente pentru copii si inhalosedare pentru tratarea fricii de dentist</title>
		<link>http://blog.mbcenter.ro/2012/03/24/tratamente-pentru-copii-si-inhalosedare-pentru-tratarea-fricii-de-dentist/</link>
		<comments>http://blog.mbcenter.ro/2012/03/24/tratamente-pentru-copii-si-inhalosedare-pentru-tratarea-fricii-de-dentist/#comments</comments>
		<pubDate>Sat, 24 Mar 2012 16:58:35 +0000</pubDate>
		<dc:creator>MB Center</dc:creator>
				<category><![CDATA[MB Center NEWS]]></category>
		<category><![CDATA[Tratamente la copii]]></category>

		<guid isPermaLink="false">http://blog.mbcenter.ro/?p=506</guid>
		<description><![CDATA[stomatologie pediatrica (Dr. Elena Amariei, Dietetician Diana Suciu si Psiholog Ioana Matea) va oferi in fiecare sambata consultatii complexe (stomatologie, dieta si consiliere psihologica)  <a href="http://blog.mbcenter.ro/2012/03/24/tratamente-pentru-copii-si-inhalosedare-pentru-tratarea-fricii-de-dentist/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Din 26 Martie 2012 MB Center Cental Clinic Cluj a introdus noi servicii destinate copiilor dar nu numai.</p>
<p>Astfel, noua noastra <strong><span style="color: #00ccff;">echipa de stomatologie pediatrica</span><span style="color: #33cccc;"> </span></strong>(Dr. Elena Amariei, <strong><span style="color: #00ccff;">Dietetician </span></strong>Diana Suciu si <strong><span style="color: #00ccff;">Psiholog </span></strong>Ioana Matea) va oferi in fiecare sambata consultatii complexe (stomatologie, dieta si consiliere psihologica) pentru copiii care vin pentru prima data la dentist sau care au anxietate.</p>
<p>Am lansat un website special destinat tratamentelor la copii unde puteti afla mai multe informatii despre modul in care ii primim pe micutii nostri pacienti alaturi de nastrusnicul <strong><span style="color: #00ccff;">pestisor NEMO </span></strong>care ii insoteste pe copii de-a lungul vizitei lor la MB Center: <a title="tratamente stomatologice la copii inhalosedare" href="http://www.dentistcopii.ro" target="_blank">www.dentistcopii.ro</a></p>
<p style="text-align: center;"><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/03/20120309_181126.jpg"><img class="size-medium wp-image-507   alignnone" title="20120309_181126" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/20120309_181126-300x224.jpg" alt="" width="300" height="224" /></a><a href="hhttp://dentistcopii.ro/"><img class="size-medium wp-image-516  aligncenter" title="NEMO eroul tratamentelor stomatologice la copii" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/46718-300x228.jpg" alt="" width="300" height="228" /></a></p>
<p><strong>Inhalosedarea!<span style="color: #00ccff;"> NOU !</span></strong></p>
<p>Anxietataea crescuta este cauza majora a evitarii vizitelor la dentist conducand la acumularea si agravarea problemelor dentare. In prezent acest lucru poate fi evitat deoarece noi folosim<strong><span style="color: #33cccc;"> </span><span style="color: #00ccff;">s</span></strong><strong><span style="color: #00ccff;">edarea prin  inhalare</span></strong> care determină <strong><span style="color: #00ccff;">scăderea anxietăţii, induce o stare de euforie şi desensibilizare la nivelul pielii şi al mucoasei orale </span></strong>avand insa un efect limitat. Astfel, copilul devine relaxat si tratamentele pot fi realizate fara sa-i provocam amintiri neplacute pentru mai tarziu.</p>
<p><strong>Ce este inhalosedarea ?</strong></p>
<p>Sedarea prin inhalare foloseste protoxidul de azot asociat cu oxigenul pentru a produce un efect de calmare si relaxare in timpul tratamentelor stomatologice.</p>
<p><strong>Avantajele:</strong></p>
<ul>
<li><strong><span style="color: #00ccff;">efectul este rapid</span></strong></li>
<li><strong><span style="color: #00ccff;">nivelul sedarii poate fi controlat in functie de necesitati</span></strong></li>
<li><strong><span style="color: #00ccff;">timpul de recuperare este scurt, 3-5 minute</span></strong></li>
<p style="text-align: center;"><img class="aligncenter size-full wp-image-512" title="inhalosedare" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/inhalosedare.jpg" alt="" width="287" height="176" /></p>
</ul>
<p><strong>Este inhalosedarea sigura la copii?</strong></p>
<p>DA! Protoxidul de azot este un gaz balnd, netoxic care se elimina singur din organism dupa interventie. Spre deosebire de anestezia generala, in cazul inhalosedarii <strong><span style="color: #00ccff;">pacientii sunt constienti si receptivi pe toata durata tratamentului.</span><span style="color: #33cccc;"> </span></strong>Aceasta este cea mai sigura si eficienta metoda de sedare care ofera copilului anxios sansa de a avea o <strong><span style="color: #00ccff;">experienta pozitiva sigura in timpul tratamentelor stomatologice.</span></strong> <a title="frica de dentist tratata prin inhalosedare" href="http://www.inhalosedare.com " target="_blank">www.inhalosedare.com </a></p>
<p style="text-align: center;"><a href="http://dentistcopii.ro"><img class="size-medium wp-image-508 aligncenter" title="dentist copii cluj tratamente stomatologice la copii" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/a-holo-3-300x63.jpg" alt="" width="293" height="61" /></a><a title="tratamente stomatologice la copii inhalosedare" href="http://www.dentistcopii.ro/" target="_blank"></a></p>
<p style="text-align: center;"><a title="tratamente stomatologice la copii inhalosedare" href="http://www.dentistcopii.ro/" target="_blank">www.dentistcopii.ro</a></p>
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		<title>8 Martie pentru colegele noastre dragi</title>
		<link>http://blog.mbcenter.ro/2012/03/24/8-martie-pentru-colegele-noastre-dragi/</link>
		<comments>http://blog.mbcenter.ro/2012/03/24/8-martie-pentru-colegele-noastre-dragi/#comments</comments>
		<pubDate>Sat, 24 Mar 2012 16:35:00 +0000</pubDate>
		<dc:creator>MB Center</dc:creator>
				<category><![CDATA[MB Center NEWS]]></category>

		<guid isPermaLink="false">http://blog.mbcenter.ro/?p=475</guid>
		<description><![CDATA[Ca in fiecare an, de 8 Martie oferim flori si martisoare pacientelor noastre dar si dragelor noastre colege, medici, asistente si receptionere. De aceasta data alaturi de martisoare 8 martie a adus si primirea in echipa noastra a celor doua &#8230; <a href="http://blog.mbcenter.ro/2012/03/24/8-martie-pentru-colegele-noastre-dragi/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Ca in fiecare an, de 8 Martie oferim flori si martisoare pacientelor noastre dar si dragelor noastre colege, medici, asistente si receptionere. De aceasta data alaturi de martisoare 8 martie a adus si primirea in echipa noastra a celor doua noi colege, Simona si Anca, asistentele pentru endodontie si stomatologie estetica. le uram bun venit si clipe frumoase alaturi de echipa MB Center.</p>
<p style="text-align: center;"><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/03/20120309_205638.jpg"><img class="size-medium wp-image-476  aligncenter" title="20120309_205638" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/20120309_205638-300x235.jpg" alt="" width="300" height="235" /></a></p>
<p style="text-align: center;"><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/03/20120309_2058564.jpg"><img class="aligncenter size-medium wp-image-504" title="20120309_205856" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/20120309_2058564-300x224.jpg" alt="" width="300" height="224" /></a></p>
<p style="text-align: center;">
<p><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/03/20120309_2058564.jpg"></a><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/03/logoMBCenter.png"><img class="size-full wp-image-520 alignnone" title="logoMBCenter" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/logoMBCenter.png" alt="" width="112" height="44" /></a></p>
<p style="text-align: center;">
<p style="text-align: center;">
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		<title>Caz Tratament Endodontic 4.5, 4.7, 4.8</title>
		<link>http://blog.mbcenter.ro/2012/03/04/caz-endodontie1/</link>
		<comments>http://blog.mbcenter.ro/2012/03/04/caz-endodontie1/#comments</comments>
		<pubDate>Sun, 04 Mar 2012 19:42:08 +0000</pubDate>
		<dc:creator>MB Center</dc:creator>
				<category><![CDATA[Endodontie - tratamente radiculare / de canal]]></category>

		<guid isPermaLink="false">http://blog.mbcenter.ro/?p=451</guid>
		<description><![CDATA[Caz Tratament Endodontic 4.5, 4.7, 4.8. <a href="http://blog.mbcenter.ro/2012/03/04/caz-endodontie1/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/03/cristina-andrei.jpg"><img class="alignleft size-full wp-image-452" title="cristina andrei" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/cristina-andrei.jpg" alt="" width="87" height="100" /></a></strong></p>
<p><strong>Dr. Cristina And</strong><strong>rei<br />
Medic Dentist Endodont</strong></p>
<p><strong>Prezența unor leziuni carioase profunde complicate cu diferite stadii de afectare pulpară au impus efectuarea</strong> <strong>tratamentului endodontic la nivelul premolarului și molarilor inferiori </strong>(4.5, 4.7, 4.8).</p>
<p><strong>Prepararea canalelor radiculare</strong> s-a realizat cu sistemul ProTaper rotativ, la 4.5 si 4.7, și cu sistemul ProTaper manual în cazul molarului 4.8.</p>
<p>Ulterior s-a realizat<strong> armarea cu pivoți din fibră de sticlă</strong> (Glassix) și aplicarea unei <strong>restaurari protetice fixe. </strong></p>
<p><strong>Radiografie digitală de control,</strong> cu conuri de gutapercă de conicitate 2%, după înregistrarea electronică a lungimii canalelor radiculare (Morita Tri Auto ZX):</p>
<p><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/03/endo-1-mb-center.jpg"><img class="aligncenter size-medium wp-image-453" title="endo 1 mb center" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/endo-1-mb-center-300x94.jpg" alt="caz endodontie cluj mb center" width="462" height="144" /></a></p>
<p>Obturarea canalelor radiculare a fost realizată prin <strong>tehnica de compactare laterală la rece, </strong>folosind <strong>conuri de gutaperca GT</strong> (de conicitate crescuta).</p>
<p>Radiografii postoperatorii  4.5, 4.7:</p>
<p><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/03/Endo-2-mb-center-cluj.jpg"><img class="aligncenter size-medium wp-image-454" title="Endo 2 mb center cluj" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/Endo-2-mb-center-cluj-300x109.jpg" alt="Endodontie cluj mb center " width="454" height="162" /></a></p>
<p>Pe canalul distal al molarului 4.7 se observă radiotransparența dată de pivotul din fibră de sticlă aplicat pe canalul distal după obturare :</p>
<p><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/03/Endo-3-mb-center-cluj.jpg"><img class="aligncenter size-medium wp-image-455" title="Endo 3 mb center cluj" src="http://blog.mbcenter.ro/wp-content/uploads/2012/03/Endo-3-mb-center-cluj-300x226.jpg" alt="endodontie cluj mb center" width="252" height="190" /></a></p>
<p>La nivelul molarilor au fost identificate cate 2 canale meziale si un canal distal.<br />
Radiologic canalele meziale se suprapun.</p>
<p><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/01/logoMBCenter.png"><img class="size-medium wp-image-448 alignleft" title="logoMBCenter" src="http://blog.mbcenter.ro/wp-content/uploads/2012/01/logoMBCenter-300x116.png" alt="MB Center stomatologie Cluj" width="141" height="53" /></a></p>
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		<title>Job asistenta de endodontie la microscop</title>
		<link>http://blog.mbcenter.ro/2012/01/19/job-asistenta-de-endodontie-la-microscop/</link>
		<comments>http://blog.mbcenter.ro/2012/01/19/job-asistenta-de-endodontie-la-microscop/#comments</comments>
		<pubDate>Thu, 19 Jan 2012 09:49:26 +0000</pubDate>
		<dc:creator>MB Center</dc:creator>
				<category><![CDATA[MB Center NEWS]]></category>

		<guid isPermaLink="false">http://blog.mbcenter.ro/?p=442</guid>
		<description><![CDATA[Oferim un job part time la MB Center: asistentă medicală / de stomatologie pentru asistarea tratamentelor endodontice sub control microscopic. Cerinţe: studii de specialitate, cunoaşterea modului de lucru la patru maini. E-mail de contact: office@mbcenter.ro]]></description>
			<content:encoded><![CDATA[<p>Oferim un job part time la MB Center:</p>
<p><strong><span style="color: #33cccc;">asistentă medicală / de stomatologie pentru asistarea tratamentelor endodontice sub control microscopic. </span></strong></p>
<p>Cerinţe: studii de specialitate, cunoaşterea modului de lucru la patru maini.</p>
<p>E-mail de contact: office@mbcenter.ro</p>
<p style="text-align: center;"><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/01/asistenta-format-email.jpg"><img class="aligncenter size-medium wp-image-446" title="asistenta si medic stomatolog endodont la microscop endodontic Cluj" src="http://blog.mbcenter.ro/wp-content/uploads/2012/01/asistenta-format-email-300x177.jpg" alt="microscop endodontic" width="300" height="177" /></a></p>
<p style="text-align: center;">
<p><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/01/asistenta-format-email.jpg"></a><a href="http://blog.mbcenter.ro/wp-content/uploads/2012/01/logoMBCenter.png"><img class="size-medium wp-image-448 alignnone" title="logoMBCenter" src="http://blog.mbcenter.ro/wp-content/uploads/2012/01/logoMBCenter-300x116.png" alt="" width="130" height="50" /></a></p>
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		<title>MB Center X-mas Party 2011</title>
		<link>http://blog.mbcenter.ro/2011/12/06/mb-center-x-mas-party-2011/</link>
		<comments>http://blog.mbcenter.ro/2011/12/06/mb-center-x-mas-party-2011/#comments</comments>
		<pubDate>Tue, 06 Dec 2011 13:00:17 +0000</pubDate>
		<dc:creator>MB Center</dc:creator>
				<category><![CDATA[MB Center NEWS]]></category>
		<category><![CDATA[Responsabilitate Sociala]]></category>

		<guid isPermaLink="false">http://blog.mbcenter.ro/?p=414</guid>
		<description><![CDATA[MB Center Dental Clinic X-mas Party 2011.
Zorki off the record. <a href="http://blog.mbcenter.ro/2011/12/06/mb-center-x-mas-party-2011/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><a href="http://blog.mbcenter.ro/wp-content/uploads/2011/12/MBC-X-max-pary-20112.png"><img class="aligncenter size-full wp-image-433" title="MBC X-max pary 2011" src="http://blog.mbcenter.ro/wp-content/uploads/2011/12/MBC-X-max-pary-20112.png" alt="" width="688" height="472" /></a></p>
<p>La final de an ne place să oferim <strong><span style="color: #00ccff;">colaboratorilor, pacienților, prietenilor lor, prietenilor noștri, dușmanilor și fanilor, tuturor acelora care ne-au dat like-uri,</span></strong> un cadou prin care să le mulțumim pentru colaborare, pentru că au avut încredere în noi ajutându-ne să ridicăm ștacheta și să ne dezvoltăm și în 2011.</p>
<p>În acest an am conceput pentru voi un cadou inedit și creativ!<strong><span style="color: #00ccff;"> </span></strong></p>
<h2><strong><span style="color: #00ccff;">Dentiștii tăi cântă pentru tine de Crăciun!</span></strong></h2>
<p><strong></strong><br />
Echipa MB Center și-a dat jos halatele, măștile și mănușile, s-a dotat cu chitări, a printat versuri și tabulaturi, și-a dres vocile și a exersat pentru a vă oferi în premieră un concert de cântece de iarnă și coveruri.</p>
<p><strong><span style="color: #00ccff;">Te așteptăm să ciocnim împreună un pahar de vin fiert cu scorțișoară!</span></strong></p>
<p><strong><span style="color: #00ccff;">Sâmbătă, </span></strong>10 decembrie 2011 în <strong><span style="color: #00ccff;">ZORKI off the</span></strong> <strong><span style="color: #00ccff;">record </span></strong>de la ora 21.00<br />
Str. I. Rațiu nr.10, demisol, Cluj-Napoca</p>
<p><a href="http://blog.mbcenter.ro/wp-content/uploads/2011/12/logoMBCenter.png"><img class="alignleft size-medium wp-image-417" title="logo MB Center NOU" src="http://blog.mbcenter.ro/wp-content/uploads/2011/12/logoMBCenter-300x116.png" alt="" width="151" height="56" /></a></p>
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		<title>Microscopul Operator Dentar (MOD) &#8211; O Noua Eră În Stomatologie</title>
		<link>http://blog.mbcenter.ro/2011/12/05/microscopul-operator-dentar-o-noua-realitate/</link>
		<comments>http://blog.mbcenter.ro/2011/12/05/microscopul-operator-dentar-o-noua-realitate/#comments</comments>
		<pubDate>Mon, 05 Dec 2011 16:38:55 +0000</pubDate>
		<dc:creator>MB Center</dc:creator>
				<category><![CDATA[Endodontie - tratamente radiculare / de canal]]></category>
		<category><![CDATA[MB Center NEWS]]></category>

		<guid isPermaLink="false">http://blog.mbcenter.ro/?p=402</guid>
		<description><![CDATA[Avantajele utilizarii Mircoscopului Operator Dentar <a href="http://blog.mbcenter.ro/2011/12/05/microscopul-operator-dentar-o-noua-realitate/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p dir="ltr"><a href="http://blog.mbcenter.ro/wp-content/uploads/2011/09/marius-bud.jpg"><img class="alignleft size-full wp-image-267" title="marius-bud" src="http://blog.mbcenter.ro/wp-content/uploads/2011/09/marius-bud.jpg" alt="" width="73" height="85" /></a><br />
Autor<br />
Dr. Marius Bud</p>
<p dir="ltr">Incepand  cu anii’70 medicii dentisti au inceput sa aiba o noua abordare asupra  endodontiei prin orientarea spre latura mecanico antiseptica (cleaning  and shaping) si nu doar spre obturarea spatiului endodontic.</p>
<p dir="ltr">Desi de  atunci principiile nu s-au schimbat semnificativ, tehnologiile s-au  dezvoltat si schimbat intr-un ritm alert aducand multe elemente de  progres dar si dovezi contradictorii. Abundenta de instrumente si  dispozitive adresate endodontiei in ultimii ani au intrat intr-o acerba  competitie in adaptarea si conservarea morfologiei endodontice pentru  obtiunerea unor rezultate predictibile cu o rata de succes cat mai  mare. Este suficient daca mentionam cateva exemple:<strong><span style="color: #00ccff;"> l</span><span style="color: #00ccff;">ocatoarele de apex;  instrumentarul rotativ flexibil; sistemele de obturare cu gutaperca la  cald; evaluarea radiologica digitala.</span></strong></p>
<p dir="ltr">Toate  acestea conduc la cresterea vitezei de lucru si a eficientei  tratementelor endodontice insa introducerea magnificarii si  imbunatatirea iluminarii campului operator endodontic este probabil cea  mai spectaculoasa. Iluminarea cu fibra optica este factorul cheie care  completeaza magnificarea oferita de microscop astfel incat tratamentele  endodontice pot fi in prezent realizate in conditii crescute de  siguranta si in conditii de calitate net superioare fata de mai demult.</p>
<p dir="ltr">In  endodontie, morfologia canalelor radiculare, localizarea ofificiilor  canalelor poate fi acum mai usor detectata iar eventualele incidente  operatorii nedorite (ex. perforatiile) pot fi prevenite.  Chiar daca  incidente ca <strong><span style="color: #00ccff;">realizarea de perforatii sau fracturarea de instrumente  endodontice in canale apar, acestea pot fi mai bine abordate si  rezolvate avand la dispozitie  tehnologii de magnificare si iluminare.</span></strong></p>
<p dir="ltr">Lupele  dentare sunt cele mai frecvent utilizate pentru magnificare si sunt  disponibile in multiple variante si modele oferint magnificari de pana  la 6.5X. Avantajul de a vedea mare este insotit si de o serie de  dezavantaje care limiteaza utilizarea lor in randul medicilor: lipsa  pozitiei fixe (miscari fine ale capului medicului deregleaza imaginea  campului operator marit si poate  produce senzatii de ameteaza, dureri  de cap si oculare); necesitatea schimbarii lupei pentru a obtine  magnificare diferita.</p>
<p>Microscopele sunt utilizate de multi ani in medicina.</p>
<h2><span style="text-decoration: underline;"><strong><span style="color: #00ccff;">Beneficiile utilizarii lui in stomatologie sunt unanim acceptate:</span></strong></span></h2>
<h3><strong><span style="color: #00ccff;">1. Vizibilitate crescuta</span></strong></h3>
<p>Datorita  magnificarii si a luminii transmisa prin fibra optica la campul  operator este posibila tratarea cu mai multa precizie in conditii de  vizibilitate incomparabil imbunatatite fata de privirea directa.</p>
<h3><strong><span style="color: #00ccff;">2. Creste calitatea tratamentului </span></strong></h3>
<p>Exista numeroase articole publicate pe tema cresterii calitatii tratememtelor efectuate sub control microscopic.</p>
<h3><strong><span style="color: #00ccff;">3. Pozitie ergonomica de lucru</span></strong></h3>
<p>Marturiile  dentistilor care folosesc microscopul operator dentar arata unanim ca  marirea campului operator, cresterea intensitatii iluminarii, pozitia  ergonomica in timpul lucrului si certitudinea controlului procedurilor  realizate conduc impreuna la scaderea drastica a oboselii oculare, a  afectiunilor musculo-scheletale si scad oboseala psihica. Toate acestea  care aduc un beneficiu net a calitatii vietii medicului dentist in  conditiile respectarii indicatiilor de ergonomie a lucrului la  microscop.</p>
<h2 id="internal-source-marker_0.7581740165591738" dir="ltr"><span style="text-decoration: underline;"><strong><span style="color: #00ccff;">Recomandari referitoare la ergonomie pentru lucrul la MOD (Microscop Operator Dentar &#8211; Comes et all):</span></strong></span></h2>
<ol>
<li>
<p dir="ltr">Pozitionati MOD deasupra fetei pacientului</p>
</li>
<li>
<p dir="ltr">Plasati zona de lucru chiar in centru spotului luminos</p>
</li>
<li>
<p dir="ltr">Inclinati binocularul la  aprox.135° fata de corpul microscopului</p>
</li>
<li>
<p dir="ltr">Reglati distanta focala minima</p>
</li>
<li>
<p dir="ltr">Alegeti cea mai mica treapta de magnificare pentru inceput</p>
</li>
<li>
<p dir="ltr">Cresteti treapata de magnificare mentinand focusul pe zona in lucru</p>
</li>
<li>
<p dir="ltr">Pentru ajustarea pozitiei corpului :</p>
<ul>
<li>
<p dir="ltr">Spatele drept</p>
</li>
<li>
<p dir="ltr">Pozitia sagitala a capului:  –  coloana cervicala sa fie in continuarea coloanei toracice</p>
</li>
<li>
<p dir="ltr">Pozitia laterala a capului – linia bipupilara sa fie perfect orizontala</p>
</li>
</ul>
</li>
</ol>
<h3><strong><span style="color: #00ccff;">4. Motiv de entuziasm in cabinet</span></strong></h3>
<p>Prezenta  unui astfel de aparat in dotarea cabinetului creste motivatia medicului  si siguranta aboradarii anumitor tratamente prin increderea de reusita  adusa de controlul microscopic al procedurilor. Satisfactia personala  este de asemenea crescuta, iar pacientii sunt fascinati si entuziasti de  prezenta unei noi tehnologii in cabinet.</p>
<p>Conditii  preliminare pentru folosirea microscopului. Utilizarea MOD atrage dupa  sine o serie de alte cerinte care se tin lant fiind interconditionate.</p>
<h3><strong><span style="color: #00ccff;">a) Izolarea cu diga</span></strong></h3>
<p>Izolarea  este obligatorie in endodontie pentru motive de izolare. Utilizand MOD  izolarea cu diga devine indispensabila deoarece vederea directa in canal  este dificila, chiar imposibila motiv pentru care este necesare oglinda  dentara. In aceasta se reflecta imaginea podelei camerai pulpare  iluminata de sursa de lumina si magnificata prin lentile. Daca nu s-a  realizat o izolare cu diga oglinda se va aburi imediat din cauza  respiratiei pacientului si vederea va fi imposibila.  Pentru absorbtia  luminii reflectate si accentuarea contrastului se recomanda utilizarea  foliilor de diga albastre sau verzi.</p>
<h3><strong><span style="color: #00ccff;">b) Lucrul in oglinda si pozitionarea capului pacientului</span></strong></h3>
<p>Deoarece  pozitionarea microscopului nu se poate realiza pentru a obtine o vedere  directa in dinte oglinda este necesara.  Pentru acest scop pozitia  capului pacientului este esentiala. Unghiul optim intre microscop si  oglinda este de 45°  iar medicul trebuie sa obtina acest unghi fara a  pune pacientul intr-o pozitie incomoda.  Pentru dintii maxilari acest  unghi este relativ usor de obtinut. Capul pacientului este asezat astfel  incat sa creeze un unghi de 90° intre planul de ocluzie maxilar  si binocular. In aceasta pozitie pozitia oglinzii  va fi la 45°  pentru o vizualizare optima.<br />
Oglinda  trebuie plasata la distanta de dintele in lucru pentru a permite  inserarea instrumentelor endodontice. Repozitionarea oglinzii impune  ajustarea reglarii focusului microscopului facand intreaga procedura  cronofaga si posibil chiar enervanta.</p>
<h2><span style="text-decoration: underline;"><strong><span style="color: #00ccff;">Care sunt procedurile pentru care microscopul este cu adevarat necesar?</span></strong></span></h2>
<p>Entuziastii  endodontiei spun ca microscopul trebuie folosit pe durata intregului  tratament endodontic. Realitatea arata insa ca medicii dentisti in  spiritul intuitiv al raportului beneficii/riscuri il folosesc pentru  proceduri secifice si punctuale in cadrul tratamentelor endodontice:</p>
<h3><strong><span style="color: #00ccff;">1. Diagnostic</span></strong></h3>
<p>Microscopul  este indicat pentru decelarea microfisurilor care nu pot fi detectate  cu ochiul liber sau cu lupele. Reexaminarea podelei camerei pulpare in  cazuri de persistenta a durerii dupa tratament endodontic poate  evidentia la magnificare orificiile unui MV2 nedetectat anterior.   Aceasta este una dintre cauzele frecvente ale continuarii  simptomatologiei dureroase dupa tratament endodontic evaluat radiografic  ca fiind de buna calitate. Microfracturile si fracturile verticale pot  fi greu sau imposibil de observat cu ochiul liber astfel incat  descoperirea lor si conceperea unui plan de tratament ar fi imposibila  fara examinarea la microscop. <strong><span style="color: #00ccff;"> </span></strong></p>
<h3><strong><span style="color: #00ccff;">2. Identificarea si vizualizarea canalelor</span></strong></h3>
<p>Cea  mai importanta utilitate a MOD in endodontia nechirugicala este  posibilitatea de identificare a canalelor ascunse. Chiar daca toate  cartile de anatomie dentara arata exact rata unor canale suplimentare  sau deviatiile anatomice, totusi anatomia intarna a dintilor poate fi de  multe nepredictibila.<br />
Ceea ce in trecut era considerat exceptie devine azi, prin folosirea MOD rutina.<br />
Canalele care se bifurca in treimea coronara sau medie a radacinii pot deveni vizibile la microscop.<br />
Premolari unu superiori cu trei radacini  se intalnesc in proportie de  6%. Frecventa MV2 este cuprinsa intre 52% si 95.2% .</p>
<h3><strong><span style="color: #00ccff;">3. In calcificari si obliterari ale canalelor</span></strong></h3>
<p>In  cazul canalelor calcificate se poate observa cu ajutorul MOD diferentele  de culoare si textura ale calcificarilor prin comparatie cu dentina din  vecinatate. Folosind ace de cateterism si anse ultrasonice endodontice  sub control microscopic aceste zone de calcificare pot fi depasite iar  tratamentul endodontic se poate realiza in conditii normale.</p>
<h3><strong><span style="color: #00ccff;">4. Repararea perforatiilor </span></strong></h3>
<p>Indiferent  de modul in care o perforatie intervine pe un dinte cu indicatie de  tratament endodontic MOD este cheia pentru o corecta identificare,  evaluare si reparare a acesteia. Rezolvarea unei perforatii este o  manopera de mare precizie a carui  succes  este strans corelat de  utilizarea unui MOD</p>
<h3><strong><span style="color: #00ccff;">5. Inlaturarea instrumentelor fracturate<br />
</span></strong></h3>
<p>Raspandirea  utilizarii instrumentarului rotativ in endodontie a condus si la  cresterea ratei de instrumente fracturate. Daca instrumentul s-a  fracturat in apex, nici chiar un MOD nu este de mare ajutor. Daca acele fracturate se gasesc in  jumatatea coronara a radacinii atunci cu ajutorul MOD medicul poate  reusi eliminarea lui</p>
<h3><strong><span style="color: #00ccff;">6. Examinarea finala a canalelor dupa tratamentul mecanico-antiseptic</span></strong></h3>
<p>Aceasta  se poate verifica cel mai simplu prin examinarea la MOD a  hipocloritului de sodiu refluat din canale la irigatie. Daca mai exista  bule atunci inseamna ca tesuturile organice nu au fost complet  indepartate si tratamentul mecanico antiseptic trebuie continuat.<strong><span style="color: #00ccff;"> </span></strong></p>
<h3><strong><span style="color: #00ccff;">Beneficii auxiliare: </span></strong></h3>
<ul>
<li>montarea  unui beamspliter pentru un al doilea ocular permite asistentei sau  unui al medic vizionarea campului operator pentru asistarea tratamentului  sau observarea unei proceduri;</li>
<li>atasarea  unei camera video permite realizarea de fotografii sau capuri video  necesare pentru documentarea cazurilor sau educatia echipei medicale, a  studentilor.</li>
</ul>
<p>Exista  si o serie de factori care limiteaza utilizarea pe scara larga a  microscopului, cel mai important fiind costul extrem de ridicat insa si  limitari de spatiu sau motivatie scazuta pentru cresterea calitatii  tratamentelor pot fi motive de luat in calcul.</p>
<h5><span style="color: #888888;">Bibliografie:</span></h5>
<h5 id="internal-source-marker_0.2916272840441205" dir="ltr"><span style="color: #888888;">Branson  BG, Bray KK, Gadbury-Amyot C, Holt LA, Keselyak NJ, Mitchell TV,  Williams KB. Effect of magnification lenses on student operator  posture. J Dent Educ 2004; 68(3):384–9.</span></h5>
<h5 dir="ltr"><span style="color: #888888;">Chang BJ. Ergonomic benefits of surgical telescope systems: selection guidelines. J Calif Dent Assoc 2002; 30(2):161–9.</span></h5>
<h5 dir="ltr"><span style="color: #888888;">Baldassari-Cruz L. A., Lilly J. P., Rivera E. M. (1998): Effectiveness of mesiolingual canal  location with and without the use of the microscope. J Endod 1998; 24: 287.</span></h5>
<h5 dir="ltr"><span style="color: #888888;"><br />
Rubinstein R. A., Kim S. (1999): Short-term observation of the results of endodontic  surgery with the use of a surgical operating microscope and Super-EBA as rootend filling material. J Endod 1999; 25: 43-48.</span></h5>
<h5><span style="color: #888888;">Rubinstein R. A., Kim S. (2002): Long-term followup of cases considered healed one year  after apical microsurgery. J Endod 2002; 28: 378-383.</span></h5>
<h5><span style="color: #888888;">Stropko J. J. (1999): Canal morphology of maxillary molars: clinical observations of canal configurations. J Endod 1999; 25: 446-450.<br />
</span></h5>
<h5 dir="ltr"><span style="color: #888888;">Hagge MS. Use of surgical telescopes by senior dental students: a survey. J Prosthod 2003; 12(4):271–9.</span></h5>
<h5 dir="ltr"><span style="color: #888888;">Sunell S, Rucker L. Surgical magnification in dental hygiene practice.Int J Dent Hygiene 2004; 2(1):26–35.</span></h5>
<h5 dir="ltr"><span style="color: #888888;">Kinomoto  Y, Takeshige F, Hayashi M, Ebisu S. Optimal positioning for a dental  operating microscope during non-surgical endodontics. J Endod  2004;30(12):860-2.</span></h5>
<h5><span style="color: #888888;">A  Study on the Ergonomical Working Modalities using the Dental Operating  Microscope (DOM). Part II: Ergonomic Design Elements of the Operating  Microscopes<br />
</span></h5>
<h5 dir="ltr"><span style="color: #888888;">Cristian Comes1, Anca Valceanu2, Darian Rusu3, Andreea Didilescu4, Alexandru Bucur5, Mirella Anghel6, Veronica Argesanu7, Stefan-Ioan Stratul3, Timisoara Medical Journal.</span></h5>
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		<title>ESE Roma 2011</title>
		<link>http://blog.mbcenter.ro/2011/11/10/eseroma2011/</link>
		<comments>http://blog.mbcenter.ro/2011/11/10/eseroma2011/#comments</comments>
		<pubDate>Thu, 10 Nov 2011 22:05:48 +0000</pubDate>
		<dc:creator>MB Center</dc:creator>
				<category><![CDATA[Endodontie - tratamente radiculare / de canal]]></category>
		<category><![CDATA[MB Center NEWS]]></category>

		<guid isPermaLink="false">http://blog.mbcenter.ro/?p=384</guid>
		<description><![CDATA[Autor Dr. Cristina Andrei In luna septembrie a acestui an, la Roma a avut loc intalnirea bienala a Societatii Europene de Endodontie(ESE). Timp de 3 zile am putut audia medici si cercetatori renumiti, din SUA, Elvetia, Olanda, Germania, Italia, Franta, &#8230; <a href="http://blog.mbcenter.ro/2011/11/10/eseroma2011/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" title="Cristina Andrei" src="http://www.mbcenter.ro/images/website/imgCristina.jpg" alt="" width="91" height="105" /></p>
<p>Autor<br />
<strong>Dr. Cristina Andrei</strong></p>
<p>In luna septembrie a acestui an, la Roma a avut loc intalnirea  bienala a <strong><span style="color: #00ccff;">Societatii Europene de Endodontie(ESE).</span></strong> Timp de 3 zile am putut audia medici si  cercetatori renumiti, din SUA, Elvetia, Olanda, Germania, Italia,  Franta, Israel, Belgia, Spania. Prezentarile au acoperit toate  subiectele din domeniul Endodontiei, precum etapele de tratament ale  canalului radicular, curatarea si prepararea canalelor radiculare,  discutii referitoare la varietatea anatomiei endodontice, dificultatile  intalnite in diagnosticarea cazurilor complexe si rezolvarea acestora,  obturarea canalelor radiculare. De asemenea  au fost dezbatute subiecte  din domeniul chirurgiei endodontice si atitudinea adoptata fata de  retratamentele endodontice.</p>
<p>Vedeta congresului a fost inovatia de la Dentsply-Maillefer, <strong><span style="color: #00ccff;">sistemul  de preparare a canalelor radiculare, WaveOne,</span></strong> prezentat de dr. Clif  Ruddle. Acesta este un <strong><span style="color: #00ccff;">sistem rotativ ce foloseste un singur ac pentru  prepararea canalelor radiculare,</span></strong> scurtand din timpul tratamentului  endodontic. Acest ac are la baza conceptul  fortelor balansate, dupa  care functioneaza si sistemul ProTaper, folosit in clinica MBCenter.  Diferenta dintre cele doua sisteme este faptul ca WaveOne foloseste  principiul reciprocitatii, conform caruia <strong><span style="color: #00ccff;">prima rotatie a acului este  realizata in sens antiorar, urmata de o miscare in sens orar,</span></strong> invers  fata de acele ProTaper. Producatorii acestui sistem evidentiaza  flexibilitatea crescuta a acestuia si rezistenta crescuta la oboseala  ciclica si torsionala a acelor pe durata prepararii, asta datorita  structurii m-wire(acele WaveOne sunt confectionate din fire M, din  nichel-titan, printr-un proces inovativ de tratare termica).</p>
<p style="text-align: center;"><img class="aligncenter" title="waveone endodontics" src="http://endopracticeus.com/web/images/stories/departments/clinical/frontimage_webber.png" alt="" width="197" height="137" /></p>
<p>Majoritatea  clinicienilor prefera inca sistemul ProTaper, iar mie personal, in urma  folosirii sistemului <strong><span style="color: #00ccff;">WaveOne </span></strong>in cadrul Congresului, acesta din urma mi  s-a parut mai agresiv decat acele ProTaper. In plus etapa de  permeabilizarea a canalelor radiculare este aceeasi la ambele sisteme,  aceasta etapa fiind cea mai importanta dar si dificila, mai ales in  cazul canalelor curbe sau cu diferite variatii anatomice.</p>
<p>O alta etapa importanta a tratamentului endodontic este folosirea  diferitelor tipuri de iriganti pentru o cat mai eficienta eliminare a  bacteriilor de la nivel radicular si periapical. Pe aceasta tema lectori  precum dr. Ben Johnson, Matthias Zender, Luc van der Sluis au  demonstrat <strong><span style="color: #00ccff;">importanta folosirii irigantilor, in completarea prepararii  mecanice a canalelor radiculare cu ace endodontice,</span></strong> asta deoarece  majoritatea canalelor , pe sectiune transversala, nu au o forma rotunda,  regulata, iar acele rotative nu reusesc sa curete toti peretii  canalului radicular.</p>
<p><img id="internal-source-marker_0.3519050095565823" src="https://lh4.googleusercontent.com/V3T8LA7au_8R0RWInOuEtQDBw5r6TnwvBQOxcewGPZmZngh-rpD-Cr2RBnbPOnoVC-3QDa9JZiosWEEQRWRwSwsBkP1NCNwHE3bb2bYEBBp0PywhkDI" alt="" width="198" height="249" /><img id="internal-source-marker_0.3519050095565823" src="https://lh3.googleusercontent.com/BiSUnBO1IntOhV_EuWbysqbV0ip0X9m7JK6NbjZOTR7gH-mQ87kyAlmVUTn-mCfRQsan3ncpMV0z68v-xpB8MYt-JnED8UMbHFJ-G-9pAuiEi_YMyc4" alt="" width="177px;" height="118px;" /></p>
<p>De  aceea se foloseste un protocol de irigare a canalelor radiculare,  tinand seama de interactiunea diferitelor solutii folosite.  La varful  radacinii, in formare leziunii periapicale, un rol important il are  biofilmul. Acesta este o pelicula formata la interfata solid-lichid si  contine diferite microorganisme ce determina mentinerea leziunii de  origine endodontica. De aceea scopul tratamentului endodontic este de a  distruge acest biofilm. <strong><span style="color: #00ccff;">Pentru o eficienta mai mare a irigantilor  acestia sunt activati ultrasonic timp de 10-20 de secunde si  reimprospatati periodic.</span></strong> Un astfel de protocol este urmat si in cadrul  clinicii MBCenter, iar pentru eficienta acestui tratament este folosit  sistemul de diga, ce izoleaza dintele de restul cavitatii bucale si nu  permite patrunderea salivei cu microorganisme la nivelul spatiului  endodontic. Astfel siguranta indepartarii bacteriilor din canalul  radicular este crescuta.</p>
<p>O idee noua pentru activarea irigantilor si  cresterea eficacitatii acestora a fost prezentata de dr.Roeland de Moor,  din Belgia, care ne-a adus la cunostinta posibilitatea <strong><span style="color: #00ccff;">folosirii  terapiei fotodinamice cu ajutorul unui laser diode pentru dezinfectarea  canalului radicular. </span></strong>Acesta este un pas inainte spre viitorul tehnicii  in medicina dentara.<br />
Toate tratamentele endodontice expuse in  prezentarile vizionate si  audiate au fost realizate cu ajutorul <strong><span style="color: #00ccff;">microscopului operator endodontic,  ce ofera o marire de 4 pana la 20 de ori, microscop asemanator cu cel  pe care-l puteti vedea in clinica noastra.</span></strong> Microscopul este foarte util  atat in tratamentele obisnuite ale canalelor radiculare, dar mai ales in  tratamente complicate, in care exista canale obliterate, canale cu  forme atipice, sau dispunerea orificiilor canalelor radiculare este  atipica, cand exista instrumente blocate in canalul radicular, toate  acestea fiind greu de reperat cu ochiul liber.</p>
<p>In concluzie, ESE Rome 2011 a fost o manifestare stiintifica de  mare amploare cu teme actuale si cu o serie de inovatii care au ca scop  sa usureze munca medicului, sa creasca rata de succes a tratamentului  endodontic  si sa-l faca mai placut pentru pacient.</p>
<p><a href="http://blog.mbcenter.ro/wp-content/uploads/2011/09/logo-mbc-nou2.jpg"><img class="alignleft size-full wp-image-312" title="logo mbc nou" src="http://blog.mbcenter.ro/wp-content/uploads/2011/09/logo-mbc-nou2.jpg" alt="" width="145" height="87" /></a></p>
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		<title>Congresul International de Lasere in Medicina Dentara</title>
		<link>http://blog.mbcenter.ro/2011/10/24/congresul-international-de-lasere-in-medicina-dentara/</link>
		<comments>http://blog.mbcenter.ro/2011/10/24/congresul-international-de-lasere-in-medicina-dentara/#comments</comments>
		<pubDate>Mon, 24 Oct 2011 18:32:01 +0000</pubDate>
		<dc:creator>MB Center</dc:creator>
				<category><![CDATA[Albirea dintilor]]></category>
		<category><![CDATA[Endodontie - tratamente radiculare / de canal]]></category>
		<category><![CDATA[MB Center NEWS]]></category>
		<category><![CDATA[Tratamente parodontale]]></category>

		<guid isPermaLink="false">http://blog.mbcenter.ro/?p=349</guid>
		<description><![CDATA[Autor Dr. Marius Bud Congresul Internaţional de Lasere în Medicina Dentară, ediţia a patra a fost organizat în acest an în Sibiu în perioada 22-24 septembrie 2011 de Sociatatea Română de Laseri în Stomatologie. Pentru mine a fost prima dată &#8230; <a href="http://blog.mbcenter.ro/2011/10/24/congresul-international-de-lasere-in-medicina-dentara/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><span style="color: #000000;"><a href="http://blog.mbcenter.ro/wp-content/uploads/2011/09/marius-bud.jpg"><img class="alignleft size-full wp-image-267" title="marius-bud" src="http://blog.mbcenter.ro/wp-content/uploads/2011/09/marius-bud.jpg" alt="" width="76" height="90" /></a><br />
Autor<br />
<strong>Dr. Marius Bud</strong></span></p>
<p><span style="color: #000000;">Congresul Internaţional de Lasere în Medicina Dentară, ediţia a patra a fost organizat în acest an în Sibiu în perioada 22-24 septembrie 2011 de Sociatatea Română de Laseri în Stomatologie.</span></p>
<p style="text-align: center;"><a href="http://blog.mbcenter.ro/wp-content/uploads/2011/10/sigla-srls2.jpg"><img class="size-large wp-image-353 aligncenter" title="sigla srls(2)" src="http://blog.mbcenter.ro/wp-content/uploads/2011/10/sigla-srls2-1024x425.jpg" alt="" width="203" height="84" /></a></p>
<p><span style="color: #000000;">Pentru mine a fost prima dată când particip la o conferinţă având ca temă principală <strong><span style="color: #00ccff;">utilizarea laserului în stomatologiei.</span></strong> Am fost extrem de plăcut impresionat de calitatea congresului şi de aportul de cunoştinţe pe care mi l-a adus.<br />
Evenimentul nu a fost unul de amploare ca numar de participanţi (aproximativ 60 de participanţi) însa a avut un înalt nivel ştiinţific prin valoarea lectorilor străini şi români  invitaţi.<br />
</span></p>
<p><span style="color: #000000;"><strong><span style="color: #00ccff;">Laserii terapeutici şi chirurgicali </span></strong>pot fi în prezent aplicaţi în aproape toate specialităţile stomatologice, de mare interes fiind utilizarea lor pentru tratamentele care au o frecventa mare in activitatea cotidiana din majoritatea cabinetelor si clinicilor stomatologice:</span></p>
<ul>
<li><span style="color: #000000;">pentru preparearea minim invazivă a cavităţilor (cariilor); </span></li>
<li><span style="color: #000000;">pentru realizarea rezecţiilor apicale; </span></li>
<li><span style="color: #000000;">pentru reducerea microorganismelor din pungile parodontale şi dezinfecţia canalelor radiculare; </span></li>
<li><span style="color: #000000;">în fixarea adezivă a pivoţilor endodontici si lucrarilor protetice; etc.</span></li>
</ul>
<p><span style="font-size: small;"><span style="line-height: 24px;">Cele mai utilizate lasere sunt cele Erbium: Yag echipate cu diferite modele de vârfuri.</span></span></p>
<p style="text-align: center;"><a href="http://blog.mbcenter.ro/wp-content/uploads/2011/10/laser-stomatologie-cluj.jpg"><img class="size-large wp-image-364     aligncenter" title="laser stomatologie cluj" src="http://blog.mbcenter.ro/wp-content/uploads/2011/10/laser-stomatologie-cluj-1024x279.jpg" alt="laser cluj stomatologie mb center " width="640" height="174" /></a></p>
<p style="text-align: left;"><strong><span style="color: #00ccff;">Estetica dentară</span></strong> beneficiază din plin de tehnologia laser. Ultima generaţie de lasere a fost introdusă şi de cea mai populară<a title="Albiri dentare cu lampa Zoom" href="http://www.mbcenter.ro/tratamente_albire_dentara" target="_blank"><strong><span style="color: #00ccff;"> l</span><span style="color: #00ccff;">ampă cu laser pentru albire instant în cabinet ZOOM<span style="color: #00ccff;"> </span></span><span style="color: #00ccff;">2 </span></strong></a>produsa de Discus Dental Inc, USA producătorul Brite Smile (Hollywood Smile). Sistemul emite lumină cu lungimi de undă de 350-400nm pentru activarea gelului de albire.</p>
<p style="text-align: left;"><strong><span style="color: #00ccff;">MB Center Dental Clinic utilizează acest sistem de albire,</span></strong> rezultatele fiind deopotrivă încântătoare pentru medici şi pentru pacienţi. Aceleaşi rezultate au fost confirmate şi de alţi colegi medici dentisti din ţară si strainatate care au fost prezenti la congres si folosesc laserul ZOOM pentru albire .</p>
<p><span style="color: #000000;">Una dintre secţiunile importante ale congresului a fost dedicată Tomografiei Optice Coerente. Aceasta este una dintre metodele imagistice bazate pe reflexia luminii  din specrul infraroşu putând fi utilizată pentru examinarea ţesuturilor moi şi dure la o rezoluţie crescută. Metoda a început să fie utilizată în stomatologie abia în ultimii ani dar încă este puţin cunoscută.</span></p>
<p><span style="color: #000000;">Aşadar multe tehnologii noi în stomatologie care vor echipa cabinetele viitorului pe masură ce vor deveni mai cunoscute şi preţurile mai accesibile nivelului de trai din ţara noastră. Multumim SRLS si presedintei acestei societati, doamna Prof. Dr. Carmen Todea pentru efortul sustinut cu care promoveaza laserii in stomatologie.</span></p>
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		<title>Cum sa iti alegi periuta de dinti?</title>
		<link>http://blog.mbcenter.ro/2011/10/10/cum-sa-iti-alegi-periuta-de-dinti/</link>
		<comments>http://blog.mbcenter.ro/2011/10/10/cum-sa-iti-alegi-periuta-de-dinti/#comments</comments>
		<pubDate>Mon, 10 Oct 2011 22:01:18 +0000</pubDate>
		<dc:creator>MB Center</dc:creator>
				<category><![CDATA[Igiena orala perfecta]]></category>
		<category><![CDATA[MB Center NEWS]]></category>
		<category><![CDATA[Stiati ca?]]></category>

		<guid isPermaLink="false">http://blog.mbcenter.ro/?p=340</guid>
		<description><![CDATA[Optează pentru o periuţă cu perii moi, fiindcă perii tari pot provoca mici leziuni ale gingiilor. Caută o periuţă cu un cap mic, care poate ajunge şi în locurile greu accesibile din cavitatea orală. Coada periuţei trebuie să fie uşoară &#8230; <a href="http://blog.mbcenter.ro/2011/10/10/cum-sa-iti-alegi-periuta-de-dinti/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><img class="aligncenter" title="colgate 360 sensitive" src="http://colgate-sensitive-pro-relief.colgateprofessional.com.my/LeadershipMY/Products/Images/ProductShot_Colgate360.jpg" alt="" width="433" height="160" /></p>
<ul>
<li>Optează pentru o <strong><span style="color: #00ccff;">periuţă cu perii moi,</span></strong> fiindcă perii tari pot provoca mici leziuni ale gingiilor.</li>
</ul>
<ul>
<li>Caută o <strong><span style="color: #00ccff;">periuţă cu un cap mic,</span></strong> care poate ajunge şi în locurile greu accesibile din cavitatea orală.</li>
</ul>
<ul>
<li>Coada periuţei trebuie să fie <strong><span style="color: #00ccff;">u</span><span style="color: #00ccff;">şoară şi confortabilă</span></strong> de ţinut în mână.</li>
</ul>
<ul>
<li>Caută  o periuţă din plastic translucid incolor, acesta permite trecerea  luminii prin el, ceea ce împiedică microbii să se multiplice.</li>
</ul>
<ul>
<li>Cel mai important lucru la un periaj nu este periuţa, ci <strong><span style="color: #00ccff;">efectuarea unui periaj corect!</span></strong></li>
</ul>
<ul>
<li>Decide împreuna cu medicul tău dentist ce duritate să aibă periuţa care este  recomandată în cazul tau (Hard, Medium, Soft, Ultrasoft)</li>
</ul>
<p><a href="http://blog.mbcenter.ro/wp-content/uploads/2011/09/logo-mbc-nou.jpg"><img class="alignleft size-full wp-image-285" title="logo mbc nou" src="http://blog.mbcenter.ro/wp-content/uploads/2011/09/logo-mbc-nou.jpg" alt="" width="116" height="70" /></a></p>
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