tag:blogger.com,1999:blog-30490153010057024702024-02-07T00:04:32.801-08:00Valmir Sales AdmEste blog tem como finalidade, coletar os melhores vídeos, textos e artigos para os alunos dos cursos de Administração, Recursos Humanos, Processos Gerenciais, Logística e Segurança do Trabalho.ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.comBlogger234125tag:blogger.com,1999:blog-3049015301005702470.post-64873953223736863992020-05-12T10:07:00.005-07:002020-10-11T18:21:50.732-07:00Valmir Sales Adm - Como navegar neste blog <h3 class="post-title entry-title" itemprop="name" style="color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 24px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative; text-align: center;">
ASSUNTOS NESTE BLOG</h3>
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<span style="color: blue;"><span style="background-color: #fff9ee; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">PARA BUSCAR POR ASSUNTOS NESTE BLOG</span></span></h2>
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<span style="color: blue;"><span style="background-color: #fff9ee; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;"> DIGITE NO LOCAL DE BUSCA NO LADO SUPERIOR ESQUERDO</span></span></h2>
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<span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Escreva por exemplo:</span><br />
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<span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Administração - Tópicos essenciais.</span><br />
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<span style="font-size: 12pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">Auditoria e consultoria em RH<span style="font-size: xx-small;"> <a href="https://valmirsalesadm.blogspot.com/2019/04/auditoria-e-consultoria-em-rh.html" target="_blank">https://valmirsalesadm.blogspot.com/2019/04/auditoria-e-consultoria-em-rh.html</a></span></span></div>
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<span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Arquivologia</span><br />
<span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Balanço Patrimonial </span><a href="http://valmirsalesadm.blogspot.com.br/search?q=balan%C3%A7o" style="color: #888888; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-decoration-line: none;" target="_blank">http://valmirsalesadm.blogspot.com.br/search?q=balan%C3%A7o</a><br />
<span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Interdisciplinar <a href="https://valmirsalesadm.blogspot.com/search?q=interdisciplinar" target="_blank">https://valmirsalesadm.blogspot.com/search?q=interdisciplinar</a></span><br />
<span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Citações </span><span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Referências </span><br />
<span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Contabilidade <a href="https://valmirsalesadm.blogspot.com/search?q=contabilidade" target="_blank">https://valmirsalesadm.blogspot.com/search?q=contabilidade</a></span><br />
<span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Cursos para ACO (GRÁTIS) </span><br />
Gestão de pessoas em: <span style="font-size: xx-small;"><a href="https://valmirsalesadm.blogspot.com/2018/08/gestao-de-pessoas-topicos-para-estudo.html" target="_blank">https://valmirsalesadm.blogspot.com/2018/08/gestao-de-pessoas-topicos-para-estudo.html</a><span style="font-size: xx-small;"> </span></span><br />
<span style="font-size: xx-small;">G<span style="font-size: small;">estão de projetos</span> <span style="font-size: xx-small;"><a href="http://valmirsalesadm.blogspot.com/search?updated-max=2019-02-09T11:09:00-08:00&max-results=7" target="_blank">http://valmirsalesadm.blogspot.com/search?updated-max=2019-02-09T11:09:00-08:00&max-results=7</a></span></span><br />
Homem, Cultura e sociedade <span style="font-size: xx-small;"><a href="http://valmirsalesadm.blogspot.com.br/2018/04/homem-cultura-e-sociedade.html" style="color: #888888; font-family: "georgia", "utopia", "palatino linotype", "palatino", serif;" target="_blank">http://valmirsalesadm.blogspot.com.br/2018/04/homem-cultura-e-sociedade.html</a></span><br />
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<span style="font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Dicas para navegar e baixar aulas UNOPAR </span><br />
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<span color="windowtext" style="font-size: xx-small;"><span color="windowtext"><a href="http://valmirsalesadm.blogspot.com.br/2017/02/dicas-para-navegar-e-baixar-aulas-unopar.html" style="color: #888888; text-decoration-line: none;" target="_blank">http://valmirsalesadm.blogspot.com.br/2017/02/dicas-para-navegar-e-baixar-aulas-unopar.html</a></span></span></div>
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<span style="font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Direito empresarial </span><br />
<span style="font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Desenho técnico </span><br />
<span style="font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Empreendedorismo - <span style="font-size: xx-small;"><a href="https://valmirsalesadm.blogspot.com/2018/08/empreendedorismo.html" target="_blank">https://valmirsalesadm.blogspot.com/2018/08/empreendedorismo.html</a></span> </span><br />
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<span color="windowtext">Enem</span></div>
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<span color="windowtext">Formatação de texto <a href="https://valmirsalesadm.blogspot.com/2017/05/formatacao.html" target="_blank">https://valmirsalesadm.blogspot.com/2017/05/formatacao.html</a> </span><br />
<span color="windowtext">Formatação de citações e referências <span style="font-size: xx-small;"><a href="https://valmirsalesadm.blogspot.com/2018/04/portfolio-interdisciplinar-citacoes-e.html" target="_blank">https://valmirsalesadm.blogspot.com/2018/04/portfolio-interdisciplinar-citacoes-e.html</a></span> </span><br />
<span color="windowtext">Matemática para ENEM</span><br />
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<span style="color: red;"><span color="windowtext">Matemática Financeira com HP12C e Calculadora Cientifica <span style="font-size: xx-small;"><a href="https://valmirsalesadm.blogspot.com/search?q=Matem%C3%A1tica+Financeira" target="_blank">https://valmirsalesadm.blogspot.com/search?q=Matem%C3%A1tica+Financeira</a></span></span></span><br />
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<span style="color: red;">Matemática Financeira no Excel em: <a href="https://www.blogger.com/blog/post/edit/3049015301005702470/3871739328802480970" target="_blank">https://www.blogger.com/blog/post/edit/3049015301005702470/3871739328802480970</a> <span style="background-color: #2b00fe;"> </span><br /></span></div><div class="post-title entry-title" itemprop="name"><span style="color: red;"> </span></div><div class="post-title entry-title" itemprop="name"><span style="color: red;">Métodos Quantitativos </span>-Estatística descritiva <span style="font-size: xx-small;"><a href="https://valmirsalesadm.blogspot.com/2014/10/estatistica-descritiva-tst.html" target="_blank">https://valmirsalesadm.blogspot.com/2014/10/estatistica-descritiva-tst.html</a></span></div>
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Normas ABNT - <a href="http://www.leffa.pro.br/textos/abnt/abnt.htm" target="_blank">http://www.leffa.pro.br/textos/abnt/abnt.htm</a><br />
<span color="windowtext"> </span></div><div class="MsoNormal" style="color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px;"><span color="windowtext">Numeração e sumário </span><br />
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<span color="windowtext">Recrutamento e seleção </span><br />
RH diversos tópicos <a href="https://valmirsalesadm.blogspot.com/search?q=rh" target="_blank">https://valmirsalesadm.blogspot.com/search?q=rh</a><br />
Planejamento tributário<br />
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Planejamento Estratégico - <a href="https://valmirsalesadm.blogspot.com/2017/08/planejamento-estrategico-plano-para.html" target="_blank">https://valmirsalesadm.blogspot.com/2017/08/planejamento-estrategico-plano-para.html</a></div>
Legislação e práticas trabalhistas<br />
<span color="windowtext">Legislação Social e Trabalhista </span></div>
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<span color="windowtext">Prova digital da UNOPAR <a href="https://valmirsalesadm.blogspot.com/2020/04/avaliacao-digital.html" target="_blank">https://valmirsalesadm.blogspot.com/2020/04/avaliacao-digital.html</a></span><br />
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<span color="windowtext">Poemas (Valmir Sales) <a href="https://valmirsalesadm.blogspot.com/search?q=POEMA" target="_blank">https://valmirsalesadm.blogspot.com/search?q=POEMA</a></span><br />
<span color="windowtext">Rescisão contratual, Férias, IR e INSS </span><br />
<span color="windowtext">Redação</span><br />
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SISTEMA DE AVALIAÇÃO UNOPAR- <span style="font-size: xx-small;"><a href="https://valmirsalesadm.blogspot.com/2019/02/sistema-de-avaliacao-unopar-para-20191.html" target="_blank">https://valmirsalesadm.blogspot.com/2019/02/sistema-de-avaliacao-unopar-para-20191.html</a></span></div>
Sumário como atualizar? <a href="https://valmirsalesadm.blogspot.com/2020/03/b.html" target="_blank">https://valmirsalesadm.blogspot.com/2020/03/b.html</a><br />
Sistema de informação gerencial <a href="https://valmirsalesadm.blogspot.com/search?q=sig" target="_blank">https://valmirsalesadm.blogspot.com/search?q=sig</a><br />
<span color="windowtext">TST ou TFC</span><br />
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<span color="windowtext">Glossário </span></div>
<span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">e outros </span>ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-77431749968183657802020-05-12T10:00:00.018-07:002020-07-28T17:16:57.601-07:00Cursos gráris com certificado<div>Indico</div><div><br /></div><div>DICA 1 - DIVERSOS NA ALIANÇA PELA EDUCAÇÃO<br /></div><div><br /></div><div><br /></div><div><a href="https://aliancapelaeducacao.com.br/">https://aliancapelaeducacao.com.br/</a></div><div><br /></div><div><br /></div><div>Basta fazer inscrição e escolher cursos, baixar material, estudar e fazer avaliação online.</div><div><br /></div><div><br /></div><div><img alt="" height="321" 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" width="572" /></div><div><br /></div><div><br /></div><div>DICA 1 - DIVERSOS NA ESCOLA DO TRABALHADOR<br /></div><div><br /></div><div><a href="https://www.escoladotrabalhador.gov.br/cursos/">https://www.escoladotrabalhador.gov.br/cursos/</a></div><div><br /></div><div><br /></div><div><img alt="" height="316" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABkAAAAOECAYAAAD5Tf2iAAAgAElEQVR4nOy9eVwT1/7/n97v/Vz76+rt7XZrW1DqVrFqsWJ7q6C1reKuuPRWJJUKWquo4G69xQ0XVFyKAqIighvWggJ1abVuqGjR1iqgrO4hAkFAgsLr90cyYTKZSSYhIQl5vx6P50NJZjlz3udMzpzXnHMkzi6eIByLcV/PtnoaCIo9QXEnKO4ExZ6guBMUd4JiT1DcCcO8+rornlkMwsF49XVXq5c9gmgKSKydAKLxoUaT40Kxd0wo7o4Jxd1xodg7JhR3x4Ti7rhQ7B0TirvjQgaIY0IGCEGYBzJAHBBqNDkuFHvHhOLumFDcHReKvWNCcXdMKO6OC8XeMaG4Oy6vvu4KpbKGcDDIACEI80AGiANCjSbHhWLvmFDcHROKu+NCsXdMKO6OCcXdcaHYOyYUd8eFDBDHhAwQgjAPZIA4INRoclwo9o4Jxd0xobg7LhR7x4Ti7phQ3B0Xir1jQnF3XMgAcUzIACEI80AGiANCjSbHhWLvmFDcHROKu+NCsXdMKO6OCcXdcaHYOyYUd8eFDBDHhAwQgjAPZIA4INRoclwo9o4Jxd0xobg7LhR7x4Ti7phQ3B0Xir1jQnF3XMgAcUzIACEI80AGSCPj1MoDTq084dyK838X9f9Z26j+5fm/i8DnrTxEpYEaTdaKPSvuLtplQCeOrTzh5ML6v/p7fftT7AmKu+1A93rCmlDsGx+q844Jxd1xoXa9Y0J13nGxhTpPBkjjUl1t/TSQAUIQ5oMMkEaGGk2Oiy00mij2jgnFvfGhez1hTSj2jQ/VeceE4u64ULveMaE677jYQp0nA4QMEIIgTMckA6T/oPHYkZCEvPybmkqZm1eEHfFJ8BrwtdUvypZpyo2mNq17Yea7PTHz3Z5o07qX1fPa1rCFRhM1mB0TY+POlKcWnYfjzbafo0XnoZrv3h0zHu8vCUG7UV9pbUvo5mFTvdcTtg/V+cbHnuq8V3hRg7B2XtsS9hR3LvQ819DYe1K73gGxtzrfpq0Hen2opjvn3w890Kt7TxUf9kSvD3ugV/ceaNOWfuf5Y+9p9Tov1gDpGL4THcN3wnVNAjqG78R76/bAdU393+zv+LB2h7+t0FQMkOiY3YiO2W31OkQQ1sYoA6Rdh8+xa/dBGNKOhCS0ffczq1+cLWJvjSZjSO3UA3D7CHD7CKmdelg9r20NW2g00YOSY2JK3Jn70WueAXhq1UW8OOR7dPbzx4c7o+AWsQKtPxup3o4ekvjzr+ne6wnbh+p842NPdZ4MEMeMOwM9z5kr9p5Nrl3fqrUn2rQzbd9pR2uQGz3B6nGxfNztp863adMT50NbozL2bZRtfhvlMQxOqn83v4Xy6DdQHv1vlEe9hrLIV1C5+V84t6gF2rTpafW8tjVsoc6LNUBc1ySoCN8J19U70HbhBnQM1zY8XMN3oqOACWLtDn9boakYID8fOoGfD52weh0iCGsj2gBp1+FznDt/GQBQp1SiKjEeJRN9UOz1MWSff4QS//+icvd21CmVAID0s5nUaObBnhpNxlLx/scaA6Ti/Y+tnte2hi00miwVe+oQs21M7Qx1auWBl/vPwFMrf4ck5DScVu1E9/VL4OIxjOJuMP+a7r2e4m77UJ1vfOypzpMB4phxd3ah5znzxt6zybTrW7fzRC8vD3wzrwcWrP0Puvc08l4fdNohzA9nF/uq8726dkf11teB+NeA7a8CO/4NxL0GxL0CbH8ZiH0J2P4KsO0lYOsLwJbngW3PojryWfRy62b1vLY1bKHOGzMChDFBOqyKQ+sFa+C6chs6rt6BNiu3q8yP8ATBUSDW7vC3FcgAIewNQ2XJ2unjUlR0xyzbiEW0AcK8KVQru4cSv9GQffIBL2Uzv61/cyg+yeoZamvYU6PJ2cUTw59OgfSpPwzS6a2vaASIwdh7Wr3RZEzsucd0auWBj3sOw+QpMxE4dTZ6enrzbmPtfCYaFneteKr/fTswFJKQE5AE/4yXvOervnuHprnTm3d2dq+n+t60oDrf+NhTnScDxDHj7uxCz3Pmjb2nXbXr+XinXS906d4bA/7bGz8c6I2YX3thXLAH2nc07jiDhzqG+eHsYl91vldXd5RFt0Bd3Guojf036ra8gNqYF/Bkyxt4EvNvPIl5HbVRf0ddzAuojWmO2s3Po27Lcyjb8Dx6vU8GiG7sPa1e540ZAaIa5bELruG70HHdHrSZvwpOM5ai5+qt6Lh2NzqsjqcRIGY2QGJjt2Pjxk2C30dEbERa2s9kgBAWQ5/JYYsGiLOLfoPDnOaHs4tIA6T/oPGaN4UejBsJ2ScfoLjff1Cx+QfU/JGJmiuXURETgQdjh+HJzUKt4dOmzSG7BEeURYgaasaMHboLuWKOKXY7E7FMo6kvXLsOxDvvmL+xLH3qD4ND5AHg8h9Z6NzJy6g1QAZHF0F5dInq76DTmhu81htEQp8bFfcaHAnyhHPQLiPjyiqHesuFuPLK12gaG3kJe+b62PiDkgc+7jkEAf7fYumSRVi5cgVWrFiBJUuWYMKEKfDwHIZW7xhfF6YdramPv4vA0Pmg0zrbsP82HjPfWyx8vzAXJr0Nrv6309QZ6P3TZryzchMkgT9B8u0+vNhrSn2ZFp3vpzHNFvPcQjFU1c0Q7Lv9J1Z4ce/1U7H0p00Ypude/5H3d/AZPLzR7vX1UH1v7LJiCajON34c7anOW84AWYIjSr56y1MXWe07dhtv2lH+h3/2/UL0vUHgHFpp1fmer+xOQFQea9u8XRisPsahRyfxLadd7xv1B377IYjTrg/A9IgIjPlQX7t+ELp/OgLtLdS2s9zznFBeCsdrcHQRf0fP0SW8xzsSxH8e1ed86eHWcfZnQuWUnTbdewT3OnTb9bOx6ewvmNOHW8f9MX3DUnzuwm7XD8JnY+djrHQGvEd+i/79RqBtK084teqLDm6DRI+6aagBMsjvc6z9ZRBizg/GnOgB6ObZGy5tjTmG2JhYHq3nSqPSb9zvgcnP8h98A//p8/B5Fz0GyDufmDXunm7uUES/Aex4A3VbnseTvd1RUZCB8vJiPCwvxkNFCSp+j8Tj6KeBmBdRu/l5YMuzUPzwHDz1GiDcuNtH26ih6DdAArH4x934pqcnnHrMxeINEfjyQysaIOE7VSM/5q9Cm+/X4d3FG9FB/dnak5kIOXoeby/bhk4Ca4EYPkcOwrpJIJGo6RaGbCsaFSoOwEfig2Sdzw9hesuW6NChA7p16wZPT0+sTBd3TGMNkIiIjfDy6o9Vq1bpfBcWFgYvr/6Ijd1u9LWRAUIYwlAZYraxdjqF4DM6zG1+OLuINEB2JCQBAB5nroN8mDtkn3VHzZVLur3gtbU6H22P229CwixggNgI9miAzP/8JC6m5xg0QY4cuIC+r6zH580jDB976C7kMg+QQ3chV/OwyX1A4ftcPIOjd2GaC/NAbWxnjNhzmm6AOLUaizmJqQjubVsGiFMrD7Rp/wk+7jkQX47xxeTJUzBh4lSMlU6Er/RrjBvnB3//AEyZMgVTpkzBl1/64uMeA9C2/Sfi0jJ0F3LzTuNIHivfOJ2fzuq4aR6k+PYxmqZ7bzFH3DXxV//bJWgWPjm0Bx/GR+PdPkPwmrsUkm/3QDJuO178MKC+XIvKd1M7Q/XFzHbj2aDO0K7+8PGdhAFfTEGPjpa/11N9b3pQnW987KnOW9YAKUJuHrcTlBO3oNOcDjOVwaBrUPDEWuy9weA5hMoSp+yyX6RhfRal7pDXMUD6ReBgyi6s//FnzOjNLhvWN0As9zynp14aFS9DbX6+csR3nxFjgBQhlzdNTMcu5zue6zDZAOn6DcZPW4ShH7Pa9a4j4NaJMUAGWPhFB0+4tOuFjh9+Cu8pAzFvxzB8u2YIPvtvP7RqY+xIPxu5Jw/dhSMmTcFlSQNETJ3X/T0wZ9x7de2O8ug3gB2vozbmeTwsuIAyJVBafAcPZLdRWnwHilpAfvg7PF4vQd2W5qiLeQblEc8ZmAJLO98GRxexjGHLx8BaiDZAtJ7lx2LsnBAMcGv8ESAdVsej/bLNaPv9OjiFRMA1fBfmHUrH2tOXsP33a5h24CTeCt2GTmt36Zggeo+fHYZuEgl8krU/C0s2nC7rGSBDsCXP+GOaMgUWY3SwTRDms7CwMJOujQwQwhD6zA17MECcXbQND0uYH84uIg2QvPybAIAn5z6AMvkZVO2YZLAznNGNG4UmJMx+fgiNxR4NEIb5AkbIhfQszPv8hNa2ho47OLpI8xDK/r/W35wOMu52lqcxDBAPOPnEIjUs0KYMkBZvfYB3330PXl790LffAAwe3B/TJvbBwun/gVefruj+0ccYPHgwBg0ahIEDB2H48OEYMWIE3N0/xNst3UXHXyumWkYYk6/1f/PuY7GYNi2MmgpJ/W/noJn49Ncf0WPXZrT7ZBjebtUHb7fqhVfdx0IyNhqSkT/gxa7j1GXbUPmjzlBjOkO7DJ4Hn34D4frpFAzy7Gfxez3V96YH1fnGx57qvFd4ESqqa3Hw8kNUVNeioroWpZVPsDRFrvm7oroWx7Iqtf7+LbtSlAESFcR6yUUnbiojQuctcd57gm6sxd0bxJxDjAEicBzWtlwD5LOlZ3Dwe1/0nv8zdswcwyob1jdALPc8J1wvxcVLZTrU57NIA0T0dtzPVP8/cpQnTUGnoTx6Wmd/vuswzQAZiqFTVmK0p1C73vIGSMvWvdD3m5GYcXACQk/4IeQXfwyb91+4tOtt9LFs5p48dEKjdb7bnQGyuQUQ9woeb2kBRZkMirJy/LVpGK4ta48bMV+gvKIa965lQLb2ZdRtfhp1W56F4gdDa4CIrYt2VIZExd7TrgwQ1zUJ6LhuD1ovCMfYHQcw//A5LP01A+GnLiHsxO+Iz8zGV3uP4u1l29CZY4IIH1s18sPH6maH7RogXBOkoeaHMQZIdMxujdkhluiY3VavW7aE2JhYO5186Tb0nS2mm0tR0R2LmR/OLiINEKWyBgDw+Ndn8fjo/6FOnqrVKO69pEKHeXseAQCqq5V6j6011F3T2a3bSOX/gWU9aKmPcSRIe1g1/5te6v9H802vxDnf0PpjM8fnvRat7TgPV6z0HZrugQEbcnD79n3cuFGIo0u/Emg0jcJXoXFYGbYZIYs2wPcT1Y/mR97fwUc6AyNGTcaAXoO0H5Bbm3fYrLOLJ+96H/PVRgif8SHOAJmAKNYbVEIGiM7DEs8bw/pjKVS+xMZVTzlk7Z8bvUtUmXFqFYB1f5SiqOgOsnPyscVPHes+Ydi+IxQ9jTJA+sLNcyze72CpESA98cabbnj9jXbo2qElpvu8Bb+R/8bQPi3wnmsbtG//Ljq8+y46dOiAjh07okOHjnB5pxPecuoGp5Y9xcefPRKI29GgFW+hfYzFwFuKQmVCMN5i7yvWRXTc1f92nTkXXeN/QKcflqN9H2+8+lEAnp20Cy3HbMCrrfvjVbcvIBkejqcGhKF5p/oOHv35zrkv8uaT9jQjR4I4Q+w1U2MUIWqovu+E4s09vv66rV0OjLvXmN4ZOgQDJ6inSOjsg0FDvkB7i48AofrelOo71Xmq84bwCi9Cem4VNh0vRXpuFUZsvIW49DLN3wzbTpdp/Z36x0NxBshQ7jR33ClF+cwx7bYhf/0VeW8QdQ4RBojgceq31TZAxmHxL2fwv8884fTpKuxIWA4PF9sxQCz3PCeUl+LipTt1kREjQHiPKc4AUd1T2PFl0st3H9G9DpMMEPcp+HbOTPQQfLHJ8gaIS7veGDhXinlnghGaGYjZp2dh2JLxcGlvKQNE93lY6/dS8B7Md//Wd0/nMSzZZUTfs7pQWeNJs1MrD3x7UKF5lv8zdo76Xh+EsENJWLpsLxJ2bsHSmL3YEKF+lp/gC6dWY/CF1hRY/dC9rz96fzoWH308Eq7tPeHUSlwMjFkDpDz6DSDuFTyJ+TcUJXehKK+E4oEM5Q/uoLxUDkX5Q5Q/rETJrSw8WPNPYEszlP/wrIE1QAz89oqOKd/vurjnd/3P38J9MYJ9RYL3k/pjV1Y+glz+CyYwdbbvD0g+ewm/HjuL7TNCWQaIP6ZviMCXH36F8QvXY/aclQictgjjh4+EcytPuH3+LfoPGo/efcbio6591fcJcbE3ZhH0juEJ6BiegHfCdmD2z+n4ObsQi3/JwOJfVCbI6pOZiM/MxrC4VDgvj9UaCSJ47OwwdOM1GRgOwEfSDWHZfH+r/u/j0w0SiQ+SOdNoaUwV9QgTnc+Fttc6tzEGyC2kfO+Lb775BkFBwUi8ynz+AJeStmDXrl1ISkrGH3fVn1fcReH1G7h9+w7KyhQGY8AYHw01P5RKMkAIwyiVZICIwTgD5JdnVA3m4hSDDeYZCeIMkHqEOpsNGSA19T9W6rl+tX7IBKdWquGsPyG8ndaUHCIb5PXzCGun79Gjavy5wV/VUJpwAH9e+RG+OgbIaPiv3oslfiP43w5x8YBTqyHwGPQV3N5lHpAHo237xjFAxGA41qwHDq38r5+iQLwBIhRLfeXL2LgK7689V7DwsZ2mnYA8OYTnrY/pWJkWDW9jR4B0GsFqNFngQUl9zK8HvIuhfVzR4b0e+PA/HnB3747u3d3xQdeuaNOmLf71r3/hn/9yFn9cnU5QfjNMdzoc/n2MQ9+DjlCZMBRvMfcV62JM3Nv3+xJe6al4LywEb3bpA6dWnvj7/EP4W/BBPDsmGs94zoFzKw+82nkknuq7BH/rMQ8tWn8uIt/Z91iBfNJncuozwQU7zHTfOtbtpBZ7bzDuXrNpiImdoR98A/8J/nivlSecXPqjx5AAdO9g2c5Qqu9Nq75Tnac6bwiv8CIAwNGrFQCgMUSYv/+4Wa0xQAAgPbcKcellmJJwT7QBIvh/wY5wbuclT/0Ve28QdQ5Ox5tWZyrLANFrwHIMEK8oHP0lAp+28oSTiw9mJCRhai8bNEDM/jwnkJdi4sXbBucej3Mv4esY1XsPES6P/L89PJ25PNdhsgEy5Rt00WuAWG4NkJZtesH9Kym84xZgRvp3mHd+DgKOLsanC6ehjVs/o46lP1Y822gZESLuwXy/D4Z+M3jWEuM1vrWe1YXbCXxp1h4BMg9br6hNT5cghB06gc3T/ytQ59kGSH/0GDIZn/2nL6esmNsA6Y7yqNeA2JfwZPPrKCtVGSCl8nt4UHwPD4rvoER2B4qHFSgrlePO8lfwOOofKN/wTAOmwDIypnpNNGOev8X1xQj2FYkwVJ1aecJ5yi84t9oPTi7zsOVyFjZJVbHzmPET9ukYIIZGgPTH+x8PR/s25jdANCNAwnei45oEOC3bhgWHz+LAtXzMP3QWK3/7HatPZmLDmT+w81I2Pon+CS4rt+M99Zogeg0Qvet9GDJAJOgWlqP6LtkHEp8DPPtzzRD1/rzbizVA2GuALEG6sgbK8+vgu+l3zrbFyNi1HkmXSqBUskeAyFFw+TLulKn/rq4yygDhWxPEEgaIEDQFVtOnKRggNjMFVm6e6kFJccoVD47+Ez9dXiU4RHrhj9XovaQCq1KqAQDXrxfoP77WAoWmGCBiH4RNOCbPm19aDWUGzlsO9Y1y3fMcelSA9YM8eRpNLAPE43uExYTBizMk1qmVB5w+nlQ/AkTLALH8FFgWM0Bc2G9i1A9JN2oEiFAZ4CtfYuMq+uFdXJlxGpyAP+Sl6kaTJ8vY8EHwjp8Q6MkxQD4MQrDmrZGp+JC30TQYrS3QYFahKnPLJnfEV97d8XHPPhg8aAD8/PwwbNgwvP++G5ydW+LZZ5/Fi83fVl+LobfB+Uf8aOKqyVvDo4R4H3x53/7RV17Y+wmUCX3xNup+ZD2M6gzt74N+pw+id1I82nt9CWcXT/zzf4fQPOQk/ukXjzc//07VGfrO53iq2yT8zfN/eOOdvkbUeT35pI6f/nngTfwNEHyTV+w937h7jamdoe97L4T/4EGaTrEOngG6o/0s8mYo1femUt+pzlOdN4QhA4RRem4VAGD14QdGrQGilUfc9nADRoAYd29o/BEgfVde0BrZ7TkzCfuXTbYZA8Ryz3P8eWk4XmJMSvF1V//+htv0QnVf6DrscQRI6y798PnWMAw/FIFvTy1B4JlFGPvrGgxM3oTOI32NOpb+WOnfRus3V9/vMff3weBvBue3h3f0h75ndcNpdmrlAacpv9aPANEyQPSZniwDpLMPBo2SorPOiEAzGyBu7moDpDkeb34dijIZyhTlyIkajLw1rigKd8WtrYOhUJSjrEQG2aqX8XjT/6FsnRgDRMD4MjamfDEQen7X+/wtri/G6LYb69iqESClKNr7HZy8InH4yA/owzsFlgED5APf+hEgFjJAOqqNDFdmXY81CWi1Yjsi0v/Awl/Oo8PqBPTYtA/f/HRcPRIkC+4/7EX7VfEWHwGi+U490kNjiAgcP9lHbYjwbS/aAOEZAXIrCd/7+mL54Xv1nxWfxa51h5Cv/ltjgJTfRPblApSJNCzY017xrQlCBghhbgwZIAzWTqcQtrUIerxq0byLV5ej757+6L5nJH6X/aXTWM66U4vPQlVvDJ3MegIA2Bb7o/CxtX4ghR5K7MUAEdP50kADpKs/fCZMQjfNsNmmY4Cw0eSxqDVAxHZ+cIavW8MAUT8o9Vt9WXsKLFNHgLTyROvOw/Ge6ydo2fZTs8e+pYuqPAWP6Ywhfd3R5zMvDBs2FCNGjMDgwYPRq1cvvPfee3jlldfw2r/fU5Vdgw/rum8Jajec1XHSmj/c0D7G4JgdosZOh+M2fRb6nj4Iz6Q4dBg6Fm9/6IOXArbi2cHL8VabfnjV7b+QfPY9nuoxF//s7CMi9iI7Q1l1XakU0wlpI52hPPca0zpDfeE7LwxTpy+G/wTWdIeDvoSrhQ0Qqu9Np75Tnac6bwhLL4Jen2fMiAv256auAWLMvcEaa4D8Dwk3CvHnlRycP/8HfjtxHj8fOoH9mrhb3wCx2POcoOGgP17CCyeL65QWXleEZ7SJYOyFfofY9xz+6wg0xQCx8hogLVv3RueAaejzUyx8j4fD78RqfPHrD/BMSoDb4uVoO3AcWrbrY8QxTTFAWPVKxDOZ9u8D32f85UL/umPGlTV2mp2GJODPkl8xkTvtnS0aIF27oTzyZSD2n3gS9SzK8y6g/DFU01+V3MbDktsoL7mDh0+A4pyLeBDWDIhuBsW6p42cAkuoromJKedY+p7fjXj+5k+nqQaI6thapqepBkhnHwwc6YtOLp5wbvUZ3utuOQOEgRkJ8u7qeLRfFY/Yi9cwfEca/r1kC9zW74bLiu3YknEVSX/l4u1l2/Beg9YAMcIAUZMd1q1+Sit9Bgjf9g0xQNTcPby8fgosMxggfGt+NNQEIQOEMIQhA8Ta6dOHPqPD3CaIKAPEa8DXAADlkxqMSpuGrruG46M9o7H20nZcuH8Fv8uuIvrKHnjFRaLX0jIExFShrk7ViO7rNU742DrzcvI94PLME95YBoi60as9hFN4aK+YznlRBojQFFie0+DvOw6uLh5w6vgFPuNMgdWmbS9RQbe+AaJn2gKdMiFyjla+WOotX2LjarhcGJ4CS7fR9PmKDBxeLIXpa4Coj9V2AN7r4oXW7cU9rJgyV/CmKW+h/39c0aGTJ/p5DcCoUaMxfLg3/vMfD7Ru0wVvOxteBJk3vlrlgZufhuZkNdQpIYS+ciRUJgzF2/Y7RE1ZELnL1BnoezoFXYK1933V3Ue1IPKIDXix61eqfUR1hIvvDGXymX96An15ru/3wtTpcESkm+deY1Jn6OfzMSeQmRqD2VY1R3T3TpYeAaKC6rv913eq81TnDdF4BgiTPzWsuHjyTCfG147mHMvYe4PBc4gxQDw1byJz1wmKUnfcaQyQSYdw43QUPtOK+xhM3XIE33vbhgFisec5vrw0GC9990wT2vycY0w7WqN1/mlHawTWmvTUnRZHqK5zruPnaZ4mGCAecO49E4HTFmHox6x2vesIuHWyvAHi3K4P2s1Yjvf3HcTgI1sx8tdNGPFrJHoe3ItO+9LQMSEJbfzmwlnkupLiDZAaATNC3DMZn9kl+JsxdBdy807jSJ6he4yhssafZqfpJ1FyJQ5ezLR3powAaaQpsDzd3KHY+BIQ+xJqo/6BqviuKM7JQGlJMcpK5CgteYCy0mIUZ2fgbqQbqtb/DXWbn0b5+mbwNNUAMTqmeu71Rk1RKq4vRtTvukBZ0B71ZeIUWB/6w3vwaLR38YRz+yHoZsERIFwT5L3wnWi7agfc1u/Gvj9vwGtrMl5dFAPn5bH4LfcWLt66jzZhO9BR3xRYyhrVVFRcAyI7DGHJPAZJsg8kBgwQxtRQjezgmwJL19So377hBohSWYO7v67FppMyNHQKrIiIjYJrfjAmSGzsdjJACLNjqAxZO31CiDE4zGmCiDJAnF08sSNB9dbQ/Uo5RqsbzXyM3r8a98pUreXY7freFvKE1kJYeadxRGhYOnsY5NHTpr0JaJIB4skZUqmngccdetmQKbA0jSbuIuiD8Lmv+g3BIVJ4cEaAtG5n/lEA3k+nGG1+eD+dYvC42g1Z9ttVnAYSK/aGFyrn/i1UvsTGVU+5YKVL/yJs9Z87TTuhGjZbdAfZOckYxzSgfGKRGhaoZXaJNkBa9UH7LoPQtp0lpsDyRMvWHvjhm7fxWdfOcHbxRKt3PNDe9RO069AbLUU+nLHRXhRVuzxoTYvDyjdR+4hG900+7YcbgTIhGG/76BA1pSPc2cUT7w6TwqVLP7zz8TA4u3jilY/HQ/LNLkjGbceLH/mrynUrsfkuslOR516gWQyR576q/Z2nnt8L3fgbXhBZ7O+L7r3GlM7QPhM2YLL3EJ1Osfb/+Qq9/+NlcQOE6nvTqO9U56nOG6JRDRAXbkeVbj3jb+Ppxt3oe4Pec4g0QHTKSI3WXPeMATLxx/s4tXIcJ+6e8Ji+Fwkh3+i06+fMC9Oa+qwxDBBnFy9pFCAAACAASURBVEs9z+nmpaF4aS1yzPv8xHfv1j2P8CgS7cWWlYIj+5ht+Ucf6buOykOLeAwQ1YLIqWnHse/HQ1j/7WhdA6SVJ5zcxmNMwHyMlc6A98hv0b/fCLTVjACx3Bogzp0GwHn9T3DafRruycnwOhwHr8Nx+CRtN9omHoPT7jNw/n4znNuLO7/e31lOfh45WsRfF4XuwXy/D7y/GfzGuM59QdSzuuE0O7UKwPor6kXQTx/AVsERIJ7wmqFvEfQh8Bhk4UXQ33dHWURz1G19AU82v4C6qP+HivVPo2jZK7i57GXcXf4v3F/5MuRh/0DVOgmebPoH6qL/jrJ1/2fUGiA6GBNTF+7vup7nd9HP38J9McYbIPXH1poCy8UTzn6JOKt3EXRVWfCUshdB748eg9WLoHuOwPuNMAKEbYJ0WrsTrVfGocemfTiUU4iYjL9wJKcQj57U4lppBTqv3YUOq+MNn4OzULmEvS6I2iCRSCSQ+PgIjwBhb8c2LrSOLWJ7DWLXAPFEYOIt1Rogvswi6Am4qtk+F8diDC2C/pA3X2JjtyMiYqNgvkVEbERa2s+iYsiGDBCCMA+iDZC2736G9LOZqjeHamuwM/sgfA7PxEd7R+OjPaPxxc/TEfNXIqoeq+aKPXPmd7QV3XhyHLQXTuM+IGtvo/1GCN+bYrrbiEmDqR0jZsXgwpJND925glVvhcxJTEVwb04cRRsglo89MzUO3zk06bKB/G00DM4JbnuYEndNXNt+gpbvforXu42BZEYKJIFJeNFjsnob61+braL/Xq9nQWQr3+upvnOww/puauypzjcMe6rzljNAHA/ztustb4DQ85w5Y++pt11uk+361p/gzdHz8NL643gj/hw+PJCMnik/omfKj+icmIrXVx3AW30nmjmvbOsFgYam2Z6e5Xu5dUN19PNA7HPAlmeBrc8D254BYp5G9aanodzUDLWR/wdE/wOIaQZE/z8g5m+ojvibgSmwbAArtM9soc43xACpN0F2odWK7fh8SxLOFt7FLUUF7peWYd6cmXBdvAmu6/YY3UFvGwgZIKZTPwLEujTUAImO2Y3omN3Wr7cEYWVEGyDOLqpGM/PmkD7Fbv+RGssC2FOjydKY9kav/cLXaBobeQm/rp9uuw9KrHJbXzbrsXaeWgPutAr2gMlxf6eX5r70gvdiSBaeRfM+U1Xf2cB12TL21BnKl/b6a6D6bm/1vUGxpzpvMvZU58kAaay4a29jCwaIsws9z5kv9p5W7ww16V7/Tm+81W00Xh8+F+/4/w8dJs3DuxNmo+3wADi7DbbAvZ4MEGvd69u06YmzIa+ifOPzkK99HiXrnseDdc+hZP1zkK99DvdXP4fiNc/iwZr/DyXhzSBf/Q+Ur/9/ODv/RbRp09MG4iCMNdpntlDnG2qAsEeCtF21A87LYuEekYj+UYno9HUgOi2Lgeva3Vbv8CcDxLwGCEEQKowyQBi8BnyN7XH7ceNGIaqrlaiuVuL69QJsi/3RwByxhD01mghzx97T6o0mir0pcKZRcJC3wRmYB+GXP5mM572XaH1G6Mk3O+oMJdjYf31vaOypzpuYb3ZU58kAaay4a29jKwaIphzQ81wDY+9J7XpRkAFizfZd69Y94d7RHd06uOODd93RrUM3zb/dXLvhA9du6s+6odu73eDeoRtat7ZF88P67TNbqPPmMEDYa4J0WrsT7VfFo/WqeHTclATXtbsMrwFis5ABQhCEfkwyQAjTsbdGE2HO2HtavdFEsXdMKO6ND93rCWtCsW98qM47JhR3x4Xa9Y4J1XnHxRbqvFgDhCADhCAIXcgAcUCo0eS4UOwdE4q7Y0Jxd1wo9o4Jxd0xobg7LhR7x4Ti7ri8+rqrZsSeubB25z5BBghBNBZkgDgg1GhyXL7ym2X1NBAUd4LiTlDsCYo7QXEnKPYExZ0Qz6uvu+LRo2qzQGaI/UAGCEGYBzJAHBAyQBwFDx1UDWbdz4mmDcXdMaG4Oy4Ue8eE4u6YUNwdF4q9Y0Jxd1xefb0DqqoemQV9hoi1O/wJMkAIwhKQAeKAkAHSlPFgzUGqi3TcTL3fE00TirtjQnF3XCj2jgnF3TGhuDsuFHvHhOLuuLz6egdUVFQ2mMrKKg1cM4RMENuDDBCCMA9kgDggZIA0RbgNpJ68+H4VLPgd0XShuDsmFHfHhWLvmFDcHROKu+NCsXdMKO6OyyuvdYBCUW405eUPtXj4sAIPH1ZomSFsI4RMENuCDBCCMA9kgDggZIA0NVSmxzuegei8/C7cIkEQBEEQBEEQBEEQBCFI/x11OJ2vJBPEhiEDhCDMg+TV1zuCcCw+/czb6mkgzIUrXn3dFa+85opOy24jLaMQJBKJRCKRSCQSiUQikUj6dK24Dv131GlGhHBNEGt3/hM1eLG5kw30OxGE/SOxdmUmCEI8zJsYjx5Vo6rqESorq/DwYQXKyx/CLdLazScSiUQikUgkEolEIpFI9iK3SGimxmKPBKFRIARBNCXIACEIO4IxPx49qkZlZRUqKipRXv4QZWUKMkBIJBKJRCKRSCQSiUQiiZZbJFBWpkB5+UPNuiA0CoQgiKYGGSAEYUfwjf5QKMpRWlpGBgiJRCKRSCQSiUQikUgk0XKLBEpLy6BQlPOOArF2HwhBEIQ5MNkAqaioRFHRTWRkXMCpU6dw7NgxJCUlIykpGceOHcOpU6eQkXEBRUU3UVFRafULJQh7hz39FXf0x4MHJWSAkEgkEolEIpFIJBKJRBItt0jgwYMS3lEgNA0WQRBiyM8vsHoaDGG0AVJcLMfZs+eQlJSMc+fOo6CgADKZDKWlpaitrUNtbR1KS0shk8lQUFCAc+fOIykpGWfPnkNxsdzqF0wQ9grXAGGP/pDLH5ABQiKRSCQSiUQikUgkEkm03CIBufyBzigQMkAIghBLkzJAysoUyMi4gJSUVBQUFKK6Wom6ujpRVFcrUVBQiJSUVGRkXEBZmcLqF04Q9gbf9FdlZQqUlJSiuFhOBgiJRCKRSCQSiUQikUgk0XKLBIqL5SgpKUVZmYKmwSIIwmiajAFSVHQTKSmpyMrKMsr44DNCsrKykJKSirt371r94gnCnmAbINzpr2SyYjJASCQSiUQikUgkEolEIomWWyQgkxXrTINFBghBEGJpEgZITs51pKSkoqSk1GTjg0tJSSlSUlKRk3Pd6hlAEPYCnwHCTH91/76MDBASiUQikUgkEolEIpFIouUWCdy/L9NMg0UGCEEQxmL3BkhOznUcO3Yc1dXVZjM/6keDVOPYseNkghCESMgAIZFIJBKJRCKRSCQSiWQukQFCEERDsWsDhJn2yhLmB0NFRQVNh0UQItFngNy7d9/mDJCbN29aOwkkEolEIpFIJBKJRCKRBOQWCdy7d58MEIIgTMZuDZCyMoXZp70yNB0WLYxOEPrhGiAKRTkZICQSiUQikUgkEolEIpFMEtcAUSjKyQAhCMIo7NYAyci4gGvXsixufjBcu5aFjIwLVs8MgrBlyAARL4lEYrVzk0gkEolEIpFIJBKJZA8iA4QgiIZilwZIcbEcqampqK5WNpoBUl2tRGpqKoqL5VbPEHumpKQU06YFYdq0IJSUlFo9PYR5ETJAiovlZIBwRAYIiUQikUgkEolEIpGaiiIiIhAREWH24zIGSHGxnAwQB6JbZB3co+qsng5HoLpaiaqqR1oolTXq/1ehqqoKCkU5Hj2qtnpaTcUuDZD09LMoKCg0ysB4+PAhgoNnIDh4hskmSEFBIdLTz5rlok6cOIkTJ06isrKqUTKxpKQUCQk7MW1aEIYN88awYd6YP/87/PTTT1pGxNSp0zFtWpDF0sA+P5kgTY/GMEBKix/hws8PkbqpEtvnVWHdV4+x9qvH2DavEgc2PcQfpxRQlFaJOpaxBohcLkdERATmzp2LuXPnIiIiAnK53JTLIAOERCKRSCQSiUQikUgN0tatW+Hv728S27ZtM1s6zpw5oznumTNnzHZcgAwQR+WZxcAzi2Hx81iyH1QM8fEJmDBhgqav1BATJkxAQsJOs51fyNSoqqrCo0ePNPWwsrISRUVFkMmKoVTWWKTe8fVdT5sWhISEnQ3uP7Y7A6SiohJJSclGjf5gzA9v7xEICgpu0CiQpKRks1zUiRMnkZKS2igmyKlTp+HjM1aw8vj4jMWpU6ehVNZoPrNEIWYK8NSp0zF16nQyQZogljZAju9VYPkXT7Bs9GOEjn6MpaNrsGR0DRaPVmLRaCUWjq7G96Or8b/Rj3Bkb4nB4xljgMjlckydOlWn0Th16lSTTBAyQEgkEolEIpFIJBKJ1BCZan4wmEtz5szRHHPu3LlmOy5ABoij0lgGiFA/KNsYsZRJEh+fINr44BIfn9Dg8zPmx61bt7Fr1y6sWLECy5YtR2pqGh4+fAgAePLkCWpqavDgwQNcvXoVeXl5kMlkZs+Lw4ePwMdnLNauXYusrGzN51lZ2Vi7di3GjPHB4cNHTD5+Qw0Qph9bDKaWFS0DpKjoJs6ePWey+fHw4cMGTYV19uw5FBXdbHBgKyurGsUEOXz4iCYAS5eGaoyOkpJSnDp1GvPnf6f5PjPzkkUMEK75UVJSipKSUjJBmiCWNkAWjq5GyOhqxIeVISVWgWsXK1FR/hgV5Y9x9WIFkmNLsS2sBLNGPcTMUQ8NHs8YAyQiIgL+/v4ICwuDXC6HXC5HWFgY/P39TRrmSwYIiUQikUgkEolEIpEaIlONDHMaIMzojzlz5miMEHOOAiEDxDGxhgHCNjrYnwcEBGj6Tc157jFjfDBsmLdWhz87XXz7ZGVla0aCmCMNp0+fQXBwMObNm4fJkydjwIABcHV1xZAhQyCTyVBXV4eqqioUFxfj2rVrOHHiBM6dO2fWfDh8+AjGjPHR5ENU1GZMmDBBa7RLVlZ2g0yQxjRApk6dbtI5tAyQjIwLoqe/Mrf5wUyDZa7F0C1tgpSUlGpGfugrIGvXrtWMBDG3AcJnfrC/IxOkaWFpA2TuqArMGVWh+fvGX0+QcbxGZ7vAUaWYMqrU4PGMMUACAwPh7++vNdpDLpeb/IaLRCLBGnd3rMk3eleLK81XAt80w581faXBV+ILky47fw3c3dcg38wpElYD0qq1b755y2Wj54M51JC8VB/BzuqLvaWXRCKRSCQSiaSSNQ0QuVyO7OxszJ07V2N6MGbI3LlzkZ2dbfKU0WyRAeKYWMMAEfp/VNRmDBvmjbVr11rs3IzJEhAQoPlOzH4N4eLF3xEcHIz09HRcuXIF27dvR2BgID777DM8/fTTGDhwICoqKlBcXIyCggJcvHgRKSkpOHDgACoqKs2SB0zfNdv8EBrtwpggpvQf290UWCdPntQ4UI1tftTV1UEmk+HkyZNmuzhLmiDMUKqlS0MNbsseCWIuA0Sf+cHehkyQpoOlDZDpoxSYNqoMAJC6twrfjizBpJEPdLYLGFkM/5HFBo9njAEi1EA0teEoygBJ84VE14nQ/cycyl8Dd27nL99nDqFGNEAaHFcyQMynBhog9lZf7C29JBKJRCKRSCSN2M+jlZWViIiIQGZmps52RUVFiIiIQGVlpc5+xigzMxOrVq3SmR56zpw5mm3Y02Ex00avWrWKN11iRAaIY2JLBsjNm7c0L45b6tx835mynzEsWLAAMTExePToEUpKSrB3715Mnz4dffv2Rbt27fC3v/0Ne/fuxb1795CZmYmTJ09i9+7dSEhIMJsBEh+fgKiozZq/mVEx3HVPmO/Xrl1r0vRfdmeAHDt2DKWlZXpNiqqqKouYH3V1dSgtLcOxY8fMeoGWMkEYY4FvKBX7ez4aem7uguf6jI2SklKtedLIBLFfLG2AfDPyASaOVL1BkrynAl+PlMFv5H2d7XxH3sXYEXcNHo8MEF3lr3GHOydRfJ85hsgAabAc0ACxt/pib+klkUgkEolEsmUxIyKYERCmfi5W7OfRoqIizd/sYxUVFWkMi6KiIp39jNGiRYs0+wYGBiIsLAy7d+/Wuabdu3cjLCxMM5OCv78/Fi1aZPT5ADJAHIHhu+rgHlWH+4r6z7gGyH1FDdyj6uC9q86s5xZjgCiV9X2oDVmHQt+5rTECxNtbNarl1KlTOH78OCIiIhAQEIBevXqhVatWeOqppzBlyhSkpKQgJiYGkZGRCA8Px6FDh8yWB1OnTtfqt+YzQJg8USpVo0BMmWLK7gyQpKRkgyZFUFAwvL1HmERw8AyDxxezEDpjaJjCiRPmGWFiqEIIGSCmzlWm79hi09qQxWII62NpA2TC2HuQjrwHADhxrApjRtzBlyNu62w3asQtjPUxbG6IMUDYDTxDGNOgqzdA0uArkUAikUDC6nTNX+Ou/kyFbxr/Z/WdtezjaHdga++nPkf+GrhLuB3dfJ3f9Z+l+Uq0Okrz17hDwu7cVnfim3s7XbGvVXvqHt5r1VyHhOc7zudanfWcjvA0X9b+3HzipGkNt+Nf+Dz8cVXne9oauLPTK5gGw+XA8L6s8wqUS0vmg+A1wzzH55Y3Td7rGDSG8lJfOrl1iK/c8RgsWmWd//iiyzbneoT340sviUQikUgkEqkhEloM3NjPxYprZGzdulUz6qKoqEjL/Ni6davgfmLFTHEldp0PY7fnExkgTZ9PY+vwzGJomSBsA4QxP55ZDHwaax0DZP/+/aJn2THl3HzfmbKfMXz88ceYNGkSQkNDsXjxYkyePBlDhw6Fm5sbXnrpJQwfPhxJSUk4c+YMDh48iA0bNuD777/Hvn37zJoH7L/5Fobnjvgw5drtbhF0SxsgQUHBDmOAWJKpU6drFQ6+AsMuEGzzxRwGDGEdLL4GyKybGD3iFrKzK3DlSjW8RxRh+IgirW2ysh9isHcBps/MN3g8MQaIWPPD2AakygDR7pBM85Vod/iLGgHCdNJyO+rZRgf7uzRhAyTNV7czmP0ZTyetu7t2+n3TLLCdllSdvfUd2WnwZa5D6FqZDmLWwfLXrEEa7+fsDnHtjuq0NRxzRrMdN03qWHK+Fz4PNy9Y+3DiIZwGA+XA4L5cQ0i4XFouH/ivmZsn9cfnbm/g+Jz8YLbXLWOG8lJPOnnyQ7fciTFAOMc3qmyzrllwP770kkgkEolEIpEaKvaIB/a0UMZ+LlbMC3vMyA5A2wThMz+ys7MbNCJDrKlhDvMDIAPEEbivqEG3SG0ThDFA2OZHt0jtUSLmQKwBwp69xlwz13DPERAQ0KgjQPr3H4BPP/0Uo0ePhre3N/r27Qt3d3e8/vrr+OSTT5CSkoIHDx6grq4OWVlZ2LNnD1auXIng4GBkZmaaLQ+4n8XHJ2jygm+6K1s3QMyyCLqYKbAqKys1Jkhw8AyaAktgCqzGgFsphabasqZZQ5gPSxsg63+4hSEjChCzVTXqY9zEInh552ltE7n1Jj73voGwDYUGj2d9A4RjQHCnCxJtgPCN2lB37PKO9OCX4cXPWR23+Wvgrh7FoT0SxRLbca6fawowb/YLXatOxzeTTXxrH7DfiNc3FRIn7Xzrpgh1QuucB4IGCO8AGL40GCoHBvfljgARuBZ9x2lwPhi4ZnMfX/C6DOWlcDq16otQuRNpgGgXB4GybeiaDdR/WvycRCKRSCQSybzKzs7GnDlzMGfOHJ1poYz5XKx2796tY3AA9SaIvu92795t9PkYsc0NvrU9MjMzzWJ+AGSAOApcE4QxQCxpfiiV4g0QpbIGS5eGYtgwb+zfv9/s5+b7zpT9jGHLli1o3bo1unTpAjc3N7i6uqJFixZ48cUXMWfOHKSkpCAvLw9yuRwXL17Ejh07sHz5ckydOhXLly83Sx6wp8BaujQU8+d/h8OHj6CkpBQlJaU4fPgI5s//DkuXhqKkpNRxpsAyZhF0S5ggTXURdEtBBohjYWkD5PKVUvT1zsUXX19HmaIGl65Uobd3jub7MkUNhn2dhZ7Ds3Dud93F0blqOgaIbier1nQ/+cxUOvo6O/mOw/2svmNWs25Amm+9+cB5891823GunzUFEoPeaxV6y533cz0GCOvYWtMJ8R2HnX6D54GAASLU4c03lZdx5UB4XxEGiMXywcB0TGbI5/w17pp85psSCzr5wT49s71QOnmmTBM0WAwZIPpjr79sc/YXrP8NXOydRCKRSCQSiWR1yeVyzbMoexQIoDJHuCYHe50QuVzeoHOHhYXprDfCiBllEhYW1qBzAGSAOBJsE4SNpcwPpdI4A+Tw4SNmnbrf2gbIo0fVmDFjBt566y28+OKLePrpp/HUU0+hZcuWCAkJwZYtW5CamoqjR49i7969WL9+Pb777juMHz8ekyZNMkseMIugMwvN6yMrK9txFkHPyLiAgoJCUWaFJUyQ3NxcZGRcMMuFWdL8UCpVw7OYxWP0LdKzf/9+i5kkQkZHZuYlMkCaIJY2QAAgcP51eAzPwncrcgEAOfmPNN/NXn4d7sP/woT5WaKO1XQMELFv/qum9uEzQdgdw4Y+c1+TjzRf1hvm7muQxllI2dzbaV2/qCl7WNeqzwAROwJEZ1t933HOafA8EGeA6EuDoXJgcF+RBohF88EEA8TYfNaMmDA0usfQCBDddOrUF3MbIFr7C8VV3/7a9Z+vfpNIJBKJRCKR7E/MKBBm3Q8hsdcDacjoD0bc6bfkcrnGVGGMFlOn2WKLDBDHgmuCWNL8UCqNM0CUyvpFum/evGXWc/N9Z8p+pvDTT0nw9fWFh4cHBg4ciMWLF2PmzJkIDQ3FunXrEBERgdWrV+P7779HYGAgvvzyS0yePNks52b6rrOysjUGEx/x8QnIysrGmDE+Jk1BZncGSFHRTZw9e060YWFuE+Ts2XMoKrrZ4IuytPnBwC48S5eGak2HlZWVrRm+Za7Ky4VGgDgWjWGAlCkq0W/cX+g2/Aq+DcnGn9kK/JGtwDchWeg8/DI+/PIP3JM9FHWspmOA6F/3oP4roamx9C9+rqX8NXB3d+eM4nCHO++1mGk7rbSqrlfIHOG9Vp599K4BUv96vXbnvs7C5WwDwYS1Kbid5WIMEANp0Lv+hd59jTBALJYPAucWjL0J+QzVSA5fX05+85xH/1olYuqL/nKncx368kGwbBu4Zr370eLnJBKJRCKRSE1F7Cmvtm3bhkuXLmkMiUuXLmHbtm2CU2KZKvZIEvbxt23bpjUypaEiA8TxYEwQS5sfSqXxBsjatWsxbJg3oqI2N/jcjJnCt3SBUB9pVlY2hg3z1qwVYk7Y9Wnu3LkICgrC/PnzMXfuXMyaNQvffvstpFIpvvzyS0RFRZntvIcPH9GYIJmZl7B0aSjGjPHBmDE+WLo0FKdOnUZWVjZ8fMbqfcFfH3a3CHpFRSWSkpJRXa002QQx1fyorlaKWgBdDI1hfnALklBgxozxwalTpy1ybvYwJfbf7BsJU3nJALF/GsMAAYB7snL0+uoyXIdlosOwTLw77He0H/Y73P77OwpvK0Qfx+YNEKYjVsJdh4P9mbrzWmtqKD3TNtW//l3f4cs33ZTg+gi6C13rLOht7u101jGozwOt6xW6Vr59dBYP537OyltWOuun3FqjZ3osd6xJE46l7nm0vxfuoNaXBgPlQMy+EDgvz7RllskHQwaIOfIZ6lEThowWQ3kpdp0UgfRwr2ONgREgJpVtPfvpXdeFRCKRSCQSiWSPSk5ONvi8mpycbJZzsQ0OQzR0qi0yQAhLYqwBwsxoM2HChAafm1m6wBRMmQZKiKqqRzqfnTmTjokTJ0IqlcLPzw++vr4YPXo0RowYgZkzZyI3N8+scWD6rtetW6fz8v66deswZoyPyeaHUmmHi6ArlTVITz8rehosrgkSFBRssgFSUFCI9PSzZgnsiRMnG8X8YCgpKUV8fIJWwKZOnY74+ASThg6JRZ/xwsUS7iXRuDSWAQIAFZXVmLf+Kj4cdwHdx2VgzvqreFhRbdQxxBggzLBeMRgzvFcikRiVVmE1fB5/vrUQhNdHIJFsSHyjpKySDPuqL/aWXhKJRCKRSCSSOMnlciQnJyMsLEyzuHpYWBiSk5MbbESwxazxwR5Vwow4YY9GEVojxBiRAdL04Vv3Qwj3qDqznnvq1OmaDmuh/+vbp6HExycgICDAqL5Tc5offDB1KjU1DZMnT8bXX3+Nr776ChMnTsSiRYtw6dJli5zXkn3XdjcFllJZg+JiOVJTU40aBdJQqquVSElJRXGx3OoZYk9kZl4SVZEDAgKQmXnJ6uklGkZjGiDmkBgDxFKyHQNEzOLnJJItSnhNm8ZPhz3VF3tLL4lEIpFIJBLJ1lRZWYk5c+YgIiKC11iRy+WIiIjAnDlzUFlZ2aBzkQHS9DHGAOkWaV4DhODn0aNqKJWqpSgOHTqMlJRU/PbbCRQXF0OprLG7emeXBohSqVoM/dq1rEYzQK5dyzLb4ucE0VQhA0S8bMcAIZHsRdrTb0lswvwgkUgkEolEIpFIlhQZIARBNBS7NUDKyhRISUlFSUmpxc2PkpJSpKSkoqxMYfXMIAhbhgwQEolEIpFIJBKJRCKRSOYSGSAEQTQUuzVAlErVMJyUlFRUV1dbzPyoqKhASkoq7t69a/WMIAhbhwwQEolEIpFIJBKJRCKRSOYSGSAEQTQUuzZAlMoa5ORcx7Fjxy1iglRUVODYsePIyblu9UwgCHvA3gwQEolEIpFIJBKJRCKRSLYrMkAIgmgodm+AKJUqE8Tc02Ex016R+UEQ4iEDhEQikUgkEolEIpFIJJK5RAYIQRANpUkYIEpl/XRYWVlZqK5Wmmx8VFcrkZWVRdNeEYQJkAFCIpFIJBKJRCKRSCQSyVwiA4QgiIbSZAwQpVK1MHpGxgWkpKSisLDIKCOkulqJwsIipKSkIiPjAi14ThAmIGSAyOUPyAAhkUgkEolEIpFIJBKJZJQYA0Quf0AGCEEQJtGkDBCG4mI50tPPIikpGefPZ6CwsBAymQylpaWora1DbW0dxem/egAAIABJREFUSktLIZPJkJubi/PnM5CUlIz09LMoLpZb/YIJwl4hA4REIpFIJBKJRCKRSCSSuUQGCEEQDaVJGiAMFRWVKCq6iYyMCzh58iSOHTuGpKRkJCUl49ixYzh58iQyMi6gqOim1S+SIJoCXAOkvPwhGSAkEolEIpFIJBKJRCKRTBLXACkvf0gGCEEQRtGkDRCCIBoXfQbI/fsyMkBIJBKJRCKRSCQSiUQiiZZbJHD/vowMEIIgmjRkgBCEnUAGCIlEIpFIJBKJRCKRSCRziQwQgiAcATJACMJO4DNAysoUePCgBDJZMRkgJBKJRCKRSCQSiUQikUTLLRKQyYrx4EEJysoUZIAQBNEkkRQWFoEgCNunoKAQ+fkFyMvLR25uHm7cyEV2dg6uXcvCX39dRY+YWly599ja7ScSiUQikUgkEolEIpFINq4r9x7j89jH+Ouvq7h2LQvZ2Tm4cSMXubl5yMvLR35+AQoKCq3eF0IQBNFQJAqFAgRB2D5lZWUoKytDaWkpHjx4gOLiYty/fx/37t3D7du38fMfcvSLq4VbJAiCIAiCIAiCIAiCIATpF1eLn/+Q4/bt27h37x7u37+P4uJiPHjwAKWlpZo+CGv3hRAE4dgA0NyPTIUMEIKwE7gGiFwuh0wmw71793Dnzh3cunULhYWFyM/PR25uLq5fv46cnBxkZ2cjKysLWVlZuHbtGkHYFenp6UhPT7d6OgiKL0GYApVx24NiQnlJ2BdUzii/bQF7zhemLyA7Oxs5OTm4fv06cnNzkZ+fj8LCQty6dQt37tzBvXv3IJPJIJfLyQAhCMKmIAOEIBwMxgApKSnRGQXCNkEKCgqQl5eH3Nxc3LhxA9evX9eQk5NDEHbD+fPncf78eaung6D4EoQpUBm3PSgmlJeEfUHljPLbFjCUL5mXryJw2U/o6bcZ/+67yux0+W8EApf9ZHS62f0AN27cQG5uLvLy8lBQUKBjfrBHf5SUlGgMEGv3gRAEQZABQhAOBmOA8I0CuXv3rsYEKSoq0hgh+fn5yMvLIwi75Pfff8fvv/9u9XQQFF+CMAUq47YHxYTykrAvqJxRftsC+vLlj7+y4fH1VrzRL9zieHy91eRryM/P1xgfRUVFGvPj7t27vKM/yAAhCMJWIAOEIBwM9jRY7FEgjAnCjAS5ffs2bt26hZs3b6KoqEhjiBCEvXHp0iVcunTJ6ukgKL4EYQpUxm0PignlJWFfUDmj/LYF9OXL9LAUvOG1Toc2wyPg4R+r4YddJ3i3Y7ZdvvUXfDFnr2Z7oW2/23DI6PQzfQI3b97ErVu3cPv2bc3ID8b84Bv9QQYIQRC2ABkgBOGAsEeBlJSUQC6Xa0wQZjos9oiQ27dv63Dr1i2CsAv+/PNP/Pnnn1ZPB0HxJQhToDJue1BMKC8J+4LKGeW3LaAvX9zGxuCN/us1DJy6EytjjyNodRr+O2+fhvOXs5H86yWtbRlWxh7HtZx8rX2CVqfhfxFH4L84WWtbt7ExotLM1w/AHvHBTHvFmB9yuVxjftDoD4IgbAkyQAjCAWGPAmGPBBEyQgjCnrl69SquXr1q9XQQFF+CMAUq47YHxYTykrAvqJxRftsC+vKlxYAIDRNCUzBo+h6tz9hE7TuLqH1ntT6bEX4YKb/9ia6+W3n36TUxHqviTmp91tDr4Rof7JEfNPqDIAhbw5ABIpVKyQAhiKaIkAnCNkIYM4TN/fv3CRYBqcsbBWtfpz2TlZWFrKwsq6eDoPgShClQGbc9KCaUl4R9QeWM8tsW0JcvLQZuRIuBG9Fu5GaMWZCk+VuImWuPYuKyVLQYuBFjFiRh4rJUtBu5We8+XaWx6CqN1fxtTNq5fQJMXwFjfJD5QRCEraPPAJFKpRrIACGIJgjXBOEaIYwZQggjWdOzUbD2ddoz169fx/Xr162eDoLiSxCmQGXc9qCYUF4S9gWVM8pvW0BfvrQYGKmh3agtWn8L8cmk3Rg840cMnvGjqO25x27ItbD7C9jGB5kfBEHYKkIGCNv8MGSCkAFCEHYMuzKzGy6MGULoRxLe0yheXP8RnCK6Gb2fta/Tnrlx4wZu3Lhh9XQQFF/bIA+PfF7Gk2ZvoGZHlg2khzAElXHbg2JCeUnYF1TOKL9tAX358uagqEanodfD7Ttg9ytYu4+DIAiCC58BwjU9DJkgZIAQRBOAr3JzGzWELpK1PUUzJq4t7hz7O6p+k2BSgotR+1r7Ou2Z3Nxc5ObmWj0dBMXXFngYPwq1z7ij5vhtq6eFEAeVcduDYkJ5SdgXVM4ov20Bffny5qBo0Xzy7V6jtheiodfD139g7T4NgiAIIfQZIIY+IwOEIJoohhb+IVg3wLUeBnkvyg27D7yMRyckWpw99BycNrqLOoa1r9OeycvLQ15entXTQVB8CcIUqIzbHhQTykvCvqByRvltC+jLlzcHR+ul/RfbNP8vKyvT/L1u93mD+wphruuydt8FQRCEGIQMEL77GhkgBEEQHCTrPAR58Yf/YOWPb+Le8b/jctwrGNNrOHq7foUPWk7AxAEDkLfvBVSflGDlj2/qPY5knYfBdKRHB2sN1/Pzn4RZoTtxWsb//fiJsxAafwJ3tI4jQ0pYgGqbgNVI0/ouB0eiFyLQ3099/EDM35SGAoUC+0OlkEqDEZ2u2pb7t7XJz89Hfn6+1dNB2Gp8r0MZMgB1LzQDJBLghTdQNyoG1ervy6+l4MkAF6CZRPX9yx+gNuxnVGr2T0CtRP2dRAI0ewF1PWeh5pqs/hyya6hhn+OZl1E3KgzK6/XpqA5xVR/DFU/Ocj/X/kwh+wm1zdXnCzig+bw8YTQgkaAu5Czr+mR4PLqZ5hiPR7PPcRZPXFlplzwDfDAKT07cVe/LfD8aj1l5pn0MBSp/DkGdywus65+LmkKevL4cjrpmzVAXdV2Ttkdx41D38jP1+cLe924GHo/7AHhGnb4XXFD3bRweyXSvqz5vElDbTAK4hqCaiY1riDqeurHCB6Pw5OfrumnV4i6qw3qr9hmdwDrXmfqy0ewF1I1j0qbOt9EJrHJipTKecwTRCwPh7yeFVOoH/8D52JRWAIXiN0RO84PfpPU4bPZ6mY7oYCmkwdFIVyig+C0S0/z8MGn9YfX3OUgJn6lO03gEbtqM8IlS+E2LxG8WvFcoFPsRKpVCKg3FfmvGJD0awex5hsdP1Pq9Ng8F2LdkPKTjv8fOK/q2s2Q5aIS81KCv/WJjyC5i18KJkEoDseFXmfB2OvXG0HFPI27hFIyXSiH188ei3VnWv1YhcvZjxSQ/+E36HtGpJxG7YDI2/GrZc5qlzobuN1t6foucBj+/SVh/WN926ntWQ89rb/mtUED3uWMSZoXuUf2mWApj65yZ8+XNwZv1sn5PBnwXpuHNwZtx664cQ2cloc/kRJz7s9DgvkJYsgwQBEHYGvoWQRcLGSAEQTgsQoZFzy2dcO7wc6g+KUHaKhd80HIC2r0aqEPaKhdUn5Tg3OHn8F60W4MNkNnrEpEYG4GQoPGQSqUI3PibzvexEUsxa6IUUmkAwlLYnbQpCAuQIiAwEAHSAKxOqz++bH8o/KRSjA8KwcqVK7F0/hQEqY9NBghhv/GVoSbgZVXHdgcv1Pr6oranEzBwCyoUCiiuJ6D2ZZUxUOfli1pfb9S90UxjPJQrFNB0qrfwxpOIENR+2lr1ffcwVCkUUCiu4/Fozjk+ekNtpgSgRt3pWW+ASACvKE3HOZ8BUv6THyBpjrqWzYHmAahhrofp/O8Rrj63ot4sUZsA/AZId9RuX4Va7w9U52/up06XCAOEOeczHVDn64ta756o6zAbSp28LsTj0c2BlvXfVYX3UJ3vjY9U+eLVGWir/l52Bk+6NAMkzYCPvFHr64u6DmqjRH19GsMn/ConbxgTSMAAaeGNJ9sj8GSSF+qekQCSl1G7t5C/jMiu4fHYN+pjozFAmLLTDHVjV+HJ2NZa5UKVjpdRe0BPB6fFy7gM+0P9IJWOR1DISqxcuRTzpwRh428KKBSZ2L9yFmat3I9Ms9dLjgGSuR8rZ83Cyv2Zqu+ZzsTgVUhIiMae39IRv3A6Zq1XmeqWu1+o02UrBsjsdUhMiMbKWRMhlUoxMbwBnW6Xf0Fi4i+4zIr9r5vnY9b8zfhVr7FiyXLQCHnJoKf9Ypvk4MjG2Rg/MRT7cwS24dYbAzDttICQSCTGxiFJr/FlXTJiZiJ44y84uTcMQeOlGD97m2U7thW2Z4Bk7l+JWbNWYn+mvu3MY4DYXX4rZEhbrbovsp87/BfusexvhJF1ztz5YsisaP9FLK7m3sGbgzfj3J+FmBtxAt+GHcXRczfIACEIghABGSAEQRANQN+oj+qTEsiPvopVC/dg6fwfMXbIenzQeraWAfJBywko/rkZqk9K9I4GMZQOxuAI3a/+7HQkprMemrjfy/YtgVQqRXB0uuYYspQwBEj9ELpvH0L9pAhYnSZ8fBZkgBB2G9/LYaiTSADXBajm6SRkTIm6BWfUZoeCNfqiB55cVUC3k/0MnrRnmQZnQ3jOIUONX3OtznvVuVqgzrW5Vse5rgGi3rfZaDyOGw1ImqP2APNdIR4PbAZIvPCYGUVxIEBrVAi/AcIYHDI8Hqbve4XuMZjrY4+M4KMwCnXs0SlMPjYfhsfXdbdnzA0Mi2ONoriMJ90l9ddcuAV1zVSGUYV6m5qA5qz0Cxggmr8VKD+zQJX+lnymjQKP1nwMNGuN2rBAznUeRW0LCdAiSL2fOm3NxqoNqQOq6/P7qb7sNHoZN1+Hv0nnZQwQLvtDdX5/GjVdtmKAMJ2asn1YItWTXyL4dcNkK8TZPJjjN1pf+8VR0NdOI2zPABGHmUaA2Ft+Z27DbKkU0uBIM4+Msz6mGCDtv4jVmBzbDl7SmB5Lt57BtoOX8OOvV8kAIQiCEAEZIARBEA2AO+oj+5enNWZG9UkJjmzogiG9V2BI7xWY5LsZ61ek4dzp64iNPI5P3EK0RoEw3Dv+d/jsaNsAA0SGv/YuQQDPCJDQ/QooZH/h4KpASKV+WLinQH0M9fQRfqHYL1O/NRwQhhT1g4csbTUmSqWQTlyAjUnntabOIgOEsNf4lscN45kyiqEQj70kgKQ9npzR/k7Vyd4MtXsV4HaqP8xYruqUV3eoV0R5aUwUreOrjQmM3QuFgmV0/MSYMqrj6RggjHEwOgHlzOgLVid7xZaBqvNFqUY0KINaaO2vzwApv7YPtS0lQLOBagNFzAiQA+pRMi+jbvZuPLorkN97xwKSFqg9qv6bMR4EjBNVuiWoi9MeQcGMGqlbegG6ho/alBA0PHQNEIXiAp50YRtaXK6j6pqMx+hRGxztF6iPxZhHXfDkAutvjUFijTJe/xbtxAUbkXT+Dus7jkmRHo1gaQDCtsVh4ZTxqumyZobjwPFdCJ2iGlE4fspCxJ1WxUP1m7IA66IXYsp41ZQ7M8NTkCN4bLXh8ds2zJ3kx5qSMRT7mU4+jQHAmiJr/BQsjF6HBRrDRNfE0On4zUlBxHz1VEDS8Zg4KxwpOTzpstJ9R6cztWAXQqRSSGfGIEOhwK3DUZgf6A8/nfQr1OZRCOKPqOMUHI09UUHqa1WjPq7qt7g+n3JSIjBfHUupnz8Cww+iSCBWC9ZFa5UDzfkF89ZKeaku5/raLwpFDlIi5qvKqXoKz/CDRVAoZDi9MxQzWVN7Low7DZlCoZ5OijV13KRZ+OFwkfDnChku7gvTPlb0EXV94JCRiGWzJqrz0A/+gfX1iq+cMEZhenQwpAFh2BanrnPS8ZiyMA6nZQpcSVqNoPGsMqCOZ84RJo7qqdbC9uEie2rUyRtwMCVcle7Q/UbfBxS3DiNqPpMfqulVw1NyNNfAX+YUyEhchlkTWZ+rr0NVxo4geiG7jIVh30VrjqTjqbNsZKexM3Qma5rB+vyRXdyHsJlMXa4ndD9z32LayjlICZ+FieOZfJyORQnnoWOAOEh+872kJboO7Q+FVDoPkTvV5Zp7D9OXh5w6l5MSXp9v4ydi+qIEnLdgvhia/urouRvo5peAW3flOPdnIa7m3sG5Pwu1DJA+kxPhuzAN7b+IJQOEIAiCAxkgBEEQDYBtfrBNDIaYWV14p776oPVs/LjrHGIjjyN8sjvvvmwTxFA6uGt8SKVS+AdH4pjAGiBSqR8mrdhf/3Cunj7CTz28vGDPQvhpTZF1Bye2fY9JzANDUP0DEhkghL3GlxnhUZvA9z3T+c9ZY0JnP866EhIJ8Iw7npyRaW2rY7JwOtTrjQ5maqXmqE0o1DFAVFMrNUPdlkJoDADNlFUKzUgLjE5AuY4hYGgNEAnQ7A3UJlzn5IH+NUAengirnxrsmQ6ojftdZ9SD6jpYJgPveiXcc/DEhrOfymBqhtoEGRRHgzjHFGOA6F4PLzoGCGO+vIy62RF4Mlu9RojGAGGuWTvvGruMK+6cwLbvJ2k604M0HaD8Hd9Sv6lYEZuI2NBA9W/FRCzYmIDYFVPhJ5XCb0UyFIr63xS/qSsQmxiLFVP9WNMq6jFALv+CxHWzIZVKMXnpNvW0TdoGiOr3p/7YYeopHcUZIJmIm+cH6cSFiP3lPM7/EouFE6XwWxCPK4oC7AqxIQNk9jqtKSs1nX2Z8VgZGo2ExEQkRoYgQMoa0bA/FFKpH/z8VOu5LN3+Ky7+sg1LJ0shlc7GusREJP5yGQoFxwDJjMM8PymkE2chPDYRsREhWL+vwHA5UMc9ICwFMr15a6W8VCgMtl8y4+bBTyrFxFnhiE2MRUTIeuwrYF7s8MPM8CSc/PMkksJnwk86EeGHFbgSNw9SqRSzwvcgMTEB0aGqfYQ+Z14SYcps+KyJnJdM2OlNw6aQcMQmJiIxYZUqv+fF6eYhnwGiOUcCwmeqzJaQXQUoOHMQ25ZOrp8K9eAZFGhivgAbExIQvVgVS+0XY/zg5zceE2eF4If9mUbfBxSKTMSvDEV0QiISEyMREsBag0WwzCkgS9uEkPBYJCYmImGV6rrmxV2pr7/q8yVEL8b/z96bR0d13um6+eOu5bV6ndU356706U5ix3Zyu9PpdOckt510kk4cd8e0TztOO04cB6djG1uxMWa0GMQgY4Mx2GYGM4p5RgNCICQEYhCDxCRGSYBAICaBhAYKqSTVsPd7/6hdpapSaUIlqlR6nqxnBVft2nNVSd+r7/cbETdAA4Yv6nZ/oJ4JQKyQOW6M5mQc1LmDGZ7rMmiOdnk/b+Imad2ZcpVnzdHQAQM0atlRv/Nv/aycPUsDBwzQex8vU2pqqlbPmaZVeTa1ngHSN853h7OZ2nsPWTMMPfd9qpZN9vwRwNAv9nZ8DgPec9maNXCABrz3sZalpip19RxNW5XXrXPS0XnpKKw4eu6aco9e9i1/83a1co9e1viFB/RSQoaOnmsp5VlSVqFnh6YSgCAi+kkAgojYDf1naby27tu+0ldes2d+K2QA4vU3//65CjPebTUDZMjGbz14D5DUll90B32+TeVBzy8L0XzTUz4iMEAZ4Bv0aNlOVXmBUqxfgAeMXaVTNgIQ7L3X1zc7IxwzQL7+stwL3/OVZLIHb6OzM0CO2GS7tNSaRTJSrkk/8BucbymdFeiXZWytCtzvLw+U0xq0N8e2/NLedg+QyTK/4tmmw/eX050LQGw2m2xV19S86nXPfn/px3KfCTxnrcIAK6zo3gwQW0vgM3C7tY0nZeR5l+9MAOItWfZzuUsCA6GA8CVUqa9LW2V4+5J8d4iM337ZrwRWGw3sH/I97rFK5QUpVkgxQGNXnVJbA9++gU3vgN8nadZfxAeWafJ8p/g10g0oa9VOANJqWZtsQQFI9qyBgeu2Sjp2KgApWqsJIb7LvMunT4uiAGRAy4yExIXbVVzluVaFaXOUGD8o5KwO77kb/sVev+/m0KW9/AMQ78D9pE3BA/Khr1XLYKHfteng3Ebq/m7/55cirZ0wQAMGTNKm8sDXee6z1q8blVSgqsNJGhNnzWyatFDr9xerymZr8/G27tlQMwZKd6/StITBvr9A95+xEeo+CQxA4vT5tlDvudaDxq2uecj3cJwmbSpttc3Ofg5UFaZpTmK8b+aC//3Q9j1Xqt2rpilhcODMiFFJBS3v30mbrF4PVUr7JDw/U/ZMAGINkre6j0YpqaBcyZPjrADksi5nWgFIwPWyjqs0XdMGWbN6EqcryTfTOjAA6Svnu3zTpHZngLT7HrLeF2OWHw957do7h4HvuVKlT7P6kAxL1PSkDB2r6N456ei8dBRWvJSQ4Vs29+hlvTE5W1NX5gcEH8GOX3jA1zidAAQR+7qSVFhY+MASgCBinzZUv46kjL/xhRl3dz7SZgP0UD1AdmV/WY8v/pfu9wDx/tIU97m2BT9fukmT4gb41db1NsodrsTp0zXdMnH4AF8ZiYoK/9Iph7UkPmhAiQAEe+P1zRvrGdT2NSwP1Dd7Y2RuJ3uAVMkx8knpS1+WudaaReEdOA8IFtrqAdIyWO7570dk/vzHatVw/MlnPE3D33hDxhvPeNbvXwZr6fOeclP9fx4UCLRfAsvuF9Z41lUi98+DAw1vHw5rpsPt26r3P2cTvxNy5karGSDe/h3+s1f89PUA8QuTWvUAsdnkC3y+3l/Gz4N7eXShB8iPZ6jRdk3NW9bItcaj46zfPnXU66Qq11M+7NcrfP1IIj8DpEIV/gM2AYOyHYQUrQb8AkMKz3eKX7Pphx6AfKI0677xDmQHBCCJq1Rw7pzO+bwcULoxop877ZXT8e7/qHnKOlWuquBlrXMX+JfR4Q9AWnpohAhAwnxuu/cd3dHPLx0FIO9pVob/sZxTSblVvqi8QNmr51gl2+I0cX1Rm493PgCxBswHTtK6g5dV0ar8W+v7JOSAeYj30YMFIEE/q3Xpc8B7bkdpXtYplVcF3odt3nPWbIeBk9bp4OWKwOOI0gH5DgOQ92YpI+A9UaLyKpuqjq1W4jvWIHtQ6alW57/ijPakJmmaNSNs0JxdCgxA+tD5zluk4QNa/tCqS++h4M/IgGvX/jlsdf/bKnRmT6qSplllBgfN0a5unJOOzktnSlaVlHl+Hzt67ppeSsjQ1JX5Gr/wQJshyPiFBzR1ZX6bJbG6cyyIiL1NAhBExG4YKgD50rxf6HtJ/+zrB9LWLJAfPvmur//H0V3/Q79e/d0219fRfnh/8R2eaA0AfGiVKbBKUwT/YuwpCRGnMcsLZKtK17S41r+AH14SL29Jk/RpcXpnzCTPuqcmeEo9TFjbzgyQgRrzcctgxPR13Z82/qASgMS23bu+l+R63ird9N3nPYHCy0/LfMczK8N2aYPV3+IvZD7/how3Xm4p9TRwuxUSBA2qe3tifOV1Oa9Z2+j/lcBt/PRrnv/+ykDf4H/rXh/e3hotgcX9kGWjrBkMocpgffnLrZp7t98E/YzcP39EeuQHvv3whiL62k8D9/3nczyh0Yb+0l9+X+Yb1vn5ypekR37eagZIqx4gvrDIb91vPC/zmenWecyX+wePSF96RPrpyzLeeEOmd7aFd9uWnsDny9KXA2e7tBmAfNna35d/Kj1ilf3a3kHN81AByJEMudeskWtmgmffHvmBr/SZ71xHtAdIuqbFvaMxkzyfw1OtsjwT1rY9A6RrAcgAxY2YoqTVSZrS2RJYNluHAUhgCawNWjRxkN/y3gHvOI34fLVSV3/uKdkyIKgEllXSJTU1VamrF2pe6nHZbHla8n6c4gbP79FBrA7tVAAyUxtSW0pQdS4AGa5pq1O1em2GimxBJbC8A4p+5XFGzmg7CBsQN0JTklb7ZpMGlMAKeW4jdC478fNL3iJPGaeWElgjNSM9uGyVNXt2+irtstl0fM2nmpZkHaNVhmzM8uNtPt75Elgtg7dLUlO1YdFET3+1HghAbJ0qgRWeAGTmhlS/92IH95xvQH6JUlu9v6OzJJPvPAxPbPm5dvpiZRR5+yxZn0epqUrdkKTpq3bJZrPp+PIxLecnNVWpqdkqKPfvo2Sd/x0LlDjH+/qZfrNwQgcgMX++baXaNMkzY/Htkd7fPRI1fNa2jt9DnQxAQp7DgPt/hxYkzvF9Nswc1fJHZT11XjoTgMxPbvm8PXrumlZlntZLCRnasrck5DqHzMjVSwkZzABBRLQRgCAidsu2AguvicmPq/ngl3Rm7V/pT//2O1/w8ad/+53OrP0r3dn/f2n6lkf1fy/413bX09F+tOrxEfeOhk9O0u7SwOd9vxBU7dUXwwdoQNwErVo1TXED/EteWHp/aZqxQ3tXJSo+oIFiy7pDByBBhhroeUgSgMS23a8ff1Kut34o/YUVNvzl12R+tN/3/P3zO+R+4VuegfIvfUn6yg9lzNjpNyuh9awCX2jgDUmqzss56QWZf+ntk/EVmX+YIcellv0IVS7Jtx6rN4ir/yNBIYJHT0ku/zJY3pkbX5JG5gYs234AYtP93JGegX5fyHBbTavekvmVv2jZ97dWtTQ73/+5zO9YAc+XHpG+9YLcOy+1Ps9WKBMY3lySI/i8/HFNS7hx+3jQtfmWzCFr1RQ8Y6RkjmefW52bNgIQX6+Wr8h8eohcx293fJ+ECkC8s1S+9BfSD/8QdNxW/5X+G1r1Q3l493ieVvmV+ghszByOACRen8xqaYI+YVEn191BANKqCfqMjzXcb/mqw2t9jZ3fHjZZa9fP01D/77fS3Uqa3NLkNu6d4fo0tUg2W4GWj4nyAMT/2OPe0YRFmVo5qaMAxKbS9BlWY+w4vZO4RsdtwU3QPU26/Rv6JizNa/NaxX8yq6UJ9oRFvu/7ts9tZM5lVXrHP79UVRUqbYZ/g+kELc0LcU4GvK1BCUuVZ7OpKPVTDbcamvv/5X5bjwevq+0m6FU67N/EfNompc4b2jMBiM1qgj7cKn0Uqgl6twIQT5NoX6PpCYuUuXJSx/dc1WGt9TbdfnuYpm1K1byhftsMuMeioyl3cNmvxpqQAAAgAElEQVS6ljJXNtmC7q+W91aVird8qveCX/f2J0orDzr/eUuD7kNv0+7AElh95nzbWp/XuHcG+85ru++hdgOQDs5hwP2fp6UJLaUIgxvO98R56UwAMmRG4M903l4fN29Xt1rfzdvVHTZD7+7xICL2JglAEBG7YUcBiHc2yNFd/6NVk/Nd2V/W95L+uVPriPRx9mYJQGJbrm9v0WoaHjQjJVb1NKv/SsczSzphNN7jIQdPe8pWgUnkjcZrEhZblYDhXGL3PLVqbFj67nTXh36f5S3S8AFxmrS+2OrXU6XidRM1YMDbmrGD891X7U4A8uzQVH3n1dUBrxkyIzegMbq/85OP0wQdEdFPAhBExG7YmfDC65CN3wpoct7RrA8CkPDIL2GxLde3F3lkqsxHHpG5NMQMkZjyiKd8V/8NfjOFHtxovMcJQKLvmoRFAhAMt1VntDrxbY1cGrlSqDZbBO4zaxbSqHlZOnbunM4dzPCUn4qbrOTyHtxuXz3fvcTuBCDjFx7Q+IUH9FJChuYnH/f197h5u1pTV+b71uOdDTJkRi4BCCKinwQgiIjdsCsBiHc2SGdnfRCAhEd+CYttub4Y60bjPU4AEn3XJCwSgGBY3abPveXcVkX2/fvw77NS7U6aHFgyLXGOUo5VcL77sN0JQL7z6mpfAPLoi8v0xuRslZRV6I3J2b4gZH7ycc1PPq6SsgoCEETEIAlAEBG7YVeDjAc10sfZm+WXsNiW64uxLvd49Mk14Vxi75L7jPMdDXa3B4i/3vDjO6+uVklZhcYvPKAte0v0xuRs5R69TACCiBgkAQgiYjf876zJD8VIH2dvll/CYluuL8a63OPRJ9eEc4m9S+4zznc0GM4A5Nmhqb7G6CVlFfrOq6u1ZW+Jr0TWG5OzCUAQEf0kAEFExJiWX8JiW64vxrrc49En14Rzib1L7jPOdzQYzgDEa+7Ry76wo6SsQj+K26Bnh6bqR3EbOiypFenzgYj4MCUAQUTEmJZfwmJbri/Gutzj0SfXhHOJvUvuM853NNjeeekosGgvyPD+uzNlr/xnkET6fCAiPkwJQBARMabll7DYluuLsS73ePTJNeFcYu+S+4zzHQ22d16mrsx/4FkgD+LUlfkRPx+IiA9TAhBERIxp+SUstuX6YqzLPR59ck04l9i75D7jfEeDHZ0Xb1+PnvaNydm6ebs64ucDEfFhSgCCiIgxLb+ExbZcX4x1ucejT64J5xJ7l9xnnO9osDPnZX7ycb2UkKHvvLo67HobpBN+IGJflAAEERFjWn4Ji225vhjrco9Hn1wTziX2LrnPON/RIOcFETFyhiUA8X6QIyIiIiIiIiIiIiIiRoNhCUBGZyYLERERERERERERERExWiQAQURERERERERERETEmJMABBERERERERERERERY04CEEREREREREREREREjDkJQBARERERERERERERMeYkAEFERERERERERERExJiTAAQREREREREREREREWNOAhBERERERERERERERIw5CUAQERERERERERERETHmJABBRERERERERERERMSYkwAEERERERERERERERFjTgIQRERERERERERERESMOQlAEBEREREREREREREx5iQAQURERERERERERETEmJMABBERERERERERERERY04CEEREREREREREREREjDkJQBARERERERERERERMeYkAEFERERERERERERExJiTAAQRERERERGjzviMjRq5dYNGpq9XfOraAN9PXdOmwcvGp1n6/zttrUZu3aBRGRs1MmNTt7YZH7DNNW1vLz082+vuMXbFKbu36WhZqW5U3lFdXZ1qa2t169YtlZeXq6ysDLHXePXqVd28eVM1NTWqq6sLuzcq7+hoWamm7N4W8c9OREQMlAAEERERERERo8pRGRs1ImW13lq2UK9+MUf958z0c4b+0IH958y0/n9GwGv/4P333Jl69Ys5emvZQr2fskYjMzZqVMZGDU9erTeTFrTaZme217LNwO39wW97by5bqBHJq33be9jH2JVrMGX3Nt31Gyyura3V9evXdefOnR4bREbsKWtqanTnzh1dv369R+/fuzU1hCCIiFEmAQgiIiIiIiJGlSO3blDcikX6dnyinhjxgR4fNl5PDJ8QNh8fNl5PjEjU38UnKm7FYo3atkkj0zdoQNIC/V38B2Hfpv/2Bixb6JmVEYFj7Mo1OFpWGjCwW1FRQfCBvd6amhpVVFT06DaOlpVG/DMUERFbJABBRERERETEqHJk+nq9On+2nhiRqMeHjdfjQ8d5/j9cWut7YkSi/vjFHI3K2Kj4Lev1ytxZvvDg8WHh3OY4X8DxyrxZngAkAsfYlWvgLXvltbKyMuKD14jh8M6dOz26/huVdyL+GYqIiC0SgCAiIiIiImJUGZ+6Vq/Onakn/AKEJ4aND5u+QGLYeL06f5ZGpq/X+6lr9MrsGT2yTf/tvTJ3puK3rHvgY/QGHG39d3vH2JVrEDyoW11dHfGBa8Rw2Nl7+e6dazpbUqidpwqVX3ZNN6o7v41If4YiImKLBCCIiIiIiIgYVb6fukb9veHA8AkPHDw82d7z1npfnT9LI7es04iUNfq9XwASzsDFf3veAORBj/HxoePa/e/2jrEr1yB4QHfdkiVaEtJ0HY6CQW3EcHn36nGt2btV44LfFzvSNevwMZ2p6ngdkf4MRUTEFglAEBERERERMaqMT13bvQBk6DhPCShvWakQIcHjAeGAZwbIgwQg7YYsQTM1gmeAPGgA4itxNbT9ACT4GLtyDVoP6hYpZ50n9Eg/7HnscDohCMaWV87t0dQd7b83Enbmavet9tcT6c9QRERskQAEERERERERo8r41DUt5aG6GoAMHadvDB2n74z6UE9NmKpvj5wYMtR4PGh2xPspgSWwOtrGE0PH6RtDxukbQ8Z2PBMjKAAZmbbugY/xG0PG6R/HTNJ/TJujpyZMbXfbwcfYlWvQelC3dQBSV5RjzQxZp5yiyA9eI3bLy4c03Rt+7EjX/IJCnbhxW3erb+vSxUJt2JeuBOv9kZB7SKfaWVekP0MREbFFAhBERERERESMKtsLB/wH+0MO/A8dp8eGjNW7y9cr/fgpvbZghZ4MsWx3A5BvDBmrHyVO008//Ezf6CD8CGcA8tjgsXonaa2OXr6qT9Kz9J2RE30hzMMOQHwzQNIPB/73knQdrjus9CWBz9f5P+YfpAS8tu3lWx5HDLcVyt6f4rn/d2xXSmmoPiHVKjyy3QpBUrTwZEWb6wvb5+HlOnkxbOc13vt4yV05vU/YLvoe32tTSCrK0jQ687xuSpKaVHw8xDaab2mV9djnRdd1q9Elt/V6t8uuW7dOa052W/uapjnF/q8x5XQ0qOzqQX3ot1+2O4f8XtN6f1rtv+lWU2OdThXvajn2fSd1ymaXw/CeGJfqbNe17UCa37qzteF6jepcbnkWM+QIXk9mssYXXFSZvVlO01qVu1k1NaVanhP570FEDJ8EIIiIiIiIiBhVdhSAtFfa6tHBY/X9sR9rw+GjqrLd17K9B/W/EybrsaCQoDsByONDx+nJYeOVcqRQmSfP6tvxE1utvycCkMcGj9X3xkzWktw8Xa26q+zTReo3dbYeG5zwUAOQJW2EGC2BhVUS63B6QHBRlLMu4N/e1xblrPPNIvEEIZ7Xe/7t/3jw9hDD5O2j+sK69z89crGdZa8ofY/1PtmTr9I2lgvb56FfACL3XWVajyfdbmx53C+48AYIzqZ7ul5XY1mlw8eT1ekA5PQd2a3QoL6+Rtfr6lTjNCS5dLtsd4j9TNPa23Yr+PC+xiab25TDdlFzsrsegHj3v8LusNbr0o3STI3OPKqLDut0NNsClnHcv6g5mckanZmtvTaXlWg0qbKuRtfrG62Qw6Wbl7Ot63dJd0xPWNPYWKfrdTWqbHLLkKl7lUc1KQq+CxExPBKAICIiIiIiYlQZHA54g47Hh47TP4z6SL/6/At9L+FjPRoUOjw5bLz+ZtBovb5wpbYVntGm/GPaV3xBv5m5UN8YMi5w9sgDBiBPDhuvv353lF6csVB37tl0u86mNxat1P8aOLLdfiAdBSCd6Tvy1ffG6PdzlmjridP6Imefdp0tVvzaFD05fELIWSg9OwPEPxDx9gDpRACyZInW5RT5rdd6zbocFbU16OxdDwEI9pRnc62ZHdu0ubT9ZU8d2eZ5n+zI1d42lgnXZ+GqO02SpHpHs19QkKmCekmOZtVLkqNCa63lQwcNXjsXgHi3qYYr+tz32jQtPrY/YPaEz/xy1QSHC5nJGp29VR9mt7dfbQcgLculKc96zLhXrNHHb8nzn/U6uq9lH8YXHNRia1vjL1R7ZseY91Xgt8znZfc8j7vrtHeP33G7qpTudzyfHzvod9yIGAsSgCAiIiIiImJUGRAO+M30eHzIOP1i8gytPXhEv56+QH/97mhf6PC41fvjiWHjNW/nXq09eEQvzVyk3edKNCktU//viMSAkOBBApDHrQDkK+/Ea/WBfG05dkrrDh3V9sIz+ut3R1nlsR48AGm3obn13CfpO7Tl2Ek9N22ulu09pLUHj+ifx3+ixwa3noHSMwGIf7+PlhJVnlCj/QCkri5E43RfH5FQjdStbaYfZgYI9qynvTMbtinlcvvLXi/caS27W7vbWCZcn4XeMOJmrafkVc3N3RqdeUZX3ZKz9q4VINRpr7V8OAKQuTfqPWWjzGbduH5Ci3PT2t3HuTcbrGkblUptY5mwBSAHr6ramrXRcO+K0gq2twplMmutwl1+pcFGZyZrdPZFVcjz2hulyRpdVCWHNbukuqpE6/dtjfh3HyL2jAQgiIiIiIiIGFUGhgOewf/HhozV198bo2cmz9T2wjN6ccZC/T9vv++b2fHksPH62ntj9MzHM5V16pwmpmzTN4aO0/yde5V16px+MvHTlobl3ZgB8uh7CfpewmSVVVbpzcWr9NtZi3Srtk4//fAzfXXQmDZngbQfgPiV9rL6izxm6Q1tvj44QT/98HOlHC3UZ9ty9LX3xujd5et14HypXpm71HNsHfQ56co1aD2oG54ApK6uriX0SD/s95rWjdQpgYUPzfP7NTkzWaMzt2rd+faXLci3Bsqz9uhAG8uE67PQGwjcLDuvm6bVB6SwQvWSKsouthmABGA7b62vkyWwsvNV2OCU4VuBKWdT6/4ZXn2BQ/1lfdLBcTxwCSyzUcWFaRqdmaa1N++r0Ww5PMPd6NefZLcK7dbuVOYH7cchFTd7nrt3O0+jM7OVXdPk63MiSW5nS9+SSH8PImL4JABBRERERETEqDJ4Bsjfj5yogcvWacz6NH2+PUcnr17X/Jx9Gr56s95aslrfH/uxFZAkKH5tsnLPndcf5i7V/xo4Sn9asEKFV67pzUWrAvuHPEAA8uTw8fqrd0Zq2KpNunS7Uv8w6kN9c/gEldys0Edp2/WVd0bqyTb6eXQ2APnn8Z/o/TXJGrtxixI2btGARav03dEf6auDxuidZet08MIlxa9N1ndHf6TfzFyo/NIyTc3I1t/Ff9CqDFZPByDeklYtj3mX8e/hsaTtvh/BzdN9y6Urp8h/e60bsCOG1epTWpnlufcT847rSlvL3TquxdZyCQdO6G4by4Xrs9AXgFy2yl45K7X3ZoOkBhUePKFLzvYDhOt1Nbp+45i1vs43QR+dmaYpJ87qVJWnl4c3CLl3u/XMkp4IQAJw1GhPQeAslPG5h7Xj1h2rZ4cVhDTd1KouBSCexz88fEIH79RYfU6sTd4rbvNYELH3SQCCiIiIiIiIUWVwAPLd0R9pSvoOLck9oE35x3X5TpXSj5/SFzn79EFyhn78waf66qDR+qcxk7T6QIEuVtzR6rx8zdyxSyv3H9at2jot3XNQfz/yw5YQZPj4rpfAsmai7Dh5TusPHdXX30vQ199L0NI9B3TwwiVPma02mqF3XALLs18/nvipPs3I1tzsPZqTvUcj16XoH8dM0rfjJ2rBrv26Xl2rrFPntO7QUW0uOKErlXe1t/iCfv7R9FbbDmcAsi6o+XmLQaWr/Pt1pAf27ijKyVG6rwSW/4yPwAbr3h4h/gFLevq60NtDDJPHCrwlkFI0Pf9s6xCkqkSbc1OsZbZq3fnqNtcVns/ClgH7m5e9paaadK/JtMpNeZ9vr4SUv10JQPzdqm01zjaX6bESWL7eIk0qKWy7DNeHxXfV6LeeTpfAarWuNM25UW9FIC2zahCx90sAgoiIiIiIiFFlcADy5PAJ+sG4KXpq/Cd6efYS7TxdpLcWr9Y/jpmkH4ybor99/wN9ddAY/W72Yu0rvqDMk2e1cNd+LdlzQPNz9ir7dJEKr1zTs5/MbikV1cUA5Mlh4/XVQaP1y09mq6zyrg5cuKRFu/dr8e487Sk6r5s1tfrd7MX6G7++JF2dAfLEsPH61ogJ+t8Jk/X9sR/r+2M/1j+OmaTHhozVf346TzlnipVypFDjN23VR6nbNW5Tuubv3Kuz127qnaS1emJY+43eu3INIj0YjfjQrb6gFF/AkaxxOVlafuSIdp46opSDWfo4y+89smO71pXcaHNd4fksDAo4rNJXkuSsPaPggGR0ZkcBiKd3iGTqztVM67E0pVc7A2dw5BzVjqLsgNcuvGVvOyTJvy5PhBLcBH2XvjjgCS68oYRRf8k3s2J8UZUVXNxXwZ5Q+5+m1LueLh2GvVwLM5M1OnOrNp4/Gdik3Ld9z3nquAl6tbKzkzU6O0/bigMbu/teSwCCGFMSgCAiIiIiImJUGRwOfMOaefG1QZ4eIJknz+rFGQv1P//8vr4xZKwv1JiSvkM5Z4v10qxF+s6oj/T9sVP09yMn6oXPv9CZazeVsCHtgZugPzlsvP564ChN3ZqlU1eva05Wrubv3Kv5O/dqdlauTpSVa3Funr723hhPI/ShXZwB4tcD5NEhY/XY4AQ9NjhBjw5O0ONDx2vsxi3aX3xRv5u9WI8OTtC3Rnhe872Eyco+XaTVefn6pzGT2u1z0pVrEPHBaMRIeOusNuSmtvPeSFHCDuvf7YQg4fksDJ4h4Q0wpMryTI3OtMpihQhAAkpg1dXoQulujc5M09o7jVaDc7ds9X49NuTSj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L3yjwoAIoMpw/SUuHKbTaKhOSIixqIuo1Fu0xOGGIQhAH0eAhCIWmKh30dH9ram6GU19zQsY5/eTt2tU7eqJEm36+2KzzygzWdLrRDE1OnbdzVs235Nyj2ii3fr1Oh0KffydQ1K36vEnHxdrr6na7X3lZiTr39bmqqErEOqa2w9q+RBmLNgQStN09SWjAwtW7VK8xctUmZWlmz373vKUl24oMXLlmnWvHlamJSkK1evqr6hQdt37NC8hQs1c+5cZWZlqaa2Vg6HQzt379bmtDRdKS/Xvrw8zVu4UPMWLVLSypVKy8jQnTt3fPvicrlUcv681qxfr6SVK7Vu0yYlb9mi4pISmaap8mvXtDE5WVM//1yLkpJUcPSoGhrCFwYBQGgMgo+Ys7EXl5cEeBh4+nq45DYd1mwPgg9EROwb+ochpgwRhgD0PQhAIOowJTlNo080n7Ubzl7VyNU0TV2oqtX2kis6datKpdV1crgNJR09p4Fb9iit6LIanS4Zpqmzt6s1cMseTdlzTJdr7snhdmtf2U29vjlHH+4uUFnNPd28V6+RmQf0s0XJGrp1v2rDEII0NDS0UpKamppU39Cg+oYGOV0u3/KGYaixsVH36+tV39Agt9stSXI6nWpoaND9+nq5rOVN01Rzc7Mam5pkGIbcbrca7HbV19fLbrfL4XQG9BLxvsa77cbGxlbLNDscstlsstvtrV4LAOHFME25DCNmZxb2dRsNl5y97A8LAHoeU27DKbfRJBehByIi9mFdhl0us0lu0yHDdFv9QvjJEaAvQAACUYUpT7PzSA+iPNQBG7er133l2h1OfZCTrx99sVFpxZdld7q0+MhZxaXmalfpNbkMT6hzuuKu3tmyR5/sPaYb9+olSTml1/XG5hx9sveYbt9vUK29SX9OzdW/LNikEdvywjYTJBowJZnmw/2RyvSzzecf8j61h29/TdrVQc9hSnIahpoMd58I1/uydsPV62ZXAvQEhumW22ymzBUiImJIG60wxDMzJHp+QwaAnoAABKIGwzTV3Eeb0DpMd6RPf5fZX3ZDv1ubqX9bmqr8axW6fd+uRQVnNTRjv/Ku3JTLMOQyDB0qr9CQjH36PO+Ebt1vkGlKW85d1ntb92r58WJV25tUY2/SO2l79LNFyZqYU6AKW0Ovnw1ha3Zoy7lLWnLknJYfL9bl6ns9fkw3bfXKvlCulcdLtPNiuWrsTQHPV9XbtbXoshYUnFHS0SKdqajq0f3piLrGZmWdv6rlx4r0+f7j2l16XQ5373svQHTjNg01m+4++d3SV7UbTjWbhoxe/j0C0HWs2R5ms1xGYxQMLiEiIka/3hJZbtNpNU8HgFiDAASiAsM01Wy4Iz5oEsnBmt44ULOl6LKeW75Fv1qZoT2Xr6us5p7mHDqloRn7tf/KTTncbjU4nNpadFmD0vdq7uHTutvQKLvTpbRzlzRs236tKixRbWOzrt27r3fT9+gXS1I0de8xVdbbu7w/LsNQZX2jbtkaOqV3pkpPsK3kip6at97njAOFsjtdHb+wG7ybluvb3o+/2KgtRZcCjnF7SVnAPr26cUeP7k9HHLp6S/+1aqtvf15Zl6niypqI7hPEDt4ZhfT56JvaDU9z9N743QrQVUwZchtOensgIiJ2S7tcRqNcZrPVOL33lCsHgPYhAIGI4wk/GKBqdPfs4HhP4HQbSj1XqudWbNEr63do/5WbulR9TzMOnNS76XuVU3pNzS637jU5lHrukt5J26N5h0/r9v0G2azHhmXs1+rC82pwOHX+bq2GbduvZ5PSNOvgSd1vdnRpX9YUlmhc1iGN3J7XKa/V2nrs3AQHIOOzD8rW1PnjeRD8A5Cn5q3XnIMnA0KX4ADk35ak9Oj+dERwAPLiqgzll9+K6D5B78eU5DI9fT4od4VNhqtX9doC6AqmachteGd7EHwgIiKGT08Y4jYcMvlZEqDXQwACEcVtmjSj9dPZC79YXYah7SVlen7lVr2+OUcF127rcvU9jco8qKEZ+5VTek1uw9T9ZofWFJbojc05mn/4tGobmz0hyNlLGrx1n1acKJat2aGzt+/qz6m79YslKfp0/3E1uzoXDF2rtemZJSkBA/wdeepmZY+dl2gIQKbnHVeDw+l7ngAEYh3DNK0+H3yvYIuNhCAQU5gyTBezPRARER+KdrkMu9xGkwzTKXqFAPROCEAgYrhNk9IkQdoNV6+cZNnkcmnT6Yt6NilNr27I1pmKu7pWe1+jMg/o/e15OnT1lgzTVL3DqVUnivXn1FytOemZ9WF3urT8eLHiUndrxXFPCHLo6i29tGa7frYoWStOFHdqH67W3NOPv9jYpQDkYlVdj50TApCOIQCBcGFKcvbRHlLYOT0hCL+wQu/GMF1yupuiYDAIERGxr2qX22hmVghAL4MABCIC4UfbNhu9s+lWk8ulVceL9cySFP16ZYZu3KvX9br7it9+QMMy9unkrUqZpinDNLXyRLHeStmt5LOX1OhyyTSlxUfPKS51t9acPC+706X88gr929JU/XxxstaePN/h9u82NHYpABmweWePng8CkI4hAIFwYMhUk8n3CXZso+GSm7/ag16I23TKxWwPRETEqNJlNMk0XWJWCED0QwACDx3KXrWvvRf/lWqjw6VFBWf1y6VpemFlhoora3T8ZqVG7Tio+fmnZbN6etxvdmjViWJ9uu+Ert+rl+QppZV0rEgDt+xR8tlSNTicyr10Tc8mpemFVRnKvlguh7vz4VDm+Svql5TmG1z/j2Vp2nPpWsAyLsPQjAOF6peUpl+tSFfq2VI53Yau37uv2QdP6pV1O7T9/BXVNjbr5M07mnv4lN5M3qVnFgeW2np3yx7tLC0P6LcRHICMzT6ospp72l58Wf+9IVv9ktL00uptmn3wpO74NXw3TFPV9kbtL7uhyblH9Nqmnfrl0pbj+NmiTRqUvkcF5bfVGNRUvasByDNLknWvqVl7L19X4q58vbRmu15eu10f7MrXxapauY2W+/BuQ6MOX72pT/cf1x83ZutfF272redfF27S6B0HVHDtdshr1ORyKb/8lgZt2aOnF2/WfyxL07idhzQ//5SeX7GlwwDEZRiqsNVr4+kLGpiWq+eXb9W/fLFRL63ero92F+hMxV053YF/gXPw6i29vilHzyxJ1p82ZutarU0NDqe2lVzR4PS96r8hsg3goft4Z3008H2CXZCZINB7MOU2HBEf3EFERMT2dRmNMkynTIIQgKiFAAQeKoQfnbO3zgKRpAaHU18cPqNfLEnRW6m7dPb2XRXeqtKR67fV7Go5rvpmh+7cb5DLaBm4vtvQqOl5hXovfa92XiyXyzC0tbhM/740VS+vy9TOi+UB62iPzgQgzS63/rQx27fMm8k5OlNxVy+vzfQ9tqawWJ/uO6Z/+WJDuzNK+iWlauPpC2qy9i84AHlt0079cUNWyNeO2nFA95qaJUm2Joc+3JWvH81vf3u/WJys5LOlMvwG8roagPzrgk36bN8xPb04OeDxH1r7W1JZ43vtsG37O5xV8+LqDO0ruxEQnNidLqWcLdX/Wb6l49eHCEDchqmCa7f1VsquNq/BCyu3trq2q04U+0KaH3+xUQvyT2vZsXN6ZonnWH+2cHOn7iOIPkxZsz4Md8Q/q7F3ajddcvELKkQlpkxf8MGMD0RExN6ky7DLbTplyk0YAhBlEIDAQ8MwTTWZDFh1xt7esNXucGrpkXN6ekmKBm3dq+LK6k69zjSl8lqbZuYVamz2YdVbPULiM/P0oy/+f/buPDiu674XfCup95Kx8zKpepOpyszLq8ybeTNvUjM1eeV9iS07jpNIiiNbsWiblig62rxIlmxZTTZAmARIiiREUiD2jeAGEASxENxAENwJ7qS4ijtBkeBOYum973LOd/64vS/oxtK43Y3vr+pTiQn07dt3aajPt8/5rceLjdvQffXTlL69O5YA5BuVLXhlQ3fE4Pq6jy+icNdRfClJIPH5FY14paUbVx4PAogNQJJZe+oiAGO2xPzdR5MGIF8obcSb7btwz+4Kvp7RBiAj+VpFM2qOnQsGLK+370rpcb/Zuh+DHp//fEqc6H+AH67bmtJj4wUg/cMOzNiwI+ljpzVuxQNH6FiEByBfLG3Ci+u24rmGjojHsLKvpJRQpA7O+qDxCoQg/GjKyoTyxx7QpQ8MPoiIiLKfJryQ/v/a5H9xsljmFwMQ1qSUkBI+flt3VLwiu1cq96oayo6cxdPVrZi94xDuhA3Uj1RSSvQPO3HqzkOoQkAXEh0XruGLZevxxbL1+MHaLdjf1590O2MJQGJCgPJmbL54A4c/vYdnV27CP9a1463OPViw+xhKez/Gz9t34wthQcW3qjfi4E1jAD9eAPL86k4U7DyM32zZj29URs66eGHNFii6DiGN1/v91Zvx3MpNeLtzLxbvPYEVvR/jlQ3d+FJYn5PnV3fiUFhgMJYA5OsVzXh5gzE75avlzRE/m9dzJPj4HVc+xXdq2vC9VZ14d8s+LNp7HGWHTuOlqHDiu3VtuGs3ljVzKyrKD5+N6M3y48ZtaPz4IsoOncErG7ojfhYvAKk4fCZi+z9t7sKH+09i8d7j+GbUzJWGExeCjwsPQOJ5dmVHStcjKzNKAtAg4dUZfNDEcUsNqhRZ/beWld0lISGkBk0w+CAiIspNHv+sEMEghMUysRiAsNJeDD/GODAjVGhZPAsEAAY9PpQePoO/q21DQc8RDPmXeRptnbrzEF+vbAmGILYdh5I+KVQihgAAIABJREFUZjwByI8at6H88Bl0Xb6JAbcXii5wY2AYNwaG8cDpxrDXB5ei4uagHV8pDw3gf6G0CT1XjeeIDkCeX92J03cfYsDjxa0hB4p2HY34+TerWnD5kTF7xOnfdt/AMB463bB7FbgUFb2f3sVzDaGm4X9f24YtF28EX89oA5CvVzRj55VPcWfYidvDDrze1oMvhP189vaDGHB7g8fq+pMh3By045HL2Ce3ouLq48GIbX6xtAm3hhwAgHsOF15t7YkMKU5+AlXX4VJUbLvUh2dWhmZlxAtAXli7JeLxu6/dgsOnYNDtReWRsxE/+/6azcHHxQtAvlPbCtuOXqw/fRln7z0azSXIMrEEjF4fbs76oDRwC4YgrMkvKY3gQ2fwQURENCVo/iBESA0S2T3Ow2JlYzEAYaW1JACfFKYPcGSrbJ8FAgDDXgUL9h7Hl8ubMX/38TFt4/S9R/jbqlAA8vzqLUkfM9YA5P2ug1B0Y+aJTGGprR+siRyg33n1UwCxAci0xq145PIEH7f9ch++GhaefL1iA3Zdvz3ic913uPBi2HJS36lpxaYL14M/H20A8q3qjRGvsXj/yYgZGbO2H8STsH1OVP9YH7m0VCAAufp4CH9bGRlCnL7zMPi43pt38b1VoUAnOgC5/mQwIpB5buUmfDpoD/784M27eLo61JD+y2Xrg/sbHYA8s7IDu6/fgiYEhOR3b7KhJIy+UT6hw50B78eUuxiCsCarTA0+PINwZsAAEBERjY3TM2j6PtBEcEMXPiMIkQLgf4GyWJNSDEBYaSsJQGH4MSGDMtlefQN2vN25F18pb8ZHh07DrarJH+QvISX2XL8dDD8CkvUBGWsA0nT6UsJtShg9Ouw+BU/cHjxwuvEvqzePKQA50f8A318TeuxXy5vRdOZy5PNJCZ+mY8jrw2OXB1ceD+Jfw2ZETEQAEl4fphCACCnhUTXYvQoeu4xj8N26yAbngQDkRP/9mNk1N54MB7eVLADZd7M/4rEvN3fhbthSahcePMGPm7YFf/6l0iac6DcClugAZNq6rbgVFp6wMrsEJFQp4OGsD5okbqFBYQjCSluZOeNjEH2HmlAydwHWHE9h8MxzBzfvP8yAAaJM8hB3b99hgDRJhu5fw0OP+ftBlDE8V3Fww0eYu3AVjo7q3uB7V2ZzQxNeCKlCSN3s/1BhsXK+GICw0lIMPyaOV+jIhSGZa0+G8KtNe/Gl8vUoOXQ6uLRSsvJpOj48cComAPnUP8ieqCY6ALF7FXx85yGqj56DbUcvftK0Hf9Y1xExQ2E0Acjpuw8jmoN/pXw9Vp38JPjzJ24vDvT1o+7YebzVuRc/XLcNT1dvjGiOPtkByIDbi96bd1F26Ax+t+0Afrh2C75bGxl+BAIQKYHtl2L7oAx5Quc9WQDSceF6xGPfbN+FB0538OcXHw5g+vrtEctv7fHPomEAkp0VnPUhOeuDzDHlQpADK5Fvs8K6qAUXkv82a9QloQsTl7q6tRdNK+bCZrXCmleIjzqOJXnMPjQUWGG1zsbyzVcyYHAoE1xB50ezYbVaUbBqXwbsT245u+EDWK2zkb9yF1Thwo3Ny4zrtaAevWl5zi5UWq2w5n2I9kvmv36iZPp616FkrvEelFe0HG2nU31sau9d0fcgmUMTXuhSgeCMEBYrbcUAhJWWYvgxcXJlFggAXH8yjH9r7cHTNa1Yceh0RCCQqM7df4znV2+OCUD23Bi5EfpEBiAPXR4s3X8S/xzWfyORVAOQ8/cfRwzehwcgd+wuLNl/MqbJd7TJDED67U7M3XkE/1AXG3jED0AkOs5fi/mZqoe+3ZIsAFn78cWIx76zeW/EMbz2eAg/29gdEYBs9vdEYQCSfSUBzvog02XXTJAHONpRjeKCPFitVliteSgorkbH4dtIuePWrmrjsZkWgDgvoXv1cszPtxn7l1eA4uoOHL49tl5ik1+pBx87q6z+85ePuv2BGRqn0LzICqv1AzSfT32wa3P5PBQWFqC2x/9vnl60VNWj7eDJFL9RfwqtxXmw2uaidk+/eYNBPRX+Y2INnv/C4go07z6NoUnfn37srpsLmzUPxe2nTB0g6123AIWFc7G01dz9UIUL6vkmfGC1wmqtwM5xbMcYfLXCWtUFVbjwcE8N5tqsyCtuwdm07Ls/ABnVvZVJAvsfYsufi+KqFhy6Z/a+UaqC133YOVy4vB6dJ6/GzNZwHm9G5ap2HLk62pkcqb13Rd+D5hlE36EWVBYXIM9qBPH585eiYccEvu8fWo2FhfMwd1nzqN5fbmwpRWHhPBTUpf8YGUGIsTwWgxAWa2KLAQhrwkuTks1qJ1iuzAIBgEsPB/Bmx258p64NpYfPjDgTpH/YgZ937IkJP75Yth4rT4w8VDORAUjV0XPBYOBr5c34cdN2zO7qRfnhszHLP6UagJy7/xg/aYoNQBRNR/XRc/iGv3fGl8qa8PKGHSjcdRRL9p3Ad8Ne02QGIAU9R4L//s2qFszYsANzug+j5uh5fCusD0f4DJBtlyKf7/MrGjEQdgySBSCdUfv766gA5PKjAby8IXT+vljahO6rNwEwAMm2EpBQhM6/HZQRsiUE+bipyD84vAildXWoq1qOojwrrAUV2DlyS6lQjTEA8fnSGEQ82IXaeUbwYZu3FFV1dahaXoQ82xJsOO0c40Z9SOcuh0pCCA3aKGZ8hAIQK2xlW/BQuDC2ACTwGCsqe8Y28JIxAgHInEUoq61GTekiY6aS1YqCqi70m71/JglcKx9syN0AJP0mKAAxradOYP/zsbi8GjW15fjQPzvAWlCH/WNaOmwQzqxdciw79z143RctQ01tNSqWFwYH/RdvODGp11ZmBCCDON26xH8M8vBBaTVqakuwOH82Cqq2oW+iznHgb8uiplEFIOYcIzd06YXOIITFmrBiAMKa0NL47d00Dcao0HJkFghgLF30ZvtufLu2FQv3HsftqOWsVF3Hrmu3MaOlG18ub44bgLzfdXDE55ioAOSBw4UZG3YEf/6jxm04fvs+Hrs8cCsafrB2bE3Qo3uAfK2iGe3nr+LSowG80hJ6vr+vbcOtIQcGPV7cHXZiWmOo58VkBSCfDtojmo2/u3kfLtx/giduLzyqhn9aGdsEXQLYfyOyh8fnVzSibyAUQiQLQPb2RT7+jfaeiCWwzt5/HLGM2JdKm3C8/wEABiDZVLoU8LDROWUYt9DgE3oGf+S8gBb/YHfJlgehf/ZdxaWrvoj/vbO+GAV5gW+ZLkF1x1EEHxEMQNZgS0uZEaDY8rFk9YGY37HVbseB1UuQb7NiUcsFAA9wtKUsOEsjr6AY9Tuvpj77JG750NtQYDzfkhacC9uY0+mM2udAaBM4FovQciHwK1ZYrTbUbj+A1UvyYbMuQssFH24fbkHZ/HxjiR1bPuYvX43uS87gc1/dWR+aUWPLx5LqDhwNHggnLnWH/TxiVkqgx4cXo13qyhjULkRRkRVWazHarrkQPwDpw6ENJZif7x/szCvEslXbcNHjQrxvhQcfG2/Ax3MOO1YtRaH/usgrWILKzUcxFCdEudBdi2UL5wYDCFt+EUrbjwa/kTt0cQtqg9/YzUNBcQXaDsV+i3m8g1TOs43+Afd8rDwYGjS72F0TPCe2/CKUbjgQCkgC26low+5V/hDFlo/FdYHjZug/0oTSwHVhzUPh8nrsuDwYdY5CwUNgMGzxhi60lxoDl7b8RWjYfxEn20uM42rLx9LW8IHMyPOXV7AEtd3ngj8PbXM3dtQF9nUuSjadgDPsvIQLnCPn5W1h52A28hdXoO1IX3D/03KOYgIQ/zVoq8LWI00oLTLOSd4H9dgbNjNh6OOW0M+KSrCyYkHkwGK86/XeAbRVBUIw41vh6/ZehVOcQdfKpVg4N3DuZiN/fgnaPg7rYeO5GnnuV9Xgo5gAZKR7K+y1Lm7Czk3+81vVlfz6s5/G9rolwfffvIIlqGzfN87B3DgBzr1OrPAfm+o9yY5J4FpahOaeVv+5qMDOS1tRv3wB5gaOgS0f80tbcNKeeF8i7pu8AhSH31f+82ir6cTewPHPK0TppqO4trcei/NnG/daXSjQDNwDHzRtQZv/vrLmFUYcU+NenI3qbbvQsDgftsBxuHcAzaVF/mskDwXFNWH3sNEHqTTivb8e2y8+hCruo7etBMWFgfvDOE8NewP3x0iPHft5jDeg3t9dhjlWK6zWpWj/NPxchYXagfujqgvq4y0otVlhtc7DmuOBbQceMxuVPYNxQ9Ok92CyayEd1/W1ViyzWWG1FqCyJ/TepXoeYii43dTv033dNf5rbDbmrmjFaU/srJvQax75Ggj/kkJA4Hgme++dGG5o0ssZISzWBBQDENaElc7wI628UsuZWSBSAp88GMDPNu7EVyqa8XT1RrzRsRvzdh1F/s7D+P7aLfjbqpa4wUfAT9Z3jfgcExWAnL//BD9YEwo5frZxJx45Q0HGC2MMQPb33cF360L7943KDfj47iPs77uDZ8IChZc37Ag+Zsjji2j6PVkBSO/Ne/hKeejfC3cdhd2rBB8XLwABjKArOgAJzNAAkgcgd+2uiMe+uG4r+odD3/49dvs+/rE+NAPnS2VNuDlgPDcDkOwoRXLWB2W2zA1BbmHLR/5ZEgtqseX4NQzEJA8PsL3UH04sKkVdXSkW5RnBwJKWc0ZQEQgTgr9TggU243eWdfr/vgR+x2aDLW8RSuuq0H7YhxPrisIeV4Wl82ywWgtQu29gHK+rFw1zjP0p3Z5gOykHIFbYbDZj/6racfh6Bz60GgMsxVWBGTM2lG43Eo4H20v9A3nGjJrSRXkRQYzvQL0xOGVbgJK6OtSVLkG+rQhrT3igSx+0Mfb4MAZXFmHlymJYrVYUNR5BbAAyiKNrC439mVuMirBvfRszIg5jU20pFvuPXdHyatTUtuF43AHlPuysKgjbVjVWfJCHorW9EQPtwcH1/fWYv3ApKmqrUVNZjLn+QaqGQy6onl2om2MM/MwvCX1j19jWOAZ84n5L9wralxn7Nm9trzFguK0EtqjXYbXOxuLAElFhS2nZFixHTe1yzLdFDWAdX4UiqxE2fFhZjYql/p4pBRXYeS/8HMUGIDbbbBQUl6OiuMB/j8xG3txiVFQuQUHEQGbo/OV9UBL2rf0CVPuXGgvfZt4HJagpXegfVFuK9k+vYFdTNZYXGfsxZ3EpamrXYten4YPf/m9NBx5nW4Tms4PpO0eJAhDrbNjy5uLDytA1OmflHkQP1M9dWh72GkcIQDwn0Lx4dtSxy8OKbX1QxSD2rirCwuXlxrfog+cu0D8kdNyteQuxIny2RMr3Vthrtc2GzX+drO4+k+T6G8Te+vywa68aKxbnw1Y02ibW0eLNYOnFmsLAfZvsmIQGyG02/3lYsxUXPLvQMH8BllVGzipJ1DsieN/kLcSKsOcpqNlpzGILnEfbbOQtWI6akvn+AGE2bHkLsSJ4L4YCzfAB6oLictQE76N8VPb0R9yLwfukcgN6Pb1YUxR2DwTepwqqsPuxC+q1ltB7f2U1aiqXojBvtv8acuHKpo8wt7gENbXh988ydH6a/LFjFX9GwR6s9L+Hr9jWj6QBiOjH9rLZkQHHp61YZrXCaqvATk/se1dK9+CI10J6rusbm5Ya+1C4Ckfj/s4o79O8hVhRW4IP/CHNsk1XcGP3WtQs978f+GcXNu6+kvQaON5ZjbLFxmsOzNjZdDKF997xvL/G5YYmPNCFAgYhLNbYigEIa0JKSAkvB7HSTs2CJTlGU9eeDOGN9l0JZ3kktKIR/1TRhEf2xI3QJyoA6b15F8+F9f54paUb9+wuSAAeVcPzqzdHPD5RAPKva7fgtr83hpASbVH9Mf6uphWDHh/234gMQH7a3AWfpkNIiXsOF14Mm/GQLABZvO/4hAQgnZ9cj/j33+88giGPD1JKuBU1pi9IIADpGxiOCCg+v6IRv9t+AF5Nhy4k9ly/jecaQq81OgABgO/WtUbMkjl26z4AQBcC7VHH8NmGTcHHMQDJ7NKl5KwPyhqZGoL4znVihX+pqPAZC8E+GR83+Qd2y7DDnyX4jq5BodUKq60au3wIhQmFa3DU/7DrHR8a/7akFZcR9jvWIqw74f+lgR0os1lhtZYimFOcWGdse1knIv/ajqJudRqDN9ZCrDuR4HdGEYBYi9YhsMvobTACjMLVOBhIi3w+/4yVj9FUZAQ/ZaGD5R9UtKF6lw+3OpcZ2yzZhD4nICGhe+xwjbO5uTFA9QGaj/u/zTunBns9UQFI8Ju+hVh3yv/Ye+1R32RPsARW9IDyqTXGdWFdjs7gN/MDy8gkX0YrYkAtMNhmXY62Gw+jtjUOCZYpCX4Tt6oLqjiCdUVR335+3IkVViusc+qwP3w7hQ045N+nK+1G0GRd3IwLYQOIRvDkgir60PlR5KBhogDEuqgRpz1hA2/BYxoYkPYP7gbPXwm2Pvbv6/FVmGe1wrqsFTfibTPOQHe8b3OfaPQPCgaXTxvEoTXzjH+r6oIzXecoYQCSj/Luvsjj5B9YDf7vD1twxb+d080jzwB52LXCGDgPO4eJl5+KOmaeLlT6B9mD/XU821Ae/jup3FvB1xo+8J3s+gsFdh91XAzOmHJ6xjswGn1dPMS1HRX+oCDsNST8/dA9bivtTLyc3IhLBYXuG2OgPvya94d+wWXsyrDjXvh+zMPqI4NQRT+2loYGpyOuj4/a/fsVNtheszPyPSBswD14jZR2+u8BF46unRfa9sE6/3t/PfY9CVwHia6hqPfAUT02dfEDkNBzG/d4sgDEhYfbSoz/7X/tzp4KI5Tzvx8kfO8a6R4c8VpIz3W9f2V+xOuI+Z1R3acfYL0/gIh5z0xpCazY4x7vfCV97x3nNZKYPwiRKhiEsFijKwYgrHGXEX7opg9QTAVeoUHI3PpDd/nRIF5r25V6+PHhSnzhnXw8/dy/YP/+/Qm3O1EByMWHAxGzPP6hrg11x8+j9+YdLD1wCl8sbUopAPlaRTMKdh7G/hv92HP9Nt7u3Bvx899uPQAAOHr7fsTSWH9buQE1x85h97Xb+P3OI8HeIPECkOhtvtHWg1N3HuLyo0HoUo45ADl6+z6+Wt4c/PcX1m5B67mrONDXj7k9R2NmeQQCkCduD97fdiDiZ18pX4/yw2ew7VIf3u7cGzGzJF4AsvzgqYjH/6JjN070P8CBvjt4K+r11hw7H3wcA5DMLU0KBh+UdXxCh8zEv7++AVzo3YTG0iXBJYqstiVovQAMbC+NCgoA+HaiwhoWFsTrARKc8VGLfeH/u3AdgplEIOyIZ04Desf6eiY4ACkM34jvHFo/DG8YX4rGLadw2wdgYDtKrZHbAHzYWWFsZ1HLhYjeJMYyKDUT0pTbGKDJx8qDgcG+2Sjt6o0MQAKD5RH9Fk5g/cLwQZrUApDggFncAaA4M0Aub0PD8qLQ9WUNH1Dqw86auWFL7SxF7YYdOD/CsjkpSSUACQw2xxU1CBu+neCskArsjPjmfOh5ogcEEw4iBgbDYsKAqOMYPH/x7hcjrIkdYEslAAkNIoeHIs7usrDXnaZzlDAACe1v9GsK7P/C5hPB7cS87qhzFhjIjj84O4iL3fVYFly+LCB6QLQMO4KBT9R+pnJvBbcTFmClcP3191T5Z0wZy2Mtq2tCzziXToq/3J3xnlbcegLOZMck7NoMhReu4LJ4weWFAuK+T4Tum1j+0C/m3kt+PccbZA4Fg8Z2Ao8JzAJTw6+ROOas3APVcwItxeHv/SVYt/lwcMmm/iPhjbdDKntcSR87VhMVgASvQ/+MDyNImI3Srv64xzilezDJtZCO6zppADKq+zT0O6kGICNeA3HPVyrvveN8j00JgxAWazTFAIQ1rpIAfFKYPjAxleTaLBAAuPJ4CDNauvHVig0jhx8la/H5V3+Nz335K/j617+OdevWJdzmRAUggx4vZrZ0xwzyJ5IoABnJNypbcOnRIADg2uMhvNq6M6XHRQcgH/V+HPM7L6zdghfXbYXd6xtzAPLQ4ca3qltSfj2BAETRdbScvYJvVKb22HgByNl7jyKWyQqESV8NC04+v8KYYRO+NBkDkMwsn86wnLJXxn8JwXkYqwtDA/bBGQsTFYCE/05gNoW1CB/V1aEuXOMuXMdYa2KXwFrUEt3a3Ym+41vQGGgYb7Uir2InBoLBywgBCADpfYSzu5vQUBrqR7Bg/ZFxDWAEBmgqe1yh2Rkf1mHl4rDBwsC3kCcgAAkuNZJKAOLZg5UF/oHzxcbyIIFlmEKDPoN4eG4HmleV+Ndct8K2cB1OjGdQJ8kSWAubT4TNPgk0gw630fh2+EgBiK0Ku8OWnElrABI8f4VYXhu1r+u6cCXuAFsqAUjomIw8CJeGczSOACR8X5MFIMGB0TgBiPNgnTHzwZaPxaXVqKld5p/dFB2AhN83UfuZyr0VbzupXH/CBeeTk+jZUG8sE2S1wmpbgKaYWRqjEd0EvRrrOrpxxD+7J+kxifs+MYj9K/3L4uUvwora6tBSQXHfJ0L3jbHcXrjV2Hkt3r03zgBkcTMuJLiGgteIf3micGt7Lvh/7yGuHWvHusqw3kcV2/Aw2HsiD4XLy1ETtpRg6PgkeOw47p9kS2CVdw/GP1fRAUhwIH4e1hwP/H4oqEsUgCS+B1O7Fib6uk66BNYY79OUApAUroHY85Xqe+/k0IQbulQhc26UiMWa2GIAwhpXqQw/Jp0n0wdgxlgXHjxB6/lrKDt8BkW7j+HVth58b3VnRADyhbzF+Ny3/x6f+9zn8OUvfxnFxcUJtzdRAQgArD55MWKmQsDTVRvx66hZCIkCkB81bsPXKppjtvHNqhasPB4aoPGqGmqOnsM3q2JDg+dXd2JmS3dw1kl0AHLhwRM8XbUx5nFfLV+PJy73mAMQAFi890Tc0OLvalrxeltP3AAEAPqHHfjNln0xM2W+VNqEl5t3RJyjeAGIT9Ox9uOLeDrO8Qj4wZrN2HujP+JxDEAyqwJLXpn9/kk0XpkUgjhPHwxr0A0A19HxYdiAfWCWRvgSWIE+FoFZGoEwYeEGnAtsJbAEVmApq3gBSNwZE4DP6Rx3E/QD9XOMwZfoJuh9fUZj9pj9OYF1hakFIMFG6gBwbgMWWq2wWquxK7iN8CWwDqB+jhVW6xw09OpQ9WEM2QcnfKAjIgARF9D2oTFQbjRFDyzTE/i2edjyH8G16QN9JkLfSDUGz6IGzAL7Gfgmra0EW5MtgZXCgJLT/jC01Ef08kJjPS4jNkEPHIPQMlOB/gCqcEG1PwzNyglsZ2EjTvv/LbgE1rJW3Ag7ZqElsALnILQ0z7gDkOD5izwu4cculQAk8E338G9vB/4tfBmWwLJBgd4baTlHYwhAgsFS8FveoSVjEi6BFZixFN5jwL8EUdJjFnytYctURS+bk8q9FTdISeH6i2jgPIgdFbEDpqMXrwdISPLrKF4AMsJAe4IlsOJ9+z3i9Y4nAKnYFmxAHn0txxvAjz+rbTDi/XrIHjZD4Wyj/72/Ajtj9jP2WCR87JjPYZIm6LYV2P44/r4EX2vY4wL/9sHKOiOUC5tFEX28kt+DKVwL6biuw3qtRDZBv4prtwbHfJ/GXC+Bv39hfxNir9URjnvw2kztvXeyMQhhsUYuBiCsMZcmJZuem0TJwVkggLGcmktVMejx4daQA5ceDeJE/wO0XriGkkOn8Ysly/GDH76IL3zhC/j85z+P3/zmNwm3lUoAoug63u7ci3+oaw/afLEvZlvDXgXVR88Ft/flsvV4paUb3Vc+xfUnQ/hOTejfd1+7DSAyAPnp+u3ovXkXHReuRTQx/6f6dqz7+BKcPjXi+QbcXiw/eApf8YcRXylfj9dae7D3Rj+O3bqPZ1duihuA6EKi9dy1mBDkuYZNcPoU7O/rx0+atge91roz4nlHCkAG3F4s3nsS36reGAxVfrlpD47dvo/em3fC/r0Zt8MCECElrjwahHXbgeC2/7ZyAwq6D+Pc/ceoPXYuuLxWvAAEAOxeBe3nr2H6+q6I/ftW9UbM6zmCU3ceQtVFxGNazl7B91Z1Bs/ra609DEBMKAkjKOeSV5RLMiIEub7J+MaiLR9LSo2ZF6VLAt/ENJbAAq6jc1mCJuitwaTA+FBvtWHe0irUVS3FPJsx6F+9ayDyd8IDEPjQ2+Bv/OxvGm40BS9A9a4HMbs7qnqwC9UFxuCDbd5SVNXVoWp5EfICzdsDs09sy7Bu505srJjnX+pl5ADkwa5qFFjzULS8yjhegSbnyzpxHcD1zmXxm6AvbsFZMYjTGxbBFvxWdVgD1pV7xrXWd2QAEraefcRgYdi3cqMbwAaaDovQN6FtC5ajprIEjQcH4wzuXED7stlh26rGig/ysXjDidgm6MF11/0NtEsXIs8221hjfnEzTp9twmJbaHZIqOFyHfaPZ4mYYP8Ao1FtTdiMm7k1XcG+BVc2LfVf80Zj6kCDYuO1hG0n0PA32MQ9NGgd+sZ8dBN0fwPlOINoow5Aws5foGm08ZpCg32pBCDBb0kXLEFFbQlqN1+I+PZydCPelvMuONN1jsYQgIQeE7WvIwQgoVlI4U3Q56Kypy90r9jm4yN/E3KbbTZCjcj7sbMqP+59M6p7K24AkuT68zdvD36LPnjtFWDlwfH0Sxg5AEl+TOIFIKGeHkZj6xJ8kDcbNlvoOop+nuB9EziXtcbsomBD6vEEIDHXx8h9cGKvEX9j7oIK7LznQn9PBQqC3+4PNKu3wrasFVeCPZGMJucVS+cizxY6/xdHeuw43veDr9U/a6VieaH/tQaWMnMhfJZBUfVGdG1ZieK8qPtFuMIanxvvzeFLm8Ucr6T3YJJr4Wy6rmv/39g415S1oAI7743tPo15/cGZW8b5XlHXnvQaeChcoRkotvn4qLYcK5r2wJnkvXfsx2IieCCkxiCExYoqBiCsMZW6RGTUAAAgAElEQVQuBcMPE7mFhsxsyZqe0oQwls7xeOBwOHDnzh0cO3YMhw8fhqIocR+j6DqGvT4MegzDXl/MIDkAuBQVw14lSNH1hNsb9Hhx+eEA+occcCoqdCkhpREOXH44gP5hR/A5FF3HrSE7rj8ewoDbC11KaELA4VNwa9CO60+G8MTlibtPgDHzYcjjw+WHA7g5MAyX//mElLB7FVx+OIBPB+0x+6sJgTvDTuy93o+tF2/g/L1HsHsVYyBaF3D6lBAlMnjxqBqGPKFj5lLUiEE+n6bjodONyw8HcN/hgktRIaWELiQeOIx/f+BwxQwMSgm4VQ137U5ceWQ81qNqkFJC0XXctTtxqv8hPh0cTng8NCHg9Kk4d/8J9l/vx+m7j/DA6YZX0+Kuy+/TdNjDzqvTp5o/YDnFSgDwsdE55SiP1KCb/J7ivNSN1csXoiAwIJJXgIXLV6P7kjP8l9BdXxz8nbyCYtR3X0LwNwLhRsUGdJYVGR/e84pQ1nE69nciAhAAvts43FKG+fm24PMXhzdhH089OIMt9cWYF3fbD3Bg9SL/QEM+ltTvRHtF8gAEzkvoXr08Zn9Ds2icuNRdj+KCvNDP67YGeyU4b+1DW9WS4LG05Rdh2aptuDjOteCjAxDVswt1c6IDEBdUz1Uc3FASXJfdll+E0g37Iteiv7cLDYElSfIKULxuHwbifZPbcw476paEXRdLUNl+AP1xBkf799f7l02ajfz5JWj/+CjaSwuRV9qJh56rONheETpmtnzMX16PHZfH2eg5GFxYg9udW1yBtkNXo8Kmhzi/oybm+bcH1qMPzgApw8pS/wBjXiFK24+G9W4ZRN+hJpQGeibY8jG/tAkHbw3GnKOxByCx58+aV4Diqpbg86QSgKieE8axD+xneQcuCBeGLm5BbXD9+jwUFNeEjkG6ztFYAhAxiIvdNaHraXE9dneWjRyACBfUewfQXFoUDMHy5y9FQ/c5OEUf9q7yh2O2fMwvbcXJj1tRWpQXGgS+dwDNEed+CxoXjfLeShCAjHz9DaLvUHhfgfD9Hs97xsgBiJr0mCRYKi/svcOWX4TSTUdxclMJCvPC+p5EiLpvrHkoCL9HxxOAfFQTti+L0LA3dN/HDUD878+hayTwnuY/h/bT2B7e08J/7x26Z7yO05tK/Etb5aGguB57LxrHomhtb5LHjl0o7An/+x323hV4XWdbUeIf6M8rKkHz5gbjWoxYOisUlIRmBCY6XincgyNeC+m6rv37tm8NShdGbXuHv9fWGO7TeK8/dL5nI39+KTZfSnINRN9X1jwUFK9G71CS996M4GUQwmKFFQMQ1qhLgE3PM4FXTKUIhMViZUtJGEte8e8E5Tq3boQg/FucOyWlhC5VqMKdAQMXNG4jLuNDRJkkfl8MIhovTfggwSCExWIAwhpVCbDpecbQVaj8RjuLxcqgCi15xRmCNDW4hQaVIUjWl4SEkBo04QPDjxzCAIQoazAAIUontxGESA0S8VdcYLFyvRiAsFIuCUBh+JFR3LqG3OwGwmKxsq0EJHzs90FTkBGC8K9xdpaElDp0qYDBRw7qqTCWzyrZiAtm7wsRjejshg9gzStA4apdpu8LUe5yQ5c+Lo3FmpLFAISVcmns+5GRFMkEn8VimVuaFFzyiqY2XYUidfYayqKSUkBIBZrwZMCABBEREdHk0IJBSPz+pyxWLhYDEFZKJaRk+JHBNIYgLBbLhJIAVMFwnCjAKzSwQ1eml7HclS68pg9AEBEREZlFE17oUoHgeBJrChQDEFbSEgC/2ZvhPELjt05ZLNaklpBc8oooHq/U0t5q8mj/zYw21vKs/6usNNaBB7PPU7rxuGQ+niMed+I55DHJrONhZhAC9gdh5XAxAGElLZ9k+JENfJy+yGKxJqmMJa8464MoEU+a+4KY/aE+mbGW2UEGA5DMGPwxe7+nEp4jHnfiOeQxyazjYSZdeqFLFeBsZlYOFgMQ1oilsul51nALjUthsVistBaXvCJKnVto8In09AUx+0N9MmMts4MMBiCZMfhj9n5PJTxHPO7Ec8hjklnHw3xu6NILIbWJ+w9XFisDigEIK2FpUnJpkyzDpbBYLFa6yljySuffBaJR8ggNmpzYJbHM/lCfzFjL7CCDAUhmDP6Yvd9TCc8RjzvxHPKYZNbxyBShRun8ki0rN2p4eHhcGIDkaEkAHvb9yEpewfarLBZrYkuXkkteEY2DO7gkFv9Cp78kdKFCEx7TBw+IiIiIspkmPBBSAZfFYmV7MQBhxS02Pc9ebqFCZT8QFos1QaVxySuiCeOVOtLXGYQlIaBJr+mDBURERES5xAhCNDAIYWVrMQBhxZQi2Pcj23nYD4TFYo2zJMAlr4jSgD270lESQmpQOeuDiIiIKE3c0KXCGc2srCwGIKyI0qSAm9/0zQle9gNhsVhjLAEJr+RMQKJ08godnK85/jJmffgyYFCAiIiIKPdpwg0hVXA2CCubigEIK1gC7PuRa9gPhMVijbZ0Kfm3gGiSBGaD8G/1WMo/60PnrA8iIiKiyaYJDySXxWJlSTEAYQEILXVi9kAATfzAisqBFRaLlUIJSCicBUhkCrfUoXNBgZRLSs76ICIiIjKbJtzQpQoJLu/KyuxiAMICAKgc9MpZ/HYpi8VKVkJKhuBEGcAnGISMVBISkrM+iIiIiDKLdENKjf8Vy8rYYgDC8i93wvAjl3mEBp0NV1ksVlRJcMkrokzjFkYQokl+hAyV5KwPIiIiogynCR+k1MFlsViZVgxApngJKeHjwNeU4BUadDZFZ7FY/uKSV0SZzS1U+CSDEKPXhwpVcNYHERERUaYLNEmXUoBBCCtTigHIFC4JCUXocGfAh3yaHF6hg4thsVgsXQoueUWUJdxC8wchAmKKfZFBQkBIBapwm/5hnoiIiIhSpwkvBJfFYmVIMQCZwqXxm79Tkk/qbE/FYk3RkjDe+7nsIVH2cQsNXqFDnRJBiNHrQ5de0z+8ExEREdHYaMIDXSqcDcIyvRiATNESkPDy279Tlo9N0VmsKVdCSihSZ/BNlOXcwljWUpECeg7+PZeQ0KUKjUteEREREeUAN2eDsEwvBiBTsCQAheHHlOb2D5ywWKzcr8CsDy+DD6Kc48mx5bGk1KEJH7jkFREREVFuCc4G4ZokLBOKAcgULGPpK/M/tJO5jBBEN/tyZLFYaSwJQOWSV0Q5z1gey/i7rmdl03RjySvO+iAiIiLKZZwNwjKnGIBMsdIhORBGQW6hQuVMEBYrJ0tAwsclr4imnEAYokmRFR8sJSR0oUDjrA8iIiKiKcINXXA2CGvyigHIFCoJwCu49BVFcgsVquAfHRYrl0qDhIdLHRJNaW7hXyJLGLNCMrEkBJe8IiIiIpqS3P5lsbgyCSv9xQBkCpUmhekfxikzMQRhsXKjjB5PgrM+iCiCW6jwBHqFmP1G5S+j3weXvCIiIiKa2tzQpWL2f5qycrwYgEyREgAHxGhEbqHCxxCExcrakpDw6nyfJ6LkzJ4VogslAz5sExEREVGm0IQHyJiv6rByrRiATJHi0leUKh97grBYWVealHAx5CaiUXILDfokzwoxlrwy/0M2EREREWUeXaiT+F+mrKlSDECmQClc+opGySt15u4sVhaUBOBjrw8iGie3UKH4Z4Wka14Il7wiIiIiolRo0gvOBmFNZDEAyfHSwW8F09j4GIKwWBlbEsasDy5tSEQTzeufFSIxUWGIhC40sNE5EREREaVKE14Iqfs//bJY4ysGIDlcEuB68DQuXpPXCGexWLElIDnrg4jSziM0KFJAjCMIkZDQpQKGH0REREQ0WppwQ0gFDEFY4y0GIDlcXPqKJoI3zUtisFis1MqY9SHgZfhBRJMoEISM9r8FJIS/3wfDDyIiIiIaO116ITkbhDWOYgCSo6VzaRSaQB6hQZOCf2pYLJNKSAlVCr6vE5FpjCBE9y+PNXJJqUOXXtM/LBMRERFRrvBASA0MQVhjKQYgOVgSEj7BbwjTxPIIDSpDEBZrUivQ68MrdLgz4H2AiGjkIERCSI3NzomIiIhowoWWxGLHWtboigFIjpUE/N8SNv8DMuUet9DgkwKCfUFYrLSXgIQiBTyc9UFEGSh2aSwJIVWGH0RERESUVrrw+Ruks1ipFQOQHCtNSg6WUdp5hQ5NMnFnsdJRwV4fQuOSV0SU8TxCg09oUIUPGvt9EBEREdGkCCyJxWIlLwYgOVRc+oomE/uCsFgTX0JK+KTO4IOIsoZTKHBoLrg0B7y6IwM+DBMRERHRVKAJN3SpgH1BMr9cqo6uqw/x5qaz+OtlPfiMrROW32yE5e0WWH61AZafr4fljSZYXmuE5WfrYHllLSwvr4Fl+ipYftwAyw9XwvJCHSzP1+IzP1yJv/5FC94oP4iuU7fh8iUPwhiA5EiFlr7ioBlNHmNJLJ1/alisCSiVy10RUbbRFTg0J+yqHXbVDodmh1tzwKc7oWTAh2IiIiIiyn269EFylZKMLFVINF+4i/+2Yg+eyu+EZfYmWKztsLzXNuYAxPK9Glieq4bluWo89c/V+G9vbMD6/deh6omvAQYgOVI6l74iE3n9s0FYLNboS2eTcyLKQk6hwKGGwo9gCKLa4dTs8OoOhiBERERENCk0LomVcfXYo+Dv1x3DU/M2w1LQCUvepgkPQCzPVcPybDWeeq4af5+/DY/t3rj7wgAkB0oCUKQw/YMwTW0eoUHlklgsVsolASiCy10RUfZxaD7YNUdM+BEdhLg1OxThNP0DMRERERHlPoYgmVN3nD78x+U9sBRthWVu+gOQgP/441W488Qdsz8MQHKgNC59RRnCLVT4hA4hGYOwWCOVxuWuiChLOTUv7OrI4Uc4l2aHT2cIQkRERETpZ/QF8YF9QcyrJx4Vf75iNywLtk16AGJ5tgp//pPVeOKInAnCACTLS0gJLwfRKMMYDdIl/9ywWFEluNwVEWWx0YYfAU5tGF7OBCEiIiKiSaIL9gUxo3Qh8WzbSVgWbTctALE8W4Vn53ZB00OjkgxAsri49BVlOkXqYAzCYgEC0r/clfn3JRHRWDh1z5jCj4gQRDf/wzARERERTRUeCKmbPRwwparj2iM8tWSH6QHIU89WoePIzeB+MQDJ4tKk5NJXlPE8/gbpjEFYU7EkjPdqLndFRNlsvOFHyDC8pn8QJiIiIqKpQmMIMmnl0wX++9rDsIw2APll84QHIJZnqvDf32qFVzXOPQOQLC0BCa/UTf9ATJQqr9AguCwWa4qUBKAHlyhk+EFE2cmpK3BorgkIPiJ5OBOEiIiIiCaNG0KqYF+Q9NaBu0N4amn3qAKQ/6lgM47fGsBnf90CyxtN+KtZm/BfbZtheWXNuAOQp56txoEL9wEwAMnKkgBUKcBBNco2bqFBlTo4H4SVqyVhBNQ+qYPv0USUzYzwwz3h4UcoBHFCMf3DMBERERFNFUIqYAiSvprVew2WpAFIB/7Twi78xbxtsPxmI/587hYIKfG/ztkCy+tNqD90Ay0nb8Hy8upxByCWZ6pgbTgGgAFIVpbO5VQoy3n9TdIZhLBypSSMBueKFHBLvj8TUXZLd/gRHoKY/UGYiIiIiKYOIRVIsDl6OuprG44nD0BmdWDx/qvouvIAlnc34j/M6oCQEt8p2wfLa404/ukAqvdfm7AA5KvvbQLAACTrSgL+bxab/+GYaLy80ghCuDAWK1srsNSVIgU8OoMPIsp+TqHAoU/8slfxOFQ7vLrD9A/CRERERDR16MIHyb4gE15/UbM/pRkgXyrfB4+q43PLd+Ozv22DLiTyt5zDH/6iGfftXnzQ9QksM8a/BJblmSr8xU/XAGAAknWlSWH6B2OiieQWGhSpQ2cQwsqiigg+OCOPiHLEZIYfkSEIl8MiIiIiosmjCS9DkAmuPynbPWIA8lfLevDXH+3GU7M6sL/vMQ7dfII/fmcjNCGx7cI9/J9zt0LRBaztpycsAPmTF+oBMADJqpIAB9ooZ3mCQQgXxmJlboWCD53vx0SUUyZr2at4nJodXsEQhIiIiIgmjyY8kGAIMlH12SQByLSWk3jsVvBfFnfj27UHoeoC/9+HO+FRNPQPuvF603EAwOvrjkU2Qf/R2AOQz/6AAUjWlcLZHzQFMAhhZWIZwYeAIhh8EFHuMTP8CHBpdvjYE4SIiIiIJpEmPBDQzB5yyIlKFoA8lbcJO689xKVHDvxJwWbcd3hxe9ANr6pDArj52AUAeGnlEVheWQvLS2tg+UkD/udftuCbhV34o5fWjDoA+cz3awEwAMmaElLCzUE3mkI8QoPPH4SwWGaVhIQqBXz+GR/uDLg3iIgmlgKHNrnLXiVaCsutOaAIhiBERERENJncEFIF+DXccVWyAMSStwn/17IeOH0a9lx7hOojfTHbGHT78M3iHvzhv63DL9ccw60nLqi6gJSAy6fhb97bBMs/px6AWJ6pAsAAJGvKK9j4nKYmBiEsM0pII/jwCp3hMxHlNKfuMT38CA9BPLqDS2ERERER0aTShBtCKmAIMvZKJQCxzO7Az9pOG6tsCONYD7kVPFt9EP/33K34S1snZrWfwadPXJBxToXbp6Fk6wV88b0O/Jc3mvFnP17FACRXio3PiYwgxCt0aFwai5XGElIGl7nibA8iynVOzQu76jA9+Ajn5FJYRERERGQChiDjq9QCkE3447xNOHVnKPi43206g7daTuHU7UHYvWpKz/X+6mP43apj+FXNIQYguVBsfE4UyS2MMERlEMKawNKkgIfBBxFNIZkYfgS4uBQWEREREZnCDV34wBBk9JVqAGJ5vx2/6DgTfNzJ24P4T3O24CcNR/Bq43G8WN2L1pO3Rnwu6+rjeK/hKH7bcBSWZxiAZH0pgrM/iOIJBCGK0CHizYtjsZIUZ3sQ0VTl1H0ZG34EcCksIiIiIjKLxhBk1DWaAOQrFfsiHvvpgAsNR/pQuf8qvrp4J/LCApJ49a9LduHfyvbj2XldnAGS7SUArj1PlAK3UOEVOmeFsJKWRGi2B99fiWgqcmTwzI9wDi6FRUREREQm0oQPkl+4TblSDkCs7fjLom3QROyxvTPoxn+1bUbfY2fC57k/5MafvtjAJui5Upz9QTR6bqFClTokoxBWWAn4Z3voDD2IaOpyCjUrwo/QLBAGIERERERkHoYgqVfqM0Da8IfWdhy7NRDxeF1IPFO6Dwu7PhnxeYpaPjbCDgYg2V+6lPx2MtG4aPBwVsiULQlAQkKRDD2IiFzCH35oTtNDjdHNAhmGV3eY/sGXiIiIiKYuTXghpTB7mCPjK7UApAN/ubgbv+w4jW9X7o9Y0v7Dnkv4zrLdUDUBTRdxl7uXEvg/Xm8OhR8MQLK7vEI3/YMyUa5wCw1eoUOTApJzQ3KyAoGHEXoIf+jB4IOIyKDAoblMDzTGwqXZ2RCdiIiIiEzFECR5pRqA/Fv7x/jp+hP4btUBfKdyP36/7QLebTuNP32vDXeHPNClxM8ajuDukDvmOYacPvxJ+PJXDECyt3Qp4OHAHVFahIchgmFIVpeEsbSV7g89vJzpQUQUl1NzI5uWvoo0DK/GWSBEREREZC6GICNXqktg/Y+/34KVxz/FT5uO49vl+2D51QZY3mxC743HkFLiRzW9+FFNLwBgx9m7cPk0HLn2CMdvPMb9ITf++F/rGYBke0kAPsnZH0STwS00+PxhiC4lA5EMr2DgISU0KeCTOjySoQcR0UicuheOrA0/OAuEiIiIiDIHQ5DE9Sdle1LsAdKOP83fjP+QvxlP/XojLL9sxkd7r0IXEi/WHcIfvNaIkzcH8Mjhxf/+u3YIAfx27XFUdF/CE4cXn/nhSgYg2V4aZ38QmcItVHiFBkWGAhEul2V+ybDAQ5UCXqGzPxIRUYqcwgdHlvX94CwQIiIiIspkDEHi1/9Ssz+1AMTaDst7bbD8ZiMsb7fA8otmfHLfjmkrD+Op15rwTMleCCmR33oaf/VWC4SQ+H+tnXir/ggGGIBkf3H2B1Hm8PhnhyhSQPMPwjMQSW9Fz/BQA7M8GHgQEY2aU8/evh+cBUJEREREmYwhSGx9o+XE2AKQX23A//DORjz1ZhMsrzai6/xdXLlvx2dfa8L/Y9sMj6Lj3720Bt8p6sLdQRf+6IVRLIH1bCUABiAZVZz9QZSZ3EIzAhGpwyd1qFJA45JZ4y4JQEco7FCkDm8g8NDNP+9ERNlL8ff9MD+4mEhenbNAiIiIiCgzaMILwRAkWPmHr485ALH8fD0sbzThL2dtglvRMKPuECw/XY1vL+nBoMsHywt1+LOZjVjQdgZP/UvtKAKQCgAMQDKmOPuDKJtowWbqgUAkGIpIhiLxSsjImR2Kf3aH1x8umX9OiYhyhQKn5sn6vh+JZoGY/UGXiIiIiCjAmAnCUSAAOHJvGH+wbHwByL//RTNeqjuMf/dqIywvrcZ3luzCrgv3YPnXOlheqIPlX2pg+V7NKAKQcgAMQDKmOPuDKLsFZol4Y2aK+Bus++V6Sf/r1KSAKgR8/pDIK4yZHW6hwZ0B54uIKFc5dR/sOdH3I5ZD5TJYRERERJRZNOFjCAJA0SW+1HR0XAGI5bVGWH62DpZX1sLy8hpYpq/CUz9ZBcsPVxoByPO1qQcgz1bB8mwpAAYgGVESEgpnfxDlHLeIDEYC4YgSnDESCkey5U+lROxsDqNXR+SMDref2eeAiGhqya2+H/F4uAwWEREREWUYTfj8IyZTu7puPsYfFE9sAGL5ccMYA5ByBiCZVLqUHCgkmkICsyAC4UgwIJEavFKHz98PQxHGLApNSmj+0EGEw9j/vMowge3pwWBDBoMNxb8/wf0L22c3gw4iogxiLH1ldkCR/lkgw1B0zgIhIiIioszCEAQQEvjR5jPmByDPVsLybCkDkEwpCUCRIgM+NBNRJnGH/d/woMGTZqHnUoPMPhZERJScU1dgz8G+H/F4Nc4CISIiIqLMwxAEGPZp+M8Ve00OQEoZgGRSCSnZ+4OIiIiIxsypK7BrUyP8sKtshk5EREREmcoNIRVM9RDkkVvBfy7dY1IAUsYAJJNKAlA5+4OIiIiIxsGZ430/ojnUYfi4DBYRERERZSCNIQgAYybIM6sPTF4A8lxlRPDBACRDirM/iIiIiGg8nEIxPZCY/ADEDl8GfLglIiIiIorPDSFVs4eeTa9r12/AMr0elvc2pjEACTU8ZwCSgaVKafqHZiIiIiLKTk5dhV0zP5Awg0fnMlhERERElMGkGwKa2cPPptaNGzeMIOK5MlherIHl1bWwvNUMy7sbYXmnBZa3NsDyy2Y89fP1sLzeCMurjfj3rzfhM6+vxx/OWIunpq/CZ2asxWd+ugZPvVCHz/5oFf7ohXr8b682YfqHu2F5LnHwwQAkA0oC8End9A/ORERERJSdptrSV9GzQEz/UEtERERENAJNeCCkbvYwtGkVDEBGoePIDTxftA2WZ0vxfNE2AMDTs9rxN2+tBwD81c9WY27jMew9dyel7QEMQEwrXUq4ufwVEREREY2BU/eZHkKYHYD4dPM/1BIRERERjUQTXsgpGoKMJQAJt/fcHXQcMbbx9Kx2AAgGIwxAMrwkAEVw9gcRERERjYUCu+YwPYQwOwDx6g7TP9ASERERESVjhCDC7CHpSa/xBCCBGR9Pz2qH5dlSvLJ8F07feAzLs6X4sxdrgrNEGIBkaAlIeHTO/iAiIiKi0XNqbtMDiEzg1rgMFhERERFlB034plwIMt4ZIH/z1vrg///0rHbMbTw26m0ADEBMKVUK0z84ExEREVH2cQof7OrUnv0R4NTsUDLgwywRERERUSp0ocBYG2hq1HgDkIkAMACZ9JIAPOz9QURERESj5NQVOKZw4/OYAES1w6c7Tf8gS0RERESUKiEVs4enJ60YgEzR0qU0/cMzEREREWUfh+4BZ3+EsA8IEREREWUfN4TUzB6inpRiADJFy8fm50REREQ0WroPDs1peuiQSRyqHW4GIERERESUdTwQUjd7mDrtxQBkCpYE4Db7wzMRERERZR2Hzsbn8bjYCJ2IiIiIspAmPBA53hSdAcgULC5/RUQ0yTz3cfl4D1o7O9Da2YzGlg60dnZgc+8ZXH7kNH//iIhS4BSc/ZEIG6ETERERUfbyQuZwCHLjxg3TAQxAJrUUyeWviIgmw4PzW1H2+5/j5enTMG1aItPx8jvz0bD7Mh5kwD4TESXi0Dj7I3EA4oAi2AidiIiIiLKTLn1mD1nnfDEAmaSSUnL5KyKidPOcR1vxW3gpYegR30tvL8eWPs4IIaLMw9kfSQIQ1Q4f+4AQERERUdZyQ5eq2UPXOV0MQCapNC5/RUSUXnf2oeTd6aMKPsLNLNqES2a/BiKiKA7dY3rIkMkcqh0eBiBERERElMU04YaQmtnD1zlbDEAmqTxCM/0DNBFRzvKcQPU4wo/p79bisCcDXgcRUQTO/kgagGh2eBmAEBEREVGW04Q355uim1UMQCahuPwVEVF6HVv1LqYnDDhewlvFa7Dj+FV8cv0qPjneg1Uf/Q6vBvqDzJyPjjvmvwYiomhO9v5IHoConAFCRERERLlBE14A0uyh7JwrBiCTUCqXvyIiSp87LchP2Ox8Joq23o77uIG+3ajOz0P1qczo/fHg3lHs6GxGY0sHWrsO4VKcGSkP7p3Bnq4OtHZ2oLGlGa2dHWjtOoCT9wbH8HxX0bt7Yrbl8tzH5eM9xjYCr6GzAzuO38BtzqwhGhOn7oVDdZgeMGQ6h2qHW7eb/mGViIiIiGgiCKmYPZSdc8UAZBKKy18REaXPwco3Ey5t9Wb5QQyMcnvH6t9OsL356Ij43c0oSvC8b9WfCvu9U6h+O87v/aoah4UKl7iNXZXvRTVuL0RbMDgYxMlNy/H+Gy+N3Mj9jVlYuiF+cBLixKW9tZjz8xkjzJjxb2vTGTxIcqwG+najYcE7eOTIqnoAACAASURBVDlhADUN06bPwK8X1KLz/BiCFaIpjL0/UufSOAOEiIiIiHKFh/1AJrgYgKS5BAA3AxAiojQ5grKfJxp8fw8NV0a/zUkLQKYVos3jxOH6OMt3BcIRzwmsts0cXT+T1/LQcDxO2OA5gdX5r44YfMQEIe9VYFeC5cFu9CzFz0cKPuItRfbR9iQBDRG5hAone3+MOgBRhDMDPqwSEREREU0ED4TUzR7WzpliAJLmUqVg/w8ionS5sQ7vJxpwf7cBp8awzckLQH6FytYKvBlvG0WbMCDuY/Oi0YUfweevPRE582UcTeLjNog/3YB3RhV++M0oRBv7rRAlxdkfDECIaGwU3QmvaodHG4ai832BiIiyly68kGBT9IkoBiBpLh9nfxARpU/XooQzGmYs6xnTNicvAJmGGTNmxP33X9aegOvKGvx2DIHFtLerowILJw7XJnpNqZm5aDtuh21v+4fx93tkMzC3M34/FiIK4ewPBiBENDY+3QG3MgSH9zHs3kdwK4MMQYiIKKsJqYJN0cdfDEDSWBLs/0FElE6nVr2beBZERAiRuskMQBKZ2+nExUZrgp/PxJx1B3Dy+lV8cv0M9nStQWlBoA/Hmyg5FNXU/co6vJ9otsZMG8q2H8Un16/i5O5azJqZaJ/eRvXpwDZ7UDwj0WyR5eg8fhWfXL+KT473oLF+cbB3yfSCFtzIgGuGKNNx9gcDECIaHUU44dXscCkDsHsfhfgewaMOm75/REREY+dmP5AJKAYgaSxNSvb/ICJKo8RhxTTkt96f4G2mMQB56Q28X7QYHyxZjA8KFmLV+RH247Uy7I237/Yz6Ow+EdP0PfHriQ1LBk5V460E+/ha+cGkrzv+MXfi0t6tCXuJEFE4BQ7NYXqgkG2MAMTsD6dEZAaf7oBHHYLT9yQy/PBz+p5A0R1Jt6PoTni1YXg1O2eNEBFRhvFASi6FNZ5iAJLG8kk9Az5IExHlrpECkKKtE73NNAUgM+ejrc8Zsx8DnYUJHjMdr76/HI29l/Eg6eu5htWzEjzv27U4NprfD/ZUOYHKXyUKct5CUf1WHH0U+3qIKDmn7jU9TMhGTg5YEk1JPt0BlzIQXPIqEbc6mHQ7bmUQDt9jOHyP4VGHOKuMiIgyii594FJYYy8GIGksL2d/EBGlVfbPAJmO/NYEfTEetWFOskbjL72B94sqsGr3KdyOblQuVLjEdixMsI1EPVJ2LEvU3yP0+g9Wvjnyfk2bjpffmYOl9R3Yc23Q9OuEKDsocKjs/TGmAES1w5fCN7yJKHcoujN2yasEHN7H8Kr2uNvwasMxIYrT94TvKURElGHc/n4grLEUA5A0lZCS/T+IiNIscZ+MLOkBMn0+OuIGF4YbW+dj5ohBQ2QYMqd+Ny55xrKPqbx+K1bf8P+e5wSq352e2n5Nm46X31mCjecZhBCNxCl8pgcJ2YoBCNHUo+hOOJX4y17FXwprIGKmWPisj3i/71IGOQuEiIgyiibckFI3e8g7K4sBSJqK/T+IiCZB1yJMTzDwnmiGQzKTGoAUtOD2iPvjxMethXg12UyQMNNfW4SOQL+N07UJe3qMPgAJb4SuwnVnH8reeynl/Zo27SX8dlVsjxIiMjh1t+lBQrZiAEI09SjCBY86nHT5q3BezWiI7tXtScMTY9bIkOmvk4iIKJwuPGYPeWdlMQBJUylSmP5Bmogo551vwDuJBtxnrcPFMWxzUgOQBZtT2qeBR6ew8aNZeP2lFEOQdxv8/T3SNAMkaBDnd69B0TszEgZRkWZiYdfYliYjymVOXYVdZfNzBiBENBqK7oRbGUw5APHpdigi9ZkjTu9j+NhfiIiIMowmvGYPe2ddMQBJQ0kp2f+DiGhSHETJa4kG299Dw5XRbzMTA5CQQfSdP4CN9fPx7syRZl/MQPFuFenqARLPwKMb6N29Bktn/RwvjzRjZYzBFFEuc2hsfs4AhIjGwqfZ4fQlmc3hewyvZvQAUXQnnKOYNeJWcncWiCKc8GjD8ChDEcuDERFR5tOFZvbwd1YVA5A0FPt/EBFNnpEacr9ZfjDJkktODET14MjsACRy3y9tKsSMEffhGlbPSvDc763BuZhtjvD77zbgVKr7Zj+C8oSN30cOUoimIqfG5ufj4dIcXKufaIpSdBc8SuKlsFzKQFRA6oRHGUo5ALF7H8Gn5d77i093RDR/dykDDEGIiLKIorsBCLOHwLOmGICkoVQp2P+DiGiyXFmH9xPOOJiJoq234z/OfgaNRa/ipXdrcTgsBEk1ABmpQfmEBSCeE1i9YD6q916PH+R4NmFukn1IHBC9iZJDzojtDZyqTrlnyI2e5cgvbsdJe/x9P1z7KwYgRClwCtX0ACHbMQAhmtoCg/nRy1d51CGocd4bFN2ZdNZI5NJZufP+Epj1Ed383eF9DC9n0hERZRVN+MweAs+aYgCShtIYgBARTSIn9pYnngUybdpLeKt4DXYcv4pPrl/FJ8d70FhZENFPY+aCzbjh397FRmuC7UzHO+U9OHn9DLrq80ZsTD4xAchtdCyYGfzdl96YhaXrtmHPef/rOH8Aq4peTdh7I7/V32vjyhr8NtGxmWlD2faj+OT6VfRur8CsmQl+b7oVq8OWExs4VYt3Aq9/+gz8ekEtGncb2zG2VYLfJupX8loZ9pp+zRBlDqfO5a8YgBBROJ/mgFcdHtWMBG/YUlgu3wC86siD+V7VnrSButP7BB5/4/RcoOgOuNXBhK/b6XuS0jFXdCe8mh1ezc73XiIiU7mhC9XsYfCsKAYgaSif1E3/ME1ENKV4TqD63ekjhCDJTMc79SeMWRa7lyZcVipV4w9AbmP7sl+k2Fg8XmDxe7Q8CmzLiR3LZo75tUybFrmU2MCpdYmDklS2VXnE/OuFKIM42PycAQgRQRUu+HQn3OpQcHaCyzeYcgii6C541WF41dT6WSi6M2bWSPhsCJcyAJ+WOzMijIAo/usN51EGEx8zYYRTLmUQdp9xnDzaMJQMeH1ERFOXB5JLYSUtBiATXIIN0ImIzHFnMxa+No4Q5KUCNN9W4fJ0Y/GM1B4zfXr85xtvAHJ394d4dTxhzqrI5arGExBNj1gi7BOsen8cx3jmImx+NMHnnSiLOYVieniQC4wAxOwPn0Q0VopwwqfZ/T0pIoOIVGdgKLoTPt0xqlkjPt0BR9RSWE7fE/+gfu6EqoruhCuF8CO4FFac4EfRnfCowzFLhzl9T3IqKCIiykaa8EFCmj0kntHFAGSCS2MDdCIi89iPoCE/8bJQiQKDV/NrsbMv1A/jXKM16Tam/3Iptm+Yn5YAxCVU3DhQC9uoA52ZmLX2CB4kODbV7700yuOyLqI/ikuocHnOo634/2fvzL+aON82/u9xwIPdNG+NkNKyuCvu36rYKlQrVVvrUkqtS7VaLQVxqVq1Lq1aEFEooohaqXUBEsjMZPbJ9f4wa5JJMsFAItxzzuecSmZ5nmcm6cl95bqvhSjJVEiZvxUnH7Njv7cEMQlhVT7n4sFkgKPiG0G8sUgqi4hLYT22LVPq97ioMojII2DFYZfQ89Twsp6HwYhDYMWga/H/TUcXQLxnnnBibCC6qDCIGK4Pt/0jkjfXDUEQBDFeUCusdBsJIFneKP+DIAgi17AY6PwFW1fPRWmKnA6frwSVq7fj8A23gPEBXEia81GChWb4d2eja2h49kLQ+3Hlp+1YOTeQWpDxB7C47iB+fRhKszYh3GrZjpVVqYWQkqoa7Dxzx11IMXjZfQoNdUtRlizrwzrXamxt6cBAvJBCEAS1v8oSESWcB188CYLIFGc7pVQFeSHJe9zMouCkYMw5Ih7bYJnn4JVR3fUxiYv4gjyaNvMkJvjdWHNBSS5OWa4R0btThyAIghgfFI1HFGquy+J5u5EAkuVNjmqI5MEXaoIgCEIGx7/A/bbf8POJZvx84igOH2vGzyea0frHHTwOpz8+ONiDS7824+djR3H4RDN+vngT9wdz42IIDj7CHxf18VvjOXEal7ofjUlcePn8jj63E804fOyoft5fr+LW83QiSjwhPO6+ita4Nf754k30ZHwugpg6sKqEMAkgrw0jh8Fn8GtvgiDyg1QZHHY7JrPFUqIw4XR9uLlGqC2T23qHYlqMpWqDJakMRJVF2KNoworDkFzuE0EQBDFRRKBEJWqFlWQjASTLm0QB6ARBEARBEEQaWIXaX5EAQhBTl3QCCCMMISKFLCeCE0EJ65kWKZwjeissKsjHr1sqNwcjDIKVghBk3c0hKmxGrhFeGsn5HAmCIKY2PLSokuvSeF5uJIBkcYsCEEkAIQiCIAiCINLAKGzOxYPJAAkgBPHmIijhhAK76frgZfeWVKKauohvIeqtsHI9x3xC0lhE5JEUgtNIQn5Ksv2TO0dIdCIIgsgliiYgCi3XJfK820gAyeKmIQqBBBCCIAiCIAgiDdT+KnsCiEACCEG8kUgqi4g0YrVlsl0fyd/TgjzquSDPisMZBaJPBUSVSXDesFIQghJOIjgx3gQnEkAIgiDyhAi0qARQK6yYjQSQLG4qohA0EkAIgiAIgiCI5LAqTwJIlmAVBmLOv2gSBDFWRJVBRAqCk4KegsgllQErem/LNJldIJLKQpBHwcuJzo1UCEoYjCFqcFIo5bGSxoH3IDqxYhC87B5WTxAEQUwsisYjGqVAdOdGAkgWNzWqgdeUnH+pJgiCIAiCIPIXVonkXDiYLLAKAykPvmgSBDF2JJWFpDKQNG/uAS8FeSsLRAzmfH5ZXy+Ng6AwRqj5kOWc8eq+kDQWgsIkdX243Z+IFHJ3fYhDiBgCDH0WEwRB5A9qVKRWWI6NBJAsbnJUy/kXaoIgCIIgCCJ/YVXK/8gmXIpWOQRBTE4klQUnJw9Qd7ZkEuTJ5UqQNBa8Mmo5OMYyV0ljIarexA8T0SVAnRWD4D2KKARBEMREE4EWlXNdKs+bjQSQLG4kgBAEQRAEQRCpYDUJYRJAsgIFoBPE1MUtQD3e+THZ8j/MEPNk82akobSZSGYGCCMOpW1/FX9tXrbzWjJxnBAEQRC5gicXiLGRAJKlLQpAIgGEIAiCIAiCSAGrCqD8j+wRmWQFToKYiuhZFmG9JZPXYzQWETmxLRMjDoGXRyZdcV5QGXBieteLIKcIkHdxcfCS97WKuU+TbH0JgiAmK7oLhALRSQDJ0hYFIEYpAJ0gCIIgCIJIDqtS/ke2IAcIQbz5CIqjsC8OIqKMeBZBRJWJKeizYjAjEeVNQVLZBOHCveXXsKswYTlHXMLjGXFo0jllCIIgCBtFi5ALBCSAZG0jBwhBEARBEASRDsr/yB4UgE4Qby6SyoKXRxOK8qw4DNFjto+kchDkMDhxGJFJ6PpwrlU69weXpCWVECcSubcLo3ZWBEEQkxklKmKqu0BIAMnSpiEKgRwgBEEQBEEQRDJUkQSQbAogMgNJzf2XSoIgMkNM084pIo9A0qgg70RQwgi7ZH8w4jB4edT9GJUB6+L6cAuL55XJFRZPEARBxBKNKrkuned0IwEkS5uKKHhNyf0Xa4IgCIIgCCIvofyPLAsgHn8lThBE/iCoYddWTPEFeYEK8jHEZ54wgh5iLqRwwkWkkbTiR4zzhlphEQRBTGJ4RKewC4QEkCxtapQEEIIgCIIgCCI5rCqAIQEka0RIACGINwpRZdKKH3ZbpiAV5OMQFAasFAQr6a6PdG2rRIUB4+IaSQYvj+R8jgRBEMT4oQeiT82NBJAsbSSAEARBEARBEKlgFQpAzxYUgE4Qbx6CEgbjsRivF+RHqRVWHKLKQlS95x/x8ojnNY9IoZzPjyAIghg/pnIgOgkgWdrUqAZeJQGEIAiCIAiCcIdRuJwLB5MFRg5DzIMvkgRBeEdSWUSk1GHesS6QYQrnfk1ElQWXJgSdEQbBikGIinuWCEEQBDF5UDQh1yX0nGwkgGRpU6IaImruv1gTBEEQBEEQ+QkJINmDVcKefwFNEET+IKre2zJxYpAEkCygO2/c15wRhxCRQhCppSBBEMSUQFI5RKHmuow+4RsJIFna5KgGjgQQgiAIgiAIwgVWIwEkm0RUCkgmiDcVXhpN25aJk4LjH4SuchCVMHhlBIIahvwGtNsSVQa8rI/Xa3sw3Xkz4uL68JYlQhAEQUwulCgPTLFAdBJAsrSRAEIQBDHxfFBSQhAEQRAEQRBEnpPrgh9BEARho06xQHQSQLK0yVEt54VAgiAIgiAIIj9hVRGMzObcOTEZYOQwRDX3XxwJgtCRNBaiEoakem+jJCphsOKQq+tjvB0JosKAk4IJbaE4KZSXbghR0x0cjMt6iRmsuaCEEZFC4OWRvJwnQRAEMXEoGo9odOoEopMAkqWNBBCCIAiCIAgiGawqgFGYnIsHkwGG2l8RRN4gqgwiUgiMOAQuoywJFrw8EptDkUExf2xjZcHLo2CThIIzwhD48W67lSGCEnYVa6zxyiOeW2HJGmcIHyR+EARBEJEp5QIhASRLGwkgBEEQBEEQRDJYlQcjkwCSDSj/gyDyA14ZBSsNxxTkI/IIJI/HSyoLQQ5PjOtDY8EmERISg9dzHwiu53aEElwf8bDi8LgLRwRBEMRkhYc2RVwgJIBkaSMBhCAIgiAIgkgGCSDZQ8z5l0WCeLOQDOeDII9k5Xx6S6aQq5jAisMQ88xFIWtcQgh4KiJS7ltECXI4g/HmZ+sugiAIIv9Ro2KuS+oTspEAkqWNBBCCIAiCIAgiGYwayblwMFkQqdBHEJ6RVBacbDsJIlLotc7HK6MJ2R35KCDEE5FDngUFRhiC4LmV1/jAK6MZjTffWncRBEEQbwaKFoEWVXJdVh/3jQSQLG0kgBAEQRAEQRDJIAEkO7BU5CMIz4gq45p3IY4xA8LM7EhbkBeHwCujnlthTcxasGnbSeWTiJPpeDlxOO9EJ4IgCOLNQNEmvwuEBJAsbSSAEARBTC2Cg/3o6e3HQMzfGQQjuR9btrm5bwne/2gTWgYncH3DIQTzYO7e6cC31bPxwaZTcc8EMZ4MnN6ED2YvwbeduR9LOhjlDRVAQv/hufPftxqwwF+GDaee5GQ8fNJe9y/R2bQZ1fU/48VrfxEcwMlNH+L96kZ05MGXUoLIFEnTW14ly7vgxKDnc4lqGKLKQNI4RCTvLop8zKYQVO+uCl4OIddh4aLCUBssgiAIYtyZCi4QEkCytJEAQhAEMbW42VCBgoo9uGn9rQVrCouwpjX3Y8s257bOwrTiaux/lMv1zXcu4vP3p2Na9SHcy/lYpg73jixHcfEsfP577seSjjdWAGlZg4LCNThu/vvi5/AVT8fCQ905GY/bL9fZnmPY+NHbmPZOJTYevoqnr/1F8B4OL38bBTM342IefCkliEwQVQacFASTrsAvpc4DEVUWEXkEjDBktVgSlHDaEPGYa+SZC0TWOHBiMG07qYicP2ICJ6YWnRhhCJwUgjjOLbsklQWvhMHLI3mZ8UIQBEG8HpPdBUICSJY2OaqBU3P/5ZogCGJqoYsOBXF8sLtt3K89lQSQXPDmCSBj4+SW2fBtOpXzcRDjz6QRQHIIpyYput0/j9Zr3QjlwZdHgsglksp6dmkwwpCrQ0PSWAhKOEFEYcVhSCqDiJRaQMh3V4KouLcFCwtDYMVhCMpozscYO142yXj1e8LL49+qS1QZPUTeaMnFicG8c/cQBEEQr4ei8ZPaBUICSJY2EkAIgiBygS46fPDlRfT091ncH2TG/dokgEz0+k5OmtYXoWB9S87HQYw/JIC8PsnbXxEEIWscJMP94Tk3QgpBVu3jLddHkuyJiKw7DbxkU+hiQn46BXhlNEbcYcQhRCbARaHfI1ZvKZaBaKGP115z3fURhKCEx9VhI2kcBCUMNt41Iw4iMgHCC0EQBDGxKJqAKLRcl9jHZSMBJEubEtUQIQGEIAhigtFFhw8bOtxff3YJO1d9gLeKi1BQ+DbenVeDby/1W9kSwZ4mfFr1LqYVFqGg+F2U1/yIP40Mj/7Le7A8YLz2lg+VdU247cj3SCqAHL6EnctnYVphEaa9vxx7O2wx5tnve7F03ixjPEUoLlmFnZefJp9f5x58WFiBnZ0prttag4KKPTh/bgvK35mOguJ3Ma+xDcFnv2JT1buYVjgdb1VtwclnqdbxKc43rMKst4pQUDgdb1XV4ViPQ0RqrUFBYQ2aNBncsxasmVmEdzefM9aRwenNPhSUbsPFiGNd5/lQbKzr7FV7cD7l9WX0n9uCyplvG9ffgm+2fBi3vgxuN9cZ+xRh2jsfYHnDJfQnPWfi/gvqj6M97G3Oife3AzsrUjxrmouYYd6byzsw753pKCicDt/yA8Yzluhesp1LHu5HxR6cb63T91nThGD88/xWSez6RLpxrG4e3jXPGViMTU2deJXuNet9VGLdz/K494L7+87L/vqavv3ZrzF5L1d2lKJg1jZcdNzH8nemu79nWmtQ4HyPdP2MDYs/NOZShGnvVOHT5u7UeTIJnxNx653mcySeZJ8rTMculBWWY8ctu6B/fU85Csq/xnWn2FD+Nc62bNDv7cdHMSj34eyeFZhtrsHMOfjf92fwN2Mcw9zC0do5jvu3Ajsu9dnCwdOz2LEyYI9/7ho0XPgbg0lEhsG277DM+OwrLlmBhh2r4gSQ4/i4sAgftyS7/iJ8dvwvIzfkOnaUF+Hj45fRsHI2iguLMO2dAJbtvxZ7/YQxbsDR7kHHuI7j48Jy7Lp8Hl8tfNf4fF2G/R2OHIPWtSgoXIsWjYPcuQsfFb6HjeecOQdX8VVpEd7ffkn/d+Q2muoqrWv6V+3CpWf2F8COhnIUVOyyMkCeXt6FFdb/E2aiqqYRFx57z1EgiIlA0ljwyojnNlWMMARR1ov+ohIGJ4VSts5ihCEIShi8kjxLgxGNlkx5LFhKKqs7XMQhsNIweHl03Iv5Mc6aDJ0bprOHMVwqE+H60FtejSYVu/JZ4CIIgiDGyuTNAiEBJEubGo2C15QcFP8IgiCmMqkEEAZN66ejoOILnO7qQ09/Jy4e3oKtrUbxdPAUamYW4d3Vh3Ctvw89Xeews6FFLxh3NqK8eDrKt59De38fetoOYXlM0T+5ADLtrfmoP9+Jnv4baFg8HQWLD9iZEINtaP3thuFU6cTR9T4UzNyCc8nm51UAec+HD5Z/jwv9fWj/aQ3eLvTBVzIfO672oafrKFa9VwT/jutJ1/FmYxWmzazBUWOdTm+vwrSZm3A64riGKYBoMgZOf4p3zXF17sGHhaWov8YkXdf6qumYtvgA7iab5/0DWOBY7/bze7BoZlHMPPVr+rD8sL5+7ee3obx4OhYcvJdi7WZg6Q/Gere1Ylv9AUvgSjfnrAkg7/ngm79Nfwbb9mJBcREWHOwDp4XwuL8PB/5XhIL/HY5xLnm6H7NKUWqc9/4gY6z7dJTvvmzM9xCWz7TX52ZDBQreW4nv23SX1LVTO7DpYBuCaV7jtA7sqZqOd9cf198Lxv10vhdiyWx//dqbcDpunf9v+1X7vhdX6c9yfx+uHV6Nd4sXY+9957PpfI/cw4XTV/Rr9/fhwu6qNPk1+ninVRn3qP8G9q/2ocBa7zSfI/Gk+FzxLIDMKkHpvHqcvNOFnheDGGxZg2mF5dh09i9093Xhryv78dmXx/FADiMsP8Evn85EwcwV2HezC919f+HktkpMK16I73rCCMuDOF4zHQXlm3Hyjv76b4c24YuWPneXBXMKG2YW4d1V+3GlrwvdN3/EusD0lALI9T3lKHhvGfbe7EJ3XxeutG7DZ5bAoQsg0976EBta/7LHV1iCrdfN813H7qrpmFZVb4zxCvatmomCmbU4ydjXXFP4Ht57fy62nm9HX/81fLd4OgoWf4+H5hc2pwCi3cTuiiK8s/mM/YWucxc+KpyFrdc4yNoATm6YiWlVX+Nyfw/6+q/hh9UzMW3x97hn7B8jgER+xtriIny09TQ6+3vQ13URP9RvR8uz8f4SShCZI6pM2pwLp1ghyAwkNVlbKLfCdxCi4u400Yvz4y8mZGWdFAaCPGoFvI/ntSSVSRCmGGEYguxdQBAVPdheUMKQ1PEdr5Ujk8bpw4n51+KMIAiCeD3UqDgpXSAkgGRpIwGEIAgiF7hkgFhF6xc4tLIIBUsP4p7Lr8/vHVyMgsKVODSY+NrpzTMcv0DXubtvfsz+yQSQRYftwujNhooY4SCB1pqkY+A02bsAUrgU+02HRaQJq+LGkbrN0jlsfK8IS396Yf8t0oRVhdNRc9p5Dec8nqJpvQ/TVu7CjsWxxW23dQ2eq8PbhX7UX3Of55UdpSh4rw4nkzps+rB3cREKVh7FgHUcg5OfJd4ni2vb8H+Ffnx2KTSmOWdNAHHeG+Mczn0S743X+xG7nvcOLk5Yiz93f4iCqkbc0mRc3O5HwazPcTacOO5Ur3EXNuHt+PvZvAYFxZ+ixW0dMt3fEKo2XnD+25ybft9NMUSnDTs+KkJ5413HWsS+RxLPn/zZ08cb9/r97zGn0LwHqT9HMvlc8SyAFM7Cliv2Pk+OLENB4RLs7R9MFCz6vsP8wiIsPfLEIWK04pP3ivB/2y4gLD/BwRVFKKj+3naMpODJsRWYVjgPDT2pWmDFCiC/bZuFglmf4UzI7Zy6ABLYdc0xvuP4uLgIZXuu6/8+X4u34+Yc7vkWVTHzOo41hUVYcrjf+nLW0VDuEDy4OAHEeP29Opxz/nvWF7iicZAffY+Flhhi0PE1PiisxLfdjv1NAWTwEJYXFmHJD71g8+CLKUGkQ29blFrQYMVho42RXqBnMwg3j0gjEFU7EN3ZQmq8i/NvEpJmOmvcQ+k5KT+zNLzmvDDCEAQ5vzJTCIIgiNdlcrpASADJ0qYLIGraL8YEQRBENnHJAPnnhd3iquMAqt+frrewWvkV9l+329a0bJieJGPiLvZUuQgGpz/FNEeh1UsGSIIA8uwSvq2ZB5/RykYnC3z3VQAAIABJREFUXfHWiwDiFCcSx5FSAOluRLlLkHyB8xwJ15DBPWvCqveKEoQL13U1rpEsH6VpfVHCMbHzPIWa4kTx4VZjVQqB6SlO1pej2Gjp9ElDq93+ysOcsyeAOMfnQQAZ4/1o2TDd9RhrDs9+xaaP3tZbki3eiJ2nnC2ukr+mr7HbeNzXPdP94x0fsUKOft/dzmfdh3gBJNKNY/WL8YHR+ixh7VzHGz+22Oct1edIPMk/VzIRQOLyNphr+G7Z+5hW+DbenbsMXxy6ZIsZp2owLe6cYbkNu6uKUFBz3GppteT96Sh4ayYqV2zFvj+St7+6vqc88fppBJDw01Z8Zj0/n2BHq9n+yhZALLHD8TdzfG3fVrpkjDRjnUMkYeTjWFtYhLWt9pezdAJIrOPjHvYvdrS/Or1eb2WVQDl2dzrOb7XACqLt4DL4iotQPHMulu84gD+o/RWRx0iakeXhWrQ2Cu+K7XzQWyy575/MOSKpDARlFBE5lJHrQ1JZCKaTIQ/WalzvgTKSUohihCHw8khMDks+kEnQPSsOT0h2CkEQBDFxTEYXCAkgWdo0RCFESQAhCIKYWNJkgGgyOC2Ermsn0Vi/EL7i6fDVncKA5l501xkvAaQP+6uno2DmajRe69TFmh//l3sBpHMPPiwswtJD92KC5Hv6+/A4nOwaRmui92bg7UIfak7bboX8EUB0goO3cPrHPfj4o7dR8NZ8fNvpbc45E0DGeD+a1hehIPAFTscd4xQEOY3BwO1zONBQgw/eKkLx/L0xGStur+nP8Ep8fz/uvP3/2gJK/H3LYH9OM9xVpTtwJcHxoT/Ls7eeS1gLs11YvAByrt6HguIq1J0yWp/9vh0fvKYAkupzxMuzbDJmAcTgee9vaPp+E+a8Px3T3t+AX154E0B0/sOdK0349vP5+vhrm/EkWwKIrLfaenLrFPbtWaM/P/MajDllRwCJKGMQQLS72Du/CLN3XE10fLSuRUFhAPW/9aCv38l9vIg4zu/IAJE1DnK4G1dOf4fPF8zCtOJZ2Hh6IOdfUAkiGaKS2NaKEYeM/IjEgrXb/qkEENO5IGmsZ9eH1VrJyLIQlMnrHogoycPk8z1LQ1DCnsZukkkrL4IgCOJNYPK5QEgAydJGAghBEEQu8CKA2Py5+0OrFc+YWmAVr8aPaVpgJRdAXMbqqX1P7Ot/7v4wuwKI0XIpPog6hvhrGHkTCw524eL2UkdeQqoWWKXYdtP9/Be3++NyIDJogVW6A1e8PCtGazC9dVL6OSfeX7310rgLIGO5H9a6z8e395McE0eweQ0KCquwpzvNaxc24e3CGfj0HOPpvBnvr8lGy6kK7Lx2FEtj2lEZ933+98nzY2LeQ4nrawpKyQSQ5C2wpmP5zy9cj3F+jsS/lrIF1u1EAeTarjLPAohF21cIFE7HulOpW2D5v7rsevy1XWUoKK7BL24tsI4sQ0HhQnzXl6kAYjPY9D8UFFZi990kAghzFCsLi1D+bVuaFljTsezYEzBKGKL68xgEEA739s1DQcUuXPlpud3+SuMMQaQIc/fdTfrFz1UAsbiOnR8VYdqGljz4gkpMBSRNL0oL8ihEzXvmAi/rIdam60N3Xbgfb7pGvBTseXk0I/eGpOn5FfECCysOu4oxE4GoMuDlEfDj5EThPIpJeius/MrSkDQOvIdnwUTMMwGHIAiCeH1UbXK5QEgAydIWBSCSAEIQBDHBuLTA6u9Dz38hcJF+HKuvwTbzl+BGGLNVTH12FEuLnWHFV9C433sI+q3GKhS89ymOWb9sTyeA6MXZaVW7cKG/Dz1tx1Hz0duYVujH5stJisWDx7C82M7zeHVzF+a8NT3LAgijixjFH6CmyQgYv3YIn9YesovOMddgcHqzzx7DYAvWvFcE//ar+tqMJQT95g74C50h6NsS5plpCPqrm3vwcd0hXOxyhGdbhfn0cx74eTWmWfkdIVzdPR/FLi4UJ2MRQC5u96OgVHdutLd1oj/j+2FgPs/Ve6ww7+YdNfjyAqOPv6EGnx42w8GNoO/36nAykuo1GVzkKupLizDtg09xtM0MAa/DJ4eThM9nur8mg9Pu4dv5RfiwqgrT4gSt/p9WYlqhD4sazPdiK7bVfB0bCG8JIEZguRkg33UOO6tnYVpxbCZOLGlC0NN9jsST4nOFeXUUy4qLsOiQHkD+/PpXqHprehoBZBB/N23C/75q0kPJrRBxM6cjTQg68zeOfr4GW1uvoLuvC913TmJL1XQUzPsWnW7iyovDWFbsDEHfj5XvpwpB/w+X96zBJ4d+w199jgDz9zbgBGMLINMCNfjRGN+PNTNRYIW06/ukCkFn1TAkbWwCiHy/EXMLy1FRNV13gliv9ePIyukomLkEu8+3o6+/BzdObcfanWesjA+nAMI+PobPa7ajtU13inSe/wIVxakFFILIFpJRqGfFYTCCnrWRTMRIOFZjIShh8HLYU9aE6dBI1q6Jk0N6aHgGLZtElUFEDrk6Cuz5eJiLwoKXRrLiNhCUUcuJwoyTAyMTAYERhsDnmYggqaynHBldDMsf8YYgCILIFhFEJ5ELhASQLG1RAFJUy4NiIEEQxFTCJQS90Cwwh9DetAULAu/qvd6L38XsxV/hxGNbbAh2/IiPq4zX3/Khsq4Jt43Cav/lPVhuHvtWCRbsOB0bgnz/GFa9Px0FxVXYfdseS6oMkGDHASwv0bMJiktWYeflTjTVlcC3+VyS+TH48+AqzHqrCAWFb2PWqgM4uW9xlgUQGZz2FOcbzOsUoXjmPHzadAsDkcRrvDpXh3cLfdh4wV7HuwcXY1phKeqv6X8L9jTh03k+FBvrXl5zCFfdArYd87zdXIfyd6Zb87zatCbOgaHvU2lkO0x7pwofH76RtK1S8PEFfFszD+865hS7f5o5R9qwd1WJPoe3SrD84K/4dnH2BRArf6OwCMUla3CoN7P7ETPnniZ8WuV43lftwem+EDiNwb1L3+Nj854Uvo1359Vg/810r5ljvISd5loUvo1359Xh6O0XyR0qme6vGQ6rwiL4d1xP8WwUYdo7H2B5wzl0xbQDc7iknv2KTcYaTHunCp82d+Jq40K8VX0A91KO9wO8VWy8z2I+J9J/jiQ8e0k+V1h1BH/sX2G/n1d+hxPfL0zrAHl+50d8tjhgjG863goswhenHDkezC0crZ1jPOvT8VblGuy7/p/V+uqv45swP2b8W9HsFqhu8ODS11hW8rZxrk04ceErBJIKIIP4+8K3+N/cmfb9nuu8vhGC/nGtcc4iFJeswI5LfbHXfXoWO1YGHPfAHiOvMpDHKoAYbbAKCkvx1c24L3WR22iqq3Ss6wrsPt+NkPP8pgMk3I7j9YtQYj2HASzccQIPI7n+YkpMZkzXh1mojwme9tg6Sg/hZjJyFwhqGKyU6NTIJOfDvLbp+kiVLeJFgBDksCUAMeIwRHVsYoGosYhIiWIMJwaz7sCQNBac6D1LI1NXzUQgKOGYZ8+JFXqfB+MkCIIgxgdFExFFNNcl96xsJIBkcZNJACEIgiAIgpgw9HZdqXNg8gVWFcAoTPLWVpMStwwQ7+jtr+iXxcTUQ1JZq32V6y/vpeG07w1JNYLQRcNl4TWkXIsNRGeloCf3SDyCEvacKcKJQUhK4vgkjQUnhxKK8GMRLHQxyX08ehh59gUIUQ17cH8YofQ5agWW9lmQQ3GC1RAi8khetewiCIIgxo/J0gaLBJAsbiSAEARBEARBTAyv+k7g09IivLvBPZA832BVAYxMAkgm8CpLvy4mphyCwoCTQmkL56LsXjA3nSOs4T4Y5V8hLAxCkLwHjpsCDK9k5vqInUdyASeZABFzvGq6X7ztnwpeHk07hogchKRlX4SIFxAS5iGNfY0nAkllLBcPJwYp74MgCGKKoUZFYBK4QEgAyeKmIgpeU3L+BZsgCIIgCGJyw+Dk5nLMjW9Nl8ewqghGYfNAlJhoAeRtzNvflvGxjBLOKOyZICYDkuqtbRIjDkF0c0yoLHjD9TEqDCIUeYFQ5DlGIs/BikMTWmiXVBYRMb2QY7fZChotlYw5JGm95GzL5eYaiUeQw56ur7sasr8OosomCEH57PpwvZcaC0EN57VQQxAEQYwPkjo5XCAkgGRxU6JRREgAIQiCIAiCIOJgVRFheaoJIGMnopD7g5h6SCqbNITc2f5JVBIL54LCWOLJKP8KocjzGEb4l+Ck4IQGVmfiAuHEYUgqA0EeTSt+WMfIwbRjSOf+YMVh3ekyjusgKkyM64PLoCUZQRAEQeSayeACIQEki5uKKIQoCSAEQRAEQRBELKwmg1G4nAsLbwKMEoZA7g9iisIr7gV7VhgCL4+4ChiCyhhCwyuM8C8SxA+TUWEQwhgDxMeCLuikd4GwjiB0L+6PTFphiSoLziWLhBGGEJlAF0ZEHgErB9MGvsevn6CMvjFOEYIgCGJyMhlcICSAZHGLAhCjas6/YBMEQRAEQRD5Bwkg3uAUZlxa0RDEm4CkMjEuEN0xEITg4vow4eURjPKpxQ/dBfICrDA84a2wkoWh6yJEKKbAL6rew9PDwqAnN4WghGNEFVYc1kPP89SFobecYqx1YMTh3Isg9JlMEAQxpVGiYq7L7q+1kQCSxY0EEIIgCIIgCCIZjEoCSDoYOQxeZaj9FTGl0UPMh41C/UjaQj0vj2IkhfARI4JEXoKXQ681vkzfn4IaK0AwKUQISdPdEp5bZ0khT4JpRBoBKw4nCC75hqSyulskbv65apslaXoLL14ahSBTDghBEMRURXeBvLltsEgAyfIma1rOv1wTBEEQBEEQ+Qer8mBkJuciQz7DUvg5QUBSOYgqA1FlPGV2CMooRoWXngSQUOQ/sOLQa4yNBS+P6rkZHovheiB6MKnrw23/dK2zGFHP0nDLQ0mGmMdB3pLGQlDCSTNgGGEIvJS63Zd+Hr3tl6CEX1vokVQWvDIK1rx34jAEeeJaqBEEQRD5hfoGu0BIAMnypkQ18BSEThAEQRAEQcRBQeipIfcHQYwN0WiX5MUFMsK/ACMMZnwN0wnAybYwwcvew8NFhUFEHvHcesrZAipR/BhGxIMz5k1BF5USXR9uWSnphCNeGQVnCBacGBzTGpn3OiKFEE5wokxcbgpBEASRXyhaBG9qGDoJIFnetGgUAgkgBEEQBEEQRBysKpEAkgJyfxDE2BGUMMLCIEYiyXNARviXGBVegZWCGZ3bdgIMJwgRqbJJ4s8hKmHPgomkceClkYTWWXoeivfzvAkIyqinll+me8atbZioMohIia3DInIoo7WSNBYRZcRyfbgHz49Aps9qgiCIKYkalXNdeh/TRgJIljcNUQiUA0IQBEEQBEG4wCgkgLhhuj9y/aWOIPIFs42RoHhr2ySpLCJSCKN8YiusEf4FRvmXVpaEoHhrY6Q7AcLgpFDSAn26DA6nm8DM/fC6BpLKWo4TvQXUCKRx+pwQVQa8POJ5vbMJL4/GCD3pWn/xiu28scQpKYiwyzkYYcj7/VYZROTk99oSVXKUR0IQBEHkAzzeRBcICSDjsIkaCSAEQRAEQRBEIqwaybnYkI+Q+4MgDFTOyoJgxCGw4rDnAraoMGDEoUTxQ3gFRhzKqG2UpOnOhGRtqJxtmSTF/Zx6cX4k5hyMMJRhbgeDiDxqCBPZX29JZSEoo0b2xpDhapnYnAtRYay2Vd6C3/XWVmZgejrBwmsrLF4eTXvtTJ5HgiAIYnLyJrpASAAZh02OaohQGyyCIAiCIAgiDlYVEKYg9Bh09weJHwRhBozHiw5mwdvLOcwitun6iGkblcH7TFQZsFJq8UN3A7iLKqbrw604z4lBT+Hu1rqM03rrbaMSx5jJemcL3mMbLNN1IxrPitfWWV6cN7ySXABhhCFwYshoP0af1wRBEFMZReNzXXrPeCMBZBw2JRqlIHSCIAiCIAgiAcoBSYRVGXJ/EFMeUWX0VlNJ2hjxHt0bZissOzNiZEyh1YISTun+YMQh10BzSTPzQpI7Guwcidytt6CEwUrDKdbbe6uubCBpLCJSaheIKUKICmPc5xEwHl0jrDgMMY1zQ9JYVydKpu4hgiAIYrITgRZVcl1+z2gjAWQcNo0EEIIgCIIgCCIJrMLlXHTIF8j9QRDmr/9Tuy0yyXIw80PE18izkFTWaAvl7kBwG4tkzIX14EpgxeExCTOviy40pG8bxQoTPz6zhVmy9eKVWMHJa3i67dYJpR2DoIRdW16R64MgCIJwomhCrsvvGW0kgIzTJlAOCEEQBEEQBOECq/CgNlg6HAWfE1OcVEVvN+FhIn+FLypMjAuETeNESSWauM5HnvhWU3qB3+N6i8EJfx4iykjC+Dgx6Jqboq93KKsCiKxxiMgj4MRhROSxuYcIgiCIqUAEWlTNdfnd80YCyDhtcjRKOSAEQRAEQRBEAqwmkwAi6+4PYRxCjQniTUJUGM8F7LAwCEGe2ABqM5tCdwKkLoZb7gqPc2HEIQgT3GpKkMMZrbcoj10AEFW9HVgmcxRVNkZ04pVRyCncF6LKpGw3Zjs5ghCThNUnu5cTeV8IgiCINw81Kua6/O55IwFknDaFBBCCIAiCIAgiCdQGKwxWndhCLkHkK265C6lcCfmcxaCHp3ubDyMMgZcmNgtEihMYxssFIsp2iDwjDGUkpIiKnuPi1X0hqOEULqIhRKRRiHn8zBAEQRBvJorGIxrVcl2C97SRADJOWxSgHBCCIAiCIAjCFVYRci5A5Nr9Qb8wJvIBUWUgKKMQc/g8igoDNoO2TPn+3hHkUddw8URXwlDaYO7xGV84o/XO7HliEXGZPysNj5sIoQeiJ4pOevA5tbAiCIIgxosI1KiU6xK8p40EkHHcKAeEIAiCIAiCcINVp3YbLJ7cH0SOkTS9PVEu8x5sWETk9FkOjIc2VNlAVBgI8uiY8x8klUuZTcEIQ2Cl3DlZJI1FRB5Js95DRvaG9zGmdr8MgffQCktUGXBiEIw0BEH13jpLUMOWs4URhhCRRsj1QRAEQYw7b4oLhASQcdyoDRZBEARBEASRDFaJ5FyIIPcHMRURVca1QM9LGeZRZDHDJlVrJkY0C9rjK35IKgteHrXGYYZv6y6ZcEaChaCEXefDiLoQkOs2XlKK7AxWHDayN7yfT1DCYNK01mLF4ZQB8rw8EuMcYaShjNc8IoXI9UEQBEFMIBFoUSXXJfi0Gwkg47hp0Si1wSIIgiAIgiBcYTUp52JELhAy+EU1QWQTyQilTi40DHsSGSSVhaCMgpeSF/IlldXJQOzTi+jO1klm+Pj4BoVLmu76iEghhMXEFlCMZAsiXucjaRwijoJ+rl0fbvDyaMx6M8IQWDGY1GUjaZyrGORF/GCEIUTkkMs5WUuQc2sbFpESjyEIgiCIfELRROhhEPm7kQAyzpuoaTn/ck0QBEE44NvxY91SzF9/CNd5GY9OHcSRHjb34yIIYkrCyGzOBYmJhFWZvCqAElOHVEXmhMyHFM4OUTWEAuM8ETEEKX4fQ0xgxWBGbgezNRMjDBmuD/3X/PHnzybxrg8no/xLjPAvMMq/sl0yivfQcj2bwlyHkbx770sqC04OGcLHMCIpxugUz3Qxw96XV0ZThJDrwlpESjy3dU4puXjCCEMQxtn5QxAEQRCvg6Lx0KJqrkvwKTcSQMZ5U6kNFkEQRB4xgOa6Mvh8Pvh8PvgDZSj1+1C2+QwGcj42giDeSMI3sO/jMvh8fpRvbsWjDI9nFTE74sKLP9Ha3IILdx7ieR4IHW4wShjia7UM6kJT3XxULliHI525/7JHZBFlEDef/oNfHjzElbD+t+GX/dhwuxtr7v+L4dc8v6TqGRuMh9BrRhiCII/GiA7DQwM4/+8z9LLBBKGAEYYgGEHekpYoJjCi/boXRJUBL4+AV16nTdQIOvruYd7tHuz7L7lgIamMnj0ixgsfrzASeYFQ5LnBC09tnNyvweWd8BG/3oI8CjFJiy/bHTOS4BYxMz1SZX9wYtD1/uvP5IinsHhODEIiEYQgCILIW8ww9Px1gZAAMs5bFCABhCAIIl/g+3Fy2wp8dqofvWe3Yq7fj9KV+3Cdz4OxTSghPH4eyoNxEMQbzrNzqJ/vh89XgtKAHz6fH0v2tiOYwTlYNUsukNYNurhb8SUu5oHY4UbkdQt4F+sRMATs6v0defBlj8gaw/1Y0XYXM9ru44LCQdaG0dJ1FzPa7mJG+wNcec3zm06EdIVmq8gvDcfkKFzs0ccyt/dp0mwHUWWMYO3EgjYnhSZWBAg/xvo2fcyz7g0k3Y93CQIf4V86hA+bsPDKUZBPdL1MRmzXR7KskCBEVXfoxLtAWHEYnByyWqGJSlgXWYwWYqLKJG3F5gYvTY01JwiCIN5M9DD0/HWBkAAyAZuoqbn/gk4QBDFJ6dhfbTk6fBtb7MLjqVr9b9X70JEH48wbLm7VC4h1rbkfC0FkQPDxReyrW4rygN9wcM3Fur2XEx0Xjw5hpc8Hn8+Pz36Nfe33XRX658Lyg+jKwpj+2l+N0kVbcLw7BI7vxpGN5Sj/+FDGomo2XCBt+xYbn3mNaMsDsSMeVmYgvm7w+WArtlT44a/4DK3Pcv9Fj8giA/d1seP2Q3QYf+vt70FJWxfWPHyJSBauIaRpUxTv6uBl3TkhqC9w5I4uJqx8MJDkmFdgxKGk57fPN1EiyEs03e3CjPYeHBtKLjzGCyCjgrv4EYo8xwj/InY+45xLkmvMVmcpW1sJQ+ClEciqHWLOisPgpJCVE2I6PVhxWA9Xl0cgaUb7rUxEOXGYws0JgiCIvEaNyrkuwSfdSACZgE1FNOdFA4IgiMnK2W0BWwAJbMVZ4++WMEKF/hjMAvDCvR05HwtBeOb+j1hVor/PS8oqUVkRgN8QOdb98iJu/zP4zK/v+8kJR74Pfw6fB5IdM1ZYBPlU//YGq8pglNdzgZzZanwW1jblXOxIQAmDp+BzIgUPH/boAkjXYwyM0zUkTXeBeGk5ZLY30ovU/2DXLV0A2fokcV+zXdRI5HnaAnYmrbAmAlFlYtYjlQASijyPyQLJtBXWm4SkceCStLRKdV9Np4e5LnruTDCmxZhTyBCUsGcXiN6aLb+eH4IgCIJwokRFRPO0DRYJIBOwRQHw1AaLIAhiHHiBIzU++HwLMH+BDz5fBb76U3/NFEachf7g44toWD8XpX4zA6Qc1XWNONEditlnX91SlFnF1qXYfKI7dUubZ5djjvEHlsQc01yn/33jqQFc2FuDyhIffP4AVux3tsphcfvEdqycaxR2/QEsrjuIC8/01192/4Ktq82x+1E6twYNVwfsMXQ2YqHPB9+iRlzvacHmJfp5Sqq2oPmZ7PhVvJMA6i86j23AyRNbsDjgh29RI/7yct1fNxvj3YxWLXbtU4lPac/rQrCnJfaYJbXYd3UAXPc+LPH54PNV47tufd97h1fpYzDmwWmt2OjzweerxeGrjVhXVQKfvxbNfAi3WraguqxE398fwJz1jTj/mH29sT6+iIb1CxzPRNyz5nXd0jxbMfAt+CR+jj4fSqpqcKDDno/1PP50GQ3rq1Di82PjKRYc34/zP9Taa1FShur6FtyOK/Ane04t0dFyXT3EgdW+2Pdhmmdt87IylPjM994CrPzyKK48ZsFpLHpPNKLh935j7jewa64v4T2ucxffVSe+FjxVq485UI8zvPza8+U0GY+uHsRGa8x+lC7ZgqYe1vWZ4DoaMD9+7j4/Spdsx5lnDhdIqA0/bV+JOZbTZQ7WNp5HX4yo0IfzjWv1zxLfbFTWfINtHxtzbrxh7TfYfRxfrJ5jfebNrlqLby73uYsUoTb8tKXa8azNwdrGs+hh9ddbNhvj2dxiHHMGWwL6vhta7fM8v/NT7DXL5mPll4fwx+Og9eWI7WnC9tVzEDD2Kalah8arj4zX/0LjIh98voVoONeELUtK4fctRGMnh469Cw23XxNYjYPc2YBFPh98i/bg1xObsSTgh29Rg+UgsLD2a0B7j3lOH0qqNsc6ScK38MuXKzHXsfY1ey/oBXm+CRuMZ7P2lH3Mb+b7dvk+3Et3Do2DrL3EnZbNWGp95pRi7voGXHSsTzwDV/eh1nrOSlC1eitaeoKQf/3MeC4/w5n48dQ1x809bo3Ct/BLfez9rtl7Hv28ed0g+n+PvW7Zss36dc37+Pg8Gtc77mNZNba03EIo2RdjZRAXeu9h8a0uvTXTrR5s73+GlxqHG71dce2anuLLtruY0fY3fhyyz/HyxSNsv9uNkra7mNHWhQVdfbgwoheTI8wzHOn+G4F2o/XTrW6s6enH70GjaDzcj+VtdzGj8wFuD/ZjR2cXZrXdxezbvTg74ihQjzzB4W7jGu1/47MH9/GpMZYfXpr7vUTX417U3NbPMaO9Cwu77uNa6GWKIvYr/POsD5uN685o60KgowfbHz7FA8meIxP8B7vvdlvzKOn4G5/0PkEno8/TEovuPMJDjYOzXdiKhy/185iOms5+9KQpVvDSqJWNMsq/SimAhB0CiN6WaXK6QCSVzag9FSfprbCs4zUWgpw83Dwi2a2xeI85IJGJbqNGEARBEJkSjUCDkusyvOtGAsgEbZKm5UGhkCAIYrLRjj0L9IJvvVH0WXn4IWxhxPEL8M4jWF1mF6Mrq8qtAl3Frmv6Ps9asdG5j/Ur8zJ89muSX4ynOGbrZRmc1oGGRT74fB9h4aIy+ErKUGkVvsziN4vre6uN40pQVlWp7+OvRkMHi2BHI5ZYBaZKx/HV+K7TGIfZ8mvBIiz0+1FaYc9vyf674G7txfIqR6G2ohKVVV+glXccGwggYFx/xf52T9dNFBrstU/mMvE0n3THVJWhxMxbMNt6+WrRbOxvtToyxQSz8F4aQMCvz7+8vhW9P6+LXfeKAPyOHIexjXUflpW4P2uBbb95X7e0z1Yc5hwd8zGLm3bLJ/N5LEEg4DfOuwXN/ADBfB9NAAAgAElEQVSa68osEajcMeayzWcw4OE5TRRwruGrClP8i3tO4561gYvbMTfh/ur/Xvtz3HuP78f5vR+jLMV9MEUec7057QWOrdcL0nP23ACnvf58H52q1cdgvJ/M1ly+su047/ZZYc7d5ZqBL84hqEpguOv4ptpvCTIVlWWYbVxj8T5T2BjEma3G2H2zUVZZYd9nnw/rWwZ18aP9Gyy2RIgKVJTNNq69GgcfxgsgffhxnfO6Ffp8/IvxTfsgwnI39q2KE1he/Ig1Pl2o+KZDP8+Ta1/HXrPSvo+L9v4FWePAdjSg2vU9tRpHHnGQtWbUGgJtIGDss/I7tGscWuvMz+zf9S9ZpzYmPE8r919P/DJm7rdgIRb5/QhUlFtFeytLhL+ORsfaVzo+L6v3/wVbmHEecwb1AX2stacGPJyDw8DPa+M+c0rh9/lRvfe6LurEMXBqo/WcBSrM/ctQe+oRHh5eaXyOmKLPAI7VxK63+xqdx7Ea5ziN59e/BI0dQdfr2s/3ZzgzyEHmf8fOuc7POePzpmyje3sy5SWO3OkyMj26Me92N8rb72LWnX70KCM40x1XwLcyQXpxxhBlXg7cR4UlHHRjXkcXZrV148uBEOThx9jQYQsf827bAsK8B//p57REgb+xrL0LgY4uax+ztRXL/4Nvbt2NGWeJkaUxo+0ezkR0IeP2g78tEeOjjm58ZIounffRGScSmNx52IPyhPHfxYy2bux/ac7xAeZYwkfs9dc/Goas2WLRjJ6nxvr+h/239X2+HNDP02uKJN1P0gbI6y4Xu1AfG35utL/inmM0kiju8JLeJswMEp9MQd28POpJmLDcGYYLRDSC5VO2zhLtFmKiwoJLkjESFgbBOtxIuV4TgiAIgkhHvoahkwAyQVsUAKeSC4QgCCK72L/qbzJ/3V1zDANW4XUB9nTI4LR7OLDa+DVuzVH08jKcvxLXC6wv0FynF3D91Y1GD38WZ74wiro1x4yiqBP7dfsYU5TxYd0vw3C24/GV1epuDPOX4L51ODIog3twCCv9ehHtkxOmsyCE7ocDsAvWPpTVtRp5B/ewb3mseGNnoZjFexZNG+MEHhenROyxzut7u26C0OCYf0z7IQtv543Fvn+BjS1W5sPLh/fxSJMx8PO6ODHBnvv8xnb9HKbjwufDwsb2BHfOhzsuW9czz/u6Y7WfCdsJsWT/XY/r5uXZiru25Sqpxp423WliuR7MZ835PC5qsLIqBk7V6iKSUdznNBnB38zAaS/PqYuAYzlSzPdhkmeN/w31htAzZ8dlvNSc47RdXZzGovfsdiw03VmLanG4LeRyD2T8tXdR7PpaDqjl2PcgC/N1tNOyQs+t9/V6HBtJHJM197JaNBkOI2ucFTvxuybj5nfGv8s2oGlAFxU6Dy419jHCzW98jSpDCNvQarg5Bn7Aap8PPl85vrwWRljuxPfGc1pW26S7R9jjWO/zweerwtc34gUQ093wIbZdNv/2HHfvm26Ri/jSELMst0f7bmu+x9kwwuwZbCmLu6ZyA98a7yHdNdGFg+a46prjnBVzsPsvDnL3d6g23quBjU0O50QH9hmf2asO34Oscbi7f4n1PG048SjpFzF7P1NoCKLF+nzUxRTLXeIo4N/7YZmx9l/hmmYLMAsadZGF/e1z/ZmZuxM3MjzHRzsuWOMLPex2b/vEn8VWY00XNZoCSRD9D3vBahyuWZ8jhttDu44G4zNiw4lgijUyRaYP8dVV83ovcf+h8fpgM2oDzvXiHGKPD+t+HrCdJb7VOGoKHnwv7idxsjx5dE8v9t+6jwuc8XdpCP9w+rV/7Iwt4Mv/PjD278MNjYOs/IsGQ+BY0WdmgjB4NjqMiDaEli7DQdL9BM8UDrL2CseM3I5NT/QiveWcaOvCygf/Ylh4ZQkvc3v/QUQewZ0Hf+v7dNzHJWOcLx7fs/52QxhE+OUDLDPOs/XJf7poMPQA/zP+9t0zFxfIUB/WGcLGZ49e6eMPPcJqp8jjmGNFz1O81DjI2r9ouKWf9+t/Ociai1ik/IOtcW6ZK/f09Sjr/ddTsUJUwmCNgr3Z0svO/ngZ0/rKdj3ojgRBDoOVhsGIQ1l3KejnHwEvj0CcYAFA0lILE4kCyKjhHPHeOstuheWeT8NK+dc2jSAIgiBSka9h6CSATOAmRskFQhAEkVXMX7xX7MTvZoHTvxmtljBiFDKtX8bPwc6/zON/s365W39RBjfYhHVGsfPz3+zCvVWgtIrrDvhWbIw5JoTuFuNX4f5VOPBAdhReA9h4yvglu/UreD2zJOU1/tqNOY7Crfl3s3BvFnitX99b57CL97orRrYD0B1OiZhj5+7GtYyu6yI0WGtvrOsY5+N6n32L0ODya//rjQv0Yze2GMJG4twtx4V/PY4N2sde2zMH5i/yF9c14vgf940C/OuO1fmsxTshPKybl2cr7tqJrhKXtXMEhNs5GLY7IvDFObu9VtyxKZ9TN+HLOn4VDjxK/qxZIo3z3ljjtI/lHhzEMp8PPv881J923Cc3zPeYMdauH5brYtL6JgxkYb4J7bTC93HccJT4Vx9yDVh3bXFmuUJq0azdsH5Rv/Rgpy1OtG4w9tmAJjmMG41GkX3RN7hh7nO3EYt9Pvh8K7DvYRjhjm+MuSzF9/fCCLNPcKlhsT7msi04w8YLIFfw9Rz92v7AYmxoPIYL95/br1viyXzsbo8bV2ALzshhDLZuMO7jWhx9oe/DKb8Yhfb5aOjgHEXzZTj4gIPMD+CPxiXGuOrxG89BvmgKUYYgYn2hOoutAaeY4mj3ZAgQyb6IWftZTgnbzaGLKdew21j75T902cea7gnfRrRqDoGjrhmyFkRrnd9xjLdz3LA+c0qxpK4BzX90J20ZxZ7aaKzpRrTy8a/bIo4pyDjdM1svploje6z+wGLU7j2Oq2YxXePw4hfDGRf4HOes69prtmjvX5AHj2G91cJsJbYfOouOwWRtvF5aIeIrHNexSWx3NfDIEB3u9KNX4xAZuG+0mrqPS0rs8fzgQ721VdvfOPjK/LstHDT8p//Nck7c6UePwoARB/CDIbzU9A9CSjJOSzi5+xB9wiDaeruN8/Sh12od1Y8v2pLnhFjCyu0HuGO6JP7rQ5lD5LHn2GuvO/8Em9ruYkZbD44M62tpikVbnxrnsdwy99AS5uDaEisNksoiItmB6KYIMsonijmMqGdRCAqDiBTbvsl0NkhZKKBICgvOcFIwwhAihttkIhEVxoOYoY9NVPWMmVH+pZGXkqodmi6aRIxAdFmLDUS3XiPXB0EQBPGmoXLQovnXBosEkAnctCiFoRMEQWQV8xfv1fvQYRW9K/DVL4bTwRAYLIeAIyTdLrAabog/d6IivuCqOX6pv/oQ7sVf3zomgPK5dosQf8UKfP3bQNw+tugQm5Vg/3Lev/lMwhxdx+44Rm/x49Z2yvwFvR+f/Rp3rpiCrn2sXYz3el0XkcUqIse6TDI7b5JjHHkZThLbHZligj136z5aIokB342m+iVWKyKfz4eS5ftwnX/NsTqPGTyGtTECjod18/JsxZHoKnG8R8znzzrvBjRZWRe2QGONJ2bfVTjwKPVz6ip8mcV96765P2uu7zFTrHPe8183w+/zo/R/PxgZIylwiqOWsFCG+otsVuZrjTlQjjlWKys/ylfuxplnbmNybw1nfRYsasRf1nMSwJYLjCU+PDm2xiE0PMGP64znb+sZW6A4U2cUyuvQ4jympAyVjhZZsxduwOH2QdcMkMHu49hkZGPo74XZWLrvDwzKTkHFEFicQkx1I9rkMC7uLNf/vWofuuUwGCUMofMbQ/BYi2ODHF78vFbfp7QMVY4WbSWLNuIno/WStc+CPWh3fpkaPIJ1Ph98Rh6Is92TLQC44dIWSmvFZuOebf7VeW5bOIgZS6Aev2mcLWasPoCHpgDgX4emwQzOwd9GS/1iqwWX/pnzHdoTBA6Hw6P6O9xNmFe8iMM5BKYl2Nedeo1YRxaKPo4SLN9/PdZZsvqAkTHBQdZ+x86K2OsNXG1AjZE1pL/Xy7H5lIsTxyrimy6GOBIK+Bw6HnTHtHmy/m3lXpih5iP475EhUNy6j+tmwTj8GOsN4eBYiIObc0JU/8GOdse4HOM0RRNZs90Us3qeICy8wAlDXPig57HthmAfoc44dtdAfLHbPsbpyLBFHn1O1hydQfAvH2Je213MaLuPSxoHWyxyjNFs7dX+AFc0Dm4tsbwU0kWVAWsEfzPikKsjgZNCEBQGoswkzbdgxaDlbEh/TRaSEjs2SeN0V4lLBocoT3yLrYgyklzEMALQnW2vRp3umYh7OzSnCySmdZYUBCcGIchhSBqJHwRBEMSbST6GoZMAMsGbQG2wCIIgsoZVPDQKvmZRcmFdrV6sM8KYXX/JbRY7zQJrzC+xzWukaXdkHTMHq7Z8jq8Pncal3hexBXYrm6MB142/xf4S3C6Gu2VmuI7dar9jtu+yz2H9+t4SeGzXhOWUiGnnZR9r5TR4vm6i0GC3XIp1mWR2Xg/HuIzfbC/l5hgxRZJkuSRc+F/80bLZyKHQQ8GzNlarNZIpOnhYNy/PVgxurhIXcSHOGaHvZ44n9hkwXRO6iJD6OXUTvhLXwv1Zc3PUWEKSFaieIY5A+GbTyWPloLz+fK0xz12NTVt2Y/+vV3FnMEn4uSbDvTVcnJjmeG6/6RSsvI9T9cbnxbof8US+gW/McTnCzq02WYYrxBInAotR8/kX+OboGVz997mr8BHP83+v4qfNcw1BZQOaWIfbwxBYwvIgmmqNTIjaJoTlMJpqfTH/jqgsJCt/Qi/+Ww6KwGJ8smUrGo+dxc3nsb9Qj3VZOL5MWcX9T9DCc3AKAM5Q8kTs/cy2UPKjA1jlFFOsc5viCgdZC+Kc1QLxCF44x7CoAdcMl0TgizOxgezpzmESfoybLZ9hnvGZU3sq0T3Rar03ml3mZbo9DBFHczhGDLeJlzUKPf8Dv1j3W3eauF73wT4s9/ng81Vg55/OcwTxovdXNH5s5NK4hdBbAofpYojDbHdlFfA5XOrRC/hL+17G/NsURAQ1DE4KgnG6KzofoEsM6ec0hQPrnLa7w3ROiOFHlkhyZDjZOIfwy1279RYrPrNcI8seDIA1Wh9Fnj3Q3RxtPTgRji+SD+BwZ6IjwxQ8zOD3+DnKGofI07gwc8cYdWHHkfdhuGXiHTVmeyVGGoKQJqND0hgISlhvPaWGwRgihOn6EOOcIsmIyKG0BXxBDoORdHcHL+t5GJLKpszP4MRkLqPxQ1TZJGKQHnzOK6MJYo3dQuy/1FkgjuwQgiAIgpg88IhGtVyX4GM2EkAmeFPIBUIQBJE1TCHBLFBaReSKCl3cMAqqVmsgs10N348mMwDZLM66FM1fXv3KaIHkbGfkwHHMng6zqBnCrYuXrRY4VhHY+nW7XajWx82i2Wij4vv4qJ1v8bgfA845+WvRbOSS9P60Lq5lkMuv762iuy1EuLduMo91Zi14vK6VKWJkPDhCu93FCq/zSXKM72McNn9dH+5Hb1ymxScnWHB8OxrMEGJr7nYxO1a0GMCFMxeNTBgZHH8Z2yvs/cYy1pTPmpHz4GndPDxbsbjM8VkLPjH6+K88fC/2eUwiglnF/vBlbDda5Oih4amfU9tpoos8zvB4+3lzf9YsQdAUKMI3sMe8h85n9dk5bF1Wifnrj7g+W7GYgsMirFwdQGzLr9efry3u2DkqXPgOfr16L8l4Euce7Ggw7rHhTLHanvmx8RQDRuEw2P8D1hh/W9v0JCaMPFB/CoNxYeem+GC1owqsx/EBs41VD85eNBwd8QycR/PFHuu1wcvbUO7zwedbgx9fhNG2b7Eh5O7GH3IYfa0bjIBsW4g5s9W8j9+jS2Eghq/Z70XDwWAV6AOfoMWRG3HxdzsAPCHo3MQUU4wsDVsAiC/Ix5PYFkru2IMFTqGAb0ZtnBDBPj5stEX0Y/0vA3HnWot1Nfr/G6w2XZ7O8QiXz5xHv9Xe6ILlRlr380DC2C0xqGI7LhvHsI97dXeAlZVitBd71oxa63PEFCGSrNGzCzj1e6+15uzV7Yb7SXfqWNe1zvMSl3cYrbuMVlpsx0mc6raL+QM/rY67Pw6Up/jSyL+ofWwIFFoYzxi9pVF8uyunWGHmd1hF/tt9uCnqbZeGQ//hH2EQfeZrt3pxKTIIURzChZ7uJKJAFxr+04v4zIsHqHa6KyzXSBd2P2Mgawx6HvYYQeW6m4KXQzj3t+EI+fsxWIWFrAzjVLeZQfIYz5xtjMQgJHXQaklVdu9fRDQOEeYffNkRK4pYLbruPsITjYMsPcePZnC8GWZuikVt93FB4RAZ6sfq9jjhxBEgf5IbQdjRoooVhz23VZJUFrwyiojh+pA1DrwH8cPOt3Av7JutouL35+URT/kZvDT6WkUZUWUgKKMQM3BYOFthMaIu2Agpws5HhZeWC2RUcHeBmG29JDXXRSqCIAiCyD5aVEY+haGTADLBWxTkAiEIgsgO9q+nrV9UWy1k4oqbZnaAz4eSMr2dkL+szGixswL7e2U4w6t9JWWorCpDifHrWivkOAHHMf4AyqvMVkV23kfrZqN1kdVGJ9GtEby41Sgm+lFaUYnKigD8vjn46k82JiDaHyg3XtOLphtPGa2Q3MLNXZwnzryL8qoyrP7hnuPY2NZfnq7rWG9/oBxlJT6UlZW5FNgzPG+6Y4yWQ3N2XUPQ0c7IV1IWe29NwcESSWJzSa7sqnLc70pUlhmtXPzrcOTZGMca96xZ53SKYJ7WLf2zFYvtaigpq0Slo72QHaJuP4/x7bu6Dq8y5laCsiTHpnxOrfZRPpSUlaPU70dZWQAx7qkkz5odPq6fN2Y9Kr7Ar0F9P0t0SNJeLRZbaIwRpLI1XysgPfaZ9AVq0ewijNmClnEuq22WD2V1rYbAwuLstjLHPXfsY4aKO90evtkoqyxHqb8MZcZzWr7zoiF22IHkvpIyVFhtsBbim454AeR3fFWl7zu7rMKxrw/+dT+iz9lSy+dHaXkZZvvsa6459kQXTX7bYq1XoMJe0xgngSPU23zfmePSXROJQecmVpi32Q7KEgBW4tCjFF/ArP3MtlCcLaZYbbaC+M1a+1KUV5VbLaqssHYtdny62LMP96zX0p/jz12VST5z1uLYM5exPziAVWbORlml8f8lP9b9/MjRcsvtc8Rwm7iu0RXsrEryWVFzRJ9r/HWtcS5BY0cQ8sBR1JTY97rSMdc5u363hBUbBjfM3Iz2Lsy53Y05t7ow4/ZDdCiOjI32LszpHYCsDeBrZ2sqjYM8+hjrjUL/7FvdmNvRhdltd1H76D+Eh/rwcZv9WtWtLszq6NYdGe330DzCOQLHe3BkaBiMMIjwE0N46ezT3RUOt8eM9m7M69DPU9F2FzPaurH/pS4KsM8eoNwQSgIdxlyMkPSLnO5gYMVh8NKoJTY86b9nBbCX3+5GoL0LFR2GaHL3ER5pnMNFEndeZ+ssqyXWXZR0xJ5n3oP/9H0sR00vLrgU3gV57I4DzqUtVTI4MRgXXG64SiQ3wUDHy3kZYSgj8cJE0ljLdRIWBsHK8eNLjSkGSSprZKaEko9THMSIIYCEIs/dW1/J4axkpRAEQRBEPqJEBUSRPy4QEkBysCkahaETBEG8PuYvvJ2/Jn+IA6vt4pTdaobF7RNbsDjgh89Xgsr1jbjwbABnvlyC0tUH7V/UP7uMhvVzraJjSdlSbG65kzps+dll7KtbEnPMxh9MV4E9HruNjltIOIves7ux0uylXlKG6rpGnOwxBJKeFmxeZgsypXNr0PB7vy3KuISbJzpPZP0X9EuMIn5JGap3XcLzJMHonq6rsbi+f6U+95IqrNt7Gb0nNrgW2DM7r8sxj8/g69VVxjElKFtWi4Zz3QhqMh6d2oLKEr1ovLi+BbfbDPeLOXeXdmCcJoPj+3H+h1pUW8W9AOas3o6mHvY1xpr4rH1VEy+CeVy3lM9WHJa4UILSgC3kVde34La1v9vzaDKAC3trMCfm2F9wKxw7t+TP6QCa6/X74w8sweYT3bhmtFyzcjaSPmv6tWPuYbgdB9ZXodwRUj7w6xaU+/0o39xqOTJSYbX/8pmujmzOV8ajqwex0Xw/Gc/kvmTPhumQ8QdQahabA3Oxbu/l2Lnw3WiqX2oXpANzsLbxLHqcoeXsLfxYW4nZPh98JZXYcOwWjhvtp1Yc6o7J9PhitbGfz4/SuSvxxS9teO6W/9F/Ft/XVsdcd+X247hlXpf9A40r9byI2VVr8c3lHhzfoH+ObfnNPM8g/jy01riPpVhS34T9hghlZ2/o2RPbV1da76nA3JXY3nLLCAJPDDo3scK8TTHFCks32z0lwWU/y+HgzLjgb6OlPnYNavY63BoGZzabDjOnM8TjOfheXPxhI5ZanzmlmLt6K1p6krf1CbUdRq2Z1WHsf7TtEWQtiPb9K3ThoaQSNXsvoP/EJ8bnyNmUa8Q+Po+DdbHjXP1lE7odcx242oCauaWO53szfnE4PkLdx7F99RxL+Cgpq0btDxccYlEcyjCuPriHBe1m8b4H2x8OoF/hIHNPsfu2XsQv6XqMh478DrMVlaRxCL58hPrOLqO434WFd3vR/Pw/hIVX6Hnci+VG6PmC7odo50L4o7cHgS7dTSH+9wAfGDkjZ40itNU6624fnhiiQGTkCb40x3L7Ps6M/GM4R+x8Ellj0P/0AdYYwsOM9i4s7u7HTSZFeyllEBfu9SDQfhcz2v/G5ofP8JL7F9/d6cL6/iFjvxDaH/bqa9TehZX3+rHHcMKsfvjK2ufSvb9R0nYXs271YPfTQdzt0+ex/tEwJI3Fk/4eqyXYHdfciiHL0ZEpvDLqWQBJaG2VSjAQXmGUf5nULZHYfiqU0bgFlYkJGY8fnxdM4cP8b05K7VYZ5V85skCeO8Lc9dZZuS5MEQRBEMR4IqkctKia6xK8tZEAkoMtCoDXyAVCEARBEJOfVKJDFnELDSfyBqs1WsaZJhIYhfOU3ZEPcAoD0fricx0NC3ShwC3fgiAyQc+GSBFGLQyBlYKu7Z1Exc4LSXp8Bq2hJo5/0XArNsw8/RqFUs7TdmeEILu0XtLbQ4WTFui9FP5j2lXJo8YxqcQPUzB4iRH+pXcXiAcRR1JZCPKoq+vEdGKkO49kOFdYcdhygMiakWEiJM/3iBdBnOuR+2eLIAiCIMYfJSrlTRg6CSA52KIApCi5QAiCIAhi8mO36HIGbmcbKzQ8SfYKkVssN0pM/o43WFUEo7A5FzfSwd4+j3MPn1tfeEJXt+sZSv51aBrM/RcwYmIxWzcRY0fmn2CTwwnzOudyK847W2FJGgvBIRSx4nDScG5JZdMW/hlhyGiBxUBU2YSQcFexQHiFEf4FRj2IIIw4nNZFISiJro9ULhU3RJecj4jhPknvahnEKD+I0cgLjPIvEJFHJuS9R221CIIgiPyBJwFkqm8aooiQC4QgCIIgJjd8Cz7x+WAFno/Tda4b7abGUmAnxhs7j2SsLiBWFRBWmJyLHMlg5Cc4tt7vyISw28ZV773ukglBEJljukDMYjQjDoGTgknDtv+fvXd9kuM67zT/o/4iQRF2BB2e3fCMPGFzZr0Obawdq1Bse0VLsiXrQlkc2eNLrK0Ya+npAMEQKROiyBk0CQIkQRIQAIp3gleQAkWRAiESxK2765r3yzknz8n87YeTmZVVlVmVVV3dWd39nognSFRXZZ68oAN5nnrfXxT7CKVTu1rBZb3KRf9G6H2Cb739S2SB53XOzyzVGR7XLbP0Ir81JjX8QrXDKIGwKitNXN5HEFmDdlGxj6DmvGzWTiVIdSssj/cR1KikqHMuqkSPUFoIlYkbl/fAUvnCpTtV7ri8N1Q5spN/P8LIRihtiDkyUgiCIAhiJ4gT2fQSPAASII2NBEBEVSAEQRAEsb/pXsTp59/Eh59cxc2y7I4F8f6rZ/DCr36DD7fM5o+ZGKGFN87/HBc++Q0+6npzb8dTIZxoOSWIL7fw3ql78Lff/rPhTIjjr6bZHgSxGLI2T74wEEbW1BBrrqYvUA8viBsQJa2hGsHexMvtDm44Jtyan2HSGapWmCZ8gsiqbA/msh5YRXVEmWzJ2pAx6YwtwM8yLztsVwoQP93+9PtksgBxWS/fVvF6i3hQ9eFNmK9faLcWRnbpsbmsC0/0weTOtr0ScTHjpAeHdxHK+tkmBEEQBLGTyDhMV8GbHSRAGhxxkoBRFQhBEARBEAQxFQFPBksnQVzpgFFPe2IXEcpL2x/Vu+/YyAK1zXS7pbLAbZ0F0vwxbufcBNH0vA1NL2VwPuyR90yqXGBqkIHh8l4qpNzSFkwi9idmuAxJFG6MCQVvpKqk9nUvadXlsn5lFgdXLrwalSNZ6ywtTMYzTnTYubnjYee6UsWGJ/pj+6+TkUIQBEEQu0GSxE0vwZMAaXpQFQhBEARBEARRC7V8oehhXL7gSRDLQpbVoKscOrDCNsygBTNojS2yT8qD2CtMW8R3eW+oKsYO27DS86FDyDu5DGLSxiTRxKSDQFgIpTNVTkxr0ZWd/6yVUyZBfGGmlRqziVahPPgjMsgrqfoYnZ8OY2/l52HSfDPJwKQNj/fTqg8DbBfCzrly9X1dUanic2PH50AQBEEQdYgT0fTyOwmQpoeuAlHNP1ATBEEQBEEQy4/iSyNBAknyg9gbsMhO5UcLZrCVY4dtuOkiO69YGN+LlFU/uIUWUmFkwQ67sMIWrML5yM6Jx+u1btLVOF7t3wNMuSXz6uWSI99u7CGUTmWlRu3zoFz4wsgrSMoqMkSsszy0TOjm94iWIJMrQbIKmSxEPozsna/6iHXVh25dNrmt2H4QegRBEMR+IGh6+Z0EyDIMmcQImn6YJgiCIAiCIPYEnhJwGw5F9/bRYjGxt+DKRSAthDVbIvF0EdwJOyWL/a2hPIf9wnDVSy72weQAACAASURBVNqySaQtqpSHUFiww87QuTCDLVjBFhzWSTMkJp8TJh14wkAg6rem0q2wzKEqiknVEtsVrCL2IZQLLt3yYHCVHcdwRczg/phcBaLvHXdh8617//s1c2083oeQ++veJgiCIPYmccNtsEiALMGIkwScqkAIgiAIgiCImniKw1XNSBBXOmA18xcIYlGIWC9W+2lGhA7prg7E1lUEdt7uyQ67aaundLE/bffk8R74PryfuXLgC2OohVTWFsrlvVIBYoedqSHaIvYQCCtvvZSFqde+jqmc0dUozeVU6BZS1lgLKX2fDM7J5BwQC3WzaBY2b+kOtTCbhh/tP8FHEARB7EV4o2vvJECWZKgkQUgShCAIgiAIgqiJF4tGJAjJD2K30eHeFrzRcGzRr2w5xJRTko/QgR22YIftsVZGTR/jTp234uK3H5lw+OC4rbTaQZ+TYvZHuVhiqVQZbb3kTfhMnXk1cV58bsCpaCFVlEOj90qeV1KjRdhOzT0QVl7dMw2X98BV/WtDEARBEDtDs22wSIAs0RAxBaITBEEQBEEQ9dltCRJQOxVil8laLVXnMJRVH3gIpVX7W/IO64JHzVUj7BZ60X9CtUCFyBit+ihvB2WWt5laArh00kD39HiUC29KfkYxL8YKOoVzZObh540dj3JqV4G4rAdOv7cJgiCIJUAlsrE1dxIgSzR0FYhs/EGaIAiCIAiC2DvslgTxpEOh58SuwqQ9VvVRKi9KvuHO1YytgrjR+PHuNGFULoVc1kMgLPCSigahvLTqY/pCO1uy0G0e63Zb2RxDoecnYt0KbNo9YeYt0zbhsv7E1mC7DZPjQfel1R8NyxqCIAiCGMAaW3MnAbJkI4opEJ0gCIIgCIKYjZ2WIK6i1lfE7sKVO7HioI68CCNn6iJxsfph2px066bmz812CEaqaaqqPgbn0Kp9Dj3eB5+hFdaO3j/SgS+GBZjL+rnkCWVZi7SRVlisnebFtCpbrTWFFlPVEscXRqnQIgiCIIgmaWqQAFmyEScJGGWBEARBEARBEDPixRyu3BkJwmghjdhlmHRqV2/ob/ePt8LKQr+ntgni1Vki2XbCyIbL+3B5D+GSLPLPA5cuXNZLqz7Mqe2RmLRriyiH6ZZkTeZ7cOVNlDZZyzQRewhq3BsO6yLgy5kRw5ULb0TyeKw31O6LIAiCIJYJlYhG1ttJgCzhoFZYBEEQBEEQxDzshAQJpEetr4hdp26bomILprLtcFndCsvl1a2fip/3xXB4uM+NRhf5twuXXu1KDR26Xf866HPTTLWEvlbG0LUqu0+yvJdJ90ZW0bJMba/Grk3sIxRa9ri8p6s+qOUVQRAEscTIhtpgkQBZ0kGB6ARBEARBEMQ8aAniLUR++NJZ2mBjYv/DpixQjy5Wl21Df9N/PPtCt36qXtzOqj7K9u+y+lUgum2Wu8eFSb3rkGWJNHGsZdUQlfeK0BU/Qvlg0XiWhst68PjekAn6GHTIO/2uJgiCIJafAEmidn2dnQTIkg5qhUUQBEEQBEHMi6fYtiWIJ6n1FdE8YckC9ehitc+NiRUNXLl5kLeu+jAnLm5z5er2SCWVBHbYgc2yvIvJC+TZdjyeznHJciQWeR083kcYNdf+ikmntixzWQ9BlLbCUsOtsFzeR9DgcRAEQRDEfqeJNlgkQJZ4UCssgiAIgiAIYl48xeFKf77Qc+mS/CCWAqFc+NwoWcQeLLpPC3sWsV4gD4Q59ZvyXHnwxPj+7LADM2ilodjttIrELG0PJ5QHJp2xdkxBZC3Ft/RFrKs6uHRrt7cTyqu4Drr1EpNOo63ypoWClwmbTEhx6SIQZn4cTV8fgiAIgtjPyDgEkOzqGjsJkCUfuhUWSRCCIAiCIAhiDnIJUj8XxI0chIpyP4idQSidPzHLN+xHv92fVX3sxGK1DgkflR9tmMHWEHbYhst6Y3PQVR8W3IrWWSxqdoFdKA+h1K29PN6f6Rwy6QwFonu8j1BYS1PZwmeoAhmt4NGtypqXUwRBEASx35FxgCSRu7q+TgJkyUcCUCssgiAIgiAIYn6UgCuDWhLEjRwEUvfGb/rhiNh/cKW/ae/N2GZIxB5CacHlvdpVH/OiKwmMXHxYadVHGTbrwONGLguZdHSVxIQQbo8bOzb3yefQz6tSihJj1tDyILJ0S6+s6mOJflfodlbW0PFVt+uyd3zuXLkIpb0nskQIgiAIYjdRCd/V9XUSIHtgxEmCUFEVCEEQBEEQBDEnSsCrIUE86TSyOEvsb0RcaAlVDBKPqkPIq7ahWy3t7D0aShs2G6/6GKcFl3V1SynlTl14z5jluBdy/pWLUFoVge5dBKK8lVf5tnSlxbJUfYyiw9DHW3UN2nWZaQXSTt7v/lALtL0SqE4QBEEQu8Vut8EiAbJHhkxi+CRBCIIgCIIgiLkR8GQIV5ZLEE85YEuQT0DsL3TVR3lLqDpB4ruPrjaxStpejWL5W3B5D1GsF7zr5k+4u3TcVVUfZfNhS3cd0mNQHoSc7fdSKO2x482E2063ucpaoI3Kpqq8GIIgCII4iMg4QLyLbbBIgOyRkQCIkngJHpwJgiAIgiCIvYwX8zEJ4kYOhZ4TCydffGfVi++BWI5g8CJhZA+FnpfKj7ANO+zAYV2wSGea1M2fcFgXATd3/Di4rK6GGMUX5tJlYGiZYMLjBsLIqv05EXsICoHoWV7MTt5n02TTrBVPBEEQBLHfUfHutcEiAbKHRgKAkwQhCIIgCIIgtklRgmSh500/BBH7CxaNfwu/qi0RbzgYfBTdRqlfGn5u+ToAvUxmhJE9UfYMVwQYO38NpFNaeVNeBdJDKOtLhp0kkwleQZ7NGiDPpW77tRtVH0J5CEuqPsoqnmatZiEIgiCI/YqMGXarDRYJkD024iRBQK2wCIIg4McRVtbWCYIgCIIgCIJYcppeaCMIgiCWi91sg0UCZI8NaoVFEAQxoOkHOYIgCIIgCIIgptP0QhtBEASxfMhdaoNFAmQPjgQAj1XjC48EQRBN0/SDHEEQBEEQBEEQ02l6kY0gCIJYPmTMkCTxjq+lkwDZoyNOEoTUCosgiANO0w9yBEEQBEEQBEFMp+lFNoIgCGL52K02WCRA9ujQrbAS+DFJEIIgDi5NP8gRBEEQBEEQBDGdphfZCIIgiOUkTsSOr6OTANnDg/JACII46DT9ILfvOHIBpw2BSAl89MFLuO3IW3jF6OPYqZPNz22fcujMTWwpACrAc2eONzSHa7jKY0TcxBOnTuLQc5u42rqCr93X/PkhCIIgCGJ/0PQCG0EQBLGcqJghwc62wSIBssdHDIAnlAdCEMTBZFcf3B56B2e7ATyZALGCF3j41Ydv4HeX4IFyMRzHv26WlZ4qXL54agnmtz/5xtUwP9O9q6/s/hyOXMKlqOSySxNHjzZ/fgiCIAiC2B80vcBGEARBLCcyDhEnaqeWzgGQANkXQyYxAmqFRRDEAaT2Q9fTG+ilvzPnW2R+Bc95ychv3wRX39tPYuA0fnDVQbf9IW6/73WcNQUUYvQ3fonbG5/b/qXxCpCH3sGLZogPLp7Gbeeu4xpPAMXwzmunGz83BEEQBEHsH5peYCMIgiCWlzgp+1be4gYJkH0wEgAiJglCEMTBo/ZD13YFyJlNGOnnt37zAg6treO248/hC0eaf5gkCIIgCIIgiGWn6cU1giAIYnlRCUeC0S+dLm6QANknI04S8JhaYU3DUwK+Eo3PgyCIxVD7oWu7AuSimf++vXyx+QdIgiAIgiAIgthLNL24RhAEQSwvO90GiwTIPhoqScCoCqQSV3HYwoUdOXAVa3w+BEFsn9oPXaUC5BW86OvXrrx7Cnd9YKIr9TcOIm7isZPHh94zOvLtHHkeD294sNLPQkn0jQ388FixnVFxX2fxg6sOHAUg2MR31tZxtKt/Znz6Olbf7afzSMD9Dg4/tI7bX9zAVR6nc3NwutAq6Xef+hAvtjz0uUL2z4UoYrh69Z3x1lX3vYRjrQCByqbKcWsjDbtefwvP3HDQ4hJZ8amSEVqty1gdrXSpdcwVjMxBz/XdGtU0x7H6bge3wuw4YwSuibMvn8Wh9D23v3gdH7nZ/BNwHuD9Sy/htuJ2MpkVbOKuk5fxvq+3p2So2z499A5eNITehhK4evlCvv3ifTQQYYV7pPthvp/iNf3Cmy3cSq+fkh5ef7HQXqp0m+tYWTuNH1wx0YrSMLhYwbI7aSD9E/iLtzfwK5vpTJrsfAQOXnxxvHXVbaeu4P3ieQk9vJOel//juWt43QjgZPvJztu7zw+OO+XQyct4x+ZID2WGa0cQBEEQxEGn6cU1giAIYpkJECdlmaSLGSRA9tmgPJByXMVhCQsG68JgXdjCgkcShCD2PLUfuqYIEB5JjH3XwL2OL00QIJcvrmPlyAW8OJYNkg4V4NzT62P7chkf7Kt3GYfWBovliCSC0c1wMfaantv4sQ2PBJ2PC9UuD32ID3jZXCU+eOsUVo58iMtxyY8BBO1f4T9k26l9zCVM+GzQ/XBC1shxfOdqOH6NACjvJr6xto7bL5rj5yk9D26rMP+8mkciGG0zGgu4Y61HA5w9MX6u6wqQsmsK2cPhI5O2eRpHu+X/+MuuRTE8ffgYQjxXuAa3XzTgll3XyMD9R9dx6KJZel7z+yLdzqEzG+hU3B+RewPfWIKFFYIgCIIglpfmF9cIgiCIZUYlYsfaYJEA2WcjASCSGMESLEwuC8PyowODdWCyLuzIhqd44/MjCGJ+aj90TREgiEO8+fJZHFo7jsOtbDnYxNHs8xUtsL50JVvalrj8rq5EuO3cZr5QrIwr6cJ7UaQk6Hz6+lBVQr5Ynm/nNJ6wRt9fnJuDx45mnz+N7z3/Gv7gvvTP972O17J9eTdxx9o6VtaO4183swX1EBfTqolDD7yFJ3/1dvpN/+NYffZt/N8PpFUcR87iWC/dX2zg/pmPeZz8s3GIV86dxMracXzh3UxcSLzzUsX1O3ENt9Ltc/NTXbGydhJfvPABfvDQOlaO/BK/TA9PeZu46z49/4dzicDx+vnxaxl0L+MLR9Zx+wdu/lr2+UOv9cDT1z59/9TYfVRbgEDi6ge62mJw7kK8mEmKkm0eerWbS5PeRlphceQUvvn2+/hOJk4eeg3/ePaZ/D667dxWvp3Oxy+k1/ASLmVCx++kFTrH8XvPXcWJ57Lr/Dz+9vnn8Hvpdg8du4Ir2bls/yo9np/jbHaKIhMPHzuOlbWTuOvTTEoluPreqfJrRxAEQRAEsUYChCAIgphGiDip+NbdNgcJkH04EgCM8kDgxxG8EvlBEoQg9g+1H7qmCZC0EmNlrfjN+sIidakAeQHPeemL/kbhG/DHcbSbfWvBwsNHRvZV/PZ/Sr5YnrbEGnqtIGJK51ZC/tl8XpdwKXMB5seVgmKUwf6yOcxyzKMUPjs0h7fwZmoajE8vlM7jjo+zeQi8+VzJtt8y8oX4yxcLbbgK1z3fdn4tGV45M+H6lt0z8wiQwjWdtp/stfvb2bksiq5pfIjLo/N9tTsucaZScjxP3ERndNtr68NVQ4W/QwRBEARBEKM0v7BGEARBLDc71waLBMg+HSpJqBVWHMGRfqn8KEoQRwaNz5MgiPmo/dA1TYAUFq7rC5DBgnPx8+XbKJctGePCYgYBcuQsfnjFRKuQAZKPbHuFBWz35lsV5+kkvnapg1vBIANkMLI5zHLMoxQ+WzVGtpkxTQhU77tkvvm1nHJ9FyVAiqKolgApiCLexj9U3NOHjr2Ls92gkAEyGNl8p4qjtXWdybLhoR+VfNNm7JyN5pQUjn1IiBEEQRAEQQzT/MIaQRAEsezsVBssEiD7eERx3PjiZNO4MoTJqwWIwXpwZdj4PPcKXixgRw6cyGt8LgThx3tUgJQs8s8vQE7h/vaEb0hk2yurhBjhGx+XZ2wMz6EZATI4F+XVJftLgBS2V6weKXL0V/hg3FLlI5vv4LwUql2GeAXPVeW5lJ4zEiAEQRAEQcxH04tqBEEQxPIjY4ZkB9pgkQDZ5yNKksYXKBtFCTiRVyFBenAiv/k57hG0/LBhcB0k7wiSIETz1H7o2hEBUqMdVJ6dsUMC5MhlXElf4b3f4Iv3VWyv8L7yFlgX8EoWOuFv4e/THJC5WmAV8kKGqWqBNZ1BJUPFQn6NFlh5LsbSC5BixUu58Dn0bhYQo3Dll8+mOSDjLbAG76togXVmE0b2metvpTkg87XAGuSFEARBEARBjNP0ohpBEASxB1A+4qT6q5nzDhIgB2AE6oC3wiqVICQ/ZmFYfmTnkCQI0Ty1H7p2RICs4/s3soSF8kBw3v1wPAR9kQLkkWu4lb7ibryL29Z0sPlrY3kj53DaRv7ZLAT9tuPv4Yl3L+BQMSPE+lSHbt/3LI5nIegIcPbErMc8TtlnV9ZO4ovPf4InXjtd6/plweVDIehHr+BqthBfGoJedi3nECAFEWDdfAuHhkLcsTAB8h8umml2R4LOp69rwVEIQf8/L2cmSeDdl3WY/O89NwhB561f6nNbuD8GIegn8cULn+DhM8eHMkJu/Dq7J36Th6DDvY4vra1jZe0NvM7S10pD0BUuX6QQdIIgCIIgqml8UY0gCILYE8RJBCy4DRYJkAMwYgB+wxLEiwWsyIEpLLhNhI4PSZAebJIfM107W47KjwEkQYgmqf3QtUMCZOXIBbxY1UIoMnH0ofWJ+8qYvwXWz3HaHt+/Cjky35FXAzzXhjX2TgDgePO5k/jXzZJWWhGHmb4cdT/E7850zCVM+mzs4fSJqs8ex3eulrfoUubHuH1tHbdfLIiIoZGgc/XCIHdlOwKkKAIK2w+idGYLEiAra6dxtFve2sy6+RYOnbiGW2NVwQnMUKT/z/DiM/q8/cNNPvrG9C1t/MN9l3CppJVWEPJUjMT46OIT+v45s5FLrrH3dz/E7UuwsEIQBEEQxPLS9IIaQRAEsTeQCUOCxbbBIgFyQEaTeSCeErCEPQgeFyZcxRa8H5Ey4T1KwJUhXEWZH7PgSLdSfuSVIBEFyRPNUPuha6cEyNp6HiJtZWHUSqLVvZ5+23594r4ythWC/tA7eNEQOrg8VrCMDfzgoeP4zmUHluR4/Xy2n+P4wpsddIdCsxNwv4+HTx7HypHn8XArBI8BIEbg6tdvf62DVqRw9b1TMx5zBaOfjRUsu4Njp05O+Wwa0h5mYe8xAtfE2ZezSpLj+MLL1/GRm4W4J+Chh3cuvZS2iBq9lvMIkHUcOnMNV/VJgpIh3n/3eXwnuy4LEyDrg3D7LJx85Dzd/uJGYR4cV6++g9uPXMBpg4OHLXy/sJ0fbWTXFfm2uq3LWD2yjkMnL+N9Pz2nSqLVuozVI6dxeCNAIG2sF0Lnbzt1Be/YPN9WFAX46Mq7aUUOQRAEQRBENU0vqBEEQRB7AxkHJEBozD9YrHZ9cXJUfmRYwoYXL6YSxIsZLGHpbTZRXbLPcSIXJqsWICbrUkUN0RhNP8jtTU7igW4MwMETP60hLIj9wX0f4rICYHyCPyBhQRAEQRDELtP0ghpBEASxd4iT8o4I8w4SIAdoJADCXWyFVSU/DNaBwbuw5fYliBczWJGZb9fmNjw1pRKEmPEcC9iRUypBTNaFEzmNz5E4uDT9ILc3OYXHskKEWOD9tyi74UBw9GN8ml52xfu4/2jD8yEIgiAI4kDR9GIaQRAEsXeQCUeywBwQEiAHbMgk2bVQdDvyJ7RN6sDkXTjSw9TWVRV4alh+DKpLnH0sQWq0+toByiQIyQ9iGWj6QW5PcuQkbjuyjtteSDNBSlpyEfuPQ/edxKG1k/h/b+l0j7FWbgRBEARBEDtI04tpBEEQxF4iJAFCY/6RQOeBBLuwMOnIECbvTxAgfbhyvjyOKvmxnyWIpwQc6cOR3sLah820/zir6OnC5D2SH8RS0PSD3F7kS1eGo8L55qXG50TsND/HWbd41RUuvdr0nAiCIAiCOEg0v5hGEARB7CXiRC1sPZwEyAEcCQC+S3kgjgxKJYjJ+3CkD2/OagYnmhbM3YG7j4K5PcVhRy4M3kvbhzmNSBBXMTiRCydyGz8nBOHHJEBm5wl8/8M0WFtJ9I3ruOu+pudE7Dg/fgOnugECBUQRw9Urrw8HwxMEQRAEQewwTS+kEQRBEHsLmYiFrYWTADmgI06SXQtFH5UgFjfgyGBu+eHHEZzIh8l71RUgvA9XscYXZxfBkPwYylBZnATxYgEn8uBEHgXJE3uKph/kCIIgCIIgCIKYTtMLaQRBEMReIwQW1AaLBMgBHjJJEMa7kwfiSB+m6MPkBlwZwN9meypPCdiRWypBLN6HK/3GF2YXgZYfDgxWInvyIPltnstYwJZOWlHThR05294mQewWTT/IEQRBEARBEAQxneYX0giCIIi9RpLEC1kDJwFygEcCIEriXZIgAq4KdObHgrI5yiSIzhVZjtZXnuTbrqZwpA+Dd2Cwdnm1C+/C2Ybs0fLDHm4nxnuwI5ckCEEQBEE0TBgryGSR8X/NjSSJIeOg8YcoohyxgG0w6cDlPTisC4d14bEewsgCV27p9kXswxNG/n6HdWGHXdhhG2awNYQVtODzPoTy6h2P8jRxvffPA5cufGHCCltj883nHbbgsI4+H9wAV+6OX0suXXi8P3Rei3jCAIscCJW+X7nwRPX7h69PB3bYHnrN5T2EkT10bcLIGroXHNZFIMz8+LnyJs7RYV24rItAGKXXnMcewsiCx/twhz7TQyis2vdJdq80/fePIAiCIIhy4iRayLMICZADPhIAIo4bf8CfFy1BdPWCxc25Q9UXjSMDWNyELSx4ct5WXAKOdNFjG+iym+izVkmWShfOnFknpfKDJAhBEARBLAX7SX5kI46jxh+iiJ1DxD5CacPjfXi8DyadqYvLQWGh3A7bsIJqmWCHbYSR1fhxRnEmGQw4vAsz2KycczbvbIF+1sX5+a6DhzCy4bLemFQIIrNUwoTSHhIJk+nk/+8Ls/Q6c6XlkMu68HgfwYgg4cotnV9RZATCKp0rVw58YVR+3mX63mv6HiEIgiAIYvvImC3kOYQECA3E2L08kFnwYg478uBOqaLwYg5XhfCWJPNjOPOkC4tbcOeQIK4KYYo+emwTnfD6mATR8sObu6LGjryJQfIm722ruoQgCIIgiPlgsYJK9pP6yEYClfDGH6SInUPEHrhya1c6cKWrFcqqPsqYpQpkJ2EFwTCpAiSrXsmkgcv6M1eBiPQ86c/Vr4DxhTmo+uD9sSqN4evgwR+pximtHkm3Ewhz4vayOXDplFYACeUhKMxvdB9Mlm87E2zT5ulXVI4QBEEQBLHXCBbyFEIChAYAQO1iHkgdvJjDikwYrAdTmFMlyLb2JfnCwsS1/BjN6+jCEtZMx+CqEJYw0s+30Qs30AmvpRKkvW354ccRbOlVyg8SIARBEATRDGGsoPZV3cfwSJAgUuESPEwRywKT1lSJoNtJbcHlXYTSXkjLru2QiRuHdeHwLix/2tzbebuoWQSIUO6g1RPvgUl7hjk6CCJzYhuy4evgwGPlcsFlPfiF6pFFyIWhc1gQF5POT91WXQ7rgkX1zxVBEARBEMtLnMhtP4OQAKGRD5kkCJZAgmj5YQwJhDoSxFG+lgIz7EsLCwOWMODF26sgcWRYHlaeSxC7ViZIVvkx/PmBBOmzDTiRu/0g+VjAipxq+RG58KkFFkEQBEHsGmGssJiYv+UeSaIQqeYfpojlgCsPdtidUEGxBTtswQ47tRbJd4tQ2oMF97AzVYC4aQ5GHXkgYh9Mummrp4Ig4LNVNugMlPpVI6GwxlphuWw842Nh5zDSuTFZjgifsg+fT69Syect+mBLcJ8QBEEQBLFN1PbbYJEAoTE0RKwQNPjgPy4/ihKkuorCln5aedGFLaxa+xpuVdWBKfrbqgQxuTm1osKdWlEhYAmrchs9toU+21pg0Pu4BNHVJSQ/CIIgCGI3YepgyI9sqFg0/zBF7AhZQDWfIYDcj6wJGRqd4YVt3gNTy5HxUFyQtyYIHId1EIh6EkGoNMODl2dcBGJ6DkqWx+LzNKOj7rUbCUT3uAEud04iZKKHy3r3CpcuvAnZIWNVIDNUzBAEQRAEsZwI5W/72YMECI2hEQON5YFUy48smLsLW9pjwdyO9GGMtJ1yhDtxX6PyYyBBenNLEEcFUwSICbdGTokjQ5hsUjaHsfC8k0yCmKwLJ3IaXwQiCIIgiINEGKum/wm464NaYe1PdEZDL89ymEWCeKw3Ij5asMPyjIhlqACJYi0M8rnxzlgguhW24In682XShc/LszEGlQ29tLKjfBtCeQgiMxcos54vLh343Nixqo/t32NWvQoQ3qMwdIIgCILYJyTJ9p6XSIDQGBtxQ62wXCVKpUQRSwxLBCev/Bh5Hzcr9+PIECavFi3bkSB25G9LfgzmGJRKEIsb8FRYezteHMFTAp6qN3ebMj8IgiAIYldhB1B+ZCNOZOMPU8Ri4COh24NqBbP+NqQHK2jBDDbHqj52qyJhHoJocNx23gqrBZt1EAgLoma7N6G8egHfvF8qQHQ1hVO6jVBYSykz5sOb2grL432waLnuE4IgCIIg5kclfFvPHSRAaJQOGceNtMKyS6o5hltIDTI+Kqs4eB+uZJUSw4nciZLFYF3YaZaIF4uxipOpxxD5MArywuQmXDlbxYanBGzhDm1ndvkh4EgXpujBls7MxzHTfGMBaplFEARBELMhkoPU9KpsJFAJb/yBitgeTNqVC/cu64FF9b+FH0Tl3+53eQ9BtJyL+HxMXHTmqlIRxWqSUnrwKwTQaNVH2fkLl7QaQihPt8Ga4doy6ZSLD7a89wlBEARBENtABdt66iABQqNyiDhuZDGgTIJoqTEccO5E49UfFjfgSA8G78EUfbglwsBVDJaozuuwhAlPcriKwRQWLGHNGJAuYEsXJu/pipUZ5UeGpwTs8cVJkgAAIABJREFUKNvOrPKDw5EuDN4ttA9zpla2eIqn7bXqywxPMVjC1udtwa25CGK/Y7BF5fkQBLGXCGJJ8iMdSRJDxtQKay/ClYcgsuBOyWTwuFF7cXtcJvTgcWOmHItmzoULTxjwa4aclyFUdWWDx/sII6u08oNJt1bliDdjgPpOI2IPoXTgcQMO78KPzImtvUY/W5RlbnafRE7tihuCIAiCIPYWQDL3MwcJEBoTR1N5IEUJYnGjPPRbCTipIDBYFyY39Z/FQIpUShAZwCppg6UX8Tk8FcIshJFbkV7c92Kh/1sRxj5AwJXhRCFQZzteLOCoYKb2WZ7isKOC/ChkqDjSrZQgWviYMFkPTuTBV9MliKcYrEIVjiWM0vNNEHsFw9jCVW839uXg4svn8Yf3P4vTbJnm1TztzhZu1jgnBLFXCWIJuY1/vO+/kSBOosYfqIjZCSITDq+RxcB6CKP6YdRcunB5Dy7vI4jmFwp7kVGZ4bIefGGATWj7FZS0HqsiFMsRCi6UizCyhipW9H1iIaopQZjS58pL75NlyYXZr4jYg1Bu7etDEARBEItGJXLuJw4SIDQmjgTNShCLm+XyIyOVIHZkw5HekPyYtig/LEG6utIjlR/WaGst3oUVmbAjG6YwYAl7Jikxtm8VwhJmup358kbK8GJdNTIpSN6RLkYrPDL5kYujTIJM2lfZeUplEUkQYk9y7QL+5PA6Vg4/g3+7tYP7uX4Rdz7wKFbW1vG5+5/BvR/s9LwC/OKV8/jfjjyi93nvU/jXaftsCOPtZ3Hb2jpW7v05zi7BfAhi0YSxgkxIfowOXQXCGn+oIuoj4tkW3j3eB5+hBROXDphyl15+6PZNDkK5mMBwXRVhw+X9VABNb+dU1Tas6jqIBkVBllMyqdJltvvETauDlvs+2etw5SCUfQSyC67qSyqCIAiCWCQynj8HhAQIjakjBhAuMBTdUwyO9Ke2S/JiASfya1RbRHBVAFNUB6ibwoQrKySIsGALK297Vbaob7A2emwTPbYBg7XSbVpzSRBXBbCEUZibPXfo+vi55TBFdcB7FhBfPKej8mMgjuzK3BB9nqr3Q+2wiGXjzTNPYGVtHbef+Vi/9vEFfOm+k/h3P30Zb2bvu/UWvnLvOj7zo/N43NjB+Rjv4u+P/Rz/dukm2nXev9153bqAP1lbx8rhx/GlE+fwtWMv1Ko62XHe/Dn+1/tO4raTFwev/fIFfP7wOj734KuD60IQ+wQWK6hlkh/BdZw4+RR+5571XI7+1fO/gdfQdHQgetD4gxVRn6rA7SqCqH4g+rIjYt32KhCD3A3domoR29ZSpe7CPlduZfZHGUxazZwzlcmdyXPdThsxYvFwZSOIuvCjLfjRFoKoDSZNkAQhCIIgdp8A87bBIgFCo9aQSYJgARLEVQx2ZMFMKyqqKwXSAG/ehy3sqYvptrCHAsPHqa5o8GIOL233ZJVWT2j50QmvoRNeQz/cLMgLq5agGRz/sPwwWAd91oEVLUqCCDjSLw2Hz7JU9HnQx6uFybj80Jkr1ZU3duRNlCwm606tICGI3WRMgFx+CbevrWPlgZf2/0L7hbNYWVvHyqMXm5/LXpgXQewAfNnkh/gEh4+mVWEPnMFfn3gWdzzwKD579BX8QjQzpQQJVCKW4MGKqItQvm5jNCUDJGtvFCxIEDRNtpDvif7YMU5qVbWThDWrQFzem6nCYtFzrCNqXN4Hi5YzsP0gIWIPTFkIok4uPwYSpAOmmhFpBEEQxEEmQDxnGywSIDRqjyjZXii6Dh8f5GoYlRJEDAd4s+5UCeLKAGZlRUJXh5HXqEhwVTgSrN5GL9Tyox1+im54A/1wa2j7dmTXq1KR4/JjuHWUjVnCx6vwYqHbgZUEyRflhx9rAVIqPyJ/YgZIdaXMIIy+rOKGIJpiSIBkC+8F/ujsp/Dji/j62jpW1s7ieBzlkuS3T76FJ554Er91eB0r95zEnRc6g22338fdx07ic2vrWDl8HJ8/9ipeybI60v38yflLWPvpcXxm7Wn86PJ7+MFDT+C29BvXK/ecxJ8+fQmfDM3zOO565SLuvP9RrBx5FqdH55Xv93E9p7VHcduD57F+dVxaZsdd5M9eMODHHZw/cxqfz9tincKdr1yDUWceD72I9TOn8Xv3rGPlnifwN29exfmhP6fnx6g+1vF5PYJvvR4NiynjDfzZ2jpW1k7jwazy5dcv4g8K4sq4+jbufPCxwvl/Cefbzd9vBJERxBF4ohAvWebHez97Eitr6/jssbewlb8awgsA4FMcfmAdK2tP4vAV/ZNTx/Xf1W++VvzzM/jxW6/iT488gpWHXse17oc4XPi99DsPnsOP3+1AF6r38fLPzuD3C6347nr1JrIidv7pO7ir+Hf5oWfx6G/6S/CQRUyDKxe+KG9nVFx0r9PKabuI2AOLbISRBb4DImJQ9VG9kF+3eiFrncUWJCO48uBPaEnmsi480Ucom8sAmallmjAo02NOROxDKGfbrc6YtOBH7TH5kUsQ2QVXy5EpQxAEQRwcVDLft7VIgNCoPRIAPJ5Pgmj5MV5pMMiMyOSEgC2d8QDvGhLEkSGMsUX5Lmxhwpshk0Jng2TbaaPLbmr5EWTyoz0iDLq12nnZkTOxasJg3W3ligxTDIgvyI8SqWFHLsy0eqaO/Ciep1HJMpAfE3JbCKIBhgTIL1/Dt9efxG+vrWPlyJO448Q53P/LCFUCRH9D+jS+/T8ex2fW1lMZEMGPP8ba0UewsvYY/vjRc/j2sSfwubV1fObYG1popALkM4cf0Z9/9BWcjT/Afzt6Cn924hy+feJn+ON717GydhzffTMYmudnDj+Kf/fTn+HbT76Fd8YESLbfR/R7Hj2V5macG2uR9evXXsC3Hz6pJcP9T+Pb6bG+efZJfGZtHZ/50VP4Wj6Px/Ct140a81jHZ378zOB8HH4Enyv+Oa+qqT7W8Xm9gMdvRSOVOQYePFaQI3GEXz/7NFbW1vHvn/41fONdfOtevdD6h8fO5fv/zNGX939VD7EnCGIJkcRLJz+AG7j3qP67/Jevlj1A1BUgj+Czhx/Ffzr2LL5+/hKOH9Ny43cePIu/PnEWX7z/OP6vn28AAN47dwqfXVvHZ3/0NL5+4iy+kP7OufMNB8AV/Mv9env/8X+cx3dPnMYfHTmB779N3y7eKzDpVAoBj/fBosXkY0yCKxdBZObVKIEwF1ptImIfoXTgCQPOhIqXaYHvIta5FX7aOktnXowvVHPlgktnpvPGpVNajeOyHgJh7ogUmuk+icrnVwrvNipr9iq6fZqJQHYQyN62JAiTRqX8yAhln/JXCIIgiF1FxmyuJyASIDRmGjEAnswWiu7FYrjyo6L6wVMctnRgjsmPUQlSXW3hyABGYVHenjOLQi/u99MWVVvohrdK5YeuAHHyFlqTmNSaymAd2NxaWBaIH+vqDifyYAkLjiyXH9n1cYR+nxsFteRH8TwVzzfJD2JZqdcCq0KA3PcczrOSn7/9rJYoj7ydVk5s4EcPrWNl7Wn86FY0qDQ5ch5PVWRujM4rr4x48FW8VzWvbL/5ewI8dfK4rjZ5dmN8P2Otpt7DXUfWsbL2FI5c0+8x3jyvt/nQBfx66jyewb+1I/jsbXy19M+FSpVJ16CsBdbIdcmExx+cvgI/DnD80UewsnYC/3hp8LPfPnkpPf83cORBLVnuerv5e4442ASxRJQsn/rQ4118c21YcAyPugJkHb998pdpFUcmVU7i79920tcEuACA9/G36e+cH1/Xn+dv/Tz9nfM6ruES7jyc/i65EepAdObCW4IHrIOKkN5MbZKE8hBE49/uDyK96C7UDs41rfrwRB/uSNUJW+ACOlduKj/mD3wXykMYWWO5KT43hkQHkw58YcDjfQTCBItssMieWhGhr4OVnwc3ncuiAtq3fa2Uj6DmOdSZKva+aJm2e+fX1UHlUatQpTG/BBGxi1D2qitAog64pEB0giAIYneRcYhkjqcsEiA0Zh4KyVgouqeqFwE8xScGZuuFc52lMalFlK5QMODKyULDkSFMbuoQ721UVDiRbqtlcgO2cErlhR25teSHH2dVIOOtqXL5MUOWiKcEnBotpjwl4Co2XawoMdP+h893AIP302tDba+I5WRbAiR/z/DP3zn75Fh7Kc1J/NP70WCBPxckEXy2iSeefjpvPZUxKkD0gn/5vPL9FsRBXrHx2Lvjxz8qGj5+GX80KiqyYz18Do/XnMfUP0851joCxL/2Kr6Qi5kP8I/3DSpwHn/skeHtxRGOP1psadb8fUccTMJYQibz/LN8t8biBEixgmTrtXP4naxq7t6n8FfPfoDrAsAnr+KP19axsnYOp7I3X3kF/3ltHSuHz+M0BH7xM10hsrL2CH7rx8/g716+CpMC0XcdoTywyIHHDXi8N1MOgw7i7ufyYTcW3fOqjwnVJ4uqepg58L1QgSJiH6xQ9VG12M8rBImbntM67bW4chFwA96SVH2M32P1Att9Ye5KCyyu3DRsvvlzs63jiJ1UVrRKWlVtQ4Iop1SCDNpfkfwgCIIgdpv5ckBIgNCYa8gkRhDLdFHfhclNONJHVYbFcFupUflh5gvnrgxhsnFBMAjWduDVyMnwFJ97Qb9sO1o4BEMSRMuP2faRSZChKpU55Icd2WlbK3vCewUc5cMSRlqlsrjqkrHrq9i2ZBNB7DQ7KkDS1lID0nZOJQv8uaj40VP42olzuOPo8VIBUlzUb1KATJrHtD9PO9ZaAiT+GHc/sI6Vw2dx/LKed1bxQQKEWEbCZQs7Lx2LaoE1+HM2vI/fx789fQb/eyo+P/vQ67gyVYAAgMD19y/i8Iln8O/T3KDbHv8FVYHsIkJ58Edkgsv7ELL+AieTLsLIXliuxeR9aSHhTlxI7y2sFZaYkrFR2vpLOhBxGpg+RZ54vJdWsejzb7MurLANK2jBCltwWEeLEjE9S0UoD0K5S1H1UXrtIru6hRjvI0hl0I7e7/EgyN7NqmSW4NzMd286CGV3QquqFsJo/lZVQjkIol6+rUD2wOPlEmsEQRDEwUIlHLMOEiA05hoJgChRcCN30LKK91IJUr4oUJYZURaWrSVIt1R+lAkWT02uQFkcqQQRxlzyI59vQYLMLz8GAfFVEkS33Orl77PEzkoQglhmdkKAjLeiiuDHAYys3VXJAn+2QP/1C/rPr50ub4E1UTzsYgus7QiQacdaT4BEePnpk1hZO4HvnjyNlbVH8PULus0etcAilg2eqCWu+hgebz3zOMZD0AW2ug4GgmRGARKE8PJNvYO/zKXHtBZYAA/CPBAdl1/GH6a/B96hKpBdYVJ7Jz8yFrqQLmJv25kBIp4evD4qIhZynqRbuwrE4z3wNOR8WsWDFXZgBS3YYQsu78FmHVhhC2awlWOH7bQapAdWo6pDxD6YcsGkve0w7J3AH2mZ5qatwLh0d1xEcKXvn+J1qWpbthfgykYQdSZmdQRRG0zOn6ukJUsfoaRweoIgCKJ5ZMxmboNFAoTGXCNBgigO4EQ9GLzYosqcnNERDTIjyuRHhqtYQYJ0YVfJjzgTAj3YkTf3ooUjfdjR5HyR4j4rK10U19UWU6tURNo6q37eRiY/DDaekWILa+x4xlttZRKk/j4JYr8wtqBvvIn/57AO4f3jR3+Gvzz7AYxZBchoGPmJn+FP738Utz16cSgEvbjAf/aJx5CHqp94Bp+/5xEd3P3jF/BS2Tzr7DcNXy8LQfcr5jEcgn4af3iPPhejIejbESDTjtV//wX8+7V1rBx+HF86cRp/81KnXExdeh7/y9o6fvvIcaysncaD2TGOhKB/7acnKASdaAyxtHkfFcO6hLt+9Ej6d/QM/vrEs7jj6HF89t5zONUFTp/QP/vPJ9/EyWfP4z8eniJAxCc4fPQRfO7+Z/D1E8/i6z89oVta3f8i3sJoCPoZ/Kf0d86dbzhA9118895H8FtH03k88GguZzoJa/wBaz8jYh9hNLk6YVqo9yz7yqs2shZZ825LefB4/SyJ0YyN7RBKe6rQKEoXFtkTq1SssDMkOqzC/4++XmyvNan1UJY14vJeHoC+U9UgXHkIhAVfGDNlrjDpwkurXVzWQxBZO171kV2/qvs9qFFds6wwaSGI2hMESHcB59ebeN8RBEEQxG4h4xBxomZ6/CEBQmPmoeVHiDAy4Ec9WAUBYkXu1MV/R4awIgeumpwX4SqWtnkqFxteLGBLG0YhNN2NqitQqrClP2hJxftzV0m4iueVGVZklpwHXUGij3tWCTEsP/qsDYO1hgSHI7z0/AYTguQ7sKVXq40YQewnxhf0A/zihbP4vXv0AvptD76An1uzCpAIfvt93H3scfzW4bR3/f2ncffFTV2RUFbh0H4f//TT43qh/siT+Js3r+KpJ57A52aqvBjd76O47cHzWL8alB9/2TziDs6fOZ3nc3zu3lO485VreVbJIgTItGP14w7OP/2UPobDx/H5R97Ae6WVOVnFyjpWjr2Bm4VjM66+jTsffEwLoMPH8fljL+F8u/n7jTg4BErnfezJ0f0QP370KfzOPcXcjg91RciVN3DH/Y/q32tHn8WJsz+bUgEicPnV5/DFHx/X4uPwcfz+sVfw/GbWYquPl392Br+f/855Cne9ejOt+ujj5WfP4Qv3avGxcs9j+MLJi/ggAFQiEFEVyI4gYj8NzJ6ex+Dx+dvnRPHwgvxgm9v7JnlYc+551cQCJE52LP4E+eJxA7zQNmxaeLpdqPQwgg30/Vuwws1yCZJWgTisW5nPwqQ7Nj+X9RDuQHUDjxy4YnANfG7M3DJN55QsLqy+cq7Km1o1tF0x1zRMWvBLJEgojcbnRhAEQRCLJYBKopkefUiA0Jh5qCQCkybCqI8w6sOPerB5D7aoHwi+XcrkhxYDXTiqYhGwhCH5kTFFgmQtrKzIy4+3KD8GMmhQDaPn68DgXZi8C0fpvBQnCmBH1dkpGa4MYaZB8r1wA+3wU3TZNRhsq1B900vfV561kr9P9CivgyAIgiC2SagUZvveEY3ZRwIZh0vwkLX/4DOEeusqgvna55QtyC/iG/fTRMROtcGKYh9Mlbe1qqqUYdKulDV2oQLE8DcnChAz2IKdZoG4ojf2jf5J1Sm6CmYxrYuyqo/x/ehKjqbv7TJcUbd12d5u8aQlSKsgP5bzehAEQRDEdpExm+mpggQIjZlHghgy9hFGRipBTHDFEO7SgkNRJpQt8NeVIOVtojKZYJRKAi/muhIjq/QQNhwZVmynC0tYcBWDI93h+fIuTGHkFR2WsGAKC15cISaUgC0c9NgmOuGnaIdX0Q6vosuuoc+2YLAu3MjLQ+nL2mTl7cSEA5/aYBEEQRDE3Oi8jz1a+bHHRpxIUBXI4hHKQzBDqLfLe+k39b1aCOUhFDZcPmG7vJuKidHPD88zlA58YcATwyKD1WhH5fI+wsiGUNXngikHbMZF71AMKlB0fkT156cFqNthW1d4+Juwgmr5UcwC0QLJHFzLqExIjAgaYW+7xdNo1UeZbJp0LpqAS692tdB2xdwywKSFUPT2bKYJQRAEQdRBxiGSJK79TEEChMZcI0kUIuWlYWpct8VKYgSx3PFFB6dQDVFd5dCfuA1XBVMrJUZzNUblh6Y11opqDN4Z+UwbPbaBTngDfbaJHruFdngVPb4JU/QrWoMJ2JGDXriJTngtFyDt8Co64Q1YchCErrNCyiSIlh9V1S36dRIjBEEQBFFFEEcQeyjsfL8MGVMWyOzosHGhUrI/x24OkzY83oPDOiktOKwFO9yCHWwOYJtwwhZ83gVLK8DDqDcRvZ3NqbisjUD0wKL+AGlpIhO+6ObzclgbHu/lwd5CuQiEkc/fzo+jk4Zq98FUJljGzxFX7lAlQzhD9YJu62UjjOxa2QpMufCqqhDCHuygDSfs5DKkPAekBTvsjAmQuoHwLu/VqoTJ7pnR10Npw6khEnxhbjvoftHMIvs83t/TVSAz/45YsmtFEARBEHWYNQeEBAiNuUeCGDGGvwEp4p2XIJ5isCKrssrBZF3YkTtxG+5UidKFHRWkQsxLW24ZrIV+pQBpox9uoBvehMHaQ/KjnUuMj9P/fooe20irQYwxSeFIL60yaaMb3ipIkPRzvA+3ULHiKQ4rcvJzZE6UHwKO8mEKC470KR+EIAiCIEoIY4lor4Wd75NBVSBFMqnhjuCASwdMOuDSBpMmmDRKZEUXoewiiDoIRAce24Qd3IQV3JiIE96Cz1sIRKcW07aXYfo34YZbI59vw+ctOOHG2Pvt4CY8Pni/z9uww1swA43l34ITbsHjHYRRH1ya4NJKz4kNLh1w5aSZJN2C/NHShNWsXsivQc3rlmeujFSseGmFSiAzEdOBVcgFGYiPQeWHy3rwxCBrpK4AGbTCKl/wFrGXSrH+WNswrtyp1TbF+S0qc2VRCOXNNP/9LkBE7IEpE4HsIpSThRVJEoIgCGI5mS0HhAQIjYWOBACP1Y4vQriKwRLjEsTkXTiRU2sbduRXVoHYwhrKM3GkPyY/TNaDE7mwhAODlbfS6o8IEt3CSsuLVvAbtIKP0AmvohveRD9s5eKluO/xtlaZBLmeSxODdeHI4cqRTIKYvD9dfmTHxvskQQiCIAhiBBYryISaXjU5Dk4WyKjgcCCUAyZtsMgGjyywaFRsdGuLiVF83i4VDQNuwgk34Iv68iMQnSnbHJEa4S34oq3nI9pw2SbssFrK2OEteAUZ47Et/f7wJuxwAx4bFSrDx+uyTVjhQJjY4YauSAk24fFuWoFi5+d+VDZx6SAQppYXFaHZWfXN8GtuLitc1oMvBnkTXHl5WLrNOpVVH5kwKVadMOnArSlAHNYtrQLhyk3baI0E1adCSCi3dmaMrgJZXObIogjl9DZhLtc5Jnu5BdY0hHIRSqOQFdJCKI1SySGUg1AaCGQfXG2npZY3+H1GMoUgCIJYEDLmQM0nNBIgNLY1EsSIEznUdy1OEvA43vHFiFEJYnItJGbZhh15Y/kdo/LDjyM4Mhh6XyY/fCXgqaik5VQXFjdhRy7Mwhx74YbO8Ag+QTv4CO3wEy0/WDttUWWXBsl7KoQlzJHqkla+r+rPcTgyrCc/8pZd/ZmC5AmCIAhivxLEEjxRoLqP5oeuAmn+QWsR5O2oCoKDK12hwKSZCo5CxcY2BEcdPL5VWgXihLfgsi0EqZyYbZutWpUlGT5vwRdtOKyeOHHCTfhczysUbXh8Ey7fzEXKOG14rLyqZFiu3IQfDeSKPv/6WgRRN23J1YYdtmCHLTi8jTAyh0QJl1omBJE1li2iRYOZ5pIMLwRzWayyaI9VffjCqMjX8NJWYHUFiD10L7I0Y6VMohRlgBYt9aooPL58GRQ6i6X8PLmsB58b+rrs4wV6rhyEsjcUlD6QIMOVIEI5CGQ3f08QdeeUIB64shBEuvKMTak4WXaE8sCVs00hRBAEQSwCnQNSrw0WCRAacw8dhh6m/7gNkCAu/Axgu5AHoiWIDZMbqfyYsXJBCTiRm8qNSSJBpLKkD5P34UTucJXGiASxuAlP6pZUrmS5BOmzFrrsJtrhNXTCa+iGt9IKkep9Z5Rnn0z/XDmi0FZrvHLFEgZckiAEQRDEAYZaXi3bSPZcFYiIfUTKSwWHlhxcWiXtqbp6cXAHJcdkRqtA0qqPGVpelUoQtjm9+iO4mVeA+LxVv2okuDmx0mO88qMFO7g1UzVKWeXIWGVKeBMO29CiRPQQiB5c1tY5KqwFj3cRRiZYpNtwTauKCKUNX5gIIjPPDPF4H0FkTWzLpOXJ5AoNl/fhCzOvHtGVANZEqaHbWTn5/Vw3S8PnxlK2keLKHTtel/cQCHPpwtsX/vtIuQij7oj4GJcgg3vKGnvPrBJEt9qyEESdwjbae1aC6OwkQ7cQjLrgarlavREEQRw8AsSJrPUkQQKExlwjkx9MmvrhTRqIYn9IgsRJgnAbEsSLBVwZYJrU8BSHK8Pq902TA0rLgFGpMb4fAUcGcGRQ2SLKjjzdbkqyodddmVWr6EB0UxiwhAVT9GHwnv5MDXkzLEGyXI/Z21W5Mdf7nhDebkVWZWA6QRAEQexnWCyp5dUSjjiJluBBqxyhit8MtsFVKjoic6iCoDnJMV0QOOEGnHBj7qqPMrEyWTrchMuKVRvtia2vxqtANvIqkKkyZmpFyk24bGOotVYgspZcW3CCDVgTPq/P2yaccHC8ZppxYgW3YIebcMItBKIHluWSKBtcZa22vLyVVhZCzqSNQFhgcnrbIBF7hRyR8pZUTDpDVSc+79dqnTXcqmtyKyxdqWLWzlJpAt3qa9Dmq6waZz8ilAM/ak8QIFvwo3Z+rwnl6qqnOSWIiNNWW3J8n3tRgmhh2B+qngmiDkkQgiCIRqmfA0IChMbMY0x+ZEgDkQqGQtFVkswViu7FAra0dbWFnKOyI8WRPmxhpyKl+n2uCuFINxUpFT+PXHiKTdyOrhRx4ZaIA1cx/TMZ5NJC79efSWI4MoQlbNiRO7eg8GIxEDKlQfK6xRdlgRAEQRAHCwlBLa+WeCxPFYhQbio7rLyqIxxpXdW01JhdgrRrC4W6lIsHXfXhlYgWj2+l0qBOdsjNGebbhlvRXssOb8Hl5dInzxepmIMZ3ITpX0ffuw7Tvz543b8Bw7uGnvsp+t41mL5+3Q034Is2QpFW/aQttnTbMxNMWoV7Ks0iqblIzJU71uLJ5X0Eorx6pG47K4enrbDSeYSRU9H2ajyfZBkRykMQWQgjC1y6EKr5Oe3KcccemDQnSJAWAmkgKtxvfKQNVgaTxlRpxJSB8VZbwxKEy70hD6pbh5EEIQiCaBqZcNT52hoJEBozjQQxpArG5UeOgUiFKIbQyCRBoOpLkEx+ZKHjJu/NJUEcOQg5t4QxUW6YwtSVGdwoqd4IYQkDJu+m+SDlEsRTmVTowRIW3CmyZDt4is9uMQBdAAAgAElEQVRV+TF83FlrrhL5IeaXKwRBEASxFwliiYiqPpZ+NFEFIvI2VhZ4Wfsqsfdkx/YkydaM4mFzSH44bHNiqHqdVlVWcAMO25iQ+VEhY0ZkhhOOV30Uj3VaZojp30DfHYgO/ZoWIj3305y+dw1mrdZd3XyuTriZVuN0dTWRstKKEbdy8TnL6XBTIaHD3MvfW7edVdYmKpMoQvl5e67hqo+9k4kglL+nqg8WdtyVEqQ6CJ0rZ6gSROd4WFP3xZQJT1QLEC1S+jt6HbhywZQFEc9/bwrlIpC9icehJcjeuf8JgiD2EzIOkWB6DggJEBozjSRRaf/QMvmhYdIas28yiWtJEC8WsKOB/MgX5WeUIOPh5l1YwhyXG5n8GNqXmVdwuErLj+HMjXEJMpAfxf3VbyHlblNmzIun+JAEMVmX5AdBEARx4OCJgiL5sUdGgkjtXBWIiIutrKwh2RFEXf3N/SUQEU3gsS3YwS3YYdq6qqYE0SJhU8sGtjVVWkzP69DtqiZJlCrctKLDDm/VOIb2xByTovzIRYd7bey17HUjqwJhmxPPlRsOZ4244QYC0U6rRbqDZ66oD6Z0O608hD0NNQ8jO820qF5cFsqb2M5qtLVVsYqESQc+N+CmVR8HoYXUfkEoT7emyqsZtNCYdA21BOkhiHo6y6aGtBCx3o9XUQWy0xkaXNmpuGkjlL2p+TvVx+EiGGl9VS5zpkshgiAIYvHIOEBcow0WCRAaM40ECWTCEOYPg6Pyw4SKecnnADFFglTJj1kliBM5MFhZuPewvHBlUBIqPpAgTuTDKs3JyILHtSTQ8sMsfZ8lbHjxZJmgQ9gNOJHTyKLPQIJk8oPaXhEEQRAHg0BJiCSuVTZNY3lGHC+uCkQLDzfP7MgrO8TBquyYJiSccGOolZUd3qysnCjdhmjPWK2xVRF+fivd77ytutqFVl/Tt6GPvVzGmMFN9LyB5Oh6V9F1r47Jj0EVyHWYwc203VaJnOFbsIJbY1kjumpks2K+WsrlrdekoatFpAVeIzsklHat6o9QjC+Qa1G4vFkfxITfe8rNf99pCVFDaCh3ZomQ5YAMS5AWAtnf0XuHSxuB7AztczsShMdaAFVJkKrqGYIgCGJ3IAFCY0dGghhRHKZ9jsvkR/kiQgJAxDH8CgniqXCkaqMkmJubE6sTXBXCZOUCJZcXkatzNHiZtND0eQs9vgGDT96Op3iF/KgnQbT86A2qLxqUIK4MpwfGEwRBEMQ+IYwlVX3s0ZFsswqEKw9c2rq6Q6YB5SQ7ykUE26oUAG7NEHKft+Cm7Zx8Xl9UuEPtp7Kqk9mrPhZxDqoC1E3/RkFwlIuPYhsst6QCJquQmRyyfmuGtmNa3uViRPbBpJEGrw+36RGxBz8yKuWHRxUe+xhvVxbthyVIdautRcGUiaBUVCxAgozkoXiipatnSH4QBEE0Sp0cEBIgNOYaSRIjUgMJwqQJOUF+5J9DAh6rysUIWzowKgSGyfuwRRZUXr5Q76loikTpwo4cuDKEKcqrPzRt9MIbMHi7WsYIB45iec5IZaC4MErzQIryY6gF1YIkiBcLONKDJfpwpFd5zgiCIAjiQKEkeBIj3p1/MtHYoTFLFghPMzzCVHgEVN0xHd6Gx8qrMAaVCTem5Fl00vyPm3nYuMdmEBi8BYfdghPegldRNbEb+KINpyJA3QpuoO9eh+FpehUSxPCuw8qrVwbbDkUbdoVg2m7myTipGMkrRQwI5ejcEN4baXnVhS8MqvA48Hi6mqhmqypeIcpE7OUZNnWqTeZFSHtqq6pQ9iDiOSWIcuCnEsQTLTDK/SAIglgKZBwiTibngJAAoTH3SJIEkQrApFVLfmQjTqZIkMpgbgcW78Pk3YmtsDzJKiSIbl3lRCFMbqIXbqHPtiplixN5MCvacelKFC017MibKG3cKBibo5YfFZ9hXTiRu63FnUx+mHmQfBeOIglCEARBHGwo6Hz/DP3v0OoqEKE88MhEKA1MlR2vn8T/fOoU3motgXioovUk7v6LVXz5rn/DxV3Yn82mL8rb4a3Kigyft+EE49LAqfzMc3j62HGcfefKTPO8de6/4S9Wv4y7Hn61vtBI5c4sMqaqCsT0dWWK6d8cqwgpZn/YJfIjENWtvsqrTaYFqM+Px1qwgg3YrAWXdREKqvogfISyn+Z1tMFUdcaFzsno5RUejc1ZefDEaMD7YgPLeewiVCYYyUGCIIilQk1pg0UChEYjQyEBi6vzQOyhYO6B/BiIhVkliJYfrtTyI3u9TIKYvA9PpiHoUTC0nT5rweQ9uCocnm/klciPXqn8cBWDWZotMiJO5mxHpeWHPyZYtATxK88ZQRAEQexnWKwQk/pIx/t4+HurWL377Byf5TDaBsYT33Z/FKtAhPLArI9xwzLSllYzLACf/gFWV+/ET36xBKKjCvcZ3PONL+PP/+Fh/GoX9jdVfgS3dDsn9wT+5Y5VrK7+Fe5/Q3/W5QMhUIaXhXoP7fMk/mV1Fd/9aX2REYgOzOf+O75+xx34+8ferrfQz1tpzkYqY2bJJRmRIE6wAS8NYncK7boM7/pQ1YfLq/I7sgqQ6nM1ft5vztAKqz5Z+LoT3tKSJeoilH1wZYLHLrX4OWDw2IEfdUbEQbkE4cpFGA23hmLSnG+/ysn/rswrKXhsV0sQ0U5bVjV/jgmCIIjFQgKExpKOBCpJwJLJlSAm78ES1pD8yCgGkZfhKgaT9QbyIwphlVSXZIJkVH7k20klSJ+10GUb6LEWbOnCGxEJxUoQLT/8inlx9HkLXXYdfbZZkRtizR1GXiY/cngPjiQJQhAEQRwcgjgLOqcxGPMLkLN3r2L1ew/j/R2YVf2RAEgQJ1JneUR9hJd+jO+uruJfTs+xALwXBMgu41RWgNwcqmYwT/8AX179Cr761VV898FXSqs+yhbxx6sh5hMgsy3wj1dxOKxMxlRsQ7Thsg1YwS044Xg7quKxm/4NWKGWRNO2O0sViO3f2BEBUocw6oFHZqGNUUbzix7E4uDKRlAhEIKoDV6QIExZCGT5e2eTIB5CZYzsqwte2qrKS3M+tKQry/RgyoYfDc8rkN1tVX4QBEEQy41MGJIJTY5JgNDY1ZEkMVTMIWOGJIkRIwGb0A7LlQxGSTsrixvwRqowqj5vRx5cWS4/TN6DK0PY0tdh5XJcqHixgB056LMt9FmrUIHilUoQ3faqXH54MYcVWTBYG93gJrrhqATZnvzwFIcppgTJi8lB8gRBEASxHwjiCCwNOqcxOvaiAEmQIEYChThmkMpHpCywqK8XaH9xPwmQRS52izaskSqOvOqjsPD/7OGvYPXvfoJjP/wyVv/uJ3i/5kK+MxagvnMCxOOtypwN078Jf+a2UuUCwhettJrj5sT2YGU44XRxZAU34IbV1SS7StQFkzoHkis7rRAhIbLXEbE7Jg7GJIjsgCtby4+J723VkiAi9vJWW+PCZViCCOUhlMZQzkco+6UVSkxZ6bG0EMge5dkQBEHseybngJAAobFrI0liyDgNTpcGojhAghgyiRFWtMNyFCtZwDfgyvHWUpNwZQCTjbaE6sOpsR3dNms8ML1KglThKQY7smCk1Rn9sDUmQbYjPzQibR9WnS9iR/XnTBAEQRB7kSCWEHGMmORHxSgRIGfvxurq3Ti7dQFH/+6ruGN1FXd89e9w9MJW+pGH8b3VVawW+ZczeSusrQsP4wff+nOsrq7ijq/+F9z9+DvwUNz8KlbvPoOPTt2Nb/35Klb/+RT6AN5/+HtY/d7DuPTRKdydfv7Pv3U3Tn2k8+WSJEaSSKiNF/HTf/4r/PnqKlbv+Ar+y/+3jrcsG0KaePqHI/Na/Q4euFi9ePvpy/fjn755B1ZXv4yv3PVDnPqf/zQiQC7hzI/+Bnd+4yv4crq/b/3z/XjhRmE7N87iJ//8TXzljlW9nW//I37y4iWYlYvGt/DRuSP4r9+8A6urq/jyV76Jf/rpGXzk6p+bn5zBT7LjW70Df/H9H+LUr24VPv8qfvLXq1j94cn8NfNXx/Hfv/+1oc888d6n+ue95/DoD+/CX/3F/8/emz3JUd7p/v+RbuxwxEyEL87vxO+ET8TMnDjzO/O7mDMXE1EzkhE6trHZjW3MGBiMsdsCDBpWg9VqSYhFIEBsBgMWizVgMGADUqururuqa8nK/d3zORdvZlZlVWZV1tKr3jfiCejurNyqJFV/P/U8jz5e5ZtX4saF4/jQHbgP38te4ytfJse8iAtffIpGUIUdVGGHqzn9E2dx37c1tKid+jEqlZuxVOsf2L+KB6+t4NqHT+OlIzfiiv0VfPu+5/TPLp7GQ7d+G9+sVLD/iuvwi9MP4d8HAMj7j16DynVHMp0np++sZL+XA75O36nv04XX78UPrtivn58fHMZLF7MwYfX8b3DXDd8sfo6nkM/qMfiYDFL4rI5uTsdITzW4ZIfAjzJAROrYLBOdtcskPQS8NaZIXEdhEWmNLRz3eXNsl4zuDhnV2dGDIFQ6CAbitrTbpJPzWvM0qBFd8zo0MjIyukykIlH4248BIGZtycrAD97W6oMgXCkEORDEFQHapJE6L6aBH76K4UMfGOjSTin44UmSCz+yECTf7ZHdD811oKQQhKzAoq0Z4cfgsQaAD2nBYe5cjmFkZGRkZLQTFSgBogSEAR9jVhEAuR43/uA6LJw6h08++S0euPEAKod+hTcBgHZQXV7Gk3dUULnuAby5vIzlRow4vjiBmw8cwDULp3Duk09w7tQCrjlwALc9vd63+woqP7gZt1y3gGfPL+P8J1/qM3nselS+cyNuvO4WPHT2PJbPn8Lthyo4cMtJXFAEXHrg4gMs3bwfB66+Eyffeg9/fGsRP796Pw7cehwrootW7QN89tu7cU2lgttPnsdnn3+IVbdgUPvpo/jhgQoO/fhePPfuefz++Xtx86HKAACp4Y3TD+OpF87i/Ofn8ftX/gO3Hqrg4C+fiQHHX3Dqtv2oHPohHn7lbXz24Vk89cDNuOq2o7hYMCC2XrkLhyr7cfXPH8frH+rj3npn3OfhPotfHqpg/9V3YOnNt3H+zcdx19X7UTl0B86kxeyDAOQVHPmufsyT757HZ+8+i98sXI1rj5yNz/E9vHjicTz1ymv47PO38fozv8ANByq46WjclVE/hlsPVHDox0dw9sPzOP/mEo7823dw66mPEbANvHrPlahU9uPm4+/Bo+v5XRnn7sVVlW/hvjc3EHz0AG6oVPBvT3w8BECu+eH3cc3Nv8Lz53+L33/4EbrBW3j8h/tROfQDHHn+VXz27ikc+fGVqMwTgFx3Hb5/7R04+vpv8e7ZBVy/v4Ir736md24fP4gf7K/gypsP4+nfn8Nbz92Nm+dWMt+AR+vwaH2ijhGXrOVAkCqccDW3QH0nK+QthHwAiEjPdC/sAjHlxhAkH36EwkrhlnZuFEEQve3IY0kXgRgGGkNOEmnF5+YhFNaQS8Xj9fi8prxm6YJKx4ASIyMjo10uGTGgIPjYABCzNn3lwo8SEMQVQdz90dBF5bQFtwRsKJJ2YNjoMqs0RPFkfgRXtoukuIw9ke7lyN9PO6yjRdbQpdbcBkCuILCY1eskSeGHib4yMjIyMtqbCo3rY4JVBEAO4qdnetCCnvkpKpUb8ZtP+zcbjsB6/Z6DqBy8G6+lzegUr919EJUbf4NP+x9X+S4eOJetT//osetRqVyPRz8IoCIOqQjOP3INKgd+hheFDS5s8Nd+gYOVg/jlKxv6a2HDe+XnOFi5Ho99bIOKDoIPykVgvfXAd1Cp/Bgn673vWacHHSDDyg7eYxhxx/ERjo9+/SeO/qiCynfvxVs5P//s2E2oVG7E45/2g5qHcVOlD1gMARAdGXXNw6+XHEoPPD4GB/9+upa7/ftHb8Q3D3wLv3jxL4X7fP/Ra1A5cDtOuxtI3CD77zyBxgAAqez/EZb63RdvHcZVlQr+7YlPkDoa3OPzdYAcvBVPLa/Fx/wCp/69gsoN9+O9+Bye/+UVqBz8Kc5YvW6Nzkt34mDlCiy8nH9PysindbjhWtw1UoVL1iaAII1MFJYd1OCEa9vW+TFPhbwFwjv60/jSAZMOuDJAZKeKqWEwEfANEJktEGfSQSiGHSPJtmWORUW+qyOBH+FAfBVL+0KGIQgd4zYZvk7tEtHX2gCJ4U7+9l782jVRWkZGRkY7VUndQt4yAMSsTV8yovnwI5UFFXEAAIs0BOnBj/4C7zbcEr0fo+QpNhEE0P0fXiG86DILniDj9xM7UAZjuPo7TaZxtoySKwi6rAuLtmFzAz+MLm+98Kur8J2r+nULfvMJh//JMfz4qoGf/erlbT9fIyOj8tKuD2lcHxOtYgfIY/1kI+d7wwAk3ldfHBYAtJ++TUdq9T/uOw/gXLqFjrf642PXoVL5Kc5IH1w44MLGB49ei0rlDpyJYYf++jac9u0UgPCN47i1UsGdZ2ww0QUpVYIeg4iBofpwB0gNf/5tXzxUovRxNbx0+EpUKgdw7cLDeOndT9AcOQDWsOLbR87m/vz0nRVUvn033sh8/3UND1LIMghA3sPRH+1H5cC3cMsDS3j9k78MwJiLOP/0nbgxicBKlDw+dp1Uvnk1fnH0Wfy+dnHCoXZ8L289ilr8vZcOX4HKwbvwIlnNApCf/BoX+1wNHx/9PiqVq/Hw+dEdILM5QI7gPdqLlXrqpxVUrv0Vzo04L9c+hn+fCCpl5ZHhrhE7rOZEhxXLZ3U4pJa6PiZxkOwWhbypgYjQQISaofKOlHZntODzRtyhYecCKybdDAQJ+eRl4/nRVnWEop3b3aGdIP0QpI6goAuk8PriMvUsSKmnDpe8bQO+gVA0QaU9/X1VLqjsxjDJOE6MjIyM5ioZFPaAGABi1qYvGTGEohiAENFNc9oiAERRdFl7CBJY1IJbAjbMWxqCuLBocwB+dOHK8udTBEE0/CgPdjzF4Ao/dsOMdp54ksIVATxl4IfR5a1nfjaYD38dHv4jh//HR3HtYKb9z85s+/kaGRmVU6gEeKSQ/zkfs4rXPAHIy1g4MPh3bKIBAHL9Y/gIutNDKQIpA3zw6yzsyAMgL/5if8H+NQDhwgb94IESACSGCLcvZYHFAACx3rwbV1V6MVmffX4ex28fBCcf4+0Tv8APY0iy/4rrcPfLH+cfN46Hyi/4/j0evSEHyiTnOug66esACdxzeOHR21PI8c2rbsHR97V74eKpH2N/X+TWZ58/j/uvHXj8yqtYuucmfDfpybjhF3gxpwPDp/VhF0L9KH5SqeCHx/4z/Z713O3YX7kCC68kZeAxaPjpsTTOyQ5rePeRq1Gp/Bue7PQfZxMACGvAJdqNkQUgJ3Dn/v7zSorZj+OnlYF7VAZa0Dqc1PWRV/g+WSG6zxp7wvVRHojEcVk8ictyxvZGGG2NmHRjSDUaUDHpIpRtBKIzNcyi0kEgNnrxWdIa+TpInCCBaOrjTgI/pAsiOgUl7oNxWsOgJOAbU0GQrGOmPjYizMjIyMhochX1gBgAYtamrwgRuApyIQgRXQhFEfVltFHpwOEtdGi2sNzmji4dn9HJoKFAOJkTRFI43IkhSBP2hPCjtx+CLrNmgh+O0I4Ui7bg8vm6RoyMjIyMjHaDAiVAlYI0ro8p1yY4QO54EsvLywNqpEXoL/ysgsr1j+BDGUBIrxB2FDtAbsXJLz7GFwOqdfU27IMHcd1YAFIAGwYAyBtHvoVK5VY83dcjMjR475NV/x2WbrsSlQM/xNLneccdHVc10gGSDuNzAEifmn8+jftu2I/KoV/gVfYXnLy1gsq19+OddJtRj69h9fzjuPVQBft//Bg+Swf7MUAIa3DIasaNoEvP86HUt4+chUfXBgCI7rLwaR0fPHZdTuTY/AHI+/E1OOHqGAdIVUMKZ2kohqsc/Kjlgo9+uURHWXmkDpesX1aAYzI1YyDSARVdUNk17pBdoMQhManzY1BUOghFG6HolopHY8oDVZN3d5CcHpGhovf4HJhy466TwXL2jdLXy5TfF7VVz8AWIspFhRkZGRkZlVNRD4gBIGZtydIdH0EmCisPfgAAlx4C3k4hSJd2YDMHXdaBRVuwmT01BEldGLQNh09WCO5JCkd4Ok5qBieKjqaarItEH5/BGYjjsmh7LARxJYXNvZnjw4yMjIyMjHaCdMm5cX3MtuYJQCheuOvAQAdIshRUxCBViDM/q6By3YP4oA90lAUg3pk7cGCgA2RIKQBpjhywvnT4ClQO3IJTIzpAXjp8BSqV23E6fdzHWLqlGIAEbCMnRqtfMXy46WFdej6gj4/eWNgB0nNYjAYgKTCo3I7TeVFf7gu499ujH98PDjx6AV98/gk2UldDNe6j2EDAajh9535Uvv0LvPC5dshovYpHbkr20YAT/jYGIEvZof8rd+FgZT9ufaqvX6SoAyQDhnKehzEAJGAb8Oj6AAD5AmcWkg6QGhyyBp/WYb38MxysXIFfvlJuWO/zRin40V9mbge19F5uP2zY2QpZEwFvxu6QpD/ENe6QmeTFBebz2yeLoUXAGwhEM36OXISyM51LYgu6YYjsjgEg6wh4K32tUWnn9pQk1zvueojoIuAbI2HL9r82jIyMjPaGhApze0AMADFry1YUKXCpIUgR/NDbSTDpIeAd+NKBK7xMJJZFmlNBEA0eBorBuQtfMrgyKOmmYCOhiXaKBGPBiicpvInisyhs5uR2kYyCIJ6k6DIbHdpCl3UMBDEyMjIy2rUKlACLpCk5n8uaHoDowvPbcPL8Jzh36gzOUQAf/QY3Hqjg0C0P4ez5ZVz8w2s4dvgG/OT4R+DSBRf2TACEi3fw2I37UTn0Izzwwpv44os38eriz3HjTx7HZ8k2Xz6OH1UquO6+53D+3VNYevm9/MFqPDA/dNvDeP3Dt/H6iTtw7bevxME+eFF76hbsr+zHDUdO4/znr+HJn38X3zp0JSoHbsJvPq4hWHkCP73qavz00SW8/uF5nH/zcdx19X5UDt6O0/X8YW7txTtwqC+S6vfP34tb73xMA5H6U7jrUAX7r74DS2++jc/eXdL7O3QHzqT7ywIQ6/0juOmqG3H30Wfx+8/1/m4+1Bv867L3K3Hridfw2Yen8fCPv4VDh65A5bs/w9mVDVx87nZcde3tePiZszj/ub4PVx+o4OCdJ7ESruOluw+iUtmPHy2dy5Rye6SOgD2LXx7M7zTRECaGOfR3eOi6Cip3nhzYLr6WQ7fgN2++re/ftd/CoYNZAKKfh2vw4Ps1BO4HeOXIjfjWoSvieKt6aQASsAaezgCQFXTfvx/X76/gyh/fg2ff/QPOv3IENx+qYP8NDxRDriE10o6RUbL8FbS9ZXS8S333sgqPlu8GMdpAzx3SBpFxd8gOGLTsFulBfAehaKbuhln3qR0bA64GsREP++u6DH3Ow33tNumCCGtsNBdXXm7HTK9DpF4AP5ogA+4OKm34ORCDjil719FeRSXvyfEaoGL6XhEjIyMjoz5J3wAQs7Z/RZGCVAwy4rnwI90u/sSgiCh8YQ0P/SeEIK4gsGgnhR+9/bRiZ0kbFm3B4c7UgxlPsnRfXe5M5C4ZJ4d7Q+c+CEGcgSitxO3S/7gu60wEXoyMjIyMjHaCdMm5GvHOwazJ1vQABOuv4Vc3HsSBSgXfPHQTHnizq7/91mO4/Xv6+5UDV+B7tz2I317oOTZmAyA2eO1lPHrbd3HwQAWVyn4c/N5P8Ojrf4KXbrOBPyz9BFd9Ux//u7c/jvO5Q9Qa/vziL3DDFftRqRzAVbcdwWtvHMG1GffGx3jtgR/gULKv2x7FOyvP4lfXHsBPTv0FumC81/9RqRzAoe/fiac/ro0Y3tbw4eleKfn+K67CrY+ewZ/jmC3ry6dw5EffwTfj/V31o3vw/Jf9+xtwgLgf4JWjvf4PfZ5H8FrS4eGew8k7r8IVByqofPNK3HjPM7j4n4/hlm9/B/e9uYGg8zaeTPs/4m0WlnDeWoUdVHHu8etxYP//wV1nPhros1iF/8pdxU6JGEho50qxa8X68incfYO+f9+86hY8/MYLePi6gfgp9xxO3hnfk/gaXn3kGlSuuw/vJOXipQDIBp65s4LKdffhXAwfHLKGxjuP4afxOVQOXIEb7nwcb3eKnr98OeFqMfzwV9DxLqHtLaPlXkTbXYblX+rbpgaP7PwoLN0BU77DZEvE+2CIiJ0GxhlSKJoWmtfTgbsu4Z5uf0z5IDmRTh5bhUNX4NIqfNaLipoXBNEQx4q7O+oIeKsQgiSQI+ANBDnF7Ex6CPkwBNH7zI+26ocgHq8j5C0wNQbCSC+O0MqHLWkU1hiQYmRkZGRUXnlF6AaAmDWXlURccRWOBBtApKMQIoq8TLbBfYbCRsDbsFkTbdIYGPw34TDt4Bg1NPEkhUWHIUqHbKBF1rFBVtAKaylYmQaCJPAjc27cndvgx+buSADSIRuw+1wgGn5YQ4+xaNsAECMjIyOjXSPt+lBj3luYtb1LQSoa93q4xRFVW6YuCG9t/4B2l8kj63Fx+Wg3gx2swAtXEbCtHdz7tAE3XMs4LuygCp+Ud1F4tB53cdTndv4+bcAJhiFI4vpouRd78i4OAJAVOMHqtj/3Y18XQU1Do3Ann2sPiOhP5BsYkogqJzd+aRYIMuhq8FgdLqvBIZfgkGU4ZBkurcLrgyDTxGH1i0k3FyQEvDX0fFPpIpStzLa5EEQlEERvE/LO2Ig1HYfVAhFW6X4aJl0EvJULQby0B8S8Zo2MjIzmJRlxDM6cDQAxa+alIqnfkPAOQt4BVyHy4UYEqRiI6MYRWKRgu2RrhYBbCHm7EIJ0S7hAXEnQyYmOapF1bISX0AgvoEWq6KT7ngyCOCIcgB8JbGjBFd5cBkA6AssuhCAOc+ArDYI8RWFzO2e7Fhzub/swy8jIyMjIqIyIkpAj3ymYtZ0rigSEIhDSBRfODvwFr3QAACAASURBVAAfPVHe0f0B2z6U3T1ywrWSXRYrsMMavC10BGj4ke+0cMJsOft2yKPrQ+fV8S5l4EcageUPX4M3AcQpc688sg6P1OO+lmn3U4/dLdVNO9fNk4YhRCRF6pfvYJkqZ2TXRSA2dOm4tCYqEqdyEKqswqE9+KF1CR5byxyLqulK0jX8yAcIGm60B645P3IqEK0caOGBSiuOoCp3DyYtXS86L481QMY5SIyMjIyMJpaMhufNBoCYNdOKkMCPdkYaggxsGVEQ0e0rQbfGQhAZsUII0qVWqTJyT8Xl4X3woB9+bATLaIVrQxFbbglY4MgQFm3nQolNgSC0WwA/+q+XossHtzPww8jIyMhodyiQAtL0fOzYFUUSXPo7DnpkJLsIhQEgk8gla0PD7lFywtVeqfmmqQGXrI11pnhk+wvFB6Ow+t0fbe8SrBzwkQIlfwXBHICShha1mSHVKDeQ7a9MdD66M2a7X99NhKINyrugl9mn7Knsjuye8GhNx1XxNYSiPRkEEXYKQTy2BoeuZACIR2tDsGUqF4jU3SWjrqPnBPERsDHl5rkQZIueD+WmEES7Ygz8MDIyMtoUyQARsj0gBoCYNfUqgh/DECSCiCgC3hnahggLclIIwpvosnLwI9EgBGmHq9gIL+bCjzRSinXH7tfmPjpk2F2Sdal059YHoqO2enFetsh3qniSoJuCmRZsAz+MjIyMjHaBWE5hnVk7YUVQisVujx0AOEq6QALjAplI7gQukK0AIC4Z0a8xcC7bfe9C1shAg6T7o8j1MSiXzgZx8kCRHdbgs/IAwqdzAk60AZ9oGGP5VbhkDVsdmTbyuRJtUGFP9Sn+3aj+iKd+ubQGhyZRVdqpEYo2JoliIsKO+zjW4dI12HQFDl2Gx1YH4MTGTCXfVHRHOll8vo6ANcGVD28MANHF5ZOfC5U2AtEGkc7Y2DAqXbCCHhGm3MKOESMjIyOj+YjlFKEbAGLWlCsCl0Eh/EgkIw4V8Vz40Q9BVMRGHksqkkZsUemAKoZAiYmGKp5isLmrIUjYQCtcRYusF0CLDjwxvmDdkzwDJPLKyV0RTDUEKj4mg81s2NxDEnuVJ1cSdLkDJ/f4DJ4g8EY83sjIyMjIaKsUxnFXZu20pbvbdhP4yLhAuAEgk8gfGOKPhA5kc6OnfNqAHdTKAxkyLwiSQIAa7AkhT38Ulh1WUzdGGU3tlIh7TQrBSlgWPjRKAzDLrxaWt/eiswZAzKa7haZRM47JSmDIXgUiXhwflcQurcGlKzqyitbSno60B2MGCOLxOryhmKrmTPAjUTEEScrQ9TlTZY+AIHWEvD2RA4QpD6G04ItGDFrqINIugCAeiLQQsDp83gAR1gzDOw9UOtvmVjEyMjLa7VKRyPxWYwCIWVMvrijC2JmRCzZ4ByrikBEDGQFAQt6BUGRsebqMCLjyEUEgAsAiNTkEkRQ2c2DRDhwRxF0ZzangR2+fLBeCTAo/PMng8AC28DEKbCTXMa77pPCxMQjqkCY6tAV3AieNkZGRkZHRPBUqAWFcHztsRYigYvDhbT/ImNkFst1D1t0lP6fPIjvMrsKjm/+Jfp/UYfkraLkXtYuixFB+1hipxAGRXmuQuBfK78Mj6/DoGnxWh0/rYyGOHVThTBnh5ZVwa9hBtWQUVmMkSBnvuklcHwVdLZsMzGYWb4LwvQtDmPLiEu51uKwKh16CmwM/Uggi2xPtn0oboeiASi/uuthIwcQ8nTZEWAMQpI6QW0PPF5V2fA7919VAKCbrOmHKRSg6Q90jAauDiCwEYSqJ6uovXm+Ayu7kz5d0Umg1rkCeKQ9MuXvuNWtkZGQ0q+TAB+0NADFr6hUhAldhLgTR/R403VKoMHZwDMMPLv2hbLZyxweYmhyC9CtxUyQQREdrTQ4WBiGIRTsTw48uc9L+EYe5hbFZrtSl6xZtwpXjYUnmOP3wIwE+tD01TDEyMjIyMppGgRJgkYIyFec7aEWIIgkVUQi1u8GHcYEMD7fLbhuyBhySN7Svwg5XN7383GeNtIPCCnpdGh1/PASZ1kWRHDPPsWGH1RmKv8dBhdoM51yfAFbU4I993iYDIPp+6/tSJjrL8qtww53QB1LizwBvgfCOHnDLvTNY1sP8NnzegMfyy8T7HRWzHIsqV8OkORfQM+XFQKIBn2/EDov8Y5AUgtQR8A0Q2R0bXTV8rPYQ/OgHKiR2tjDlIuhz2QzFf8lu6deRjtpq5uxjEIJ4INKJt60jFJ3LJtbNyMjIqIwGO6cNADFrphVBYRCCENGFjHh2u0iBST8DQUgCP2b45Oc4CKKdEuPcFAw2d3RXh8jf3lNsbFyUhhhddJkFV4Slh0CepCn86KkJmw9DkAR+9EBLE05JCKKv00WHDneWdFkHnjROECMjIyOjzVWgBIiSENFo36dZW7l64IPvcsdHrgtEXL4uEJ814JJ1uOHaRIN27VzoDbPtoAaXrG/6J/h92oAz0PuhXSDLY4rEqxomTNB3MeqYeW6HaSOc+ovJ+89XR3ZNDwQ8NtqpMwwrxrt2fNoodHDkKen2cEs+ZudGYRUr5C1QYYHtoSgipjwQWRwnFfL2ji6LZ8oDlXbcozHqPPV2OkJ78ueOSSeN9ipWQ7trCuDHaIAxLA0/Bp0r+fvQLpcBN4yBIEZGRkY9yQAGgJg11xVBgUttSaXCHrIZpdv1QRDCrZnhR+/4+RDElQRdZscgoUyfB9OxWMzJbO9JApu7cLhXCqZMUniu4Ydd0B/Sgh0f05MMrggy8GMSCOIpDpt7ufCjV/puGSeIkZGRkdGmyICPnbk0+CC7PurKuEByBuS0DoeswvKraRTSeBdAT0kPhhOuzuCAKKcE1OTFRVn+CtrepUIXiB1U4YZrU8EZj9bhlOgZ0VFY098Dj67rTpGgGsOk2SPEfD5hR0pYK3WPfFqPgdLo+2GHOtLKZ42Juk7ccHXma98uhbwFyrug0o4jh3bAcGdK6bimbJxUEEdEbfe5zfMaNSiZrvCeSXeMA6SOQDTBpIdAjtpObzvKraLP1y2AUlkIkrz2qLBzjmkgiJGRkVEioQwAMWsTVgQFGVGoiAMjRhtRpMBlCKFCRNH86k4HIYgrQ1hxJJVFmkNQY1gMjvDQpg10SAM26+qScEHinhANJMpAEF/x+Fjjt+tyZ6iDZLBHxBEBXBHAosPwIwtBiiO3EndK0eN7nSXGBWJkZGRkNF8RJU3c1Q5badSVDMDlDoAUm+4CsS4bCKLjiNYzDo5pnQx6280fVuvopVHxSToKq+0tZ1wgdjh5R8fwccsN7u2wNkP8VwMeXY/7QeYXAzXo1Bnrvihbhj7i+bADHQnWvy+PlHej2P7KRCBupyoUbV2ELZ25xzxtlRIIEvAN3YEixjsUNus8qHTmCpV03FdSXF4HmRIKaAjSygUNgWinzpJeBFYeBGkgFOOL1/t7WooBSKO3H+nl9pOUgS1GRkZGl4v6P3RvAIhZ27AijIIks+xVRBG8PviRDvdHQhANPzp0HRvkEtpkFR3SgEXbQ9BhHATxJIcrfHRZt1Q01WAfRzEA8WCNcG90yAa63Bt5LFf4sGi70G3icBf+BO4VIyMjIyOjUTI9Hztv9cCHf1mAjywEaW/70HSz5dMkjqh4eD2Lk2GzVMbJ0PEuoe0tx4Xo1bjXYrZr8dh4t0NPO/PeuWPiu3R3Sy128ZSDWYWxXQVuoDKukX5tdo/M1qnZ1xfSBRsbybTzxJQHKuypIqKKRKUDIq04omr88YmwEIgmQtEq9Zix+8x1bjRA5LQQxBmAGw1d+D4AbPIhSEPDl5KQjCpnqP+j3/1BxECXiMzvKQlFa9eCOSMjI6N5SkUi/T3IABCz9tRSkYAvuujSYahgkVYOBGFwhIsOrWODLKMRXsBGuIxWuIKN8BKapIo2qZeCIJ7UQCMBFRZrwxEeRkdTFUdgdUgr7QHxJIHNbFgFsKRLLbjjOjwkg8uHIYhFm3C4Z+CH0a7UvoVFIyMjIyMjIyMjI6Mdrv6hlHZpdDI9GwFvzgRBqHQKHBvaPUGENTUECUULgWiCSKsQLmgI0o5L5nVJ+6QggspBCFLXDh1pIw+wJcdMrrm37fYPHo2MjIy2W/0VDQaAmLWnFlMeQt6Gz9uw8yAIbcMVvagoV/gZ+JEq+Dz+/4tokdX8/che0XkCPwbdHN2cXg1PMTjChyNC+Irl9oBYKfwY6CJh3eFjUAte2eiqAQhi4IfRbtd2/yJnZGRkZGRkZGRkZDReyUCqOFpKD/CnLZwvEyE1bdQXk24plw9TLojoxoXl07kwqHT0tbA6At4eC4USmKSj2WZ30RgZGRntFQlF03mxASBm7aklIoqAWxqCsNYQBOmyLrzUKcHQ5RaaZCULP8IL2AiWsREsFwKQLu307Yejmxtl1YTNbXh9DhBPMTjcjeO12nCEr78vKbq823OYCD83ZsuTJBPv1aVW5jxKSTK4PECXWQZ+GBkZGRnNRbrgXCGKTNzVTllRJCFVCCHdbY+f2jnqguzRLhBnbBRSfxTWLH0WmyOPluuRsMPa+A4J2oATrg1Fa7lkLbcDZVwXSF7vxeTXV4dL1uCRzbjv+nqzUVVrcMPVTEeIHVThThIbNmEHTH50lu6e0a+33Vl+PrV4EyFrIRRJRNbuiySiykHIc2Kd5LCTggkHPluFQy/BIZfgslUNHUTW1TG+XFzHPYWyHR+n/PkSYcEbU0Yeiu5E+5xMHqjs6oisGUEEk64ucC8Jg5jyTPm5kZGR0aBkmP5uZACIWXtsRTEE6QxBkC7LOiVcSWDRNppkFY3wYgo/ktirZlhDK6yhTRpD8EO7SFi8H4bOUD9HUxep9zs4UvjR21bHaWlHiicpHO7CEcVl5r7icAVBl9noMicHfmh3iSvCscMqT1IDP4yMjIyMZlIYgw/T87FzVgQFqSiE9MCFswOgw84SiyNXtn04Omd5dB12WL6HYZby8M3S6D6LKhyyOhZ+eCR/CN8DGWsYHsQ3hh5j+Vq6OH56aKFL6ddghzXYMZyYpIh+kuN4bC0tW3fi4+Xdx3HXk5yzE9bi10nZ823Ay8CkagyddhZs2x71+kKYcDZxAD8/UeEgEBvFTgppp9ehHQhN+HwNDr0Em1yEQy7BiyFIKJqxeyIGIDy/58Ln6/DoKly6Ao+txX0b5SFI0ilSDD963R3a0WHP9Z7pUvlGXJI+W5yXkZGRkdHsEipIf0cyAMSsPbgiCEUQ8jZC3kbA23B5F/4ALNBAQkdPNUkNjfAimqSKDmnEAMPWnR59zg6LZeGH3g9Hl2cjrHLhR1GROW3DSeO0ygEJT9IchwjTPSG0FUOa8RDEyMjIyMhoGoWm4HwHrghRxA34GKsuQt7aAQPR+Wt8IfbOLvQOWKMA4tTGOzBoAx6pFwz9+8BPEYCgdVi+fqzlXULHSwBICcdJgRKQMFgQ7tJJoMIEx2MNOGQN3TGl8nlF5qPOeRII4rMGXLoGh1ymro8SClkTIW+Dii74DnaFBCMgRa+UOwYI0oPPN+CxOmyyApt8gS79Ag7VECQQzYw7gcpupvsjkctqsXukCp+v9ZWOTwBBpBfHa/XvO+taodJGwDfSXpBZ7xUtKCOfFwRhykMoOwh5K1NYT+Pi9ZC3xjpFqLQRCgvUuESMjIwuMyXLABCzdszikoBKF1Ek5rC3CEKF8ZtLFzKSYErmDHEYbOHAos0YTmi3h8Nc6H4OlkIQawRU8BRDV3TTmK0syBgBP1II0oIzaZTVgAb7QQwEMTIyMjKatwIlQJWEjCKDPnbUUhAqNOCjpJjoItyTUViNodin3QM/tDyajaPqxSeNftxg3NNo90v+9bvhGjreJXS8ZVhe4hrR0GTUIN8j6wNQIXF9FJ1PFf4kUVQlNS7KKwUgBcf2CiOsalO4Vgz4GK8mQtYE4R1Q4e44V0goi5wUsVg2TooKGy6twSHLsMmFGIJ8CZev5pZy90MQj9Xh0hU4ZBkurRV0d3RLn3uvYyQGNXEfB0uvqx++1BHOAEGochGwfKfMPCCIdrX0l5xvgCo37gnZSK8hEMXdKfpeb8SF6hsGghgZGV1WSn5rNQDErB2xuCQgcXcHETaiSM5hr1G8HxV/BbBI5Qx0WCqbe7C5n/25ZHBFWKJrg8URW1lnhqdY3BFSAD9iuXx09NUoafgxvM8u7cAzEMTIyMjIaA4iMfgwa2ctqSi4NOBjUlHR2QED0PnLDYuH4DZZhcc2L47IpzoCySOzDb/dMI5fCsvHdI0HP4M9Itlz9Mha6gDJBwD5980jve6SJFasDIjYDAg19rhhFR7Nu6exc6Tg+rvBio4fM1Bj88RjV8iOikzyEPLOiDipnqMiibVy6RpseimGIBfRpRfgsmohvCDSjmHEKhy6DI+vjnScTHJ/mPJAlZ06JpjKd2kkmgSw9CsURfeop1CMd2jkXoN08sviWT33OgLRyjhttBumM+xMYRugO9h9ZGRkZDRPJfNlA0DM2vbVDz8SEdEthCBScRDeBZM+ohhu5K0IEZgKQKUHGTGIKISCAlMKgRJwRAiLWXGXRnH0lCcZHO7D4V6m0HwSuZKgWwApeo6T6QZSXWaPBCujnCtGRkZGRkbjRJSEMuBjBy6p41N2AEzYneqC7NUorCEIUh0ZezQP6RJzPUC3/ZUtv+ayJeqDsEIXpo+HJ064Bp/2jufTBpxwOHKszL4sf8Iy8rLPO1mD5V8aAX3yj+kE46PTLL8KNzRdHluhULRA+XTD+EnFpDfGeZIHQeqZSCoWx0mlMVZ0DQ5bhkOW4x6Qmo5oKnAd0DiWUA/1R0duUTEdINIRUu2xoGIaCEKVA48Nx3llAUixO6Nwv9JBIIZjyFy6qu8tvQSP5YAp3k4L0UeXzRsIYmRkdHlIxilDBoCYtY0rAlchwgH40YMgNjAAOKTiIMJOt+EFECRCBCpcnfHMdSlgIFpg0kMECaYYbNrpOSWYmws3PEn7AEMTNndHwpJRcmUIq++Y84AfvuK5+8wCkPbYYnWjScXgSx2R5kkGT/X+35cUvhotr/+x6eNiTQnZjIyMjOYt4/jYqSsyro85iUlrT0Zh+byOXg9EFf4muz40cMm6B7xtKFnPAxKjAUgDzgjHTAYgBNU0ikvDlnzQYQX5ACIFJEEtjaDyWWNmt0yyH4eswvKrOsJrAIKMKl7vd7CMh0A14wLZQlHRBBMOhAwgFIVQFDJikBGDijhUJKAigQgSUaQQRTIjnX/Q0+DPZcTAlAMqLQgVQEUcMuLxMWh6TC5DEBF3ZogmqLTBVZAOlugAAPH5Oly+CodU4dLVNMKKCnv0kEp6hb0jAZ+9S4PkOCHyjjPNvvshiMfW4NIqXFqFxxJXxmTwI+n8yDvHJCosgSB57hwiOqDCGnu9/pTXa2RkZLSbJCMOwAAQs7Z0RTGs0MMUqRiI6ObCj0RUuumjB+FHCkFUkIEgUaRS+OHzOmy6AodegsvWEMTuEiIs+KyFLm0WQpAs/NjYBAjSTLtGZhlQuZLCou0C+NGCw914sL79w7SdJ5aVZLq8XlL4isCXIQIZwJc+AuHp/0oPgXA3Vb709PGEHx8zgC9D+EpHsfXOceD8t/1+GhkZ7XYFiiOUAlIVOyzN2q4VIYKEkP62g4O9oy4ob2/7oHMz5PN67PooCz90fJUdVuGENZTpcPDoemH0lOVX5zLcn0Qha8Au4+YIepFW4wrDByGIE4zuGrE8XaI+/LNqCiJ0VNh67z7N4AbxSB1O3zVY/go63iVYvnZ96H2P6C+Z1jljNIGaqULeBBGtnngbVHTApAUmLVBhgcvu0N9VQoWIIhHnmM/6wYQIKhLgygOVNqi0wZQbD4iK9q0fE0XJe4MecFERB1cBQt6OIckGAl5HwJOYpgYC0SnXcSI9+BkIUo8/xDh5fNSgyjkipj8OlTY8vgaXXUrdLz6rT33uTLoI+GCZ+zo8tgqHxMegKznXoYvd88DUMPBpgBkXiJGR0R6XjBgAA0DM2qIVQUEoAipcCEU1ColEnBdaBEA6YMoDAKhI5MKPZDuuQkSICuGH1gocVoPDajEMacUQZCMDQXxVBD8SteAID9MOnB0Rosu6Gn7MCUy4kqI7AEEM/Eg0CDkoPEXhSwJfBghkgEB4sTYXbGyONChJIUkCSJQBJEZGRuUVKA6iDPjYuSuCUgxcujsAGuwtMWGB7EEXyCTyaX3IPeGQ1eLHxAP8cbDBCUfsY6QaKSiY9LEeqQ+5UfIgRLK97s0YX56egIWuPx4SWJ7ePgUnYQ0uXdeOj7yi8ZLAKfucNeDGro+849tBtbC3ZFAOKe+csUlt21+vO1VhDDgykIO3QGOwwWQ+3JhI0odULAYRk4MQ/Ts40/0YMfwoD0FGr8RRQmQXTHXja+6CKa/nKIkIhApjBeh3kiSiyoHPmwh4A0Ec5zSvIZiGIINQoQ6fN2csBvdApAWfr6WzB5fW4LF1hKI9sQMkvRcpBBnsAFmDx1bh0rWhmDDSX0w/CoKIjbmAJSMjI6OdLqEoAANAzNqCFSGCUAREJCXn3RSCFLk6Qt7RcVVRhCiNyip2ioTcQhRJiPjTJ6FoDsAPrS69AJtciO2i9fiTKh3YrOcE8SRFl3tjYqVaO65XQ0OQzmUOP5JBf+yQkD0XRyC8LXFv7Cx58IWHQIYpHPElQRaObPdzZmRktJ0KlABREkKpmT9TatbmrAgSMiIQBn5sIgTp7MkorPEqBhnawZE/QM8r27ZiDQKHScu+k0it1ImSGeInYGT0YD8vCqsfQmSH1o1SAMDyL6HtLWsIUgIUaACigYtH62lBfJF7ZJLCd5/Wx5a+2yOK24dER0GjwedzWqi1B8Q3EPKNFHKEvAnCWyCi3XNyFDg45i0hPUhFEUUC5YGFhh9UOkPwox+CqDgqZPJ/qxR45CEQLVDZBZNevK/B84sAKCgICEViOOBpKBKF4CrQHRbSKeVOKOUs6d9eOghFM3WnhKI9cxcG4b24KS+GE9nOlOlBDh1wggS8ESda2Ah4Iz1GIJq5HSlEdvu2S4BPcSeLkZGR0V6TUASAASBmbfrKwo/+knMNQRRERAeisHrwI9mHjsvK7wrR27uIoCAjhlB0EPIWXFYdAiA2XYZDY7soqyPkrRSCOKwJm3XgSQqbu+iQ5hgAsnW9GrpjIhlaF2/nSgKbdS8f+CET2JGAjhDBFsVU7W55CISfhSIZ18gOeG4vE3WI6ecx2h5lwIfp+dihK0IUCUjlbzsg2Pvau1FYRfJpHW4ceVXs4KjluDC086AffHS8YjhgB4MQo+h8NIxxB+CFG67CI+v6Z2QNdliL+ziKwYrP+gf6w66PvGOPirVK9jMMeEbIr8Iha/BpPXZ9rI6BDMXAaehcS5W2j77m4ed0tBPGDvT1lI9U2/3qwY4Wwhh0UNEGi0EHE5sPOsZKupBpPNY4B2cEFXEw6RYCECptiCiY4l8rBRGFoNJGKDogogOhwnGPAFd+DF4cKMWQRG3JiEMqquF/7BgZdot4oMIGEd2J+0E0BOmASHsuw7VxUVM+r8fdKdPtX9/X1hDk0B8kbSIQ7ZH3gIiujifjGwhFx8ReGRkZXVYSkf73yAAQszZ1CRUWggsiuvqTK4ggIgoqbRBh6WLzgWHMoItkEH6oSKbbcRUgFB34vDEAQXQRmc/q+tNfMfxI9qPfTDCESsCTLI7AGoYgFm3pHpAtGhR7ksLhro7NEgHGDag9OcuxdrIrIImwIvHgPoyjnwzsmJ+yUVrZnpHtfv63Rp3OOi54W3EsB++/cRZ/e+QlPEd20nltvxob66iWuCdG0ylQAtSAj12w9Cd1hfS2f8B2mYiJLghvbfvQdSvk58UwFUg7E7KDdN1fUYXlr6DtLaPlXkTLvYi2u4yONzg4H1+IruOchmGM5V9Cx1vW8i8NxUp5I8CKS9bghKtwyVopEJDnaumHOA5Zg0fXSsEHfX4a0pRxa0wCLfT+RoMUJ6zBJeuxA6QcBPFpo7BE3g5rcZ/M9r92N01FsEPGMU47AXaMUgxCVMTiAvSif1kiyIiCqXwIwlWvLLb8v1UCXAVDzpJiN0kEGXEw5Wcew6UHFYnhrSM1AEWohi2qF++ky9nzAQDLdJ1szuCfyC78jMtiuGx81hJ3ptxccMFk/veHzlF05wZ8jIyMjHaTDAAxa0tWWOjaiAvMpZ9+WiV5U1Nk49U9ImGfW6QTW2vFwHZ5EKQKLy4E49IHlx4It3rwo28/MopAlIQnKGzWzUAQi7Zhc2/qEvRJpeGHAysua7dopyQEoXAlGbtdv1wRwmYOHOHFbpPtHtT1x1mFA30d2w0KLg/p+KwgvvchAtUfn7Xdr49N0PJb+MfDi9h3+Fk8UNvE41x6H9c8uIR9C4v42pFnce+fNvu8Avzn787if95zTB/z3mfw83HH3CZ13nsJX19YxL57X8YLO+B89pICJUAjCRFFBnzs8BVBQSpqIq+2QUxYWxqF5dMGgil6LmZVAjBKDfKDKvyB4Xcy1O+HH6m85SGnxKguEJ/Wh1wfVrCCjn8JLfcimu4FNN0LaLkX0fGWB/ZbDDfKRGVltucNDBei90VYxSDBDct0hlRT8DIJACkCTlk1CuGVjg1bhRuuwglrE4MLj65nIJSdXMdedH30AQ8NOzpphNWOhx0j5UBIH0rRESBEQUYEbABYcOWPhCe5e4pEDDLKRWqNBTAFEATZPUBEIYi0EIoWQrER94W0wAYgA5MuQtmJf65nAZsGQUQeBKkj4E2QGeHHLEpAExEdff3G/WFkZHSZSSjtbDQAxKxNXUz6CHkn3wHCrTiLrfwgJoEgVNpg0i98g5T0hhBhIRRt7fYQFrgKEEEhihS4DEBFV+8H2Td7KopAlYLfB0G2G370IMxoCOJKgi6zSztGfKXhhxX3h3RIc0sdLqkkgy8ZAknjKCsDPHaedI+K3+8S2SVA5J0zT2Lf6HqTpwAAIABJREFUwiL+7swX+ntfvIV/vv8J/JdH38A7yXa1d3HFvYv4yn1ncaqziefTOY+bj76MBz6oolFm+1nPq/YW/nFhEfsOn8I/n3wRVx59rZTrZNP1zsv4r/c/ga8/8X7ve398Dd84vIivPfJm73kxmkkZ8DHLP+hmbcmKIgmpAnDhbP6gzPkUSyefwtfvXozh6FP49it/hLXtA7ztVBdUtBGwzYUgiePBCWtww9WJBvXz0Oii8Hxngh7KN+DROKbKr+YDEPdiHIVVTd0IRU4Njww7UZKujZZ3EU3nglYMQNruRVj+pcyAPm/An0ROORPeW4+sp+4KO6zlukfyCuMHIUT2ccXOiiK3SSkXSMYtU4Ud1uAQfc39DhF7wigsL44Zc+LosUnL2XeqQtYEiTs7aAo8NOzY3cCjWKNAiI6sSiCIA6ECRJgMfgDQMGNEp4gGK71ILRUJcDlcwD4IQYresUQJvMkAlC6I6CAUHVDZhYjiyCzpx8XkvQLxrYUgdeg+FLv04/V1dedWTs6UF8dfNfv6SDrbPow0MjIy2koZAGLWlqwICkwFQxCEcAtcBoiicVml+ftUkYjFCvehP2HCoCIOqVgct9XbNooUZMQL81IjADxSCCSDwz043N9C+MFg58CPfieKK4dL2DX8sNLturQztqw9Cz9i0ZaGPZs92JZZh4cvDPDYXUq6RIJeLJmi8HbA0HdQQwDks9fxdwuL2Pfg63t/0P7WC9i3sIh9S+9v/7nshvPaIwqUADPgY1ctFQkI5W/NcCz4GAsPxa6wB07jmhPP418fWMJXH3oV7wXbP7jbTrFN7gPRQ/ZsH4RLxn3qf77yWVw0XtYFElYRxF0W/YP3jncJbXcYgrTdZVhBrwOj6DzcTCl4FR1/Jd3fhvslNpwv0XQu5MCVPjgT9Mq+kx6R/nOcrAtDuyBcshZDm/zHDd6HbrCCrl+FG+Y/biLHTVgtdb46jquq47li2JPf51Kd8PWlXSuDZfG7TrHDo9fbYe0Bd8c0ShwhZKgwPenPlCN+nx63IkhwNcIBIh3IiPa2j3ofZhzlGin6/VxFbGyHCVfaySIj3TESilZcAl7fAgjigQgLgWjG7pRWXLJuj30slQ4C0UTAGwhFa2YIwmR8LjmuFCKsbR9IGhkZGW2ZpA/AAJDLakWRnPrNzUzHhYqdILPDj/59aoeHHRegl/nEynQjIBEpBIpuGfzwFYcnCSzSKixh75ANdJmN/k/eu5Jm4EeHbMAiTTjcKzyOkwc/NhmCeJLBS0rLha9Lyw302CPyEEg/jczSQIQh2MI/O0XKAJBk8N6nv3/hInz1Pr61sIh9Cy/guOIpJPnrJ97Fk08+hb86vIh9dz+Ba97a6O278RHuOvoEvrawiH2Hj+MbR9/E75Kujvg4/3j2Ayw8ehxfWTiN+z77ELf/+sn0E9f77n4C//v0B/gyc57HccPv3sc1R5aw756X8NzgeaXHPaXPaWEJX3/kLBYvDBeqJ9fdr395rQNfbeDsmefwjTQW62lc87tldMqcx69/i8Uzz+H/vXsR++5+Eje9cwFnM1/H96dTfK3D53UM3/09z4Kpzjn8y8Ii9i08h0cS58unv8Xf9IGrzoX3cM0jJ/ru/+s429h++LCdCmPwIQ342FVLqa3t+/jDmVPYt7CIr/7mTayk32/Acmxw8QkWHlzEvoVTWPhU/+zUkv6z+p03+79+Gvefew3/eM8x7Pv16/hi/TwWjj7R+3vp4TO4/70L8IQNLlbw6pln+/7OeQrXv/Hn+Gc2vC/exvUPH4//LC/hG78+i6W/NLZxaLgJfSDJcD5nEF7kZNhM6c6HMtFMOlYpoI3cnow8F0g7hhSjOjoS2JAM7a0++NGLvhqM17qIjj9ctO6Gq3pfwWrO/a2OjZXShfDrGdfGuPvXfy+SjpCiODOfNiaKzir3HDZ6RfZBbSTMyosx22tKHR6i1RdlZYFfdsCjSA6E9OKekCwIKbeiwsdEEOBq2NXBlAMZsaHHjYImXBUnPACAikYDl2QfvWMpCBWASAtEtGMYoiPvqLA3adim70Ugmn3QZWMkBCGyO1CkXp8JgmjnRycHfiRqGAhiZGR0WQkwAOSyWVJR/Y/8jOBh2hVFEkz6IMIGV+Ec4EeQ6fDQEGT0PvWnXIodH/nnHcMbYesuhC0aYHmSosu6hfDDok043O9tryi6bBhkWGMcINaIY5R5/ESSVN9D4etuCQM99ri8FIho0BXGperbMxTOAJA/vo3vLT6Fv15YxL57nsKBky/iyB85igDIvoVFfO3B5/C9x0/hKwuLMQzg8NUX8SeoT+B/Lb2I7x19El9bWMRXjp7TQCMGIF85fEw/ful3eEH9CXc89DT+5eSL+N7J5/G/7l3EvoXjuPadIHOeXzm8hP/y6PP43lPv4g9DACQ57jG9zdLTcW/Gi0MRWZ++/Rq+99gTGjIcOY3vxdf6zgtP4SsLi/jKfc/gyvQ8TuC7v++UOI9FfOU/nu3dj8PH8LX+r1NXTfG1Dp/XazhV4wPOnA4eOdoHRxTHpy+dxr6FRfy305/C75zHd+/Vg9a/PfpievyvPPTG3nf15ChUEiJSUAZ87LqlIgYhtrLv4zPc/ZD+s3zojVbOz8sCkGP46uEl/N1vnsehF97B4lENN77+8HO45sRz+Kf7l/BPL30OLmz84fkn8dWFRXz1vqdx6MRz+If474Or314FF3/Evx/R+/vvjz2Pa06cxt/fcwLffzfv3LZOTFgIxXyisJLYpFFDajeGDFs5NB7sfBhSWINHe3FOHhku4M6AC087NJKy8vHD/AYcsppGX/UAii4+z0KV5Vz4Yfm6jH1UObkd5Mdw9Zev2ykoKXv/9GPduIdknGPCZ6OL53Wp+2SRUz5tjH7++p0yEzphdoPCvkirnrvDAI/RciDiwvRBR0jhv1GQ4CoAV8GI+Gk5UDaedH8UQZNhkCGicjMCBTH02P64rcHILx33lbhOuiDCAhEWhAogFNH9oHMetOlS9HoGOgx2gRBppy6RQOSBiukhCIvdJMWl7Hr/mweBjIyMjHaWAANALovFZNyFMSf3Rf4a/+ZJd2/IwkzPckdJ4MdwrwiVzgi7rAQVOgMz6QEZe6xIggq3F98lughliGCLhlmuILkQRMOPbBeJI7xhhwjtwB3TAWJzZzQAYVZcpj7ldaR9HsblYRRDkdgh4isy8rU5b5WLwCoAIPe/grMk5+fvvaQhyrH3YufEKu779SL2LZzGfTXec5rccxbPFHRuDJ5X6ox45E18WHReyXHTbQI888Rx7TZ5aXX4OENRUx/ihnsWsW/hGdyzrLfpvHNW7/PXb+HTsefxLB5ocPjkPRzM/brPqTLqOciLwBp4XhLg8TfP/QW+CnB86Rj2LZzELR/0fvbXT3wQ3/8V3POIHqre8N7WvK52glLwYbDHLlwRRETA5Rb0fWR0Dt9ZyAKOrMoCkEX89cn3YhdHAlVO4ofvrMbfa8ELbHDxPr5/zyL2LTyF+y/ox3vnXoj/znkdX4h3cPVh/XfS/Rdj10fQSt0h2ykmLAR8dvhRJmpKu0C2NgpLD/Hz+ynsMOmi6J2PX7C95evS8s7QPorLz3vSYMAKqmh5F1N4Yvk9d0nbW06/Pwg/Ot4ltLyLEwMAHWOVjSKzg2oMIUo+tyx7f8ZJu1QGAdJgZ0h5ebReCn6kkK20u2RnSkdaNdPScgM8ZlE5EKLAMn0bXBU7NGREQGQHXNml0hkSCMKkDaFI3+/nERQEoqj4fY2K+FAUloxI4e/4WQhi62jsSCFChChSUBGHUCGEDOYyaKPS6evdyEIQKh3t+BAN+HwVLl2Bx1YLIUXAN+IYrQmK1KV2gPRDGI/V4bH+rxugc+oaMTIyMtrpAgwA2fOLyfn2bwyvSOd4im78xmXzBjCJhbWoVD3kbVDhDj8uUlmQwTsYB0EiKFBpD9870QVVBKEUWzLYGuznyIMfvuJwJUOHtrLwowS48BRDtwCC6LL1KdwfkhnoYVRC2iHiCx++JJveNzMTAEm3yf78Dy88NRQvpfUEbv2I9wb8KSDh8Mkanjx9Oo2BSTQIQPTAP/+80uP2gYPUsXHi/PD1D4KGL97A3w+CiuRaD7+IUyXPY+zXY661DADxl9/E/5+CmT/hlvt7DpxTJ45l96c4ji/1R5ptP5zYPAmEkQYfBnvs1qXfP21J2fmQ5gdA+h0kK2+e0W60pFD9xT/gy8AG/8tr+P8WFrFv4QxOJcf49FX8j4VF7Dv8PJ4RLbx3RjtE9i0cw18deRo/fP3THVPGzkRnpqGtlxMbVTykH1+AXW4oP8H2A30Wlq8H5UX70W6W8dFZlp8AnTLnrCOodEzUAFjxRhwjuFToDBkGTCvwYtDghvlRZFplSsjjDpUwjgcrfb+zAMkmNfgTAJc8OUGZGLM+CLTLuj16Lg8DPDZHDoRwIFSICFmwIVR+wTlXPtSAy0IqGgOJbgoYyv1LqOLfyaP0a660g4Erf8Tv6xFkDEGKorbyjqX7Q/OdKfOGIXkQpAcg9H9dugabXoJDLuVCEJetwqVVeGwdPt/IOEjGSnoIeVsfi63DpVU45BJcVoPPGpPty8jIyGiXCzAAZE+vPPjRgyAdcBlg2l4MvfQv74m7JORWqTcf0x9Npf+Qj1Km3C2FH9ltmBz9hopIu3D/RFjgEQNRcksGXQkE0fDDjYvD87aj6NBWDD/KRw3lQZCJ4Ydk8ESYDrW3f7hutPvkIZQ6Kmsz+nY2FYAc0dFSPcVxTjkD/hRU3PcMrjz5Ig48dDwXgPQP9bcTgIw6j3Ffj7vWUgBEfYG7HlzEvsMv4Phn+rwTx8flCkCIMv0eu3+pbYQfNuYXgdX7OpH1l/dx/zOn8fcx+Pzqr1/HJ2MBiA0uWvjyw7excOJp3Se0sIivP/H+jnCBcGGDyukhiEfXp/iU/uRD6nQoH1TRDWuTnWPcTaJdH+MH8uOgjhOswmOj+z8KB/oJXIkjodww36GSAKNJ7q0dVNH1axjdxTHaBeLROuwgu49J+lt8VodDVkdCpomedzaBC2QOgG3TlZSX87bp8NhyaRACSAhFQXPgRz4EURjuAHFKQZAIClIRCEXiqC1/6DjjPrQ4Sbx1+RXFwETDkGkHbv0QxGPrcGkNLs2CjiII4qXwo297sQGmyrs2mHLhiw24bAUOWYZDluGyqom+MjIyuuwEGACyZ1cUqT4wUeCWkPbIkrExRxiAH+0BCLI5S0R05HVxFfSdYQSWA0yI6EBGxW/IVMTHQpbEQcIjtSWRWJ5kcEsOhT05xf77IIhF2+Xgh2TwFYEv/B0wPDfaa5o3DNkMADIcRcXhqwCdJO4qZ8CfDOi/9Zb++u3n8iOwRoKHLYzAmgWAjLvWcgCE443TT2Dfwklc+8Rz2LdwDN96S/elXFYRWFKAxuDDrN2+FKTyt33Q9fZp3cGTLUFvYWV9FT1AMiEAcRo910bwNg6l0GNcBJYNz2n0YMefXsHfLCxi34Ov4g/bPhDsifD21ENdZ8QQP9cFMrGLowE7yB6jrPtiuqF7cYH6ZI6I4v33rm24p8Tyq2mkVVGx/JD8lbifZJxbpJoLb0Y5Ryy/imBM4ftmqozLyPJX4NGtiFhrwKfrk4EWvoFQtEB54vLY/j/vl7uIaGk3h7BAYlfHoISiSD54KKM8YOJAquK5QBRJCKWBBxEWqOoUwpbNgRzlVxQpSMWgu1AmG7olEEQDjdXYzbE+FoIEvI5goEckidFiyit5bFv/fU2rGn7QqoYrvD5ZpJaRkZHRLhdgAMieXjIiI+KiOnEM1jTDlAhCkREgYjsgSAdCEQy6P0JuDcAPCyIiY65OgcjuSAeI7HvDpwCEcrQbxJN8aJDrSQabdWGxFpwRBeue5LC5hy614k6PzRqyMTgygDcmOsuTDIEkCKRxehhtjULpw5chvBlK1IcG+p138K+HF6ELzJ/H/3nhT+hMCkAGy8hPPo//fWQJX196P1OC3j/gf+HJE0hL1U8+i2/cfUwXd//Ha3g97zzLHDcuX88rQS8CDdkS9Ofwt3frezFYgj4LABl3rf5Hr+G/LSxi3+FT+OeTz+Gm1zfywdQHr+L/WVjEX99zHPsWnsMjyTUOlKBf+ejJPVeCHkgBNvfOLrO2bylIFWz7YIsLG7z1Dq6/T7s0vvbAaVxz4nn860NL+Oq9Z3Bq3cYzscPqf5z8HY6ffR7//fAYABJ8jIWHjuFr9z+NQyeex6FHT+hIqyMv420xWIJ+Gn93t4aVV7+9Cr5+Dt+59xj+6qH4PB5Y0nDm6FtobPd9GhwKTglBQlayrNpPirhLDo9j10eRo8Ej5fbj0XUdDzVpn0X/NYU1eGy2OKeigbrbN+C3g1rsuOidq0NKOEHKABC/muvm8GkDTjAaYs0D/Eyv+sjXV1lnz6zS8Wj6PjmkBn8EFApFEyFvaZeHNNBjp4kKCx6rwiUr8Fg9/fDkyBisHAjCpDtUSg4AKhJpaTqRFnzRgC+Gj5OAFKHCqecWKuLg0ocY0RHS+1daQMT9IEX7iyIJKclEgzcmPVDpIuCtoXL0FILwVbhsBR5fR8DbacdJwDdyIQgfA0GotPV9TR0la9k4LgNBjIyMLiMBBoDs+ZXfATIL/NCF4kwOx0pljiG7c76S/jUIYIbhR7KdVGF6/UTYIz+F0r9U2gEyCD+6mU+79LYHqJK5bhBPUtjMhkWbsIUDTzF4ksHqKzhvkyZcNQwePMlgcw8d0oy7Pdpwp+nlmFXG7WG0UxTDEF9STFKiPjzQD/Cfr70QR60s4euPvIaXu5MCEA6/8RHuOnoKf3U4ya5/Dne9v6YdCXkOh8ZHuPXR43pQf89TuOmdC3jmySfxtYmcF4PHXcLXHzmLxQsFgDTvPNQGzp55Lu3n+Nq9T+Oa3y2nXSXzACDjrtVXGzh7+hl9DYeP4xvHzuHDXGdO4lhZxL6j51Dtu7bOhfdwzSMnNAA6fBzfOPo6zja2H1zMBD2UjrniBnzssbWD4Eei9fO4/9hT+Prd/b0d57Uj5NPfYf/9S/rvtYdewNKZZ8c4QFr4+I2z+KcjSxp8HF7CN46+ipeqScTWCl4982zf3zlP4fo3/hy7Plbw6otn8A/3avCx7+7j+IeTb+FDZwfcoxxNC0HGRWE5QW2yAu6+YfO0Q3mf1uGS1dTV4JBVTFTqTXQPhh2ujhx2zz5Y16DHCVfh5RzHG1s0r89xsPS8/+dOuIYg1/lRrvNEA6f5QYZJXUD5r68YqG1y7JXPGulrIfv6W4NPk+2a2uUhkmir7f+zbJQvKi0ErA6X1mDTi3DIRXi0ikC0YudHUFhyLlQw7N7IzBwiqChbrK4LwTfgi3ohBGHSmzi5IkIEOXCsYggSQaLXecLVuL7UCEoxPViTAco6Q5hyR0CQDRDRBRHdjMMjD4IErDX2WLoEPa9YPXvM7R5KGhkZGW2FAANALovVD0F6BejTx2joMnJ/pLtEyGD8jmZaGoJQYY8sX4/SknYHoiT8SJaKJKiwM/BjVHQWAEilEPZ1g7iSoNsHOjq0iS63YTFruHScteDKHtwYhB+9gnMLnhhfcD67mB4ySxIXmu+A4beRUSoPgQzgSxKDkM0tUTcy2myFSoAoCWH6Pfbg2oHww2gGdaeGIEXAwpkQIJQdytukGIBoB0d2H1aBA2K05j9c92kjjlAqv2+3IAaq3zHi0frQNXeDUdecLS0fe7+D6sz3w6cNuGQddlCDS1ZLwwufNTJOmOS6N7v03Ke606TIeRKwDVDZATXQY1eIig4CtgafrcJnqzEEWYZDLsJlVRBpQRWUiOsVgasATLoQahB+6H8PhQqHAAeRHQSxC8QXdRDZi8Niyo1/By//7iiCgohITom7ox0e/akR8baD22kIMgx6NFjpwRIVESilnSOiBAgZhiB1+Lw1MtaKiG4MQRoIeQtUju8BYdJFKIodJz5vIBTWtg8ljYyMjDZbIq5KMADkMllchrrsakb4kawokuDSBxmCIB2wOZSrq0iUyPqMtyv1Kdlp3S4CVLo6w3QM/EgfA+0G8QfhB9lAhzTQJFW0yCo6pDECgjA4OfCjH4K4mwVBJNNDZRnAFJob7QaFsh+GTOYMMTLaTgVKIFQCTCkogz326FKQKtz2oZbRvDUdBPFYfcCBUJ2q9Hx8sXoVdlCDX+BoSMvSC+OStqcoWzsJetFa7gQ9JiFroBvUsvcgXB2CGx7R8MgOqnDIau49ym6/XuAaKXKBTN+94tE6HFKD5VdToDIRkIpdQUVOmXkrATX991w/B6uwwzU44Tp81jS9HrtETHR1f0sMP/ohiEOX4dEV+GwdTNpQisW/gxd8CDGSBT8bdmUMQ5AGiLRiJ4YXA5dJVjTkRMkraI/iOCshi7YdhiARZC5YUREBoHQ8lqIQKhwJQ5h0EYhm3H/TAZPjOz2ocECEXbr/gysfVLkIciBIwBsgwt72oaSRkZHRVsgAkMtwRZHAbGBicH9ZCJK6S2Y4hnaXEATcApNe7qcuki1lxONPPxTbcOexokhBTbj/KFIIhIMuzQKMFlnDRriMRriMFlnLhRs268KTBBZt5/48hSDMhjfXQS/V0UIm5spoFyuBIYEkE8dkGRltlRK3B48M9tjbK4JUBFw42z7YMtqcYaGGIM0Jhsa6z8IOa/GQOttlMcmgPDvsz4k9yhns5zsghuWGk0VhzQV+0AYcspoO/7Vq8Mhkzhh9b0e5HxrwaT3uxBh/jdqRMUGJfVCb6trdgjJ3DaS2r2B91L3u+hq02UENdrgKJ1yHE9bhhI2eSEN/QG4H/Jk1GiPZ1X8+BgBIVmsgXEcbCunHIGTS38OLIQhTDoi0weJuikljr/Teo9x9Z4/jIoKEVCSnvH2g7D0KoacUElwFhdvLTCqFglJCvwdQYe5AjikXrISTY1Zlu0fq8EUzjSczMjIyuhxkAIhZc1kJBNF5oOHM8IOrbGeJzvuUA9vpN01EOH2uE39TIUi5FUEqCqkoVMQRcgs+b8OmTVhp10cdzbCKRngRzbCa4wJpweEePElz3CP9aqLLXcxluCs1+DAxV0Z7Tx4CGWoYoqYvUDcymof63R7CgI/LYOmccy7d7R9qGW2aEggS8kkgyEY8gJ8NMOjIp97A3A6qsMMa3ALHgE8bYztD0n35K1tSmh0w7foYdhIMxoOVv1c6Pmu+wECDo/EukIkdG33PSxb8DACtKVxCmyKuFfImfNqAHawNA48ceaQJyk0E1k4WE10wYYEJC2EhBFlDyIcdPQkIURGHjBhQMsVBOyl6oIIrH1EkoSIBGdGZfrfv7xkhsotQWqmrRMdgBYigEEGAx2XsRS4QHbedxGSNgiVOfP19VxpFMQhhEAUgZLQ8MOnEQGi884OpfKBCpYNQtBHwNmjBNkZGRkZ7VRpkGwBiVuGKYvtmXrn44JYq/nTGfOFHD270IEiSudnfzbEzIIjuGtHF7PpcmPQRcgsBb8NlLXRjENImdbTIGlpkfQh+2NxLh2WeIOgyKycGq6ndH3IW+JHEXIXwTcyV0WUgX/oahpiILKMtVr/bQ80hgtKs3bD+L3tv2iVHcWf/v6P/m8pz1CD0Q6wSBo8BD8hgGDC2NQYby/IwMGAWGxjZeDAYY7ABG7NoZjAjDEit7tq3XGKPuP8HEZmVmZWZtXT1po7vOfeBurNyqS51Vccn7722HFV6+HFkxORgaQiyY3BQ6AGxro+mhf9lAEgKHnZ70T11fTRFTFmosN8AoD0DnGbPc9o1suh+I7q90M9kTJZzwqwbehDRBRW2wJzJAbgagokhwjngIy/Ce/v+/9SrWlwOQUUHRLTBRB9c2BL0IvzYBpG9yjgzLkdgYgAm+6CyD6ljoOZv8vRGRqFjFxNFssWp+fHXs/vSRtXEe9vjMDVCIruIZRuJ7ICp0UwRujYSvAKC8BR+uHUIZXgB2FRub2j92RoFZVIQskhXSAQqh0hEF0R2wdQIdRCEqwhUDUFkD1SNKmOyuNtu/mJhVHscLy8vr8MoqT0A8VMzxpWTpYv59sWyO4s22uVk2jf4+lJ1rmK7reEV8GO6ndDxrp1r/eThhytMFwPYArgExF1X7EDImA8wkSFGfFCAGnn4kSqUxEGQMvyoupudI5QRxiJEpGr6QbJSc9/v4XVUFSGWCRJF4PtCvHZLiZagWoIb6/bwfo+jNVoLSOnhx1ETlwNQ0dvTxemYtxDSLYQLll1HNTFLddrN6KVlgMwkubLWc4ldIfo6iudtl8jWSp0bywKpvexmmUKPAbgcuIXv4uI3Yb2FAUjCejOP99rv31kjMNEHEW3Ervg84dsWgsgUgtg4Pfu1qn0MQUUXaXF6IrZBRAdCT2ZuTDTGRl1PIYLt2GguVa+e1JFhF7ZoRSdoHoC0kchtpABEVXSKaBQhCNchlOaVZemzxeo2uktpugDEMc7lwqEMre0J4SoElQMkop3r7ehUQhCuQxAxQJxt23YQZPlFQqZCUDUAkQP386nflqtopWN4eXl57b0snPYAxE9hUidGYTFfDudCEG0UpCZQmtdsN/s1baS9W0EM7R9tolsDNvpgcgRtBKRKardJIUj5A5AxClKzmSit9cws/JjCGAIDBa7jDIJQOQbTDFRLRIpgJIYYsj7GIq5dSEshyJD1MOaTGvghMBEhhqxnYYrrEcm+r/L9Hh58eHnZeKzYlacTeBDitQ4lWoIZ7/Y4ymOgIFW07wtbXvsjuxi4fDn6Xinm7cpF/CoN48uI5hSE7xSALNJHsm4AYEvQr2JMrjjXxnKOjXEhdsw6MxaBT1WyrpLFrn+VeK2VoIfsg8qBi0NqBhZcjBDRzlz4ETMfgXXQxOUITPaQ8NnS8zwEYaJf+7PjcggiOhk8KexDbIOpceaeMFAQmlRESE3s38wzAKN+tJEQmuRAxKS0VmGTLLgKQdXQgYEtENnLoraqukU0BISlJ5S0AAAgAElEQVSJ0QRlqiAI1yG0qVsDqf+0kKZoKM0g1RSEMDVBIvszxeVTCDIFE1yFIJUl5x3bpbLEAiFTk0JXSCK6tRCEqTGItOtEHoJ4eXkddCnDAHgA4ic3BhpcJyCivJhv39yETlANMhS4ikDEAFSOIDUrfV+Aq6gQp6WNBJdRFnmViI79I6sCglAxyHI6mx0gfTAVFs7RQpYQVI4q+0R2OtpwUDmqjuNyH+Q0lLO6RlCGu487BsJoxIohlGTuolqkKEKZLAA/8k6Rkd23Bx9eXnOUwhDbF5LsKF7O6yiKaAVuNJQx3u1xpEdD6XjfF7a89ler9oLslSI23wUyJjZ2atWF/YUBAGmOlZo5px30ksRpAX2pa2RCtpbYj93HhGyu7Poon9Mi3SKp1t0FQkTXOT1ctNUC0KMsIga1UVgR7SBhPQ8/1irb1SHkzp5T61abhR9FCDKYs49uJfzIx2ZRMYDSiesMrevPsBBkPkAw0EZA6Kp9TbKycgMNriY2Pkp2EMsWYucAoXI47RupcGtoqLkwxsZ4UXC9elF7YX/GZCBEqAikBn5kcENaMMFViER067dbAoJkUWGFfVRDEKbGSGTbHaNlgekBWOD08vLyqlPaz+QBiJ9spKEVToY8BBll5Cwdk4MfeViSfqBQmoE5QJA6SbQWYLL4GAtBuojc3Rl5mCALdlJT2GdeogQ47LmFueMM1g5BpCaIRRdETs/DdpGUXCjuw1j+g50BoIwBMwqxkistukVKYCTGGLJyT0gbQ9rChPcQy8kBWGD28joMipxiF5HFEXsY4lWj1O2RRlx57OFH6uQALI55HQyNwPesF6S9pDOiXes8GMZXMCFX3cL+7sctxXyxcvGdApDU9VENW5ZzVtiS9fb64BBrNRSglxwga4gBs8Cja+/wV0O3mL56NBWXIySlKKzQuT6oGCwNVLyan2squ0h4y/Z17ACCWHhRBy5SCNJq3AcT/UaIYtVy590DVf3GAnEz52/0uq6OMgQxMBA6AVUDBz+mSmTX3tiZu1nRju0ZFTp2PR7zPtVpaMi557zMWBAiwNS4EYDEYjsrdG/axgKKehdHKipHhaitWQjSA1e2OJ3rEInolI7hIYiXl9fBVhp96AGIn2y04ZVgoRCFlQMgVfAjD0CUZjNAhYqhc3BU932kTpAi/Ch/AJmFIKJUgG6MAlMT173RxoRvIuLbILK/NgiijQCTY8SiY/ddAz/mjQEgjQHRaukFuIkkxZJ01saAbmNIr2JINzGimwh57wAsLHt5HUZFLiKr2nnldQSlJIh20MN46OFnOlozCDnZ9wUyr4Ml6wbZvV6QmLUQujinZdwBVf0b42QTId3a054JCye2FuolCaldkF1u/ynsaY7amiRXkLAWEtZGxLZ3tfukSvOiwKYF6yseQ3RARA9MDHYMPKrExBAR62bww7s+dkMjEJl3XGyBiLb7ea7yu6mq6HyqiG+BynnF9aNGJ0nC7cK4kGMwOQARbRDRBlWDIrhw/RnzoEMKQGzZdx9UjSohiPNoQOgIierOQBCi+u6mTns8AwNhppFaXE2gSokWezn2OkP78y6BkEi0QDIgEbm1jjoA0kIiB5WF6FOljpMmkNJy/aaRO+agYps2iI/D8vLyOqBK1389APGTGwNpqvos8p0W6QcFDaHiSvihjaiEH0QMwOQ4AxN1SlxXhmz8IGTcMcYOOhSBBpN5+HEFE/Y1JuwyImEhiHCRWquOhR+T3Dl3QcRwR/cApyAkWcINEiqGIe1m4GPkwMeQXrFimwiFByBeXjuTi8jSFL4r5GjKRlwp7/TwUzlaC3j44VUv5waR63ODxMzFOZErBYdAvMQiedpnMYxdF8YeL/rnIUVzL0nq0FgezES0tXjHSHLVnceVHcdtrfLznFRAmpUL1kUHRHZBZQ9MWRfGbjoxuBzbv/t4D5R718e6xXKF5GXIQERnZQjC5KAagrAtUNlf+PebhSDFcyO8M/M6YCI93jaI7IKpYQYxhI7nuimssyOCjbVqu31MIQhX4yzmxG6vwEsQhKiuK0KnSOOyhE5mIrW4CqH1bFn6Xo02FuDYInQLQiLeApGDzI0hdOxuRq0CGK0s/WLewiBXk1yB+qwi3gJVo+n2DRCEytHKC5ReXl5euyXjAYif6jHgKimBDQs/ivFNKQCZhR8GphJ+cBXCGAWlBaiodppQOYTWwi0xzV9mqtsuEUMkoo0Jv+zgx9c5CNIC1+EMNFl0yvAjLy7jlfZZ3L8B12oxEKI4IhVjSLem0CMHPya8jUSMD8ACspfXtSLvCjkyUhLMuT089PBTPxpShfu+QOZ18GVjYHbeDRKztuvOqCoK31zKwRGzFmK2GlxYp+p6SSbk6o6K2CO6vRD8GERfoRd+iUH8dQ4+rKd0feFz5dsz8GNZ1weRXTBpy6uF8hDimpAaYV7M1M4gSNEJkvDtzLWxjCjvIeZbiNhVUN5FncuIif4U5LgbE6dl4uVYqvzYiKq0fDuR7SzSiqkRuJ5UdnFkEER2s2Oli2HWJRLXRmrtPwSR7vxGoHLo+jxmgQafcYK0HbCYDz9S2VSLWQiSOKgxe9xZCJLIYkG7l5eX10FRumbsAYifyuE5d4eFH7Mz7diYwo90mCzCEZvrOe3xkIaCyAr3iN5ZiVg6wjCMWRl+WIV8C0IlK+1XQ4G5a67TqvvOjwGgANsPUrtAxxCrBIkMEYlBDfzw/R9eXrslomLE2pemX2siWkF46OFnwVEq2v8FMq9DJS4HoCtCkIhtz+3MiOgypd7rV8i2rKuEbNpYqUUfR6eRXLaLZOfXEbP2TOl5ufOk7+BHL/wS/eirgvMk3Ens1NKaOmHGyRXEC4IfIrsgvAe2wqK11yGQGiFi87o6tsDEoo6NWXHnBKlybSwjJgdgC4A3JgagooPUNUJkO3NycB3NQBADDWlIBiaoHBUgCFXDOTc2mgwmSDNNgdDg4LqumH2cgyWrp0bsdIxR0IbBQAIuYlzoZGZxL40lT0QX1J33sipDkPn9IXkI0i04U7y8vLwOiria3qTuAYif2pGaOnto/RijoAx1b8rFYTp2sVeTyg8OUk9L16kcrfUOC1vm1cW45AAJ2RUkog0mq+8SmTdp70ddf0nIroLK8dquY9oPMnWDRIojkfHMYmwk+h5+eHntlxRB5EHIoVWiFLj20MPPcuN7P7xW1/Il6XlA0BjlRDbXV9C9jFgbk+Rq6VwWhxiEtxHSqxjTzR25PsqKWF3h+9cF+NELv0Qv+nKmeD3ewyisFITMBR6ia4GHGoHwPiLaRkg7vnfjGhWTg0YIkvA2+CH62XM5BJdDF4mVulu2QVW3AoJMnR95UTkCVQMQ1beRVlils8NA6JwDRE9mekWkJjDmoH061FCKrH+RUEcgaohItF3x+WJuDi4nC0VteXl5ee2HpJne0O8ByBEbAwNlOJQRmBcxZaCcq2P1N31tRONdE9IwCB0X3CPrGO4cKLFoY+KcICG7gpi3baTXCmXldgyELvek9GzcFvsaE34FTA5gVoArzUc1EEaCKIJERrWLsJEcIvKdH15e+ybrCmGIPQw50Eq0QKIlmNZQB+4PWz+HYYyRPvrKK6e3cOGZF/FfH3615ONGYFks1ue48MgNCDZO4/zfZhe+y3ChqEv4668exB3XH0MQBNg48U/494/3btHeRk1VOVOWj3H68j8fxI0bAU7cew7vtv6Epx74Np77dPVzs5FhV2fhR1iEH/3oK4ziihiu5CqSNUZhRbSNiG4vAaks8KCiX4g5YnKImHYwIe1MEe+C7VP/BpcjUDXct+Nf62IyFx2VaQtEdnetc8Xud3375nIEIm1UVsK3QIXtqclHfBHZAlNDaD29CdOWgs9xaqhVY6htrwhTI8SiY2O1RLcRfhhot46w6ufH9Xzu1FpBOhBC1Qix7CCRPbAloq+8vLy8rnkpD0CO5NjiMIpEDEDFEEJNS83LWyojQIRd5G8uIz+YY2CysvVYtBHyzQx+cBVBzylZm7d3oVII0kPEty1k4ZtIRM9GfsnxSg6T6rF3eSg5gdIRhIpAD8BCr5eXV4NUhEQRJIrBF6cfDCVagjjoIT308LOj0VA63vcFsZ3qyttP4syt12MjCBAEGzhx1yN4+dOtfT+vw6lf4qEgwOnz7630eNsPso3Xz96IY9d9C8/+b9XCebWTYZRcxujij3FXcAx3/OglvP/Za/j1sy/hgz0oNY9ZOytTrzu3Mbk619Uw1Zv46alb8b1fv4mXHrkRx4IAx77xBN4Ld3qexeiwYXx5JvpqGNWc/9qisIrP1YRerYQgJAUesgfuXB4zrxVhXR95+DEh1gVC+OJRSFyspxydiyES3kNI24hoB5T7OK71y5aNTyHIFojYPfjB5AAxt6/7dcSrcTkCEd2Z6C4quq5EPddzIloQMsrdrGigjQDXYQX8mEDoBKi5sdFAuxsyJarXM+y+qewhltuI5TYS2QbTY+iZWC17IynXIbgOF7qhdPZsJJRh0EZCQ0AbXrMes/g+hSZIRAexaNleFdED07sXR8V1BK4m4Cqs7CSp3N5DGS8vr32SMjz7jekByBGZPPzIOjcqIYh9YycyX1I+gNR05TdnA7Wi22JnY6BdX8cgu46dw4/p3oVKEPP2DPzIek9WjNnKHwNGQqkQjLdB+TaEGMDoGFonDoREIPu90Ovl5dWgCLFKEOsUhHgYsj/Qw5aZ+/GzjtGGQajDHX0VvXsWtwTHcNujP8cbH1zEJ++8gJ/cdyM2Nu7FC1/v//kdPu0MgKTiauoIIbwcj9XCmNT0WbxyP4LgNjz5l3wXyO4CkJi1ss6KJtky7yX6PMJNDHkHCd/E1X98jKuV8KPtCsoXAyuxi9fKzssBkH70FQY14GMn5fJlRayFCdkqgKJhfAUhaSHJAQ8m+2BqWLuoTaUDDWQWfmQuENoBE80L1lyk0VkdxKy38iK6vaN/gKjkRIlZd+VSbq8mjRwsaDtH0PqPYWFsD0nObZKI7R1BEC6HIKJTHeEltkBkz11XC7FogSv72pEqhDECcG6LFD5MS8onjWsUxihIk2SF5kpzYGbdg4GpCagaIBRXEfIrSETH9X8kMLl1gzKEWQaCGBhod/5U2fiuNG5L6GSltRILdxi4moAp665JhH0OieiB7UInB9chEtlDyDcR8S0Q2W+AGxGYGts1Erl4pJaXl5fXOqVya7IegByBMdmdAcXS8RSCTD84VMGPdLvBSk4QZbh7s1vtjX2no2GL2pkcOfixGJCYWlvrRxmOWHQQ8q0Z+JGKq2iFszYANIxmUHIMLtqgfMtpCkFgyBSEKA9CvLwOtiIkMkYsvStkz6CH8WXmftY/Nvrq8Befv/GD4wiOP4o3Cl/v4It/fL6zfY8u4dIHL+P8w0/gtXj/r3PvtB4AkoqrEbgYgIqeBSEiXUjfXgiAjJMra+3RqFzUr429qtImIrqOGKk2YtZCSK9iQjYdWFkQghSAzRWMkk0MKyKvqgHI1ZUASOaQKYCiKw6EbGJCttxC9iLF0UNErFMLPjIXCGkjYT1wUbXPEagcIGbdwmMS3lv6NcrEEMS5PqrOYRknitf6xeXIdW0sDresu6iLuKJvZHUIMgKtgx85CEJlH0wMwWdK1CdQmsAYCQMNZTiEcxTYu3rrXB229DzvFuEqLDxGQ4CrCYgaZPFXsWghlm0QOchisNLtU1hS2OcCEMS48nKuLPxIZNdGbclODoKQJcvWDaQmJTeMBSuJ7CIRbQsd1uYEiUCVLUkP6WVM6FeYsK9zEKR4HK4jC2zzpeqyC649BPHy8tpb5UG2ByBHYBR4JfzI4IYcQRkBZQSorC74nm7H5x8wPa7hua6MAYRKlnxjnzcGBgrzu0y0s5cu5vywOaMx7AeR+scYSOswkdXPLRUDWEtu89mVjg6AwxgCKYegvJWDH9UQxIMQL6/DphiJIog9CFkr9KBGgjvo4bGHn90YYzSUTvZ9YWsdeu3RYwg2HsSFOZDiyttP4szNG7ZX4vgdeOj5tzHMb7P5Os6fuQXHNwIEwVTXnTiNJ98ZQ1x4EEHwIC7kHvPR+VOlr1l48NCrH+Klh2/CdUGA+1/6Cl/89oe4+9SNbt/HcPzW+3D+7TygeQ/nTwc4ff5d/PdLD+Lm62yU180PP4f/Ll1X9D8v4rE7XdzXdTfgrseexyejMYT8b7z2+Ldw6qT73sb1uPXMk/jD5pzncPN1nD9jz3Xj+B147NXzeLAEQPrvPY2H7roJJ65Ln5M78dirHyJq2G/dc/PdC/+L3//km7h+I0Bw7Hp884lX8PfkMkbJG3jyVPG5D4JT+NnHFn50P34Wj37jehxz13bLmSfw5uX8Iv0L+G4Q4Luv/BnPP2Sv574XP0fC/4hzpwOcOv8W3vuPb9vn9rqb8N0X/4zh4A08deYmbAQBNm6+B//2588xjL+2i/t//wV++K1bcaPrIjl2/U3453Ov4O/JFYQ5F8jw4nPT87ruBtz5vWfx4aCDpPc7PPvQN3DTCfuas997Dh+HHSRZ3NYm2n//FZ68/2Quvu0h/Ori5gJAYhsTsoWQbiHmLUzI/GL5Mdl027cR8zYi1kK8QLyY7R7ZwjjZtCKbGCdXMU62MSEtTGjLwYfuQnfyU95HSOcDkDQKi5YAhAUW1fsIacf+3bLwIvlwxvVRVky7h6qY+1oSd04RItqgYp7DZ+Rgyci5NMo9I3kI0loBgjio0rDfmF8FEd3G/UgVQmnmkiVk4xqANhxCRZVdIXkIoiFs94dsW/hRUBtUDiB0jDRey0BDGuIcF0UIUtdnaqAhNQVXE1A1RAo/UlkIMpx2jix4w6gpF7jPlMT3kcgumBqtYQExsh0jYtt2ntKvpqqAINblMijAjwIE2QVnipeXl1ed8i5BD0AO/Rh7R4Sp/xCgDMvFQFWBjSGU5pCalcq9y1pkQd+ekzKz+6JrhCAGBkpTCBXtKJ6rPNpIeydIFpkVN0ZmKS3A5ARkxgEynFO0bt02UiXTonkjAcMd0IhA+XYF/JhCEKXGGQApgpDYgxAvr0MhB0I023eAcBiVhx7SQw8/uz4GWjMIebijr1K1f/sQTgQBrjv9CJ5/55Mi1Ej196dw98Yx3PboM3jn0w/wzvMP4baNY7j/pRRCfIRn7zmG4MR9eOadD3Dpg5fxwzs3cNsPLuBKuo8lAMg377kbpx99Hu9f+iM++fsY0bsv4plXXsE7n17EpQ9+g5+fuQHB8UfwegY3LAA5eecdOH3v4/j1Bxfx/vP34URwDPc+f3F6HZvP4f6NACfcNp+88wwe+afH8EY8hpAdvPPqz/HKa2/gk0sX8f6bP8WZEwGOP3ahAVSk1303fvKbP+LSBy/jJ/fegKDsAPn7BTz/wot444OLuPTpG3j5h3dgI7gLT/+9/udS99ycvvMunHr0abz9yXv47ROncSy4AY+9cQWj5BK++r8/49Pnvo0guBU/evMD/O///Te6vIPkf8/jWxsBTtx7Fv/5/of406/P4p4TAY594yf4SwmAfPPub+HUI8/iT//3Jj78rJMBkJPfOI1TZ87hrY/fxLNnbkCw8U3ce/f/w31P/xof/Oln+OcbAhy756f4OPrKAoPhf+LFf38aL7/1e3z62Wv49c/uwQ3B9XjktUsYE9vHl1x+GvflzuvDPz6Ff/mnR/FfYQcJ/wCv/eIp/PJ3b+Kz/3sXb738KL6xEeCuf38PId2yTorhS3j0RIBjt30HT7/1e/zlD+fxL7cdQ3DiQVxoLevQaBW6QcoF7hNyFRFrIY3cSs9hQjbd10v7FB0bXya6iFgLY7I1Azxm4UPbxhLP+T/L5HzoMBtDZRe+qbCuj6boLAssFnGiDOaCmGYXitduisshqOhmEVa2Z6MagjC3LREdu2AuWs1ODb4FyqtBBZfDWjgyD64kog22UGTaBEonLhar/jNfdVdIEYJoo6AMBVNDJLJTAUBaILIHqZPCsVIIUnaCKEMrz0UbYdMo1BiJ7FUeJ5GdrM9EGbbwpxJ702Yd6JlA6BDWLbOzxUPr/GjNwo8ZCDIAdzeHWjfNdqWI7EEo3wni5eW1F0o8ALlWxkIA5kqooulCesWWQiWVEITKIYS728DeoRCDVsKSxfszpKa1IIWKIXYah2Vg3DFGDV0my08RfvQXhiBcRfauMNGawo/GOzjszy09fyaH0CopgAyjI3DRaQYgchaAlEEI8yDEy+sQKO8I2X+wcJBFtATVEsLYInMPPfzs1RgoSBXv++LW+tTJuSbs3f13n01dEVY2JisPHDp4/bHjCO48h0/lGOLiOdwZBHjw1c50v++excngOL7/pvv3EgAkuOUs3mlypFx4EEFwCuc/Sr9mAUhw+sf4a/a4d3HuVICNR1/NHvfekzcj2LgPv+os9txceDhAcPpJfFS3zXuP4xbnUsm+Fr844wCZ0UdP4nQQ4KELxQVIwt3nTTmqfW6OP/hiBpV4/AIeCALc8fM/WkcBuYrJqzYC69zfpovx//X96xEcfxiv5To0hq8/jOPB9fje65sFABLc8gP8odC1YQFIcPrxaQH5X36E24MAp376Bjou+up3P/p/CI5/Fxeir6YukIL+Aw8EAU6dezMr/X7nJzch2Pg2XlwIVvwRPz0dIPjus9k+P336LgTBHTh/cQoqov/9Kb4ZBPjm0x8sHVMVVpTLj4l1rKQ9IxHdxiS5Woj8miRTxwkRPVDRB5MDcDkAk8OZmKkmRXR+mTWXY+vgIItBkJh2wcQQTAwQ0fnnksZWzXOjMDGY6z5JWA/Muz/2XFwOQER7FjBUQBAmBxbsOShh3SJdxKLBAcJbM/0yXI7ARB+JaCMRLVBRHadW3QOyBSI6C8KPqaSKnBuk+m9tCyjqAYjQEQxUFtVN1QCJ6pSgRA9UjVwEVvnzgHbxU5O5zg1jFKS2PSQWDMzClkR1M2ixTNoGkPaSRDPwQ+oE0lAIHe/YcUHlEBHfqgcg9CuE/DIS2QNTEySyVws/UjE5PgALo15eXte6pCnWOHgAcmjHlXZlfR2D7G6Gyq2NgVCkAEHy8CO3VwgVz8CSevhhoI2AhkT6wqKyDBGKYnJcaxOdf9VF+FEudF+2oySdaviRd67ElRFa1ukysuWKfBOxaLvntO48LPxgcuxcI7bcnIsOtApzECOBVpMaCLINIfuFCCwPQry8mvXa2Ztw08153YunL4ZILj6Fe28ufe/sr/fpPD0IqYMeaZ+H8tDDz77MteX+KGj0Cd555Uk85OKhNk4+gtc6Y2Rw4cEXC06I9kv/PF2gr1jQFx/+GKfyX1sCgJx84s3CuUX/+G1FvFYFAHn4l7nHlb/2F/zbnQGC+59Du/I56OCLt57EmVtdBFaqBgBy6dlvlc5jeg0FADL6AC8/dmcWgZUqfW5Y7q78kHZAeB9/q3OAFMCK/dqpn72DmHVAeA/0wgMIgtvxs496IKI7BRj3P43N/IJ/+BweCALcfu6tAgA5+cRvZ8DDudMBgodemMY5ffg4TgUBHnhlCgr+fO42BMF9eDH8Ev3wSwwH7+G35+7BLS4CK9Wpn73lYMKfcP4bFeeV6Ut8+KuHcGcagZXqu/+RHfOX3w0QnPwe3igUrf/ORoE9+JwrUF/CBcLb046O+ArGmbujnYvdumLhB7HfHxMLnhLeBXPwqgwwKB80Oi7KKkdWVS8ijxAvADMi93oScuRirxYHMfPABZejWidKRLsOonjnx16rDn4UIIjsZYDLxlKVY6jaILJTAUG2QHjHAb7ia8GWl28XtmWi+rVsIUjbnc82qJgP/mqlQiidVN4AamAgDa2BH3H2mHRdgRUgSAdE9bNy8rr+UOsEYVCmHsRMt1UQKQRRg0LkFlEWtHA9cVBn+c+4eQjCVQipCaQmpcL2yH09WXoBkasQiegjZFerIQj7GpHYBnXHsW6XTi38SETPx2B5eXnticpQ2QOQQzkmW3ifibJqAAvG6AyCVMGP6XYpBJkPP5ROy8AmWQGY1BRE1EVpWSdJU7dG43VXwI9iofvittH81Dlkis9tcd/SFM8lER0kotsQ8ZXCj5G1x5f6PRaDINuQsg+jo7nwI3OTOBAidQLuQYjXEdUrD89mpJ/7KETy0U9xKih97+Ff7eO5RohljERTHNV+EFtirgrQY10xh378rDLXSvF5szr44uUzOB4EuPvZixDyVTyyUf69mSpdoP8DfnJLgI07f4x3Ox2I0Sd4+eEbEGzcjV984fa7BAApLPLHb+KJW4JpzNSli7j0wv0rAJDf4PvHy9tMFb17FrcE03isS5cu4vkHmgGIPf/78fIo//XyNXyOl+4/hmDjVjzyvI3XuvSHf3VwyC5KlxeRI9rBh+dvXxiAnD7/ZxcxNMq5Y4Y2Akf+Cv+yYQGGBSLFyKsUbKT/PnX+jw0ApI0JuYrxX/61BoDcjxejr9EL/47X//UkguA47n7iObz92Z9x8bPzOBMEOHX+bbffV/HY8fzxi/ryxXtxLDiG2x55Cm99/Fdc/OwV/OvteQDyFs59I0Bw6l/x54Jr4w08eTpAcPqJXLzXclFYIb3qXB+tDIyEZAsTsuWAxxbGxMVZkVbmdqi7e52LERLWWxiCLAJAhLRgpSkKK6ZdUD4oxF8tE52VsHmdEQ7u5KCKjbyaD0+8dk9U9EsgorrInLvXK5PV2xPRApF5J4h1aZT7XKZRW7P7SPh2IwRhop+Bw51ed+oGQWlNwwIKWgE/pjdtZtu5MnGqhkv1cSzz2VRDQeg4gyBJBlpG4LopyWPB/RsJqSmUoe5v/nIMmC0fV5pBKLL0ImIGQfhVTFgeflxGLNqg7vm1qoYgkbCxYh5+eHl57ZXKENsDkEM4tly8DAFsVNPcN2qjofT8uxWM0RCaQOikBlbknQx5Z4fM7qaohh8hTM2dFPPGGGVzJRvcJVSOVtq3MrwB2vRB1ST3n6fahZLComG+cWIAACAASURBVPpCNgEmR6C8XdvvwXivBDDyECR1fiwOP2ZhSGILXFUMegAWpb28vOoUIVEJkqPiBlEWeuRdHh55+DkY4zrHDsAC1+4rv9juQMIDz1j4UNClaWfIP36BM9fn4Mh1t+Ps73JF5asCkHfP4mQ5XqsuAqsRgNhIrLKTJdU7T5xEEJzBK7norXkRWJ8+dcd8B0jnOdwfBDj1s3en2zjHzIP/Wd/F8MH52xEEDywIQN6rfW64/LN9Hu5/Fi05BJV9UNEHjX5hI6ky4DEfgMS8bSFDAwB5Kb6MfvQqfngyQPCdp9EmVxCxLcTs+dL+32pwanyO5+8PEJx6HO9l8VS/t9vPcYCMkv/Cj28PEDz0i6XhR9rZQUQHVPRAxQBUDBCydgF21AOD+vJmtgB8CKmLnlqiL4PwXoX7Iu3dKC9ULwdiFikvt/vsOvjRWfr8vdYvLkcgvN4BkoIMkUEHF11VCUG6oLK+RJ0vUGzeBEHWrwlUxUJXCkFS90NVmkO2naa5GKr5ro5VRkPaRTkTQ2oCoSPI2rWW5cfGbc2WtBchiHW1WBCy3EIiVxES2UMoNjFhXyFkVxrdHFSOsiL0iLdA1DArSvfy8vLabXEVz/x+9QDk0E0VXJjfU1HexyJ3GBjU3XVroDQvwI8pBJlkd1ZITYrfU5PaDx6LnXW6z3qnxmIl7dV7l4YhqYAgVE6gch+oLIiZjcviKmrs/TCaQYheBjsI20JMryDhV7OvCdGvABcJtAqh1GSh2KtlXCFCx6AyOgCLvV5eXpVSaVH6tecGsSXmtsDcQw8/B3Ws+yPc98WtdSv6xyf4oty38fef45uZA6SDCw8fK3WAzOq9J29G8O1n8PnVi7h06X/QLm974UEEwT/jpax/o4M//OjkfADy5qM4XorXuvL8PSsAkK/w0v0BgpvO4p2K83/jB8dL5/I5nv/2nA6QNx/F8eAYzvyqoQPki6dwd+maRn/4voM69YvP759bDwDJ+lqyn591ioS/ewTHg+P4/ptDMNkHlS/iu0GA03MAyJhsNgKQXyaXMYxewiPHAwQP/gdCtm0jpC4/hXsLAMRBjpM/wB9mYMTf8PTdRRdHPLmAH5wsApCPnrqj1AFyGaOLP8ZdQYBvPfOXatAhOiCymy3sMjkAdV0d0/gqKy5HoHK4sGMibHBvcDlCUgEr8q4fygf2bvgl3BM2CmsKVkLaAW24o56JIWI23wUS0s7CThTb/TB0rg8PPw6CuBzWQJAtEF4VNzUClT0kYgpBIr4FKvqVsW75x5GKCK2qzpC9fQ5Cl9iQj/c2MFBzP2EaF+ttSg6R8mgICJ1Azo2rMhloyC/Apb2r0/NaH2ixwCdp7D9hamKvE8Z9vlkuEovrEETa5Asqh+CNZeYRmBplN6ly7YvPvby89lKz3dMegBzC0UaCynEGP4SKG2KX1j0WftTFUKUQJH1jT4EFr+nQWProRtfGVe20XN1Gi/ECBKFyXHE3iQHXxZ6UZvihAcMBQ6DUBEy0Hfz4GhPyD0zIlyBsC4v2eqxbRltXiO8J8fI6wFLx4XeDKIlEK3Cj3J98Hnj4Oehzjbo/er/F2ZsDXHf6QZx/xcYzvf+bx3HfyWMITjzkOkDGEB+dw50buXioD36DZx67A/c9+1G2r9cePYbg9A/wu09Td0gJgrz3OG4JjuPBVz+HkFv45Pn7cPrEDfMBSOd5nNkIsHHnWfzu04t4/+WHcNvJG3AiOIa7n/nQuTkWASBjtC88iOPBMdz5s9+jHY8Rdf6Ml5/5JT6TY7R/dR82gmO484nf4JNLf8TLj96KkyduQLDxLTzzP52a59Ad48R9eOadD/DJO8/gkdM34sTx/DXYeLDgxH14/oOL+Ph3P8E9J2/ADccD3Py9l/F/NQvQ7527HUHwHbyaxSqtCkBmf36fvPEk7j0RYOPOczm4k4vTkkMwObBgRLyLn50OEDz8AojoIGbbGP+1GYCMkk/xi/uPITh2Cj96/Y/47P1n8S+33YgTJwIcu/scPnZl6pv/+R0cD47hG+f+C1fDDoatt/HS0y/gIu/YgvTgBtz/izfx2cev4Ny9N+KGE9cjuPm7uPClO+7mL/DQiQDHbvsOnn7r9/j0T/+Oh249huDEA7jQto4OW0jed9czhRxT0DFvIXmEaAFgkHdf1O3LwoduCTRY5wiVQxDWQ0g7GQxZ9P8xEwPEvIeY9xZyX9gukPprimjHFVx7mHGYZaHbFIJE7CpYhYtjKtvjEfMtxGwLVC7W4cLl0N7dXwdA2BaYXPz1vD5ZN8iyrgoDm5KhG25mVIbnejUmkLpYrlvcloGrENy5LlZ3eRgYI7KUjXljXSZRLQCRptT/ajSUYUsuKkZzwMdUNoor9PDDy8trzyUNnfm96QHIIR1tJLgOwfVewg/ALgaQWviRalo2Y2DMepe5qiDIzuHHdFTqsJFj6AarLNfRtNOk8tgGgAQMLQAHpSZI2CYm5B8Yky8wJl8gYZuASeaAihhGRYBu3m4nrhDjXCFEeVeIl9eBk4oQ68PlBrEuDwlhdAY8PPTwc1jG3h15DRafS1sw/vTDd+LkcVdWfd0NOHXmSfz+H8VF/ytv5wrCN67HraVtog+fwpmbS4XV192Ff/sw3eZz/OHJb9oi843rceuZp/DXV8uxWFWL/GNceftx3HtiA0FwDMdvvQ/Pfvg53nj8dlyXFZovBkCE/Byvn70d1+XOcePkfXjhYnp+d9ui8vT8Nn+Dx09v4P6Xvmp4/l7FWVccf93N9+H826/j/OniNUT/8xwecs/ddSfuxPd/exHvPXsPbrz5+3izEYCcwSs8XbDcAQCRYww/eCYruA82rsedDz+D9xu7S6qex5Fd7PzbEzgVBHjw1S2Mk6sYJ1fxXgZANjFKNjH68hU8fs8NuC4IcOz6m3H/f7yFL3/3fZy67l4830odGRfx2g9vK/w8jp38Np77tAMSv4cXHr4Z12/Y1+RdZ1/Blx/9G7598iacfXszO27n8xfxo7tPuuL6Ddx891m89kUbYkHAsYiIWK7EvGlf+R6OyLksmBgg4qUeGNZZqheh+S79WdUVqCesB+YjrK4dqSES3kLMtheGEMu+loQcg9VAkIS3wNTu9MFwp3nbSRW6Xo35o6EgVOQioqIZCGJcUkS+VLwIQUrbauI6UuvBw0KfQaAhjY20mvaE1F+FhoAxqhKCcDWG0rR2zUIbsbQbZJ6mPSBtUDXa98VQLy+voyVV0a3kAYifpWdeF4d1e+zuEpcxJoMg64Qf0/0rLLJMp1F3N4YENK0EDUINQPhVTKgFICH9KitBr4MTWkfgomt7QMTuO0WMId4V4uV1QBUfcDdIoiS4Vq683I+fwzrXqPtjlxV1fo9zdx5rjpDaJw2vPoMHgpN49MLfZqO69kBNUUhVvRDrKAhep5gYNvZZ2C6LHqoABFcjMDksqH/1GXxnwZ+H7dKojmwiu+RasJ0K839mUXbdzfuiYgDqujLq3BghaYOw5n2lIryPOHNtLP4zzB83JO2lHu/lVRaXQ8SiNe0P4XXOuarHjkBED1RU/94oi8kBEtFCwrcqu0lmNYHSCcoF6fnRhs90Zgg9vbnRwg9a66iwhekpBNGQqj6CSmnSeC6FTyBmWpqeQQwdziRTuE8r4A54CB3BGAllWAZhuJ64m1OrP5Wn0EboGFLvHIJwHYOqERLZLhSgF4vSvby8vHZXBrO/Lz0A8bPS6BoIsg74oY2EzBwkTbPcvcQGCkJHmA9MDJQhkCpZav/Th4tasCDUMCtAT9gmInq5UIIuKiDIFH5sFbpCzC45QWaPn0B4EOLldaBEDhAESZQEdQXm2njk4efaGGPUNev+WJfe+elp3PzIi86NMdVff3Y7go2H8NoBOMeiLuDsieudm2TxRbr1qdjbMK9X4qCVSlsg0EdYASKsq2HZO74X/3lUHTte6ZjLaR70sQBiye4OVu3CyD+XTX0gTA0R5fYR0jaYWqZAvY+QdJCwrnd9HHFxOXIOkZ39P7L/P22/zsKPUUOQnHuEyHxB+6xS+DF1mSwKQcYQMoLW5YWwNKaqujA8dYIYI507pKlXw6ZGaJC529XHZk1HG1HhNqmDICaDH1YjUDkAVUPnPKleBMwdDVKloGUCYRIoQ1ZecOQ6AlEDC8Uc/EiV8DaYL0H38vLaC6mkMinJA5BDPga6NqZpt0cbmYMgac/HzpwYyvAs2kpognWFpZTPtR6CGAid5IBOuMQ5qFrXR9q1kS9BrxLjLWgV5+DDLPyw23X2vC/EaAtDuIchXl4HRpFM9jQSK3GiaZeHBx5+rskx0Jrt++LUQZftz7gBZ37+G7x/6SIuXfoj3njmEZy+LsCJR1+dASP7rajzFYauFP2Wn7y1L+dAxWAu/Fj2rv69FC/1WUS0jaSyXHn9P4/02CHpgPBFFz53eL0N0CdZ8hzSIvJ5sVpNAITyQSWQSdhixeVeXqm4HNp+H34VCd9u/J1jt20j4dugYqevNRtTlx47LyK6KEMQLkegsm87SmaitpaAICqEzhWkG9RDhgwGaJJ1ZHBdDUpSKGGMhoZ0nRf1+1SmGYDYqO+4YR/ueNn6j8ldxwhEdhHLFhLZtcXjKqp0jQA2+msKT0aF61aaLe0G4ToCldXww0MQLy+vvZSsifzzAOTQjoHSDFSOweS40da4m5O+0Ysdww97FwbNFZBPuz0aPiTAQBoOpeuvvwg/+hkEke5DTX5fefgxLZlvPgfAAEYuBBGUGoGJVg0A2QaXvRxwiMErgAkTbWg92VP4URWRJXQMJi0M8UDEy2v/FKsY8S65QRItQLQENdPycj9+rvUx7o7I/V6gOvj6HH84fx9OnZh2gFx34nbcffZF/Pc+REw16zP84l7XObFxIx77bX2/x27KFhRXOwBC0ll6UX0/xMQQMe0ipl1QPljxfFf7eXA5BhOjhToA1vYzK0GfkHZAVwBUlA8QkWYHUFSzbyaHSFi3Fp6EpL3SOXkdTXE5AOHtEkyohiC27LxV2G41CDICk30bYSVatqOkAmqkECTtJKGyh6RiuwIEkYufj9LE9mSY5rJw5uKa0ljsarfIxG0zXU+ogyDcwY/56yUGytCZDpHyvvJ9IAbaXcsIiQMgsWyByB6YGkGaJAdM8udpj0HVEER2QWQ/121CoAzPorGEtoCjscxczQcgsdhGInr7vjjq5eV1bUsZUbmG6wHIoRybRUnlFBasH4IYaCNr7xgob7uT4xr3Rp+/ngKAqIEg0zL0IagcQlVYSuuiugoQBNp9cCjDjxIEqSyb14DmS8GDagji4Ecu1krrEFy0C9tx0YFWE8wrTN9LKXd3iO0L8e4QL6/90Doisay7Q1rgoSWYUZBGzwHAfvxce2MM3/cFKq9dUPwVvrx0EZuj/T0PKmdjlSLaAVkZJuy9VilMPqg/j0XExBAJ67my8NXigrgDR3XwK2bV8IuKAWK6gHOEdcAOyevHa/9UjpKagSC50nQq6pwXKQRZ7PXG5QhE9kr7ajlVQZAOEt4GlV1Q0a3cply6vkwPkFQxtBHQRqAOgggdF9ZBsiL0rFcjhNQMs2sgBqrUK8JVCKXZwp+nbfk5rYzn4jqExuyaTxr1bbs3OohlG9YF4qKwSukXQicuLqufAZNYth0EGTm3CoeBgjIUwkVbJbLX2OWRrrvUQ5AOqBqBq7AZpnh5eXntQKZmHdsDkEM3s/Bj/RDEvsGnYCF/h8FujDICVI5qS9WpHDq7aO4MHfzIO0bsuSp3BcZBDVq73+ljpHOfDOq3E8NcwZk9AowCTH3kVZOkHILxVg5+9AvwwzpAksJ2BxF+NMEQ6mGIl9eeiqgYiWYLR2IlWk6Bh1HgRjvg4cfPUR4DqZJ9X6TyupZlP/OGtIOQdrJF9b10NXjtjyjvV8KvtBy9vP0inSF5F0gyp4zd62iLyyGSkvNjBiaItnVeiP4c58U22AIQxMZndWvBhYUx0+NE7DJCdtn9ewtEdJxbpfpcEr69VPfIVBNoQ6ENQxGCTCwsqLjx0TgniNAxdOOai3OM6AhCRyutz1RBENtLUn9zqsbU1ULkADSLtbIQxpipC0QZBqoGOfiRhyADcBVma0AGGlxNkIi01LwNKsfgNQuP1RCkhVh0QdUQiewhFvY4wkMQLy+vtSsp/L7Ljwcgh2y0ETVOiSkEWcy1UT3pmy0pgIWRe5PfnVGaNwMQ59SYnqMCV7F9Y+VtxLybQQplpL0GTSB1AqlJ476Z+zCgDG98XqkcuQ8vAIwGDF8ZflglkHIALjoQFfCjCEFGEKJ34OFH8bwrYIja/wViL69rXxFiRSohSMHdoS3w8MXlfvwUxxjty8+9dl1cjkD5YAcRUl6HUVyOkLAeIge/YtptLDy3kWm9hQBIClMOan+M1/5rEQAS8y0wOaiFFkWnRhu8sUC9uutjBoKkThC2hZBfQcQ2C+dj+0eq3CItB2FWf06UThzUiMBVBGnInJgqs6CTw8AYORM9tdTnEejMfSF0stAaj4a9sVPlwE7ZgZLGflM1QCLbMxCEyB7yfanaCHA1AZEDxCUIUrcAWYQgbSSyByqHiGU7B0Xa1g3iIYiXl9ca1RQ36AHIIZt8SXhdXJPtw1h+UnBQ7uGYQpDdcYJYpwYpQJf89XAVFYq+pCYgoo+Ib2PCLmPCNpGILoQi0EZBODiSPrYOglA5gco+SBgIRapdIHIEkZboGAkYNmfxP4FSE2gdzdkuhpIjmDnbwSS1gOQwKIUhUsfgKo3K2u9FYi+va1kWgqT9HcwoMK0gjIYyxgMPP34axpefe3l57aaYGILyfq3rY3b76uLzOhcIYd4F4lWvpgismG+D8C6EdPCtAV4kYhtM9NDkALEAr+5YqePjKqjogfIemOhXHjNxTpD8vhLRLsR17URSxVCGQBsOs5bPyCZLmLDrJzuJCtcwkCt1rdpzIDPnYIzKSt2p6iMPQRLZBVUjCBNn6y8GClIn4NpCkER0XJdHJ+tBqRJXIagcgMihjc8S7YpIrDaoGnoI4uXltTY1/d71AOSQjTEaXEXVEEQ6WFDZVTF/pK7r4UjdJZMsYmrdY+9EIDPXVYQfdkupCWLedvDja4TsMhLRhdTMPTdF94hQMaROwHIQxMKPMtBJ4cqgAn4owAjkXR9Gx1BqDKUmua9ZZwfjbQjRhdFhLdRQauQcID1oVbfdtSejEygdQyh7pw1VvkTdy2unIioEVRGYtP+vhI4hDIfykVZ+/Cw1QkX7vkDl5eXllYrLEQjvIaSLOUB8GbrXPFVBENvrUQQadRAk4S1XPL4IwOsjEdsNIKVVABmNxxR9ENEF5V2wRufJYuLS9pxQ0QOXY2gz2ye6/LgOkJz7ojkua11jgIUhSVq0PnYQZACiuiCqZ2GEmkDq4h3UtmMkcY8Z5iDI/EJzqkY550iVUifI/i+cenl5HXKpZrecByCHcDSUvYu+sFA/ANdRbdZZ3ZicjdPGSjX0YMhhBTRY30yLyAdIHLgo3+1goCFUjJi3MMkyQlsgogcqx7URWkJFDoKMwVTYcB0pBBmCiJF9869wfRgdQ8g+qGiB8TaUGmfwg/LtrNtDiG6FE8TCD8bbhXJzo+N9hxN7DkNMkrlDhHZxWSra98VkL6+DLiJDUAc7uLL/h5Qm0Nq6ruz/MQpAYvf/6PLj59oYA7XvC1NeXl5eZTE5nNsFErMuiI9U81pQKQSJHFyo6/Pgcmjv3HdxVAlf3nlBZR8Jn4UgdS4OLkcgIh/VZR0g63xt256THmJ3Xun+lSJLr6dMP0O43g4dFovLVeTWHnbn87gxKov/nhdbro2E1BTKcNdTknaMjMDUCFyHUIZVOk4sBIkzCELlAFSO5i5IUjlsKEW3SmTPu0C8vLx2LLt+Ww+DPQA5pKONnEKQFH4slTFpXJ5jBKEJjNF2n3JSG61VBSTWPTaGi0Kqqtw2A+VcKonouv6PNojsNzpXUngjNYU2YoH8TAOlOaRmMEbUw48MdGyB8hYY75S+lkKQXg6CzMKPKQTpH0kIMoUhBDoFIsrFZfkidS+vAuxIHW1KJ9A6gTEJTOP/LQ9B/PhZdJTx8VdeXl67Ly5Hrvh+8QVdKvoIK6KwQmrLz+3+9v/avA6PmByAij74HNdQWmRORXdO50ed0lL1FIJsg4hOo4vDHrPjYrk6Kx63ft9UdGdK3lMIIlW8dKeqgYE0BCxXWp6X0NGO47CqRhsJoeMpbNFhLQTRRmTbchVBaQdB3Dlb+NHsVjFQkCYB1xG05tCGQ7rezzpVl6Ln1QFV431fOPXy8jr8mvc7zAOQQzz2DS+B0GQl+GFhxwBUDJEWXdmvzzopuIpXjtayRzRQmkEucK72zgSC8gs3LewqO1+kJpBmXnzXsh0mGtCzRefV8GMLEf0aE/IlEnplBmykEMToCEqNK+FHut1RhyAzQMQt9AoV27gs6d0hXkX9f997xsvLy8vLy8vLy8vrgIuKDpjoLQT/LChcr6uJZWClXKieL3YfQapoyUgsVQs/UslcsfjOpxi1VXCcZLCltK2KSs6U0DlBOKQmDvrMv167ZqTctgbacAi1KAQpw48uaEOPiJeXl9fiSuau+XoAcsjHFmMtdydBFeSgYgChk5wTZPp9Cy128mZtXBH5EFQOG50k6bHtdmT2+/n4Lwc/0udAaloZ4WWjuxgW/gBj1Az4sEog5bDC5bGFkHyJMfkCE/IPEHZ15vtMdKBV6CKyquDHFILkO0W8pjAkBSI6AyIxmIpB1P4vwnt5AOLl5eXl5eXl5eXlVS8LM/Yvpo2Kbi38yMdtCTmGVBNoTYCFbjS16x118MMWfY9hsJyzpG60ETNRWwXHiXOxGNf3wVX1tikEWXY9qXzt9sZc0rg4mXa1FmKvVHgAFk29vLyuBc2LvwI8ADlyU+fwyGKuMieIhNChK8DamVVTagJaABPVcVrK8MK52e6OWQhijILSrOLNOoUgO4EfxaLzsuoASMI2MSH/wJh8AcI2S/CjBaVGgEmg9QRc1DlAtiCld4AsA0TysVnCR2Z5HWBRGYJJG2GVxlfZCCsyJ8JqnUrjsPz48VMerfm+Lch4eXld22JiiIT1KiOsItocBVQWFyMr3/XhlZPtzeiC8NbSHR11YnKIhLcqHBLri6OqPm4fZGGXyHLnwkR1H0lRrdxjJlAqWagXxHaAzEIQogagapBFYS2X3FE9Miskb3KcUCiISpdIuaNk/vUZGMjGaDDbRULBdQymo8pSc64iUGW7Q3znh5eX1zq1yLqvByBHaAw0qBpjwjdtd0YNBEnf2IyzNS51DKOtvVJOsjdBWlmsPoSN7rL7t/BjVFNgPgtB6s/LQOoke+y8DLjpaECzuQuINgKrVw1B+CYSdqUWfqT70GoCVgFBpOwXtvNaHYzYHpHEfsjSPjbLa+9ElAUdXMWQKnF/NO016JgDQZbMNfbj5yiMVPG+L2B5eXldW+JyBMr7iCrAR14J6+77uXodXnFVinViWzuGIEz2EbO6mKj1FpLnZYvJt5wTo1V7HK4s8En4NhKxDaYWByG0CYKwVuW+pI4Xcm/YPtMUgoxcUfigCCZUsuMbTA10owOEKxuDZaFMMywRKmy8a9r2m9hyd64mMA1F68oIEDlELNogclgDORYDH7ardv8XVb28vA6D5sdfAR6AHKmRhiERPYzZZUzYJmLeqYiLmix0h0PVWPgRZjFUiegjkb2GcvIBpGYzkVuLQ5D60YYv0fmh0eT6qIIgnM9CECmH0DoEYS0LP3gKP2b3YSFIqwQ/9nth9NqWUgmUzpWr++gsrx2IyBDMRbFJHUMbAnNYAKam9veeHz9+shEq3PdFLC8vr2tH3N3YFdJ68JEXZf19P2evwyde4dKI+VVE7OrKEITJ/hyHxPohCFMjEN6uOM4sBLH/t0o9HmILTC1+PlT0Z6KwEt5pfIxUE5gF7jA20BA6BpG2r7TSnaGSufuZP9UQROq4sJ7TBEG4ngc/dGW5e5UTxBgFoRNQNUQiOohFqwGCNIupMRLZQcLbYNJ3hHh5eTVLagq9QGe1ByBHZJRhGVCIRRtjPgtBqJy4QqvpSE1A1XguFEmdH/kOjkR0MGZX7Jt/LQChUIaBVrg/8ttxZe2i6QtcG+lisAR29OHBSCwDP1IZHYPlIIiUw+x7WoXgvF0LP7LttIUgHn7sn4yxYEToGEzHIMq7RbymspAjAncRaza66qA4OXYoD0H8+MnGGAUhJ/u+kOXl5XXtiMsREt5bCH5kUVhLLOB6eTE5qIQf0wX9raXi1VJxMR+AJLwFJtYZtVUfS5UWkws5BpcDkLprFltLHTcPUQhPXVgjENkF5b3Kx9hekHkQxJaOz4+oIuv4BAOup3BCmOquVQMDYeKi80PHjddhjK6N2uJqAp2L8jJGQuRK1qkcIhFtJLwF6o61qJgaIxHtXFF6u6YoPQJVI8SiAyL7PlLLy+sIa9HaAw9A9nWWj5haZfLwIw9BJhkE6YLJSYnkG3uXvNueyXoIUgU/UkViGxHfrIAgA6QRWMYYcBVXPt4eewRlmHOXFJ0lVA6hNF3heTSA4TtbPNcxpBxAqTFWjq7Sh+SO8SMmrW10kVAxuIxAlV0MT7XfC/NeO4MaBakQ1OXUchVD6dj1cywPRg+fFo0I9OPn2h6tBTwA8fLyWqe4HIOIwcIOkAlpg3DvAvFaXDYuah6o2N7BvuvKwrdARHdtDpAq50eV42Qe8EnBzDLHZrIPpizIYSrvppmWoZfF5RhCkUbnhDayMaIq7ehYxxgoCJUWADcADQdBuJrMPbaN8mqOzuIqhIaCRt21DkHk4hCE6xBEDRCLVg5+5CFIvjA9ApXD3LYtEDnwEMTL60gqgdKLpf94ALJPY4wCVxG4DqF3sZTWwNSChUi0MeFXEIuu68qYPobLeGZ7rqPKYwhNQGT1MexxWohEq9D/wXP9H/b5qIYgxwU8EQAAIABJREFUVE4K8IOIHiK+hQm7jEhsg8iegyDLFJ1rNMOPBFqNoFUI38nhNZXtcdCuX0Qom03KdAQiU3lQciCghgyznweV0bSTQ+cBxzXi5NipUJ/j68fPURlt6L4vZHl5eV17WtYFEnPfBeK1uJgYIpkDD5YFAnlVQZCEb4OKnoUAa5Lt5KiDLcsBkJhfBRXV7o16jdy+y9e65fZVDXqkIpVui+lnC1EDBiaQhmA/nNgGuuDcaNrOdplMGiDIBEozGCMathsikW0kotsIJ7iOQGUd/HCS7WwfXEeIRae0jYcgXl5HUVLThXuVPADZh7HwI13QH4DLcOXejfpjaOuugAHL9XKUlYiei5eyb8AGdSBiCGmq7xRQmoPKhg4POcyskFSOIErwY3rOxWNTOYGCzD1XXQc/vs4UiS0kYgkIYhRg6svOjUkg5SArMNdqvP8LlF4HXhaMOOdICkj0FJLQnKpAiQcmi0MNKqfPpY2niuxzrRMHNyzgsHDDA8zFtN73Hz9+Dtv4AnQvL6/dEhODuSXoaQQWXVOkUJO4GIGJIeoWdb0Ol+ohyBYI74DvMFaN8mkp+Tpjr2aOI7o1jpMtJLwN7qK8mOwhEfXOlLihOL3+2D3ErN5B0whBdNq3UbUGYaOw8hAkdV/stAR9ldFQUJpCa9YIbtKx8eNJJdyw15E4x4mBMhS8BoJwNQKrjLCaiqsQRPbq4YeTTRGxjyFqWAFMPATx8jpqUnrxGzo9ANnj0Sa/oF/suCj3b6w2BtoIMBmC6wQG2oGF8jFtuThXceG4to9jWNxWDiB0c1GXNLSyx4OKIaSyb/JKs7mQwhgDoWIwGUJDQ2bxXT3EolWAHxP2Ncbsss19dKCl/jk0mNf3YSOt+oVic8Y70GriF1K91qCpgyQDJdr2jwgVu9xUqwyYlBb8M4iSqgamHBhgkTvXmespgYxU1hkXOyu3fY6Ue868c2MXtcDdYH78XKsjVbTvi1heXl7XprgcgfD6MvSQtJGw7q4tLOfPg4oBYtpBSNsga76L32v/xMSgAEGmi/br2T/lPQtTxPJ9IksdZwaCbCGpKFtn6UL5TCzXCsBHjRqivqbPJxMN8XQqhKmNlTU2zUJPwHXoUjfml6hrI1w8+TpAiV0fEnraASJ00hjhlTt7F4U1yQGN2eswNRBEqBDaCBijIDVtXMRkauLK06vhRyI6WXeJ0NYFQmQFBJHtwnZeXl7XrqQmpSqH5vEAZA/HQDc4JVzR944gSAo/Jtl+hYodBNGgcuoEocJCjTL910YWHk/FEPPgRzplCELFEFKzla4jPZ4yIttnzFuYsMtFCMI3kYiuAyCjmhf/vMiravjhIYjXfskYUoAleWiSgpNUFp7EGUQRDiKwGcVr0iywEHnp6fnkz1PNgIwExsOMAyRfiu7nqI6GlOG+L2B5eXkdJo2WusuciSFi1p0BHxHtgLAeuNhdNwYTQySsj5BMnSghbYOuUJDtdTDFxACEt5HwNpg8vF0yFoJsW4jD63tG8vFcOwI+amQX3RtjteYAEGnL0asgiIGGNBRch5C6OTLLbq9c9NQYQofQO+zrM86FIiqiuOwaz+JOEK5CCB0VotOL2+kcBLGOj/zajC1VnwdBxkhEd8bVkYgeWKEDxIqrtAuknXOA9MH17LZeXl7XnpRZrg/aA5A9HGl4bUzUtNB71Tx2A615AV6UIYiGBFOhi6GahR/pKM0t5ZdjBzAWf0FJQ3PFXqvAj9nrUpqByRGSXP9HCj+m7o9R9fHm9n1YCTkA5duVAITyLXDRhdHhAVik9PJaTUbTnesAXIfXLgpiqd/3fvxcC2MgIX0BupeX14JiYgjC+0h4b6k74hmfRmGlro/djrzKXB+si7Cqc4Str8ja6yBoeE38PKnoz3VE2de2dabMgxPzxGUTBNkGlf2FnlepJtBmunZi4ce0R4Or0K31VH/W1kZC6LgEKaIdQBAXwaXqy9jVAlDG7QnK8Lk361oIwiANhalwly8OQTpT+CH7YE39IQ6CENkFlUN7c94BWJj18vLabSXQZrHy83Q8ANnD0UaBySYHSLiUfWc6xkKLigiqrMDc9XxoKMgFch815NIvpul1ihWvo27yEKSLiG8j5Fcr4Efpg8Gcvo+8uJgPQLQHIF5eXte0KLDW391+/Bz80UZAeADi5eU1R1yOQHkfca7PI264Q73q8YT3EbMuCO/vkeujN7d/hPDD6xbwOrricgQmBmuLjpuFILZ7hIn+klFxEyhNYYy20ec6KvVhVEMQrYVz8M9CCgtBlv98Pi0yrysxd0XmNY6O1cbAGNkISiwEIY0Lm0yNQWR/CaARZQ6V/V+U9fLy2gtJTV0P0eLjAcgeTzmiaufwAzBGgckRIr6FmLeRiF4lYEnBhFCk8e6DgzkpBBmDyhGoGhXgR7FIbH7fR1laxxCyVwM/OlBqDB+B5eXlde2LwUdh+TlKozWHByBeXl5NYrIGJtC2ddsvuB8uR1mZ826KyxES3qt0fVSVr7Nd7nbwOtricrjW133q/kjSqKwdOkDy+yWii4S3nLNk1XOeQCqbS2/7P8JZCFJwdZhGl0baZ7F8VLqBMgJCV4AVPQGTIwgdr+3G1dT9YSFE0rhf2wnSDEF8kbmXl1e9kpXSkzwA2YfRRoCKUQYmmNwB/ICG0AkS0UXIrmDCriDm7UoHiDIcTNkeECpHcwvJ92pM6kqZW8RlMoijjYTU1Fox89dgNGDESgt/RkcoQxAufP+Hl5fXURKFj8Lyc5RGaQYPQLy8vKrVHCE1IW1EbLakeb/FxBBRqXOkSTYKa//P2+vgi8kBqOiByeFCrxkbU9UCEW2wNUAQLocgooMkV1y+bgjCxGANhe8TqAYIYiPKpwBE6KQRgHAVQa/UFWvXT8rHJ7IPIgeQJsY6PvOn3SXTEvQJ1gFBmmXBjnWJTBq3nbprmrfz8vI6HJI6WWD9eHY8ANmXsZFVXE3cm9nO4AeVQxDRQyzaCNkVhOwKEhcPlcIPaZiL3xrkOkf2H4JoI7PcxjSma/Epn7dGU+SV0TGMjhsX/4yOkUIQxtsefnh5eR1B+SgsP0dnPADx8vKqlo28mhchNSFtJGzFAuZdUuoAWRSAhLSz630kXodfTA6Q8JaNhxIt0Iayda5GoNK6NNJIqZ1CkBR+xDn4sRsQZKHnQgxARLfxObBxWDajvtAFoiczazBp0Xh9BNZObk7KdYHIkY2WUn1QNQJXk6VLhMujs3OflM49LUJvisNSkDpZYQHUrh8lou2Kz3u1EITrEEQOkMg2EtHJHDVeXl6HV8t2VafjAci+jYGBWola2Uc7+CGGBadHJFqYsMsZBEnhB63pB7EQZJ25j4uPNgpcRTkoY6PAmiGIvYtBmVKPiWmGH1pNwHgHjLeh1KRx8c/oGEqOoVUIDz+8vLyOpnwUlp+jMR6AeHl5VYmLYaHvoxEgkDboAevSYHKIiC16/h1Q7gGIV724GOZghoMOYhtUzr5uLIBrV4AKC0FWicNqgh8FCNIIJNYjJqYgKOZboKIagHI5zpwyStticGkItBGl+G47VRBE6DSiamc3rBrnMqFqAKqGYGqUc5dMIFeEIHa/cQX8KEKQpvUdW/6+OARhKgJRA8Si5YrSt3MQJCxsy1XobhSebushiJfXYVcCg1UccR6AHNrRRtZAjR4isY0Ju4xYdG3xuip3jpTisf5/9s70u636bNd/pb9Au96y1JNAyAECNJB0AErJSxuGQl8aaFpWSgvlEAoFTihQcgo0dIU6TjzFTmJnTjxLsoY9/Mb7fNhb894abMl7S76fta4PSba2tmTHsp5Lz3NvYwXXVsu2yI8avi4g+gW4PgckF37jG3QKOze6CF8so+TdQMG9Bse/21GCUHwQQnY9kDv6usBiJVHKOIk3lggh6UPIPMo9rJEqeasQOl2rsFyx0VUOiOOvwR9wKDsZbgIBshwhHpYapzp0Hm7kcduTIJV8jvjzVqTM2uCeA7VZzR5pfkx+xPSJpzbqckqy0EZ03HZRL0GCFS86CDO3PjqtlGpXtUD2fKSoELoIY7bye7/tGLQu9CZsh+sOJEjnxqdvinCahEacBPH1Jhy1FnmsoyhBCBlWgumPrRUFyBBVZUTQInghlLocIzXW4ch1KOMCsPBVqb0A0aUthGpt43FAQ8bIj5qUKbXeyogW6aM6iIx6+bHpLoZchePf6UKCuB1XZhFCyOjiA1v8dAWLNSxFAUIIiUKoTbhyA0WvOwFScFdSFyYuZB5Ou/wSbwWe3EhdhglJJ7XJh+bJi+Wa0NB5lNpMaQTHRwuDTgiVgyNXY8/risHl8QTB62sN2SPtJIhQ2aZjg0kRYztv3rCwsDDhlIiBNl41W0OYrWWBWLTmgESt2tpKTygQNOVo+WEK4eaOTtMlFsaKjo1PV+YixEcjrtqAr/Nw1Grb4yhBCBlOttO7pgAZkrJWw1ObYWh6IZQglSmKRnngyCyUqR9jtPBVMVI0+GoT2sqm+1IDFSIGCqLDVIqn8vVXFCk/PLEKqbKxksKYUoT8qJcgd2FMsc1tV4KVWWozBY1IQghJAIi61xIWa/SKK7AIIXEEq3y6mwIpplCASBU0raNyTMqc+iBbIEqCOP5SQ2i4r7Io+e0EyPKWQ8Zr67Vq5yv5d+CKNcgBijxfbkRMfrSKHRFm6fgyGymCXLke5nl0rrhckK1JkE5B64Xqh2e3UsG1liPkRy/vI4JtH+0an74poCRWOgiQdfh6E2W11kGWLAcr3FLQ0CWEdIey7pZ+RlWKAmQIKpAf+SZxUYS1BhamQYI4Mgtlg0AYbYMXEACwMPB00zn0ZssYpTIePJmDp/IDXYulrAdXRU+AODIHU/ep4+Dx12edrMMVy/DlGowpxTbutMrFyI8Q5yqEyqJ53ZUNxYkn7oZh6MuUIISklLHxSUIIIYQQQkjKceT2pzSEqq3jKom7O5L7ESVeIqdAwkyUYGXXeqQE8dQ6bIdJkCih0CgXiug9q8/GnLPQl0zY+muWpn34eduz2E4SZDNWgjiytgJL6CLKMm4KZBmOWocwpcQbuoSQ7tnuB/UpQFJeBnFZH9lwdZUJdjrqAlyZgzLBiGEgMrJVWQJYGOhQgmTh60LLi5LUbkOo+sAliPGaxEblPhuvyxhZd8waPLEMIdfCkPL4xqjRBZS8a7ECpOhdg1DrsLY2QdIsPypItZF4o5cQ0krSb+QIIYQQQgghnenXiqpgJdVGVTjsBEEQe7QEKfl34ctsyzW6cr0luN0RK5BqEzZ2EsTCWL/tuipfb0JbZwsdmEYJInQBpq+ZfyaUO1tvUlpoKOO2bYK2SpBluCrbIjSiJcgyXJVLvJFLCOkNpbfyM6+xKEBSXNZquGqzzaqoLKR2gHBPpAmzQZR2q/KjgjRucE4YaOs1BVFZSO01yI+dkSAW0rhVCeKr1okUhI9OageuXO9afgQ4kGo9UoIUvevwxBKM3kRlAiROfvhytau8EELIzpP0GzlCCCGEEEJIZ3ZKVgyK6ByUpiD4FgmyFkqQu3DEclXaKF2IlSBx668aV1ZtLQjYwgT5Z1vME9mJCrJv20sQT2+iLFdQlitwVQ4i5jihi3DkSjD1IVfgqc3EG7mEkN7RZvs/ryhAUl0afgcBInQJNhx/rImCZpFRyQSJLmX8SPlRL0FszyOW3ZaFMi6ELrYVLdYqSJWDlOtdyo8Aa8rw5SqKdRKk5N6A5y9D18kPWBdaZeGJpQb5IeRqT/dHCNlZkn4jRwghhBBCCOlM0gKjXxLElctwxF04YgW+bj/VEkyrrMMVay3ZJzUJ0pqTUZMghcb1V7q4ZfkxTKWNhDRO24aobyrh8O0bp0JvVjejJN3EJYT0jtJuX36uUICkvLQV8GNWYPlN0kAbv2WllCuDUcCoF9WgKtIkOo/DlRvwZBamw57KyDNbA2NFR3liYWGsij/OasD4W26QViRIybuOkhctP6rHibWqBKH8ICT9JP1GjhBCCCGEENKZpOVFvxAq17fskUCCRIeFN2eBSF3q88qqNJeFMQKdJEhnShC6AE9tMvODkCFlu9kflaIAGYJqlSCt8gMAtBHw6idGVCf5EZSxCr4qxkiQLKQuw9r252gua3U1nF3oMqyNlhvBCKYbhmU5rRLEasB4226SWlOCVOsQcjVSftSOK0PIdciu12wRQpIk6TdyJD3cOzGd+DUQQgghhJBokhYXSYgSEbMeK1qCRPVqJKQpQxkntSur+lcGjeHuFtp4W26aCl2Ep3JwxApKYfYHJQghw4W2PtChp91tUYAMSRkrQwkSLT+CslDGh6/y8MJgp26/UXSkBAkyRrYjP2qrulqtXUV+1KZWsmiQIF3KD2tKMKaIOKlRO64MowuwptzxuE7HEELSQdJv5LbOPD4sa2hYlMureDjx6xliJi7jvaKCEnn8LOlrIYQQQgghkSQtJHaOPHy1AVeswJWrbcPahdqEr4JAd228yP5N0B/pTwNwp8pAQ1sR9q06XbuFgYQyLrTxGvpG1pqOeSBRCF2EqzZQlsstAeiUIIQMCw4s+id+KUCGqIwVkLrcIZTcQlsBbXq3ZMEkSKHP8qNRglQ+tdAqPxonTmBl1/JDyg0IuQKtc4iXIA603oSUa1AqR8FByIiQ9Bu5Fq5lseBJlLWPby63O3YV16o/OV18mPR1DyXTOHirgLu68jplcOVOd1Mg7xY1ylLgxuYKnkz8cRBCCCGEjD7Ji4mdkR+eWocjl6pB6a5cjpQgjSHpd+DJVWjj9tzHQaXDYiW0FbHbN3aqDBSkKcPXBQhdgo7JOQkq6F9JU6oGvEvjNkgQY3UY3N5d09TXBbhqvUl+1CSI1yY0nRCSHnTMesCtFgVI4mWhrYQ0LkzbFwaE9tvrIEC2V9pKSF2GMm7v8gMGUpfa5InUJjyU8SLkxwZcuQ5PrEKpXMfGZ7DWagN+mNnhiyUoHXW7QH74ciU8bpkShJARoec3XxNLuFL3nqBcuN3fN3fLbnhmifGFdsfu1ATIDB6au4IjN1bwfxbnEn/j21euFlAAAGuQcwr4YPEi7u3yth86lS9TAb9K+nEQQgghhOwCkpcTg0WoHFy52iA/4iRIEI6+1nJcIEG8nvswynoQughfF8JeTtwKcg1tfRgzmCyR2orzQl1we0WCRFyN8cPr3qwjQoIY0VXDVJhSxORHI45cgafziTd3CSHt6O/0B0ABknAFtttThWC1lSrEShBrDaQuB7Y6dgVWv64qfsSy07/VJkii8VVw7dFTImtwxTI8cReeXGnb9GyWHxV8sQSl8nXHNsqP2nHLUCoPa9qvzSKEpJue33zdLqNhw26/G+BdC5CdojZpkstfT8H19JM5vL6yihemes/+oAAhhBBCCNlZkhYUg578cORqi9BolSA5CJWFK1eqkx+N3IUn12FMdCZIVA9GGadBOMRJkCBU3YHQBQhdDLeG9LcCGeM0CY1NCF2EbehhBfkeouG6myVIfUZsIEs6N01L8FSurQAJVmFlU9DgJYTEYfo8/QFQgCRYFfmx2TAhEUiQRrlhrQmFQRa1dVKDlSBR16tM8KkCFbObEgC0kXBlPkZ+bEJbCRu+eDUGu6/Bq8qPZegGidFIJdC8WX7UWIbWecTJj3oJYtoEohNC0k+vb7xeLwSfItBCIgcAEPhmro9v7ihAhgIKEEIIIYSQnSV5STFgASJW2gqQsrgDT62Hkx9R8qMmQXyVDT8c27ZDA2nKsQKhUYJYSOO0SImtTIJU+jnBbVv7QibmuqQp1W0ZsVDWjbn22mOofw6CDwV3zgMRugRXZWNXYLlyA0IXE2/wEkKiUcYfyCo/CpBEykJbH56KEQW6JkFa5cdGAhLEQmoHngxWVnkqH0qQ6FLWhytzLfKjcboleNH0wr2XFfnhi1B+RE5mOIBxoHUBvoiWGhWEXIe1DkSM/Kgg1RpXYREyxPT2xusmJsMfmXfWljAdTlSubFxpOK7SHN/cvImnVxzkjAVgIWQZ78xM4uGbBdwJcyeU9vDNYt0EQp0Ambi1gjlhoADAatzJ32lYdRXXhL/34l2MewrCBj8rhZa4snoN98Vc48G7RayE16ONwOTNeYyNT+JX+Zg3NO5adVXUfVfWcaVyjbDwpIfxW5c7r5K6cA2fliW88Ee6Mgp38ndxcKLd7aZx8FYe1+vuT2iJ69na7Q5ez2HSkyib2muF0BJXVhbrruk6xisPzVmtnr/2eJsyVWbu1J5Pa5Arr+Hf1S9T43O/5eeDEEIIIYS0JXlJMVh8mYUjWtdfVXDEMnyZhVC5yDVZDcfKVUhdbtsEDFZNtRcI9Tv0tfWaJkWC9VS9SBALA2nK1SmSuEkVAw1pGiWIMIXqtQTnaj2mHmVbV+AYqyF15wZqpYdWL0FKchmuzkJohqATkmYG1eemAEmgglVRm5Hyo4LUZVjEyY96CVKqGwscTAnttFyD0MU2+9iC6RanKkw2Y76BLbRx4MvVmvzQ0fLDWgdK5yBkkA+iVDZ2AiSY7CgA1oGU2Vj5Edxfu+B0Qkja6emN10IhnPqQOHt5Gh864S/g3gYeqDuuKiaMQbPq1Vq3/B1EHj+r3L4qQCx0yweiLLK56633U9+En1nFtcgf6RbZ/I1qI77dNcI4eGciXoBsbt7A2Pgk7l0sIBs5zGdwbXk+/nmcuIFxET0F6DnxeSYPLDmt11q9vyCf5N5lN+aVxWBxqZJh0oMAmbiNSdVmdLbuud/y80EIIYQQQjqStKDYGQmyESlBXLkKoXLV44TOoiyjp0AcsQJf5SBVAbpNnoexCsLErZAK0NYH0H7qQuhSx2mT8NaohZV3niIJBEcpnP5wGjI9qsfYaAmijBvbbzJWdtVEFaYiQZZQEivwdAHCUH4Qkmb0gKY/AAqQAZUNv2AxWRnWhLkfbQRIuO/Q7SBKgmmR/gbD1FeU/Aj2JTodbhlIEGlKbeydBqwHrTch5Gp1bVVrkzOQH1417DwIMZdyvfp3rfIjuK01ZUi5ESFAlhiETsgI0Mubric3wk8o6RJer/+zdfFh3eRCVS7A4NrKZdw7Po/T1c69RXbzJu4bn8Y75coLs48vpsLbVwUI4DlrwWTDzBIuV34MmjL+1Hw/1SZ83TmNi08uTmNsfAavbsrg13/r459zrdd4ez2YDvlZtvIJrPr1W3ErsBZwpvJ0iAJevTCJsYnL+MSp3H8Zb8Y8j9X7sRIT12YwNj6NgytuKDcM5m5G364mbRy8dyH4u/vmb+P0+lJNmkws4rc3FnF/+PW49+I6boSXpMsr4bm6FyC158RiJRtMkdx7ca0mmarP/dafD0IIIYQQ0pmk5URSEqRZftQkSK5JgtyFK9YgVL7uuPYSRENG5mgIXWySH5VqlSDCFFGZf44rbQWEaQ4r7zxFYqGhodp+aNfYRrGijNehARpsVOmuoVqCrwrwdCHxxi4hpBPuQPvbFCB9rmBlVRmuzENFvuAEZayCp3IxUqNY/aIbqNhMDU/lw5HGQZWOXr1lSrGPq7XijtOA9esamXFTGI3yoyo65DJ0kwRplh8VWiUI5Qcho0L3b7rm8EUoMbSzGkxSVCdCDC7drh1bbdSrAl5q/ru65nqt4V4nHGIyQF7aVC1/3ypAVrAY/sgsF27Xrn1qA3fCQ2+sTMdeY718ubZcue8YAXJ5E9nw7++szdX+/kYJ5eDEmFiMeh6v4mzlZadhcuZ2daVYZcKkmT+VKm9kNK6t38ZPLnTzdYuSHd0KkNrXvF48RT73W34+CCGEEEJINyQtJnZWgmThijV4cqNJaDQdp7IoibtB+LlYjz0uWDUV1Vux0LZRgtRPdBgrg336DQLCQupSeGxrBm3LPVgNoUuR8qPxPre+tsZYDW09WETnirRek4HSTgoatoSQfhH/c64/RQHSx7LQELpYJyhybfcpaitbJEi9/KiUgaquk+pOflj065umcVKlV/kRVwaN8iOeQH7ErLAKw9KlXIOQK5Hyo4I1ZQi5UZUfXHtFyGjQ9ZuuOolQy/xYwqXwvYAoLVWPjVpNtV0BUr8aa3Ep5n6qQia+KhIjcn1WLwKk7ti4qp2jntr5YqtOSjQws4rFhr1gFp5wcaY+Y+PCNXxaFNg0Ea8zPQuQuuOasj5anr8tPx+EEEIIIaQbkpYSacbX8ZJEqk0ItQlj45uDFQkiTQkWCoCFMQJCB1MbUjstUxXGyi5XzVhIE5/VUV2F1cUarf6V7XoVFiEk/QSTX4Ob/gAoQPpWgRUvtkxpCF2GbSMMtBWhBMm2zdWolyDt5EftOrJQJn4CpevHBQtPb8KTOUjtbvt8sAYw3ckPWKdtgLkn7kLKjR4mORxOfRAyYnT7his+WyKscC3W2PhgBMi9K5VRhF0sQMYnMTZxGb9dL+KOqB+0t1jZWMDY+HWcjckWaTwvBQghhBBCyLCRtGRII77KwhHLcMVax2OVLsC2kQzBlIeFhYWyfkvgebBmfWv9nCD8PHoKJFi3tZPyo3ZV3a/CIoSkF6ft8EC/igKkD1ULK29eU5WHMZ3HAA0UtG0eS2wtbQWELkG1lR/1oem5UJRsfxpkO+OMtQvsRX64gHUg5Hq8AJEr0HoTnOYgZPfS7Ruu2vqluGq3mqq/K7DOXo67n5gVWBFsW4DErXzqSNwKrN659+IqFipWSmziF4sFbFautXArzAHZzgqsK/jGD/+qTnBFPn9bfj4IIYQQQkg3JC0btisqfLUemeWxNfLw1QYcUcsAccUKZJt1WVJtQupi209JWxgo68VOalSyZtFVj8g2/alVgtQmTpIpazWU4SosQoaZ6Lyi/hcFSB/KWAlPNeV0DDyfo7Fa5cdG3yXI9i6wV/kRYK0DKdci1l+F8sNQfhCym+nuDVdt1RXctdq6pfFJjNU13dezCxgb75cAqYSlN4VuqyL+p/mc1fuZw9/d8Gd1NWB8EmMTF/HCUh40T3sQAAAgAElEQVSfLE5Xr7t7AVKTKtpdw33j07h/agZj4zcxWQ1mrwSuT2LswgJ+t57FOzPxz+f/FKo3DEPiJzE2PoOf3Mji9J352Nvdu7iJ6+V1vDBVua+7mKsXILfLqLxqLm0E571vfqMagg6Rx8/GJ9EgYVQJr080Pcd1X6Ooa73vWgHZykti9fnb+vNBCCGEEEI6k7TE2Kqo8NQGHBmEmjtyGb7KbuucQuXhyTWU/Tt1AehhCLpc7ShBlC7HfHjWQlvRZlVVHp5ah6dzMB0ajgYa2vrQVsBaW3cPgQQRpghpygNfWdO5LIwViTdwCSFbQxl3x36OUID0oaw1kLoML5QPntoMpzR2RjrEy49adkdg1LZ1LzBWd5xSib7p1uRHBWvKkGqtFnYuV6B1nvKDENLdG65qkHV9/keFOjni5/DkeL8ESFQZLC7VpgsiJcbMal0jv6l0GX++0Oa2kQJkDh86TSc0Lj6cmsS9i3UioPmu/FwoGyKYuIHxuFVVVuCbSxG3mayTHRHPy7XleYxN1H0t6spTKhQjFteXZzE2Xi826q7ZmPC42tdobGYDd1ou1cIz4R3VPX9bfj4IIYQQQkhHkpcZWxEV61X5UWF7EiQPV66hXDf50SxBPLneNjg9kCBuZH6HsQrCFFvkh6fzcNUaymoFrlqH0IVwbVXzL78WxipIU8v80MZvWJ0VLNmSDWIkybLWQBkv8UYuIaRXnDD4fGeKAqRPZa2GNE6w/3AHdpfVV5Ajko+RH7Vw9a2XhTIefFVAbWSy25tuT35UsKYEqdYg5CoU5QchJKSbN1s1UaExfaP53+fwRSWeAz6+mOqTADEOPr1bxkYY5q2MxJWVxYbpk0iJMT6Jey/exRlHwqu8p7AGG04eJy5uZQJkEmMzdzDu6XA4PQge/+e1QCTcd2Udc75CxWdoo7BSXMeRCx2e1zCsvFgJK7cGRb+MT6/MxN7m3ou3cLrpNk5TCPq9l9ZwRZogr8UabJTX8PTEPN4pSnjGw9+nwvNN3MA3lcdkDXLlNTy9WMlQqRMg45O471oed1TlnBp38nfwek5GPvdbfj4IIYQQQkhbkhYavcoPV67GioqtShChcnDEUoz8CM8tluCpjY7nUjEZrUE4eKlOfmThqFU4agWOWq/L7igEEx7VcwQTJKIl66PQIkHSVoG04SosQoaJnVp9VSkKkD6WhYm08Dtxv8o48MKQ9Bb5oTa3EUploYwbBrVvBGHo3UqQLuWHNQ6MKaFTloc1JVhTovwghFRJ+o0cIYQQQgghpDNJS41e8FW2zZRGTYJs5dztJ0DuwBHdyxVjohqItipBPJ2Do1bDyY+NmADzYHuJtn7k9Ei9BGm9r3SUtRbaMBCdkGFBGRcWO7tCjwJkRMpaHa7hyvVNflgYSF2THxU81YUE6Vp+lKFUDkKuBWutGGhOCOmBpN/IEUIIIYQQQjqTtNTofVJjua0AKYulLZ47bg3WXbhiBb7MQnR5LqULMJHZs4EE8U0Bjl6Hq7JtgtHLsNBQ1mmTHxJIEGuTCzzvVMZqKOMm3tglhHTCgdnyh/S3XhQgfS5rNbQRiYRB1SRItg+TH4AwTmyuiKdyobGL+ASA1YDtVn5k4ctleOIuhFwOJUjyTVVCyHCQ9Bs5QgghhBBCSGeSlhq94stsrARxxTJ8ufUw9IoEKVUlSBCALmSu9/PpEkykmKhMgjjwdSFSaghTmwAxVrSZANmE0KUUhJ63q+DxKq7CIiTVaOsBCUyTUYD0sYzVELoMT+WDF4cdHucBABtab6FL25IfFhaubJ8rInSx9TFuUX5U8ClBCCE9kPQbOUIIIYQQQkhnkhYaW5MgGy0SxNmqqIiRII5YgSvXINTWz6l0GSZGTlgYKOu1SBBpyjBWhqHmCsb60NaLlCDKODGSJW1lGYhOSKrpMVe6j0UB0qcyVkOoUt3ERBZCl/v6hbXQQfhUh5wRC9MX+aKMByd2AiQPZbzGCZCu5UcJUm20yI+qBBHL0LqQeGOVEJJ+kn4jRwghhBBCCOlM0jJj+xLk7rZFRZQEETIHofLbPFcBSjtATP+pWYIETUgNwEBbH9KUIHQRyrgtWSDKBrv6LUxi2056qcrUS/KNXkJIPUonK1IpQPpQrfJjo0mCbH+0x0LDUwV4Kg+pnR0JW7ewkMaNWX/VJD/QnfyAdWF0Eb5YiZQfFaRcS7yxSghJP0m/kSOEEEIIIYR0JmmRsT1RkQuzObYrKgaHUgUYE79axoayo/KhWgsDaVwIXaxbc1WEsh609QMZYvzgA7bWQBkHQhchTWlbWSAGGsq6UNaHtf1fg2NhoTkFQkjq0EYi7ufTThQFyDbLWgOho+RHTYIo423vPkL50RBCnpAE2a78gA3WX0m1AU8sxU6AGL2ZeGOVEEJILwT7g1msUSprNZQuJd7UIKOJUMGnf32ZD1bPqjwcmYcjc3BkDuVdjJeCrw8hhAwbShdjQtGrv9kAsDAwiMsGEboIbf1wQsSGPaHGY7cqQQwkhCnB14Vw4sQbiAQxRjELhJAUoWxzH3nniwJkm2Wsgq8222ZleKqArTaFmuVHUhJEGRee2ty2/KgQJ0Fq8sNJQTOPEEJI9/iIG7tnsYa3LIz1E29okOFGqE0InYevN+HKHFwZiI5yKDp2u+yIwpF5iBR87QghZNhQugSL9nJCmnJs2Lmvc/DUBnxTCNfVWEhTajmuVwmijYBoEi7BxIkPDKAxqoyfeNOXEBKsvkoq96O+KEC2XUHIkqdyMfIjB2O2FkZurYmUH9VzyxyUcfv8eGKvJhQf9S9MBrBiy82yQIKsVyUI5QchhAwzHjAU4YgsVm8V7Lx2Em9okHRTkRxC5eFVJjrCqY6kZcKw4qZ41QwhhAwCX+chdPc/+1y1FuSSNN1Gm/g8EADQ1o+UH57OwVGrKKtluDoLYYqwULDQkBHh6MKUusoE0aY1hL0mQQrQdntbU6LKWs0pEEKSRpe3tTKvn0UB0peKliDbkR8AoK2MFSsVhC4NZGSwc1kAW5cfFawpQ8p1+GKF8oMQQoYaChDW6Ja1iquwCIQKmlPVlVXhpEJZUnIMAkfm4FOCEEJ2BXm4cg1l/y5cudIxaN3XeZTFEsriThDOLlZbjtFt8kAAwMCLkR8rcNVGneQoVkPQRZMEEbrYRXPTNOSMRCFNEcZuvXcWV0pzCoSQJEk696O+KED6Vo0SxFO58Au9vRLaic0X8dUm9ABeJDpXd/JDqU1ole+ucWYoPgghZPhhDgirf2URfHaxn2z9u9PCGA9SFVLQJCGDQKh88MlblQ/X2wZyozLFURLJC4HdiMtVWISQkScPV66GMiPAESuxgeu+ysERdxuOL4u7cGWTBNGdpIKFtoEE8VQOZbkCR63A09lWQaGLQRg6THWNldAFaNMub6RWwcRJ9ARIZZLEDOCDVNYGWSdJN4EJ2Y3oAa2322pRgPS1gqwMX3X/QtBNRUmQZOWH7NAAc6B1rprrIWUW3U12UIIQQshwk65fclg7U7YJA0AD0NZC1VH9szGQIUJr+MakClmHMAYqRBgNV5XDpniujnztTbwMmue+CicFdB6+yodh15vVRm7cn5NvwgwfUc9d5e9qX4Nak6XydQvCxjfhSMqNtMNAdELIaJOHU53mqOHK1RYJ4ssNlP1m+VEvQdYajlcdV1RZKOvB1Vk4ajVSflQI1q9bGGgo48J0yBlprri1W9KUw8D1wRSnQAhJAndHMqt7KQqQISlhnHTID9teflhTkR/14eZLkDIL22bKw5gSpNyA1gVQhBBCyLDiA13sAWalv5qlRlVshAJDGdMgM/wUioxB4CofjtzcciPXUcE0gaMqzffNaiB2i1hReXh6E55qJg9PB9SLlFHDr3ucvs7DU4FgCp6TyvqpXPW5qz6HKs9Q8RHDUVyFRQgZbXy5gXLLVEeTBNF5OLJVlDROjtyFJ9cbzq2Ni3Z5IICFsT6EaTOhoYsw2H4PShmnIftDGWfgTVJOgRCyswT/r9O3GpsCJAVlqwHj7Y8RphRMl6RWfpQh5UaT/KiTICoLGyE3jClByNVqELrWmylo4hFCCOkd5oAMWzUIDmsDgEBsWAtpLcQuEhwd0RqucpDWzAc3FCyBBKhJlhr5WBqnWrZHlJhopHY9jdec/HNI0oknk29QEkLI4MjDk+stq60csQRfZoNjdB6uWo0UJfVTIM0CROkCTBdrao1VkKYUMaFRgoEKu1bdyoq4+7KQxoEwJSjr7lierTKcAiFkZ3DC1Xvp2wpBAZJwBS8yLpTxuzLfiY0QWdWx8aVUDn6k/LgbKzeMKULItZbjkm/iEUII6R0KkLRWpOioW0lFydGLBFFwVQlplSCEjCJOuF4u+SYlIYQMikCC1ARHEG4uZC0QXag8nKa8kBpLcOVadHaILnaVsVEvQYQuhM3MIABdWx/SOOEHcuObmxYaxoq2TdBgLdfONUg5BULITuBAW9HxA/5JFQVIgmWshq9LcGUWnsxB6u7G/wx29sUCVgHG69j40ioHXyy3ESArDQLEmCKEWmuZGPHlSgqaeIQQQrZGElOKrKiqyI5K9oa0FpVci8QlwrCjJRxZTLwpTMhuglMghJBRR6g8PLUOR64EMkO2yowoCeKIZXhyvX2emC53NcFhrIIyDrTxw+BzDWXdaoi5MMVYCWKgIY0THluAtl7kcd2UsQraCpg+rddVRqSgQUzIqOJAW7+HKbGdLwqQhMpYVZUflWwPT+agjNvWlikjIHQpmBjZCQlidVfyA9YFjAMlc/AiJIgvVqBVHpV8D2vKkKp1XZYvV8MckKQbeIQQMnikLid+Df3HB1IWeLYbqn66o1l4cLJjMGw3D4QQ0hucAiGE7BaEyreVGRUJ4ogluHKltiarA9p4Pf1mGUyEOFX5Uc3vMEXohrVaFsZKSFNuOnYrEiQ4l6hOopTaTK8E12is7Nh4DaZAkm4SEzKaKOOlLvS8uShAEqhAfhQa5EdVgqh88I3T8gJhoYwPT+Y7HNfHsgrBOpMeGl/GgZDZBrHhi+UG+RHghCuzarJEUH4QQhJG+jlk5U7cVwlXb17G4xcu4z86TdfVD3y0D1psX67roJju351SUy3Cw3C6Y0ep5oEk3xgmZLfgpaAxSQghaUCoPHyZhVC5Hm5XgDHdras1VkGYcnwwep0EMVZUhUUrha7FS2XVljDFphD2VgliYavHCl0M+2Pt30Qo4yXeKCZk1FDGTWXoeXNRgOx4WSjjtIiPZgnS+MM9CIryZK7hOF8VwnVYg7hMjZ7lR0gtDL2S+9EsP2rHKZWFL1cg5BrlByEkWQrX8PS5SYydm8OnpUHezy28PjmFsfFJfP/CHD5eH/R1lXHz1mU8ORHe5/mLeL/TfW4LD9jiqLpcXsT/Gp/E2PlFnO/zy9oolEWgluonPCg8kpYgCq4qJ94UJmS3wCkQQgjZLiV082GlQGoUYwVIJSDdwoQrsuKPE7rQsUEayA8v9j6bJUggaIp1/95ZggQTLck3jAkZFZRxwv/b6cz9qC8KkARKGx+eysUKEF9tNuw5lMaBq5qnRbJBZsggvsmsRrDCZOsNMGvK0DoPowuIkh/1xxlThDGltscRQsh2WFicxdj4JA4urgZ/l7+GIxdmcP/MVSxUjivdxEvnJ3HP+cs44w3werxb+OPsFfx9dQNuN8dv97pK1/D0+CTGzs3gyPxl/Hp2oaupk63TpQC5u4gHL8zgh/NLtb9bv4YD5ybx/ekbWOj/q9tQlkUgPKQxgfCg9EgfWsGRhcQbwz3j3sGnc7PInJvE2Pgkvjcxi5eu3sJG0tdFSBscmYMfsROfEEJI92jjdvFbqIGyHkTT+qt6qVGZANFWtKzJap4WsR3eHwRrr9oLF6FLsNZWj29ZzaULHTalWE6BENI3HJghyv+kAEmgrA1+6EZJEF9tNuxStNZGHJeF0OUB7VczaCc/gqmNHKTKhtIivgmmdRFa5xJvfBJCyMJikwDJLuLg+CTGphZrAmRUuX0JY+OTGJu7tUP36QHdjMDevhJe11LnY3dZVVZbVaVH0g1+0hFXCTgyn3hzuGv82/jzVDAV9r3Ji/jN3DyOTE7hnqkrmPRTcH2EtMGVufZBv4QQQjpQgDadG5e16Y7mDJBCY98qlCVREkSacji50f7Du8E5nI4TJ7XzWOiI+6wXM1FlrE5B45iQ4ce0+X+WxqIASaiiJEiz/KiU1OVG+aEGKT9EbFPLWidYWSWW4IklKLUB2OgAX2MK8OUKfLkMpbLJNwAJIbuahcU6AVIRAnUcWlwH7C28Oj6JsfFL+Ma6VUly3/wNfHt5Fj84F0xRvH47Xzu3cxfvzc7g++OTGDs3hUdmr+JiJasjvJ+nr97GX2emcM/4HD7J3sFfZmbxw/AT12PnZvDzK7eRbbjOKRy/dQuvX5jC2MRl/Kf5uuru9wfnJjE2PoUfTl/GPzdbfx5XHnc9z98oADaP84vzeKRuLdbrt9Yhu7mOmUX8c3Ee//vcJMbOzeLNu2s43/DnPGAl4K/iLzMX6x7rLH5+ZQVZAAuLF5uuawqv3QGQux6KqetY8G/j+fBxf+GHL1PZ63is8u8AZOEuXp+erj3/F6/jvDuAl8cdKAtAA6jkeFB6DB+uchNvDHfL9JUZjI1P4p6ZRdyu/v0GNtwcyvIO/jw5ibHxGfx5Pfi3f1wM/q++dLP+z7N47/YV/HRiCmPTC7hWvIk/z87gv8KfS5mpObx3dwV5mUNZruLfVy7iofBnzvcmZvGbG0vhv+WQz17Fb6am8L3w//JD05fw6fpG4s8TSSecAiGEkD6gu1uFZWEgTU2CCFMMP/VtW45rliDKOh0nPxrPoRGErkfJDydivVW0BNEmvjFrrYHUbuLNY0KGGWP92P9jaS0KkASrIkFcmYWvC5EvIgBgYasSRKjSgOSHRSf5EeR61MLNPbEMpXKAaVxdFciP5boQ9CVKEEJIoiws1gmQtWs4dnEW941PYmxiFi/OX8apNRdxAmRsfBLfn5zHsdkZ3DM+GcoAF7Cr+OvUFMbGp/GTi5dxbHYW3x+fxD2z1wOhEQqQe85NBbe/eBXn7RLenbqIX85fxrH5S/jJ+aBR+PrdcsN13nNuCg9MX8KxyzdxvUWAVO43PObixTA341LLiqyVOws4NhM0OscuzOFY+FgXFmdxz/gk7jl/Eb+uXsc0XrtT6OI6JnHP5Fzt+Tg3he/X/3lqEQtWAFjHu1Nz+OX8Ao7NX67ex+tLBit3ruHYTChnLszj2Pw1nCmjUYBA4IvZOjkCYOXaPMbGJ/HQlSzgL+O18Pl7fHYBx2bDxzQ1XOuzLAAVTnlQegw7wxKKfhd/mQr+Lx+9ESUZuhUgU7jn3BQenZnHC4vXcGo2kBs/nJrDb+bm8NSFKfzs6hLKMofphcrPnFm8MDeHwxPBz4NXbq2hLG/hxIXgfA/PzOM3cxdxcGIav71DAULicVWeUyCEELJNVFersBDkc8CDsp2CxgMhEayicjuGkkeVQTChUZvo2IS28WutmjNIurpGIxJvIBMyrOghlB8ABUjiZa2FsaqLMHMLa/VgMj8AwMo2zUMHvlxtkh/1EiRflSDN8oMShBCSBhYWu1mBFSNALlzBeR3x70uXA4ly8WY4OZHDJzOTGBufwycltzZpMnEZZ2MyN5qvq/LnsemruB13XZX7rR5Txtn5oPH49LWItYMtK7Du4PjEJMbGL+JvheAYeTc858w1rHS8jjn83XEBfRMvR/75Er6xPpo/UVaZ+ji4mA/+ImoFVoMAqQmPxxZzAAy+mZvC2PgM3lqr/dt9l1YQDPAX8bfpoKl6fHkwL5X9rMqKK0qPEUMrOLKYeHO4Pdfw0nij4GikWwEyiR/MXQ+nOCpSZRqv31kL/24DeT+HsryB306EEyO54Pb52/P4wfhkMDkir+GVc8HPpPdzofTwN6rTIYRE4UgKEEII2T7drcIKyoZ0Ps52fWzM78mhBGletRV/jwbGyq7DmK3VkDr5RjIhw4Y23rb+bydZFCADKmMVhC4iGNOL/+awsNDWh7YJfhNZhWBne3SDTqlchPiow1+C1oVY+VFjCVIxE4QQsvMsLG5DgFSPafz364ut66XGwqbi22tuTTxUBYkL6By+vTJXXT1VoVmAPLawUnf9Mfdbl+lRud098xE5H80CJH8Vh5pXalUe67lLONPldbT/sw+YEr69Mh/xWLsXICjcwE/HJzE2cxMrWMdbFyYxNrGI/wA4E0qf6vkAfDMXrjS7WtjJV9GeSgHwtU6+UU8Ghpf6PJD+CZD6CZLbN+fww/G6QPXFG7ju51DeuIInQln6j8p9rF/B4+OTGDs3j9NyA5NXggmRsfEp/NeFWfzu+h2GsZOOeIprsAghZNvo+lyN7ZUNpyuU8XpafRV3tn5dV+uZg3VdSTeTCRkqtDuQ/487VRQgAyhjFXy1Wc3tEKaMqB/cFhbSuHBkFq7MhiOCOyxBrOrYOFQq31aA+GIZRheg9SZ8ES9AOAVCCEmKhcUBCpBwtVSNBZypnwCJEhXnL+LX85fx4tRUpACpXme7+90BAdLuOtr/2atOfNxzfg6/nl/Ai1PTvQsQ5PHe1CTGzl3BN7kbOFQ38TFMAqSy5oriY7eg4aU6D6RfK7Bqf66wsX4DJy9fxMFQfN4zvYArHQVIDmW5gesrV/HnuVk8GOYG/XD+BqdASFs4BUIIIVvHlxvw1TqCKRC/4++znX/f1Q0h5tIMKru2P8UwdEJ6QLvAkE5+VIoCpM9lrGyQH3ESpFF+1ALOt7oncUtlNdpNftSjdS5yBZYvlqF1HrDBCiylNsKQ9IjpD7kBa6JD0wkhZJAsLPZfgLSuonIBG/5yYN1IAVJp0L96O/jz5YXoFVhtxcMOrsDajgCpPdbgJefyFlZgAcDFK7MYG5/BG5cuYWx8Cq/eDl4jh2EFlgGgEm/Gk6QkSJrzQCYuB0KyOQT9dnENNUHSowBxN2pTG/5VHK1Kj04rsHLIu3Urr9Yu48D4JMYmr2A6Bc8VSS+OyMHnFAghhPRIHq5aRVncQVnchSfXoXRxWxMbxipIU44OLh+YBLEwVkKaMpTt1Eez0FDhZIoJrzkId0+8sUxIylHage0Y25D+ogDpY8XJjwrKOEC4D7FVfgR4KrdDkyAG7ULPW3Ggda5BbvhiGVrV5EcFpZrD0ik/CCHJsrDY1ND3buCFc0Gz/CcXL+HVxSXIXgVIcxj5/CX8/MIU/tfcrYYQ9HoBcj5sOn5/ch7H5udw4NxUEAw8uYDZqOvs5n7D8PWoEHTEXMfCYn0I+jweD5+L5hD07QiQ6mOdCp6b2mO9hlkAWL+Gh8YnMXZuFkfmL+HNm16kAMHaVewbn8R9E9MYG7+ELyofUGsKQf/19EwqQtAtKD5IgKdlevNAytfwm/OBOP3e5EX8Zm4eR6amcM/EHP5RzOH0XPBvj88t4u+L83j4XAcB4t/Gn6em8L0Ls3hhbh4vTE8HK60uXMaEbA5Bv4hHw585r9xaQ7l4DS9NTOG/psLrmAynR2avYjnp54mkHkfmOAVCCCFdIlSuTn7caZAgOuxX9VrGKkhdapEfDRKkzx/yDVbJCwhTrIWfx3yY2MJCw2+aTNFBsLv1E28uE5JmlHH7sM4uHUUB0qeysJC6HCs/KmgrYYxoe4yncjC22yCqrV0t0Iv8qBBKELkMX65A6Vb5AevCmjKkXAslCOUHISR5FhabG/pl3LxxCf/7XNBA/+H0AiZFrwLEBZy7eG92Bj8Iz/ODC/N4bzkXZH5EiAc4d/H2TCgCJmbx5t01nL08i+/3NHnRer8/nL6Mf27G/JyNug6bx/nFWj7H989fxOu31qtZJd1dR4c/Oyt1j/Ui3lzaxNnLF/H9mZtYAQB4OH9lPngM56bwyNxt3IwSIFgNJ1YmMTZ7G/XLrWThLl6fng4E0LkpPHLxOs67A3z5bFNV8WEtg81JgNbwlA9HbibeJI6keBPvXZxF5lx9bsfNYCJkfQFHLgSi9b+m5vHpwlyHCZANXLpxCU9dCP7Pj52bwkOzV3Bms7JiaxX/vnIRD4U/c743MYvf3FgKpz5W8e/FORyq5AWdm8KhuauYdVPwHJHU4wiuwSKEkG7wVRZlsdQkP+okiMqGgeO9/P5roawXKz8qGLv9FVu1+zRQ1m+QH3ESxFoDZdwIKVOGsbo6uUIIaWWU5AdAAdLXUsaHq/KxYsNXm7DQMFbAlbmEBIgFrNxyE9FaB1pvQutC++NMGVKuQ6os5QchhOxK1IBex9JXFB8kFl1ZhZXmUHRChhuGoRNCSGccsRwjPwIcsQShCz1PaxgoSBM/ASJMEbaP/S1lXQhdiL0/ZTxYmGDplXZijitAGgfaCiiuwSKkhUB+jNb7eQqQPlaw2sqDp1rlhq82YcJvnmBaxIEnW4/zVA5ykDkg25AfhBBCSPcMcpIxHWUAaGshk26yk1QTrMIqJd4kJmRU4RosQgjpjCubV19FTIHIDRjjAz2uwoqTIMKUYCB7Pl98WUjTmjXSeJ8FGKugrd9WlPi6AGUcrsEipIlRlB8ABUjfy8JAGqdOgmQhVKEqP2rHWUjtNkiQwcsPlYKGGCGEkN1BP9/spKssQvFhbeLNdTIceFrAkYXEG8WEjCoMQyeEkPYIlYcr4iTIXbhyFULmoHR5S2tvmiWINOWWPlg/ykBCtJk4kaZcnQCRJl6WCF2Ath60FZDGSbzpTEgaGFX5AVCADKQsDJRx4Kk8fB3sFow8zpqqBBm4/IBJQTOMEELI7mH0BIgFYELxwXVXpDc0XOWhnNY8EEKGHFdSgBBCSCeEykdMgizBlesQVZFcgDYebM+/x1sYK6GMA2UHmx1gbKsEEbrYklkQSJDWNVgV+WFhwpwQL/HGMyFJM8ryA6AAGVhZGGgrOwoNaw208aGNP2D54aegGUYIIWTX0Ndx9+TLWBaXPLEAACAASURBVAtlDMUH2TpawVVlMA+EkEHAMHRCCOkGofJwxArK/l04Ygme3KiTHwFKbz23I+hrDaq3VXcvVqIycSJMEdr6kdLGQkPZ2iSIMEVoI+qOtdBGJN58JiRJRl1+ABQgo1/WgvKDEELIziOAERAg1amPpJvnZCQI8kC4CouQQeBxCoQQQrpCqBx8uQFfZmPlsR7ohpJ+VGXixIXpMHluocPJFCfyWG0kuAaL7FZ2g/wAKEBGv6xIQROMEELI7kNg8J/+GmwZgOuuSN/xlAtOgRDSfxzBMHRCCOkbuhDKgjSXDSc5On/oykDHCh1jNZRxE29EE7LTKOPB2uF+z95tUYCMclmZggYYIYSQ3clwCxBN8UEGhKcVHFlMvFlMyCjCMHRCCOkfwRTI8E90B+uyylDWBSIfj4W2fuLNaEJ2Er2L5AdAATK6ZRVgvRQ0wAghhOxOfAyjALEAuO6KDBpP+eAUCCH9x5XJNwwJIWR0KGxzNU530xmVMlYF+bh9C1C30MaD0MUwA6QQK0GMVeAaLLJb0Mbr6f/mKBQFyCiW1aD8IIQQkigYPgHCrA+ykziynHizmJBRxNecAiGEkH6hjbOlLBALBWnKEKYMg04SxUJbAWGK8HUBwhRhO96m0xktpHHh60I1AL2dBLFcg0V2Ccb6Ld//u6EoQEatGHpOCCEkDQyRALHgyiuSAFqBUyCE9B9P5hJvGBJCyChhe8wCCaYpSlXpIEypzVRHsH5KNIkKqZ0tr+cJ5Ee5SXzUELoIbUTjbayBMl7izWlCBkkgP3ZnUYCMVFkw9JwQQkg6GA4BYhEEnSfeDCe7EkdwCoSQfuMKChBCCOknyjg9ZYEo47VKB1NqERoWBsq6saJC6t7ut3ZeFU6TRJ/X15uQptQyZcIcEDLKWPQmMketKEBGqRh6TgghJC0YH0h5qJoBICg/SIJ4SqEkNhNvGBMyavgpaBgSQsgo0csUiLEa0rROYDRKEAtjRVtJ4etNKO0APUsQC2WdiPVXdec1DqxtPK82EswBISOHdmC2leUzGkUBMirF0HNCCCFpIuUCxHDlFUkJnvISbxYTMmowDJ0QQvqL0mWgp0DzaAmirVs9JpjUKLWf1OjxfmsVLUFEmAHSLD8AMAeEjBzKuLCUHwAoQEakDJj7QQghJFWkVIBYAMpa+Fon3vgmxDfBFEh5WKdALvwBh/ZmsP+lj3CrzXFzp9/Fux//AzM7cl3T+PyDd/Dhv84P5Pz/OvVHfPjFmbaPl8Txb5w4vAeZ/UdxaqXNcQuf4uTJk/jnpa3flyNzECloGBJCyCjRexaIRkMWiC62ZIEYGydBCuHqre28n7CQ1mnM/mgTAB3kgFCAkNFAGa9N9s7uKwqQYS9L+UEIISSFpFCAVOVHCprehNST1BTI6tR7ePnHD+L+TAaZzB488NizePOfM8h2e475P+Pp+/fgodc+bXub/5w4iEzmeXy0Q032N5/IIHP0g4Gc/6OjGWSeOI7/JPD1Gn7O4y/P7MWeh1/B56U2x104joOZDH51anv356l84s1CQggZJYIpkN4qCER3oEw5thlrrGzI7BCmGDRvtzT50Vg2nASRpgzdhcBhDggZfhxo47Vk7uz2ogAZ6rJg7gchhJBUkjIBwrBzkmY8rVBWOzsFcuuzF/HQ3gz2P3MMn3w3hbnv/oY3fvEQ9v/yfVzt831RgJCe6JMAcSUFCCGE9BuL3j9RHoiMdjLDwlhZbeBqKzoc33tFrbyKquA6mANChhUH2vrbnJwazaIAGdqyCHI/UtDkIoQQQlrwgJSM3BprOflBUo+rnJ1rMJe+xLFHM9jz3LtNsuM2VnP9vz8KENITfRIgjszB5xQIIYT0FWWcAf3GbmGhQ8HSX/nR01VYDUUBQoYQZRwYKyg/YooCZGhLg6HnhBBC0osXvFYlXAw7J8OCpwXKcoemQE6/jH2ZfXj5H8vxx5x6vkVatIqMD/CrTAYHT/y77rbLmPz4RRzatweZzF4cOHIc7x5rvt0MTr3+U/zo4QewJ5NBZu8DePTIcZy+1dwEP4g3z43j5NFHgjVd9z+CX30w3rhuqzSOD195Eg/sDf79uRNv438iBMjq1Ht4+XCb+4vkEk6feBYH7g9uc+iV9/HWL1sFSHb2/dq5738EPzv+MS51XPF0EG9+/QXePFJ7bM+9+6+mVWJ195/ZgwcOP493v7vd9NgPYf/9GWQyGdy//xBe/ugsVuu+Dof370Umk0Hm/gdx+JX3MFEnuLKLn9XuP7MX+3/8Ij6crfue2PgKfzl6CI80nON9TNY9tqtfH8dzjzU+r18uxn9fRQmk+ufv/gPP4s2Tr0YIkNuY+KjyfZXBnn2P4rkTXzQIvOzs+3Ur3cLHM3UnaNplv8Z7LxzGgbrH8uNX/orZcq2pd+ub3+PIYw9gb/hYHjvye/zz6mrizUZCCEkTQm3CYnRDlZkDQoYRZVwYK4EE5WHaiwJkKMuCuR+EEELSTfICxFgLmYLGNiHdoeHI0o4IkEBk/BRvL7Q5bosCJHv6ZezP7MFjL72Nr6bO4quTR/HY3kzT7Zbx1cd/xId//xITC1P49vTv8dz+DPa98n9rAuDCcRzMPIRDh3+Ep4//Dd8ufI13jzyIzN6n8JeF2nk+f/VBZPY+hhdPfomJqS/x7kuPBc34egEy/xZ+Vrfu69tPj+Hp/RnsOfyHtpMc0+/+FHsyD1bv/5PjT2F/pqmBX/oUv97feu4Db3wZn4ty4TgOZvZh/8OP4L/fCa77T0ceRCbzIH59ernx/psf296f42Qobs4cPxA89o++xtzC1/j8nRdx8InX8FUph/LZYziQ2YPHXnoP3y5M4dvTf8TLT/wIx84sN1z3nseP4t0zZzFx5m28+HhzQPl5fHbyHXx4+mvMLZzFVx/9Gof2ZvDjt88H/77yHp7bm8H+Z47j86kpTJw5iTd+8Qie++BS9wIk7jqaBEj012IPDr1V+d77Cm88Gpznr99NYe67T/GnV36Eg2+cRlFtQqoL+MfJd/Dx//sXFhb+gzMfv4LDezP4yTsXgqbe6kkc2ZvB/md+jy+nZzB15n0c/8UjOPLB5cSbjYQQkjaU6T0LZJiKAoQME8p4MDbZyalhKAqQoSsLWJGCxhYhhBDSjmQFCOUHGUbcHQpD/+hos5DolwC5ir8e2YPMw6/hq7rbnX3z8Y7319IYD9cgHXyzbiri3O/wo8wevPhZrqEB//AbX9ad61/4/cFGAfL5q/uQ2fcSPqubXMj+46UOUzBBQz3z3Lu4VSduPmyaAJl796fIZA7jT/N1zfq3DyOz9yhOtRUgGTxzsk4UhI9lz0sfhX/3KX69r0kKlf4vXt6XwaG3vqs9Zwd/h7OxX7/H8ftz0dcQdd3l+RP4caZOcLTQtF4sfBz//XGbSaIOX+dbf3sWezIP4diZuuPO/Q4/ahAgEc+FXMZnr9R/XYPvxR+9+a+G+3NkHn5kA+8sTjyRQeaFD4M/X/g9nshk8MtPOPFBCCGdKcDY0Z0CYRA6GRa09WFTsnY67UUBMnTF3A9CCOmV//fbR3DgQD0/x/+56AIX38azB5r+7befJX69o0FyAoTygwwrnpYoy8IQC5CgUd28fqr1dsu49M+61UkVIgRIwxqk5r87/TL2taxKas4ACf/cIDJyKJfex39HNMyrLLyFn7Ws92pt4EdKiDOv4eHMQbx5ob0Aibzuyrkj5cJVnHyu9tiCqYg9eOgXx/DBmQncrl+7FU697Hn4Gbzx0ZeYWllufRxNoqoqj375figagrVT1TVaFSrPbTi9kbn/R3j5nU/x7e3b0Y+3zfP3+av7Wr8Xm5+f8M/PfnC14VzZj4/USZ7zePupPcjsfQg/P34SX81dq8qSIAz9LqY+egk/bn4sFQFS/jteDR/LK+/8Hd/duZuCBiMhhKQXZdxEfs/fidJWgEHoJNXoMoyVsJz66LooQIaprAFzPwghpHf+/kKmseGReQJvTbvA9Jt4MtP0by98kvj1jgbJCBDKDzLc6B0JQx/cCqzgz4/+/uu2AiR75jUcyNTWRs0tTOHd57cgQE49j0zmUfzuu3YC5CO8uDcqFD241tiw9PC+jnzU2NRvbOB/hxOHm19fKvQqQG7jr/XPwWdHG+VQlICQy5j8/Dh+Vcm9aMoRyc5+gjePVjJC9uLAkbdwtlR33S1h7o0S5uoHP8ee6jqzKcwtfI5jTdM15Vtf493XfopH9+0Jc0pewWdtslUiBdJjx/Btu+cnfC5aQtFPPd+4Kqs0jk9PPF8VNvcfeBZvn1uGI3O4+cGz2JvZg8dffgdnpmewsPAF3jhYJ0DUJuTtb3DytZ/hsfCx7Dv8Cv5xO/kmIyGEpBGli7B2NMOWtZWgACGpRTuwVgGUHz0VBcgwFeUHIYSQoWHnBQjlBxkFPC1QEvnBSpCBhaBHy4bm2331xkPIZI7gw7qJhbgVWG0FSGRjvLcJkOYJjyrTf8ChridAXsOXC4HIqTHbOJHRUYCE13n4DzhfL2BONp93CnNRkxa5C/j8jSexJ/MgfvNV833exuyXr+HQ3gz2v/Z57brjJkCOfoDqtEnDdEvzc1vPMm6ffxvP7c9gzzN/xlyXAuTUS3u2OQESLZpWL5/CscN7kNn/Ck7La3g/fCznqs27phVYDaxi5fw7OLI/g73PvI2FFDQaCSEkfRSgjbejv+vvVFkYKAoQkkKU9UZWPA66KECGpQxDzwkhhAwTOytAjLUQKWheE7JttIKrBhyGXgmefuotTDf9W7a0XCdAfo6T1UDsZZw+9lAHATKNt5/KIPPoMZypO2dzBkjr2qNLePfnWxAg4ZqqA8e/imniB9fdmBURPs4wA+TXp+Oep2Cd154j77XNAAnkTlOWRiei1ls155mUPsCv9jbnXnR33pZJiQh5Mf324dgMkJ+9O137WjYEln+B/3m4zdRMhODo9O9BFskBvHG27rjmDJAw+yQ6A+RlfB5zXzXxNo13ns4g88TvcaHSuCv/A8ceiRMgAadeaLoNIYSQBpQujWgzlgKEpAwd5n1gFP+/7UxRgAxDWeZ+EEIIGTZ2ToBQfpCRQu/MGqyrp47iob11a6i++xR/euVHuP/R1/BVKYfy2WM4kNmH//74EsryNiZOPouD+x/sIEByuHXqeezL7MGh//kbvl34Gp8cf6rldkHw9R4ceuMUJha+xl9fegwP7X8Qmb0/xZ9ml7sXIPIqPjq6D5m9T+LVT7/G3Hd/wxvP/Aj79zc16S/8IZh+CB/rxJfH8fT+DPYc/kNso77WQH8Qz73zJSamvsS7L/0ID+3f19jgX/kIL+7PYM/jR/HumbOYm/oSHxx/Bode+zReXISPI7P/KbxRve4Hkdn7JE7UTTP8561gouPp43/DtwtT+Pb0H/Hy4Wfw9nwO5dK/8OZPHsFPXvsjPv9uqnaOzEG8eWEZZ08cxoGfvoI/nf4ac+HXYX/916r5ur97Dy8+vgeZ/UdxKpReZ44fCB7/ya8xN3UKbz7zEPbv34fMoy/hs1s5XD31PA488Tze/OhLTCycxVcnj+KxvRnsO/pB47RNO0Gy8gF+tS+DPYd/jU++m8K3nx7D0088iP1NX/vG5+IsPj/xFPZn9uDQW8HjyZ47jh8f+DF+886nwXP16TE8vb92X5XHcuTkv7Aw/XecqHssX97exK1Tv8SBJ36JEx+fxtTCf3Dm5FE8vjeDfS98iJUUNBkJISSV6AKMFTvy+/5OlzJu8k1vQkwZSjuwVgJcebWtogBJe1mdgiYWIYQQ0is7I0AsAGFt8k1rQvqIpwUcOeA1WDKH1an38HIlPyKzF/t//Dz+9M+ZsHF/CaeP/wQP7M0gs/cBPHrkLZz9uHktVqsAKcvb+PbtZ3Hg/uB2h155H5Mtt7uE08d/FmRTVM5961P89om9tTVHXQmQHMq5r/GnI4/g/kwGe/Y9iZc/HseHR1unFFa/exu/OhyGru99AIeOvo1vcx2eo9IMTr32ZPAc3P8InjvxBU6fONgy4ZCdfb/peXwRf51qEwgePo5njh3HcwcqeRU/xev/uNR07CWcPvFsmK+RwZ59j+K5E5/hUimHIEj+RC3/I7MHDzz2LN78OjhHdvEz/Kma/1G57Re4Wn/dix/j9aceqV73gad+i1OLdVMppXGcPPpo+PgfxOHX/i+uXvgzfv7wARw7k0M5dxZ/reZ/hMe88j4m41Z/RQkQmcPqdyfC52EPHjj8Ij6cfR+/ishI+fbk8zhUfS6exK9Ofo3Vuq/Vl2/X8j+C76vjOH2r9lj+evRR7Asfy49fO4VbF97GLx4+gDe+3YTM/wcfVfM/wmNe+StmyyloMBJCSIpRuhz+Rj5aFQShJ9/8JrsbZVxYu/O5mqNYFCBpL66+IoQQMpQMXoBYAIryg4wgnpZwZHHgAoQkRNtVVWRQuDIPkYJmISGEjBS6CGPlQH/nT6K08RNvfpPdDVde9bcoQNJcRqaggUUIIYRsAeMDA9wJbAFIyg8yquzQGiySEBQgieDIHHyVT75ZSAghI8VohqEbqyCZA0ISQBkHxghgBCerkiwKkNSWBqyXfAOLEEII2QoDFiCa8oOMOK72Ud6BNVgkAShAEsOXFCCEENJvgjD00VrTY6wGBQjZaZRxYaxK+tt/JIsCJJVlAcvVV4QQQoaYAQoQYy18rRNvUBMySDwj4SiuwRpJVs7gyzNnca1TBgnpO1yDRQghA2AEw9AtDChAyM7hcOXVgIsCJHVlASuSb1wRQggh22FAAsQAECloThMyaDyt4Khy4g1jQkYJrsEihJDBoLQzYs1bCwoQshNw5dXOFAVIqsoCVoGrrwghhAw9AxAgFoDg6iuyi3CVC67BIqS/eFyDRQgh/WcEw9ApQMigUcYbuf83aS0KkDSVZe4HIYSQUcEH+vgpMIaek92IpwUcWUi8YUzIKME1WIQQMggqYeij8yl2ZbzEG+RkdNHGH7nsnDQXBUhqiquvCCGEjBDorwBh6DnZlWgJRzIHhJB+4sg8/MQbhYQQMnqM2hosZUXiTXIyeijjhFMfoyMLh6EoQFJRXH1FCCFkxOijAGHuB9m9aDjKSbxhTMio4TEHhBBC+s+IhaFrKxNvlpPRQhkP1qqkv7V3ZVGApKG4+ooQQsjI0T8BwtVXZDfjKg9luZl4w5iQUcLhGixCCBkIo7QGy1CAkL7hQFsxUhNSw1YUIIkXV18RQggZRQT6IUC0tZz+ILsa5oAQ0n8ckeMaLEIIGQDKlGExGrkGxqoUNM7JsKOMC2MVMCJicFiLAiTpsioFTSpCCBlOxsYnCSGEEEIIISkn6cY82SlGZw2WtTrx5jkZbrTxGHSekqIASbKsAQxXXxFCyFZJ+o0cIYQQQgghpDPJN+bJTjE6a7BM4g10MqwEK6/6tRKatf2iAEmsuPqKEELICAO5rVdJrr4ipAZzQAjpP1yDRQghA0IXw5U/w1/JN9LJsKGMy6DzFBYFSFLF1VeEEEJGmW0IEGstZAqazoSkBeaAEDIYvKSbhIQQMoIItTkya7CkTr6hToYHZXxYy6mPNBYFSCJlufqKEELIiCOD17veXyGhrE284UxImvC0hCOLiTeLCRk1HJlLvFFICCGjiNLOSDSClfUTb6qTYcCBsdvbgMAabFGA7HhZAFx9RQghZMTZ4gSI4eorQiJxZDnxZjEho4YjchApaBQSQsjIoYsjEf6sDAUIaY/W3kjIvlEvCpCdLq6+IoQQsivofe+pBaBS0GgmJI0EOSD5xBvGhIwanson3ygkhJARI1iDNfyfiDdWJt5gJ+lEGQfGjMaqt91QFCA7Wlx9RQghZLfQuwDh9Ach8bjKB4PQCek/XINFCCGDQRkXdgsrcdNUFCAkiiDofPgnnHZTUYDsWHH1FSGEkN2Ch14FCKc/CGlPkAPCIHRC+o7Icw0WIYQMhNLQrwayMIk320l6UMaBtj6A4f6+3o1FAbJTZWUKGlKEEELITuAB6O0TMZz+IKQDWsNRDEInZBBwDRYhhAwGu4Wp8HSVTbzpTtKBMh6MVcCQTzXt1qIA2ZGyQTMo8YYUIYQQshN4QA8jwZz+IKQ7XOWAOSCE9B9XUoAQQsgg0MYLf9sf3kq68U6SFh8OtBWwnPoY6qIA2ZHi9AchhJDdhI9eJkA4/UFIdzAHhJBBQQFCCCGDQJn/z96bfkVxr2v//xovXPusnZUX5/k9m7PX8Zdpn8pJGw5745CoYZsTI8EhSlSc2MGEaEycjVFEEwdmQZqhm55oZhGJEyDScw3X86Kqu6snaKCb6uG61vqsZU9V36oesO+r7/taRL6PCwrJPsOL8MQo84NdH4UiGiDZliKC3R+EEEKSEZI8hq8hO6Q/F5XdH4Skj18SmQNCSJYIcAwWIYRkhXwfgyUpQcML8WS9jQ92fRSaaIBkVYpaBDK8EEUIISQdQoE5zIbWY1+LGHvsxicDbvRIubSuTBFEugaIDMR0f7z2LuKlaHyhmZCcRJLgDTEHhJBs4AvNGV4kJISQQkSSA1mtvGVbshIyvCBP1tP88GumHbs+Ckk0QLIpBp8TQkj+sDCO3b0WlPY60bSYzf1Moc5iRanZgncHnLjxMtvr8uDxlBs7+7R99jtwZbl9rpkgkOZ/GEVFiRR3F2dG8KHZgtL+UTwyutBMSI7ik5gDQkg28AZpgBBCSFaQPGl/N8hFKYpseFGerAOSFzK7PgpWNECyJgkcfUUIIbnByKgdpWYLto8+V6+bH8feARs22cYwEr7f4mN802/Bxn43OvxZXI9/Cmfsw7j9/BV86dx/retaHMduswWlvTbsdblxxD6SVtfJ2kjDAHk6iv8ZsOFD19Nocff5ODb3WvDu4CQcOVBoJiQX8UkBZMQA8U2jyWmH0GtBqdmCd/rs+GZsCq9yoBBNiFEEjS4SEkJIQbKA/M4BUYwvzpOsIso+dn0UuGiAZEtK0PCCHyGEEJUEA2R2FNvNFpRaR6MGSKHyZAilZgtKnVPruN/Q8n8nnwxr63pqeEGZkLxCEuFdaxB64AnOWdWusHcsDhxzurDXYsVG6zAsAeOL0IQYhZ9h6IQQkhUkJZj9OlzWpCAkGV+kJ1lA8kCSRSg0PgpeNECyIQafE0JIThFjgIQNAR2fjb4ElCnUmi0oNQ+hTfFFTJK/uSbR6bbjg161i6LuyXx0296nuGS34V2zBaW9Vmy2j8ERzurQ9rN77Amu2qzYaHbi5uw0ztvs+FD7xXVprw17hp9gNmadVtRPTaFuwIrSPjd64tel2+8HvRaUmq34cNCN5teJgerh49azf3IBUObRP+rCZt1YrLqplwilsw7bKJpHXfh7rwWlvXZ8//QF+mMuzwOKCASe47zNoTtWO/YMP8MsgJFRR9y6rKidlhGYHccnZgtKLeNw+KawVzvuJp9W+H01jq3h22UZi/PTOGEdjJz/Cvs4HnlzoEBNSJZZaw7I4LANpWYLNtpG8SRy/Su88s3BE5rGOYsFpWYbzr1Ub7vrUN+r3zzWX7bj0pNhfN5nRengCMbfPMY5uw3va59LgtWJS0+fYT40B0/oOR4OO/AP7TPnnT47jk3OaLfNYX52DMesVryjvZf/MTiEppevDC+Gk+LDFzK+SEgIIYWIpPiMrtStSaLsM75YTzKKKPtpfBSRaIBkWooMBp8TQkhuEWOAvBjHKYcdfzNbUNpnR43LjVsvfEhlgJSaLXjX4sIpuw0bzRbNDPABynNctVpRah7ELocbp+x2vGu2YKN9QjU0NANkY69VfbxjDP3KDC5YHTjgcuOUawi7+tVCYd1TT8w6N/Za8fHgEE65H2MiwQAJ71e7j8OB/zZbUNo/lDAi69n0CE7Z1EJn6YATp7RjHRm1Y6PZgo39DhyJrGMQJ6YX0liHBRstzuj56LXiXf1l6yhGFBHAS1ywOnHANYJTLndkH3UzMp5Nj+OkTTNnBlw47hpDyxs51gCR/Wiy68wRWcbUuAulZgv+PvwKAd8MarXzt80+jOM27ZisExyfRQoeNQdktUXepzhvVd/LByeTmQzpGiBWbOy1YqvNhUOj47hlV82ND61OHHM68cWAFf87NgNPaA6DI+HPHDsOOZ2o7FM/D45OvYAnNIUfBtTtVdhcOOZ0YHvfIE5O0wAh6483xDFYhBCSDURpwehq3ZokKQHDC/YkQ8aH5IXMcVdFJxogmZYiGl7oI4QQEkuMAaL4UozASmGADAyjX0py+4xbNVEcj7XOiTnctFlQanbi5qIv2mnS50Z3isyN+HWFL5cOjuFJqnWF9xu5jwfdLrXwuHt8LnE/CSOwplHfZ0Gp2YHrC+p9Qk+1bdrG8WzZdThx2+sDpMc4nPTyENoUKeHPY7jrY/voPABASjYCK8YAiRoeW0dmEZBF3HdaUWq2oeFZ9La/uf7AoiwjIC/g6mDUZDG6QE1INvGJQaw+B2Qc35hjDY5Y0jVALPjAOaF1cYRNlUHUTb/QrnuF+cAcPKFJnOzTOkbm1MfPP3HhA7NF7RwJjeNor/qZdGVOMz0CryLdIYSsNwGJY7AIISQb5POv7RmEXhhISgDI49chtXrRAMmoJLD7gxBCco81GSCR+8TePjGaOF6qVCsq/vTCFzUeIgaJD5Dm0DnsjIyeChNvgGwbeaZbf4r96jI9wo/b6EqS8xFvgMyP4bP4kVrhY+0dQkea61j6sgTIXnQOu5Icq2qAhJ64lzVAAq8n8U+zBaWDk5iSX6BhwILSvhE8lGW0ONXtfjIyF3n8fae6j52j84YXqAnJJn5RRC4YIPoOkiePnfjQrAtUH53ERGAOnlfD2KGZpXfD+3g5rL7Xe124H3oFy7DaIVJqtuL9ATu+nZhmGDsxDH9ozvAiISGEFCKSHDC4Zrd6KcwByWtE2QdZCQE0P4pWNEAyKSVkeJGPEEJIIlk1QLTRUlFG0KHvAElmVPQ7cMTlRo0WQhxvg64OeQAAIABJREFUgETWudR+18EAWWodS16GHOn42NjvxBHXCGqsgxEDRAYQSMcAkefws8WC0l437s9OYKeu44MGCCl2Vp8DkqkRWNHLYV69nMRltwPbNeNz4+AIhpc1QObgCb3CxLMxnHPa8T9abtCHrkl2gRBD8DIInRBCsoO0aHTVbg1SIMp+wwv5ZKV4IckBKJCNfgFRBosGSKakSGDwOSGE5CbZMEASR1H5AMWDUHjcVRIDpE0r0Nc+US+7R5KPwFrSeFjHEVirM0DcaIOiO1b1z6RbNwJLlOU0DRAZlmE7Ss02nHQNodRsxeEnIgIyR2AR4gv5Vl3g7XOrhmR8CPqTNy8QNUhWaID4XkW7NgJjOBgxPZYbgTWHeZ9u5NULN7aYLSi1DGMwB4rhpPhgDgghhGSHoPgayNtf4CuQlGAOFPRJusaHKPshJxnNTBWnaIBkRDKgBA0v8BFCCElOQkHfP4lDvWqxfJdjCLWjMwit1ACJDyN3DWHPgBX/7ZyKCUHXGyD9WtHxXYsLp1xObOm1qsHAlhHYk60znf1q4evJQtCRYh0jo/oQdBc+0c5FfAj6WgyQyLFa1XMTPdZxDMgyAi/G8HezBaW9dnzlGkL9Y29SAyTwbAwfmy34W98gSs1DaPJp18eFoNcM2hiCTooKvxhcfZHXM45j/apx+o7FgWNOF/ZardjY58TdN3Na3o4FnzhHcXvUhYreZQyQwBOcs1rxzoAdh5wuHBocVEdaDbjRF4oPQXdgq/aZc3TqBTxvxvFNnxXvW7V1WLTuEfsY/siBYjgpTvwix2ARQkg2UMOn81MKpBwo7JPlEGUfJJnjrqhY0QDJhBh8TgghOU1iQd+Dx5ND+HuvWkD/cHAEluBKDRAf4H2KS3YbPtC288GAC5f+mFMzP5IYD/A+xU82zQjos+P7py/Q7bbj3RV1XiTu98NBN5pfe5Iff7J1KPPoH43mc7zb70Dd1MtIVsnaDRAAvhe6Y3Xg+5nX6HY78K7tMaZkGQHZi0fDTrzfa0FprxUVjicYSWaAyM9Q16dliNin8FJXAF6cn8YJ66BqAPVaUWEfxyOv8YVpQtYDvyTBE1xYfZH3zWNcctgh9OpzOx6rHSEvR7B3QDVa37e60DTiXKYD5BWGJofwxYD6ni/tteIf9mF0vA6P2HqOh8MO/EP7zHmnz45jkzNa18dzPBx14rNwXlCvFZ85x2D3GV8EJ8WLn2OwCCEkK4iy3+gK3qqlQIYo+wwv8JNU+CDJQY67opKKBsiapYDB54QQQogP6ijIpX/VJSuK4YVjQgoFb8hjeKGYkELERwOEEEKyQ57ngMgcg5WDqDkf+dxdRGVfNEDWJAUAuz8IIYQQFT+wzJxVkQYIIRljTWOwCCEpYQ4IIYRkiwWtlpafkhUxBwr+JIya88FxV9TyogGyJslg8DkhhBASJqD+bVxCwRwoGhNSMEgSvKE1jMEihCTFG5pDQGQXCCGEZJ4FrWCdn+IYrNxAlH2QlRAUheOuqPREA2RNYvcHIYQQEiUALPHrGwUwvmBMSIHhE72GF4sJKUT8IaOLhIQQUphIcmDdqnaZlwJZCRluABQvXkhKAMoyUwcoKl40QFYrRQK7PwghhBA9wSX/dEocf0VIxvFLHINFSDZgEDohhGQHSfKsU+EuO5IVCSHZmwNmQDGhz/nguCtq5aIBsiopgMzgc0IIISSWpdvZmf9BSDbgGCxCsoEvNGd4kZAQQgoRUXoDJY+L2AoUSHIgB0yB4kCS/VAUMa9fM5TxogGyGilSDhSZCCGEkFzCDyjikn8+RcMLxYQUJhyDRUjmYQ4IIYRki/zOAQHCXSDMAskmouxlwDmVMdEAWY1kjr4ihBBCYvGDAeiEGINf5BgsQrIBx2ARQkg2WICs5HMOCKAoMrtAsoVE44PKvGiArFTs/iCEEEKSsHQAOkADhJDsIcEbemN4sZiQQsNHA4QQQrKCKHvXp4aXRTEMPdPGhwfyMpmSFLVa0QBZqdj9QQghhCRh6f+syqABQkj2kOATfYYXiwkpNHyheQRzoFBICCEFh7S4PjW8rIpZIJlCyvOOICr3RQNkRWL3ByGEEJLI8vkfCmiAEJJN/JIIT3De8IIxIYWElwYIIYRkBVF6A0WR1qeUl0XJioiQ7DXcQMhPvBDlAJYbo0xRmRANkLSlsPuDEEIISYofWOYLjKwoNEAIySoSw9AJyTAMQieEkGyxAFnO7yB0VQokhV0gK0HUjA8F+W+AUfkjGiBpK5QDBSZCCCEkF1k+/0NSlBwoEBNS2PjEADwhdoEQkkkYhE4IIdlgAZJcGGOPFMgQZb/hxkKuI8o+SEqQxgdliGiApCUF6q9bjS4wEUIIITmIvHxYHTtACMk+fklkGDohGYYGCCGEZIdCCEIPS5ZDEDkKK7XxIQehcNQVZaBogKQldn8QQgghyVk+/wNQO0BogBCSbST4RD8M6QJ5YUPlgWZsqO1Ddw4UrZMy4sKFJgsax/P8OPJtzeMOnG2y4u5IZrc7a+3Df+1txobDj3B9YgbXz3XgQNezjK9/fQyQZ7h5phUl1R2os6f5mL4BfH52AB3ZWM+EEz/dHkTzaBaP+aUduw40Y8OxPvQueZw2nL5nR89L44u1hJDMIkqLwDJd5PkjBqLH4oUo+2l8UDkjGiDLSga7PwghhJBU+AFl+f/USoYXhgkpDtLtArnc0IySqma8dc4Re5urD+9VNaOkqhP1SxkF8Sw6UHWwBX+qG4DV6IJ7Kh50oaSqHUdtBh7H4gzGXrzM8DbXsubnGHv6PLvn3daLd6qasf1BJrf7By43tOCjX924e60Df6pqRsmBLlyezvz6feLcOgShz+LOz63YsLcTZ0bSfMyDbpRUdeOXbKzH3od3qpqx80EWj9njRPXBFvxbnQXOZY+zHcfTNYYIIXmDKC0WRBB6WIoiMw9E9kKSA5CVEI0PKqdEA2RZsfuDEEKygx9QAnEE4wglQX97/ONpWK8/y+d/ADRACFk/0usCCRsgJUd7Y7oGpu48VK9fzijIR9IxQLLKILZXNeOdayPGn4vQHDyhERw92oyShsHs7icrBsgcPKGXmF1U//3s6STG5rOz/vUxQFZBvhsgKzpOGiCEFCKi9AayUghB6FEVax6Imu8RgKyISOe7IUWtt2iALClZK6gZXVwihJA8BHqDIwjVUA5BHZckApA0ZB1KHPHS3yYnQdK2Lar7QghAEAANkuyR3pcWGiCErB9+KbRMF4ha+H7nVCfeiun0eInLDS3YcLQd/1nVhv09RhfoMwwNkKSvg/w1QNYHb2gOATEHc0BogBBC8p4FSEphBKHrpSgSQrLPcFNiPbo9RNmvdnsoEpJ/f6eo3BANkCXF7g9CCEkPvdERZ24oemNjvRVnligSVANGM0aUACDTFFkb6bU20wAhZD0Jd4G8XrLw/c7VXmyvbsY/7sxo17uw/1Az/nGxJ0nB+iX67z3Ce/tbUFLVjD/VdOLr1seYXaaY/sxpxee1LdhQ1YyS6hb8R30vfltyTNEztNzqwgeHWtWxRlUtePv4I1wY0o+NUo2E7Q+e4MbPHfhzdTM27O/Ewe4nmJ2woaq2BRuqWvDn2ke4od+XZoAcbo2u6U81D1HX/zzh3MQfx2h3Lypq1GPfsL8D25vceKa7vftaO0qO9qJzyILtNeFz1IWz2rq7r7VrnTVRtt0LH9MT/HbtIf7vXvV4/1zbhYaYNT3H2OSM7lynYWQ86EJJVRcuTztx8KR6rOFzFL09dj3/eXVYZ1i042h3+LFhM+wlnA+j56Fkbys++NGK/sXY9cwOxZ7fo02Jr6fw+dJ3H11uSOxI0m8rvL+e+Tl4Qo/xy4VO/OfBZV5b86P4+Uf1NVJS1YI/f/MQR8PnIAXOlh6YjrTGPOZY93Rs0c7zBHevPcRf9qrn7t8OdOCLexNYXKbYtzhpR82pNvybtua/1vfh7uQsQuJr9F5rTzQ0Xg/jbEN0/W8ff4RLzpfqbckMkNWuyz2IL46p5/Lfah7iuPacxRogT3E/su0W/PlYN84OvEyxzVEcP9qMknoL/tBfrxkrFXeeRe/TYIt57OPuPmyuadH28QhXfu2KM0Ceo7OpG/91qFU9j9p5ueKezYFiLiFkpYiyL3tfBQ2UrEgQC9QEEWVvpNuDY66ofBENkJRi9wchhCQn3NmhmR2KvosjX371oTNGFK1zRNFMERoi6SOnN/4KYAg6IeuOJMIrLqYo8tpQWd2Md665cPbbZmw4Y9MVvjtRP64aDNEC/RxmOx7h7apWfHzZhvZxN65e7sTbVW3Y3xO+T5Ii/HA/Pqpuxtt1ZlwdmER7sxkfpxHWbW0fQMNdB9rHJ9HzyIo9tS0oOd6ny7fQOilqO/BfP9vQ7rRjf20LSmo6UXa4HXua3ejp6MF71c14+2dnnCnQgg0HO3Gw2Q37gE3d9v4uXH6xhJkw3I+Pqlvw1zMDuOccxb2mbvy1ugX/uBMtpHdfa0fJoXa8dzS87QFUHGjGhroBOEJzmH3xGPbxAWypasZ/XnTCPh4d2WRt7MSG6jZUNrnQ43Sh4UwbNlQ/xFmtmH/n51aUVLXg41uPV2iAtOO9E+3adrVzdOAR7oTm4Jmfhn3ciQNHmlFyegD28UkMhbNJNAPko1Pt+PiaHT3OEfS/CL8G4s9DM94+Y8NUeL+LDuw+0IwNh7vR8GgUPY8GUHlYNUxWbIBMW/AP3eun59EAKk88QuOiasbcu9ePCy0u9IxPor2jFxUHmvHWj3adUTSB+lMtKDkQfb4P1rWipLodJ5boAprtseJfd22455yEfcCB2vpWlOx/hCZPuGA3izvn1O3sahrCgHMIZ8+0Y0NVK3a1Pktd6PM4sUc7N2d7xuEesKGmvjuS+ZFogEzie239NS3DcDuHcPbHTuzv1Ar9CQZIZtY10GPBLu050xsgzsZObIjfdvVD/PQ0+XY7L7ehpOohftKFlw83duquS2KAjAzApD3nvw5MoavFjLIDzQkdIM52C87ec6BrYgoDPYP46lgLSo73L50lQgjJSUTJm72vfAZLzQQpnHFYkuxXTQ9FgpI33/spShUNkJRi9wchhEQJGx4SVMMgn8yOdKXvFpHU4+XIrGUQ0z67Mg0QQtad1F0g4Q6KOTgaO1FyqAf3Q1r+x9FedCeManqM+lPNcSbEBOqO68yTJEX4xnMtKNn/CDd0HQKz7Y/wVlULPm9PPwhc7Z7owuW49b/1nRWj4e3eU82NbffCpsQMzn7bjJJT/XDEmAJtqO7W7bvPjL9UNeOjxscrOI6XuPFjC0pq+9Abs8Z2HLZGt915tR0l1d34Jd64iRmB5cDu/XGF+0U7Pt/fjPeuj6nbvtGBP1W34vOWmRTnKJUBoj8f4XPUjhOuJR4XMUCaseFbS+T8Jn8NzMF6owMlVR2oG1YvT/3+UNcxomHtxX+uwgBpudyGkuqH+OlFsmNOJMFA6UjyWtPObaxRsgwP4joQJgZgqmrGhzcmdUW8SdQfb16yCK8W/9tQ05/89gQDpFNd/5bfU5gX8QbIKtf1h/acfW3WXT/Yi40xBogTe/Y3460fHdFuEo8DX+xvxvvXx5Ovr9+M0qoW7HwQ7sx4hp/qm1FyagDD4mskM0CSmSaL9+I7QNI4d4SQvEGUFiEXUBB6vBTIkJUgRMlruIGxum4PHyQt0JzdHlQ+iwZIUrH7gxBS5Mh+7df9IowdYZUZPTi5BVu26KnCRScA50VUbYm77eQD7VHhDhGtO0Tm34VE0v9PMA0QQtYfvyTCG0rSBTLej4/CBenwuCObmv/xfy66IkX5aKFeLdxHRiRp3L/Ypis4xxfTtcvfWqLdAaE5eBat2JZkW3qeOa34/Hh4BFaYRAMkxkhIku+RUBBPmgGibiu1kaNd/s4aUzBXw+Kja0o0aVIbNzHr1swGfbdNxLxJO5sjdQdIzLEmXLe0ARIdjRZdu/r6SDQ3wutvPNeScB6SZYAsb4CM4URtktdPBG0c1zfaCKwwum2q5/8hzr6IfdyF75pRcqQXnSnO5+yEA0fr27SxU2F0BfgH3SiJNwzE1+i5qj7fVzzJi3y/NDSj5JAZrSmKgPFF/F5t/XozIIZ4A2SV67pzrjXRPIjPANEuf3pPP2ZKMzTiRlhFGUZNTTPeOudUL3ts2FndDFPjlHZ7vAEyhe9PNaPkaB96E44z1gCZc1rxxfHwCKwwNEAIyUcKMQg9UQoURcybkViq6RHUTI/8rgNQVFg0QJJJEcFf/RJCig8/1MDw/Dc84nW7RoAg6NmJs4MABs9ipxB3W83tFFsJd4eEwL8RPkAOrug5kBTF8GIwIcWIXwrCG1pIUuAO/0pfzf34qNGC3ftbsLsjWhiPmAKuPrwXlxeRWHCOL6arY7YSi/hqIT1lcV8bexQeoWQfn8Sdi2kYCas2QNw49E0SwyP+OJIefwYMkJbu2AK+HoMNkJgMGO01kBDgrt03fP3lhmaUfGNG25oNENWES3UOZnt68Jeq6Hgs+/gkGk7HPt+/nElixoT3k+R6T2gOnkUX9tc0R8dmjU/C3vQQJVXtOGZXg9At1zuSdiT0al1AyTsVxlF3LElxP+Hx0SL+zTMtSxf14wyQ1a1LM2a+MeOh/vp4A6R1qddpKgPkNVovtkVNn85HeKuqE99PhG+PN0C0y6etmEs4Tt36n1pQUa0bJTYxhXuX2AFCSP7yBrJc6AZIWApkJZR7RojkgSj7tU6PwqoDUFRYNEASpEAde5IDxSVCCMk6YdNDUj//qPSkKFA7Q4r478UKXy+yLLMDhBCDSBiF1dOD/6MrhDeea0FJTRv+Ut2Fy4u6X99His9aB4iWXRFDJJx7ZR0gCYV0DbWzoh2HrSs0ErLdAaLlZMQyHQlCX2sHyJam+G1Pwv70edJzZIgBskwHSPi+SU2HVRkgwzh8JLHzJsz9i20oqerChcVUj1+mAyRu37HvjbiOHO28hQ2QpTstUhfhf2lQO096UtyevAMkdefGyjpAUq8rqdGSogNk2+0puCfimEkVhP4aIbMZ/59mXtw51xo3iiveAElhEsUZIH9onxG1g6nPHSEkv5Blf1a+suWuVCMkJBs3FiscZK4oIlgHoIpBNEDipYjGF5UIISTbIADV9KDWLkXthjD6OV1PVvElhSOwCDEOvyTBox+F9SA2C2L2QZf6625dXsblBv1lrVAel/+wdBFey8lIkQGidpok4mjsjCvSv8Rv59syaoDozZVwwTs67inxOC43JB5HPKs2QBYHsb16uUyK5xiLGE1GGSBq5kvyDJBO1I/rn782HOxLbZJEzo2WPaNe9wQNdfrnSxsDFnOfKImjtuIfnyJvJpwBcs6R/Fx2PMJbcWsdbeqMNUBG+vFhqqyNSL5FImqRvgP1I0vdHi3iLz7oxoaqVnzRPpu8aBhvgKxyXUmzSeIzQLTxVTEZIGkxhK8PNeOdaxZ8fSh+bYkZIGqI+0NcWCIDZFj7jIh2tMzi/vk2GiCE5DGS7FO/UxWhFEWGJAcRynJGiCj7IMpByDQ8qCIVDZAYsfuDEFKoaJke/A9P9hTuCimKrJCVm2cKQAOEEAPxS6HIKCw1DFtXPH7hwLGz3TjwYCKleTDV0o23q1rw1zMDuOecRM8jKw7+qwNVHeHicpJiuq0P71VHxxT1dPTi4wPN2FDbl/zX96G5SCj52/UDaB8fReO1Tvz7gVa8VdWG/20PB3qvxQBpxoaDXfjXo1H0PBpA5eEWlBx4hMaIubH8cdgHHPjXjx0ob4yer/QMEC3w/Nt+tDtdaLjnwmxoDt3X27GhqhUfX7ahfXwS7R39+Lz2IeqH1cfd+bkVJVUt+PjW4+TnbNUGiBZsfrQHjU43rjbZVXMjqQGS+Bpov9uNv1Y34+0ztmiXz4tBbN/fjA21j3B1YBLtzWZ8fLQVb8dtTw1L10LjFx/j9sUO/PuBltjX3IMuvFXVgveuDmFqcQ6zL0bw841BWCOPb8F7F+3oGXfj5zNt+PcDrSip7sS/hqKvyRO1LdFxVk47jta1oqS6HSdsyc7jHDwvtPFKtT1oDB/jwVa8XdUC080Jrfj/DDfPqNvZ1TSEgYlhXDqjPoe7WlMElouvEXppx64DutFNAzbU1HfjzIh6e2IXwyjqjqnrr2kZhts5hLM/dmJ/p2aIaB0f+zomMPJyLeuyYef+Zmw41oNfB6bQ1WJGmfacRUPQX6P3egc2VLWi7LINXRNT6OrsxxfHHuL7kaULm60X21ByoBVvJ4zhSjRAwp0mb9f3o8U5jpambvz/B1vxlv6x/WaUVjXj7XoLuibGcUf3GbG746nhhVxCyMqRJC+UFWQLFqoURYasiBDlIETFr5kiKyNsdEhKEJIi8rxSlCYaIHqx+4MQUnD4oRq7EqDQ+Fg3RYyQAswKkQPAKk00GiCEGIsv5IMnNJ+0WJ+0oyHm1/cv0X/vET440KLO/d/big9+tKJnfulugmf9A9heqwVVV7fgvYYBtM2n3q8n9BL9d7rwH/tbUFLVgrePP8KN6RF8/69W/CUyfmktBkgXTj/sRUWNuv0/1z7ChSF9AHny4xjt1gVuV7fgP+p7cXviZez5WtYAmcNo+yO8Fzm2Htx5pXYv/HbtoXbMzdiwvw0V1xxwaqZM940O/Km6FZ+3zKQ4Z6s1QOYwa+2PnotvHqLBmdoA8YRewtlqhqkm/Bpog+mSLbLO6HPeF3d+rdgev73FcZxtaFOD7ve24oOf7fgtYSzWE9z4uV29j8aGgw/xg0s7Z5c78fbe8PPRj85pB/YebYkNb593o6GhQws0b8Gfa7vQ0L/0aLHRbjM2HYiek3rrEzReaMefvrXgj3DBzvMENy934i971XX9W00nalqfLNsdsegejIZ3V7fgr/V9uDupGhpJxzg9deF4JJBdfT9ccmojpzwjqDuhrvPvt6fXtK65gX5sDj9nxx7hinsQO+MMkJD4FPevPcRfda/TzdecGEk1oitMp9pVk5h/ksQAEWcx0tqD97X3yF/q+3C/uw/vxHV82O50a+tQ30dNT0dx5ttWlF4cMryQSwhZOaK0qHUmUMmkKFIEWUf4utV+N6OoYhINkIjY/UEIKRS0bg85pH62UQZJgWqsF5oRsvrRaaEcKAATUuz4RC88ofklC8CE5BLPng5gS1Ub/nl/HFNLjCHLNoHQvOFFQkIIKURogFAUlW3RAAlLkXKgqEQIIWtB6/aACHZ75JIKyAhZQ/cHAIiKYnjxl5CiR5Lg0+eBEJLz2LHnQLgb46Vh6/CLNEAIISQ7vIEshzL39YuiKCpONEAAqMUcdn8QQvKVAKCEALa/5rj0RojRr5nV4Mdauj8AQKIBQkhuIInwhN7kQGGbkOWZfTGDZ6EZ/PhtM/5yaciwdfjFeQQNLxISQkghsgBJDmToOxdFUVSiaIAAAOQ8LkgRQooXzfgAg83ySoqkPm/59ncnAyPVZBoghOQMaig6TRCS60zh+zotA2TJHJTsQwOEEEKyhyT7M/Ndi6IoKologECBOi4mB4pLhBCSFjQ+CkKKBDV7Kh/GYgUAZe2vNwUMQickl/BLQXhCCzlQ5CZkCRZnMDQ+ibF5Y9fhE+cQ5BgsQgjJCqLshcLvtxRFZUk0QCDnSfGJEEICAETQ+CgkKYgYIXKu/i1a++grvRiETkhu4ZMCoAlCyPLQACGEkOwhSh4oGfzOQVEUpRcNEIafE0JyHdkPdWQSjY/ClQwoohoybvTrLQa/uq4MZsuIOVDwJYTEQhOEkOXxhmiAEEJIthClRSiKmLHvHBRFUXoVuQGi5GCxiRBCNGQ/gCAYbl5EUsJGSK50gwQBJbOvPeaAEJKLSPBLQWaCELIENEAIISSLSG8gK6GMfu+gKIoKq7gNEHZ/EEJyFTmATP/ynsoXKVA7QkIwdESjHES2uo6CkpQDBV9CSDxqMPqi4YVmQnIRb2gOARoghBCSJRYgK8GsfPegKIoqcgMkaHyRkxBC9ND4oCIyygjxA3J2R65xDBYhOYwkwid64QnNG15wJiSXoAFCCCHZRZIDWfv+QVFUcauIDRDF+EInIYTEEAADzqnkUrA+Rkg4bya7BpxkdIGXELI0kgif6IMn9NrwojMhuYI3NI9gDhQICSGkUJFkf1a/g1AUVbwqYgMklAPFTkII8SFSdGbXx4pVarYQQgghhBBCchyji+sk95FkH/idmKKobKhIDRAlhwJmCSFFTRZzFopBRn+RI4QQQgghhCyP0cV1kvuIkgeKIhn9FZOiqAJUcRogDD8nhBiOH5BFZHvUEFUsUqBmx4QAJaC+viLEve4UPwC/el8Df2HFMViE5BGSpOWCcCQWKV68oXkEcqBASAghhQoNEIqisqUiNUACOVD8JIQULez6oLItRQHCIeqQdCjIJdMtKEnGF3YJIWnjl4Lwht6AAemkGKEBQggh2UWUFiErotFfUSiKKkAVoQEiG1/8JIQUKesTME1R+aKQohhe0CWErAy/JMEX8sIbWgCNEFJM0AAhhJDsIkpvICsho7+iUBRVgCo+A0QJ5kARlBBSfAQAtvNSVIxkwPBiLiFklUgifKIHHItFigUaIIQQkn1kJWj0VxSKogpQRWaAMPycELLe+NWRVwZmLVBUrkoBEDK6iEsIWRN+KQif6NE6QowvUhOSLWiAEEJI9pFlGiAURWVexWWAKGIOFEMJIcVDAOrnDs0PikoliWOwCCkAJBohpOChAUIIIdlHkgMAfzxIUVSGVWQGCMPPCSHrBUdeUVQ6UgAEDS/eEkIygwS/FKARQgoSGiCEEJJ9JNkHBbLRX1EoiiowFZEBIkMNIDa6KEoIKWz8gBJUP3MoikpL7AIhpNAId4R4aYSQgoEGCCGEZB9R8kJR+F2aoqjMqngMEIafE0Kyjh9QQgBbdilqRWIXCCEFiqQaIX7RB2/oDbyhecOL2ISsFm9oDgFx3vCHAYIJAAAgAElEQVTiICGEFDKi7IECTlKgKCqzKhIDRAbHXxFCsouW90Hzg1qBQjJ/3RQWu0AIKWQk+KUQ/FIQXnaFkDyFBgghhGQfUfJA4ShpiqIyrCIxQCRw/BUhJHuER17R/Mh3hQJezIrrsScRY1Mj+GRgFD1peCDrty7jpEA1hF57F/FSNLpYSwjJFn5JM0NEP7yiB97Qa8ML24SkAw0QQgjJPqK0CEUp8C8+FEWtu4rDAOH4K0JItpADAGeUFoYWHmN3rwWlvS40ebK4nzczqLNaUWq24N2BIdx4le11yXg8NYKdfdo++524stw+DZJ/ZgQfmi0o7R/Foxwo1BJCsk3YDAnAK3rg4YgssiTz8IZeZ5SV7N8bmkOQBgghhGQVUVqAooSM/lpCUVSBqQgMEI6/IoRkCTkEmh/5oZFRB0rNFmwfnVevmH+MvQM2bLJNYiR8J880vum3YGP/CDoCWVxM4A+csY/i9vNF+NK5/1rX5XmM3WYLSnvt2OsawRH7eFpdJ1nX01H8z4ANH7pmIlcpL8axudeCdwcn4TC8MEtIgROcxx2XEx/2WiLm6OGJV3ht2JokBOQQ/FIA3pBHG5NFQ6Sw0BsYC/CG3sAnLsIveuEL+eAT/fCJfvjDSH74pQD8sgi/LCKQBfwRgur+tDX4RB98IS98okfLr3kNf+g1gjlQHCSEkEJHpgFCUVSGVQQGCMdfEUKyQRBQOPIqX5RggMxNYLvZglLrRNQAKVQ9GUap2YJS58zy911PpViXrCgMRCck24iz+DnciWYZwnHXMPZZrNhoHYc9J0bQSSpiED4xAG9okaOycpTF4Dw8MaaGZmjozIyAFEBACkaf16QY/Zpb5rUoSxAVGQoUKIoERQlBkgOQJB9E2QNRWjS8YEgIIYWCrAQN+oJCUVShqvANECWUA4VSQkhhwV+k5JtiDJBw4V3HZ2MLAGZQa7ag1DyMNiBikvxtaBqdbgc+6FW7KOqe+KMb9r3AJYcd75otKO21YrNjEo7wyFptP7vHn+GqzYqNZhduzj3HeZsj8ovr0l479gw/w2zMOgdRPzWDugErSvtG0RO/Lt1+P+i1oNRsxYeDI2heSGzrCB+3nv2PgwD86B8dwmbdWKy6qTcIpbMO2wSaR4fw914LSnsd+H7mNfpjLmvnJ5D6WBPXZcWJafWcf6oZUw7fFPaaLSg1D6HJpxWiXo1jq9mCUss4HLKMxflpnLAORs5/hX0cj7xGF8sIyX0cI+p7cKN9Cn9Erg/idVBGQJ7DzxYLSs0O/Dyr3nbfqb5XDz/RX3bh6tMJ/G+fFaWDk5jyPsfPdjveD38uWd24OrOIRVlGQPbi0cgQKnSfOScev9ZuS/Jeto3izmwwce00RNbd3AgbG76wsRHywycGVFNDDiG3zYvMIirKsmlviiJBQRCSHDZG3hheSCSEkHyDBghFUZlWgRsgHH9FCMkwYCBbPirGAHk5hVMOB/5mtqC0z4Ea1whuvQRSGSClZgvetQ7hlN2OjWaLZgYAwDyuWq0oNQ9il3MEp+wOvGu2YKP9iWpoaAbIxl6r+njnJPrxEhesThxwjeCUy41d/RaUmgdRNyPHrHNjrxUfD7pxyj2NiQQDJLxf7T5OJ/7bbEFpkhFZz6bHccpmV02GARdOacc6MubERrMFG/udOKJbx4npYBrrsGCjRXc+eq14V3850lWT+lgT1zWODg9iOnOcsh9NdrWQWjutFp+mxl0oNVvw9+FXCPhmUNuv3r7NPozjNnX/G60THJ9FyJLM46JVfS/XPBaT3J6uAWLFxl71/VczNoPbdtXc+HDQjeMuN3YPWPHF+AICsgzHqCPymVPjcuOf2udB7bQfAfkVzg6o29tsG8Zx1xB29NlQN5NsbfGo+SG+kE9niszrMN5EMJ75FLzWRjstwqczNvxiuFsjnfNfXKRjgCSXDFkJQZL9ECUvRPENQuKChvGFRkIIyTVk2Q+s8hOXoigqmQrcAOH4K0JIBqH5kbdKbwRWCgNkYBT9cpLb/xhVTRTnU61zwoObNvVX0Tc9iHaa9I2gO0XmRvy6Ip0Rg5N4kmpd4f1G7iOje2hQ6zZJkpKeMGrqOer7LCg1O3F9Qb0mNDOibtP2GM+WXccQbvsAyE9xOOllXafKUs9BshFYuufFrSgRw2PryCwCsoj7TitKzTY0PIuaIX9z/aH9inwBVwejJovRhTJCcpfwezVqcMSSrgGif/+FTRUbvn3q164TsSjKCMjPUKd95lx9rT5+8elI5HNsSp5Bba/62XltQev6EMVId8iKkUT4tU4RX8gLb2gRntCCVvBPZgQYbVCs3czwatkaHi1XI2xseEMeLdMiCL8YREAMISDR2FgtUgZHnyqKBFnWOkWkNzpTxPjCIyGEGI0oeaEwa5OiqAyqsA0Qjr8ihGQEP2h+5LfWZIBE7hN7+8SYM2G8lIodP72ErsD/NDJaCrIXncOuyOipMPEGyLbROd3qU+xXZxxEOjZcfyQefLzRMD+Jz+KNivCx9o6gI811LHt5mWNdzgAZASAuTOKfkSLpCzQMqIbSQ1lGi1Pd7icjc5HiVLgou3N03vBCGSG5S+YMEH0HyR9P3Pgw3DXX78ThsWeYEmUE5iaw02xBqdmN++F9zI7jE7MFpb3DaJFF2EfUDpFSsxXvD7hQ/3g+O2HsYgh+MQi/GNCMAQ984iK8oTeqeSAu6EK6X8OjEb0uVTfFylh6Hxqiuh6fuKjDA5/ohV/0qZ0vYWNDCoEdG9knkwZIvGINkUVtdBYNEUJIcSJKXiigAUJRVOZUwAYIx18RQjIBzY9CUFYNEG20VBRtnFOSAn/EqOh34ohrBDXWwaQGSGSdS+13HQyQpdax3OXljjUdA0RW5nHeYkFprxv3Z9UiavgX5zRACFktmRqBFb0c5vXsH7g6PIQdmvG5cXASY8saIDICsoip50/ws8uFci036MOhZ6vvAlk1ktpBIoXgl4I6AiqiD74IXg3PMnh1j1GJbE8KxO1HMzOkUA68ToieoCxDzqIBEis1aF2SA+rILGmRHSKEkKJClD00QCiKyqgK2ADh+CtCyFqh+VEoyoYBkjiKCgBkhML/V09S4G/Tioa12gPcKUZgLWk8rOMIrLUYIMsdazoGCADYhu0oNdtw0jWEUrMVh5+oBVuOwCJk9ViG1Qye2BB0EX94/YgaJCs0QILBaNeGOI2aiOmx3AgsGYvBYNTseDWOrWYLSi3jzPMhOUNIXk8DJF4yZFnNEJEkD0RpETRDCCEFjeSBokgGfeZSFFWIKlADRAHHXxFC1kbY/GD4WiEooaAfmMahXrVYvsvpRu3YS4RWaoDEh5G73NgzYMV/O2diQtD1Bf5+t2pUvGsdwinXELb0WtVgYMs47MnWmc5+tfD1ZCHoSLGO2BD0IXyinYv4EPS1GCDLHStejuMfZgtKe+3Y6xrC94/9SQ0Q5cUYyswW/K1vEKXmITT5tIJUXAh6zaCNIeiEpItvBif61S6Ndy1DOO4axj6rFRv73bjv1XVYuabw29gwNvcuY4CIs/jZasW7Ay7UuKLvx9KBMVjk+BD0IWzTPnNqp/0IeJ/icL8V71u1dVi07hH7E7w0+jwRomGsAaKXAlkRIcsBSLKXZgghpDCR3tAAoSgqoypQA4Tjrwgha4HmR6EpsaAv4/HjYfy9Vy2gfzg4DktwpQYIAN8LXHLY8YG2nQ8GhnDpD6+a+ZGsw8H3Aj/ZNCOgz4HvZ16j2+3AuyvqvEjc74eDI2heSNEmnmwd8KN/dCiSz/FuvxN1U28iWSWZMECWO1bAj/5hl3oMvVZsdj7B46SdOc/xbZ+WIWKfiimILs5P44R1UDWAeq2osI/jkdf4QhkheYH3Oa46nfiwV5/b8VztCJl9jH0DqtH6vnUYd0aHlukAETHyeBS7B9T3fPj92PUmPGLLi0cjQ6jQfeacePxa6/rw4tGYG5WaIVPaO4hK1xO4gjlwjgjRCMlyDv6vMDoqK5wdQjOEEFIQSAtQFE5ioCgqcypQA4Tjrwghq4XmB0XlomRFQTAHimCEEEKKDzEnuj+WkgJFEbUgda8Wop4DRUxCCFklNEAoisqkCtQAEXOgiEoIyT/8gBICaH5QVE5KUhTDi2CEEEKKDynnDRC9ZChKCLIWos6uEEJIPqIooeU/7iiKotJUARogzP8ghKwSOQjk1RdciiouKQDEHCiEEUIIKR6Ccq7kf6xUChRFhqyoAersCiGE5BMyDRCKojKoAjRAmP9BCFkFchBQUmQoUBSVM1IUBaEcKIgRQggpDvLXANFLzQuJdoUYX9wkhJClkOUgwMkMFEVlSAVogHD8FSFkhcgB0PygqPwRTRBCCCHrRUiWoeS9ARKW2hWijsjyQpQ4HosQkptIsh8KDRCKojKkAjNAFAAcf0UIWQkBADQ/KCrfpDAUnRBCyDoQUgq1BKd2hajjsWiEEEJyC1H20QChKCpjKjADhOOvCCErwQ8oktEfXBRFrVI0QQghhGQbUS70H8ooUCBDlgMI0QghhOQIokQDhKKozKkADRB/DhRVCSG5jx+AaPSHFkVRaxRNEEIIIdmiMPI/ViIFshJCSFw0vPhJCCluRMkLhZMaKIrKkArMAJFyoKhKCMkL5JDRH1gURWVIsqIgKEmGF8oIIYQUFsVngISlQJaDECUaIYQQYxAlDxTmdFIUlSEVkAGiAArzPwghacDQc4oqOMnsBCGEEJJhCjf/I13pjRCOxyKErB80QCiKyqQKyABh/gchJB38oPlBUYUpmiCEEEIyiViU3R/JpEBiRwghZB0RpUWOwKIoKmMqHANE4fgrQshyMPScogpdNEEIIYRkguIdf7WUFIiyD6L4xvDiKCGkwJHeQOF3d4qiMqQCMkDEHCiuEkJyGuZ+UFRRiCYIIYSQtRKUZf72OIUURYQkeyFKNEIIIdligQYIRVEZU4EYIMz/IIQsgxwE+Cs+iioayYqCUA4U0AghhOQnIVku8vyP5aUoIRohhJCsQQOEoqhMqYAMEOZ/EEJSwdwPiipG0QQhhBCyWjKf/7GIyclXGd5mLkiBrAQhSV6EMjAaa3HMjqkcKLwSQoyHBghFUZlSgRggcg4UWAkhuYkfgGj0hxRFUQaJJgghuY+z8yYu/dKM4TVu5+GlI/jm0iPddcNou3kTNx6Or9OxPELj+Zv4beCF4eeUrI2gvFT3xyDOVZoglB/B3TT9jEXHTdTu2ARhaz26Auk8YuX7WIkmWq7jWuNDjGZwm4oiQ5IDqw9K99jR/MOXqDCV4eCtieXv3/0Lfr7RiN7nxhdpCSHZQVH4PZ6iqMyoMAwQ5n8QQlISAjjAgKKKWrKiIKgohhfUCMk1Xtlu4MiucmwSBAjCJpTvOoRzrRNYSOexMzN4laF1NB4SIOw8g75MbOdQk+66JhwUBOw4Y12nc5rp/VnRsFOAIJhQfcNYU2Xh5QxmfJnZVuzrzoSPt+1DQ5qvu/UiJC/VOTyCK3s2wVRxEi16MyMwi2ezie5G34+V2GQqQ2XtVXSNLab5lyvFPjKkwbM7IQg1uL3G7cx0nMW+T8pginyG1OKmfR7SSoPSB39GdYUJZZUH8MPtLjzzpPGYWwcgCNvxw4DxRVpCSHaQaYBQFJUhFYABwvwPQkgqguDoK4qiAEAGEKIJQkiEhYen8YnJhIqvTuOWeQxuczN+OvwpTEI5DjZNL/nYvjM7IQiH0JihtdAASYH1DHYIZSgrE2A61GScQdB0CIKwEw3WtW9r5vdaVJgElO8Jv+7uoP6rCpR/3YhJo44vCaK80v8/3kaNIGDn2cGEWwKTw0jb91gnZcIACXTVY6tgwqdHLqClbwKOrkZ8V10Bk6ka157IUJQQRNmTZqHTDbdrAosrKY7SACGk4JGVUMY+9yiKKm4ViAHC/A9CSDx+gDNDKYrSSQFNEEJUelC/VYCp+pe4ovM0fv26DELZITS+SP14GiCpyOz+hi/uhlB2DOfP7IRQdgz3lrn/wstJWDqv4PiRy2s+lzFkygDxPURd0tfdAl4trMfzkx5BWYa84vyP1AZILioTBkjL8TIIZcfREnNtAJOTM5FLCiTIsj87Iek0QAgpeCQ5AHCaA0VRGVABGCDM/yCEJIOjryiKSpQCQFIUBHOgyEaIYTQfQ5lQhqP3fYm3PfwWFYKAr35JNnJJLfALerY3oEeWER7XtONMO1pOf4GPTQIqvn2IFz2XcXDXFpRvUu+/qXwXjjQ6Y7oZVAOkAXcaa/FZmQmCsAlb9p1Ht74oPvE7Tu3ejooyEwRBgKlsG6rPtMcU0lMbIO1oObMPWzYJEExl+N/T7QkFeMuN8L6Tbzsp0+1o2LcFmwQBprJKHGn8CfsTDBAfRlrPoHrLJvV8bSrHP2sbYVt2nNQLXK3WOj8efosKYTPqHsbeZ8HZqBslFcaEjysO4tqUjIA8HT1uwYSPKw/hknkh4fwcbJqOPGex5yc8gkvP1/jVl3j8gqkMnx26EvucreR1t5LzZT2DHcJONPT347y2/01bDuGq04dX5vPaYzdhy76L6NE/rulQgnGXaOap56Tm9gw6vvsCZdo5+eK7Dszo/pbcrhEg7DyLQYTNhNjz9PUtdW7V5N1/YfeOCnU7gglln+zD2Q79lgZxdqeAnWc7IvvbXN+VsI+wApNtOLtvq25sXS1uDS03IyuAoVu1qNTeW1v3ncXVuiQGyExHdNumMlTWXEXvEp0rd4+YIJhqcHuJ3b82X0FNzPu/Ekdv9sV0egz8sB3CjtMY0F1365CQcN1U22ns3WKCIHyEsspvcOOnvUkMEDdaf/hKe81/hLLKA7jc89TwIi4hZHVIsh/8Tk9RVCZUAAYI8z8IIfFw9BVFUUtLpglCihi16Lsb58eT3a4WgMuONSe5bQFTY2Nort8OQdiPS2NjcE++1MwMtVi+ffdubN9zBndtNvQ6XyDgvo9LV2/innkMblsnrp+ohEn4HOfc0e02HhIgmEyo0MYidd85gc9MAsoONWEmvG/fQ/x6/iaaOm1wj5lx7+w+lMcV01MZIGXlFdh++ArabDbc/bYSJqEcx9ui+3de3A2TUI4vT99B95gZt07vQblgwmfnlurkcOP8bhOE8j2ov2NWRzntKYcQZ4AsNB9DuWDCJ9r+264cxicmAeWHf48eWzJe3EC1KWxE/Y5vNEMpcruvGbXlAkyVJ3DLPAZL53lUl5fjy4v9EXPJeXE3TKZP8c2VTlhsnbh0+FOYTNW4Oh17fnZUfp7i/PgwMzkG99X9EITt+FfbGNxj4ewX9fhNnx7GpU4bLJ1X8M2npiTdHem+7lZwvqxnsEPYjM8qd6D6fCcs5iuoLhdg2r0HX1Tsw0+dNnRf2YdywYQvL49Ht5+mAXJIELCz8nPsOHIVXQ4HmuvVc3KyPfo3RG9OBGanMDFxDQcEATvq2zExMYFnmnEQ6LqFC42/o8sxgYm+Fvy4rxxC2TE8iJgGqgGyY/du7NhzFs0OB6xDrxL2oW6sBcfLBZg+PYKrXQ44uq7iyKfLB6UHWo6jXDDhU+14uq4ewacmIc4AGcGl3aaEbZv2Xo8xfvR6dfcIygUBm3bU4mrXGJJ6JSMPcPVaI1r6JjDueIibJz6DSfgnfhqKFjjTMkCGfsQXJgHlX9ahqceGR7fr8GW5kGCAuC78L0ymbfjm8n1YB+/j8uFtMJmqcO2J8YVcQsjKkWQfQAOEoqgMqAAMEOZ/EEL0+AGGpVEUlYYURUEoB4rRhKw3jYeEJUZYaV0eMUZCLMlHYGndAjEF9iRYz2CHIOBgU9x6NtehRfdr/Yenty5TLE8cN5XSANHnS/gasV8Q8Nk5h3afZtSWCSirva/rSvHh99oyCGW1+D1Vp0bPaWyN75TRth1d0zjO7xYgfH4eTt1jnec/hxBnAsWz0HQIpsjYKbUbJGZM2O+HYRK247v+6GNmfqnWnbMkx+W7j6Nl+mNP5/zIyUdgJenmWLhfizKhEmcdq3ndreB8aa+hHQ1Rs6enYTsEYSe+6w+v5yHqNscZeWkYIEHNACn7+la08B+4ha8FAZXnnJG/H4ndGWmOwLpdA0HYiejdVANEMO3F9Zn4u8buY+LSbgjC57gworvTyAV8Lgj4POZKvV7h5j4ThM316NJdO/DDjlgDpOU4yoQyHIs6Mwg8OIYyoRK6w45TAEPXa7BV6+4QNm3F7pM34Vgq72TwLHYKAg42RUdipWOAdJ/eAkGowrXn0fss3ozvALmtvuaP3op2mHhu4WiZgMofzYYXcgkhK4cGCEVRmVKeGyAK1F96G11wJYTkDkH1s4GidHpwcgu2bNFThYtOAM6LqNoSd9vJB0Yvl1pHMReEFCNZNUCqf4ntbFiw4XrtrsgInDAJBkh8BkjTIQiCCd/8rl32TeDBmX3Ypo2pCpOOARI7kiruOq2YHj/ya6HxawhxBoOe4Yu7k+RixO9PvRzTuSHLCPQ3YLsgYH9j6lFQ946VQdj8Ldpj9qczhJKYEuqateu044rdh2akRM5RGucnxb7U14BuHJYsI/DiF3wV99ym/7pbwflKYqIlvia116P+9ZCGASLKTUmMjERzI10DRB1Z9Yk2AitMEgNk73XEN3HE7+N2jZBgZAAD+GGHAOHrW0g+iaoFx8sECDWxaR/xGSDq5a9xS7+RV9exVxBQs1xQyOIYuhrPoqayDCZBgKmiNtqRsujAzSTv/5rbCiTZh5CYjgFiw4XdiSOxEjJABk5jhyDgwM3nugLqBK5VCxAO/WJ4IZcQsnJogFAUlSnlvwEi+3Og4EoIyQ0CABh8TiXqdk38DHOt+KD9EjHmtmW/6VOFKI7EIsXE6kdg6R+fwgCJMSCmcbXaBCE8hmlsDO62emxPxwAxf4dtkfv50P7tVgiRMVVjcI9dxb5MGCC/H4YpWdG+6VCCUZN4DvbjekzmRdy2HefwWbJQ9HAHQ8qw9CTdC9pjvriojXTSRmSVH7oB14KMhZdd+K7SBKH8JJp1xxWfTSHEmFurN0BuHzYl3/ay52yJrp50z1cWDRBJSWZkrNIACXShfqsAoXwPvvutDxMTE5i4diC5AZLk/x6x+3DiXGViJkjk8QnXx67rk+97Yx8VZ4DcPZL6+Uz/v0UBTN78GmWCgN2XJgDM4Ppe9f1/5GoXHBMTmGivxw7dNhVFxMCZ5QyQbtXk2X8Zc/riaLwB8tvBJV7zNEAIyUdEyQuFBghFURlQnhsgDEAnhITxQw0+pyiKWp3YDUKKht8Pw7RkCLoJ1TeShaCrpG2AaB0B2xv6o9elGoG1ZAeIaggIXzfqxlSlPwJr9R0g8R0eUaznKtfcAZLKKAgH0Sct5Oo6bBa667FNd5up4iuc74/tkth3dQzusThmFtI/P5HnIlkHiJYDE8dUqiD0ZUPQ0zxfWTJAgrKM5J0cqzRAuuqxWYgGomsPXKUBskwHSEqX4i6OmNLtADmAaxMTqlGj49lSI60SVx09D1oHyY4fBvQ7xs44U2Xw7A4IO7/HgLgQKXrGGiBmnK1MvwNk/xUbRkbimGYQOiH5CA0QiqIypTw3QBiATggJEwAU/ueIoqi1SYZqgrAbhBQ04QDthMDqafz6dRmEskNofJH68WkbIOMX8UVcMX2hvQ4VyQyQ7Q3o0W2v/dvNEIRqXH0hI5xnEbPt6Sv4MhMGiJaLkTwD5BjupTqHzcdQFm8UJWSAuHHu81SZFqk7IdTzuwc/2WKNhRuHyyCYDqHRJyMgv8Av+0yoqGvF1KQ+nDy8liYcNMUfVzyrN0DUjJKlzIwlXne7L8acj4AsY8HnS/98rckACb+m1Oe5pW5z5HGSoiCjBkjLcZTFFftnrlat2gAZufB5ygwQteMimSZwabcAYet3MOuujc8ACdyugSkuA2Q5BSbHMBl/d/16Ji5hd9w5CXTUYXOCAbITwuZv0Sn7IUpvEBLduLwn1vC4f6wMgukrXF8qA8Tzi/qa12eAEELyGlHy0AChKCojym8DhPkfhBDFBwafUxSVaUk0QUiBM9l0COWCCRVfncYt8xjc5mb8dPhTmIRyHGyaXvKx4fyLkw9s6L5zBb+7ZSQfgdWjjQDah0vmMVgenMGXFeUoLxOwtfZBxHxRsyFMqPj6PNpsNrRdOYxPTALKjzVrxXu12C+YKlH3wAa3+Qa++bQC5eUCTLvPw+bTbWdrHe4OTWhdEukV+PvOVcIUGa9lw90ze1AumPDZuVQjqnTHW74PP3XaYOm8gm92VKC8LHbbM78fRrlgwieHr6DNNobuG9qxHf49NislghYEHp+lIsebDg6crRRQVn1JGwmWaILEHtcYupvP40jlVzjvTn0ukl6ndW58dckMS+cV/PrQh4BsxdlKE4TyPai/Y4Z7zIx752vx2VeJ5kbs6+4wKkwCyvfoXne1O7Bp67do96V5vlZrgPScxlahDPsbpxGQF2C5sg/by8sjj1NLbKs1QNSsjbK9l9Hn6MLVW10IvLqJfSYBpsp6NDsm0HfzCD6tKEe5YMLuC0NaZkf6Bghe3cWRcgGmT4/gapcDE303ceRTE4TyI9HMjSR6dbsGZYIJlSd/Q99EH377bg92lJfHhqBjEOe051Md19WHlgu1qKy+hKTx6vNtOLlVwKYdNTjbqI636vvtO1RX6Ndjxnfa+/9q3wQczWexJ/z+P9YcCZl/dXMfTMJO/DDgh+IfRcu3/0RFeVlsx4fW3VG+9ww6BnvQcfkgdlT8D8piQtBfY+DHnTAJ/4MvT/+KRyM2PHpwBkcrv8SFIeMLuYSQlSPKi1Agp/6AoyiKSlN5boAEcqDwSggxHgafUxSVecmKwm4QUtBMtp/HwV3l2CQIEIRNKN91COfalzY/ArKMgK8f5/dtwSZBgKlsG/ZdtSG5ASJjwfkLDm5Tw5E3le/C8fvT6Lv8FSq2RgO+Gw8JEL6+hAdn9mHLJgGCqQyf1TZGjI2ALCMw3b+jCpoAACAASURBVI76L8sj+6y+2I/J5n9h+6boL/oX+s9h1yYBgukrXJ6SkXaBX15A95VD+EwLWDeVVeLgFXNsR0USFibu4rgW/Lxpyz40tLejYWf8tn0YuXsaX2zZpI6q2rQFX5y+ixFfiu1qXTORrI+Y8651dWjZIJP3T0bWHB2DdRiN0+HHTKNFFxxvKtuG6jOtun2ne36m8fvJSnxsEiBsKsc/69vwXHtOGvZtU68XTPh42z40tE4s0XGi8sp2A0fiX3eRx6VxvlZrgMjTaDn9hbpeUxm27buInkZ1LNYtOVxgW60BAsw8OInKMpN2TPVonwdmOr7DnvJNEAQTyj7Zh0sDM2j51w5sioSer8AAARCYvIfvdm+NnLutu7/DvYQ2jHgtovfCPmzV3luVtbcwdKsmzgABMNOhC2xX13u2bTJFuLoa8H6hZhcqwq/BTeXYse8s2nTrCQxdR80n0ff/yQczGLxSjYqtulFegSFcr9GOaVM5dp28h7aEXJDnGP3tKCrLPoIgmLBl72m0tp3GjjgDJCS60frDV9hW9pH2mt+KvT/8hlGP8YVcQsjKEaU3NEAoisqI8tsAYQA6IUTxAwqDzymKyo4UqN0goRwoVhNCyFK8GrmBg+UCTIealjUhSJSgLEPhGNWckqJIkGQfRGnB8AIsIcQ4RGmBBghFURlRHhsgSg4UXgkhxsPuD4qisi9ZUSBqhTKji3WEkGJnCtcObsE/z/TEXe/Dr18LECrPwWr4GvMHUWZxLTelQFYCWi6I8YVYQsj6QwOEoqhMac0GyJMnT0AIIYSQwoSKSlEUZoMQQnKCh6e3QjBV4tjNTljGxuC2deL66a9QYVouu4ToYfdHrkuBrIQgyR7DC7GEEGOgAUJRVCa0ZgMkGAyBEEIIIYUHDZDkYjYIIcRwfE78WqvLXxBM+LhiFw6eb4+Ey5PlkWQW1vJBCiRIEk0QQooRReHnNEVRaxcNEEIIIYQkhQZIaoWzQWiCEEJIfsLuj/ySokiQJK/hxVhCyPqiMO+ToqgMiAYIIYQQQpJCA2R5yQBEGiGEEJJ3SDQ/8k6KIkOWAwxHJ6SIoAFCUVQmRAOEEEIIIUmhAZKeFDAknRBC8gl2f+SzFChKkCYIIUWCTAOEoqgMiAYIIYQQQpJCA2Rl4lgsQgjJD9j9ke+iCUJIsSArotEfOBRFFYBogBBCCCEkKTRAVicaIYQQkrsEpf/H3pnHyVHX6Z8kk5m+qrq6q++ehCNR0KCAIUSB3JOZJAQQjyWIC5GgElRuj6i7rkGBeC7qgqigYjxXBGVXWXR3A3isPxFEOQPhvpHl0JBz5vn98b0+36u6JweJ2arX63lNd91VXR30++7nebZiOAUge8A0guGRzdi89cVdPkCbKlWqnafhkc27+h+bdEqndNoDpp0AQG7AyoGlWH3fLhy0WbMSAytv6Dxvj9K23Ped/Vlt7zntiPPbDZ7HnXF+u/PzvCPP7b7VWLpLP7+Ez2dXntsuOfbu/l16Oe/tjrwXO/i+Jp7/6I+VApDtm0ZGRrB5NxjsS5UqVapUSqn7Y8+ahkc2Y0sKQVKl2mM1PLJpV/8zk07plE57wPQyAxBz2c4YUFuH1UvNfbrm7WnamQBkWz+nFIDsnPPbnZ/n3fncXq7PZ3fY9844xu7+XfpbfS5ezvuaApBdNaUgJFWqVKl2D20eTrs/9sRpZGQLtmz9yy4fqE2VKtWO19bhDWD+6nRKp3RKp22f9jwAct9qLDV/fe6at8cpBSA79tx3489td36ed+dze7k+n91i3zvjGLv7d+lv9bnY/QHIW3/3h1SpUqVKlSpVqlSptku7eiA91d+mUgCSTumUTjti2nkAZM1qLB0YwMDAAJauXsfns/cDAwMYWHmZ8f6GhG03g/2yXK2/cs1mFrWzdDXuI8e/b/VStswzb83KAbLcGAzig7c7ah3r3tynrmtgYCXW+K4rab62D/85rFlp3lt7+6WrV9vnbe3b/NzU57Ry5VJ5He7jJX2eHba5b1u335Zr3Oy8Jt9n190+2eenPYuO5zX5Gt3nZD/jrmclCTaa+x3ts+Z7Zs1zs69t5Rq2zoDj83R/PxzfLec5udXtc+k/r86fj/vcjPNfvdLYt+t75dtHp4Hs0RzD8Uwl3VPvc98JZrufkW6+s9v+uY5+P919d7pYZ7TH7frfE98zkPTvi//czGN57yNRCkBSpUqVKlWqVKlS7Qjt6oH0VH+bSgFIOqVTOu2IyQQaS5cudYIO33wPABlQA71rVvoHM53vybY0y9zX66ENKN+AldaAkTGP7mfNSixdulQOaN63mr/eUet4Byz5NuZ+jMEt9z7MAepObglzoFRtzwZ83cuS983Wtc/PfTzn59lpMNe1vfYs7YxrTLqmbdin8dnq0KyLZ955TuYznvSsJAEQso3zGez+uvzn5vr8jOP6/m0Q34+Ez3Z0PRidnquk80r6fDzfEe38B7R/K7r+91Duo8vr6foYJsRJ/k74n3vfufueye6+s9v7uXa/n26+O92sM9rjjuK+Jj0D3n9fuv33MOnfC6U0AmvnTWlReqpUqVK9fNo8MpIOn/0fmdI4rFSp9iylACSd0imddsTkAh0m7HDNG0UEVlKkUedILDmow3/Fmjio5hosMufdtxpL+WDmmpX8l91LV+M+2l2wo9ah52H8Qlj+4tZ1XfetxlKvC0Gf7x702iwHdZnsc7bu92j27Roscx0v6fPsapvOA8Q77xqN+77N+yQD0Zb7o9M9ct/nrp6V0XwPu3wGO34Xre/fKL7vvu9Ht/fa96v5rp7L0fyb5fl8ujn/Lj8H378RfmfMdvyb2+me+p77jp+lx7ng+87uiM91tPvp5ruzjet0PG7ivyejeQZc/74Y+/N+hr7vh64UgOz8aWRkBFtSEJIqVapUO02bhocxnPZ+/J+aUgiSKtWeo63DLyEFIOmUTum0vZMPgAjgYb5/mQGIHfMhYmrsX9J3W34u5okBo3VYvXQl1mgDRTtqHaKkQUHzurYXgGjruaHNDgUgvuMlfZ5dbdPtIOvOuEbjvm/TPpUbyO0K6vTMu5YZ57gjAEiXz6DpYNG/i67v2mgByHYMNLu+V10/l6O5V57PZ4eBqKTYK99+/0YASNJ3dkd8rtu1n+6fuR3yXI7i35Mkuf996RKAeL8fulIA8vJMIwCGR0awhQ/U7erBwlSpUqXak7QlhR//J6cUgqRKtWcoBSDplE7ptCMmX9yVqe0oQR8tACG/LPcMBmkxVDSapsvy8/tWL7Uiq1au1H+9vmPWsaNIkhwsahBrNBFYjl+Em/elqziULvftet/heM7PM3GbLp6Xl/Uat3WfYgByJVYuNaOhurhHrsHqruPSDHi4ZmWiM8d+Bjtcl7m+89xGCxq2JWooYbC4q2dslOfl/Xy6Of9unu9O0VHd7md0/+b6vxO+5z7p+fI8k11+Z7fvcx3FfnZqBFan/pbkf0+6ewY2d/3vi/NY3vuoKwUgL/80nDpCUqVKlWqHafPwcDps9n94GhnZjM1bX9zlA7ipUqXadqUAJJ3SKZ12xOQDG93Aj20AIKR0lQ+W6u/Zuqyg1yiT1aI67EH0TuXn1qCR9Sto1y/rt3edDhE3K29wXxcZJEsupvYdi5T2Ll2JlfSXveR4yeW7+rW6PifzV/H28RI+zw7bdB683dHX2AXk2Yb7Js9TgwP2NbrvkX4O3ufZ96zQZ2vlSv999T2DvutyrO8+t1E6vlzfj8R1PI4d894nPmOd3nf/+XR1/h3+PXTvw/eZd3c9yd/dDvc06bn3Pl++ZzLhO7tDPtfR7sd3nm5I1H0JehfH7frfk6RnoJt/X5KOlXAfiVIAsuumFISkSpUq1fYpjb5KJwAYHtmUQpBUqf6GtWV4PVIAkk7plE7bOyXBjU7wwwNAtkf+X6Z33M6KnXLNS5VqB2iUMTU7Rrvz87w7n1uqVKm2RykA2bWTjMZKQUiqVKlSjVpb0uLzdOLT8MgmbNn6wi4fyE2VKtXotWVrCkDSKZ3SafunToDjbwSApEr18mnNygEVHZMqVapUe7BSALJ7TAKEbB0ZwebdYFAxVapUqXZ3pdFX6aRPIxge2ZhCkFSp/gaVOkDSKZ3SaUdMKQBJlaqjSFSMFVWWKlWqVHuuUgCy+00jQApCUqVKlSpBm4fT6Kt0ck0jGB7eiM0pBEmV6m9KaQdIOqVTOu2IaTcDIKlSpUqVKlWq3UUpANl9JwpC0nisVKlSpVJKh8nSyT+NYOvwS7t8QDdVqlTdKwUg6ZRO6bQjphSApEqVKlWqVKmcSgHI7j/JnpDhFISkSpUq1ZbU+ZFOHaaRkWFs3bp+lw/qpkqVqjulACSd0imddsS03QAkavaj2OhH1OxH1JwwCrFtSs1+lJsTELcmIm5PRKV/b659UOnfB+XWRJRbExE1J6DY6Eex3o9QqMFlvm/0o9iYIBUmaOrUqalSpUqVaicoV20RtZGvuZWrtpGttJCtNJn4+rlqG7kaV7WNrCGxjprXItLXcW3vV8uSvh8xL1nmetlqi18nl2ueVNN5Htq25jri/lWayFWbyHvPjS3PVRrIV5soVJso1FoIiMJ6C1GjH8V6G2GdvQ9qLQT1NkKuwNiG7aeJoNZGUFfz8pUGClWmfKXB3zcR1Jr2Pvi80DhOodbEjIEhzJi/ADO5ZgxQDVk6ct6gc77QrPkLMGtwAWYPLsScIabZgwsxe3ABZg8uYMvnD2Gm1AKv7P0vwEx+XkfOG8SR8wZRqDYQyOtuIqy12OtqU5sv32+DCg6Je56vNJCvcvHPIF9pIB83kIvFOsb6ZHkuriNP14sbyIt5sb5Ngcjan0M5h/LGa3N9uVycn2s//LyZzP3U+flzyetl73NyWRfXYOyj4FWdi94fYx7/roh5QaWBoOpSHUG1gbBaR1htWCrWxOs6gkodQaWGoFJDWK2jKLero1hj6xardamo1kC53kSp3kC50US50UCpXkep3kDcaCDm8+JG05CaV643UK7XufjrGnsdNxqIyfKYz6s0mlziOExse7WPUq2OUq3B/ypFVSXXPKqiphpTpYbQUp2rpu5hBwVxVa3H73NYJcsrVYSVKoKY/WUy96OWBTFd117ulms9ff/FCrtudU/UfSiS5ZrEMm29qppnrCuObS6PqjVEFbEP9jqq8PlV47VT4rM039cd7+vWucn5FS7HNrbIeYv9VPTrUPfDuC7XNRqy7mei9HXDuIKgXEFQjhGUY+s8tM+UvA9jonIVgUcFoVIF+VIF+VLVIbYsV6ogF1WQj/i6ka2CsU3BI7Z9rO0rJxUjG8XIRTFyxRhZopy2nvsc8nwfuSLbR75L5cgxdZWR5coRZYtlZMMSsmEJuZDPD0vboEgqGxSRCyLkwiJ/bSpUKgTImsoXmAoFZAsBWydfQDafRyaXRyaXQyaXQzaXRzaf5/PFvBxy+bxUNp9Hls93KZcX6+eksrlsovoyfejL9CGTySCbyyKXyyKbzWjq6+tDX+949PWOR6avF7lsn1ReKNOLXGa8oV7ks71qnWwfcpk+5DK9yGXoe7avbIYpQ9TX14u+TC8ymV5tfkacXy6DnDhvrlw+h3whj3yhgHzAlCsIBcgHIfJhEfmwiEIYoVBkyhcj5Isl5IslFLjyXpWlciF7zrJSZbfkM5qgYtl61pOkvgNqG/bdLCOToL5QqZcqKGN8WMb4QKmHaLylEnqCEsYHJfl+W9VL5Funx3xdMOTczj7n7pYlia1v3jspcX+LsaXeYqy2Ia/Hk7/sMyiRZep1X9FWphgzRWWuGJkoRjYqI8v//c6WYvVarGfsp7dYRm9YkhofltHD7/U4obCEnrDsFn9OxgX2svGJip37G+dSUMY4fk7seCXtGR0XlDCWa0xQwtigjDFBGWNC/pdobFDGWGP/+vnG6CtWkImqyERV9EUV77n2hGWML3Lx+ybPpUDuX1BCTxhjfDHG+DBm6xQijCtEah3yeqxD40L+ORjfifFhiX2G4hw0laTGd1BvUd+PeBbYMyvuTUn+7fGIXvPYIOLnH2FsEGGMfM90wttOxF5jx+kygYYAIhoUafSzgRRDUcMGIHF7IsqtCSg17W1CCj/qEzj0mGAAEAY2TPghgUhzAsJmCkBSpUqVamdLAAMFO/q5BExQcER/3+oKeHQCILmqC4BQQGIDEx8IcQEQCjG6ASB0nht66MsyBGh4IUmlqe+fQhBjGQUg+QqBHgQ2FOttFBtcdaWw3rYG2ANjewpP6P4EQCk22uR/J7QVAOBi++WQoN4ikIRJgo2BIRw5MIgZ8xfYMkHE/AWYQQDGrMGFmD20CHOGFmHOgkWYa4qDkDmDDH7Mmj+EmQODmCHlBypCMzn8EABkxrwhDwChwKOhg5BE0NFCWGshrDaVrG3IQLpLlQaBJmJ+k0OquoIGlXrCoH/DCT9cAKAbCGKCEA1wuNaLbcChi8xPgBY5QxoUodfnAyEmQBHnyOf7AEi+Updyr8MBCIUeGhBJBiC26kQMeEgIUq2jWBPwgwGQUp1JwAfxOnaAj7IGKfj6tTqiahVRtYpSrc6Bh9qHDkgUBJFygBIFU8QxGl4AYoGQmm9AnEAQDRo4wEYX8MMJQUwYYq4XJ8GQbsBGtzDE3q8cDDfhhQYy9P3JQXcDbijwoG9rwZGKLgUFyOfTERh0ghUJAKTiUMd96nAmcV8mDImJCJjwQxAXUNEloIX+voKwXEEYVzzwQ51H6FEQbx8AEfDDC0DEewpAxHwvAKHAosKBRWVUcoIPCjFGA0C6GAimECSrDUJ3B0GyYaRJwQ++TsAgiKZCiGwQ6hCkEGrgIydgR6FA5AAg2ZwCHnkKQZg06JHPI1fgMCSXQyabRSbHxOCFAh85AUUMZQXgILDAnEfhRy7L32f6GITo60U2w5TL9iKfIRAky4AHhSD5bK8OSgQ8yfQi2ydASAb5XBY5cZw+BjvYOfQhk9WhCAUgJvygAKQQFBCEIQphiHwQMACSD5AjAEQp0gFHmAQ/dAAiQYgF45gyScDDIxP0mcDPnC/AiQY/ws4ApNdQEvzY2QBkm5UIP1yQg8MLz3x9uw7ww4QgRH1h7JS2HgUiPkjiFRukVhCkTCAI+5u1FGvKRLEbgkgYUnYMcnvgR5fyQZAe8pcCFROAuKGLDmnUwHq5o1z7FefUG7LPIxMxCNJXrGhwQwKNoITeYoxMqYJMqYq+iH1+8hrEeUkQIo4VS6DDwEjJ2jeFOWMoBCHHZoo0jQsi4/PqBDwMhUlSz6Bvn+JaLIDGAcjYIGIgpxMAYXDBATia9vyowYBJiavcmsjgB5cGP7TBFx2ABIYkFNGAx0TiCqHODzYvqPfv8gHCVKlSpdpTlQw/dABiLjdhgAQaNQIoTCeFx/nRHQBxgBCXW0MDGM0ECNKGDnfaOgAxYIW5r2yVApAEl4gFOTj4kACEOUFsNaUKxIkhYAWV/O9wraU5DYR7RHOAVJW7QUAUsY+o2Y9Si/23ny2jxxDHMf4KGNNsY9bgQswa5I4LhyPDBCBHEmBBHRyzuGYPLsCcwQWYM7QAc4cWMi3gGlqIOUPCCcK3HyB/B+jxDYeIx5Fiwgnl+KCD3D7ooZaFLtXYX7Veg9/DFrnPCroUyPHCWksCFAFAXAP9lovHAT0o/OgERei+8hoQ0OflYtf8TvCDLOsGvliuD8c9cAGfuOFYn++rXCPL6nJ+IWZwQ8x3uUTyBIJI4FExAUiDA5BkFWsNRPWmlHB8UCAiXB8UfFCV6w3u+HADEKoKcYCUpOOjaThDbACiHCIKdCgHSN0BWGwA0gmGJDkCTCUDDgIxYkMuECIBhwuC6C4PuR5fpjs/PABEDGB7oIcGOYzXFtgwHRJVN2wp0m0qVSfA0OECGeSvulwftssiCYBIeNIFEHGDirpjnjheXf11AJAkV4U4X225E4DoEMTnIPFBkDCuEOlQJHQdK+4MP1xOkIIm4dzoDEAo1HBLd4BQ+CGPXWLHKxBQQqGGGCzTYUcsIYl0gxiyfu1OBnDZoHGsQxgJPyoOAOJ3grgcIBKASHUHQLImAAk9AIRLuD/kewI/TEdIzusAySND4AdVLsEVwuZnNWkgIJdDnjpCpFski0w2wyCCXFeHHxIsSBCSUSCkb7wUc3ko+KEDkF6HGPzI9I1HX28Psn29CoDkMsQB0ou+vl4FQST46FOAhrg/FAhh15rPMwdIEIYIJAAJkE0EIJEOQMKS/T4sIR9S94d4TiiIY89hJiwxCEEhSFH/PlA3lb0s2f1hARciCUBcECTsAEC6AiG6E6PHCRo6uz1eTghiOjQs14YBR1yAxNpHULJdHxrwKFvSXB1F9at6NdDO1Fes6IAkQS5XSF+xpH3uNghhfzUwpilW5+eCE6OScB50coLoQES4ScYFHvhB1yfOk3HFGD3FWMINBjtK0vExNtQBSE8Yc+nn0Bvaz/o44dYoRHxgnwGH8WGJgSgClcZr18AAiBBz06hlurOG3S8FcRQAERCEwQ91nvIzksCBQ5DA59CIFAAJCfTQ4EckX/c5QEiik8T4DprnxaTAiBOAuMBHkhj8mEjEYYh0ibDBDs014oEeOvxQrhBtvgAe9QkEhKjorF09QJgqVapUe6pcEIKKAg93JFaSOyMJUFDY4XGOWLFatjMjU2lq8i1zwQufM8QbaWXBEHufObK+5vYQkVZVBUPy1ZZ0gCQBkAIBIKEBHSIBKWq2AgFDyLbidbHO/hsuftAgpPbXZIOztSbCehPFegtRo80coXybIhmwDw0HiAAOluNjvjv+aub8Ie78EBFXCyXYmM01R8AQDkTE39maE0RoEDPmcQ2Y8IOcz7xBTRJOEPBBry/UYIcCGSbsUCCELrMHvtn+2TGKNX6f6y0U60023xWnxM9HAJOg1pQD8vlKXYsuE04SJyzxAA/pgqk2ieOExFFZEKRuQwQCE3ISPNSl60I6Oci6OWvfdQs4Faibw4izsmBH7DoeXbeun7uUgiJmFJbp/shLAFL3wo8gwf1BI7AEBCk5QIjP+VEygEPcbCJuEoDhicCiDhABQEzFjabmCCnXGyraqlpDqVZDuaZcIabDxBeBpdTw/3qfD5ar6CsjBksDIBQkqCiszqqDAgwTbAQVF6jQ16PbBRbcIECErhPrrg7zvJxuD89AvgQXxD0jYYg1kK8cIOb+LPBhfA4l4dQhr2mslA5AHIDFB1dMCCKBB33tFt2/FtNV1ZfZcMIBbDwAoxvI4Yq60kGHC4CoeWGsgw8KP7T9lKs8PqvicX5UlKgzwyUCIRIBiAlJIgVBnA6UUlXbRoMehvNEE3WLuACIZ0DXBiCVUQGQjkpwf7ijr8h7/kv/bBghExSRDSINiOSCIrIa/EiOw8oVAuQCCkEKBHaYrwsSgMj4JhKDpVwjwh3ClKORWDk7AkuBEBuCZLMMIuTFOmKZFokloqqEg4OoT4CPHun+yCe4P4SbJJ/NoJDPKhdINsPjr8azCCwegyXBTD5rx15R94sAIEEBhTBAIQxRCBScymsAJDJkgw/6TIjlGvgIHTCCgD+XAyTjWqZBjE7PtzsSzoIfhnyD8YkgJFQQRAERI3pnGwCIDjAipe0EIL3mfAEp6DWaIMQBQ0wA4lpO92HDDwVBZESVcHg4IQYDIFkCQJSSnSFaHBYZgBcxVz4niAY+olipKOK7dBDihSACjonnpcgjnor0OfIDkN4wVrCHS4cHHG4ENvzoDWP0hmr9nrCMnqKCGgIyKOeEsc+QRV2N58ccr91b8Szx51K4G5zPP32GI/RKYMIkwMcYTZHU2IJyRWj3NSwTkGO7QHrCsn3fQgFcXLAhInBEwRuX06PPkFwmrjkU94arKwgSkfPoAEDCuh6TUazrkVXFhojImsjFYqg0MFJnYpFYE2XvR6k5Uev8COptni2uQw4bhOhuEBaTNQEu98iuHiBMlSpVqj1VuWobOTlgT8AHlzsGy+HYqLSQ4Up0ZTgcHMkQxhNN5YEUGXoeVf29dW5Gx4cFQkjElQ1amvo+jP3mxP4qyvWhR17pLpB8hcCOahOFKu3daGrxVEXxQwTu+KCuDxrPVDDn1RSskECDQxQx6F7kA6+lRhtxqx/lplKpydanKtabGgShoEGLw5rH/s5wwIeZoutD9HkIIOKBH7MH1fzZg0Pk/QLM5vuZKfbPY7FmDtCekCEdgpgOEBJ7Fda6lMvtUXNDD3fkUQPFmhj4bqFUb6HUYDBEDITLdeWgOD0HNvBuD9jXUajW5V86MF+omgP1tmgHRt4x8C8dEEYElHBPFCoGWKDAo1Kz5hXM/Zpwwdi/Dl4aFswwnSaaK6VM3CQVG34o90ed3Fu3tMgrct6dY65EtBV3gdQaiOpMpXqDQI+6gh5ysLumAQzpxGgoJ0jZ6OlwyQk/qEjElX484hapke4QE5a4nB/k/FXsle3w0LtAarBjsNTgdGfgYXd0UIhiujjcbg+3I4Tu0wQiOvig52q6NWrqGuV61MHhuC/GftzRWB4XiQYnyGdgwQS384PCBpejxOf48EMNHwxxuUJcy0yAYoMOP8hwOEzM9bwOEQVVTDeJ273BI7DKBIxYsKRibRcQAOLr4rBiqRLBRuxZFsOKs6JxVJERRVWKrf3KX7KTAVnNBUJ6SCgo0TtEYpiRWhoIicrOGK4k0OGK/tFEBpMZAFG/yNd+qR8qOJINqRukxF0gJW15NiwhG+j9ILkwkjFYWdoFYsjuBeFOBA2EMGU0AFKwHSEchnTqA8kasVeZLFOWQBEFPxQQyfLIK9MdokQhiAIaOdkB0oNs3zjk+gQE6UM+R+EHEwMgwkXSh3yOuUAE/HDJirwi5ykBCIdBubzoAAmQDzgECUMGP3wAxOH+8MMy9gx5468MmKFJAyFGZ8j2Oj8SoIcPhJixSrRPQHRRCOjhBh7b5toQ++splNDDf01vOja2+v/hIwAAIABJREFUZ/+95K8t7t5IgEDmr//1ZXqclQ9+ZDwxWH0eENJXjJEpVqRMAEK3VfP9QCSpB0ZJgRklXyxWTDogXDFUBGoUyzJOSR8Yt/s/xocxee1xgJiQhYMPEVPF4FBs7duModK7OMS5xpobR0aMhSWMD30D+47vDgcCKorKjH8qy06QMQXqCImkxHn1hAakKxKwIWOkSBwW+Tzocdz7L0F3u+hxasJB5AMg4h7IiKtQwQ0pz32z78loAAhxelAVm7STwywwbyOsqQxy8T7wiUIPX8F5fYLlCHFpVw8QpkqVKtWeKm3QnoCPPHd/6D0ZDgCigYemGzY4IYh7nxRwaF0ePhngwQIeBGQ4nSLGPkwAkuw2ccdf5agE7KBwpeKAHwYAcUddMddHyCOrxC/ig6r6tb/4hTuDHG3Ntak6QxT8YO4DNphearRQbrbdarTJgLwSdUcE1Yazg8MNQFRfh3RsDAxixrz5mDlvEDMHBjFrYEhFYA0u0KHH/CHMmj8o5wkHyKwBrvkMqlDgoUGQAQFB6DkMJQAO4eRoqNfCtZEIRMzt1C//Wak1HxCvsNLrqMYcAFINBkJKDmeAKsdm4KpIjq1AQY05EOTn5AYdulOlqTtPyHay+JtuV2t471tQMaOk6nKfYa1pOUYk9BAOGRcAIXI5Tnzuj5wDiJguFPf50Hirun4eFfMeOu6r/I5xx4fh+tCLvlnPh3B5RAQYCAAS1XQQwV7X+Pu6F3qUDZkxWRRaCJihFaNbThEjDoueF5/fCYBYkUleAGIO5icAEC3qyu/QsOfbsKSTw6MTADGXu2GNAUEqxPHicCAk9YhY61swRI/jMqO2bJdFJ3eIH5643B9Jjo7Org8XGEmAJFWH88OK6EouMO8KhJhQxOHosN0dLshR0fpB3KXn3AEySvjRDTDRtrMgiOjiYOBBgx+0dNwADlqECvmFufyVugeu6KXn1Bki4AdfVoodYMd0gNg9CBJ2mAPBoS4dgJQdSuoHsWUWpevxWKFVjG7BD60YncRkaRBEvRaQJJNzd4UIN4gLgGRyogjdtUxAEeIAIU4QAUNyZJ7uBqFAo1eHIH09EoDkuAtErpu1AUg208v3l0Eux3pHMpkM6QEhsiKvVOyVKoFnXSmsAD0g0gGILD93ABDqAnLCDwnYDCdIaD+D7Dm14Ye3JJ1CjoQuHBcATHJ/uBwgOgRxRNwkQgbT7VFGN0XmPhBC90kHfretpNwHPgzJa/U4YBxQxhuh5YQg9D4LaBLbxzEBRuiCU3wfRdYzkS1VNYiiwxrxC36xr5Lnc3dfvwAefUVyHhKACKeBHRlluifsuCQf/HDvTwzmm6Xq4yX40J0ymoskVG4I2hMi3Rv0fMX1hnzgnw/++/swXMCMDvQrAGD1kxD3hwknxmpF6AwMji8wN4no1RDujbHkr9qe9IWI4wTENVKwnSPKpaOffy+VhBnC7eHuHTFL1rV7brw3O05sADIWe4moKgo7Ss2JKLWYFPigwIM6MdrK2eEFHm2r5DwJfCQBjxSApEqVKtXLoyR3h1167oYOLvDQrRvEB1SSez1s6OJ0gJgAJOaSsVT2fk0AYl63CUB8HSAaBBGgQ+63iWylgWxFdHy0eNk5KSmvtSTo0OBFg/+Igf8QQXN5kGgmFZHUkq+1vgnuGhAD+FFdwI9+DjxaKDWEG4SCkX7uGmlxtwiDKaIvxOzacJaeGzFZswxRqEEBiOwC4R0gMgZrkMRgGQBEQpABnwa19+YAvhNuGM4L/3wxAM734wAgUa3JVG9qr0umGk2UGy3+uQgRx4gBp8R5J/VPWP0UNc+6VgeKiOIi11cXMKhBoEwLUb2NYq3F3SSqMFw8k8Jx4wJIZrSY7GZxdJGYkMPuH3FL7zVR0MMFZBQAqdv3roOKNR16MdXl37CqHAmi66NEOjRkxBGBITTCypQsMTellaS7Y6/MeKxS1e36cLlBSgbY8Mdf1bV1O3V9UADii4+S7+Mq6fnwlZf7AEhy7BXdj78UXXd/mFFY1AlCpR+fXmvV2QXihyAKdJhOj+QYJzsiSoMoFtCwIVax6lrHAUicMVX8GonjQYsLM4FYIkzp7PRwxl55HR7JgMMbadUBiDjhh5QZe1XpGoC4QEjX62tl4gb84IOqAjywbYzldMA1iq1fsFMAovUXOH+9bgCRYoxcVLbPiUARszQ9Z+3b5VDxAxBNhjPEdIJ0I38/SCjlK0fXXCAF1UvBgEcgXSAZIwpLzXPIC0Cy3mVKWR6jpQMQBj9oqTqBDrwLJJtRjg7dBULES9Bzojidx2dlenkHSIYv564S5fjIWPAjJyK8EpUn7g8TgFAIUuQQpKQgiFF0rgAIAR3m800A22iLzruBIdvc+9EBePgHwkcDQAxgoal7CGI7SwTAoAAk+Ry6cXPocVelrrZx9aEk9oJokVhxYsyYM2pMnp9ymtgQSAzai2V8UJm6aMzrtIBPh89XG+gn98mCIDSGSq2jnCm6Y8CGIDr8oNFWyUXqsaEuOkU0+MGuyXS6WO6YiEks/8SFq/DCiy/itYdO1z7bm2+5FQDw0oYNOHHpKfL+CRCw8sJVENO//ugaGcU1thDh4xdchBdefBGvft00HWRoXSO8i8O4pz1BhB6y3thChDFBZPSFqA4UDbwEJBKLHIdGYtmuj8hwuBhul5AoULDGAh/adTIpADJWSe/zmKgcHyTiygs+am0yMKNghwQessdDKWhMQNDoHnCkACRVqlSpdo1op0fOHMS3AIUJHpoaQMgYy6gjxBU5ZcZfWXAlEX7ox3DBGBvMONb39IC4JKOwYn8cVs5S06lspYFs3GDlzzLySgEQGl0VCjeI2fFBwEexRjo6mv28s4vNEyo12zLGii1jYoPpItZKDbCX+fyyY5mIzDJ/+a7iphh8sB0fgzKaSoAJATpU4Tnr/5g9fwizBgY1yTisIUN8ewFOZg4McSeJH37MGLCXW30dNfLXF2uV4IAIq8QlQgfEyV/h+ogIQIiIBAApNQwY0myTz0MBCBNehDUBLerG+brW1a9RRWEp94Z2TygAqdv7LBqdNSy2TRW5i74RCewkLGkQ14jqWylUmxr0EN0hfpdHEgRJjt/SY7gaWrSVHnFVd6hB/uqfeSjgB3F/qDgsAUAMVW0AwlSXXR/UDVKu10kxue0K0dfXwYkFQLqQc7tq5+3chdjGoLsn0kkCAStaqpu4qm4ghzuqyr8vl9yuEnHOEoSQ6CsFcWxniK/k3HKQdAIkmiMjOQ7K7wrxuC9czh4LSOiww3dcsy9FgpOqZ7nxXHSGPR0irhJjr1wARI+1sjo9fOCk7FBcUQCkNDoAosCHJ+bKAUUo/LB/OR6T6Ckz9ir2dm4ouKFedwIg+sCtsc/IGMS1AIO5nT3Ym+T4MMulVdyVe+Da5QTpHoAQN4hRlJ6zOkE83SD5gDg+AmQLeiQW6wwRpenC7UG6QXwQJJ/TwIYPhlB4YPWF5HKsDyTvACHSBZJBPpshkEMvQM/nWARWjsCSbKYXfRyAMAjCIrBkCXqfG4C4IUheRl/J9wUfAAk15YIQBbP/g/e+aNFWSQDEfJ7kcy0irtwdIJ3UVfSVsc22gQ/j1/rmIDlxU+wMAGJ2KYiB/ORCcwcAMa+JnHcyBDEcHSagMK7T70Qx7oN1LL4dgRydBuydsMRxHj2O+6gXeKuOBt9n4t6H7uaxnQ+uzgz+WRRj3mXC47X4M0bPLwlymDFYvvVkLJYGN3z3UAc7si/F6kdhLslcqYxcKUa2FKO932Ssu/9+3HXPPXj0scdw0LTpEpL8/pZb8cOrr1FxYfT7FJZw4KGH4dFHH8OBUw/DlKmH4amnn8Hbli5Dfd9XYN39D+Cuu+/BI48+hilTD7NcEcLl0ROWML7IelrEPc0UY/ldZ88H23ZMEGGvAhODIAyAKFdIZPWPjMkXMTavu1DGhyXSB0McLkGEnqCInkIR47j0uK8Itb0nYfCYN6oeEtFFYrhdaCeKDkD433J7b+n2iLjbg/V/GJFWdROCtImMDg+n06ObEnQbmLh6P4L6BAR8v7t6gDBVqlSp9lTZ7gs1oK8iqOwSci1iygQjMXVbGG4Mw/1BQQQFIRoUSYAsLjeKCUNc83PVFmoT9sGrD3wNjjjiCCxcuBBvetObcOKJJ2LZsmU4/fTTccYZZ+Dss8/GOeecg3POOQdnnXUW3vve9+Ld7343Tj75ZBx//PE45phjMG/ePLz+9W/A5P1fhajRr4EQrTA9bqgOEBcEqbUcAKSli8de0UHhsNZEVOeQoqlgRcQBhirVVs4ErW+i0dbdH8024mYblVa/7AEpNVrGL/zJL/3JwLm7a2NQ6+OYMW8+ZgwMSpeGgB+m22O2jL7SYchbjh/C9761CLf9z1E4+jh7m9mySyQZgGjL+fm6o68SftlfV4Cj6NqGz4/bk1CfdDDa+09Ha//pqO37GpRb+6FYbSpXQI3AEFGATd0AVA3hzKEAhERqcbFB+rr2WelqJCwT16RAiIzbEqqp3hgdwvDjS0DS0nprBAChLg5V1s77O8p15Mo15Mp64bkCIN25PHzwI0f7PhL7R+qG26MbAGKDkKIpR/xV5HgvoQd1hXDQUG40LZihys+Tez9c4EJzbpjLrOW2k0NzfRgQxQQddiSW/ut+V6eFOZCvAAgBDhpkGD24cEde+WFIN9vJWCsCOKxCdBl71cEdQp0DDteI7SapuoGK00VBoIqMyCKAwnB66NFb+jrJfR8u+NKtq4NsS2K8aBF60bzeLkGGE4B0gCY2/Kj4wUan5R4AUiglw4+8BT3seKjuOkIIAIkovBCRVUb0VKSv74ImFHqoOCzdFaLcGl2WkxP4kQlLyAQRMkGkAAMdSPbBDh8A2Wa5gId7mQ+C2BIQpOiOxTI6QLKFggZBRHG3C4LIknQXBNGWeSKwCBRRgMMNQpREUTpXTigj4UYu0ysL0Av5DFsmIIlwevQpF4iMweKukqzsIlGOk0w2w2Kxshlkcw4QkqPwww9ACmERBdn/YZagOwBISAGIA6QZwMMHJLYdfrjApHnM0igBiBrYdhYciwFiYyDXFW9l92ooAOKGBF1AkYLfFWI6RLTzkLDBd372NcjzNmFDguPDD0LcTg0tSstwQIhfzXtBSJAAQ8zzdG7vuG+u/Yh1TXgg7pXm4CCAha4rHClhCX3FMrKlCvLlKnKlKrJRRcIBClxo34XTtRGK+CQKPcz+CH2eWJ+eG+0ykU4PXgRvgY+opAGQHHdIZqMyDp42HY8+9hgOnjYd2WIZB02bjj/cdhta+05CX7GkCuXJ9+b8Cy/CzbfcIiOh/vVH1+Bfr76GnVtUwWumvR6PPvYYphw6XYvJGsthBoUgEtxY3/cSL11n6ysIUpIak6jIKmQfp33eAnxEDHrkQ4wlEiAkrLfxL5d9FS+9tAEAMGtoEe86UdDDPJYOQIj7Y+w47MXAx0RZbB5q8MN87YMV7jirInltuT74dsXmBBSbE7kcXSN8XQo9qHb1AGGqVKlS7akynR5OkOApH/dDkKQeEAZTrOO5oEcHF0jXcmwbtyZgyoEHYtq0aTjyyCMxb948LFq0CMcddxyOP/54vP3tb8fSpUtxyimnYNmyZTjllFOwdOlSnHTSSTjhhBPw5je/GUcffTQGBwcxc+ZMTJ8+HQcffDAmTX4Fwppyf2Sl44MBkCyPwsprXSAN5Cuq+yOotWUEltMNUmP9HiXi+JBF5dKpoXd4aIXaRpeEKD031zc7J6RrgfROyMglHrtkgQ8CQGaSMnIZbzW0UI+4ku6OhZjLRdc55rgh3HjdAgw/txgbn16Miz+7EAMLiQtk/gK9EJ0DjllJIITEbwmIkQg1qgQYEABiw5F+THzNEF678GM47MRv44hTr8OM027AkaetwfSl12Lakm/jwKGPon3AkSjVW9zxoe45dYEoVwBzhLCBbxWLJaOx6nqclipY1yGHdR1J0uKt1Pyorr+OnCDEjq0qVHiXSLWZDCk4/BBl5dsDOnJmuTkvPGfzmdzgg4KMhgY8BFzqJKvjoyuRyB8z9kp0gQiIUDdgg+H6kH0ddYdTg883y9Vp9wjtHPFBD5fc8MNex3J+EAeDr7vC/NU/jZgKYhIb5IEgPnCRHHHlKkVXEMLV/WGVrlNHiAfE2JFVDvASb4O0Y7ijr9xQQocb2mcU29vr3SCurhAj+swFYKQzRMGNqFrXIYcXmjjgBXFidOPM6NYpkgg9OgGQJPjBRaFHUgF6J/iR6Pog4EPBjDJxcBBQYZafdwAguaLpACGKbADidp90gB9OuMB/VW84SjqWn5sD0EGJaZQQJBe6Io0S+kACFoelStFdMKSYHI1l9H+oEvQCKT8XBeh5CUGcsIPMk/NNaSBEL0gXsEMHILR/g7lDFABhrhAZh5Xt4wXoAoAI9wft/+jl4KMXmT7uCunrRSbThxyBH5r7w+j/cHZ/JDlAQgVBmAj8CI0ILG8Jemc3Bn0GtwfK2d8dHwTZNgDi68UQvyq3+kE02OEHIN27N9xuhPFBGf2T98dBh70B+x5wIPqKsROAdNXz4YEfFJLQQmsn6HCBiUQ3iOPazIF9Q4kQxHUuxnn1+CCI3Lc6RvdxYa4eD/NcS9o+BbwSLpBskbpAFAAZJ50BXUCQsKQBkLGGxLxxBaPcnMAPK+rKAh8CfpSQj0rIl+h8JgFADjlsOnJRGZ+8aBXuuvsevPDiiwCAdfffj9a+k/CJC1dh3f33o7HPfvjh1dfgh1dfA9HhsfLCVbj5llvlOR546HTuAJmu4IfW30EgiHTyROgLIvQVIvTynhDmyIgwtlCUcIECkL0KzA0yRnODuCUAzMBRx6CvWPZEXukukAMOnoq1990no762bt2KUnsfC7LoIIQt28sCINwBItwemqND9nZ0AT7qItaqm2gr3TES1Ps16KF1jTSUOyRo0GPo2tUDhKlSpUq1pyqphyMTNyVAsGBH1ejfoC4RuZ6jxDwJdnQDMbwdJO4uDm174sjon7g3Xv3qV+Oggw7CoYceije84Q2YMWMG5s6di8HBQSxcuBBHHXUUjj76aKnFixdj4cKFGBwcxLx58zBr1iwcfvjhmDZtGg4++GBMmTIFr3zlK1FrtpCNFfzQAUgDOQ5AdBDCfwVfbSKoqh4QEfsjys5DLepqghFdZZaX95PYKgE22lrcUszdHkKy/4MPwNNBX+lSIOXcoTEorro3GFCg0Vdm3JXL+TGXApGhBRKCiPn/+JEhbH1yAfD8YuC5xXjh/gVYtmyIxF+JuCxRij6o9YswCKNgjN4ZMiThgAsW+CCIa1lUb+OQxR/HnDN+h7ln34G5596DOefcgzlnM806627MOPNuHPHe2/GG036D1yz4GOLWPtLBIZwf4rNg5dfq1/9loyNEwRB9Pi1Mp10UWgm3w9Fjgg4JwWiPBQc2RRPckOdLFJkL4JDnIEJAiWy5pkGKHHd+ZMt8GZd83wFy5Iijw4y2cnZ9CPgR1zwRV6abw+P48MCQTqAjqrnBh1YEbsZe1cR2bLBXLqvVEdV0+CDghxU/Zbg+/KXjVRSrVc0VUqqr49OOCjcIseOt7OPpg+qaTOdHgpOBLpcQJHZDEHf8lVq/G+kwxV1+TiOv9PgrEgNlnHsneGG6XVzSr6di3DMDpCTCkGSXiBuMKBDi6g7R1+t03KRz0QGNeQ8EyBgtNHICkLiKYlxBsVunh8vtIY+h4IYFOhzvg1KMoBwTABKjUIqZE6RMYUbctdtDzo8qenG44cLwOkA8Uj0cFc0Bou+nbEGRnAFX6HHEueSLfLkDhHQaZDaBSicAIgeDBQAJHL/Gt7ZzOT86OESCyKGiU8oJUuROECHdDeKCIHoHSEFCEROASDeIBB12Z4i2ruwK4VFZ3G0hoIcEIEZEFoMQGQ2AUNAh3B65bB8vNufwQ8ZfqQJ0sV4m04e+vl6uPvT1qU6QbDaDXD6HfD6PPI+9oucmY68KDIKoGCwGP3IGBBEOkELIi9B5+TmFIHosGgcSoQ7mOgGM0QEQHQqaYNAFROg5uPs/SskKuDqt1wmaGBFYctC/oKunoEcu0ddRox9nnPN+/PLXv8HmzZtBp7+uX4/rrv85Tly6DNlSNQHCJJ+XK6ZLAJBE+WDEaOAOBwW0I0G8d8VfWS4OCRnsDo6egMiEJ573Wm/HKOQDIPK1AEv8+TKhE41KkgAkUBAoqSelhwMWGhVlvpbwoxjLLhKpUHVbZIolLwAREES+L7K/hxymAEi+xADISxs24O/fsQzZYgm/v+VWXHX1NRKANPeZJAGIuBYFQNh1T5l6GAEgfsAj+jp6DBDSSyLOekjMFAUMXlEYEtiOkKuu+TEGjz6W9KaUpIumL1KxWHH/3njgwYe07+zjTzwp4YYJVoToudgOkLHYy4IfDumxVDqkUA4PX3l5OxmIkP4Q2SdCAIsTfPAYrEI9BSCpUqVKtbMkYUTNhiA0wkrrz+DgQuv4oMDDBUA8UMLZ/aGpiU4AhEZumRDEHZPVxMSJE7H//vtLCDJ16lRMnz4dhx9+OGbMmIFjjjkGZ511Fq644gpcd911uO666/C1r30NZ511Fo499lgcccQRmD59OqZOnYqDDjoIU6ZMwf77749Jkyah2WwyACIir0wAUiHF5/U2CtUW8pWmdIEIJ4js+pAukIYCIDza6tKVB2PDrTNx0y3vw1N3n4mt686S2vLHAWy4dSYuWXkQXvHKiYhb/ai0WMyVAByVtoi5UvMiDjnEQLYoQa+0JqDSnoC4RSOxVJRWVG8pqEEgiCw3HxSuDxJxRYDH4MIFOPn4ORhYMIg5g0OYNzSkRVvNXziEu9bMAR6bD/x5IfDsIuDpBXjitiGcesqghCCiB4TBjUGrWF0CEgN+UADStTvC7PaotzHx4MWYeeq1mP/+ezD/vLUYOO8ezBMA5BwFQGaeySDIkWfcjSPedzemvu0HaL1qNqJai3dEkF/+c8eHBB5CDSIBPeRnyGSCCxnH5CrmdkAQC36Q9Sn4KBnwQ+wvqDZQiGvIx1UCQSi0qOoAhHZ0aJCjrgAHWa7BFdJVIuK3gpoocTdjrmoW7DABkQ009NiqzsDDvGfJjo8kACJiouhAsubUkK4KJlcJuenOEI4SClTkYLV2XHE+CohEZJ/6gLiSzx1CAYjm8DAG1JMip9QAvqPs3AEBJAzQAIjbIRLEbHA5yRkilntdIJoLxe4A8YEDef5iQJxCEB8U6QhA1HXrAEN33OgOG93VQV0f1jqGc8fcnvZ3JPa+eOGH4b7Q9u+PstoWp4y7wLyiqeuoK4/zIyjHCEqxto5ddh4nAxALfujl5AyOVC0IosBIVQcjAoIYkEDFVqkOkI5KdICYAETs2w9V8sWyPr+ogxDapaCAie8X8N0PKpuDwhYAsaKEkgAIXycQ4KNkvLchSKYQMuXZ3yzpBckWQt4BwiRASEZAEOEKyeWZzGL0XC4BgOQ9cVh5CUaoY0QAj0w2i0xWlaGr2Cnl/HA6QrIZqayEHxnuAMnKGKxspk8CkL6+8chkemWXiA1AetHbOx69vWxehrtA8nnVTSLiu4TrI1cg96KgnDM5IwKrYEZgFUtaDFbOcICMBoDQ52zHAhAix/HVM16SsTidpZwhbvcIiccy4UJY9oIGC4AYMKDH0EnL3oWnn3kG3Ux337MW8xYudgMQMXA+ShCiwwwFOHpFBFVAAIIBPpz9GR2ul5Zxi79J7oxO3SEaADF6Mej1mD0ZFIIomCHuo7s/xQYgytUxnmwzPuBOIg8AkRFYEn4oAMJghdFTU9RjscwoLNY1oUdg+dwseuE5+z5JCFJUwCNv6HUcgLzusOkolMq44KJV+P0tt0q3yCcvZO9pkToFIL3FMs7nAETcuwOnTtc6QGgx+BhZVs5KzMcWIg2C9PD+DdnRUlRRZD1hmbhIDNBBRdwmY/m8gcVvxOXfvBIbN27E2vvuw0c+9nFMfOWrtIJ0AULGhyV88ZIvW9/T555/Xo/fcoCdseQcnACkUGMDLUIa8LDAB42mmsCXT3B0dChNOfT1WHTcW3HaGWfjgk9/Dtf+9Drc+Ktfy4twghbRDSJgh3CA1PtRkGLlvLt6gDBVqlSp9lSpkm8GQfK1fgVAJOBoOgAIcYpUTIdIG67ekB0n0qthvSeF5JrjhLznAGTy5MnYf//9MWXKFLz2ta/FIYccgsMOOwznnXcebr75Zqxfvx4jIyOaNm3ahFtvvRWnnXYapk6dite+9rUSfkyePBn77LMPWq0Wgx088kq9VkCEFp8Xqi1e7qwKniUEqbdRbPSz7gRR0M0Hpkv1Fq764qHYcttsvPN/fobfPfyfGHl+jdSW24/ClttmY8Mfj8Evf3wGrrnyDPz4W+/Dj698D3585XJc881345pvvhPXfGMZrr7iHbj6ipPx3UuX4IjDX83cB9wNIvpAKq1+xMJVQn7tT0vUXe4OTZpLYxCz56ti80+/61A8dMneOHbxAI49ehBf/+hsLFw0X8KLc06fA9x1OLBuFvDEfOCpIeDJQeDx+bj3V/PwrncuwJK3LeRRWEaBuoQcg1axugQlA0NdQ4+iCUn4+/7XLsacd63B/HPuwPzz7h4VADn8vXdh2tLr0Jg8pACG7P9oSidIqcZjjBpNxBR+CIdIrSEdI5EJOGQZd92aZ/VT1IzXVmeFgCDi/Foyuku5Q1SEGAMQDITkykwUhLggRkEWpXOQImQ4OwqVGt+G9HXIzhtyDlrMVQ1BpaZ1dMiCcn7dIV++bTFW5r2ynR+y88MxSGzGYLnW0+BFVTkx1LY1G1ZU9UFjFqXFnhvtuLx3RAIQOThf0eKpdKeHAXAoUBHnLEBORzeBPshvAQLi2LCgQGyu43J2VJAEQOQ2ZS4CPgrlijaPrqMirmo2kDGhicMRQp0hwsVC46BcThgbgDgG1A2Q4nKjeMGDy6XhcHxEFsRNarJPAAAgAElEQVRwu0eUa4g8N+TaEp0oFFYYUMYEF37QQQBFx/X069e27+AAkS4PsT+H2yNxXinmAMSOwHIDkOSILL3wnKvkcoAYbo6IlIJHsRWb5StPp7BD7IO6PrSycQ2A8Gssqe9WoVTRoEZe/iXHJ8vsYnZHBFAXA9Em+FCDxEmdH2W+3B6kznDokeGwg/WXFJEJihKA5EJDwgkigEghREYCDwJBCAgR/R/sPYMiAoYoJwh1dxSQyxd0COJxf2QtUJLVQIhwfwhHiJDo5ZAQgrhBJATJKbGeEAU/TOWyfciKXpAMAx29EoKwOCx5fO4GEQ6VPL+WPI++EtDDHX9F3B9BSDpAiiQCywAg1I1E4cco5YJw6pnsBNw8ziO5jYAmCnwoAOIAGQYYUO4Pu1NAc4jQ9QOXK4QMNJsdIIYDRHR89AQl9EUVXPa1K+R44583bMVn//As3vofj+LcXz+FT9z8DM765ZNYcv2juPyu57BpeETG65x13gdtmGEOeict14CNLX2+Dkd6rfk+14e9Tk/CMmcPhweGUKAxOpFrFBCEO0q6cn+Y5+k5fwFBRKza+LDUFeBKmsT193AQYveBdIZR2vMv3CAWdIyQDSPkRCSeAUCm+gAIf09/ePCJixjw6C2ye0IjscaHJRx4KNvngVoJOisuH1sQUgBhXEg7UcT1CgjCXC+soD7WSsatmKvAmCffR6hM3A+nvud9ePZ//xfXXf9zzF24GL3Fsio9Jyo22rLzw5xe9brpxAHC46+CyAlB9BJ0Lgt4kNiroN7WQYizkLwfR8wbwqLj3ooLPv05rP7e93Hjr36NoN7f1QNH47SKDbvjg8ZqFYjytRSApEqVKtXOVI4UklsOEA18UADSsgDIaKdR9XdsIyjJeXtAmmi329h3330xefJkHHDAARKCnHDCCXj88cct8DEyMoLh4WEMDw9j69ateOqpp3D88cdjypQpOOCAAzB58mTsu+++mDhxIprNJjJxAxkOPWgUFlW+qkCIgCAFreScRV4V620U67z7o9aSHR7lRlsCkBf/MISNf1yALX8ium0Ott7xRow8fD7wxKXAE5cAj38JeOxijDz2eYw8+hmMPHIRRh7+JIYf+jiGH/xHbFn3YZz8tjeoInTu+FDxWG0etUTek9itOQR0CLAhnB+zjWVMDICc+9YjseFTdYx8pYI3Lp6HNR+YjXUXz8DixUMSZnz9gsOB308F/vR64IHZwCPzgEcHgEfnYfiBOfjJNwfwpzVH44S3EQDigB4zLfChJAbB3S4QF0ig67Zw+IlXYeCsP2Lg7NsxcM5dmH/ePToAOfsezE4AIG94712YdvL1KLX2VcCDABDV4SBcIA0ySG0XplOnAoUWAoDY7gYPCHEBECMKS+8uIfFbwlHBXzNIwWFIpaa5QhgA4X0cInaqpsrkJdQgUCSomn0dRPyY2nlU9Vgr29lCAEi1th3Qo4ZipZuuD1J4Lh0epADdcIjQTg4aRcWghO66MN0hkQAldBDb5zYhx6ZRVxbgcMRd0eUmIInIcTQHhMP90pUDRHNDOKKwDLeEBBzlClwOEQuUlBX0kPDDgik2GAlj4vrQAISa74+7UhBELzd3rc+XOfalxW7R+Ya7xAcsXMdzO0NMWOJxjVDgQrbVns9Ex4c7Jmv0To9O4EMBFJfbxAQfLoChQIixb6fbIyECy+gCEQ4QHXD4ez8KBHQ4AYgzAst2dWguDbkPP/wwAYhXfKBWbEP3ybpPOAQpVTTIQR0d+WKS4yNJnaOIEouoi2qQ2Q08EgajAz0GKyPjrpQTJCelukGoKPxQUg4Q8ZqJOEEKrCBdQIyME3QUvMAjI90hqhhdgx/ZrHR+SDcI6ePIEhiiuUCE44OXpNOYLAFBMhJ+KGCS5c4R6gLp5a6PbE7v/dCir+S1smuREIQDkBxRPmDwIxeYEIS5QBiscjhAqDtJew66g25+AEIHXD37TIxp07dzR2A5orAMqKGDkG2Ly+oN+K/1NVeFHYFlugAu/crX5P+n/ModzyG6/B6ccdOTEnSI6bmNW3H0Tx/GpNX34fpH/irnn37mOf5oK99APgEYdJ4v/spe5hpYN0CBsT4dkNcG5ynQ6AAfKAB5xYEHY82Nv8Q3V38Hkw88mMOQsvw7ecpBWHPjTXz5QZojREAQ4QQR+9WjoqhjwnRRuKGIfl3u7pDtnegxRWQWgwD69bl7WdRnZ4FAA4Rki0w5CT/KyEdlywHyusOm4+mnn8FJpyxD/36Tse7++/GJi1bJCKzWvpPx9ncsw9NPP4PXHDodrzl0Op56+hmcuPQUed8OnHoYHiUOEFXsrgCIBikCMxorkn0qEi4WWB+KF4CIfZBYqnEhd5kQQPGVK76BqYfPZMcRnS0GBHnTkhO9n9eXL/+6BlxolJcqRmfLFAAhEEQ4PFQBug08khwevqlbABLI401Qjo9aG4Vam8GOGoceHHiY2tUDhKlSpUq1pyqbCEBcEMSOtxIAhPWBtKUyHjABuAGIcKKMCnI4AUkzYRlTs8lcIAKC7L///pg2bRr+8Ic/OIHHli1bsGXLFmzevBmbNm3Cpk2b8Mgjj2DWrFka/Gi326jVatL14QIfbgDSlP0foYy/EsCjjYhL9X2w4utrrjyDw41u9CXg8S8Aj/0zRh79LEYeWYWRhy/AyMPnY/jBj2H4gY9g+IEPYunbXk8cH6ITRHcjyOJt2kXRaBmF5iL2isMO8/38IcwZHMKJi+fi6ffvB1zQBC6u4IlV+wFfOBDPfvFQ/P2xx+C0Of+Ai4/4N/z87/4DvzvtGqz91Kfw55+cjOG75wD3zQLunw08MA9YNx+3Xb8Av7tuERYfuwCzOFxxuz5MZwhbTwMdVj+GDQaEcyBqtHHkSZ/BgrNuxbz3/QEDZ/4RA2fdgYFz7mL9H2ffg0UfWos3/+O9eNM/rMWC8+7E3DNvx9yz7sDcs+7AnLPuwOwz78DsM+/ErDPvwGuGPoZyo605OSjcUEXWDW3gWf6Sn5Snm4DD22EhZMRkaWXsNXu+et3URaOz6g2tI6RYb6JYb6BYF0CjLsGIghkKXlggyvvZ6HFUbshhQJya3oVCAUAoB+N3hAuk7thXTYMfwhFCX5vOEQq8nJFZjtgsZ/dGzQEsKHgxjkHna+6OirFfDYDo81wxV06Z8VROSOACIjUuNwBxd3QQsEHghtbrYUAQzf3RzXIPBHHHdZkOBwIkzHtgAQ+978MNRDyuEAO2mFAjKSLLFeXl6+tQ+6EAxh0J5gUUfP2OoKPMZb4vm+v53CAVCUMEkJHzO4AMDYaQY3TaJlESgCR1fNCCcgNyeOEHUxIAob0cqkOkQxG6pxhdhyQKrsgekCKTghu+MnR9sDdH9tMdADFBzSgAiLZ+N7/E9/wa39n/oUrRfZ0gqgNE7wMxIQhVxhuJZRan684QCUpyLDpLAhACQpTzIyddIXrsFQMhzmJyPp85PwQAMYvT2XoKfBD3CFeWwxDT8UEhiCg+z+dF74cefSW6PwqO8nPb+REZACTi0EPIjGhLcmN0cn4Qh0bA5QEaVg9OSAGMz7HUJQBxQA2XI6SrDpGQru/vCqFl42Kw/O3vOFWOM37kt09jr0vuxLE/e0Qbf9xKOMim4REc+L11GHfpnfj22hfYvE2bMPXwmXK/stDccnzEFpyQIMQCFjYAMZ0iZtSXHrOlrnnZae8BAL8bwQVnOgCQcz64As89/7y8L889/zzO/dCHJURxLv/gh/l9V2XptDSdAZAYmYirGCOjxVBRoGHCEA45PPCDQpDtncS5CTeFVfKeCD90J48enUacUCLSkUdi5aMyCqWyBB4CgORLZeRLZZx0yjK8tIE5IH5/y63oC0s4X5agT0JvyGKvxHT+hatUmXwQJQMQLn+PBwEJeQIUNEV6/0ZBBx9jgxLCRj9Oftdplpvm1VMPI3FjEaJmPxYd92a89+xz8aGP/iNOfue7ccGnPuP9vLZu3Ypjj38bxhaoQ4d3lRgQRAcgHIKUWhMRtSbyIvLOwGNHA5CwbnSH1BjsEKLuDxN+FOr92zSot2TFZbjsMqpVWD646wcb2XmtwJLdYOBzm859xRL3/FXLMZiw/o647sHlq5zHT5Uq1barMwBxRGAZjg/xvhMAEfug29B96DFVHTpBDACS05a7AIgej1Wv19FutyUEmTRpEj7/+c9rwGPTpk3YuHEjXnrpJaxfvx4vvvgiXnjhBTz33HN45pln8Oc//xlf//rXsd9++0n40Wg0UKlUEsEHjcCS4v0fyvHRZv0fFfYrd9bF0JJOCxZL1caPuwUgj/8L8PgXCfz4FEYeuRAjD52P4Yc+huEHP4Lh+z+E4XXn4h1vez0qzbbeOdFQ0COWx+9HpdWWkKTcaGEugR9zBpXDw5RYPnf+EK49+VAMv38S8I8TgIvqwMUxcHkMfKeFuz43E9cO3YqfzngS1x/5JK4/4gn8++GP4N/m/RG3X3gBtt46E7hrBnDPXGDtfGy+Ywh/vWsBPnzeEOYM0e4PATwGdSAyX3eJiDirIr/n1uC56QLh8/Z7w9F495efxNs/9SjmnH4z5r7vD5h75p8w+8w7MO+cu3Hp1Y/h5rufw2/v/gt+e9cLuPXOZ/Cv1z2A93/uNpz3+T/hQ1+8Ex/98lp87Kvr8PHLH8S5n/01XvHa6ZqbQ5Sfs8grAj/4oLgsPtcG+YmjwYjAovBDRUIpCEKvL3LJKD13ARAVk9aU4I691t+rsvaG5s6g8VOaWyXJmUJgQScgEVZryuVRq5Pr6277JLkAhn8dG0woZ4RrXcMtYrhCaNSVCQm0+CGn40OHMNZ6FrDxg4ySCVnMgXUDnGigxDOorUVYOecngw5ajk6XBa5lZSJjnukK0cBHuao5RXzn1+kaLdjjW9dwdLj2o0EWEq3V0QnhiMiigMAEISrerAY7QsqAKhpocAARB3yxIIPvOsq62OdGt3WAEA4qLIiR4PjY6SpxGQAkSCg59wIQw/Fhr9Oh1yMqewGI0w3icYaYAMSKwCIAhA7iyh4FAkDEgLDoNpAxXR3hCwUnBMZoA9Gxu/8jLHfhHHENbndbhO4uRM8RsXkKfjiL0UkcFusEMV0hBScMyXGHCO3BsOCICUFyOcthkc2S90b/h1qmAIgGRXLCBeKAH1lzuYInJnShyhIIki8oAJIvFLQeFFqArorPqQPEhiASfuwgAGLDCRK14wUgJQ5A9O+J/h3yR7bZEKQ7V4cvEqt7AKL3ifSFZfSZg8wEgATVFp548ikAwLfueR57XXIn9rrkTtz8NBtIfmbDVhzxowcw7tI78Zb/eBRbuCNk9Vq27vgv34X/efIlAMBNv/q135HhiL3Sis0TwAd1R+gD6BwYhDGXI24rLOPU5e+R///Y5RJxRnR1iPS68tvf9Y7VfnP1dzouNwvRewpsMFpAANpdQdVXLHExh8j8o47G+Reuwg033ST3bzpIZHeMUFEHIKJDQvZyiOemqHfS0ImCGRvKdIgjcwEoAqFkF06xjIyA+lFnZXmPCO3KUW6fyNn7YjlkAgZDaDeKC4BonRqFEsbkI4zJO6CH5vAQ0VPmfLbskDcciW9993u4e+29ePuyd6I3qmhxYuOCEioT9sWlX70c69e/5H2+fNPmzZvxgY/8AzKlqozromIOFtoBQiBI1JzIo6dU7FVycfmOBSAFDjzyVSYTfOSrHHYIR0hdd4Rsy6DekhWXYdXyQfl+cPmq3QaC/M1qyQoHxBjE8lUuwMTmr1iy446fApBUqXa8tA4QKbvbgwIQ4fhg0VLMCQLA6/igAMXlADHfjwaACPih4ImrD4SXpJN51WoVzSaLwpowYQImT56MBx98EJs3b8aGDRsk8Hj66afxy1/+EjfeeCMeeeQRPProo3j44Ydx77334v7778dNN92Egw8+GO12G81mE7VaDeVyuSsAkifl56IAPag2WUwlLz4XPQcijokVkrcUAPlWFwBEwo+LMfLo5zDy6Kc5/PgEhh/6Jww/+FEOP87D1nVnYekJh6FUb5KBZDbwHovjcgCiXrc4AGkysCGjrQa5C4O/HpiPWQPz2XsOQN6ycD7WvuNg4IxXAh/cF/infgZBvhADV1SA77bwzJfeiJ+/6Y+4du6z+NmsZ3D9vIfxxNUfwFP//i5suGkBcOuRwG1zgNvnA3csxMjaIfzwa/MxtJi7UPj5zNLOR4ER2hcSEYdB5AMgNQoS2Ocye+nnsfzyF7H8a3/F4Bm/x+zlN2P2e/+IuWfejut/+xTufmwD3v+d9XjrxUwfu+olPPDUBvz+zmfwue8/iouvehJfvOYZfOknf8a/XPssvnDNE5h51Em8a6VBIJTq+5BugVpdLtcASE2P6VKxTqbqVhl46IA8Fgjhrg4JXrT+DwVJlEPIIbptnbhG5PnbAMQJMsSv1w1Hhe72qPPzMx0YVDYISAQY5r4IsND3nwRA7HNwbkcjkYTLg8IK4g4Rg8+Wk0JGZZHBatMZol2LPV/0eLA+GiPKyuPmsH7h7zimeWzm2KgYEVbuiKuu1GWUlbZeKcnR4Xd9mI4S5fqoSWdJQcIWo+jciutKACbcBWEdw3t/3ODDjgRT83Qo4XCDWOdk9JVYvRmuvhMTbtj3jF6rghkGpCLby30IR5C1rt8NogGlnQg9QuO1dZxSxQFAKl0AEAFB/OAj5wEgTlcH7deIYhnD5QUgiW4PvQeEKm+ok4uDAgstEigxAsvh9iDvdeDhAyDdDGQnlFCHdgSWFn0luz+EE4S9Z10TJTng7naBECjic4bkCRjJB7YLRAIQHYIIEJIxStRFFJYsQKcAJOsCIA53hwQZBtAgbpBMJsMjsFRHCIMppqtEuDxyKvoqSwrZJQDJq74PCkEEFCHRV3oEVpFDEApASg6VHU6MEgEhnRxDJlDr/FwpAEOO6QUgdnG6FlMVdJbVCeLTKACIBDASgpS1geHTzzgbAPDCpmHUvr5WQo1nN27F/27cKh0hQj+4jzk+1j6/Sc6bftUDEAaRw2cPGPFHhlujCwCy7LT3YNlp71EuCUN038JV0lekzhJ1fcL5oRwgZW2gPSmaywdABJA590MfdjpAejss93WHUBigRUEVS8hGqig8Uyxh8KijJfT4xIUs6qkzNOH7LW6/A8TtSNGdKEnyQxAHwBP3osi/V6H9t0/uN9IAhihiV7FRqqCdlr33GtcjlvVwB4goP/c7QCjMKMMsFqd/fQAkG9fxnrPPxfW/+C/svf8UjOPARJz3/ge9Dg889BAA4Iknn8Ll37wSZ33gQ3jHu5fjAx/5B60zPGl68KGHcNFnPoel73w3jn/7STj3Qyvw7e99HwuPfRPGFSKjBJ0DEDP2qsi7OIqNCSg2J2il5KYKSQCkMaGrk5YxVzzqKqhPQNiciGJzbxSbeyNq7Y2wMYG5PqotBUn48bdlUM8EIGJAXp+XalQaXI5VJujg81aZsMO17nYqBSCpUu142QDEhBcm/FAujowBMXRg0uo6Ast8b8ENz7ycEXflgyCZmAIQtl0cx6jVamg0Gmi1Wpg1axaeeOIJvPDCC3j22Wfx1FNP4fvf/z6Oe+sivPPcxTjxjHlYcMw8fPnLX8Ytt9yCm2++Gbfccgt+9atfYebMmRJ+VCoVlEol5CoN5GJaet5Cgf+3LV9t8flsHVl87un+KNJf0tebKDdbqLS6dYBcwuDH41/gvR+f5tFXqvdj+IEPY/j+92PrurOx9b734eQlUxn04BFXwnUQN1uoCOeHhCAtTXOHFjANLuBukCEVh8UhyOz5g2z+0AK8c9E8PPf3BwPvfjWwYhJweRv43kTg6n2BH+4NfLcFXDUBm685BPd85gL869AL+NHAs/jhzMdx31f/ASN3zwRuORL4zWzg/80HblkIrB3CHdfPx1HH+B0oFH7QvpBIi8ByxC05OkDi/kk47iP/gdO/vgHv+cZGnHDhw5i57FeYufz3uOSqh3HPYxtw/BfWY9Gn1uPoz6zH4s+sx+BF63HsZ9fj1nXrce1vnsdlP3seX7nueXz1+hfxtZ//BVf853qcdO4/I25N0Hs9aN8Hh1Om+0Pr+3AAG+r60N0WbjgiYIQVhWU6QRz3y4QitktFQAeyrN6QoMLpPLEghnANmNBAf69cDHRfSQP4PpBhr6MBEwNU+PflWm7DAfcx9WNbkVWiWyEhKssfWUR7HOj+bIhhwgvzWFaJuSeGyxV95YM32sC96c7YBhjSNdzwrOfqARHbCMhCgYQWOeWABzSOShv0d4AP7b0BP9xuEAU4XA4SGgHW0SFigg7ionGBjmSnB1nHBSVMEGKCHn5cDTw5gIfl+pAQxFdkbkCRkhr8ZwXlBE505eaIu1+P7N8EHskRWEkARAcbugvE4+RwABABQUS2uRt+2ADC7ATR4Ifj+Hq0Fd1fxd6vBkH0jhArOkvElBAgYoGOIgMgdgyWf/DYBiEJ8CPR+eEoQjfdBtQJ4gMggZILhOQKIQEdAogoyGHCDwVB3ACEygQeAoYoKJLVYIXbsUGAhjdCi8Rf5TLGPnX4oeKwcprbQ8RdieszHSCFsGhEYEUohBHyQRG5sCjhlBuCuOKodECid3jYz5X9fI0SgJDje5/hLmBHt/ICkQ7wwxnDZcCP8UEJ//nfawAAX/rT/2qgw6d/e/AvAIA7/3ejNv/Gx9cDAD73hS85BvVtAOJzfQhQAYBDkO4KxbVOk0KkjZ0uO+10jA/YoL8AIFd++7s4dfl7JQQ5dfl7ceW3v9sxBsvsCHnFgQfjym9/F2tuvAmvOPAgy2nziikH4cpvfwdrbrwJkw88SAGfkDpZjD6MsIS+MEJfGDH4wQGI6MP45EUsxumTF61izgch+e9xSYISJgJE+DO6vZPtNPLDDqunxglCRHm4IXJP1LyIS4926wki9FDQEdAYKwYaxnFRFwg9TwpyZMm72D4RgJQxRhSlU8eIgCA+ACJBCIMdvcUYsxccZcGPqNGPu9feCwD4/Jf+BYVqU64zVl5rhDef8HZs3LgRIyMjHT5Be/rsxV/wA5Cg1oamuv7eBT+oE8M3dQtAWJxVP/ImBGlMQNCYIB0ihXo/wsZEFFsMjITNiQgaE7ZpUK8TAGGOEE881pIV3mVatNaq5ViiDcovwQonIFCuCeu8fMcaXI5Vl+nHGjSuZcWSJVhxmS9aSqwjHBruGDD9Prgjrnz3UG6/Yokdj7VkhXbO+nV3d27J97rz+duRXex+UVCjQZWEzz1Vqj1VZuyV7d5oac4P8R6wAUi20kImbnHgsHMACH2vg5GmH4BUqPuDrVcqlVCpVFCr1VCv1zF37lz87ne/w1133YX7778fP/jBD3DYG16HL/zoVPzqhQ/jktvfjL+7YCpe+arJOP/887FmzRr893//N37+859j1qxZEn7EcYwoipAXgIMCEOF0FAAkbvB1dAgSVJus96PRj0h2frRl70el1Y9qm+maK9/XAX58CXiclp7z3o+HVhL48QFsXXcOtt77PmxduxzvWDJVRVw126gIwNFoIm60OAjRwYeYz+DHkJSMwhockg4Q6QKZP4izFs7D8N9NBU4+CDj7AAZArpoA/Psk4BcHADdMAX5zEP5y41H4ny9+E1ccuxFXLvoLrpz3FH70xpvw/PXHArdNB9bMBH4xCNywELhzPjb8YQGOfSMDG8JxIrpHZhE3yCwOP0QxunJN6N0RfkDQQPOVr8MJF96K5VdswOlf34Dll7+ExR+4AwOn/xY33/ksPvCdl7Do0+txzGcZ/Fj8mfVY/On1GFq1Hh/9/nr8Yd1f8fX/eglXrtmAK2/ciCtv3IQrb9yE9//zv6O+9yTSs0K6QAgwMKGC6vKwXSBhtSHjrgpxzXJ9dAQgdR2AuCCLUl2bL0COOs+aHNwUEIR2l7ighboHugvD2Z1BB/UdPRYyOqwjCEmS47gEgtiuDzF4axaKdz62CQykE4Q7MlT0ENt3qaYfU4cM5DwqdL4+uG06MooUTMRV6/4mQpaEdXyl5mqAXQcBNoyoGRJAQklfT0AOc1/2PrRIK8PlYQIR212iYIMYoA/KFQJ41OeQ6KroBDvoPTKdJxYEMSEOhR8VDZZ0Ohd3NJbhoJDPk+EiEQBC22dNigERR59LTK+fyYZaHECVDBeP5gypkngs3YXhjcTSSshj3aHRFQzRAYi2L+29yA23C8/9HSCx0f/hjsGisVT6chNGVIwYrLKMwMpHMQpELLaqcwk5BR+JAKSog5nR9ng44QcfaNbOK1LbdiqgNqFGxvjrcoI4B645/Mh0ACBaCTpxg7gisVzdIBkZhcWcILlAd4RkDUdIrhDwdURklssVogCILlEirkOPfD6PfD7vhCACVOSlU8PnCrFFS8+z2T5HBJbatzynvKk8d6rk7RgsAULMCCyzB0R8Bl4HiAFAJPwoWzLBxGgirxIBiDMGS3eDdAQgXnDRAYAkbaddo4r56iPzaAyWGHTuC2O89BKLupr/k4c6wo/TbnhCOj0uvV0HJuf9msVo/fZ3NycCiqSoK+rWEK9PERCEDF7r4qXTxrEAu++DzhP7P3X5e2VE1qnL3+N2hFjQpiQH619x4EG4gZecv/LAg5WLgAAQWYI+5SC7GFzuV0AQNrjfF0aGE49JuD6GFh+NXFRCLirjkxetwo03/VKOFeeKzLlHwUiOwJGsAUDEv/XCYSFipAQQEH/pRIGbGdFmxm0J10kfBzLitdlLYpW1G4BjPJlPRT/7cQV3BJUAIBKCOACI3ZWiXDrj5D4iR6F5mcgPOvTi9LIEM06RZ3tcIZL9Hv/8pUvIcnUt9PyOfsvxGBkZwQbeh9LNtH79S5g85TUYVygaAIRLgQ+7/8Ps56DgQ87noEKpH4WGWi9fbzNZBeb9XG0JP/IiCkuLxFJQRB6DnMe2DOr5AMiKJXzQmwIFGu1kOheWLJevra4LMWC+rQAk4ViDy1eQ/XBQII/DQVPrnXUAACAASURBVMSqFQmD9HY0lXn+DB5QeGIex5bpwpDX4wAezvW6PLfO97qL8zfOybWPJSs4EEn4LFKl2pPVHQDRYUYmAWJQAOKLwmLrKiCRBECylRaycVMXhRki4sqQHYWl1s9VWigUCiiXy4jjGJVKBYcccgh+8Ytf4Kc//SluuukmDA0N4bXT9seqn78JX/nT8TjvZ0fiuK9NxsTJbcyZMwc/+clPcO211+Kqq67CtGnTEMcxyuUySqUS+z99It6qygEIhSDVFovAkvFXAn6wCKyg2kTAi9BZ8XmLFWJzCCLir8qNZgIAEfDjixihvR8CfjzES8/v/yCG152Lrfeega33no6ta9+Fdyx5HXN4NFqottqoyq6PloxhUm6QtgIgjSZ3fggAskA5QoYWyHgsAUXmzB/CBbMXAW98PbBkKrD0IOB9rwIumAT8cF+sv3oqrv/4p3HxqXfic8uexuffvhFf/LstuPTYv+Ky+U/jazP+hIeuOAn4fwcD//164Ooh4N8WA7fPAm5diDceN6RHcMkYrkFVym6UpEeOEnQKBNQ8BQ0mTDkCJ31mLZZfsYFDkI1411f+gjd94Bb89s4X8JaLlfNDwI+jPr0eiz71V5z85b/izofX49u/3ITVv9yMb93EdOVNm3H+136Nxj6TLQdIqabK6J3wg5+b7vBQ5xuQzo9CpSa7P1j5uAFACEiJZJG53b2h9XOI1xzEWA4PCjiIkyWq6QXuJUe3h93LYcCTKo8Gq9S1AXSna0EDIe6eC7X/7iKtXMDD5/7wQxcTlvjnJ8VVRQIyEVeBeS9c3SAKXNi/9LeWm9sToCJBDXEe6MXfFf9Au+YCMeOPbNeGGghXg+Gqq0MMjLtcHgSQJLlJHACko/NEW9fhsChXyOdD/tIBfw/IcMVcudwQptvDig8zB+glADEAhld2TJYLlJnQRJtvgQkBVAQkrclz1dwd5nVrn7sNPVwRWUk9IFQd+zk4mHBFVlH4USjpEEQDKQ4oQt0WukwAkuTecMMPCh5cQMEGIPYxCiU/AMkaAEQ4P6w4rFCtK50oGrzoDoCIY+juE75vAjBc8MMugrYHnmkEkf8X+WVtQNn69X7AlHEBkJDImG9HYjncHxoE4fNJLwhzfvDIKwFFCAyRIr0hOa1LxC5KF8BAQBCzBN10grgAiAQSVqm53ueRJRFYQn19vchIAKJcI0zEcSJir/J5LfpKAJBcQaig9YJ0AiDsczEBSCQjrlQniLuQ3AQitnOoiyg1FwBJgiCaw6kLACKhhO3OkFE+2wJAAhOA2PtylaHv/YpXyQHQOo+/8umffveMXPe5jVsx8cp7teVD1z4IAHj6mWd0+FEw5AEhFH6I6KtTDAiiDwzrEETs2wQgtCxczBPr0G6QU097j1awTv9S5wcdeDdLzp9//nm8f8VHkCmyPpJzHSXo53xwheyj0EvYdbeEABHsM42Y8+PCiwAAQ0ctRq5YwtBRR8t9CzdI3pDsyDC6dLZ30mKpCDxxPp8EfpgyYYgoJFcygZHPBUSAgtm/wYGD6uEgACTwAxDpAqGAhcAUNwQx5tPjG+cjorV6wnIi/MhXGnju+efx9DPPoNho63FeBjgR3R5Xfod10IjIrE7Tae87Q97zE952IsZYAKTej6Dh6fioEWnLFIzwTflau6sTVCCERGE54Ig+n6+/gwCIKuF2QAraV2EACyXXduZA/7YAkC6LwbXB/G7ivBzraMdzX0/Hc9J6QOg+zNe608IFQEZ7bh3vtbkfA2osWXEZVixfjlXyPpJ9jOazSJVqD5LZr5GJaXeGHWmVFIHVTX9HJubbxuJYYtum7PLQzkUDHv6OD70bxA9AsnED2biJvfbaC2PGjEFPTw8ymQzCMMQ3vvEN/PCHP8TPfvYzTJo0Cf37NPGWTxyCxR98DWYtOwAzz90HjXYV06ZOxerV38L3v/99fPnSS9BsNJDJZNDT04MxY8Zgr732krBDgBAJQQwVxHIahVUVfSBsEDqqt1CqtyQIiXkRernRwjVGBNYTj34Hdz1yNW5/6Ee47cEf4pYHfoDf3f9d/Hbdt/Gbe6/Er9d+AzfdczluvPsruOGuS7Hmzi9h3T3/hK33vgdb174bW+45Be844XUyYqva6ke11eZOkLZyhPAuCgE+4gZzhcwbWoB5Qwv53wWYt2AhE4nGmkOcIauOXAwsmMEgyPGHMifIO6dgw2WvwmUnX4KzF/0RZ//dQ3j/3z+Dj5z0PM5f8hd8+pjn8fmBx/D5abfjns+dDPzXgcC/HQZ8YxHws3nAzTMwcuNROO6NpP9jQHWQzNJisVQvyKz5g7q7gcY9mV0gxCXS/+rDceJn7sFpV2yQOv2bm/DuLzwmAQiFH4s5/Fj4qb9iqQQgmy0A8rGv/gr1vSd7Y6DYYD+BEBXd/SEhRFWHIt1JAR9XqXnkgx/SwdHQXAcyrosXuQtHS0n0mVCwY0AQe5DfKOd2REE5I7DMyKVKDVFVyFEI3rEEXZyTLypLj6NyztfcIt2CFce+yDXo4MXTAWI5QhzzqzV94FwTdZIYg9FyPzqs0cAHH2x3uSWCWLmCuomySlzmkOb68KzTKTrLWichIst0hYgBfTXPdpIknQt1SVAnhGu7pAgsJwAhIEQ5V2yAQ2FLgSzrysEi5YrrqrlF3CD652ADEefzYRWg64DCW6ROtyVRVL77RqGE7hZRThRLVqRVLP8qV4c75srpAjE6PhILya15ZTlfByY8/qqox10VoooTgGQN2f0fehRWVoMWxvlp50YBhiMGS3OAmPvTnSECeNjwg/waPVADv+bgtPlLftP1YcITbV4QkUHr/9/emUfbVdbnP8m9yb337HnvM9+bAAkgYVSCAZlCpnsjo4hAIGggOKDYWq3yA2pbRcSgrdpabbGoP0FECSZpLWqLqBBQEAhFkTiBWMUqOBAyKEPy/P7Y7/D9vsM+JwF/tq6btZ51ztnn3fO+sNb7Oc/zmMBD9oMYcMRTjM6VCndJguHQcIn06Auxe0PsMnXaF1IzXCC0RLxmxWDp5bWaUZZOnR9BDbWg7P1gpeWG+2N4eAhDEoAMD5VxWJbDQ0vtL6ghjGTkVYgg1PCj7AKRzo8SfoRxLMTBRxinCBOzAN24h/Q5SQwx+OGKw3K7jfoCHx5ZoM7Ze9Of+4N1hsT+cf32frDIq1jDD+YACUvNnnuQml9Mrv6uF36c8sWfqHH/ve0ZzLvhIUz5u/uw1wfX4WOfOhM//df9sPWmWdjy5SPwxH3vQFy3nRp0orof+KEhyBsBECdIVO0GkSAEkAAktwCI6QKR+64sYo+4++Oa6z7tnau99rrrce2nq0rQr1OxT66YKAkHRogmTjgRAIEfJ5bw492rryz/Diz4kTHVlHLU0ucegeWCGaZGpBNFxXgJic9mRJfu8SBuj5iCjxS0zNyCBgROSACiYUSqejq4A4S6fDKr12S6IROGmIDF2Q0S2aLxXIME3Oi/lXL5cRPH4/obbgQAfPiqf2bwYzAsrwftT5HP0gEvOqyvGKynnnoKb/yzt2B6mGBGlGBGnOLss1dg6rQBoWklDNHuDl1AHjZHPeBDwI+WdmH4/vUNQFocapjAw6vWGMLW7kdgsWgkOenNYo64ygl7Hctkd1rYE+TjzykCy7Mvum1nDFY/BeOOMRQIOAvNPedgfS+264AyPojkjsDyHFs/17qv46f7WY5LTADmOH7fvZjUpP5YZQKPfgX0F2Pl2j4A5eaoEQDijK0qSIcHkRtwuArTaRdIW2nKlCmWjjrqKKxZswY33XQTDjzwQAwODiBp1zDn6Ab2PbqNsD6MwcEBHHjggfjMZz6D66+/Hm9d+UrsOzKEIQE+pMIGd3poF4hW2OAF6KVoFFYbUb3sokglAOmMouiOKQhilqC/43s/w4oHtuOU+7djycZtOPLurXjhXVsx9xtbsNcdW9DdsAWNW59E+rUnEX71SYx8ZTPO/MYdJfz47vl4ZtOrcN7yFyoAQqFHXbo+yOes2UYuJrWLdleDjwnu/pBabLhB/uzY4/Hs0eMlBDn5JcAZLwbOeRF+c+lhuOzkq7Bqya1Ydep9eM3Z38MbVvwIf37Gf+Evj38Elx/7fbzvxbfjodUvB9YcBHzyKOy8egL48hHYecsC/PIzJ+Hkk8wOkHEi83Mpu2vCXQau46HaaO19CE5/1z143ce243Uf+63Qdlz48a24/6Et+Osbt2N8NXd+vPS9W7Hkiq24fO1WfOuR7Qp8SPhxzYan8eYr16ExtpfltlD9Ho2WACB29JSEH7r7oyWcHtzxwRwh4n1YtBDWjSJ08xo0WohdE/bCKaK7PHiMlQQgCoLQThMVdeUpMfc4KbxwxBhvQQ4CRJicThAH+JDgwhl15TnOiuPmYKTpvwYEqDBwwpwXHJTo2CwCMQp/MbmOvKLnajs0WHST87PLvUIm443JYN5B0RsGVEKMXgDEdHOo7w0w4+v+qFju7Q5x7aMXxPF9zjVM4UDA3E7dIRccMcbTiX3DfeGFBCYkcbkrqHJDBgjpfT8dzw/ZvwtERfS+GvFUZRQVjani8KMXAKnq6XBCkMqxBQMdJuAoHRju5ZYTpAqAuACBBUCEKySh8MOIwErpduzCczcA0SBEO0DqnmM2gIYAIO7tmQ4Ud6k0AxQKWMgCZg1AfOXmchJbOT8iQ8ZkseUoibQjREEONlGdGpPb2glSo24PE4CEGoCY0VhOBUSVgEQ4Q4JQKKhWTcrRDRIY75k0BNFghDtFrG4P1e8h3R7GtmUxehgICBIijCMBPUQMFoEgtTA0AIjhAJEAJMkQJOTemODBhB8V/RwKghA44YpWowDFBz8CuR8TgCQ0oi3nMMMJP2g5ububpB8YYo2zQEjG4ActP6cApL3HHDW/uMe1P/ACENnv8avfPYu9rv0eprz/m3jR6g/j0fX7YutNs/DbO5fj2V9/E9u+8hJsvWkW7vzwKLJmgcEwx2CYOyCIFoUf0wn4GCCiThA3+LCdJgC8rhCzHN08hn40I87xVkfJ+dsuvlQ5It528aV4wixB/z+XqF/az4hSzIhLUYfECAEVtbR8zm/bsAHvXr1aOD8kDDkJNaMXBID62whS+exq6CAhCP03kjiewR5F6SPqOEuNJClTLeHQJchyBFmGIOPnRWGIitAibg/t2EkJAEkZANEOEOn+SDEtSBn0oCXl9HmUMWTu2DMex8VBSG5AmFyVmnt7QiIejaWPP+duqSjH3gccgq/eepu63lu2bsUppy/n8EMpIdFpJVAaSXIcdOhhOP6UU/HOy6/Ao4/+jN2/nTt34stf+SqOOPY4TA8TTA9jTA9jzIhiA4CUmqJjrcroKdm34XSEGPCjGoD4v6P/aKyWG3J4vn9eI7CEvBPnhlQHhxjrWe+5ARDPvgRksOKb/kcAEH0OZhyW/GxFjFnnvXvHtusAhKwzrp0fMvZq/PVX9nEvJjWpP25VQQ4WK1XwMnHABUDcwEIVlQuxdYkjpMq5QeHFcNGudnk4XB9sXQ8AGRgYwEUXXYQ1a9bg8ssv199NnYKpU/W4888/H5/97GfxoQ99CHOzGGc1U5yURJhBIIiCHM1uCToaOuoqkAXpRQu1ooWg3i4jr1qjiFtdAUHKSWg5EZ22Osjaoyg6Yyg6YyISy3aAvHHTb3Dat7Zj4r5tOOaebTjsm1ux/ze2YO87tmDm7VvQuu1J5F97EtHXSvgx4yubsej2jXjmu6/GM989F89sOhvnLT9YAY7S3dHR/R/tLoEh5vcdFn/lgyCyJ2Th0gmcd/RJeOzQE4HjFgITxwAnHwmcNh87X3cIPrbyIqw45l9w1rKv4OxTv4GVp23EBSffj7csvg+Xzv8m/u7IG/Dr1ccBH5mHnR9cAFx/BPBvh2PHjUvwwAdPwQknaACiukiWTlgARMZf9Q1ApNtBLMtHZ+Pki76E1129XUCQ7Xjt1dvxmqu3Y82d2/GjX2zHKX+7DRNXblXwY/EVWzGxeise+PE23PKt31nw45oNT+OVb/4Aiu5McgwmAPEta7M4KvW53rIACFWsAEgTYeEAII4icglBFLxo6XiuvN3R0V1EGoDw/g21DXOy3wAbTrhgRTS5x/qcHk4AYr4398s6RvoAICTOyQYofAzfpguUCPdNwTs8zD6PhJyDdmMQJwYFFYarw4yickYaWfCjaU2oaxDiACAEhNB1wlxM/PYCBR5wwYvIdxWQOACIb989YIwrNstZru6DPD6nieFiscq/1fgebg8feBHjtSNBOxlc21CxXGYPieP83FDE7fxg98Ts8ugDfjGYQqBHuT2zkLwBXdJeB+0yccMPDUfY8n4gyG4oyBxF5T3gh1l+bhabBxZgoADEhiZBkpcQJOEQxAVcmLsjtQHIsOjdUKDC11Xi6wAxHCB0vIYiHPDwuCtXB4EZg2WWossJaApAdJ+C1/nh0Uic6jis2BBZ5ipEl0XopgtkmMhyiFhRWbovZDjQMVnDFe6QGoUgsheERWFpABJQSKLcHzXi7qgpWBFUODgqJWGICUtMcBLIvo/S7aGcIGGoHCBhHBHFSs4ILAOAOEvQPeAjEPL2dEgnlSMCy4rPItsrtykmkg0AYrpAnODCpTiDXVBuPse6rNoFPNx/XzkHH+QYzOgrswfk8V/+EgBw5n/81AtAbn10G+557Lf4i7sew5QP3ovBv7gR//mZg7H1plnYetMsbL/jFDzzs89j25fnqWUf/vOuhhlhxoAG/YX7E5s3C/CgY7HYegKgrLrgQjyxebMXgJidIPTfqgveoFwhctL7/m99m5Wsn3/Bhbj/W99mLhX96u40KUvQdcn5PgccjH0OPBi33rYB13zqOux74MF4wUGH4NrrPo1bWUl6qmUAkFqao5YJYCAgyDLh9pDQAADe/Z7VGE4yjIsYrFs3bMDECScx14hSnGI4TjGcpKpQ/bn+qzFXSVrCDek4yTIFOwLVwZUjzDKEmcOZ4oIgFIRE2u2g4ActADeioGhxuXKFiFJyOy6Kd9TY5ewOcBc7HCiVACS1XCjTjOeWbv8Fh8zDf//8F9i5cyf+76euw2FHLcD0uODHKyEN+7tOVRye9QOGrMDff/gj2LlzJx758X9h3wMPEeBDa0ZU6uyzz1bOD+UAKYHHqN3tYfR/uHpAKgFIxXf0nwU5PNAj8ICR3ZnU8wIQs+uhUiSqybNez1gmY6Lee1zWvvgEPIcKzwMA8V2HPqKgymO5BJeY2xfneonjHHfdAdLjWvd7/AJ8LKewY/kluOqS11dcw34ixiY1qT8O0e4Pl9NCxV4VtF9DQwzZHwLAKCV3l5lLAFJT+2wDgMMp4gcgvYBHeewadkjRzwp6hHthytQB9bnVauGyyy7DzTffjFWrVqEoCkydOhVTp05FvV7HiSeeiC9+8Yu4/PLL0Wq1sF88jMv2buNdM5sYjwPiACkdHbTgXMZbRc2uUtzsIhLOj6jZQdzqIG4SNaQDpKNisLJWV3zuGADkI3j1A7/GCf+5HQvu3Yb539yKg+/cin2+vgWzbt+C9oYtKG59EsnXnkTtq09i6CubMf2WzVh4+70CfpyDZx48E+cuPwhFp4O83UbR7jDgocFHl0GRQnSD0AL0ReMTBHgss78bn8CpC07AvfuehZ1HTAALFgFLFwDHHwW87Ag88Zb5eN9pl+OVx67F8oVfwFlL/wPnLrwFbzj8Frz90PW44/Q3AH81D3jnEcCHXgz83xcDnz4Cz3zoRFz7ppOwZGIcxy0ZN1wgpjQAKTtA/AAkVe4Po2C82cZRK96HV1+1Ga+9ervSa67ejjd8fDs2PLgN9z60DW+/oez8OPeftuLd67bi/h9tw93f3YxPbXjKAiBX37wZx558Hu/3MGAHXU47N2JzWcMtFwQJKQCptxlEMQGInFRPmy0H6OiovpgSeGinkFxGe03oNl0OBpfShgEYnHJBhGa166NpwpPe4IMWU/vWMfs4zBgpZwQV25cDgJDuCFecVeobZ0ZTGcfFSrYdEVqW28MhK7qpXv25CoDsDvzg6gN2OJZzd0WfQMI4j76dHr0gSw/XifP4HQDE6ZhwOm9cLge+z17OEN7xYcIDFwCxwQgDIFnd2FaDuFl4T0zvZ8eEH1KeqCwLfjTczhBvWbm/w8O97HkAIJmAIFndgCF0mdsZ4gMgNArLCUAcQIKDCQ1AGKQwoAdzgvTdAWK6QdzuF8st4ozBsidufU4Qy1niUqS7P/QyDwBx9IL0A0Eq4YcPiLggCF1mQZDIkIYgI6JYvCxFpyBElKEzaTAR+BQG7LMJNOhy17gg1PsKRNl5KFweEoCUcViRF36Env6PMgJLgBAJQYi8rg8DWDhBCHF6+AFIxgCI+ltMcr1/B/iw4IcBPGZ4IAjt6uAdOPxvyX72xd8PgZ6uyCtf54dVKh1lWPO5dQCANT/c3LMEfco/PIApl9+CBRf/mQIdW2+ahd/d/+fY8cR/YvvXFqhlj6+bhbiu46pMV8cgAQxmxJTVH2L8wn+ALFeTyAHpRSC/jl91wRsAAOeLV75Nf58EF43dMiOIdJTVWy662HKEvPXiSx0F4RyADMXlL/dHZJRVRiRKzmXUlXR6lICsBD23bthA+kKkUqWhKBH7SNVxPNd/UVEgLgpERYEoz4Uy8l4rzHJEWYZIAJB7N25U21m7br36u5bA5nPr1uOhhx9GZ8/Z4llNMSPK8K73XIl7Nt6H6XGOy96jHS9r1q7DQJhhzdr11nFufvJJHDDvcAUp3nlFuY2BKMM95DjWrF2v7v9lV6xm2x4U99scL+O23knG37B2vd8BEqZ+CELcIN+8517s3LkTrzz/tQSQ5Op5pwCOOruUC0RIvh+OM+VK+od//CcAwKsveANmhKlQghlhjBlRgqEoEQ4QE4C0DMdH2+4EYTCiTwAS9ukAMeOvbBnF6apcvfx+dyb1/KCB9oHIZeN4/SU6IktPivOJ+t7F3GaJuHBy+ACIb1/m5L50JTyfAMR3HfqZ+FcuCRNAyPN1w4u+AUhf17rf43cc0/jrceWVV3JQUnHfJzWpP2Z54QeBHbxcXDs+5D8egWWWldsgBIB6VdsoOgSgUPdGx4AXVQXnpeh6NWs5ByAjs5ZjxsyTMWXaoFrWbDZx6qmn4tprr8VnPvMZfOADH8D73/9+3HDDDfjc5z6HFStWoCgKdNNhXLlgNtYcuTduPHAPXNjKCQARTo96iwOQehtRo4O41UXc6iJqdhDWWwhEBFHS6iJpdRE324gaLdX/kba6SGRBd1M6QgwHyM8+jHO+9Sss2rgNR9y9FYfctRX/8u3r8W/f/Qz+9cHrsP4712DtA5/Ajd/+GIYF/Bi4ZTOOvfVu/O6BFXjmO2fi6QdejvPOPAj1TgdFu42iYwMQ6fbIDfdH4QAgtO+DARGppRP4+L6vxG/2ORM4fAI4ejGwcCEwfixw4lHYvuIofGX5eXjP4r/BRcf9My5dcBWuW/xX+P5Jr8COVfOBN80D3j4PeM9hwAcOx7NXLsKvLj4Nf3b6CSX4WDLOitB9kgCE9Xyw2CkKRDQQkDBh7MBjce7f/gSv+eftTK/+aAlDPvjF7bjlW9tx9w+24+7vb8NN39yMd3/6v/GRL27Btbdz58c1tz2N917/IGbvP4/tk7s6zGOSLo/S4eEEIQyQ6BgvBT+KJlH5WRapUwCSCPdHQsFHmzo82hp+kGfFCUCMyKvq2KtWJQww46lcPRlUrP+DulhMV4izV4QAEAMa+EGFLQ4ims51zPMzx7u329KAzIIfGiCxaCz1S37D2aHcGtQx0gCFJ5VOAo/MY3Y5JBi8MCawezk7QrYtXoYesjHVUMQHVaocGt51ekGQPuCGF7o4j98NQVxQxA9B9H542biMaRKT+haQkI4g7r6w4ESlg8Mdg8XioyzXS4OfUyXs8ER4+QDILjk9ir5irqrBiAFArF6QKveHBhlucKLXLwFBbsgGGBYAyeqOCCw/BKEukGHSAeICILLAvX/w4YjZio3OkNRczwE/XBPAoZiUiejEb/XEcl/qE4B44QcpRh+x4EevvhBZll5qWEGQqAQhHgDCorAoACEQhIOOEEEQMgAiy8idIIRCj1DDk1I19jkMJVixtxGKqCtVek6jrwT4YKoEILT/o4QfYZJ64Ycfgkh3Rh8OkFg6OMzeGVfclYQgokshcYOPfpwfqsDckBXfZgJAJwRxOz84AMm9rg8NQDhsOOX05QCAHTuBgz77kBN8XH7P4/j2r36H8/79YUy55Ea8+i9fwQDIU98tJ4B/+/XT2PL999O/WlfwQzg63AAks0QBiPzVPYcUNpgwI4IkBAHQA3q44IfcR1q5j6pOkGuu+7Tt0BEAQ0IJ2ZnBAIjo8ijjr67ESJLj1g0bcPl7VmMoSvGuK1bja7dtwIyIO150HFLq2J8GJ8/lX1zkWnmGOM8RF/JVLpdQJBNjMpy7ahUuffvbEWUZ5s2fj8ceewwrz1ul/sZf+OL5ePLJJ/HQww+ju+ccdeydPebgOw9uwopzz8dBhx2On/z0URwwbz4OmDcfv3jsMZy1chWJkyqfpxvXrceN69ZjUPRzNPaYgwce3ISzVq7CWStX4W2Xvh0DYYoDDtXbOODQ+c5t6/EZ9hfjl69chbli/NxD52OuWH7mylUVEITHcZkgZNFLS0fPtZ/+DHc2SadJmIlnTgLC8vmbHqaYHiYYDBJMFxoMYuHsEFAkTrHfQS8EANy4dp3475EEJoka4wQgssxcQo8qF0bZD8JBiO9fvwBEbofDjmpXCB27O5N6VQBEfk/7NXgxuWP5vHmgPRFyMt6MgdIT7mJyvmcJuntfrP/jytdj/PmOwHLtxzrf6m2bMVf6utoOkl0FIP1d6/6O34IpFqjqdd8nNak/XtmxV47ScwOMMKBBHSCNUcsFoovMDQDSGEXQGNWwoh+o4QAjvca6AAjtABmo7YF08RcxirmvXQAAIABJREFU9KI3YspIzuKwkiTB4YcfjhUrVuCcc87BvHnzkCQJgtoQTl00C5//iyPxzQsPxz0vOxj3HL0fjoxrOgKr3mIRV4GAHLLbI25K0FGWnYcyhqjZQdruImlJ2FH2f/QGIB8BfvYhnP6fv8LR92zDoXeV0VeP338pdjzyDux45O3Y8aOLseOht+LZH/4ZZnxlMwZv2Yxpt2zGS265C1s2no6nH3gFnv72KTjvzANE8bkdcVVOZusYI+0EoQCEuz0WCsiwcOm44Qopv1955Cn4QXYBtu1/GnbOfynwkqXAsYuAxccB48dix4lH47cnLcC2ly3AtlOPxdOnHVkWpp89Dzj/MOBP5gMXHY4dlxyL7a85Dfe/+gwcL3pGNOBYWglC/ADEVYBuA5Ck2cER5/xNCT0cWvXRUq+7ejte/c/bcMaVP8dFH3sMn/76Mxb8+ORtT+OVb/lbpM2up/+DuzI4ADFAh9MBIuCH6f4Q8IN+NgGIeSwKelAg1tHPSWEBEC5nBJXh8rDipyohCHc0uAvD3fFWfkeIdtvwTgw/1OD79Y+thhwN67uqdf1gxV1KTrtDJMRwF2bTmCMCPhggcU3eV0QsiUlkDnJaFgThMMMNMHpBEAZDaA9DVmeT5r1cJL4xVa4Sr7NETNj33F4lDDH3bYKPHpP6RE5gYkADDkBkNJQZjUWOI9Pruc+jPwhSfX/1vjgQoedhwxf1/BGXSmxdWw8A6Qd8EChUDUEKBjVMCBIY780CdMvtkZkAxAYZHIBwZ4kLethxWdwBYnWNeNwfbgBCIEhaJ/LEXFmiPSAO0YitRB+jy/1BIUh/ACSvgB/uqKAqAMIgSMQhCO/+IIo55OAOkD4AiAOGUPDhByG6GN0EIXYxelj2a4Sh4QKpkc/9ApDABiBSBKyEUYgoihj8CKJAHUcYRYjiuIQdxAESxTGiJFEKBfBwwQ+tDOFuQBDt0LBdIU4Y4lLC3wcKrhAAEtnPGYu3IsCDwgcn/PACEA5BdL+OC3r4oYsNQNywYUac456N9wEA7n7st6h9lJehH/zZh9Qc5G82P4mhi67DGW87oy8AMjazUI4O6v4YcMIPDwhxOjZMOGE7QExAIR0g041rUQ0+5PFmmBaUvRLltqlLRe/jLf/nEqcDhJZqU9HC82FRGM7AeaIjr0bS8nkAgKXHn4QZUbl8yUtPxHQTgBj7MDXDeJXRbLdu2GDNO9+2YQOCLC8dH/UCSb2OpF6UKnIkeV6+FjmSIiPvS8VFJsCIUFYqyjLsMWc2Hty0CStXrUIoIrE+t249/u0LX8CDmzZhdK85Ci6uOPd83Hb7HRgMS4fGPRs3KniwZu164eAQ9y3MFMg4cN7hGBTjzlq5CrfdfgcvTg8zNGfNVmDksitW4557NyroILdN464as0qQsnzlKrzzitW4+96NCmzcsHYdbli7DlODtCcEmRpmmBYIiWOUzpalJ73MCUj4s8chyGCQEMVKKuJKxFxt27YdX7/zLuH8KGGZdonkpAOEAZCxCvgxakAHR0l5awxHLprAS089HVe87/249vrP4rY7vl4JR1wAxKXy2GYaeu4RWP+/5JqUn9SkJjWp/y1yd390MVx0Ldgx7C0b7/b+H4HxLxAAxAs46h3UGl0t5i6hfR4coLgAyEi9LSTeGx0gM7rHIzzp86i99gsYOutiTF+6CIPz98GMA1uoHZwjfVGOmcc1cfSqvXHBe+fjhptPwre+9gr88LMn4eErF+O2s16E5bMKts2o2RGRVqMs5iqkLpBmRzk+kla37PjojqEYnYm8M4pERGClIgIrbZYqy6PLaKQSgJTwA4/+HU6+75d48Te34sBvbMXeX9+C/7rrz/HMw2/Hjh9dih0Pvw3P/vDNePYHf6LcH1O/vBmH33wnHr/zFDz97VPw9LdOwKrl+6PZHUWja0dfKRdIxwYjLgfIYtX3UQKQhY4YrOPGx/GOA8/Ej4rXYuv+r8COeSdi5+HLgCOXAscIR8iSBWVHyPFHAyceBZz0krI0/eUvAc46EjteuQDbXvZy/PLUFXjz8SeqffVyfigtKWVGYCmxzg0XkGgj6+6BUy69zYIf539Ua9VHt2PlR7bggg//HJ+89Xe49vZnLPjxzo99E+0999HgwZDV7VElIxZLbUP2gSjg0bQAiFzOHCXqcxOxiL9KWy3d7aGcHyXgKNpSJQDJmi0hV/+HvwRdOzB6xWN5oqZM54Mz8op3jdBl3ElBHRIu50dv4MHjp3xODhOAuN0jLjgmHRVmx4h5Dmasl/m9dn3w9ftyeXhgAJ0Utt0grfKZLAS8KBrqvekKqYIfvZwddsSV23liQhfnZDYZb8MaPzyJ8oaY9K6ALn25Qczt1r0T+b0gjxmL5e/pcDsuLFeGAVD6drVU3EfnOMc90YDGB1rqPLrK9Z1v+z0dGr3H+wFIob9LC+L26AFAHBCER1nlfEwfLhIGTQT8UDE+FeMt9SxFpy4NA4I4oMdIUucwJS74RKvsF1H9HRUAxANBJMCwJoIZANFxWDYAMeKv+gAgVRDEWmYCjLgX8DC/rx4/bMIQhwtkxBOHNRIIEFIjICTUIEQ5QRS8cMdYme4PKwKLAg7q9Ahlv4fn+4jADsPtEcV0mQYgJfzwARDpBvG7QqohiKvLI3eDDub8yBTscC1zAZAhDwBxSfd56L8HVy+JBUEcDhDp9Ojl9uDyuyzmH30cnnrqKQDATT/egpGPblIApPWJ72Pr0zsAAJt+/gSmXXQ9GivehF/+y56VAOTOf5yFGTGNtXIDBlUqHvECag0/0t6xVRKASDmLostx7FrEvHOEgw8+SS77JqaZAMQAIXsfcDDpBDlElM6n7HqreyXhg4gnYiL/bQOA4STHkAAg8h4DutSd/jP7LGSfBntVygmM4RDk1g0bEKRlbFWYlU6OEmxI+FF+ToscaZEZKpcrEJJTCJIiFg6Qnz76KObNn48wzbBy1SrcfscdeNV5qywAcuO69XjXFVdikAAPCQd0rJWOK7vsitUlFAl1fNmatetx2RVX8nsbZThgXglL9j90vgYeYh0JOCiM2H/e4Ww8jb16hwQiVQAkSIUyQyn+6eqPAwDmHPhCHp0VJBaEc8I+AUAGiCgEGU5yPPXUU7h1w+0CkCTaJSKutQlAptAIrPKV94Hw93YnR0CcIYFH+x92BJadejpe96dvxhXvez8+/4Uv4bY7vq4nupqjCIz9uMBH3JnFlHT3QNLd4w8+QVilSQAyqUlN6n+zeOSV4fggsKNqubP3o9CF6NIBUqt3LaihXpVcAEO7Phj46MMtUiPQQ0EQswR96gCmJftg+oFnYuisd6N2+d8ivOoi1G9YiTn/fjJecudLcdamE/GXj5yKq396Br70yNm4694z8Ll/WITXL5uNOfkIpk3lheppZ4zDDwU+2ogJ/Ehbo0hFoXneGUV9dCYaY7NQdMaE40M6QDoigkgAEAFBrv7AuXj2J38P/OzvsfPRD2Di3sdV78cet2/Bj+54E7Z/7yLsePgiPPvQW/DsD/8Ez37/9Ri4ZTOmfXkzpnx5M+bf/A385KvL8Lv7T8Dmu5di+cte0BOASHdIOcndQb0zikZ3lACPCdvxIb8bHzc0gSVLluE9c8/CQ/Xz8fgeZ+OpQ07FjnknYef844EjJkoYcvTisidk4UJg0XHA4gXAkgX43VHj2HzImfjxoSvxF4tOVW6ThQbkWLi0Aoj0AiBGHJacZGYRVfUWxl64CK+47FsKdjBdtR2rPvpbvOpDv8b71j/Jo68E/Lj0Q1/BC150pO3koMCDLDchCC1Ht0EIBRnVhehR3Q1Q9HZkzBJ1UZRxUlmzZTk9TADiclqoLhCn28Utt+uCTvjbEMBZhu5wn5h9IXYZubtrpF+Xhht42NFQveCH20Xid8aYDhbuauHRQCYA0s6QavihYo8K2edRIMwLJwQwJ/ytWCwj9srllgg98jlCeoEPOmHvHCMm1dVEtwVM9Dg1Ye0458CIjmKAoJDdI1UwwQ0vtAOjQsSBUt0Fwo/JtYxGSemuDpcDo0/o4YIFBoCywEQfoMfq8PA5PhRA6V8MJAiIYYMNW4EXgjjAhqmK+CsbTOTEAeJyitDoK08MlpjcVBO23v0RiJFWgA/jOxl7pYrQE+0AGWEAxHR6aAiiCtZJ3wCLwqIAxBXNY7o/WOQGcYIQR4i778Ps/iAZ9w7w4StDLye2tQvEBUH491UAJO0bgJQQJC4dJaH5XYyaEAMhEREpSzcdITVRjl4CEQ5BfB0flkvEsx51gdDt14KaLjuXkVekAyRQThABQQwHiAQgUZKWSjkEofAjTEsxR4YnCovDDeoAoc4Ou9fDCVnijI1T7qQKAOKDHyUAMTpwJCxMNOhQhe0GUPTGXQkXCAMfoRYFBNPJ5LAufdYA4lXnvxY7dpSg44Ff/Q7HrHtEQZBD1zyMN93+c8z8xCZM+esvYOo578IHrhjXAGTT5QyA/OZfZmHZMWMWgLFKxcOMgIkSfAwlBWbERTkuTDEYpKKDgXR/mDKcGIOh4QYJDBDiBEPUDUJjtcpXu3jbDWOmk1daqK3HlEXe06PUhhQKVqROV4+OBdP9I/xa0l6SDNNjIbVuSsRhiAJ0SYZbN2zArRs2lH8vwpkhAUhMoEZKlWdI86yEIlTCFRLnueUC2XjfRqxbvx5xlmOP2XPw4KZNeNV5qywActC8+fjpTx/FAYfOFyBjHdasXY+pYaoAyN0bN6pC9Oas2fiOcHTIe76/irY6nIGtgbDsApFAhQIQ2e9ROjx0d8fdZPwNPgDiAB9TwhRTglJOCBJmWP03HwAAHLV4ggGQaepVP39axjMv4UeoNSgAyDGLxwEAV3/ik+U6CpSUMGQwTHAWicCawgEIBxBBa1TL6N5wxVCFUi3jfcsFRcbIdkctAMK+c66vVWt2/+AThFWaBCCTmtSk/jdrWMZTNUq5IUjHisLiZeVuADJMAIgEHEGjVK1uAxATepi9HzWHXOBDfS46qNEeEEcJuglCpsyoYWqzjcEjXoiRVx6J4q+Pwpx/OBJHfOIlOOGq+Xj55S/C4uWzMbZHhDCYjsGBqY7tTEXcHEXU6Krej7DeRlCUEVgMfohoqzLSalRFWyngIcrP0yb9XLo/slYHY3vOwt77zcY++83BvnPn4OCbf4K539iCve7YgtENW7DPC/bCC/afjbkHzMHc/WcrTRPujylf3ozaR76MfV8wC/vtNwv7zZ2F0T3G0BwdRXN0VEVh5e028nYbddIJYn/XLQHIhO3yoI4QKf7dOMYXvxSfmL0SP0pej/9qnIsn9j0DT7/w5Xh23snYcdgJ2Pnil5Y9IUeMA0eOY8cR43hi39Pwi9Z5eLR5Ad5+2GlYvER0jiwdx3FLl5YghsRw9XKBVEEPlxskNfo3kkYbe847Hqdedj/O/+hvS+ghdN5V23HuVdtxwT/+Ep/42u8Y/LhmwzP4y6vvxD4vPErFU0lIwWCIAT8SMtb+3gFN6gb8KPwQxIQfyhFS6F/rp/S6GGBDdnwox4cAICVI0CXd1PlROYlfb1kT/dSRYMMQfzeIOkYCZPgYvm8FRhwwpbfzw3F/HOMkOFDLCmOM+bnnvuR62q1igg/5PY+44h0O/ngrT8SRZwLdF/VEgUK5Pe00sNwkbFw1/Kh0DhA4Q0V/Xd+PW8IHRmxHiBuy2Mdsn19kLrcm7TUIsYrKTchh3BsnIDBBlnndcn5cUd7g94vdK7tvhcKiXs4Pp+OmShRgqePjUVZ0vOn+2KV9udwfBH704woxgYnze2PdStdGP1CEwZZ6DxBiFogbcT09nCO74gDhEMQEJyb0MBwgltydAyMJPRbqEJHRPRqCcBCSGuLODjrhq4rQxXoKflDFqXaAWL+iJzAkMkFIZgERczJcQpDhKFYAw4YeJkhxwxB/mbpwgUQxgyG1yChJj8yidO3+qIW8K8Tn1lCAoyZEIIcEHDpGy9wW7wAJRAG6gh1RhDAiXR/ss4AghtwAhMdhhYkEILnl0PABDL4sV+t6o7Vi4jSxngG7AN1ZfE4mkdUv7SNZVJyxDgj6fJuuqRH63Mt9xI59sPJjT3eGDxY4xk8PM6xYuQpbt21TP7re+Phv8Y67H8fZN/8US/71xzjj33+Cy279Ia77t//ABz/4Qdz0kZPxm8/vhW1fmovtt5+AbV+ai0c+uxdedfLeCPKmI4LLBT708brcKn25P4wJYBOGKJASJAqouBwydLsDof61/WCUYTDOGQRxRhIx+JErd4XuECHjQ3sdfS90rwM7fo+rxYYgju2qngixXROCRDySqywkT1FLUgJAcsR5gaQokFLlOVNCFBsqo6/m4OGHH8ba9etVOfra9euxdv16BGmOV606Hw9u2oSx2XtjOMnxrvdoN8dAUAKQG9auU3BAuzTKeyOjruhzdtkVVxpRVjmae8zBDx9+mLlJtLskx7RIwBUBNOqzZuOHDz/MgEc/AGRK2EcclgAjr1ixEgDw/g99uLJInUVjRdyhJEHQtDDBtEBrIEyw/vP/BgBYdvKp4hlPMK3Gx5119goNPnYHgDA1PRBEKGjS7Vbsg8CMch1acm6PYb8QbvzPBiCTmtSkJvW/Wdz9wQHIkIIdEkhQAKIL0jUEIc6QosMiqlzAQ4MMGnFF460MWR0gugfEhCEagrStZUG9g4HpQ24I8jxocMYwgqKtFDU6iBtdxM0SemTtMaFRxI22AiCpAB1ps1NOuLd49JUsoVYOEKKyf6ErejkIpBDODLe6aHSIul00u6NC5WfpAuFuD+4Eycl3CmhUQpAJG4JMlFq6eBn+6qAzcFf9tXgoeS0eyc/DT7vn4PG9luNXc87Ar+ecgcf3XI6fdc7BT7LX4AfZBbi99Tr8ybzTsGDpMh21RfW8ABCje4PEUTF3hBhTjM3GEcvfi9Pf/SBe9Q+/xnkCgJzzoSfwvnVP4lO3l+Djo//xBK687kEsv/C9aO+5L4MVJvygUVTWMbBJb7c7xIIfZPt+F0gbvDNEQJNCr29BAuKmkABEOhCSepPBEQY+qLNEwCU9WV/lbLDdEVURWS73Bx1vu0Bc0VsmCOkn+soPP7wq6LoaCFSPNVwlKsKqwoXCJr3tWK6+Iq92MQ7LDR0Mp0Hl9lwl5z1cHU53h7FO5gIhxkS+4erwrWe6Jsz9uCAIhw2eeCYTeLjOz7gOzjJ0n/ujx3adjpqCPydx0fSDDM85e6PL6HU1r7MTgtDr0w8A2XXHBz2O/iOv5HouZ0f/29ZghQCWPt0g/QITV/9HP06T5wJAaFm5u9NDazi24Yc53gVAzJJ0exLX+OU6ASG8B0FPBg8T6MEnmgkAsdwhqadPwXCEmDFYxAXCnB9xipHYBhhMKtaKwxDtLPE4QRQMiZ0wpOYTi8ZylaaHuhSddHjYECSw3CFWRFZogg83/LAcHxEpPY+0AhKBFRoRWAqCiPgrE3xo5T1gRu6EFq6xoSg5V0pytl8OTnLl1rLj2QigiCtcILGGFRJk9Oy0UeAjFaXW/cddmZChStMNzT1kHr7wpX/3Ri4//fTT+NnPfoabb74Zb3vbRXjFqeP46wsPx/vecijeeM6h2G//uYgbHQzFhQFpdKwVk3ncpMeBasCY2Lfip+SrGMchRO68VvLe+OCMq/hcRxClFgBxR48JABKZrpKq+2IADrbMkHHPNQQyXCcGAGEukChTEUj6+SsddiMxhSA5gyBJTpTliA1FUnn5GmYZZhGnRyD+tg+dfziefPJJ61l76OEf4YAXHVa6OV61CgNB2cXCejeiEkJIuDEYibis91wpXEQZc4TIay97PM5auUrHW0ngsfE+tUwCjjrp/aBAQo73AZFd1VDWxPd+8AM888wzrEx9igAfWmaRelqpfHQWPvmpTwMAPnvjWhYDVkZrJZgqdNbZZ7sAiKdo3FFM7pILfGj44YjQottvjXKI0tLRV2FrDLXmqFZj1IIfkwBkUpOa1KR+f1LxVizWqlw2pCKnOsTR0eal6EXHEXdlf6agg8MP7tiwoAcBHG4HiA04XO6QWr1dukGEhuK8tEo+z/BjYHA6alkDQb0j4EcXSWtUuD3KuKu0pfs9aMk5gx2NNrL2aDnJTWKv0mYZfUVdILKMXJeWd1UklQU8XPCjy+GH/NwQbo/S6dFhcUayA6TeEe87pAOEAQ4pBwyZkDCEO0MWji/DaUefiIsPOQPX7PUq3Fe8Dj+JLsR/RRfiJ9Eb8XB4Ie4q3oCr91qJNx56GpYtPJ7FXvlkAg9r2ZJxNfHOIYgJQkjxOHNbGGqNorvfEdhvwbk4csX7sejCz+H0S/4Db//wrfjTKz6Hs9/0fhx9wrnYY+48JM2uAA0cUjAAIqEDgRrKqeEAHe74Krrtpn+dCkWuY6q3OKSgE/CkSyJpNEVxegdZS7po/EBDTva7AEhcNz/zeCgNQ2w3h93z4XN/+KKlXON3AWwY57fLAKTQsEg6Y/yukgoAYkxYM+DEtusGEbwXgjs23NCDuw96Th4ziOBwhPQlv9PA68KgE9UeZ4HlEnFNzjscHd5ukQqQ44IfbleIHzpJqGHGSFnrOe9f9TW0YrE8y0zooa5R1hAq35fjxTOVN+31CIRydWM4z88AIP2Xmrv3I8vDzXJxuk7P7VpAwgFKfPCDApTnEXz02wcij7cnAEl6AxDe/eEBIGbPR5w7uj9MGGLE91D4IV0fPUCIe+KXdyK4Oj+syCzHdswS9ZHIXVpdwo3M49xwxV/FFqxwAxDXdjK2veGIdIFURmbFTJYbxNMXokBI6AAZpP8jUA4PCkECWxKARCF7rx0fNvyIrO4PUw4AkmZMYZrZICTpB4D0GiMBiAFB2H64a4RGYFmRbOL5pe4OG4LkFrSwY+EMZ1SciuijlMjojzAm2HcXgMiJdBNKvOjwI/GuK1bjy7d8FQ9u+i4e/+Uv8f0f/BBf+NK/460XX4p9DzwEnVl7YfYL9sc+cw/Envvsh9bMvRAVbQI/iDwQwnR9lPBDAxBVcB644qvc8Veyc0PCDxkXJp0OvCOD946YYGVA/no+0HFa1GkyQECEdFVQwOKGIPqX+3yZCVwMyOMAJGXUVe69FnK8jsDiHSSuCCwKQDgIyRCkOcKsQGQpV+/DLC+V5uq9LHV/93tW496NG/X2xDZllN1IkuOcc1fhOw9uQmfPOVhxriguV66GFMtXrsIvHnsMcw+dj7mHzscvHnsMy1euwkCUobXn3vjOg5uw4rxXY7pw7ajycwKfrG6PqHR8uLZ95spV3mircvzj1rHsLgCZGmaYe+h8PPzIIwCAO+68Cxf/1Ttx+ivPxZKTXoal/ejE8vWUM87CBX/6Znz8mmvx69/8BgBw7fWfxUjRwrRInLPcr4rk8jpAngcA0tKxV9z5Qd0ejlczGou82uCDvKrlo3/wCcJJTWpSk/pjFev3YE4QDjw4AGkbThDiyvB89kEKX3yVWsZACJEHkLAxEnpIACJgSSA0nBQYmD7j+YEfU6dicGi4hB9FG7W8hVreUoXnpUT/R6OtfmGfCGdHLH/RL3o+ElF+HhVNAUC6rPsjJW4QCkC0OPjQsVUl0GgaahDHhwYgApiMkqirVltFXumS6xKA1DvdysgrHo81LqTdH2Yk1qKl41i6+HgsW3AClh1zApYdfTyWHXN8+brgeCxZZIMV0/nhdnos7RuAJI0y8ipt2GXkphuE9m6wDo5mG0l7DFl3LxRjc9CYOQfF2J7IOmPi3lOnhaN83FFITj/Lvg5X3JU3QquuAUIVBKFuEde2lBtETFDTyXrTOZA0WkhbbdabIsGGjMGSk/Rygpy6JywI4nSF2G4ML8CQHR8ygssJNpqOdYxxBnTZPYfHrq/nAheuMQqWGKAkqbfYJHVcGOCj8Dg/zMnyqtgrExIYAIRP/JMJXhoNJJ0J5oS80wnCJ+x9E/dyHcvJYHxvTaybgCIzjj93TVabsIRegyr1C3iqui0cboq+AYhjXwaYcvesmBCrB2CxwIDjXpDvNCjxgwl+fuLVhB95fwDECz8MCBKkBfgz4oAgFizzx1MpwGCJfl8BM+jxPycIQkCPGXvl2bYLgFRBEAo/RiocI8MOV4clGYFlRGFZ7g8fAHF2GDjig6xJ5d0HIFWl6N5idAcAqREYMexwa2iYkSgIQt+zzgoKQIw4LP7ZLEc3YrEqIQgHIUEgnBtBqGGI4RBxxWbZcVoCeoQh7/wgvR/U+SE7P8pS9FI+AOKCHxYISTWwoDFYOqrKAT5cMVmxC4K4ZTpJdP+HjnMbjrjzoxcAGZJRWF74YcfDSfgxPRSvDvjhdYB4QIjpurAcGeYY+Z45CMrlQ3GBWtZAWLQwktZLl0fIAQADIMoJI2EILWanAITADwlALEeEeX5uCEJhB+/BIMvjTAEQE6zoPgUOJ3yuDFfZOb0nFgSxZMIP0t0ScgjEHC7k+JnbwwM+zGfWVcI+FKda6r+fJaSo+SRjH5O8jNFiUCXDjevWWU6Pz61bLyK3yjESgLT3mI0b167HZVesVtdEOhreecVqtf47r1itlh8wryxWP/Cww9W1WLN2ndiGBk9r1q63jkM6N8xtl84O+7j1+Cut8busSEh8jtpj+It3Xo4HHtyEnTt3eh1Z/fz71a9/jevX3IhjJ47XHSR034GO1poapv0AkN69Gz5gwWGJEZvVNGGKCVU06FAZ8Y1R7gChQGQSgExqUpOa1O9dHH4QWXFXPAZLL6PdH3YxuVVUXgjVyWs/Dg4BO5SLQy7L2zrmikARul65HwE/GqXCRhdhs1t+FkCkVm+r92pZ0UKtaCGot50K6x0hGXnVEip7P2p5kyxrIixaCOUEdqMlnCDlBLh0gGQkCisqmqT3g4CQZgd5u4u83UUhVFVYXu8QoGG5Qmw1hSOkMSrU7Yr+j9LpoWAIcYXUO10LZJgApJR2fmgQIsS+m9CQxIIb425XiTH2uKXmG0ocAAAa6UlEQVRLhQwAsmRpzwgsl+ODw4+WdoJQkGDKGS9luzm0q6PJvpfjpZsjqrcQFk2EpL/D69Yo3ODCco0wCKL3pUAGgyBNtv1QRt3IX+nLsUUTYSGXa6dDJJaFzP3gOhb3xL4NPlwuHeoIcTtAKAApXSlGCXvdiNOqUwBiwhLHcTbodbevI78v/Ht2jetm7Jgeq6+7ce3FOnHhcJiY0KRwLDPcIebEtetX/q4IJ3fEkd+9EJqTygwwaNdELxeHDWB6OBgqAIm3lNs1sW04QcxoLOYmccEkHwRh4IGXfdvvq87NGG/dU+M86HGYE/AGGHJBjYDcQ7dDRV5fIWNZr4ipXg4idU7O7+o9721P+EEhRmZcM3WtfNu1ez9MoNC/M6WHk2RXHSIpv8dy+9oBIovKjc9kHAMgHqihnBppgRHp/BCShejysw1CqEwIYssGKgYAqSxxNnoN5ISyB5KY8Vl2B4inNL2iHN0JRhz9HTVRih7EspQ7JRPjAmqEtkqQQsb1E6dFQMhwmGAkJMcQJQiiREAQG4QEBH4ELgWOGCtD3OHh2AaDHRR++Jwe0g3iAh+J6v6wwUduKZSvSS5ACIcfZTyW4fSIXUoZ/IgSE7jw7VMAQp8tVn5uiTsflPsg4mDEWo9OSEey/DplMh0gfcEQCj5cAMQFQ8R75Qwhn6kTQW/fdh349qNBiC4fn+6IvLJdKlVRUQb4MGTHRjk6QJwOkMyAHm4pQMSiymjheCq2nZf7iXPuMjHcHRSAyPHTDUAjnS00Xo0DHhpzpY/Lgh7y2bbgh4xfs5/DGWy57VRSx0PuAR1DnU6m02Qo1uMOmjcf991/P1p7zGEF9NNC4VYIZR+G7r2QnS3yXh5w6Hzc95/3ozlrNnOA0Pio5+LWeN4U+b+L2zMx99D5mHf0cZYOkzpmIQ47hnw++jgcNP9IjO49V12rKVKqiN3dMeIEIP3BjmoXSOkEERClYgxzdhjfUajhBB+WK2QSgExqUpOa1O9TrOS8B/xwujzqdom5U7ILxCVXFJZ4Xxam93aQOOXo/9BOEAE7BBBR0KMhwUcHtbyELRb4EMuiRocsbxHQ0VLF52G9pV6DuoAfDQ1A5IR3LGBIQkCInNjN2l0FRfJWV0GQojOKupJ2fjjhR1eXlpcQo3Rv1NudUp0O7wEZ7YoS9K4FSnjsFQUgHQ0uJlzwY8LSogkOQHgclsfZ0QcAWTROHR4GBOkHgPScYHf0b3hdGNyt4XJzcFjSNL6XLo+2cA9R+PEcAYgJHkwA0uAT7jqKSCskoKNUk72XxxjWCRAhIMSKVaJgiAAC6TRhEITFbrlisvwxWL6ukEoAUrHMCUDMc3ACEA4tuJOmZVx7fY3k+ZnbZNs33R8O5wi9ll7XhwOE+OKm2C/+nZ/9UMLlunBNtGv3hb9HwnZRVEVLOdbPzI4OB+hwxVaZAMQBMZzXygFAIse6tPjcDTjc7g1akB6T/TnHZ/z8XG4N2kPhA0KuHpW+5LjvLlDiBSB9wI3nFH2V1a2Jfu7Y4BChXwBSBXXMvhAv/DAACIUqzhirSgBSOPZRV+Lbcl8Xt/ujTqQhiAQgEn4oRwh1iJB1WfG50w2iX30AxKUqh4mc7OVRWBy8sFJoNQHt6BLpG3y4x5kukCCWsUh6Er4s4zYK0g3woXtACPSIE+EsMd0jsYYfJkQRqikIEisAMhJGGAkijDgcIEEYCWgRGRBEx2KFUYgwolCEvprgI7R7PigIYZAjthwhzPlhlp8nLueHDUAoCNEQxIy74stCJtv5Ye+b78fpAInt52/ImGCmzg8JP0wAQqFHdf+H3H5/4u4D6q7oA344YAgDIAYQ8IOIHpFbEXV+GACELSPQJXBsN+rt+rAgSCRlRksZyzyy4ZIEIFomFJhOv2eRW3wbVDRWa7ocn+RsXQ1ABPQIfZDCAT5iA3zEwn2R8GePPlczHOetYI3pkAmIcyYo71/5/LlBDAUiGvbpe1mWyGuHjN1xYYAqeqwMZnH4Ibs0dk/PZd3eUrCCyBoXkOgq37YCDTxMAEKdIPSacAAyUMrs7tgl4EE/t2YKF8lMw/VBIYfUqH6voIc5brR0gVhQhK/3h54gnNSkJjWpP1a5YAWFIVVAg3V+CABixmbZkk6OEjKo947YK7PM3Flo3ui6IYnLMUIASFBvI2h0EDVHESroIYGHBiKhel+uUxOAI2p0ELdGkbTHyl6P9iiS9iiSVhdxs4OoWUZehY02omYbcbODuNlB0jIk44CabQE2usjbo6Xjo9VRyzLSD6Kir9pdBkCYC8QoK5d9H7TQnEZY1Tsdrxuk0R1FvSv7RTrKCaI7R/R2ekVgLZ4wuz9sN8ji8QksJusvGp/gwMNZsG4DkYUWBNEAZIELgCwdJ8XchgOExVu5ysddIMFfLm67QdywhG4jrrcN9wdflx0PcQwwAFIJO0yV3Q+6x4OKb1+DEA5EgtwNRWxookXdDDL6ipeHO9whBBq4I6/s6CsKMVhZuHSNmMBDOVB2AYAw6GTAJAY9DLBkjmVRYwQSWdswYFIPV4czHqvPqCvmkHCACA07ejktuMugagLaP0HummB3HR+f4PfDDznR7gY81I3ija8yAYhzO344Ux115Qc4losjo+tzANIrWsuO7zKO3TUJTyf9PdelMlbMdX+NZ8L13hnR1QfkeP7ghwNM9NqHjHlznI/pqHm+ujy8cVY9ts3hiQYgbJnHAWLDBwEx0jpfnhowxBGTtUsAJN49AOIqQ+edIPZy6iixukIcE9BuEOKCIf5xGl6IiXI5IS4n0AXAqJlujjDBcBAT5wfv/OAAhHxHAYjLReJwgTAYIqFHEGEkCD0AhEh0fgRhgFBAEBf0YDFaxPkRuArPo3jXAIgZf0UjsBIPAFEF5RxqmKXnZh+IOV6CEBf4iFNe2kydIBYAcUS4uYFEjiGqWL7v8dyqZ51MRluxWu79maXjXB5Y4gEjEg5ItwFzLoTVMU4u8MG+izLS9VFKgo9ygr/QLpFQHwd1nrggB3VgWC4QB9AYCIkDwwk9cgZlSuhQCOlOE+r64ODBASTiTHWR0LH6nAynConoUh0mIYUtKaaHiZDej+kq4m4+3fMxkqQsfkr3z7jdRbLrhHZyWM6MoCyLn0YcFyy6ywQghvvJBUDMCDHu+tBwjnWjeNftH4D4HSKp8bp7gMO13SniOjJQ4YMcQT/i22LbFGOoI6YEIANcrgLzwOrw4C6OsDmGqDmKqDmGsCHXdztAJNxwyQlJGgbocIKTUQSNsUkAMqlJTWpSv0dVwQ2XA0S5PeSYvK0giPw8nJc9If0AkCq4YQIQCjJ0bJUDkgiNFG2M5C2MFC2xLgUibYQyCqvBY68C87OKutJuj6jRQdoeRdYZQ96Zibw7hrwzhqwzirTdVYAjarQF+OiK8ULtrpKOvpKujjHV95F3RpkbpPx1eEsBEOkCKdpd5KIAvRCuDgo9bGmQQYvQTdES9KzZQtZsIm+3GTCpE7BCOz0Wjmunhs8FsmTZBJYsW4Yly8R34y4o4neU8D6RcScM8QKQJUtx3BJaiD5hABANQahbQn42wYKvg8MEGRRYUIhhukNcsESDA5/7o8kBCJtM18efeCAI/06u11CvJgQxJ/NtJ4jtBjHHKJBiAhCzlJuCDBobRSbrTQjC+z0cAIQ5RDTQMEEGBSAKgkhQ0vAVoPucOQRuUHDhgCNsjAugmFDKsb6rN4TCD9r5oK5hhRNEfWe6FxxxWDTqSbsdxDk5JsRdhc9qktwxxrleJbRwAxozeonHMfknyC3HQQ+AYR9XL8Bigw6vs8McYx4zASByDF+3bq1nunCq3AxWN4Qab19f83v23NDrnzWs/WsIUQ1AejlAeoIO6nDwABAeA+UuQ/deL+ISUQ6PVEdfsXvlvMb2ersMQXoAEPP7ngCE9oVUApCCAZBh7xgOR0wAQh0krPNDdoDEoijdAiBmKTpZFvcAIFHmgSDmZHPOJon7ByC9IIjbBVJOqNM+iZR0gZR9IGVPSMq6P7QTRLpBSJwWASC1WLtAhsIYQz4AIrZTi8oYLt1TkSKIEwSeSKyaCT8kxDCcHrLvw4y68opsL3CBDgpIHJFYAYMghgvEBCAEWrBujlh3fLB4K+Xw0JFZzNVhOT9K6FGqYK8Sgvi6QKocIf26NbzPrs8Rshv7cIEPC4KEFRBEApCkwJDQjKRQIMTXXWFCkH5hSQkZCgwldQwn9XKfpDdkuhwXcleCfW4SfCTMAWIWl9ul46l1HgOhhi4z4hxDSYHhtI7hVB+fLlgnMU/kswZYqQAciYI1Q+K/sTTOalCMGWTOEun0SDAYlNLnV76fEer9Wf9dVfGFEoDwgnMVQcXASunccMIjIg0TqLizwIRXPgii4BBxy1gdKkQSUplxZRSMSPjC4EnAY7R2BV6UBeImSNmFbQS93B0aJHFYQZXZEVYeAKKdHhSAGOPkvYpcAGQaASAtLdMBEjbHEAjQESl1y1+5yvfNrshNL+GJ7vXwwwy7A0S7PczoLPo6GYE1qUlNalK/fw0TJ8ewAhQOcGFGVInxtYYGIswV4lnXG33lXOaGIgx+mMBD9oIotWw3SNES8KNjxFuVy8K6/q6W6w6QUEVdNRHWZYE5d2okTRFh1eqo7xPp3Gh1kbVHkQsVnTE0Rmeh3p0plnXLCfhGS03EJ40WammOIKuTyKGGmOTVJei5cGcUhvOjaHdQSLdHS4KLUTRHhcwidAFEml0RgTVadoWUrpEW8laLuUbqHQ5LKJRYuHTcgBEShkxgiSGXI2SxWZY+TgGJgCCVAKRcJiHMQiMCa8Fi7QRZuHQCxy2dIOCDFHVTKGBEGlFXiLvzwwUz+DLt5ugt7v5wxGnJPo68YcUqsU6GwjXJ7wYMpvOCTrxbrgYDvJjOBTM+y4ptck646/2UJd36WH09IaoAnMCTVAGRFtJGE4lwfST1BpJ6U3SDCLePmKCPcrH/Qo7Vx8BACHOqUDjjhyLyXjmvB71fhiNGgjWXY8aGJy5opY9V3RsCM5RrpNCyXAaFyxVkO0dc0MEVNRVkdQR56Riy3B55wz9J7ZPHrWGfhw1jvM4Fc1K9AlJExn7d4MXYhgkqGKQwZWzHB4Ay89h6gBM2QW9CD3IfSAySD0xUiUGRrIFAibt9WNxZRuEJARMmNKiAQD545lNNAY66NekvY5rcUKFOAEXVdaiASLvl8PA4RXYXimR1fk4p/0yX81gsGVllOzkst8fzJOkEMT/LjhDT5cHL2atisDIbgMhJYOXwsH8lL2OyvL0LYXUk1lDUKxbLHYVlFp8rIBGXkGQkyhQAGWHbSfh2hOujJjso0hy1JDP6QMS6HpBSk9CATeyXE/phrF0hIyGNxiJuDgUx3JBDjxXrqu9iBHFcvrJ1YgFB6PdiTFwuY9FXKgIr9cgoI2eRV7rDo+YQByDEvZPliLKiFL1mFICkOeI0IzBEuEFSCl1op0uGGnGGyPumy8ur4qvMLgRdgu4DH66Om6EoLSe7w9Qx+c8hi7X/kE5wZwoOTA9Jt4eaOOY9F2UUU6EmpcuooxTTgkTIDUDkr/L1L/VpwXkpDkJIxBMBHToOi7s7rK6UMCkhgwAEVrSUOlcd58Xjm3ic10Cge0MktBhKcubm8B2LvM8zBNQYCGIMBAm/psRNIuHHADuHRIEQvY24BCFknIQKKl7QK9m/kRAQkmA4TjAUlVLHrxw0dnyYAhGhACEUhohJdwkJdDQVcSSROC8FO2KXE8kBzyj8kGDDgBraJULuL4E20whkqHJPmHBDgoKBKBey3SVK0hEjYYmxPX+0lQE4nBDEliveyoQvLrgyhVw7DkCmGQDE5QRR8VYShJTwI26OIm0JtUeRiKiPuDWKqDWGSLpGWi4HiAE7dlvdSQAyqUlNalK/R9kAxAAWSl0iWlLOAYhLcv1ASG2jVx9Ij5L0cp22sQ0CQojbQ0dbla8S6vNoK97xIZ0fvPRclJcLd0bRHUPRGUXREQBDOjPU8jERadVFKno8FBBpdhUMyVujyJodNaFatEpQUXS6iNXkdFv1QCTEoZA2W6qHg4IJFYUlYqpkLJbp+NDwoyscIdo9oovTuyz6ijpIqKhzY+HSpQSC6HirJRPC9SFflxEYQtwgVkE6gRw6Jmsci5aOW/txAZGF434AcpwAIN6yczMeyoyU8vza3+3kaFpAwwtBihbCgr5vatdEwQuyLUeB6dAo+Ni4XhaA83goCRZaxuS9GbNlQwezrNvrUrAm+j3j600BP+wib+3UqDge5nTQ8VayBD0lMVcKciiAomOCqBPGcohYx2dCItu1wYvNG877Qh018lo4Y7PqGopSx4WEc5EEGIXjeHxgg4AP1r/Cxta9DhEek+WJhqIQwTc5LOFHBQCp/D6X3+v3rvOVk+xsUto6bgoz3GPc8MPtQvFFVPUrCS/M7fCeiMIJVHgEmAFiPJP0ChblBEIYjgcLcFQCE9PlQQAIGWfdF6cjRAOQ5yPiqkaOQUOOujWpXyWna8R13FXwY5cACL3Guw9A7P17zjcpnPBDX6M+AEgfcveH2CXqw1WiACTWhecW+CBRVsNVAETI6w7ZFYWpVkRy5YnoZHV/AISCEN93/ShhACRI5CS6+PV1lGIoTJhkN4gEKLU4QeACBXHpBlEdIUwRl3SHmCBDOjQExKAQRG4rENvjAKQUd3nENgCJqwBI5pbV+yG/y62ycrWMyIrSyvhnDjwy672CSwSsmEXrvCA9VQ4OHufji0OSUUWy/4CDDu00EQDNcp0Q4OKBH+6uEt5T4S4KJ7AhML6jk9IKgHgij0xFDldIQJViMMh0Z4QAC4MCGDAYIyXBQ0i6IwxowGKlzHOU7yMNawaMMRSc6J4Rs2xcx1LRbgsKQaYLeDEtiDFN9GaYzptBdawGADHOh3WL0OdJRaZJSEZghgAbJeQQ/81zFZErCKLXZddSAhB1H1MMRKkAC9wJogGI3aNixmxpuGI8Z0R0e+Vzlqsx5r4tCBJltnOlCnxQmS4Qdkz6+Z8m4Uxcwhl5TeTfiAuo9BdrtRsAJDAcJtINIs6HdYOQdXpGYLn7QHS0lYy+SlqjyDozkXepZiHtzETc5gBkZBeghtynD3a49IeeIJzUpCY1qT9WmVFXu1IyTsvNqViJunCUcABC+z/alaDDFXXVyyFijSlMANJWDhAZbVUrWqrfIxCOD+36kOu0ETU7iJtt5fwo46vaKrJKR1ONkfiqjgIXMYMYHeI00NFLeauD1thM4Eef/x8tCT10D0jnD35Mz1V22XnrD35MvWS5KowJdTVhbsCMpN6qBCB80p5IuV5abMLe2W9hgQ1+LE4XCN2vB4DwaK7qqCfTTSIhRtqQovFXLVgRWI5lDJBQ14QJQHzn73PKuECHAT3MmDC5zAlLqIuj0J+d8IMAEFU4X5DrmbuvaU+53B4UYPgmiHOHM8DhEgkI5HBBENNRoM+jCdMtoAEId24wAOKAJNXwo0IuAGJO1u/CdhgAERPY/Hwc2/aAAQUc2P3r7cZxggoHAGHAwxxrbteMu/LuV44XUKQCjPjgBy3gtt/3J7MTgwEN8x75wIdZet43AOkDgrjOn7pAklw5T53w4/cIQCj0sABIXIrBjT7gh+rpIACkv+JzT9l5r4is3QEgTAIqEPDhAiDPDXBkRL0BSE2ofJ+jRpwEzAliOEBqcYIglvFX5L1DGjzYUVQMVlAAwpwcPvngR2IADx17FXgASEQiqXwAJHJBDeHqMKFHJQRhcVcFib3yiDhFwiRjx1HGY+XcCWJGVlkQxAQf2v3hgiAcgLi7SHYZEloAJGMuEMsdQd0QgQARDijijR4iwMP8Rb8bgugCbQU9yHsJH2bEZrm8hiAuOOAHINXHZ5e8S8eFhEaJ0cchHBiJjLWS97dcPj0qz22agCAD4nryrhIttd0wVQBEuU6o5DPmfd4oiDGAsCsGK5ZjEva8SHcGLZC33RW8nFwBgUgDkEH53EWk6N75HIntB6l6RmTPiHQbmeXmFgAJKAQxHCAhhQv9AxAFPyINOWgvyTSxn0HZmxPn+hit6K1UxWq5nRq7D0A4DMl4nJZwn7h6QXQJ+i4CEB2FNSoAyBjy7iwU3Vllbnl7DGmndIAEjXJiabholyW5jVGlKugRNDU00XFXvaHJH3qCcFKTmtSk/lg1lIvCcubwIC6PCmfHCO0AofBDdIBIKQiiis87LKrKBUBKWGGUm1dEZPlBiSw9l30fXdL70UbUKKMeS+eHdoGo74VTJGmNIu2MIevMLHs+WmV3h+4a4BAkbXVIx4PofXABkKaAI3RSutH6XwETZPxVvdNB3i5jtv7Qx/TcAUjLcn38oY+pHwDCo610RJJ0B9D4I/mc6V4NdxQWdyoYIESMswGIUcztcGREBBaYcKVfBwgt8+6n54JCCx5p1VAQRLtC9HnR7hEGXqxtuaKuDLeFBS58zh0yztgG69Uo3DFYaiy93hYAIRP3RnQVBR7m5L4616oILMvxY4ABBhqqHBwGAOnlCDEhiAFE+Pny6+ns76CQgxyzyynSNwBhQMPl4DCAxS4CkN4QpHq8DV/I+dP4I3WsFR0dLgBC466MyXJvpFbm/84LNigA8UAQJ/xwAhC3+6E/CFIBN/p0YLggxW4BkJ73iMAPoRKA1O3z7wlA+LV4XhwgBszQMkrQE+NzPwDEBzPIpLDpAJEF0cORDU36Bh+RiMLyAZDQBz4EuIh98IJGYfUDQaoBSC1JFfwI0hxBKp6RONcT3BYESTQEEUXogZSAIqazQpWMJwmiJEGc6vcSUNiRVhqIBAJmaKjCv/eDlcRSoOCH0f2R8DJy7fgwXB2eWCsn+JDdIcZ4CT2SvFQ/EMRykTghSCkGJrwuEPLcku85AEkNAFIWVNeU6N+ZuR25bVrA7nOBcACiQQiZ+Cewg05UmwDB1Z1BJ7ztEm0DggSZmujWzhLddcFkOkAiDQ9cboWeAIRNzuccghgT9xwUCYcGc2D4HSDyOGW81bQgIedoAxBzu14AEmWs/J09Z54ILNPxMRKLInQLgBidIPR6Rvz6cIeFhh/TIg5AmJNHgbaERZCpODVD1EUh3yt4ZgCQKRSABCSmTUIKAxpUARAzUmpaVMZvTY/LTpwZSb2EHJEEHOV+BqMM0+MC05MCM+I6BuNCx2AZ250W5aVMF4gFRHYPgLgK1Znzg+xDAxCt/wd3kNewc9dfawAAAABJRU5ErkJggg==" width="564" /></div><div><br /></div><div><br /></div>ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-11503939904469750772020-05-12T09:59:00.000-07:002020-06-07T08:57:00.762-07:00VPL, TIR e Payback no Excel<br />
<div style="text-align: center;">
<span style="font-size: large;">Compartilho este vídeo, pois considero simples e direto, além de fornecer o link para que possam baixar a planilha.</span></div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/7bmchBKq9FA/0.jpg" src="https://www.youtube.com/embed/7bmchBKq9FA?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />
Link para baixar a planilha e usar com outros valores<br />
<a href="https://www.blogger.com/%E2%96%BA%20Link%20para%20baixar%20a%20planilha%20usada%20no%20v%C3%ADdeo:%20http://flaviomoita.com.br/baixar-plan...%20#flaviomoita" target="_blank">► Link para baixar a planilha usada no vídeo: http://flaviomoita.com.br/baixar-plan... #flaviomoita</a><br />
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Colaboração: Valmir SalesADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-187354742588672502020-05-12T09:58:00.001-07:002020-10-10T06:38:19.290-07:00PLANEJAMENTO TRIBUTÁRIO<br />
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<h2 style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; font-weight: normal; line-height: 115%;">Dicas para estudo em: </span></h2>
<h2 style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; font-weight: normal; line-height: 115%;">O
que é Planejamento Tributário</span></h2>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="https://www.treasy.com.br/blog/planejamento-tributario" target="_blank">https://www.treasy.com.br/blog/planejamento-tributario</a></span></div>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Vídeos
diversos em;</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="https://www.youtube.com/results?search_query=Planejamento+Tribut%C3%81rio" target="_blank">https://www.youtube.com/results?search_query=Planejamento+Tribut%C3%81rio</a></span></div>
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<b style="font-size: 12pt;"><span style="color: purple;">GLOSSÁRIO DE TERMOS TRIBUTÁRIOS E FISCAIS</span></b></div>
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FONTE: <a href="http://www.portaltributario.com.br/glossario.htm" target="_blank">http://www.portaltributario.com.br/glossario.htm</a><br />
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<i><b>Equipe <a href="http://www.portaltributario.com.br/" target="_blank">Portal Tributário</a>®</b></i></div>
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<b>ALÍQUOTA </b>- Percentual que será aplicado sobre a base de cálculo para apurar o valor de determinado tributo.</div>
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<b><a href="http://www.portaltributario.com.br/artigos/base-de-calculo-tributaria.htm" target="_blank">BASE DE CÁLCULO</a></b> - Montante sobre o qual se aplica a alíquota para determinar o valor do tributo devido.</div>
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<b style="font-size: 12pt;"><a href="http://www.portaltributario.com.br/tributos/cofins.html" target="_blank">COFINS</a></b><span style="font-size: 12pt;"> –
Contribuição para Financiamento da Seguridade Social. É um tributo
cobrado pela União sobre o faturamento bruto das pessoas jurídicas,
destinado a atender programas sociais do Governo Federal. Sua alíquota,
que era de 2%, foi aumentada para 3% em fevereiro de 1999. </span></div>
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<b>CONFAZ</b> –
Conselho Nacional de Política Fazendária. Congrega todos os secretários
da Fazenda das Unidades Federadas, os ministros da Fazenda e do
Planejamento e outras autoridades federais da área econômica. </div>
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<b>CONTRIBUIÇÕES PARAFISCAIS </b>– São designadas de parafiscais as seguintes Contribuições: <a href="http://www.guiatrabalhista.com.br/guia/fgts.htm" target="_blank">FGTS</a>, Contribuições Econômicas, Taxas e Emolumentos. </div>
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<b>CONTRIBUINTE</b> – É
o sujeito passivo de uma obrigação tributária. Toda pessoa – física ou
jurídica – que paga tributo (sentido genérico) aos cofres públicos, quer
seja da União, dos Estados, dos Municípios e/ou do Distrito Federal. O
Código Tributário Nacional, em seu Art. 121, parágrafo único, I,
conceitua como contribuinte o "sujeito passivo da obrigação principal
... quando tenha relação pessoal e direta com a situação que constitua o
respectivo fato gerador".</div>
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<b style="font-size: 12pt;">CNPJ</b><span style="font-size: 12pt;"> -
Cadastro Nacional da Pessoa Jurídica, da Receita Federal do Brasil.
Identifica cada pessoa jurídica existente no país. Nenhuma pessoa
jurídica pode funcionar sem o número de sua inscrição no CNPJ. </span></div>
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<b style="font-size: 12pt;">CPF</b><span style="font-size: 12pt;"> – Cadastro das Pessoas Físicas. É o número expedido pela Receita Federal do Brasil para todas as pessoas físicas.</span><b style="font-size: 12pt;"> </b></div>
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<b><a href="http://www.portaltributario.com.br/tributos/csl.html" target="_blank">CSLL</a></b> –
Contribuição Social sobre o Lucro Líquido. É outro tributo federal
sobre o Lucro Líquido das empresas ou sobre o Faturamento/Receita Bruta
(caso das empresas tributadas sobre o Lucro Presumido) das pessoas
jurídicas. </div>
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<b><a href="http://www.portaltributario.com.br/guia/drawback.html" target="_blank">DRAWBACK</a></b> –
Sistema de incentivos fiscais para o exportador. Consiste, basicamente,
em suspensão, isenção ou restituição de tributos incidentes na
importação de mercadorias utilizadas para beneficiamento no País e
posterior exportação</div>
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<a href="http://www.portaltributario.com.br/planejamento.htm" target="_blank"><b>ELISÃO OU PLANEJAMENTO FISCAL</b></a> - conjunto
de sistemas legais que visam diminuir o pagamento de tributos. Não se
confunde com sonegação (ou evasão), pois a elisão é o uso exclusivo de
ferramentas lícitas, admitidas na legislação. Exemplo: escolha entre <a href="http://www.portaltributario.com.br/guia/lucro_real.html" target="_blank">Lucro Real</a> ou <a href="http://www.portaltributario.com.br/guia/lucro_presumido.html" target="_blank">Lucro Presumido</a>, para fins de pagamento do Imposto de Renda da Pessoa Jurídica (<a href="http://www.portaltributario.com.br/tributos/irpj.html" target="_blank">IRPJ</a>).<span style="font-size: x-small;"> </span></div>
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<b>ENCARGOS SOCIAIS </b>–
Diz-se de todas as despesas que as empresas efetuam, compulsoriamente
ou não, em benefício de seus empregados e familiares, direta e/ou
indiretamente, incluindo aquelas que se destinam ao financiamento da
seguridade social de responsabilidade do Poder Público e as demais
contribuições sociais. Exemplo: FGTS sobre a folha de pagamento. </div>
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<b><a href="http://www.portaltributario.com.br/guia/fgts.html" target="_blank">FGTS</a></b> –
Fundo de Garantia do Tempo de Serviço. É formado por contribuições
compulsórias do empregador sobre a folha de pagamento, depositadas na
Caixa Econômica Federal em conta específica do empregado. O resgate da
conta é admissível em determinadas situações, como despedida sem justa
causa.</div>
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<b><a href="http://www.portaltributario.com.br/tributos/icms.html" target="_blank">ICMS</a></b> –
Imposto sobre Operações Relativas à Circulação de Mercadorias e sobre
Prestação de Serviços de Transporte Interestadual e Intermunicipal e de
Comunicação, também chamado de Imposto sobre Circulação de Mercadorias e
Serviços. É um imposto estadual não-cumulativo. É a grande fonte de
receita do Distrito Federal e dos Estados.</div>
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<b>IMPOSTO</b> – Segundo o <a href="http://www.portaltributario.com.br/obras/ctn.htm" target="_blank">Código Tributário Nacional</a>,
"imposto é o tributo cuja obrigação tem por fato gerador uma situação
independente de qualquer atividade estatal específica, relativa ao
contribuinte". Em outras palavras, é um tributo pago, compulsoriamente,
pelas pessoas físicas e jurídicas para atender parte das necessidades de
Receita Tributária do Poder Público (federal, estadual ou municipal),
de modo a assegurar o funcionamento de sua burocracia, o atendimento
social à população e os investimentos em obras essenciais. </div>
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<b>IMPOSTO CUMULATIVO </b>–
Diz-se de um imposto ou tributo que incide em todas as etapas
intermediárias dos processos produtivo e/ou de comercialização de
determinado bem, inclusive sobre o próprio imposto/tributo anteriormente
pago, da origem até o consumidor final, influindo na composição de seu
custo e, em consequência, na fixação de seu preço de venda. </div>
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<b>IMPOSTO DECLARATÓRIO </b>–
Diz-se do tributo (imposto, taxa, contribuição de melhoria,
contribuição parafiscal, encargos/tarifas tributários etc.) que, para
ser pago e/ou recolhido aos cofres públicos, depende da vontade ou de
providências (preenchimento de declaração, formulário, DARF, carnê etc.)
por parte do Contribuinte ou do Responsável pelo recolhimento, tais
como IPI, ICMS, ISS, IPTU, ITR, IR, INSS, FGTS etc. </div>
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<b>IMPOSTO EM CASCATA </b>– O mesmo que Imposto Cumulativo. </div>
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<b>IMPOSTO INDIRETO </b>–
Diz-se do tributo não explicitado na Nota Fiscal, cujo valor, embutido
no preço final do produto, é repassado ao consumidor. Exemplo: o imposto
direto que se paga na conta do telefone ou de energia elétrica,
transforma-se em imposto indireto quando repercute no preço final do
produto.<b> </b></div>
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<b>IMPOSTO NÃO-CUMULATIVO </b>–
Diz-se do imposto/tributo que, na etapa subsequente dos processos
produtivos e/ou de comercialização, não incide sobre o mesmo
imposto/tributo pago/recolhido na etapa anterior. Exemplos: IPI, ICMS e
PIS/COFINS Não Cumulativos.</div>
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<b>IMPOSTO PROGRESSIVO </b>–
Diz-se do imposto em que a alíquota aumenta à proporção que os valores
sobre os quais incide são maiores. Um exemplo disto é a Tabela do
Imposto de Renda – Pessoa Física, cuja alíquota varia de 15 a 27,5%,
conforme a renda. </div>
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<b>IMPOSTO PROPORCIONAL </b>–
É aquele em que a alíquota é constante (igual/uniforme/fixa) e cujo
resultado só aumenta à proporção em que aumenta o valor sobre o qual
incide. É um tributo de alíquota inalterável, qualquer que seja o
montante tributável ou a base tributária. </div>
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<b>IMPOSTO REGRESSIVO </b>– Diz-se do imposto em que a alíquota diminui à proporção que os valores sobre os quais incide são maiores. </div>
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<b>IMPOSTO SELETIVO </b>–
Diz-se do imposto que incide somente sobre determinados produtos. No
sistema tributário atual os impostos sobre bebidas alcoólicas, fumo,
perfumes/cosméticos e carros (automóveis), dentre outros, são seletivos,
porquanto têm alíquotas diferenciadas. Por sinal, no sistema tributário
nacional vigente, a seletividade tributária praticamente tornou-se uma
regra, ao invés de exceção.</div>
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<b>INCENTIVOS FISCAIS (ou BENEFÍCIOS FISCAIS)</b> - <span style="font-size: 12pt;">Redução ou eliminação, direta ou indireta, do respectivo ônus tributário, oriundo de lei ou norma específica.</span></div>
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<b>IOF </b>– Imposto
sobre Operações de Crédito, Câmbio e Seguro, ou Relativas a Títulos ou
Valores Mobiliários, também chamado de Imposto sobre Operações
Financeiras. É um tributo que integra a receita da União e é cobrado
sobre operações financeiras e seguros. Seu percentual varia de acordo
com o tipo de operação, conforme a política monetária adotada pelo Poder
Executivo através do Banco Central. </div>
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<b><a href="http://www.portaltributario.com.br/tributos/ipi.html" target="_blank">IPI</a></b> –
Imposto sobre Produtos Industrializados. É um imposto federal cobrado
das indústrias sobre o total das vendas de seus produtos e das pessoas
jurídicas responsáveis pela importação de produtos em geral. Sua
alíquota é variável. </div>
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<b>IPTU</b> – Imposto
Predial e Territorial Urbano. É um imposto municipal recolhido
anualmente (normalmente parcelado em algumas prestações mensais) pelos
proprietários de edificações (casas, apartamentos etc.) e terrenos
urbanos. Sua alíquota e sua metodologia de cálculo variam de um
Município para outro.</div>
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<b>IPVA </b>– Imposto
sobre a Propriedade de Veículos Automotores. É um tributo estadual pago
anualmente pelo proprietário de todo e qualquer veículo automotor ao
qual seja exigido emplacamento. Do total arrecadado, 50% cabe ao Estado e
50% ao Município onde ocorreu o emplacamento. </div>
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<b><a href="http://www.portaltributario.com.br/tributario/irpf.htm" target="_blank">IRPF</a></b> –
Imposto de Renda das Pessoas Físicas. É um tributo federal. Pagam-no as
pessoas físicas sobre sua renda, sobre ganhos de capital (como o lucro
imobiliário) e sobre o rendimento de aplicações financeiras. </div>
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<b><a href="http://www.portaltributario.com.br/tributos/irpj.html" target="_blank">IRPJ</a></b> –
Imposto de Renda das Pessoas Jurídicas. É um tributo federal. Pagam-no
as pessoas jurídicas não imunes/isentas sobre seu Lucro Real, após as
adições e exclusões efetuadas sobre os lançamentos constantes do Lalur
(Livro de Apuração do Lucro Real), ou sobre o Faturamento/Receita Bruta,
caso a empresa haja optado pelo pagamento do IR por Lucro Presumido,
cujo percentual de presunção oscila entre 1,6% a 32%, conforme o tipo de
atividade da empresa. </div>
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<b><a href="http://www.portaltributario.com.br/obras/irf.htm" target="_blank">IRRF</a>/PF</b> –
Imposto de Renda Retido na Fonte – Pessoa Física. É o imposto de renda
da pessoa física que é retido no ato do pagamento do salário, pro
labore, férias, 13<sup>o</sup> salário e outras vantagens pessoais. Esse
desconto mensal (IRRF) não isenta o Contribuinte do pagamento do
imposto de renda remanescente apurado quando da apresentação de sua
Declaração de Rendimentos (Declaração de Ajuste Anual) no ano seguinte. </div>
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<b><a href="http://www.portaltributario.com.br/obras/irf.htm" target="_blank">IRRF</a>/PJ</b> –
Imposto de Renda Retido na Fonte – Pessoa Jurídica. É o imposto retido
sobre os pagamentos efetuados por uma pessoa jurídica a outra pessoa
jurídica, variando de 1,0% a 1,5%, dependendo da atividade da empresa
prestadora de serviço. O valor retido será compensado quando da apuração
do Imposto de Renda devido. </div>
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<b><a href="http://www.portaltributario.com.br/tributos/iss.html" target="_blank">ISS</a></b> –
Imposto Sobre Serviços é um tributo municipal. Incide sobre a
prestação, por pessoas físicas e jurídicas, de serviços listados
sujeitos ao imposto. A alíquota varia conforme a legislação de cada
Município, indo de 2 a 5%.</div>
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<b>ITBI</b> – Imposto
sobre Transmissão de Bens Imóveis. É um imposto municipal, de
responsabilidade do comprador, pago/recolhido por este nas transações
imobiliárias.</div>
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<b>ITCMD</b> – Imposto
sobre Transmissão Causa Mortis e Doação de Quaisquer Bens ou Direito. É
um imposto estadual sobre a transmissão de herança e doações. </div>
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<b>ITR</b> – Imposto
sobre a Propriedade Territorial Rural, também chamado de Imposto
Territorial Rural. Equivalente ao IPTU (municipal), pagam-no os
proprietários dos imóveis territoriais rurais.</div>
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<b>IVA</b> – Sistema
de cobrança de imposto apenas sobre o valor adicionado ou agregado ao
preço anterior do produto. Ver Imposto Não-Cumulativo. </div>
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<b>NF</b> – Nota
Fiscal. Documento de emissão obrigatória por todas as pessoas jurídicas,
civis e mercantis, no ato da comercialização de bens, produtos,
mercadorias e serviços. É emitida nas vendas à vista ou nas vendas a
prazo (faturadas/a prestação). Através desse documento é possível à
fiscalização fazendária proceder ao levantamento do imposto devido e não
recolhido. A sua não emissão ou a emissão com valor inferior (a chamada
meia–nota) é uma das práticas lesivas ao Fisco mais comuns, sendo a
maior responsável pela evasão/sonegação de Receita Tributária. </div>
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<b><a href="http://www.portaltributario.com.br/tributos/pis.htm" target="_blank">PIS/PASEP</a> </b>–
Programas de Integração Social e de Formação do Patrimônio do Servidor
Público. Para mantê-los, as pessoas jurídicas são obrigadas a contribuir
com uma alíquota variável (de 0,65% a 1,65%) sobre o total das
receitas, com exceção das microempresas e empresas de pequeno porte que
hajam aderido ao SIMPLES. </div>
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<b>PIS/PASEP SOBRE A FOLHA DE PAGAMENTO</b> – É um tributo federal de 1,0% sobre a folha de pagamento devido pelas entidades sem fins lucrativos. </div>
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<b>RFB</b> - Sigla da Secretaria da Receita Federal do Brasil, instituída pela <a href="http://www.normaslegais.com.br/legislacao/lei11457.htm" target="_blank">Lei 11.457/2007</a>. Incumbe-lhe planejar,<b> </b>executar,<b> </b>acompanhar<b> </b>e<b> </b>avaliar<b> </b>as<b> </b>atividades<b> </b>relativas<b> </b>a<b> </b>tributação,<b> </b>fiscalização,arrecadação,<b> </b>cobrança<b> </b>e<b> </b>recolhimento<b> </b>dos tributos federais.</div>
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<b><a href="http://www.portaltributario.com.br/guia/simplesnacional.html" target="_blank">SIMPLES</a></b> –
Tratamento tributário simplificado aplicável às microempresas ou
empresas de pequeno porte, também denominado Simples Nacional ou Super
Simples, estabelecido pela <span style="font-size: 12pt;"><a href="http://www.normaslegais.com.br/legislacao/lc123_2006.htm" style="color: blue;" target="_blank">Lei Complementar 123/2006</a>.</span></div>
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<b>SONEGAÇÃO</b> - Ato
ou efeito de sonegar, deixar de informar tributo devido ou declará-lo
de forma parcial, alterar documentos e notas fiscais, visando reduzir o
pagamento de impostos. Também chamado de evasão fiscal.</div>
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<b>SRF</b> –
Secretaria da Receita Federal, órgão do Ministério da Fazenda
encarregado da administração e arrecadação de tributos federais. Foi
unificada com a Secretaria<b> </b>da<b> </b>Receita Previdenciária, pela <a href="http://www.normaslegais.com.br/legislacao/lei11457.htm" target="_blank">Lei 11.457/2007</a>, passando a chamar-se RFB - Secretaria da Receita Federal do Brasil.</div>
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<b>TAXA</b> – É o
tributo cobrado pelo Poder Público a título de indenização pela produção
e oferecimento "de serviço público específico e divisível prestado ao
contribuinte ou posto à sua disposição". Não pode, no entanto, ser
confundido com os valores cobrados pela prestação de serviços públicos,
através de empresas públicas ou de economia mista, tais como tarifas
telefônicas, fornecimento de força/energia elétrica, água etc. </div>
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<b>TRIBUTO</b> – No
conceito clássico engloba, apenas, impostos, taxas de serviços públicos
específicos e divisíveis e contribuição de melhoria (decorrente de obras
públicas). O vocábulo tributo também é usado, no sentido genérico, para
todo e qualquer valor, a qualquer título, pago ao Poder Público sem
aquisição/compra/transferência de bens e/ou serviços diretos e
específicos ou de concessão. Neste caso, o termo tributo alcança
impostos, taxas, contribuições de melhoria, contribuições sociais e
econômicas, encargos e tarifas tributários (com características fiscais)
e emolumentos que contribuam para a formação da receita orçamentária da
União, dos Estados, do Distrito Federal e dos Municípios.</div>
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<b><i>Conheça também o <a href="http://www.portaldecontabilidade.com.br/glossario.htm" target="_blank">Glossário de Termos de Contabilidade</a>.</i></b><br />
<br />
<b><i>
</i></b><br />
<b><i><b style="mso-bidi-font-weight: normal;">Ativos tangíveis</b> da empresa são
os bens de propriedade da empresa que são concretos, que podem ser tocados. São
os imóveis, as máquinas, os estoques, etc. (capital físico e financeiro).</i></b><br />
<b><i>
<br />
<b style="mso-bidi-font-weight: normal;">Ativos intangíveis</b> são as
propriedades da empresa que, ao contrário, são difíceis de se ver, de se tocar,
mas que se percebe: são suas marcas, a qualidade de sua administração, sua
estratégia, sua capacidade de se comunicar com o mercado e com a sociedade, são
valores e princípios morais, é a percepção de perenidade que ela transmite, é
uma boa governança corporativa, sua capacidade de atrair e reter os melhores
talentos, sua capacidade de inovação, seu estoque de conhecimentos, etc.<br />
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Fonte: <a href="http://www.fluxosolutions.com.br/newsletter-9/ativos-tangiveis-e-intangiveis" target="_blank">http://www.fluxosolutions.com.br/newsletter-9/ativos-tangiveis-e-intangiveis</a></span> </i></b><br />
<br />
<b><i>
</i></b><br />
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<b><i>Outras dicas:</i></b></div>
<b><i>
Se o contribuinte pretende diminuir os seus encargos tributários, poderá
fazê-lo legal ou ilegalmente. A maneira legal chama-se elisão fiscal ou
economia legal (planejamento tributário) e a forma ilegal denomina-se sonegação
fiscal.<br />
O planejamento tributário é um conjunto de sistemas legais que visam
diminuir o pagamento de tributos. <b>O contribuinte tem o direito de
estruturar o seu negócio da maneira que melhor lhe pareça, procurando a
diminuição dos custos de seu empreendimento, inclusive dos impostos.</b> Se a
forma celebrada é jurídica e lícita, a fazenda pública deve respeitá-la.<br />
</i></b><br />
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<b><i>Há duas espécies de elisão fiscal: </i></b></div>
<b><i>
</i></b>
<br />
<ol start="1" style="margin-top: 0cm;" type="1"><b><i>
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;">aquela
decorrente da própria lei e</li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;">a
que resulta de lacunas e brechas existentes na própria lei.</li>
</i></b></ol>
<b><i>
</i></b>
<br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><i>No caso da elisão decorrente da lei, o próprio dispositivo
legal permite ou até mesmo induz a economia de tributos. Existe uma vontade
clara e consciente do legislador de dar ao contribuinte determinados benefícios
fiscais. Os incentivos fiscais são exemplos típicos de elisão induzida por lei,
uma vez que o próprio texto legal dá aos seus destinatários determinados
benefícios. É o caso, por exemplo, dos Incentivos à Inovação Tecnológica (<a href="http://www.portaltributario.com.br/legislacao/lei11196.htm" target="_blank">Lei 11.196/2005</a>).</i></b></div>
<b><i>
</i></b>
<br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><i>Já a segunda espécie, contempla hipóteses em que o
contribuinte opta por configurar seus negócios de tal forma que se harmonizem
com um menor ônus tributário, utilizando-se de elementos que a lei não proíbe
ou que possibilitem evitar o fato gerador de determinado tributo com elementos
da própria lei. </i></b></div>
<b><i>
</i></b>
<br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><i>É o caso, por exemplo, de uma empresa de serviços que
decide mudar sua sede para determinado município, visando pagar o ISS com uma
alíquota mais baixa. A lei não proíbe que os estabelecimentos escolham o lugar
onde exercerão atividades, pois os contribuintes possuem liberdade de optar por
aqueles mais convenientes a si, mesmo se a definição do local for
exclusivamente com objetivos de planejamento fiscal.</i></b></div>
<b><i>
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><a href="http://www.portaltributario.com.br/planejamento.htm" target="_blank">http://www.portaltributario.com.br/planejamento.htm</a></span> </i></b></div>
</div>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-64127749776672529702020-05-12T09:56:00.004-07:002020-06-05T19:46:49.792-07:00O que compõe a competência<div dir="ltr">
<div>
<div dir="ltr">
VAMOS TOMAR CHÁ? </div>
<div dir="ltr">
<br /></div>
<div>
<br /></div>
<div dir="ltr">
O que são competências?</div>
<div dir="ltr">
<br /></div>
<div style="text-align: justify;">
Um
conceito de competência bastante aceito no meio acadêmico foi proposto
por Le Boterf (2003 apud SILVA; TEIXEIRA, 2012, p. 199): “competência
pode ser entendida, em sentido amplo, como um saber em ação”. Seguindo
essa definição, alguns autores propõem, ainda, que uma determinada
competência é composta por três elementos, que compõem o modelo chamado
de CHA: </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
• <span style="color: #5b8828;"><span style="font-size: large;">C</span>onhecimentos</span>:
dizem respeito às informações adquiridas por meio de cursos de
formação, capacitação, leituras, entre outros. Esse conjunto de
informações compõe o “saber, saber o que fazer”.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: #5b8828;">• <span style="font-size: large;">H</span>abilidade</span>s:
são desenvolvidas por meio da experiência, de colocar em prática aquilo
de se sabe. Elas compõem o “saber fazer, saber como fazer”.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: #5b8828;">• <span style="font-size: large;">A</span>titudes</span>:
são definidas a partir do conjunto de valores, crenças e princípios que
adquirimos com a convivência social. São elas que motivam e acionam o
comportamento. Refletem, portanto, o “querer ser, querer fazer, estar
motivado para”.</div>
<div style="text-align: justify;">
<br /></div>
<div dir="ltr" style="text-align: justify;">
Esses elementos atuam
de forma combinada na geração de comportamentos. Dentro dessa
perspectiva, para que um profissional seja considerado competente em
determinada situação, já não basta que possua conhecimentos específicos
de sua área de atuação profissional, é necessário que também desenvolva
habilidades diversificadas e tenha atitudes coerentes a cada situação
(GRAMIGNA, 2002; RABAGLIO, 2001 apud CINTRA E DALBEM. 2016, p. 108).</div>
<div dir="ltr">
<br /></div>
<div dir="ltr">
<br /></div>
<div dir="ltr">
REFERÊNCIA:</div>
<div>
<br /></div>
<div dir="ltr">
<span><span> CINTRA, <span><span><span>Josiane</span></span></span> e </span>DALBEM, <span><span><span>Eloísa</span></span></span>. <span><span><span>Comportamento organizacional </span></span></span>– Londrina : Editora e Distribuidora Educacional S.A., 2016</span></div>
</div>
<div>
<br /></div>
</div>
<div>
<br /></div>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-39785799094484689452020-04-15T08:45:00.002-07:002020-04-26T08:59:41.882-07:00Como usar o zoom em Português<br />
<br />
Após consultar alguns artigos e vídeos, indico:<br />
<br />
Link para baixar: <a href="https://zoom.us/" target="_blank">https://zoom.us/</a><br />
<br />
<br />
<br />
<h1 class="title style-scope ytd-video-primary-info-renderer">
Zoom: TUTORIAL & DICAS (para iniciantes)</h1>
<a href="https://www.blogger.com/null" name="como-funciona-o-zoom-meeting"></a><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/0R3vVPtcic8/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/0R3vVPtcic8?feature=player_embedded" width="320"></iframe></div>
<div class="title style-scope ytd-video-primary-info-renderer">
Disponível em: https://www.youtube.com/watch?v=0R3vVPtcic8 Acesso em: 15 abr. 2020</div>
<h1 class="title style-scope ytd-video-primary-info-renderer">
</h1>
<h2>
Como funciona o Zoom Meeting</h2>
Depois de baixar e instalar o aplicativo, ele vai abrir automaticamente.
O primeiro passo é cadastrar-se: clique em Inscrever-se para criar sua
conta, mas é possível também logar-se com Google ou Facebook.
<br />
<br />
Em seguida e, já na tela com seus dados, na margem superior à direita, você tem três opções <b>Agendar uma reunião</b> que dará acesso á interface de configuração do agendamento; <b>Entrar em uma reunião</b>
com uma caixa de diálogo para inserir o ID da reunião ou nome de link
pessoal, encontrados nas informações pessoais do usuário; e <b>Realizar uma reunião</b>.
<br />
<br />
Com a interface do Zoom aberta é possível enviar convites para os
participantes da reunião pelo ícone do bonequinho com o sinal + (mais).
Clique para obter um link e enviar um convite (copie e envie por e-mail,
por exemplo).
<br />
<a href="https://www.blogger.com/null" name="alterar-o-idioma"></a><br />
<h2>
Alterar o idioma</h2>
O Zoom geralmente é baixado automaticamente em inglês, mas é possível
alterar o idioma para o português. Para isso, com o app já instalado e
aberto, clique na flecha na barra de ferramentas do Windows e depois
clique com o botão direito do mouse no ícone do app:
<br />
<center>
<img alt="" border="0" src="https://img-21.ccm2.net/o_tn_KGKaZcvr_5hDz3kuNLni8Y=/267x/bd99508a65d244669eb9f9036c971116/ccm-download/idioma_zoom.png" width="267" /></center>
<br />
Em seguida, clique em <b>Switch Languages</b> e escolha<b> Português</b>.
<br />
<center>
<img alt="" border="0" src="https://img-21.ccm2.net/xMuUw786vH2tlrtRe-mIVRQgg6w=/353x/6e772b2ca7504e529c872e4e71b7c70e/ccm-download/idioma_zoom_1.png" width="353" /></center>
<br />
Fonte: <a href="https://br.ccm.net/download/baixaki-3566-zoom" target="_blank">https://br.ccm.net/download/baixaki-3566-zoom</a> Acesso em 15 abr. 2020 <br />
<h1 class="title style-scope ytd-video-primary-info-renderer">
</h1>
<br />
<br />ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com1tag:blogger.com,1999:blog-3049015301005702470.post-38717393288024809702020-03-22T20:16:00.036-07:002020-10-08T10:49:20.217-07:00Matemática Financeira no Excel<p>Compartilho e indico os vídeos do professor Flávio Moita, pois ser simples e direto na explicação.</p><p>Veja:</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/RGTZjoR-LYo" width="320" youtube-src-id="RGTZjoR-LYo"></iframe></div><br /><h1 class="title style-scope ytd-video-primary-info-renderer"><span style="font-size: small;">Fórmula dos Juros compostos no Excel - exercícios passo-a-passo</span></h1><h1 class="title style-scope ytd-video-primary-info-renderer"><span style="font-size: small;">Disponível em: <a href="https://www.youtube.com/watch?v=RGTZjoR-LYo&feature=youtu.be&utm_term=EXCEL+Formula+dos+Juros+compostos+no+Excel+-+exercicios+passo-a-passo&utm_campaign=Prof.+Flavio+Moita&utm_source=e-goi&utm_medium=email" target="_blank">https://www.youtube.com/watch?v=RGTZjoR-LYo&feature=youtu.be&utm_term=EXCEL+Formula+dos+Juros+compostos+no+Excel+-+exercicios+passo-a-passo&utm_campaign=Prof.+Flavio+Moita&utm_source=e-goi&utm_medium=email Acesso em: 08 out 2020</a></span></h1><h1 class="title style-scope ytd-video-primary-info-renderer"> </h1><h1 class="title style-scope ytd-video-primary-info-renderer"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/BI3v3hlcz6Y" width="320" youtube-src-id="BI3v3hlcz6Y"></iframe></div><br /> </h1><h1 class="title style-scope ytd-video-primary-info-renderer">Funções Financeiras Excel TIR e VPL - passo a passo completo e fácil</h1><h1 class="title style-scope ytd-video-primary-info-renderer">Disponível em: <a href="https://www.youtube.com/watch?v=BI3v3hlcz6Y" target="_blank">https://www.youtube.com/watch?v=BI3v3hlcz6Y </a><span style="font-size: small;"><a href="https://www.youtube.com/watch?v=RGTZjoR-LYo&feature=youtu.be&utm_term=EXCEL+Formula+dos+Juros+compostos+no+Excel+-+exercicios+passo-a-passo&utm_campaign=Prof.+Flavio+Moita&utm_source=e-goi&utm_medium=email" target="_blank">Acesso em: 08 out 2020</a></span></h1><h1 class="title style-scope ytd-video-primary-info-renderer"> </h1><h1 class="title style-scope ytd-video-primary-info-renderer"> </h1><h1 class="title style-scope ytd-video-primary-info-renderer">Para outros vídeos, segue o link da página deste professor.</h1><h1 class="title style-scope ytd-video-primary-info-renderer"><a href="https://www.youtube.com/channel/UC3tK90Mm_LJbW98CXmaSsiw" target="_blank">https://www.youtube.com/channel/UC3tK90Mm_LJbW98CXmaSsiw</a><br /></h1><h1 class="title style-scope ytd-video-primary-info-renderer"> </h1><h1 class="title style-scope ytd-video-primary-info-renderer"> </h1><h1 class="title style-scope ytd-video-primary-info-renderer"> </h1><h1 class="title style-scope ytd-video-primary-info-renderer"> </h1><h1 class="title style-scope ytd-video-primary-info-renderer"> </h1><h1 class="title style-scope ytd-video-primary-info-renderer"> <br /></h1><h1 class="title style-scope ytd-video-primary-info-renderer"> </h1>ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-28598571664579441922020-03-22T20:14:00.005-07:002020-04-02T17:45:51.654-07:00E-BOOKS PARA LEITURA NO GOOGLE<br />
<br />
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<span style="color: black; font-size: 14.0pt; line-height: 115%; mso-themecolor: text1;">Livros em pdf grátis</span></div>
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<span style="color: black; font-size: 14.0pt; line-height: 115%; mso-themecolor: text1;"><a href="https://www.baixelivros.com.br/"><span style="color: black; mso-themecolor: text1;">https://www.baixelivros.com.br/</span></a></span></div>
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</b>ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-42240866383802696332020-03-22T19:12:00.004-07:002020-03-22T19:12:57.935-07:00Capitalismo e Colapso Ambiental - Luiz Marques<h1 class="title style-scope ytd-video-primary-info-renderer">
Capitalismo e Colapso Ambiental - Luiz Marques</h1>
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em: <<a href="https://www.youtube.com/watch?v=_tuBDRmrqTs"><span style="color: windowtext; text-decoration: none; text-underline: none;">https://www.youtube.com/watch?v=_tuBDRmrqTs</span></a>>
Acesso em: 22 mar. 2020</span>ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-45679431838238376362020-03-22T18:36:00.001-07:002020-03-22T19:13:54.186-07:00Michael Porter: Legendado<br />
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Michael Porter: </h1>
<h1 class="title style-scope ytd-video-primary-info-renderer">
Porque os negócios podem ser úteis em resolver problemas sociais</h1>
<br />
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PORTER, Michael: Porque os negócios podem ser úteis em
resolver problemas sociais. <span style="mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Helvetica;">[vídeo] Disponível em: <https://www.youtube.com/watch?v=MdcedGtLLig>
Acesso em: 22 mar. 2020</span></div>
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ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-31252667909997291892020-03-01T12:25:00.001-08:002022-01-21T15:42:30.916-08:00Comportamento Organizacional<br />
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<span style="font-size: 14.0pt; line-height: 115%;">Tópicos <span style="mso-spacerun: yes;"> </span>especiais sobre Comportamento Organizacional</span></div>
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<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">Colaboração
do blog: Valmirsalesadm</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">10-Noções de
comportamento individual</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">11-Conceito
de organizações</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">12-O que
estuda o comportamento organizacional?</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">12-Conceito
e componentes de uma atitude</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">13-Personalidade:
Conceito, características </span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">15a16-Valores:
conceito e tipos</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">23, 24 e 29-Diversidade
de colaboradores: vantagens e desvantagens</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">25-Distorções
da percepção</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">27a28-As três
etapas do processo de tomada de decisão: Viés que afetam e critérios.</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">34-Definição
de cultura organizacional e os 3 tipos</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">36-Fases da
socialização organizacional</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">39-Três
passos para gestão de mudança</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">44-Representações
sociais: Ancoragem e objetivação</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">46-Processo
de comunicação</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">47-Barreiras
no processo de comunicação</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>-2-</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">58-conceito
de liderança</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">59-Fontes do
poder</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">60 a
62-Tipos de liderança</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">64-Maneiras
de atuação de lideres preparados</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">70-onceito
de motivação</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">72-Hierarquia
das necessidades</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">72a75-Teorias
motivacionais</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">84-Características
dos lideres carismáticos</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">86-Liderança
transacional e transformacional </span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">92-Comportamento
de gerente x líderes</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>U3</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">108-Conceito
e elementos que compões a competência (CHA)</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>111-Mapa conceitual da inteligência emocional</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">112-Definição
de conflito e conflito construtivo</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">118-Competências
pessoais</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">121-Competências
sociais</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">135-Propriedades
de um grupo</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">137-Faes dos
grupos</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">138-Grupo x
equipe.</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>U4</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">166-Elaboração
de programa QVT</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">175-Objetivos
do QVT</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">189-Práticas
de um QVT</span></div>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-39581590290870157062019-04-08T10:53:00.000-07:002020-03-19T19:24:12.193-07:00Planilha para Totalização de pontos<div style="text-align: center;">
Esta é uma planilha simples para totalização de pontos por disciplinas para alunos UNOPAR/AIANGUERA.<br />
<span style="color: orange;">com uma mudança para 2020-1 pois não existe mais o fórum 2, e o fórum 1 vale 1.000 pontos</span> </div>
<div style="text-align: center;">
<br /></div>
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</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-rx8S5nI2KSet6PDkQuiU4cBP7Rbh6zEiLnzDnXQ2idJ0cH6ZKIH0vxX2iMoRsBIQtOtVg6VE6ua3xlr534qCmYaDYPkCvEmx9ZJfTrilGf3u2WP2CZiYlqcLCx92Sdl4piJxY8j2ZQQ/s1600/notas+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1104" data-original-width="674" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-rx8S5nI2KSet6PDkQuiU4cBP7Rbh6zEiLnzDnXQ2idJ0cH6ZKIH0vxX2iMoRsBIQtOtVg6VE6ua3xlr534qCmYaDYPkCvEmx9ZJfTrilGf3u2WP2CZiYlqcLCx92Sdl4piJxY8j2ZQQ/s640/notas+2.png" width="390" /> </a></div>
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** PTG = NOTA DO PORTFÓLIO</div>
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<b> Caso tenha dúvida quanto a pontuação máxima e mínima de cada item veja em:</b></div>
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<a href="https://valmirsalesadm.blogspot.com/2019/02/sistema-de-avaliacao-unopar-para-20191.html" target="_blank">https://valmirsalesadm.blogspot.com/2019/02/sistema-de-avaliacao-unopar-para-20191.html</a> </div>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com5tag:blogger.com,1999:blog-3049015301005702470.post-35969364261383660182019-04-08T10:52:00.002-07:002020-03-01T10:48:59.835-08:00AUDITORIA E CONSULTORIA EM RH<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">AUDITORIA E
CONSULTORIA EM RH</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">Lista de assuntos
que devem fazer uma revisão mais apurada.</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">11 Conceito
de auditoria e finalidade</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">13-Conceito
de consultoria</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">14- funções
da auditoria e da consultoria</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">21-Subsistemas
de RH.<span style="mso-spacerun: yes;"> </span>Objetivos e atividades </span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">24-sistemas
de informações - Dados</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">25-Exemplo
de banco de dados de RH.</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">36-37-
Objetivos e direção na consultoria em RH</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">38-39-Planejamento
de consultoria interna</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">49-Auditor
externo ou independente</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">50-Auditor
interno, conceito e objetivos. </span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">51-Responsabilidade
do auditor baseados nas normas e Princípios esperados de um auditor interno. </span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">52-Código de
ética do consultor e responsabilidades</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">66-Vantagens
da auditoria interna</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">76-Fontes de
informação para o auditor de RH.</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">90-Riscos conhecidos
que precisam ser administrados pelo auditor. </span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">92-Ferramentas
utilizadas</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">100-Roteiro
para auditoria segundo Veríssimo (202). </span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">103-Modelo
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<span style="font-size: 14.0pt; line-height: 115%;">130ª132-Processo
de diagnostico.</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">133-O método
dos 6 porquês. </span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">142-consultoria
quanto à estrutura e amplitude</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">143ª145-Processo
de consultoria e suas etapas</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">153-Exemplos
de levantamentos de dados</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">154-Métodos-Pesquisa
quantitativa e qualitativa.</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">167-Auditoria
e consultoria em RH: Diferenciação.</span></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">171-Consultor
interno X consultor externo – características. </span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">183 a
185-Processo de mudanças</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">197- Fontes
individuais de resistência à mudança.</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">Desenvolvam resumo
com estes tópicos e formem grupo para estudo.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">Colaborador
educacional - Valmir Sales Borges</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; line-height: 115%;">BLOG - ADMINISTRAÇÃO PARA TODOS </span></div>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-15394512579559329062019-02-18T07:12:00.002-08:002019-08-27T15:28:52.167-07:00DESENVOLVIMENTO DE PESSOAS<!--[if gte mso 9]><xml>
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<a href="https://www.blogger.com/null" name="_GoBack"></a><span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Pontos relevantes para revisão nesta disciplina </span><span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">DESENVOLVIMENTO DE
PESSOAS</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">10–A educação como respeito e como processo
de ensino aprendizagem.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">11-Entenda sobre o CHA = Conhecimento,
Habilidades e Atitudes. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">12-Modelo tradicional de ensino e suas limitações</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">15-Níveis e responsabilidades do ensino
formal no Brasil.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">16-Formação profissional e desenvolvimento
profissional.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">18-fases do treinamento</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">26-Componentes do processo de comunicação</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">31-Como acontece o ensino de habilidades e Atitudes?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">32-Por meio de treinamento pode-se atingir os
seguintes objetivos:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">40-ciclo de treinamento</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">42-As etapas de um fluxo macro do ciclo de
treinamento.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">45-Entenda sobre diagnóstico reativo e
preventivo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">46-Diagnóstico das necessidades de
treinamento/três níveis.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">49-Check list de informações para planejar o
programa de treinamento.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">66-Verbos de ação para objetivos.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">67-Metodologias de treinamento: exposição dialógica,
dinâmica de grupo, no local, simuladores, EAD...</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">70-Recursos usualmente utilizados em
treinamentos.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">71-Perguntas a serem respondidas em um plano
de treinamento.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">73-Níveis de avaliação para programas de
treinamento.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">83-Lembrando do conceito de treinamento que
consiste em:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">88-Definições de Coaching e Mentoring<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">89-Desenvolvimento x Gestão de carreiras </span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">93-Comparação entre carreira convencional e
carreira em Y.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">102-classificação para métodos de
treinamento.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">105-Técnicas para treinamento: Orientadas para
conteúdo, para o processo ou mista. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">108-Técnica role playing consiste em:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">109-Ciclo de aprendizagem vivencial</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">114-Características dos instrutores de
treinamento.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">129 e 135-A educação corporativa tem como
finalidade:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">136-Competências individuais exigidas no novo
ambiente de negócios.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">142-grupos de ações de educação corporativa.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">173-Pilares do capital intelectual.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">178-etapas do modelo de gestão por
competência.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">181-Problemas apara a implantação de um modelo
de gestão por competência</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">198-Conceito de cultura organizacional.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">200-tipos de cultura</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">201-Quatro funções da cultura organizacional.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">205-Descongelamento/Fases do processo de
mudança/Recongelamento.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">216-Variáveis do desenvolvimento
organizacional.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">222-ciclo dos 4 Ds da investigação
apreciativa.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">234-Estágios de desenvolvimento de equipes.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">237-Questões para formação de equipes.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">241-Competências especificas para o trabalho
em equipe virtual.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Bons estudos</span></div>
<div class="MsoNormal" style="line-height: normal; margin-top: 0cm; mso-outline-level: body-text; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Colaborador: Valmir Sales</span></div>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-80210322420763871272019-02-18T07:11:00.001-08:002019-08-27T16:00:36.542-07:00 Capital de Giro e Análise das Demonstrações Financeiras<div class="separator" style="clear: both; text-align: center;">
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Capital
de Giro e Análise das Demonstrações Financeiras<o:p></o:p></span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">–
Tópicos para Revisão <o:p></o:p></span></b></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">12-Finalidades
da administração financeira<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">14-Decisões
de investimentos (ativo) e de financiamento (passivo)<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">15-Período
que cobre o planejamento estratégico e planos operacionais.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">16-Exemplos
de objetivos estratégicos.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">24 e
25 – Ler total<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">26-27-Composição
do CMN E DO SFN.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">39 e
42-Risco econômico (mercado) e risco financeiro (Compromissos assumidos)<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">40-Analise
econômica e analise financeiro.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">49-Conceitos
de demonstrações contábeis.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">52-Analisando
índices.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">76-Analise
horizontal - Balanço e DRE.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">77-Analise
horizontal - Balanço e DRE.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">88-Índice
de atividade.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">100-Índice
de endividamento.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">104
e 116 – Margem de lucro bruto, operacional e liquido.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">105,
13 e 125 -ROA retorno sobre o ativo total / ROE Retorno sobre o capital
próprio.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">115-índices<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">119-Giro
do estoque, prazo médio de recebimento e de pagamento.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">138
e 179 – Ciclo operacional e ciclo de caixa.</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">147-Ciclo
operacional – analise<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">159-Cronograma
de recebimento e pagamento<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">161-Cronograma
de desembolso.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">165-Orçamento
de caixa<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">182-Fatores
que influenciam o investimento em estoque.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">184-Custo
com o prazo de estocagem.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">197
e 199 – Curva ABC <o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Colaborador
– Valmir Sales Borges<o:p></o:p></span></b></div>
</div>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-62500528063891502852019-02-18T07:10:00.004-08:002019-03-10T19:33:32.115-07:00RECRUTAMENTO E SELEÇÃO<br />
<br />
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">Disciplina: RECRUTAMENTO E SELEÇÃO 2014-176p<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">Assuntos que devem fazer uma revisão mais apurada.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">8- De administração de recursos humanos para Gestão de
pessoas e com pessoas.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">10 e 11-<span style="mso-spacerun: yes;"> </span>Contexto de
atuação das organizações </span><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 115%;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">ó</span></span><span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">
economia global<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 115%;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">ó</span></span><span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;"> qualidade, produtividade e
competitividade </span><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 115%;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">ó</span></span><span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;"> com a
tecnologia se reduz postos de trabalho </span><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 115%;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">ó</span></span><span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">
qualificação profissional.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">11-Importância do capital humano e motivos para
terceirização de serviços.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">13- O que provoca a desqualificação profissional?<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">15 e 16- competências exigidas ao novo trabalhador.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">18-Talento para Chiavenato (2010).<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">19- conceituando empregabilidade.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">23 a 25-Características da nova gestão de pessoas.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">27- Importância do gerente de linha e do staff de gestão de
pessoas.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">33- Inventário de recursos humanos<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">34 e 35- Bases para previsão de pessoal.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">38- Descrição de cargo<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">40- Como coletar dados sobre o cargo<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">43- Fatores observados na analise do cargo.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">57- Novas características da gestão de pessoas<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">58- A constituição do talento humano<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">64- Mercado de trabalho: Situação de demanda x oferta.
Comportamento das organizações.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">66- Mercado de trabalho: Situação de demanda x oferta.
Comportamento dos candidatos.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">67- Mercado de trabalho: Situação de demanda x oferta.
Práticas de gestão de pessoas.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">73- Definindo recrutamento e seleção.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">77- Recrutamento interno – vantagens e desvantagens<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">80- Recrutamento externo – vantagens e desvantagens<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">83- Sistema de recrutamento externo<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">89- Recrutamento virtual <o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">113- Testes que auxiliam a seleção<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">114- Comparação entre provas tradicionais e objetivas.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">115- Testes práticos, cognitivo e físico<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">116- Testes psicológicos<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">117- Diferença entre aptidão e capacidade.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">121- Tipos de entrevista<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">125- Roteiro da entrevista<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;">145- Competência para o profissional.<o:p></o:p></span><br />
<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 115%;"><br /></span>
<span style="font-family: arial, sans-serif;">Veja mais em: <a href="https://valmirsalesadm.blogspot.com/search?q=RECRUTAMENTO+E+SELE%C3%87%C3%83O" target="_blank">https://valmirsalesadm.blogspot.com/search?q=RECRUTAMENTO+E+SELE%C3%87%C3%83O</a> </span></div>
<div class="MsoNormal">
<br /></div>
Colaborador educacional: Valmir Sales BorgesADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-54510409591923332782019-02-18T07:10:00.002-08:002019-05-25T07:42:56.665-07:00Modelos de gestão<!--[if gte mso 9]><xml>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;"><a href="https://valmirsalesadm.blogspot.com/2018/04/administracao.html">https://valmirsalesadm.blogspot.com/2018/04/administracao.html</a></span>Bons estudos</span></div>
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<span style="color: windowtext; font-size: 14.0pt; font-weight: normal; line-height: 115%; mso-bidi-font-weight: bold;">Colaborador educacional - Valmir Sales Borges</span></div>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-70443460406473775692019-02-09T11:09:00.000-08:002021-11-29T17:29:08.324-08:00SISTEMA DE AVALIAÇÃO UNOPAR<br />
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<br />
<b><u><span style="color: black; font-size: 16.0pt;">SISTEMA DE AVALIAÇÃO UNOPAR A PARTIR DE 2019.1 </span></u></b></div>
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<b><u><span style="color: black; font-size: 16.0pt;">CALOUROS SEM AULAS PRÁTICAS</span></u></b></div>
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<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 294.8pt;" valign="bottom" width="393"><br /></td>
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<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 5.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 576px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="170"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">PROVA PRESENCIAL*</span></div>
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<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" valign="bottom" width="57"><div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">5000</span></b></div>
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<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="color: red; font-size: 12.0pt; line-height: 150%;">APROVADO COM 1.500</span></b><span style="color: red; font-size: 12.0pt; line-height: 150%;"> OU SEJA: 4 ACERTOS</span></div>
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<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">FÓRUM 1</span></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" valign="bottom" width="57"><div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">500</span></b></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">ATÉ 2 POSTAGENS, AVALIADAS
P/TUTOR ELETRÔNICO.</span></div>
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<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">FÓRUM dois</span></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" valign="bottom" width="57"><div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">500</span></b></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">POSTAGENS
ILIMITADAS COM MÍNIMO DE 10 LIKES </span></div>
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<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">AVALIAÇÃO VIRTUAL 1*</span></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" valign="bottom" width="57"><div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">750</span></b></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">AVALIAÇÃO ONLINE -
CINCO QUESTÕES OBJETIVAS </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">AVALIAÇÃO VIRTUAL
2*</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" valign="bottom" width="57"><div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">750</span></b></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">AVALIAÇÃO ONLINE -
CINCO QUESTÕES OBJETIVAS</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
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<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">PORTFÓLIO / GRUPO*</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">3500</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Ver observações 5 e
5.1</span></div>
</td>
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<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">ENGAJAMENTO</span></div>
</td>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">3000</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bônus por execução
- Quadro após observações.</span></div>
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<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">TOTAL.....................</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">14000</span></b></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="top" width="350"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="color: red; font-size: 12.0pt;">APROVADO COM 6.000</span><span style="color: red;"></span></b></div>
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<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 3.5pt; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-yfti-tbllook: 1184; width: 595px;">
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<span style="color: black; font-size: 12.0pt;">*Itens obrigatórios</span></div>
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<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 8.0pt;" valign="bottom" width="11"><br /></td>
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<tr style="height: 15.0pt; mso-yfti-irow: 1;">
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-size: 12.0pt; line-height: 150%;">OBSERVAÇÕES</span></b><span style="color: black; font-size: 12.0pt; line-height: 150%;">:</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 37.45pt;" valign="bottom" width="50"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 8.0pt;" valign="bottom" width="11"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 294.8pt;" valign="bottom" width="393"><br /></td>
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<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 2;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">Para alunos com aula prática a prova objetiva vale 3.750 e a prática 1.250</span><br />
<br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">1 - Para calouros a prova será nominal contendo 16 questões
sendo 4 de bônus</span></div>
</td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 3;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">2 – Este quadro de pontuação acima será para todas as
disciplinas com exceção a disciplina</span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;"><b style="mso-bidi-font-weight: normal;">seminário</b>
que não tem prova nem fórum. <span style="mso-spacerun: yes;"> </span> </span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">Assim, a
nota da <b style="mso-bidi-font-weight: normal;">apresentação</b> do PTG será de
<b style="mso-bidi-font-weight: normal;">até 6.000 para esta disciplina.</b></span></div>
</td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 4;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">3- No fórum dois as postagens são ilimitadas, até a 18ª semana.</span></div>
</td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 5;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">4-AV1 e 2 poderão ser feitas novamente e prevalecerá a maior
nota em cada</span></div>
</td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 6;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">5-O PTG terá 1ª chamada na semana 13 no qual terá feedback e
pode ser ajustado para a</span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">semana 17 conforme calendário de cada turma.</span></div>
</td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 7;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">5.1 - Quem enviar o PTG na segunda data não terá <b style="mso-bidi-font-weight: normal;">direito a ajuste</b> e será avaliado direto.</span></div>
</td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">6-Apenas o fórum dois ficará aberto após a conclusão da
disciplina</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">7-As provas de segunda chamada serão no final (semana 18) e
recuperação na semana 20</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">7.1- Será necessário solicitar no ambiente virtual o pedido de <b style="mso-bidi-font-weight: normal;">segunda chamada</b> </span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">até 48 horas antes da
data prevista para a realização da prova.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">8-Alunos com matricula tardia <b style="mso-bidi-font-weight: normal;">farão provas das primeiras disciplinas</b></span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">na semana 18 junto com
alunos de segunda chamada, adiantam o fórum 2, </span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">sendo que AV1 e 2 apenas nas
semanas 19 e 20 respectivamente.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">9- Caso o aluno atinja 10.000 pontas terá a média final na
disciplina 10,00 </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<b><u><span style="color: black; font-size: 16.0pt;">SISTEMA DE AVALIAÇÃO UNOPAR PARA 2019.1 </span></u></b></div>
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<b><u><span style="color: black; font-size: 16.0pt;">VETERANOS SEM AULAS PRÁTICAS</span></u></b></div>
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<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="170"><div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">PROVA PRESENCIAL*</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">5000</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: red; font-size: 12.0pt; line-height: 150%;">APROVADO COM 1.500</span></b><span style="color: red; font-size: 12.0pt; line-height: 150%;"> OU SEJA: 4 ACERTOS</span></div>
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<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">FÓRUM 1</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">500</span></b></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">ATÉ 2 POSTAGENS, <span style="mso-spacerun: yes;"> </span>AVALIADAS P/TUTOR ELETRÔNICO</span></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">FÓRUM 2</span></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" valign="bottom" width="57"><div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">500</span></b></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">POSTAGENS
ILIMITADAS COM MÍNIMO DE 10 LIKES </span></div>
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<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">AVALIAÇÃO VIRTUAL 1*</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">750</span></b></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">AVALIAÇÃO ONLINE - CINCO
QUESTÕES OBJETIVAS </span></div>
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</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">AVALIAÇÃO VIRTUAL 2*</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" valign="bottom" width="57"><div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">750</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">AVALIAÇÃO ONLINE - CINCO
QUESTÕES OBJETIVAS</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">PORTFÓLIO / GRUPO*</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" valign="bottom" width="57"><div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">3500</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Ver observações 5 e
5.1</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">ENGAJAMENTO</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" valign="bottom" width="57"><div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">1000</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="bottom" width="350"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bônus por execução
- Quadro após observações.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="bottom" width="170"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">TOTAL.....................</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" valign="bottom" width="57"><div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">12000</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 262.25pt;" valign="top" width="350"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="color: red; font-size: 12.0pt;">APROVADO COM 6.000</span><span style="color: red;"></span></b></div>
</td>
</tr>
</tbody></table>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 3.5pt; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-yfti-tbllook: 1184; width: 595px;">
<tbody>
<tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.3pt;" valign="bottom" width="142"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt;">*Itens obrigatórios</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 37.45pt;" valign="bottom" width="50"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 8.0pt;" valign="bottom" width="11"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 294.8pt;" valign="bottom" width="393"><br /></td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;">
<td nowrap="" style="height: 15pt; padding: 0cm 3.5pt; text-align: justify; width: 106.3pt;" valign="bottom" width="142"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-size: 12.0pt; line-height: 150%;">OBSERVAÇÕES</span></b><span style="color: black; font-size: 12.0pt; line-height: 150%;">:</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 37.45pt;" valign="bottom" width="50"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 8.0pt;" valign="bottom" width="11"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 294.8pt;" valign="bottom" width="393"><br /></td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 2;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">1 - A prova será nominal, contendo 12 questões objetivas</span></div>
</td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 3;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">2 – Este quadro de pontuação acima será para todas as
disciplinas com exceção a disciplina</span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;"><b style="mso-bidi-font-weight: normal;">seminário</b>
que não tem prova nem fórum. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 115%; mso-bidi-font-size: 14.0pt;">Quadro complementar de distribuição de pontos </span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 115%; mso-bidi-font-size: 14.0pt;">para alunos
com DNM e Avaliação de proficiência.</span></b></div>
<div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 0px; margin-right: 0px; text-align: left;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 124.45pt;" valign="top" width="166"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-size: 14.0pt;">PORTFÓLIO</span></b></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-size: 14.0pt;">AV. PROFICIÊNCIA</span></b></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 128.4pt;" valign="top" width="171"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-size: 14.0pt;">DESAFIO NOTA MÁXIMA</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 124.45pt;" valign="top" width="166"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-size: 14.0pt;">500</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-size: 14.0pt;">3000</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 128.4pt;" valign="top" width="171"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 124.45pt;" valign="top" width="166"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-size: 14.0pt;">500</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-size: 14.0pt;">1500</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 128.4pt;" valign="top" width="171"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-size: 14.0pt;">1500</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td colspan="3" style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 14.0cm;" valign="top" width="529"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-size: 14.0pt;">A APRESENTAÇÃO VALE 6.000 PARA A
DISCIPLINA SEMINÁRIO</span></b></div>
</td>
</tr>
</tbody></table>
</div>
</td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 4;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">2.1-O PTG terá 1ª chamada na semana 13 no qual terá feedback e
pode ser ajustado para a</span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">semana 17 conforme calendário de cada turma.</span></div>
</td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 5;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">2.2 - Quem enviar o PTG na segunda data não terá <b style="mso-bidi-font-weight: normal;">direito a ajuste</b> e será avaliado direto.</span></div>
</td>
</tr>
<tr align="justify" style="height: 15.0pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td colspan="4" nowrap="" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 446.55pt;" valign="bottom" width="595"><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">3-Apenas o fórum dois ficará aberto após a conclusão da
disciplina</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">4-As provas de segunda chamada serão no final (semana 18) e
recuperação na semana 20</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">4.1- Será necessário solicitar no ambiente virtual o pedido de <b style="mso-bidi-font-weight: normal;">segunda chamada</b> </span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">até 48 horas antes da
data prevista para a realização da prova.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">5-Prova de proficiência será na semana 16 e segunda chamada
semana 19</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; line-height: 150%;">6- Caso o aluno atinja 10.000 pontas terá a média final na disciplina
10,00 </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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Aviso</span><br />
<br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">Este é um resumo colaborativo, caso ainda surja dúvidas serão esclarecidas pelos resp<u>e</u>ctivos tutores de sala.</span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;"><br /></span>
<span style="color: black; font-size: 12.0pt; line-height: 150%;">Desejo a todo um semestre com bastante proveito e que seja fundamental para o enriquecimento como acadêmico e como cidadão.</span><br />
<br />
<span style="background-color: red;"><span style="color: black; font-size: 12.0pt; line-height: 150%;">Para controle pessoal baixe e imprima uma planilha em:</span></span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;"><a href="https://valmirsalesadm.blogspot.com/2019/04/totalizacao-de-pontos.html" target="_blank">https://valmirsalesadm.blogspot.com/2019/04/totalizacao-de-pontos.html</a> </span><br />
<br />
<br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">Abraços para todos</span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;">Valmir Sales </span><br />
<span style="color: black; font-size: 12.0pt; line-height: 150%;"><br /></span></div>
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ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com16tag:blogger.com,1999:blog-3049015301005702470.post-67463122743564816682018-11-13T10:55:00.002-08:002021-03-20T14:55:06.189-07:00Gestão de projetos<h3 class="post-title entry-title" itemprop="name" style="color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 24px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative; text-align: center;">
<br /></h3>
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<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Tópicos para
revisão desta disciplina:</span></div><div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;"><span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;"><o:p><br /></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
</div>
<h1 style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman",serif; font-size: 12pt; font-weight: normal; line-height: 150%; mso-ansi-language: PT-BR; mso-bidi-font-weight: bold;">-Conceitos de projeto<o:p></o:p></span></h1>
<h1 style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman",serif; font-size: 12pt; font-weight: normal; line-height: 150%; mso-ansi-language: PT-BR; mso-bidi-font-weight: bold;">- Características de um projeto<o:p></o:p></span></h1>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Exemplo de projetos e atividades rotineiras (continuas)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-gestão de projetos visa ... e os grupos de processos são ...<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Áreas do conhecimento em gestão de projetos, detalhadas nas seções 2,
3 e 4 conforme sumário<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Evolução do gerenciamento de
projetos</span><span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;"> <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Medidas especificas de sucesso<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Tabela 1.2 | Falhas dos
projetos, de acordo com a fase do ciclo de vida do projeto<o:p></o:p></span></div>
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<span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Figura 1.10 | Organograma (funcional)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Estrutura funcional, vantagens e desvantagens<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Vantagens e desvantagens da
estrutura projetizada<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Estruturas matriciais e tipos<o:p></o:p></span></div><span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">– PMO conceito e funções<o:p></o:p></span>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">- Fases e </span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Ciclo de vida do projeto - exemplo
de plano-base para quem vai acampar<o:p></o:p></span></div><span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-grupos de processos<o:p></o:p></span>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-etapas e problemas<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Escopo do produto e escopo do projeto<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;"> <span style="font-family: "Times New Roman", serif;">-</span><span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;"></span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Componentes da declaração do
escopo e exemplo<o:p></o:p></span></div><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">- Diagrama de rede<o:p></o:p></span>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Componentes da declaração do escopo<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Diagrama de setas com tempo estimado <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;"> <span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">– Diagrama do caminho crítico<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Gráfico ou diagrama de Gant<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Modelo de EAP <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;"> <span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">- Análise de viabilidade econômica<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Tipos de viabilidades a serem
analisadas em projetos<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-Metodologia da qualidade<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Figura 3.3 | Espinha de peixe
(Ishikawa)</span><span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">- Competências individuais para um gerente de projetos<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Figura 3.5 | Processos de
recursos humanos, em projetos<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Figura 3.8 | Matriz de
responsabilidades (RACI)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Figura 3.9 | Fases do
desenvolvimento de equipes<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Figura 3.10 | Pirâmide de Maslow<o:p></o:p></span></div>
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<span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Cálculo da taxa do <i>turnover<o:p></o:p></i></span></div>
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<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Figura
3.13 | Maiores deficiências do gerente de projetos<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 0cm; text-align: justify;">
<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">- Stakeholders primários e secundários.<o:p></o:p></span></div>
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<span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">-</span><span style="color: #666666; font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;">Quadro 4.8 | Etapas do plano de
gerenciamento de aquisições</span><span color="windowtext" style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 150%;"><o:p></o:p></span></div>
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<span style="background-color: #fff9ee; color: #222222; font-family: "georgia" , "utopia" , "palatino linotype" , "palatino" , serif; font-size: 15.4px;">Colaborador voluntário: Valmir Sales Borges</span>ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-69131037629436542162018-11-07T12:04:00.000-08:002018-11-07T12:04:04.809-08:00Metodologia Científica<!--[if gte mso 9]><xml>
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<h3 class="MsoNormal" style="text-align: center;">
<span style="color: blue;"><span style="font-size: large;"><span style="font-family: "Arial", "sans-serif"; line-height: 115%;">Tópicos que devem fazer parte da revisão de Metodologia Científica.</span></span></span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">10 e 11 – Metodologia (forma de se construí conhecimento
por meio de métodos).</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">13-Movimento iluminista como revolução cultural</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">13-O Pensamento filosófico, baseado na razão...</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">14-Lógica formal, teoria da argumentação (Aristóteles).</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">14- Sec. XVI - O pensamento científico</span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-char-type: symbol; mso-hansi-font-family: Arial; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"> /</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Produção capitalista </span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-char-type: symbol; mso-hansi-font-family: Arial; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">/</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> Experimentação (+ na p.
50). </span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>27 e 28 – Senso
comum x conhecimento científico</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">35-Características positivas e negativas da filosofia
segundo Marilena Chauí</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">36-A filosofia tem como objetivo discernir ... Sócrates
subdividiu em...</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">39 e 53 – Diferenciar método científico do filosófico</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">48- O conhecimento científico tem como objetivo ...</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">50-Método experimental e suas etapas:</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">64 – Definição de pesquisa e método científica.</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">65 - Formulação da Hipótese/Etapas</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">78 – Classificação das pesquisas</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">83 – Tema e problema</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">88-Fases da leitura informativa</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">90- Fichamento: Ficha bibliográfica e resumo.</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">101- Resumo: conceito e tipos (crítico, indicativo e
informativo)</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">103- A resenha não é resumo ...</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">104 e 105 – Estrutura e exemplo para resenha crítica</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">120 - Conceito de método / Metodologia / técnicas.</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">*Abordagens metodológicas.</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">120/121 – O positivismo lógico</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">121/122 – O estruturalismo</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">123 - Materialismo dialético ...</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">123 – Para Max, a idéia não existe antes do real ...</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">126 – Vocabulário: Paradigma, Premissas e Subjetivo.</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">131– definições e características de Pesquisas
qualitativas e quantitativas</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">134-Etapas para produzir conhecimento</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">135- Passos para um projeto:</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Tema; formulação do problema; levantamento de hipótese;
levantamento do objetivo da pesquisa; levantamento bibliográfico; coleta de
dados e análise</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">138- Epistemologia é:</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">144- A pesquisa bibliográfica documental consiste em:</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">157 e 158 - Elementos pré-textuais, Textuais e
pós-textuais.</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">159 e 160- Regras para apresentação (Formatação).</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">176- Tipos de citações</span></h3>
<h3 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Vídeos que indico:</span></h3>
<h1>
<span style="font-size: x-small;"><span lang="X-NONE">Introdução à Metodologia Científica</span></span></h1>
<span style="font-size: x-small;">
</span><div class="MsoNormal">
<span style="font-size: x-small;"><span style="font-family: "Arial", "sans-serif"; line-height: 115%;"><a href="https://www.youtube.com/watch?v=5Tb69gd78j8" target="_blank">https://www.youtube.com/watch?v=5Tb69gd78j8</a></span></span></div>
<span style="font-size: x-small;">
</span><h1>
<span style="font-size: x-small;"><span lang="X-NONE">Métodos Quantitativos, Qualitativos e Coleta de Dados</span></span></h1>
<span style="font-size: x-small;">
</span><div class="MsoNormal">
<span style="font-size: x-small;"><span style="font-family: "Arial", "sans-serif"; line-height: 115%;"><a href="https://www.youtube.com/watch?v=tR7DE1utCo4" target="_blank">https://www.youtube.com/watch?v=tR7DE1utCo4</a></span></span></div>
<span style="font-size: x-small;">
</span><h1>
<span style="font-size: x-small;"><span lang="X-NONE">Metodologia Científica - Tipos de conhecimento</span></span></h1>
<span style="font-size: x-small;">
</span><div class="MsoNormal">
<span style="font-size: x-small;"><span style="font-family: "Arial", "sans-serif"; line-height: 115%;"><a href="https://www.youtube.com/watch?v=ee_7musm9tc">https://www.youtube.com/watch?v=ee_7musm9tc</a></span></span></div>
<span style="font-size: x-small;">
</span><h1>
<span style="font-size: x-small;"><span lang="X-NONE">Metodologia Científica - Tipos de Pesquisa </span><span></span></span></h1>
<span style="font-size: x-small;">
</span><div class="MsoNormal">
<span style="font-size: x-small;"><span style="font-family: "Arial", "sans-serif"; line-height: 115%;"><a href="https://www.youtube.com/watch?v=A9o0jAzQYlA" target="_blank">https://www.youtube.com/watch?v=A9o0jAzQYlA</a></span></span></div>
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<h1>
<span style="font-size: xx-small;"><span class="watch-title"><span lang="X-NONE" style="font-family: "Arial","sans-serif";">Vídeo
Aula Citações</span></span><span class="watch-title"><span style="font-family: "Arial","sans-serif"; mso-ansi-language: PT-BR;"> -</span></span></span></h1>
<h1>
<span style="font-size: xx-small;"><span class="watch-title"><span style="font-family: "Arial","sans-serif"; mso-ansi-language: PT-BR;"><a href="http://valmirsalesadm.blogspot.com/2018/11/citacoes-tipos.html" target="_blank">http://valmirsalesadm.blogspot.com/2018/11/citacoes-tipos.html</a></span></span></span></h1>
<br />
<span style="font-size: xx-small;"><span style="font-family: "Arial", "sans-serif"; line-height: 115%;"></span></span><br />
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<span style="font-size: xx-small;"><span class="watch-title"><span style="font-family: "Arial","sans-serif"; mso-ansi-language: PT-BR;"></span></span></span></h1>
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<span style="font-size: xx-small;"><span class="watch-title"><span style="font-family: "Arial","sans-serif"; mso-ansi-language: PT-BR;"> </span></span><span style="font-family: "Arial", "sans-serif"; line-height: 115%;"><div class="MsoNormal">
<span style="font-family: "Arial", "sans-serif"; line-height: 115%;">Outras dicas em: <a href="https://valmirsalesadm.blogspot.com/search?q=metodologia">https://valmirsalesadm.blogspot.com/search?q=metodologia</a></span></div>
</span></span></h1>
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<span style="font-size: x-small;"><span style="font-family: "Arial", "sans-serif"; line-height: 115%;">Colaborador educacional: Valmir Sales Borges</span></span></div>
<br /><br />
<br />
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<br /></div>
<br />ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-54196638916169255862018-11-07T11:50:00.002-08:002018-11-07T11:50:52.203-08:00Citações - Tipos<br />
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">Conhecendo citações diretas
curtas e longas, citações indiretas e citação da citação.</span></div>
<h1 style="text-align: center;">
<span class="watch-title"><span lang="X-NONE" style="font-family: "Arial","sans-serif";">Vídeo
Aula Citações</span></span></h1>
<h1 style="text-align: center;">
<span class="watch-title"><span lang="X-NONE" style="font-family: "Arial","sans-serif";"></span></span></h1>
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/-3GQ9-z9-vU/0.jpg" src="https://www.youtube.com/embed/-3GQ9-z9-vU?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 150%;"><a href="https://www.youtube.com/watch?v=-3GQ9-z9-vU" target="_blank">
<span style="color: windowtext;">https://www.youtube.com/watch?v=-3GQ9-z9-vU</span></a></span></div>
<h1 style="text-align: center;">
<span class="watch-title"><span lang="X-NONE" style="font-family: "Arial","sans-serif";">Citação
de Citação </span></span></h1>
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/aVH8XqMFfhg/0.jpg" src="https://www.youtube.com/embed/aVH8XqMFfhg?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<h1 style="text-align: center;">
<span class="watch-title"><span lang="X-NONE" style="font-family: "Arial","sans-serif";"> </span></span><b><span style="color: #4f81bd; font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><a href="https://www.youtube.com/watch?v=aVH8XqMFfhg" target="_blank"><span style="color: windowtext;">https://www.youtube.com/watch?v=aVH8XqMFfhg</span></a></span></b></h1>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-27170913323696516782018-10-31T06:56:00.002-07:002018-10-31T06:56:42.069-07:00Raciocínio Lógico - Aulas<br />
<h2 style="text-align: center;">
Compartilhando:</h2>
<br />
<h1 class="title style-scope ytd-video-primary-info-renderer">
Tele Aula 1 Raciocínio Lógico e Matemático</h1>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/4rSNeobIT7g/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/4rSNeobIT7g?feature=player_embedded" width="320"></iframe></div>
<h1 class="title style-scope ytd-video-primary-info-renderer">
</h1>
<h1 class="title style-scope ytd-video-primary-info-renderer">
Tele Aula 2 Raciocínio Lógico e Matemático</h1>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/5bP19OD7Mg8/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/5bP19OD7Mg8?feature=player_embedded" width="320"></iframe></div>
<h1 class="title style-scope ytd-video-primary-info-renderer">
Tele Aula 3 Raciocínio Lógico e Matemático</h1>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/nmEO8U7WbMo/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/nmEO8U7WbMo?feature=player_embedded" width="320"></iframe></div>
<h1 class="title style-scope ytd-video-primary-info-renderer">
</h1>
<h1 class="title style-scope ytd-video-primary-info-renderer">
Veja sobre a tabela verdade em: <a href="https://valmirsalesadm.blogspot.com/2017/08/raciocinio-logico.html" target="_blank">https://valmirsalesadm.blogspot.com/2017/08/raciocinio-logico.html</a> </h1>
<h1 class="title style-scope ytd-video-primary-info-renderer">
</h1>
<h1 class="title style-scope ytd-video-primary-info-renderer">
Colaboração:Valmir Sales</h1>
<h1 class="title style-scope ytd-video-primary-info-renderer">
</h1>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-85105566858561197142018-10-11T11:17:00.002-07:002018-10-31T06:59:00.355-07:00Análise vertical e horizontalIndico este vídeo<br />
<br />
<a href="https://www.youtube.com/watch?v=OEFIKO0hfA4" target="_blank">https://www.youtube.com/watch?v=OEFIKO0hfA4</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0tag:blogger.com,1999:blog-3049015301005702470.post-35083547400926665262018-08-09T13:58:00.000-07:002019-02-24T12:11:36.715-08:00Contabilidade<br />
<br />
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<span style="font-family: "arial" , sans-serif; font-size: 20.0pt;">Introdução
a disciplina de contabilidade<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">BALANÇO PATRIMONIAL INICIAL<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Atividade da aula 1<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><br /></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">MÉTODOS DAS PARTIDAS DOBRADAS<o:p></o:p></span></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Fatos Contábeis<o:p></o:p></span></b></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">1.Os sócios injetaram dinheiro na empresa no valor de R$ 1.000.000,00,
sendo 5% no Caixa, 75% no Banco e 20% em Veículos;<o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">D – Caixa ........................... R$<span style="mso-spacerun: yes;"> </span>50.000,00<o:p></o:p></span></b></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">D -<span style="mso-spacerun: yes;"> </span>Banco
......................... R$<span style="mso-spacerun: yes;">
</span>750.000,00<o:p></o:p></span></b></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">D – Veículo .......................<span style="mso-spacerun: yes;">
</span>R$<span style="mso-spacerun: yes;"> </span>200.000,00<o:p></o:p></span></b></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">C – Capital social..............<span style="mso-spacerun: yes;"> </span>R$ 1.000.000,00<o:p></o:p></span></b></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">2. Depósito em dinheiro no Banco na importância de R$ 200.000,00;</span><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><o:p></o:p></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">D – Banco..................... R$<span style="mso-spacerun: yes;"> </span>200.000,00<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">C – Caixa...................... R$<span style="mso-spacerun: yes;"> </span>200.000,00<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">3. Compra de novos Móveis e Utensílios no valor de R$ 5.000,00,
pagamento em cheque;<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">D -<span style="mso-spacerun: yes;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Móveis e Utensílios</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"> R$<span style="mso-spacerun: yes;"> </span>5.000,00<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">C - <span style="mso-spacerun: yes;"> </span>Banco
..................... R$<span style="mso-spacerun: yes;"> </span>5.000,00<o:p></o:p></span></b></div>
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<br /></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">4. Compra de Mercadorias para revenda no valor de R$ 840.000,00,
mediante transferência bancária;<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">D -<span style="mso-spacerun: yes;"> </span>Estoque de
mercadorias R$<span style="mso-spacerun: yes;"> </span>840.000,00<o:p></o:p></span></b></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">C -<span style="mso-spacerun: yes;"> </span>Banco
..............................R$<span style="mso-spacerun: yes;">
</span>840.000,00<o:p></o:p></span></b></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">5. Pagamento de Salários no valor de R$ 55.000,00, mediante transferência
bancária.</span><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">D -<span style="mso-spacerun: yes;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Salários</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"> ........................R$<span style="mso-spacerun: yes;">
</span>55.000,00<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">C -<span style="mso-spacerun: yes;"> </span>Banco
...........................R$<span style="mso-spacerun: yes;"> </span>55.000,00<o:p></o:p></span></b></div>
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<br /></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">6. Pagamento de Empréstimo Bancário no valor de R$ 252.000,00, através
de débito em conta corrente.</span><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">D -<span style="mso-spacerun: yes;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Empréstimo Bancário ...........</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">R$ 252.000,00<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">C -<span style="mso-spacerun: yes;"> </span>Banco
.....................................R$<span style="mso-spacerun: yes;">
</span>252.000,00<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">7. Compra de Computadores e Periféricos no valor de R$ 20.000,00,
pagamento em cheque.</span><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><o:p></o:p></span></div>
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<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">D -<span style="mso-spacerun: yes;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Computadores e Periféricos
...........</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">R$ 20.000,00<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">C -<span style="mso-spacerun: yes;"> </span>Banco
................................................R$ 20.000,00</span></b><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">RAZONETES – (Didático)</span></b></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Lançamentos
em cada conta - RAZONETES</span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><o:p> </o:p></span><span style="font-family: "arial" , sans-serif; font-size: 14pt;"> BALANÇO PATRIMONIAL COM SALDOS APÓS OS LANÇAMENTOS</span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Visite
neste blog<o:p></o:p></span><br />
<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><br /></span>
<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">LIVRO UNOPAR KLS - PLANO DE ESTUDO</span><br />
<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><a href="https://valmirsalesadm.blogspot.com/2017/10/contabilidade-plano-para-estudo.html" target="_blank">https://valmirsalesadm.blogspot.com/2017/10/contabilidade-plano-para-estudo.html</a></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><a href="http://valmirsalesadm.blogspot.com.br/2014/09/introducao-contabilidade.html">http://valmirsalesadm.blogspot.com.br/2014/09/introducao-contabilidade.html</a><o:p></o:p></span></div>
<h3 style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><o:p> </o:p></span></h3>
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<span style="color: black; font-family: "arial" , sans-serif; font-size: 14.0pt;"><a href="http://valmirsalesadm.blogspot.com.br/2015/06/partidas-dobradas-com-razonetes.html">http://valmirsalesadm.blogspot.com.br/2015/06/partidas-dobradas-com-razonetes.html</a><o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><a href="http://valmirsalesadm.blogspot.com.br/2015/04/glossario-de-termos-contabeis.html">http://valmirsalesadm.blogspot.com.br/2015/04/glossario-de-termos-contabeis.html</a><o:p></o:p></span></div>
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<h3 style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Como
fazer trabalhos interdisciplinares<o:p></o:p></span></h3>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;"><a href="http://valmirsalesadm.blogspot.com.br/2015/04/como-fazer-trabalhos-interdisciplinares.html">http://valmirsalesadm.blogspot.com.br/2015/04/como-fazer-trabalhos-interdisciplinares.html</a><o:p></o:p></span><br />
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<span style="font-size: medium;">Dicas de sites para você estudar contabilidade</span></div>
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<span style="font-size: medium;"><br /></span></div>
<div style="background-color: #fff9ee; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;">
<span style="font-size: medium;"><a href="http://www.socontabilidade.com.br/conteudo/conceito.php" style="color: #888888; text-decoration-line: none;" target="_blank">http://www.socontabilidade.com.br/conteudo/conceito.php</a></span></div>
<div style="background-color: #fff9ee; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;">
<span style="font-size: medium;"><br /></span></div>
<div style="background-color: #fff9ee; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;">
<span style="font-size: medium;"><br /></span></div>
<div style="background-color: #fff9ee; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;">
<span style="font-size: medium;"><a href="http://www.portaldecontabilidade.com.br/" style="color: #888888; text-decoration-line: none;" target="_blank">http://www.portaldecontabilidade.com.br/</a></span></div>
<div style="background-color: #fff9ee; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;">
<span style="font-size: medium;"><br /></span></div>
<div style="background-color: #fff9ee; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;">
<span style="font-size: medium;"><br /></span></div>
<div style="background-color: #fff9ee; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;">
<span style="font-size: medium;"><a href="http://cfc.org.br/" style="color: #888888; text-decoration-line: none;" target="_blank">http://cfc.org.br/</a></span></div>
<div style="background-color: #fff9ee; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;">
<span style="font-size: medium;"><br /></span></div>
<div style="background-color: #fff9ee; color: #222222; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px; text-align: center;">
<span style="font-size: medium;"><a href="http://www.crc.org.br/" style="color: #888888; text-decoration-line: none;" target="_blank">http://www.crc.org.br/</a></span></div>
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Glossário de termos contábeis:<br />
<br />
<a href="http://www.portaldecontabilidade.com.br/glossario.htm" target="_blank">http://www.portaldecontabilidade.com.br/glossario.htm</a><br />
<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Bons estudos<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Valmir Sales Borges <o:p></o:p></span></div>
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<br />ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com2tag:blogger.com,1999:blog-3049015301005702470.post-6652908407445445802018-08-08T10:47:00.005-07:002018-08-20T11:41:37.685-07:00Gestão de Pessoas - Tópicos para estudo<div class="MsoNormal">
<span style="font-family: Arial, sans-serif; line-height: 115%;">Disciplina: Gestão de Pessoas<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif; line-height: 115%;">Assuntos que não podem faltar na sua revisão<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal">
Páginas no livro KLS</div>
<div class="MsoNormal">
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">10-Descreva
sobre a importância da gestão de pessoas<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">11-Em
que implica a gestão de pessoas?<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">12-Como
atrair candidatos?<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">13-Defina
estratégia e tática:<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">14-Os
5ps de Mintzberg são:<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">22-As
transformações da área de RH foram:<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">23-As
Diferente visões do fator humano nas organizações:<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">35-Defina
capital intelectual:<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">36-Conhecimento
tácito e explicito.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">42-Defina
clima e cultura organizacional, como um influência o outro.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">45-Tipos
de clima organizacional (3).<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">46-Indicadores
de clima organizacional.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">48-Gestão
ligada a diversidade deve ser:<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">59-Defina
recrutamento e sua importância.<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">61-Quais
os 3 tipos de recrutamento? Vantagens e desvantagens de cada um:<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">72-Como
fazer seleção de pessoas<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">73-Tipos
de entrevistas<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">76-As
dinâmicas de grupo visam:<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">93-Finalidades
da entrevista de desligamento:<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">110-Entenda
mercado de trabalho e mercado de RH <o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">114-Dicas
para o mercado em crise.<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">144-NR
18 trata de:<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">160-Fases
do PCO-Pesquisa de clima organizacional.<o:p></o:p></span></div>
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<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">162
e 168 – Hierarquia das necessidades segundo Maslow.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Veja
glossário em: <a href="https://www.rhportal.com.br/dicionario-de-rh/">https://www.rhportal.com.br/dicionario-de-rh/</a><o:p></o:p></span></div>
ADMINISTRAÇÃO PARA TODOShttp://www.blogger.com/profile/14513024190879776543noreply@blogger.com0