tag:blogger.com,1999:blog-45339008808098577082024-02-18T22:47:55.948-08:00D. Quixote em ValençaPolítica, cultura, sociedade com um pouquinho de vadiagem!!!Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.comBlogger231125tag:blogger.com,1999:blog-4533900880809857708.post-45256733211689433652021-11-04T15:53:00.000-07:002021-11-04T15:53:14.877-07:00Trabalho sobre o filme: “Deixando de ser nazista através do filme Jojo Rabbit”<p> <span style="font-family: Arial; font-size: 11pt; text-align: justify; white-space: pre-wrap;">Trabalho sobre o filme: “Deixando de ser nazista através do filme Jojo Rabbit”</span></p><span id="docs-internal-guid-f59c586a-7fff-a72d-5570-342783838b08"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Professor: Sanger Nogueira</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Aluno (a):</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 1:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Jojo é uma criança alemã apaixonada pelo nazismo e pela figura de Hitler. Ele é convidado para participar de um fim de semana dentro do grupo da juventude hitlerista. O grupo nazista tinha como objetivo ensinar utilidades para meninos e meninas arianos. Cite duas aprendizagens que os meninos e as meninas tinham com o grupo.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 2</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: No acampamento nazista, Jojo é apelidado de “Jojo Rabitt (coelho). Explique o motivo do apelido.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 3:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Jojo volta para a sua casa depois do trabalho como entregador e escuta um barulho estranho no andar superior. Ao investigar o ruído, ele encontra uma visita inesperada em sua residência. Quem estava morando junto com ele e sua mãe?</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 4</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Jojo decide deixar a garota judia morar em sua residência. Contudo, qual foi a condição que ele impôs para a permanência da garota?</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 5</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: A convivência entre Jojo e Elsa vai evoluindo com o desenrolar do filme. Se, no começo, Jojo não gostava da presença da garota judia em sua casa, agora, ele consegue se relacionar melhor com ela. Cite uma cena que demonstra a melhora no diálogo entre JoJo e Elsa.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 6</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Após a inspeção da Gestapo (polícia política do nazismo), Jojo tem uma conversa com o seu amigo imaginário Hitler. Hitler está decepcionado com o seu jovem fã. Explique qual o motivo da decepção de Hitler para com Jojo.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 7</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Nem todos os alemães apoiavam o nazismo e as atitudes de Hitler. Os contrários ao nazismo eram perseguidos, presos, torturados e mortos. Os corpos dos rebeldes eram colocados nas praças urbanas com o nome de “traidor” em destaque. Ao andar pelas ruas da Alemanha, Jojo se depara com uma pessoa enforcada na praça. Quem era o personagem enforcado?</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 8:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Após a queda de Berlim e o suicídio de Hitler, Jojo tem a sua última conversa com o seu amigo imaginário. Ele pede que Jojo coloque a suástica e faça a saudação nazista. Qual é a atitude de Jojo?</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 9</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Jojo Rabitt ganhou o prêmio de melhor filme adaptado do Oscar de 2020 cercado por polêmicas. A principal delas envolvia a escolha do gênero comédia. O tema da Alemanha nazista sempre foi retratado pelo cinema através do relato histórico para demonstrar os horrores do nazismo e sua ideologia (filmes como “A lista de Schindler”, “Os últimos rebeldes” e o “O menino do pijama listrado”. O diretor do filme Taika Waititi foi por um caminho diferente: uma comédia infantil sobre o nazismo. O filme retrata como o menino JoJo é totalmente manipulado pela propaganda nazista até que ele consegue mudar de opinião e deixar de ser um admirador de Hitler. Para alguns críticos de cinema, o uso da comédia para retratar um período tão triste de nossa História seria uma forma de desrespeito às vítimas do nazismo. Você concorda com a impossibilidade de juntar nazismo e comédia? Justifique.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 10:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> (Spoilers do filme) Em sua opinião, quais dos acontecimentos fez com que Jojo deixasse de ser uma nazista? Justifique</span></p><ol style="margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">O fato de sua mãe Rosie ter sido morta pelos nazistas</span></p></li><li aria-level="1" dir="ltr" style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">O fato de Jojo se apaixonar pela garota judia</span></p></li><li aria-level="1" dir="ltr" style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Pelo fato dos aliados (americanos, ingleses e soviéticos) terem invadido a Alemanha para terminar a segunda guerra mundial.</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAms1hFn06BjTZgdq-PG65wbJRAA7JkdTi8hDZJFxAE7E8985zVuzcz5SIJQFSngAcaIdU1l8U6RP8-AD0sRRrtjgtbz0ptCpNt4Ib4Z-rcGyhiea357kxUQJSdS1cqRgDaxbUpSmRu9SX/s563/jojo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="561" data-original-width="563" height="319" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAms1hFn06BjTZgdq-PG65wbJRAA7JkdTi8hDZJFxAE7E8985zVuzcz5SIJQFSngAcaIdU1l8U6RP8-AD0sRRrtjgtbz0ptCpNt4Ib4Z-rcGyhiea357kxUQJSdS1cqRgDaxbUpSmRu9SX/s320/jojo.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcSHZIiScDsHtmOoD1Jy8JG0pMCcJUEE0f-rart3r75kCfwWvOo5qXbyUpO0ZNZjWpzSPiEpoFoVM3aeu1igoNdoZ6-m-5Acmix10UaFtmqiHrJISC_vVu7F8OYEX3TAmagtjSSQ8KfsRl/s884/jojo+6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="884" data-original-width="564" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcSHZIiScDsHtmOoD1Jy8JG0pMCcJUEE0f-rart3r75kCfwWvOo5qXbyUpO0ZNZjWpzSPiEpoFoVM3aeu1igoNdoZ6-m-5Acmix10UaFtmqiHrJISC_vVu7F8OYEX3TAmagtjSSQ8KfsRl/s320/jojo+6.jpg" width="204" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdkXt-K-Qb-LUUMK4hayValvwv0vXuYGx-Z3ZzMF6zwZ7U8d1tLCfNdqL8lS8WMn_Q2J7Yxa27u3qsGjnVdSK7fNi0UK-Wfo1uQHXewiE0Kl0VfxOD7e_0fNfyr6g05UcpBkkLrsQeTFg7/s755/Jojo+5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="755" data-original-width="514" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdkXt-K-Qb-LUUMK4hayValvwv0vXuYGx-Z3ZzMF6zwZ7U8d1tLCfNdqL8lS8WMn_Q2J7Yxa27u3qsGjnVdSK7fNi0UK-Wfo1uQHXewiE0Kl0VfxOD7e_0fNfyr6g05UcpBkkLrsQeTFg7/s320/Jojo+5.jpg" width="218" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGg5HVKkXrrS6ZW19EdEyDPPUWYhO4Su9AABJyYhO2QzNtuY9mWu3XvX5dV5BqhbI0uYhaCJ1OAsXmwpEYx2WjlwxIXqmyO6xSiEqm_M2D7qrtg_8R9L6Ay4UI41_nl3VaD2fLwFz4CnNW/s564/jojo+4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="423" data-original-width="564" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGg5HVKkXrrS6ZW19EdEyDPPUWYhO4Su9AABJyYhO2QzNtuY9mWu3XvX5dV5BqhbI0uYhaCJ1OAsXmwpEYx2WjlwxIXqmyO6xSiEqm_M2D7qrtg_8R9L6Ay4UI41_nl3VaD2fLwFz4CnNW/s320/jojo+4.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7itcadUVctysz8JTV-71oLADrn2HdOat72t5vjbEDUHcO162yH5VII8RYUiaM12xZGL3UHEF_KoCJTCh6-eTSJYc03teTLgv3FyYxlsPahlHg_h4euyJhzP4fah7YRAfvEULUdbF__EzS/s564/jojo+3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="564" data-original-width="564" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7itcadUVctysz8JTV-71oLADrn2HdOat72t5vjbEDUHcO162yH5VII8RYUiaM12xZGL3UHEF_KoCJTCh6-eTSJYc03teTLgv3FyYxlsPahlHg_h4euyJhzP4fah7YRAfvEULUdbF__EzS/s320/jojo+3.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwAeivn-iPAfDTfP3_vKWis_ovvr5qZnTsbXMd7-bBkaRLhyphenhyphenQy5b__1aNQ1fIHAEauuQkwsFE8EWRbE-NEoioAgjmr7ntA3odnIkVveAxvzHilDhF0EIF6X09nGW1zhM_rJK0LqTmcnim1/s564/jojo+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="564" data-original-width="564" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwAeivn-iPAfDTfP3_vKWis_ovvr5qZnTsbXMd7-bBkaRLhyphenhyphenQy5b__1aNQ1fIHAEauuQkwsFE8EWRbE-NEoioAgjmr7ntA3odnIkVveAxvzHilDhF0EIF6X09nGW1zhM_rJK0LqTmcnim1/s320/jojo+2.jpg" width="320" /></a></div><br /><p></p></li></ol></span>Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-69674399050698306152021-04-28T16:40:00.002-07:002021-04-28T16:47:50.397-07:00Trabalho do Primeiro Bimestre: A violência policial e o racismo através do curta “Dois estranhos” da Netflix.<p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Trabalho do Primeiro Bimestre: A violência policial e o racismo através do curta “Dois estranhos” da </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Netflix.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Professor: Sanger Nogueira</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Aluno(a):</span></p><p style="text-align: justify;"><b id="docs-internal-guid-eaeff04d-7fff-0e65-a517-ee612338271f" style="font-weight: normal;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Resumo do filme: </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Dois estranhos narra a vida de James Carter: um jovem negro preso em uma </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">armadilha do tempo. Ele vive e revive o mesmo dia todas as vezes com uma característica curiosa:</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">o personagem é sempre morto pelo policial Merk. O curta da Netflix ganhou o </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Oscar 2021</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">de curta metragem e promove uma discussão acerca da violência policial contra os negros. </span></p><p></p><div style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV4hR7i5U_9UtyO91pw51mDgtF5t8HD7vivqB9J7UX53rbWQ007G7qK4OqMcwNjtikQd7lCx2VcY2L6c1GXyPCJv7QRqWpK9VmhsPGnWKkHuAfS9P_iL-wXDRGA8ueU1pCsa2jKM9dndds/s1280/Dois+estranhos.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV4hR7i5U_9UtyO91pw51mDgtF5t8HD7vivqB9J7UX53rbWQ007G7qK4OqMcwNjtikQd7lCx2VcY2L6c1GXyPCJv7QRqWpK9VmhsPGnWKkHuAfS9P_iL-wXDRGA8ueU1pCsa2jKM9dndds/s320/Dois+estranhos.jpg" width="320" /></a></div><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTOK8_rDdgwo68kF7kg12PIbYFgkoGBGpxdd000z28I91OZkmPc1fc_JzMJVZLsoudJTkdKCPnW6DXnjLGj6pT7hqd4S1oAM1N_UIhHrOymc_qD5F5pEZC_iPuCTzmtxorteIr5K7JDhc-/s1280/dois+estranhos+3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTOK8_rDdgwo68kF7kg12PIbYFgkoGBGpxdd000z28I91OZkmPc1fc_JzMJVZLsoudJTkdKCPnW6DXnjLGj6pT7hqd4S1oAM1N_UIhHrOymc_qD5F5pEZC_iPuCTzmtxorteIr5K7JDhc-/s320/dois+estranhos+3.jpg" width="320" /></a></div><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"><div><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"><br /></span></div><div><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"><br /></span></div>Questão1</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> Durante o curta metragem, James Carter (personagem principal) é abordado diversas vezes pelo</span><div><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> policial Merk. Escreva dois motivos que levantam a suspeita do policial em relação ao personagem</span></div><div><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> principal.</span><p></p><p><b style="font-weight: normal;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Questão 2</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">O personagem principal está preso em uma armadilha do tempo: ele vive o mesmo dia várias vezes. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Em todos, ele tenta encontrar um caminho para evitar ser morto pelo policial. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Cite duas estratégias criadas por ele para evitar o fim trágico.</span></p><p><b style="font-weight: normal;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Questão 3:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">James Carter resolve conversar com a sua namorada sobre a situação de estar preso em uma </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">armadilha do tempo e ser morto toda vez pela mesma pessoa. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Qual é o conselho que a namorada fornece ao personagem principal?</span></p><p><b style="font-weight: normal;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Questão 4:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Após convencer o policial Merk sobre o fenômeno da armadilha do tempo, o personagem principal </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">pede para que o policial o leve em segurança para a sua casa. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">O personagem principal afirma que os negros são mais punidos e investigados pela polícia do </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">que os brancos. Escreva qual é o argumento do policial Merk para se contrapor ao discurso</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">do personagem principal.</span></p><p><b style="font-weight: normal;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Questão 5</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> Segundo o personagem principal, alguns americanos têm mais oportunidades do que os outros</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> americanos graças ao estabelecimento de uma condição. Escreva qual seria esse privilégio? </span></p><p><b style="font-weight: normal;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Questão 6: </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">O curta promove uma crítica social sobre a violência sofrida pelos negros norte-americanos.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Contudo, muitos especialistas afirmam que o negro brasileiro também é vítima da violência. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Segundo os</span><a href="https://brasil.elpais.com/brasil/2019/11/19/politica/1574195977_206027.html" style="text-decoration: none;"><span style="-webkit-text-decoration-skip: none; background-color: transparent; color: #1155cc; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"> dados do Atlas Brasileiro de Segurança Pública</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> (2019):</span></p><ul style="margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">De cada 100 pessoas assassinadas no Brasil, 75 pessoas são negras</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Das pessoas mortas em ações policiais, 75,4% eram negros</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">A chance de um jovem negro ser morto é 2,7 vezes maior do que um jovem branco</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">A partir dos dados apresentados e de suas reflexões, responda as perguntas abaixo<br /><br /><br /><br /></span></p></li></ul><p><b style="font-weight: normal;"><br /></b></p><ol style="margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: lower-alpha; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Você acredita que os negros brasileiros possuem as mesmas oportunidades de prosperarem</span><span style="font-size: 11pt;"> como os brancos brasileiros? Justifique a sua resposta</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: lower-alpha; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Em sua opinião, qual seria a razão do alto índice de mortalidade dos negros brasileiros?</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: lower-alpha; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Qual seria a sua solução para diminuir a mortalidade das pessoas negras no Brasil?</span></p></li></ol><p><b style="font-weight: normal;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Questão 7:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> O diálogo a seguir ocorre em uma sala de aula após a exibição do curta “Dois Estranhos”</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> da Netflix. Três colegas se reúnem para conversar sobre o filme.</span></p><p><b style="font-weight: normal;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Rogério</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">: Aquele filme do trabalho do professor foi muito louco! O sujeito morria e voltava toda hora. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Não conseguia escapar de jeito nenhum!</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Alessandro:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> Eu não gostei daquele filme. Acho que generalizou: passou a imagem do policial racista e do </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">negro inocente. Não gosto dessa história de “vítima da sociedade” </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Tais</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">: Como assim, Alessandro? O professor falou das estatísticas: morrem mais negros do que</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> brancos na segurança pública. No filme, o personagem sofreu uma dura por nada.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Rogério</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">: O policial do filme achou que o personagem estava com um cigarro de maconha e muita </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">grana no bolso. Desconfiou do personagem sem razão.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Alessandro</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">: Não vou passar pano para o policial do filme. Ele fez a abordagem toda errada no suspeito. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Sem falar que o policial tinha o “dedo nervoso”. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Não gostei do filme porque ele quer politizar uma questão: </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">o erro do policial maluco não pode ser o erro de toda a corporação policial.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Taís:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> Alessandro, a maneira como o policial abordou o personagem principal já é racismo. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">O policial pode ser maluco, mas o racismo da atitude dele é muito comum nas abordagens policiais. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">A corporação policial precisa lutar contra o racismo em seus membros.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Rogério</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">: Eu concordo com a Taís. Tem muito policial que esculacha as pessoas sem nenhuma razão. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Parece que o sujeito gosta de demonstrar poder.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Alessandro:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> Eu já acho o oposto. Os policiais fazem o trabalho sujo do Estado: reprimir a bandidagem</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> e a vagabundagem. Se você tem a vida direita, não precisa se preocupar em levar uma dura da polícia.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> Eles sabem diferenciar o cidadão de bem e os vagabundos. O resto é mimimi.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Tais:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> Falar que é mimimi é fechar os olhos para o Brasil! Precisamos ter uma polícia que não faça </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">um julgamento racista em seus suspeitos. Todo mundo ganha com uma polícia bem treinada, </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">bem remunerada e não racista.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Rogério:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> A Tais está sem limites hoje. Daria uma ótima representante de turma. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Alessandro, abra um pouco a sua cabeça.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Alessandro</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">: Eu não vou abrir minha cabeça. Repito: o cidadão de bem não precisa se preocupar com a polícia.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> Quem não estiver satisfeito, chame o Batman quando estiver sendo assaltado.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Rogério e Tais</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">: Você é um grande cabeça dura.</span></p><ol style="margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: lower-alpha; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Cite os personagens do diálogo que reconhecem o racismo exibido no curta e o personagem que não reconhece o racismo.</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: lower-alpha; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Em sua opinião, qual dos três personagens do diálogo está com a razão? Justifique </span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: lower-alpha; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Em sua opinião, qual é a melhor estratégia para acabar com o racismo na sociedade brasileira?</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: lower-alpha; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Qual é a crítica que o personagem Alessandro faz ao curta metragem “Dois estranhos”</span></p></li></ol></div>Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-62988873429988204762020-08-13T03:57:00.001-07:002020-08-13T03:57:55.913-07:00Trabalho de História: O modelo socialista e liberal através da animação “Superman: entre a foice e o martelo”<p><span style="font-family: Arial; font-size: 11pt; white-space: pre-wrap;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxmc7hN36-qadOHtl8lpza9Tf-srWGB_kKvra1R7jjEaqMESAce1KZHshBqAPPAYf0QuK_hcWn9CQdgaSwBXGPgBI9Jgrm9XBpG3851eG6pPB1SYE_LgVXIOqxVjOqi6rqAcQp_c1rZ8k4/s1280/superman+entre+a+foice+e+o+martelo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxmc7hN36-qadOHtl8lpza9Tf-srWGB_kKvra1R7jjEaqMESAce1KZHshBqAPPAYf0QuK_hcWn9CQdgaSwBXGPgBI9Jgrm9XBpG3851eG6pPB1SYE_LgVXIOqxVjOqi6rqAcQp_c1rZ8k4/s640/superman+entre+a+foice+e+o+martelo.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixzkI1U8PBk2Z68bNv4_33KttHSNV4O1iyH4lH4Kk6m2DNIEWYsmannC0mCbxAvkuDsNJzAEPOhU0S5ymYeBOrLUdRim42y33sIdFaQ13BVY4yqypaOR3mEGD8h1EryfQF11Ryt8kCDNt-/s1200/superman-entre-a-foice-e-o-martelo+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="675" data-original-width="1200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixzkI1U8PBk2Z68bNv4_33KttHSNV4O1iyH4lH4Kk6m2DNIEWYsmannC0mCbxAvkuDsNJzAEPOhU0S5ymYeBOrLUdRim42y33sIdFaQ13BVY4yqypaOR3mEGD8h1EryfQF11Ryt8kCDNt-/s640/superman-entre-a-foice-e-o-martelo+2.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUlVhlO_FEm5rl1O3mbgJMOTNRsMMVOPewYf-x6oZ0EGCxwZAwr3iCKiw0aVNnNHXIzh5AJ0AE0ZMfGU1f2f8WPml_KEJx5tHVIIxZt5WoNCzPvQIz2av3FaTVyvXjoorlrYJI22HLIzUg/s657/superman-entre-a-foice-e-o-martelo+3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="657" data-original-width="600" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUlVhlO_FEm5rl1O3mbgJMOTNRsMMVOPewYf-x6oZ0EGCxwZAwr3iCKiw0aVNnNHXIzh5AJ0AE0ZMfGU1f2f8WPml_KEJx5tHVIIxZt5WoNCzPvQIz2av3FaTVyvXjoorlrYJI22HLIzUg/s640/superman-entre-a-foice-e-o-martelo+3.jpg" /></a></div>Trabalho de História: O modelo socialista e liberal através da animação “Superman: entre a foice e o martelo”<p></p><span id="docs-internal-guid-795aef19-7fff-f196-5d83-d6961ecfc879"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Professor: Sanger Amaral Alves Nogueira</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Aluno(a): </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 1</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Em sua história original, superman aterrissa sua nave na cidade de Smallville nos Estados Unidos. A animação trabalha com a ideia de como imaginar o superman caindo em uma cidade da União Soviética durante o período conhecido como Stalinismo (1923/1954). Identifique 1 semelhança e 1 diferença entre o Superman tradicional (nascido nos Estados Unidos) e o superman da animação (nascido na União Soviética)</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 2</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Durante a inauguração da usina hidrelétrica, Stálin convida Superman para fazer um discurso para a população soviética. O homem de aço é retratado como um herói. Retire um trecho da fala que superman que identifica o caráter coletivista da sociedade soviética.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Dica: Coletivismo: a valorização do trabalho em conjunto ao invés do trabalho individual.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 3</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Superman viaja até metrópolis para evitar mortes pela queda de um satélite soviético. Na cidade americana, ele encontra a jornalista Lois Lane que pede uma entrevista com ele. Ao perceber que Superman recusa a conversa, a jornalista identifica que o Superman tem medo de uma coisa. Cite essa coisa que provoca medo no Superman.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 4:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Superman visita Lois Lane no Planeta Diário e os dois promovem um debate sobre as diferenças entre o modelo capitalista e socialista. Sobre o encontro, responda as perguntas abaixo:</span></p><ol style="margin-bottom: 0; margin-top: 0;"><li dir="ltr" style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Segundo Superman, quais seriam os objetivos de uma sociedade socialista?</span></p></li><li dir="ltr" style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Para Lois Lane, Os Estados Unidos representam os protetores do mundo livre. Superman retruca dizendo que os Estados Unidos se desenvolveram com base na exploração. Cite o nome dos dois grupos que foram explorados.</span></p></li><li dir="ltr" style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Lois Lane entrega um documento confidencial sobre a existência dos “Gulags” na União Soviética. O que eram os Gulags?</span></p></li></ol><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 5</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Após descobrir a existência dos Gulags, Superman vai ao encontro de Stálin em busca de respostas. Explique qual a justificativa de Stálin para a existência dos gulags.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 6</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Ainda sobre o embate entre Superman e Stálin, qual a atitude do homem de aço após Stálin revelar a necessidade de matar pessoas contra a ideologia do partido socialista?</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 7:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Durante a segunda metade do século XX, o mundo ficou dividido entre os países que seguiam o modelo de sociedade capitalista (Estados Unidos) e os países que seguiam o modelo socialista (União Soviética). Contudo, em vários países, (Coréia, Vietnã) as populações promoveram guerra civis entre os apoiadores do capitalismo e do socialismo. Na animação, Superman começa a participar das guerra civis em favor do socialismo. Para enfrentar o homem de aço, qual é o plano dos Estados Unidos a partir da inteligência de Lex Luthor?</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 8:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> A vitória do Superman contra o Homem superior americano é o começo da expansão do socialismo pela Europa. Com o passar do tempo, os países socialistas experimentam o desenvolvimento econômico e a diminuição da fome e miséria. Durante a exposição em museu, a voz do Batman é ouvida pela população. Escreva qual é a crítica que o Batman faz em relação ao “mundo utópico” criado pelo Superman?</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 9:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Stálin usava os Gulags para as pessoas que não concordavam com os ideais do socialismo ou que questionavam a sua autoridade. Qual era o instrumento usado pelo Superman com as pessoas que duvidavam dos valores defendidos pelo socialismo?</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 10:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> A mulher maravilha interrompe o confronto entre o Superman e a Tropa dos Lanternas Verdes. Qual é a crítica que ela faz sobre a disputa entre os Estados Unidos e a União Soviética.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 11:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> O debate acerca do socialismo e do liberalismo/capitalismo envolve uma discussão filosófica acerca dos valores da liberdade e da igualdade. Os favoráveis ao conceito de liberdade afirmam que ela (a liberdade) é fundamental para o pleno exercício dos direitos universais das pessoas. Nenhuma pessoa ou instituição pode retirar a nossa liberdade de perseguir nossos desejos (fama, dinheiro ou felicidade) em nome de uma sociedade sem desigualdade social ou exploração econômica. Por outro lado, os defensores da igualdade argumentam que: é preciso superar a visão individualista de cada um por si por uma noção coletiva sobre a vida: os nossos desejos individuais precisam ser enquadrados dentro de uma noção de bem estar social. A superação de problema sociais (fome, exploração e atraso tecnológico) devem ter prioridade sobre os nossos desejos individuais. Não podemos concordar com uma sociedade em que uma minoria de pessoas conseguem realizar os seus desejos individuais em detrimento de uma maioria que é explorada e não consegue ter os seus direitos assegurados.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Sobre o debate acerca dos valores da liberdade e igualdade, qual é o valor mais importante em sua opinião? Justifique a sua resposta.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 12</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Veja os exemplos abaixo e diga se eles são influenciados pela ideia de liberdade ou igualdade</span></p><br /><ol style="margin-bottom: 0; margin-top: 0;"><li dir="ltr" style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">A elaboração de uma lei para estabelecer o porte e a posse de armas</span></p></li><li dir="ltr" style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">A criação da escola pública</span></p></li><li dir="ltr" style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">O direito das pessoas transexuais de substituir o seu nome de nascimento pelo nome social</span></p></li><li dir="ltr" style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">O surgimento das políticas públicas focalizadas nos mais pobres (Bolsa família)</span></p></li></ol></span>Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-5523194194096491912020-04-26T09:46:00.001-07:002020-04-26T10:01:46.986-07:00Trabalho de história: A questão da solidariedade social através do filme “O Poço”.<br /><br />Trabalho de história: A questão da solidariedade social através do filme “O Poço”.<br /><br />Professor: Sanger Amaral Alves Nogueira<br /><br /><div>
<b>Questão 1</b>: Goreng entrou voluntariamente no poço para conseguir realizar duas atividades. Cite quais eram elas.<br /></div>
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<b>Questão 2</b>: Com o fim da primeira refeição que Goreng e Trimagasi realizam no poço, o idoso resolve cuspir na mesa de refeição que será oferecida ao próximo nível. Goreng pergunta qual o motivo que fez Trimagasi cuspir na comida dos outros. Qual é a explicação do senhor idoso?<br /><br /><b>Questão 3:</b> Trimagasi explica para Goreng a existência de mais de 100 níveis do poço e que a comida quase nunca chega aos níveis mais baixos. O personagem principal fala que era preciso conversar com os níveis mais altos para que façam um racionamento de comida. Ao ouvir a solução de Goreng, Trimagasi o acusa de ser comunista. Qual é a crítica que Trimagasi faz ao plano de Goreng?<br /><br /><b>Questão 4</b>: Goreng e Trimagasi acordam no nível 171. Por ser mais experiente e conhecedor do poço, Trimagasi amarra Goreng e explica o seu plano para viver 30 dias em um nível em que a comida não chega: ele vai cortar a carne de Goreng de modo que ele não morra. Goreng não aceita o plano do idoso e o acusa de ser um assassino e o responsável pela morte do protagonista. Trimagasi aceita ser visto como o responsável pela morte de Goreng? Justifique a sua resposta.<br /><br /><b>Questão 5:</b> Ao chegar no nível 33, Goreng encontra a sua nova parceira. Imoguiri: ela era uma funcionária da administração do poço. Goreng pergunta o motivo da quantidade de comida não ser o suficiente para todos os níveis do poço. Escreva qual foi a resposta de Imoguiri.<br /><br /><b>Questão 6</b>: Ainda no nível 33, Imoguiri explica para Goreng o objetivo do Centro vertical de autogestão (nome oficial do poço): a produção da solidariedade espontânea entre desconhecidos. Ela acredita que, se cada pessoa comer apenas o necessário, a comida chegaria para todos. Ela tenta usar o seu argumento para os membros do nível 34. Ela consegue convencê-los? Justifique.<br /><br /><b>Questão 7</b>: Goreng e Imoguiri já estão há mais de 15 dias no nível 33 e o discurso de solidariedade espontânea dela ainda não consegue influenciar as pessoas. Percebendo e ineficiência do método de sua companheira, Goreng ameaça os membros do nível 34: eles deveriam obedecer a orientação de Imoguiri para ele não misturar a comida com as suas fezes. Os membros do nível 34 aceitam a orientação de Goreng, mas Imoguiri o crítica. Qual foi a crítica que Imoguiri fez ao Goreng?<br /><br /><b>Questão 8:</b> Temos a passagem de mais 1 mês: Goreng está no nível 6 e tem como companheiro o místico Barahat( que acredita conversar com Deus). Goreng convence Barahat de que eles precisam descer na plataforma juntos. Explique qual é o plano de Goreng.<br /><br /><b>Questão 9</b>: Goreng e Barahat começam a descer juntos com a plataforma. Eles resolvem que ninguém comerá até a chegar ao nível 51. No entanto, qual é o método utilizados por eles para impedir que os níveis mais privilegiados comessem?<br /><br /><b>Questão 10</b>: Um dos temas trabalhados no filme é a questão da origem da solidariedade espontânea entre pessoas desconhecidas. Faça uma pesquisa na internet e escreva o nome de 2 instituições que funcionam com base na solidariedade espontânea.<br /><br /><b>Questão 11</b>: Leia o texto do Jornal Folha de São Paulo “Filme “o poço” reflete era do coronavírus e mostra que o terror sempre foi político” e responda as perguntas:<br /><br />Link do texto completo: <a href="https://www1.folha.uol.com.br/ilustrada/2020/04/filme-o-poco-reflete-era-do-coronavirus-e-mostra-que-o-terror-sempre-foi-politico.shtml">https://www1.folha.uol.com.br/ilustrada/2020/04/filme-o-poco-reflete-era-do-coronavirus-e-mostra-que-o-terror-sempre-foi-politico.shtml</a><br /><br /><div style="text-align: center;">
Parte 1 do texto</div>
<i>Carrinhos de supermercado carregando pilhas de alimentos e deixando prateleiras vazias. Vendedores superfaturando o preço do álcool em gel comprado às vésperas do pânico generalizado. Farmácias sem estoque de máscaras para aqueles que de fato precisam delas.</i><br /><br /><i>Cenas como essas se tornaram comuns em todo o mundo desde a eclosão da pandemia do coronavírus . E elas têm muito a dizer.</i><br /><br /><i>Elas falam sobre egoísmo em contraste com a solidariedade, o desespero contra a racionalidade. São temas intrínsecos à trama de um novo terror da Netflix, que chegou sem alarde à plataforma, mas que, talvez pelo momento atual, tem feito barulho nas redes sociais —as rodas de conversa em tempos de quarentena.</i><br /><br /><i>Por coincidência, . Nela, uma prisão vertical abriga um par de detentos por andar —são dezenas e dezenas deles. Bem no meio do prédio, uma plataforma passeia todos os dias, de cima a baixo, levando comida.</i><br /><br /><br />a) Tanto as pessoas do filme (que comiam o máximo possível sem pensar nos outros) como as pessoas da vida real (que começaram a estocar alimentos para enfrentar a pandemia do coronavírus) estavam motivados por um medo. Qual seria esse medo?<br /><br />b) Durante a pandemia do coronavírus, as pessoas começaram a agir de em defesa do seu interesse pessoal imediato e esqueceram da solidariedade voluntária. Um debate foi aberto na sociedade: como estimular a solidariedade? Para uns, o Estado deveria punir as pessoas que estariam acumulando remédios, alimentos, material de proteção. Para outros, as próprias pessoas deveriam conversar com os acumuladores explicando as consequências de suas atitudes individualistas. Em sua opinião, quem está com a razão? Justifique.<br /><br /><div style="text-align: center;">
Parte 2 do Texto</div>
<br /><i>Pesquisador do gênero de terror no cinema, Carlos Primati concorda. “O cinema fantástico como um todo permite que uma história funcione, de maneira mais ou menos explícita, como um comentário social.”</i><br /><br /><i>“Você conta uma história realista, só que filiado ao sobrenatural, à ficção, a algum monstro. O filme de terror só faz sucesso, só repercute com o público, se ele trabalhar em cima dos medos que fazem sentido naquele momento”, acrescenta.</i><br /><br /><i>E a regra sempre esteve aí. Depois do 11 de Setembro, muitas histórias de terror retratavam o medo do estrangeiro e os perigos da xenofobia, como “A Vila”, dirigido por M. Night Shyamalan há 16 anos.</i><br /><br /><i>Na década de 1980, quando o republicano Ronald Reagan governava os Estados Unidos com suas políticas conservadoras, o gênero slasher, mais exagerado, reinava com seus psicopatas que matavam adolescentes sexualmente libertos. Em contrapartida, o Freddy Krueger de “A Hora do Pesadelo 2”, de 1985, é interpretado como uma metáfora para o medo da homossexualidade presente naquela década.</i><br /><br /><i>Em 1968, George Romero traçava um paralelo com a luta pelos direitos civis em “A Noite dos Mortos-Vivos”, com seu protagonista negro que sobrevive a hordas de zumbis só para ser morto por policiais brancos no final do longa.</i><br /><br /><br />c) De acordo com o pesquisador de cinema Carlos Primati, é possível falar dos problemas do mundo real através dos filmes de terror? Cite um trecho do artigo que comprove a sua resposta.<br /><br /><br />d) Você já conseguiu refletir sobre os problemas do mundo real através de filmes ou animações? Justifique<div class="separator" style="clear: both; text-align: center;">
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Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-81081584603554636032019-10-22T09:30:00.000-07:002019-10-22T09:32:30.180-07:00Trabalho de história: as relações entre pais e filhos com a tecnologia através do filme "Homens, mulheres e filhos"<div style="text-align: justify;">
Trabalho de História. Professor: Sanger Amaral Alves Nogueira </div>
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Tema: As relações entre país e filhos com a tecnologia através do filme “Homens, mulheres e filhos”
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<b>Questão 1</b>: A mãe( Patrícia) supervisiona as interações sociais da filha nas redes sociais. Qual é o motivo da mãe investigar as redes sociais da filha. </div>
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<b>Questão 2</b>: Hannah estava passeando no shopping com a sua mãe quando percebe questão recebendo inscrições para participar de uma feira de talentos. Hannah deseja participar e precisa escrever um texto de como ela achava que seria o futuro dela daqui há 10 anos. Escreva qual foi a resposta dela.
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<b>Questão 3</b>: Kent (pai do Tim) vai em uma reunião preocupado com o gosto excessivo pelo videogame chamado <i>"Guild wars"</i>. Patricia não gosta da influência que os games promovem nas crianças. Segundo ela, quais são as consequências, para os adolescentes, que são viciados em games? </div>
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<b>Questão 4</b>: Depois da briga no refeitório da escola, Tim vai para a sala do psicólogo da escola. O adulto pergunta ao adolescente se existia algo em que ele se importasse de verdade. Escreva qual foi a resposta de Tim. </div>
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<b>Questão 5</b>: Donna (mãe de Hannah) recebe uma ligação da agência de talentos cancelando o contrato com a garota. Qual foi a justificativa da agência para o desligamento da garota da agência de talentos? </div>
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<b>Questão 6</b>: Patricia viaja até o Hospital e encontra a sua filha Brandy junto com o hospitalizado Tim. A mãe começa a chorar ao visualizar a cena. Em sua opinião, Patricia mudará a sua relação de vigilância com a filha. Justifique. </div>
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<b>Questão 7</b>: Veja os personagens a seguir (Tim, Hannah, Patricia, Brandy, Cris, Kent, Donna, Alisson) e escreva o nome deles de acordo com as características de cada letra: </div>
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A) Adolescente que deseja emagrecer para chamar atenção dos rapazes </div>
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B) Adulto que vigia constantemente as ações de sua filha na internet </div>
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C) Adolescente que está viciado em acessar sites pornográficos na internet </div>
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D)Adulto que não aceita o seu filho trocar o futebol americano por jogos de videogame
E)Adolescente que não consegue entender a importância o sentido da vida </div>
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F) Adulto que deseja que sua filha se torne uma pop star </div>
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G)Adolescente que é vítima dos abusos de vigilância de sua mãe </div>
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H) Adolescente que associa sua auto estima com o número de fãs do seu perfil na internet. </div>
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<b>Questão 8</b>: Leia o trecho abaixo do livro “Pálido ponto azul” de Carl Sagan e responda as perguntas:
“Olhem de novo para o ponto. É ali. É a nossa casa. Somos nós. Nesse ponto, todos aqueles que amamos, que conhecemos, de quem já ouvimos falar, todos os seres humanos que já existiram, vivem ou viveram as suas vidas. Toda a nossa mistura de alegria e sofrimento, todas as inúmeras religiões, ideologias e doutrinas econômicas, todos os caçadores e saqueadores, heróis e covardes, criadores e destruidores de civilizações, reis e camponeses, jovens casais apaixonados, pais e mães, todas as crianças, todos os inventores e exploradores, professores de moral, políticos corruptos, “superastros”, “lideres supremos”, todos os santos e pecadores da historia da nossa espécie, ali – num grão de poeira suspenso num raio de sol. A Terra é um palco muito pequeno em uma imensa arena cósmica. Pensem nos rios de sangue derramados por todos os generais e imperadores para que, na glória do triunfo, pudessem ser os senhores momentâneos de uma fração desse ponto. Pesem nas crueldades infinitas cometidas pelos habitantes de um canto desse pixel contra os habitantes mal distinguíveis de algum outro canto, em seus frequentes conflitos, em sua ânsia de recíproca destruição, em seus ódios ardentes. Nossas atitudes, nossa pretensa importância, a ilusão de que temos uma posição privilegiada no Universo, tudo é posto em dúvida por esse ponto de luz pálida. O nosso planeta é um pontinho solitário na grande escuridão cósmica circundante. Em nossa obscuridade, em meio a toda essa imensidão, não há nenhum indício de que, de algum outro mundo, virá socorro que nos salve de nós mesmos. A Terra é, até agora, o único mundo conhecido que abriga a vida. Não há nenhum outro lugar, ao menos no futuro próximo, para onde nossa espécie possa migrar. Visitar, sim. Goste-se ou não, no momento a Terra é o nosso posto. Tem-se dito que a astronomia é uma experiência que forma o caráter e ensina humildade. Talvez não exista melhor comprovação da loucura das vaidades humanas do que esta distante imagem de nosso mundo minúsculo. Para mim, ela sublinha a responsabilidade de nos relacionarmos mais bondosamente uns com os outros e de preservarmos e amarmos o pálido ponto azul, o único lar que conhecemos.”
É sempre bom relativizar o drama humano, sobretudo em tempos em que a inteligência parece ter abandonado o planeta. </div>
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a) O texto de Carl Sagan trabalha com a ideia de que, por mais que possamos diferenciar as pessoas pelo caráter, religião ou classe social, existe algo que une todos os seres humanos. Escreva qual seria esse denominador comum? </div>
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b) O fato de o planeta Terra ser apenas um pálido ponto azul no espaço estimula a superioridade ou a responsabilidade do ser humano? Cite um trecho do texto que comprove a sua resposta</div>
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c) Faça uma pesquisa na internet e identifique dois problemas que poderiam colocar em risco a vida no planeta Terra. </div>
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d) De acordo com o texto de Carl Sagan, a humanidade pode esperar ajuda para os problemas entre os homens possam ser resolvidos por uma força não humana? Quem seria o responsável por manter a harmonia da vida no planeta? </div>
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<b>Questão 9:</b> O filme trabalha com dois valores essenciais para a vida moderna: a liberdade que os adolescentes precisam ter para construir sua personalidade e a segurança que os país desejam para os filhos. A tecnologia é vista como sendo o elemento que une a liberdade e a segurança. Sobre o dilema liberdade e segurança, responda as seguintes perguntas:
a) Suponhamos que o seu responsável lhe peça o seu celular para colocar um aplicativo espião que monitore todas as suas conversas nas redes socais em nome de sua segurança. Você aceitaria o aplicativo? Justifique
b) Suponhamos que o seu namorado (a) lhe peça uma chamada “prova de amor”: os dois colocariam o aplicativo espião em seus respectivos celulares para manter a segurança do seu relacionamento. Você aceitaria o seu aplicativo? Justifique] </div>
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<b>Questão 10</b>: O mercado de aplicativos que espionam os filhos está crescendo muito nos Estados Unidos e no Brasil. Contudo, entre os compradores do aplicativo, existe um debate acerca da necessidade, ou não, de avisar aos filhos que eles estão sendo vigiados pelos pais. Para os apoiadores do segredo, os filhos não teriam direito ao que chamamos de privacidade. Para outros, os responsáveis precisam avisar aos filhos que eles estão sendo monitorados em suas relações sociais pela internet. Em sua opinião, quem está com a razão? Justifique.</div>
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<br />Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0R. Itamaracá, 622 - Concórdia, Belo Horizonte - MG, 31110-590, Brasil-19.9028277 -43.9345338-45.4248622 -85.2431278 5.6192068000000006 -2.6259397999999976tag:blogger.com,1999:blog-4533900880809857708.post-69115862271138946742019-08-21T13:37:00.001-07:002019-08-21T13:37:38.671-07:00Trabalho de História: as relações raciais contemporâneas através da série Cara gente Branca. Episódios usados: 1, 5, 6 (primeira temporada) <br />
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<span style="background: white; color: #202124; font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: .05pt;">Trabalho de história: as relações
raciais contemporâneas através da série Cara gente Branca. Episódios usados: 1,
5, 6 (primeira temporada) Professor:
Sanger Nogueira<o:p></o:p></span></div>
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<span style="background: white; color: #202124; font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: .05pt;">Aluno(a):</span></div>
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<o:p></o:p><br />
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: .05pt;">Questão 1</span></b><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: .05pt;">: Escreva o objetivo de Samantha White
ao criar o programa de rádio "Cara gente branca"?</span><span style="color: #202124; font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: .05pt;"><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 2</span></span></b><span style="background: white;">: O que é
uma festa <i style="mso-bidi-font-style: normal;">black face</i>?</span></span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 3:</span></span></b><span style="background: white;"> Segundo
alguns universitários brancos da série, a festa black face foi apenas uma
manifestação de humor e não um caso de racismo. Você concorda? Justifique.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 4</span></span></b><span style="background: white;">: Cite uma
cena em que algum personagem negro da série é alvo de racismo.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 5</span></span></b><span style="background: white;">: Na cena
do Reggie e do policial armado, explique qual foi o racismo praticado pelo
policial com o personagem.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 6</span></span></b><span style="background: white;">: Escreva
o nome do sentimento que fez Reggie chorar no fim do episódio. </span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão7</span></span></b><span style="background: white;">: A série
"Cara gente branca" está sendo alvo de uma polêmica nos Estados
Unidos. Pessoas de cor branca estão acusando a série de praticar o chamado
"racismo reverso". Você concorda com tal julgamento? Justifique.</span><o:p></o:p></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: .05pt;">Questão
8:</span></b><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: .05pt;"> Veja os seguintes textos
e responda as perguntas:<o:p></o:p></span></div>
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<span style="background: white; color: #202124; font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: .05pt;">Texto 1: Declaração de independência dos
Estados Unidos.<o:p></o:p></span></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">“Consideramos estas verdades como evidentes por si
mesmas, que todos os homens são criados iguais, dotados pelo Criador de certos
direitos inalienáveis, que entre estes estão a vida, a liberdade e a procura da
felicidade. Que a fim de assegurar esses direitos, governos são instituídos
entre os homens, derivando seus justos poderes do consentimento dos governados;
que, sempre que qualquer forma de governo se torne destrutiva de tais fins, cabe
ao povo o direito de alterá-la ou aboli-la e instituir novo governo, baseando-o
em tais princípios e organizando-lhe os poderes pela forma que lhe pareça mais
conveniente para realizar-lhe a segurança e a felicidade”.<o:p></o:p></span></i></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Texto 2: Discurso
poético do personagem Reggie no episódio 6:<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">“<i style="mso-bidi-font-style: normal;">Achamos que essas verdades são evidentes. Que todos os homens nascem
iguais. Que recebem do seu Criador certos direitos intransferíveis. Entre eles,
a vida, a liberdade e a busca pela felicidade. A não ser que seja negro e que
tenha opinião. Aí só recebe uma bala. Uma bala que me encurrala no fim. Que
fura minha pele e tira meus sonhos de mim. Minha mãe não ouve minha fala
urgente só por eu ser diferente. Uma bala que me manteve refém. Arma na cara, o
ódio errado dispara. Pele branca ou clara na jogada. Para mim é a pele errada.
Me julgam sem eu ter cometido um crime. Dedo no gatilho querendo provar seu
valor tirando o meu a fogo. Minha vida em suas mãos. Minha vida em jogo. Fred
Hampton, Tamir Rice, Rekia Body, Reggie Green. Salvo por meu documento mostrar.
E assim ele pode me dar a liberdade que nem devia tirar. Vida, liberdade e a
busca pela felicidade. Pra algum de nós, talvez, isso não seja tão evidente
assim.”<o:p></o:p></i></span></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">A
declaração de independência dos Estados Unidos foi um documento elaborado no
século XVIII e influenciado pelas idéias do iluminismo. Foi considerado revolucionário
na época em que foi escrito por estabelecer a igualdade de direitos de todos os
americanos. O texto 2 (discurso do Reggie) considera a declaração de
independência como realidade para todos os americanos? Cite um trecho do texto
2 que comprove a sua resposta.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Os
dois textos tratam da busca pela felicidade como direito universal. De acordo com
os episódios que assistimos, o que poderíamos classificar como busca da
felicidade para Reggie Green e Samantha White?<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Escreva
duas críticas sociais que Reggie Green está realizando com o seu discurso.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Em
sua opinião, a poesia em forma de protesto de Reggie Green pode ser transposta
para a realidade da sociedade brasileira? <span style="mso-spacerun: yes;"> </span>Justifique.<o:p></o:p></span></div>
<br />Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-2349078745791322862019-08-10T08:27:00.000-07:002019-08-10T08:27:21.864-07:00Trabalho de história: a Ku Klux Klan e o racismo através do filme infiltrado na klan de Spike Lee.<br />
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<div class="MsoNormal">
<span style="background: white; color: #202124; font-family: "Arial","sans-serif"; letter-spacing: .1pt;">Professor: Sanger Amaral Alves Nogueira<span style="mso-spacerun: yes;"> </span>Aluno(a):<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal;">
<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; letter-spacing: .05pt;">Questão 1</span></b><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; letter-spacing: .05pt;">: Logo no começo do filme,
é mostrada uma gravação em preto e branco com um membro da Ku Klux Klan falando
do risco que a América estaria sofrendo. Qual era o risco falado na gravação?</span><span style="color: #202124; font-family: "Arial","sans-serif"; letter-spacing: .05pt;"><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 2</span></span></b><span style="background: white;">: Ainda na
gravação do membro da Ku Klux Klan, quais características são usadas para
adjetivar os negros americanos?</span></span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 3:</span></span></b><span style="background: white;"> O
policial ganha sua primeira tarefa: assistir uma palestra com um importante
líder do grupo político denominado "Panteras negras". Faça uma
pesquisa e responda qual era o objetivo do grupo Panteras negras.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 4</span></span></b><span style="background: white;">: O
policial Ron se infiltra na palestra para ouvir o discurso do líder dos
Panteras negras. Sobre o discurso, responda as seguintes perguntas:</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">A) Segundo o líder
do grupo panteras negras, o padrão de beleza que consideramos universal, é,
realmente, universal? Justifique</span></span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">B) De acordo com o
discurso do líder do grupo Panteras negras, qual seria a solução para lidar com
o racismo dos policiais americanos?</span></span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">C) Para o grupo
Panteras negras, era possível uma convivência harmoniosa entre brancos e negros
nos Estados Unidos?</span></span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 5</span></span></b><span style="background: white;">: Ron
Stallworth é transferido para o setor de inteligência da polícia. Em seu novo
trabalho, ele desenvolve a ideia de se infiltrar na Ku Klux Klan. No entanto,
por ser negro, ele não poderia aparecer. Explique qual era o plano de Ron para
se infiltrar na organização racista.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 6</span></span></b><span style="background: white;">: No
jantar entre Ron Stallworth e Patrice (líder da união negra de estudantes), Ron
reclama do uso do termos "porcos" para se referir ao policiais.
Angela rebate falando que policiais racistas matam negros. Qual é o argumento
usado por Ron para evitar o uso do termo "porcos"?</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 7</span></span></b><span style="background: white;">: Na cena
do "Batismo" de Phillip Zimmermann (disfarçado de Ron Stallworth).
David Duke (grande mago da Ku Klux Klan) fala sobre os deveres de um membro da
KKK. Escreva quais seriam os deveres de um membro da organização. </span><o:p></o:p></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; letter-spacing: .05pt;">Questão8</span></b><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; letter-spacing: .05pt;">: Durante a década de 60,
os negros americanos eram influenciados tanto pela idéias de Martin Luther King
(pastor evangélico) como por Malcom X (líder dos panteras negras). Apesar dos
dois personagens lutarem contra a opressão dos negros nos Estados Unidos. Eles
apresentavam profundas diferenças no método de combate ao racismo. Leia um pedaço
do trecho de cada personagem e responda as perguntas.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; letter-spacing: .05pt;">Trecho do discurso número
1</span></b><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; letter-spacing: .05pt;">: Malcom X em “Quem te ensinou a odiar a
si mesmo” (</span><span style="font-family: "Arial","sans-serif";">A Transcrição
e a tradução do discurso foi realizada por Carol Correia e pode ser conferida
no seguinte link: <a href="https://medium.com/revista-subjetiva/quem-te-ensinou-a-odiar-a-si-mesmo-de-malcolm-x-58c3c837ff7a">https://medium.com/revista-subjetiva/quem-te-ensinou-a-odiar-a-si-mesmo-de-malcolm-x-58c3c837ff7a</a><span style="background: white; color: #202124; letter-spacing: .05pt;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: normal;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; letter-spacing: -.05pt;">Quem
te ensinou a odiar a textura do seu cabelo? Quem te ensinou a odiar a cor da
sua pele de tal forma que você passa alvejante para ficar como o homem branco?
Quem te ensinou a odiar a forma do nariz e a forma dos seus lábios? Quem te
ensinou a se odiar do topo da cabeça para a sola dos pés? Quem te ensinou a
odiar pessoas que são como você? Quem te ensinou a odiar a raça que você
pertence, tanto assim que você não quer estar entre outros como você?<span style="mso-spacerun: yes;"> </span>Não, antes de vir perguntar ao Sr. Muhammad
se ele ensina ódio, você deve se perguntar quem lhe ensinou a odiar como Deus
te fez. Nós ensinamos você a amar o cabelo que Deus lhe deu. Nós não roubamos,
não jogamos, não mentimos e não enganamos. Isso também priva o governo da
receita porque você não pode comprar uma garrafa de Whisky sem passar pelo selo
do governo. Você não pode comprar um baralho de cartas sem passar pelo selo do
governo. Aqui, o homem branco faz o Whisky, então o põe na prisão por ficar
bêbado. Ele vende as cartas e os dados e o coloca na prisão quando ele o pega
usando-os. Então ele está contra nós porque nós consertamos isso, de modo que
ele não pode te pegar mais. Nós tiramos os dados de suas mãos e os cartões de
suas mãos e o Whisky fora de sua cabeça.</span></i><span style="background: white; color: #202124; font-family: "Arial","sans-serif"; letter-spacing: .05pt;"><o:p></o:p></span></div>
<div class="ld" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; letter-spacing: -.05pt;">A pessoa mais desrespeitada na América é a mulher negra.
A pessoa mais desprotegida na América é a mulher negra. A pessoa mais
negligenciada na América é a mulher negra.<o:p></o:p></span></i></div>
<div align="center" class="ld" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; letter-spacing: -.05pt;">Trecho do discurso número 2:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; letter-spacing: -.05pt;">
Martin Luther King em: “Eu tenho um sonho”<o:p></o:p></span></div>
<div style="background: white; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">Cem anos atrás um
grande americano, em cuja sombra simbólica nos encontramos hoje, assinou a
proclamação da emancipação [dos escravos]. Este decreto momentoso chegou como
grande farol de esperança para milhões de escravos negros queimados nas chamas
da injustiça abrasadora. Chegou como o raiar de um dia de alegria, pondo fim à
longa noite de cativeiro.<o:p></o:p></span></i></div>
<div style="-webkit-text-stroke-width: 0px; background: white; box-sizing: border-box; color: rgba(33, 33, 33, 0.9); font-variant-caps: normal; font-variant-ligatures: normal; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; orphans: 2; outline: 0px; text-align: start; widows: 2; word-spacing: 0px;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">Mas, cem anos mais tarde, o negro ainda não está livre.
Cem anos mais tarde, a vida do negro ainda é duramente tolhida pelas algemas da
segregação e os grilhões da discriminação. Cem anos mais tarde, o negro habita
uma ilha solitária de pobreza, em meio ao vasto oceano de prosperidade
material. Cem anos mais tarde, o negro continua a mofar nos cantos da sociedade
americana, como exilado em sua própria terra. Então viemos aqui hoje para
dramatizar uma situação hedionda.<o:p></o:p></span></i></div>
<div style="background: white; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">Mas há algo que
preciso dizer a meu povo posicionado no morno liminar que conduz ao palácio da
justiça. No processo de conquistar nosso lugar de direito, não devemos ser
culpados de atos errados. Não tentemos saciar nossa sede de liberdade bebendo
do cálice da amargura e do ódio.<o:p></o:p></span></i></div>
<div style="-webkit-text-stroke-width: 0px; background: white; box-sizing: border-box; color: rgba(33, 33, 33, 0.9); font-variant-caps: normal; font-variant-ligatures: normal; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; orphans: 2; outline: 0px; text-align: start; widows: 2; word-spacing: 0px;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">Temos de conduzir nossa luta para sempre no alto plano da
dignidade e da disciplina. Não devemos deixar nosso protesto criativo degenerar
em violência física. Precisamos nos erguer sempre e mais uma vez à altura
majestosa de combater a força física com a força da alma.<o:p></o:p></span></i></div>
<div style="-webkit-text-stroke-width: 0px; background: white; box-sizing: border-box; color: rgba(33, 33, 33, 0.9); font-variant-caps: normal; font-variant-ligatures: normal; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; orphans: 2; outline: 0px; text-align: start; widows: 2; word-spacing: 0px;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">A nova e maravilhosa militância que tomou conta da comunidade
negra não deve nos levar a suspeitar de todas as pessoas brancas, pois muitos
de nossos irmãos, conforme evidenciado por sua presença aqui hoje, acabaram por
entender que seu destino está vinculado ao nosso destino e que a liberdade
deles está vinculada indissociavelmente à nossa liberdade.<o:p></o:p></span></i></div>
<div style="-webkit-text-stroke-width: 0px; background: white; box-sizing: border-box; color: rgba(33, 33, 33, 0.9); font-variant-caps: normal; font-variant-ligatures: normal; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; orphans: 2; outline: 0px; text-align: start; widows: 2; word-spacing: 0px;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">Não podemos caminhar sozinhos.<o:p></o:p></span></i></div>
<div style="background: white; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">Jamais estaremos
satisfeitos enquanto nossos corpos, pesados da fadiga de viagem, não puderem
hospedar-se nos hotéis de beira de estrada e nos hotéis das cidades. Não
estaremos satisfeitos enquanto a mobilidade básica do negro for apenas de um
gueto menor para um maior. Jamais estaremos satisfeitos enquanto nossas
crianças tiverem suas individualidades e dignidades roubadas por cartazes que
dizem ‘exclusivo para brancos’. Jamais estaremos satisfeitos enquanto um negro
no Mississippi não puder votar e um negro em Nova York acreditar que não tem
nada em que votar. Não, não estamos satisfeitos e só ficaremos satisfeitos
quando a justiça rolar como água e a retidão correr como um rio poderoso.<o:p></o:p></span></i></div>
<div style="background: white; margin-bottom: 12.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">O
Texto de Malcolm X defende a ideia de que a luta contra a opressão começa com
qual tipo de atitude?<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">Segundo
o líder dos Panteras Negras, a mulher negra é a maior vítima da opressão dentro
da sociedade americana. Explique, segundo o texto, como a mulher negra é
oprimida.<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">Passando
para o texto de Martin Luther King, a abolição da escravidão ocorrida com o fim
da Guerra civil americana permitiu a integração entre brancos e negros? Cite um
trecho do discurso que comprove a sua resposta.<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">De
acordo com o texto do Pastor King, é possível convencer os homens brancos
abandonarem suas praticas racistas? Cite um trecho que comprove a sua resposta<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">Em
sua opinião, qual é a melhor forma de combater o racismo? Através do
estabelecimento de leis penalizando o comportamento racista ou através de
políticas públicas promovendo a reflexão sobre os malefícios da continuidade do
racismo na sociedade? Justifique<o:p></o:p></span></div>
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<br />Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-87344570104082308602019-03-11T13:12:00.000-07:002019-03-11T13:12:01.657-07:00Trabalho de História. Tema: A segregação racial Nos Estados Unidos através do filme "Green book"<br />
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<span style="background: white; color: #202124; font-family: "Arial",sans-serif; letter-spacing: .1pt;">Trabalho de História. Tema: A segregação
racial nos Estados Unidos através do filme "Green book"</span></div>
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<span style="background: white; color: #202124; font-family: "Arial",sans-serif; letter-spacing: .1pt;">Professor: Sanger Amaral Alves Nogueira<span style="mso-spacerun: yes;"> </span>Aluno(a):<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #202124; font-family: "Arial",sans-serif; letter-spacing: .1pt;">Questão 1</span></b><span style="background: white; color: #202124; font-family: "Arial",sans-serif; letter-spacing: .1pt;">: Explique qual era a
função do Green Book nos Estados Unidos dos anos 60. </span><span style="color: #202124; font-family: "Arial",sans-serif; letter-spacing: .1pt;"><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;">Questão 2</span></b><span style="background: white;">: Durante os anos 60, a cultura da segregação (separar
as atividades cotidianas como estudar, comer, beber entre brancos e negros) era
vigente nos Estados Unidos. Cite 3 cenas durante o filme que comprovam a
segregação.</span></span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;">Questão 3</span></b><span style="background: white;">: Tony Lip tenta a vaga de motorista do Dr Shirley.
Qual é a surpresa que Tony Lip sente ao encontra o Doutor?</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;">Questão 4</span></b><span style="background: white;">: Na cena em que o carro de Tony Lip e Dr Shirley
quebra, temos vários camponeses negros trabalhando no campo. Os camponeses
olham com surpresa para o Dr Shirley. Qual era a surpresa deles?</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;">Questão 5</span></b><span style="background: white;">: A viagem para o Sul dos Estados Unidos é marcada
pelo aumento da segregação e do racismo contra o Dr Shirley. Contudo, mesmo
sofrendo com o preconceito, Dr Shirley cumprimenta e sorri para as pessoas
preconceituosas. Qual é o motivo da atitude do Dr Shirley? </span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;">Questão 6</span></b><span style="background: white;">: Após a saída da cadeia, Tony Lip e Dr Shirley tem
uma discussão sobre as dificuldades da vida. Dr Shirley afirma que a vida dos
negros é muito difícil nos Estados Unidos. Já Tony Lip argumenta que, apesar de
ser uma pessoa branca, ele é pobre e vive com dificuldades financeiras. Em sua
opinião, quem está com a razão: Tony Lip ou Dr Shirley? Justifique.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;">Questão 7</span></b><span style="background: white;">: Ainda na cena após a prisão, o debate entre Tony Lip
e Dr Shirley fica acalorado. Com raiva, Dr Shirley pede para descer do carro e
caminhar na chuva. Logo após, Dr Shirley revela o motivo dele, apesar de ser um
gênio da música, ser uma pessoa triste. Qual é o motivo de sua infelicidade?</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;">Questão 8</span></b><span style="background: white;">: Apesar dos Estados Unidos e o Brasil terem
compartilhado a escravidão negra em suas histórias, existe uma importante
diferença entre os dois países: os norte-americanos escreveram leis para
separar os brancos e os negros. Eram as chamadas de Leis Jim Crow. Elas
vigoraram nos Estados Unidos até 1964. Já o Brasil, experimentou o fenômeno do
racismo velado através de práticas culturais e formas de tratamento
preconceituosas. Em sua opinião, qual é a pior forma? O racismo estabelecido em
leis ou o racismo que ocorre através da cultura? Justifique.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 9</span></span></b><span style="background: white;">: Veja a
entrevista da historiadora e antropóloga Lilia Moritz Schwarz e responda:</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<i style="mso-bidi-font-style: normal;"><span style="background: white;">"Passados
exatos 130 anos da sanção da Lei Áurea pela princesa Isabel, em 13 de maio de
1888, os brasileiros ainda convivem com a escravidão ou com uma condição
análoga a ela rotineiramente e a desigualdade entre negros e brancos continua
escandalosa. A lei imperial 3.353 solucionou o grande problema da liberdade dos
escravos, mas manteve os indivíduos das duas raças profundamente desiguais e
sem condições de competir, com permanente desvantagem para os negros —
empurrados para o ponto mais baixo da pirâmide social. O Brasil foi o último
país americano a abolir a escravidão — o penúltimo foi Cuba, em 1885. E também
foi o lugar que mais recebeu escravos africanos ao longo de sua história.
Calcula-se que entre 1550 e 1860 cerca de 4,8 milhões de pessoas tenham sido
trazidas contra a vontade da África para o Brasil. As relações de poder do
velho sistema se entranharam na cultura nacional e deixaram um passivo
gigantesco de injustiça e preconceito, encoberto pelo mito da democracia
racial, que até hoje não foi superado.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">A Lei Áurea foi uma
lei muito breve, muito conservadora, não veio acompanhada de nenhum projeto de
inclusão social e nem foi capaz de redimir desigualdades assentadas ou apagar
hierarquias naturalizadas”, diz a historiadora Lilia Moritz Schwarcz,
organizadora, junto com Flávio dos Santos Gomes, do “Dicionário da Escravidão e
Liberdade” (Companhia das Letras), lançado a propósito da efeméride
abolicionista. “E o racismo estrutural que experimentamos hoje no Brasil não é
só herança — novas formas de racismo estão sendo construídas e se expressam na
educação, na saúde ou nos números da violência contra os jovens.” Em muitos
aspectos, a Lei Áurea condenou uma grande parte da população a permanecer nas
margens da sociedade. A condição de trabalho do liberto continuou extremamente
precária e para o negro não houve nenhum tipo de proteção legal, trabalhista e
social.</span></span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
</i><span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Link para a matéria
completa: </span></span><a href="https://istoe.com.br/continuamos-escravos/" style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; pointer-events: none; text-align: start; white-space: pre-wrap; widows: 2; word-spacing: 0px;" target="_blank"><span style="background: white; color: #6611cc; font-family: "Arial",sans-serif; letter-spacing: .1pt;">https://istoe.com.br/continuamos-escravos/</span></a><span style="color: #202124; font-family: "Arial",sans-serif; letter-spacing: .1pt;"><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<span style="background: white;">a) Segundo a historiadora, o estabelecimento da
Lei Áurea resolveu os problemas do povo negro brasileiro? Justifique.</span></span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">b) Ainda segundo o
texto, quais são os elementos que um país precisa ter para garantir
oportunidades iguais para todos os brasileiros?</span></span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">c) Em sua opinião,
no Brasil de hoje, ainda existem desigualdades entre brancos e negros? Justifique.</span></span><o:p></o:p></div>
<br />Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-43013544580505599392018-11-07T12:07:00.000-08:002018-11-07T12:07:33.405-08:00 “Como perceber e combater o bullying nas escolas através da animação Uma voz silenciosa.<div dir="ltr" id="docs-internal-guid-7ff5523f-7fff-1401-8b4d-41c096e1474e" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Trabalho de história</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Professor: Sanger Amaral Alves Nogueira</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Aluno(a):</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Tema: “Como perceber e combater o bullying nas escolas através da animação Uma voz silenciosa.</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Uma voz silenciosa</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Link para assistir: </span><a href="https://www.anibr.net/filme/koe-no-katachi-uma-voz-silenciosa" style="text-decoration-line: none;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">https://www.anibr.net/filme/koe-no-katachi-uma-voz-silenciosa</span></a><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">/</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 1:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> O anime começa com a entrada da aluna Nishimiya surda em uma sala de aula. A maioria dos alunos aceita conviver com ela, no entanto, o aluno Ishida começa a praticar bullying com a garota. Cite duas cenas em que isso ocorre.</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 2</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Segundo o anime, existe uma origem que explica o fato do menino Ishida praticar o bullying. Escreva qual era o motivo.</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 3:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> O anime passa por um corte temporal: os alunos do ensino fundamental são retratados agora no ensino médio. Ishida tomou consciência do seu comportamento de abusador e não consegue conviver com o seu passado. O autor do anime passa a colocar um "x" na cabeça dos alunos de classe. Em sua opinião, qual é a mensagem do diretor do anime com o "x"?</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 4:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Depois dos fogos de artifício, Ishida encontra Nishimiya em uma situação de extremo perigo. Qual é o juramento que ele faz para tentar salvar a garota do perigo?</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 5:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Na cena final do filme, Ishida consegue retirar o "x" da cabeça de todas as pessoas. Qual a conclusão que ele chegou para conseguir fazer isso?</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 6:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Em sua opinião, qual é o protagonista do filme: Ishida ou Nishimiya? Justifique</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 7</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Segundo dados levantados pelo Programa Internacional de avaliação dos estudantes (PISA), um em cada dez alunos brasileiros são vítimas frequentes de bullying. Bullying é um conceito que retrata os casos de agressão física, verbal que promovem a exclusão ou o rebaixamento de crianças e adolescentes. Sobre o bullying, responda as perguntas abaixo:</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">A) Você já presenciou, praticou ou foi vítima do bullying?</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">B) O bullying é uma prática de exclusão que envolve três partes: o agressor, o agredido e a platéia. Em sua opinião, o que motiva o agressor a praticar o bullying?</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">C) A platéia (as pessoas que ficam rindo ou estimulando o bullying) é um importante elemento de empoderamento do agressor. Em sua opinião, qual o motivo que leva a platéia a apoiar os casos de bullying.</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">D) O agredido pelo bullying começa a desenvolver uma visão negativa sobre si mesmo. Supondo que um amigo(a) seu seja vítima do bullying, qual conselho você daria para ele?</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 8:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Veja abaixo algumas causas prováveis do bullying e marque, em escala crescente e de acordo com a sua opinião aquelas que você acha mais significativa</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">PS: Escala crescente. Nota 1(causa menos provável), Nota 5 (causa mais provável)</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">a) A existência de desigualdade econômica entre o agressor e o agredido.</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">B) Diferenças de opinião entre o agressor e o agredido.</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">C) Falta de empatia do agressor</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">D) Ausência de debates na escola sobre o bullying</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">E) O fato dos valores sociais da tolerância e do diálogo estarem sendo relativizados em nossa sociedade em contraposição com o fortalecimento da imposição e do autoritarismo.</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 9:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Existem um importante debate sobre quem é o responsável por coibir o bullying nas escolas brasileiras que está dividindo a sociedade. É um debate que envolve os limites entre a família e a escola. Para algumas famílias, o bullying é um problema que envolve os valores do alunos e não o conhecimento de uma determinada matéria. Eles acreditam que as famílias transmitem os valores aos alunos e a escola transmite o conhecimento (matemática, português, história, etc). Dentro dessa perspectiva, o bullying deveria ser um assunto das famílias dos alunos deveriam resolver e não da escola ou do professor. Situação diferente é vista por outros pais e escolas que acreditam que não existe uma separação objetiva entre valores e o conhecimento escolar. Para eles, o bullying é um assunto que deve envolver a comunidade escolar. Sobre o debate acima, responda as seguintes perguntas:</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">a) Em sua opinião, quem está com a razão: a família ou a escola? Justifique.</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">B) Imagine que você acredita que o Bullying é algo que deva ser resolvido pela família. Qual estratégia de solução você falaria para a família?</span></div>
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<span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">C) Imagine que você acredita que o Bullying é um problema da escola e da comunidade escolar. Qual a estratégia de solução você usaria?</span></div>
Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-62376282903277488972018-08-23T09:05:00.000-07:002018-08-23T09:05:11.980-07:00Trabalho de história: a influência do nazismo na juventude através do filme "Os últimos rebeldes"<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Trabalho de História Professor: Sanger Amaral Alves Nogueira</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Aluno(a):</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Personagens</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Peter (Robert Sean Leonard), Thomas (Christian Bale), Arvid: (músico com necessidades especiais)</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Gestapo (polícia secreta do nazismo)</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Questão 1</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">: O swing era um ritmo musical muito famosos nos países da Europa e nos Estados Unidos durante a década de 20/30. O swing era apoiado ou reprovado pelos nazistas? Cite uma cena que comprove sua resposta</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">.</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Questão 2</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">: Peter é preso por roubar um rádio. Ele é salvo por um oficial nazista que o leva para casa de carro. Na cena da conversa entre os dois, o oficial nazista se refere à Hitler. Segundo o oficial da Gestapo, como Hitler o convenceu de suas propostas?</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Questão 3:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> Peter e Thomas resolvem entrar para a juventude nazista. Eles começam a assistir filmes de propaganda criticando os judeus. Como os judeus eram vistos pelo regime nazista?</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Questão 4</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">: Thomas vai se deixando levar pelas ideias nazistas. De acordo com a sua opinião, o que teria levado o personagem a abraçar o nazismo? Dê uma nota de 1 (maior influência) até 4 (menor influência) sobre cada aspecto que pode ter influenciado o rapaz:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">A) A ideologia de superioridade da raça ariana </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">B) O fato do pai de Thomas ser contra o nazismo</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">C) A baixa autoestima de Thomas</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">D) A possibilidade do nazismo proporcionar um futuro melhor para ele. </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Questão 5</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">: Peter tem um profundo ressentimento com o desaparecimento do seu pai. Ele era um músico que ajudava na sobrevivência dos judeus contra o governo nazista. Para Peter, o seu pai estava fazendo a coisa certa ou errada? Justifique.</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Questão 6</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">: Uma das principais funções da juventude nazista era transformar os jovens em espiões em seus próprios lares. Os adolescentes relatavam conversas em que Hitler e o nazismo eram criticados. Cite uma cena em que isso ocorre no filme.</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Questão 7</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">: Hitler começa a colocar em prática a teoria do espaço vital ao invadir territórios para expandir o poder da raça ariana. Dentro da Alemanha, a população acreditava que Hitler não estava invadindo os territórios, mas estava libertando-os dos inimigos (judeus, comunistas, ciganos). O personagem Arvid concorda com a narrativa dos alemães? Justifique.</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Questão 8</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">: Peter se torna o entregador de encomendas dos nazistas. Ele é tomado pela curiosidade e resolve abrir uma de suas encomendas. O que ele encontra nas caixas</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">?</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Questão 9</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">: Existem diversas formas de se fazer um protesto político. A forma clássica envolve a produção de um manifesto ou a abaixo-assinado junto com marchas pelas ruas. Entretanto, existem outras maneiras de se fazer um protesto (usando músicas, atitudes ou danças). A cena final do filme ocorre no café Bismarck. Peter deseja protestar contra a censura dos nazistas. Como Peter realiza o seu protesto</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">?</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Questão 10</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">: Ainda na cena final do filme, temos o confronto entre Peter e Thomas. De acordo com a sua opinião, o que teria impedido Thomas de seguir até o fim no combate? Dê uma nota de 1 (maior influência) até 4 (menor influência) sobre cada aspecto que pode ter influenciado o rapaz:</span></div>
<span id="docs-internal-guid-e81394e2-7fff-5629-d3f9-2cab34fb1d2b"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">A) Thomas ter percebido que se tornaria um assassino.</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br class="kix-line-break" /></span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">B) O fato da longa amizade entre eles</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br class="kix-line-break" /></span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">C) A falta de sentido do nazismo em proibir o estilo musical chamado de swing</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br class="kix-line-break" /></span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">D) Thomas ter se convencido que o nazismo estimulava o ódio das pessoas por aquilo que era diferente.</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br class="kix-line-break" /></span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Questão 11:</span><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Em sua opinião, Thomas deixou de acreditar no nazismo após todos os acontecimentos? Justifique</span></span><br />
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Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-76314592839590909042018-02-27T07:23:00.001-08:002018-02-27T07:23:55.642-08:00Trabalho de História: O impacto das redes sociais na construção de nossa identidade a partir do episódio Queda livre da série Black Mirror. <!--[if gte mso 9]><xml>
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<span style="background: #FAFAFA; font-family: "Times New Roman","serif";">Trabalho de
História: </span></div>
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<span style="mso-spacerun: yes;"> </span>Professor: Sanger Amaral Alves Nogueira<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: #FAFAFA; font-family: "Times New Roman","serif";">Aluno(a):</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="background: #FAFAFA; font-family: "Times New Roman","serif";">Questão 1</span></b><span style="background: #FAFAFA; font-family: "Times New Roman","serif";">: O episódio defende a ideia de que as redes sociais (a
maneira como nós interagimos com o mundo na pós-modernidade) se tornou mais
importante do que o ato que fazemos na vida real (convivência presencial com as
pessoas). Cite uma cena do episódio em que ocorre esta diferença entre a vida
real e a virtual.</span><span style="font-family: "Times New Roman","serif";"><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: #FAFAFA;">Questão
2</span></b><span style="background: #FAFAFA;">: A protagonista deseja comprar um
apartamento destinado às pessoas com alto status de influência social. Para
chegar ao nível desejado, ela precisa dar um impulso em seu perfil. Qual é a
solução encontrada por ela para conseguir seu objetivo?</span></span><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: #FAFAFA;">Questão
3</span></b><span style="background: #FAFAFA;">: O irmão da protagonista não
consegue entender o comportamento de sua irmã em busca das curtidas de pessoas
privilegiadas. Qual é a crítica que ele faz?</span><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: #FAFAFA;">Questão
4</span></b><span style="background: #FAFAFA;">: Um dos elementos que mantém a
sociedade funcionando é a certeza de punição em caso de desobediência às leis.
Como funciona a punição no mundo dominado pela rede social?</span><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: #FAFAFA;">Questão
5</span></b><span style="background: #FAFAFA;">: A jornada da personagem
principal é marcada por um diálogo com uma motorista de caminhão com baixo
nível na rede social. Durante a conversa, a caminhoneira relata o principal
inimigo das altas pontuações. Cite qual era esse inimigo.</span><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: #FAFAFA;">Questão
6</span></b><span style="background: #FAFAFA;">: Em nossa sociedade
contemporânea, acreditamos que o consumo possa nos fornecer o sentimento de
felicidade. Escreva qual é o conceito de felicidade da protagonista?</span><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: #FAFAFA;">Questão
7</span></b><span style="background: #FAFAFA;">: Na parte final do episódio, a
amiga da protagonista não deseja a participação dela em seu casamento. Qual o
motivo alegado pela amiga altamente popular?</span><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: #FAFAFA;"><span style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Questão 8</span></span></b><span style="background: #FAFAFA;">: O
sociólogo Zygumnt Bauman era um dos principais pensadores sobre as
transformações das redes sociais virtuais em nossas vidas. Veja uma parte da
entrevista vista dele ao jornal "El País" e responda as perguntas.</span><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<span style="background: #FAFAFA;"><span style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Link da entrevista:
</span></span><a href="https://brasil.elpais.com/brasil/2015/12/30/cultura/1451504427_675885.html" style="-webkit-text-stroke-width: 0px; -webkit-user-drag: none; cursor: text; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; pointer-events: none; text-align: start; white-space: pre-wrap; widows: 2; word-spacing: 0px;" target="_blank"><span style="background: #FAFAFA; color: #6611cc;">https://brasil.elpais.com/brasil/2015/12/30/cultura/1451504427_675885.html</span></a><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<b style="mso-bidi-font-weight: normal;"><span style="background: #FAFAFA;"><span style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">Jornal El País</span></span></b><span style="background: #FAFAFA;">: <i style="mso-bidi-font-style: normal;">"As redes sociais mudaram a forma como
as pessoas protestam e a exigência de transparência. Você é um cético sobre
esse “ativismo de sofá” e ressalta que a Internet também nos entorpece com
entretenimento barato. Em vez de um instrumento revolucionário, como alguns
pensam, as redes sociais são o novo ópio do povo?"</i></span><i style="mso-bidi-font-style: normal;"><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; mso-special-character: line-break; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
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<b style="mso-bidi-font-weight: normal;"><span style="background: #FAFAFA; font-family: "Times New Roman","serif";">Zygumnt Bauman</span></b><span style="background: #FAFAFA; font-family: "Times New Roman","serif";">: “<i style="mso-bidi-font-style: normal;">A questão da
identidade foi transformada de algo preestabelecido em uma tarefa: você tem que
criar a sua própria comunidade. Mas não se cria uma comunidade, você tem uma ou
não; o que as redes sociais podem gerar é um substituto. A diferença entre a
comunidade e a rede é que você pertence à comunidade, mas a rede pertence a
você. É possível adicionar e deletar amigos, e controlar as pessoas com quem
você se relaciona. Isso faz com que os indivíduos se sintam um pouco melhor,
porque a solidão é a grande ameaça nesses tempos individualistas. Mas, nas
redes, é tão fácil adicionar e deletar amigos que as habilidades sociais não
são necessárias. Elas são desenvolvidas na rua, ou no trabalho, ao encontrar
gente com quem se precisa ter uma interação razoável. Aí você tem que enfrentar
as dificuldades, se envolver em um diálogo. O papa Francisco, que é um grande homem,
ao ser eleito, deu sua primeira entrevista a Eugenio Scalfari, um jornalista
italiano que é um ateu autoproclamado. Foi um sinal: o diálogo real não é falar
com gente que pensa igual a você. As redes sociais não ensinam a dialogar
porque é muito fácil evitar a controvérsia… Muita gente as usa não para unir,
não para ampliar seus horizontes, mas ao contrário, para se fechar no que eu
chamo de zonas de conforto, onde o único som que escutam é o eco de suas
próprias vozes, onde o único que veem são os reflexos de suas próprias caras.
As redes são muito úteis, oferecem serviços muito prazerosos, mas são uma
armadilha”.</i></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif";"><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
</span></i><span style="background: #FAFAFA; font-family: "Times New Roman","serif";"><span style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); float: none; font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;">A) O sociólogo Bauman promove uma diferenciação entre viver
em uma comunidade real e estar em uma rede virtual (Facebook, twitter). Cite 1
diferença entre os dois.</span></span><span style="font-family: "Times New Roman","serif";"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: #FAFAFA; font-family: "Times New Roman","serif";">B) Segundo o
sociólogo, é mais fácil uma pessoa viver dentro de uma comunidade real ou
dentro da rede social? Justifique.</span><span style="font-family: "Times New Roman","serif";"><br style="-webkit-text-stroke-width: 0px; color: rgba(0, 0, 0, 0.87); font-variant-caps: normal; font-variant-ligatures: none; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; white-space: pre-wrap; widows: 2; word-spacing: 0px;" />
<span style="background: #FAFAFA;">C) Como as redes sociais podem criar uma zona
de conforto de acordo com o sociólogo?</span><br />
<span style="background: #FAFAFA;">D) Faça uma reflexão individual, a partir da
análise do texto do Bauman, acerca da seguinte pergunta: eu mantenho conversas
reais com as pessoas ou estou preso em uma bolha dentro de uma rede social
virtual?</span> Justifique.</span></div>
Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-86229919062339426702017-10-24T04:20:00.000-07:002017-10-24T04:20:40.928-07:00Trabalho de história. Tema: a relação entre a arte e a política no Hip Hop através da série “the get down”<div dir="ltr" id="docs-internal-guid-5e9d86c8-4e19-89d5-1478-4b1d7dd8a9ca" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; font-weight: 700; vertical-align: baseline;">Trabalho de </span><span style="font-family: Arial; font-size: 11pt; font-style: italic; font-weight: 700; vertical-align: baseline;">história</span><span style="font-family: Arial; font-size: 11pt; font-style: italic; vertical-align: baseline;">. </span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">Tema: a relação entre a arte e a política no Hip Hop através da série “the get down”</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">Professor: Sanger Amaral Alves Nogueira</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">Aluno(a)</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; font-weight: 700; vertical-align: baseline;">Questão 1: </span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">O movimento hip hop é formado por 4 elementos: o MC (mestre de cerimônias) é o responsável pela letra da música; o grafite (representação visual e gráfica); o break (a dança) e o DJ ( pessoa que controla o ritmo da música através de aparelhos). Na série, cada personagem representa um elemento da cultura Hip hop. Escreva o nome do personagem e cada elemento do estilo musical que ele representa.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; font-weight: 700; vertical-align: baseline;">Questão 2:</span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;"> Zeke ganha o concurso de poesia em sua sala. Contudo, ele fica com vergonha de recitar o poema em público. Logo após o término da aula, ocorre o diálogo entre Zeke e a professora Green:</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">A) Para a professora Green, Zeke demonstrava um talento para a escrita que poderia lhe dar um futuro muito maior do que ele pensava para si mesmo. Escreva o que Zeke poderia se tornar ao usar o seu talento?</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">B) Zeke aceita o desafio é recita o poema vencedor para a professora. O poema do protagonista é marcado pela aceitação ou pela crítica sobre as desigualdades sociais que ele presenciava? Cite um trecho da poesia que comprove a sua resposta.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">C) A série aborda vários adolescentes descobrindo seus talentos e fazendo planos para o futuro. Atualmente, é muito comum os alunos pensarem em si mesmos como sendo estudantes de humanas (filosofia, sociologia, história, geografia), linguagens (português, inglês), biológicas (biologia, química) ou exatas (matemática e física). Em qual categoria você se encaixa?</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">d) De acordo com o poema de Zeke, explique o que significa ser negro.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; font-weight: 700; vertical-align: baseline;">Questão 3:</span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;"> Como a mãe morta de Zeke é representada no poema? Marque a opção correta</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">a) Como uma pessoa que nunca ajudou o Zeke</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">b) A morte da mãe de Zeke causou um abalo na vida da cidade</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">c) A mãe de Zeke é vista como motivador contra os momentos de tristeza e raiva do garoto.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; font-weight: 700; vertical-align: baseline;">Questão 4:</span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;"> Mylene tem talento para cantar e interpretar músicas. Contudo, seu pai não aceita que ela use o seu talento para músicas fora do contexto de sua religião. Responda qual a estratégia da personagem para conseguir um futuro melhor.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; font-weight: 700; vertical-align: baseline;">Questão</span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;"> 5: Segundo o pai de Mylene, a boa oratória de sua filha deveria sem empregada em qual atividade?</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; font-weight: 700; vertical-align: baseline;">Questão 6</span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">: Zeke tem talento para os estudos, mas não sabe se vai completar o ensino médio dos Estados Unidos. Atualmente, cerca de 50 por cento dos jovens brasileiros não completam o ensino médio. Dois motivos são alegados para a desistência: a necessidade de trabalhar para ajudar na renda da família e o desânimo dos adolescentes com o modelo de educação. Sobre a educação brasileira, responda:</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">a) Uma solução para o abandono dos alunos por necessidade financeira.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">b) Uma solução para o desânimo dos alunos com a educação brasileira.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; font-weight: 700; vertical-align: baseline;">Questão 7:</span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;"> O Hip Hop surge como um estilo musical que se propõe combinar o talento artístico com a crítica social. Contudo, misturar arte com política é um assunto muito polêmico que envolve respostas distintas. Para alguns, relacionar arte com política significa rebaixá-la como propaganda. A arte deixa de ser uma forma de elevação do espírito humano e passa a ser um instrumento para outras finalidades. Outros, por outro lado, defendem que a arte, por ser uma manifestação da sociedade, deve ter um elemento político. Como o artista vive em sociedade, ele desenvolve opiniões políticas com a sua arte. Sobre a relação arte e política, responda às seguintes perguntas:</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">a) Em sua opinião, arte e política se misturam? Justifique</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">B) Faça uma pesquisa e escreva o nome de 2 artistas que promovam a relação entre os dois elementos.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; font-weight: 700; vertical-align: baseline;">Questão 8:</span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;"> O grafite é um dos elementos do Hip Hop que causam polêmica em nossa sociedade. Muitos consideram o Grafite como uma pichação que deve ser criminalizada. Opinião que não é compartilhada pelos defensores do seu uso como uma forma de arte da periferia. Escreva qual é a sua opinião sobre o grafite. Justifique.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">Anexo: </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 11pt; vertical-align: baseline;">Poema do Zeke (Eu sou o tal) </span></div>
<span style="font-family: Arial; font-size: 11pt; font-style: italic; vertical-align: baseline;">O estrondo de uma batida, os vidros estilhaçando/Eu fui para o chão, rebentando minha bunda/Que porra foi essa?/Foi tudo o que eu disse/Então eu vi uma poça de sangue/Então eu vi minha mãe e ela estava morta/Nenhuma emoção na comoção/Eu não estava nem triste/Mesmo quando eu soube/Que a bala estava destinada ao meu pai/Vietnã enlouqueceu meu pai/Ele já estava meio-morto/Então porque não podia ter sido ele/Que tomou um tiro na cabeça?/Em todos os jornais impressos/A morte da Mamãe não foi reportada/Nenhum sopro, palavra ou dica/Eles não ligam para nós negros/Foi como meu pai me explicou/Mas eu não sabia que eu era negro/Até que meu pai declarou/Seis meses depois meu pai estava morto também/Tiros relacionados a drogas disparados/Sua pele ficou fria e azul/ No jornal naquela noite/A mulher do Presidente fez um novo corte de cabelo/ O cara do jornal disse "Eu gostei e você? "/Nenhuma palavra na Cbs, o que foi isso você pergunta/Adivinhe, caralho/E sim, porque isso/ É o que os políticos deveriam estar se perguntando/Mas quem tem tempo para perguntas/ Quando você está esquiando em Aspen?/Irmão levam tiros na cabeça/E tudo que estão servindo é Aspirina/Minha mãe era tão amável/Ela faria sua cabeça girar/Equilibrando o campo de jogo/E vocês todos iriam ver quem ganharia/E sim eu estou puto/Mas eu não me deixo abalar/Minha mãe me ensinou melhor/E ela me levanta quando eu caio/Descanse em paz mãe, não se preocupe com seu filho/Algum dia eu te farei orgulhosa porque/Sim, eu sou o tal</span><br />
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Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com1tag:blogger.com,1999:blog-4533900880809857708.post-11938982020200767362017-04-21T06:52:00.000-07:002017-04-21T06:52:12.335-07:00A Live do fim do mundo<a href="https://m.facebook.com/story.php?story_fbid=1045986702168417&id=100002712905369">Realizei uma live no facebook sobre a situação política atual.</a>Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-84717880488127881472017-04-04T17:33:00.001-07:002017-04-04T17:37:24.575-07:00Trabalho de História: a desumanização no episódio Engenharia reversa da série Black Mirror<div class="separator" style="clear: both; text-align: center;">
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Professor: Sanger Amaral Alves Nogueira Aluno(a): </span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 1</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: O mundo está dividido entre os
seres humanos normais e as "baratas" . Os soldados recebem a
informação que o senhor Heidekkar está acolhendo as
"baratas" em sua residência. Qual a motivação do senhor em
acolher as "baratas"?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 2</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: Após a morte de sua
líder, os dois soldados ( Stripe e Ray) entram no prédio em busca de
vingança. A máscara de Stripe para de funcionar e ele descobre algo
terrível sobre as "baratas". Escreva o que Stripe descobriu.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 3:</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Cite duas coisas que o sistema de
máscara fazia com os soldados.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 4</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: Stripe é salvo por Catarina. No
abrigo, ela relata o motivo das pessoas como ela serem exterminadas pelo
governo. Escreva qual a razão do extermínio.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 5:</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Stripe é preso por Ray e levado de
volta. Em sua base, ocorre a conversa entre ele e </span><span style="font-family: "times new roman" , "serif";">Arquette</span><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">. Explique qual o motivo do governo ter
desenvolvido o sistema de máscara para os soldados.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 6</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: Ainda na conversa entre Stripe e
Arquette, o nosso protagonista acusa de ter sido enganado pelo exército.
Arquette retruca dizendo que foi o próprio Stripe que aceitou o implante da máscara
em seu corpo. Como o psicólogo comprova o seu relato?</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 7</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: O cara promove uma escolha para Stripe:
ou aceitar ter a sua máscara e sua memória apagada ou ficar preso com as suas
memórias quando estava com a máscara. Se você estivesse no papel do Stripe,
o que você escolheria? Justifique.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 8</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: O episódio trabalha com o conceito de
desumanização: a transformação de um outro ser humano em um objeto. A
desumanização retira/não aceita direitos considerados como universais. A
desumanização tem um longo caminho em nossa história. Faça uma pesquisa e
escreva um processo de desumanização que ocorreu na História do Brasil.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 9</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">:</span><br />
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eXl5ubm5OTk5aWlpmLqIhMbFxYHm0+DpFc9cYAJEGbAw8INUGDJpXqzBR+AbksH3j9nxoBPwCiE7LgYXAK6HLwV5gZtDnil5cHwkC39TcJP0YDxlMGVYtFKpDAoKKi8v/9e//hV09uxZBORAWJKSksaPH5+Tk4PHiUmME2GKJCUl5eXl0RqSm5ubnp6emJhot9uTkpKysrJycnKys7NTUlLcbrfdbgd2GgwGvJuSkuJyuSwWCwV04ThAXuE9FOALv9rjGBxAnIUODucGFmEACr4CEAktgGdAfwkl5GrRCSmKRBhBX4q3AiSYALYSQHPIgeLpDJk9PCOs8zgMAAQKA9aKJRc3UKVSxcbGJicnu1wuq9WKJR3BGrvdbrFYVCoVzF6pVAqFQpAaXDxQHtcDd8xkMuXm5lZUVGRlZRmNRgAckIX3ZEmnJ2TUaDQulysrK8vlclGwE9SMopuQjYxGI56OyWSCM06BJLvdjhWIVkiSfkEKYBJms9ntdicmJiYkJCQmJrq5kZCQYLPZgDLkW9ntdsiIEBbxL941m83ABfwLpIAu6XK5EhISPB4P2JDf74c0GR8fT6IkzowXcVoMilUBbvAbtX1j1TRAdmApAfEmoA/Fv3EAxYZ4n4u4BpACH9cygRwfwcHkjvEhJ9Iu8Nsp5ISDSYAjQCBRGU8WiCMWi2lRV6lUf0ayOzo68vPzs7OzwUUB0hDAsB5GR0fb7XY4dfHx8WVlZQ0NDdDqERQsLi7OyMjw+XwpKSlpaWk5OTl+vz85ORlXGR0dDfaYlJSUkZEBlxUcHtQLXIDAgqK85OpDfMEAIoT3HTxzgQTDq5JEDSIjIwlBcB7YMF4EcJCfRdIvxBfYFWLk+BZeHqaEF/wccqZ4ksVzLoAjD0CAOZFIRAEaUvgpMEROONYKvV4PMzabzT6fD3RSr9fbbLasrCxECcEUtFot0BYnh1ONwWcPIQMCytqAAQPgdhEuR0VFIVJOIp+UDbi6IF9er7eioiI7Ozs6Opri/ZhIoNP4CXguJIXGx8cjhkpqKOQeGAaoO4AGayxvwGazmUwaf4NuwE5iY2PhyAAL7HZ7XFwcgADHwMHBf4nIAO/8fn9+fn4JG0VFRW63G3FYeEmEL4AY+js+Ph5ohdQNWIG+b2CbH/A6CTLIUQLdoCg43jWZTDB7uFFk/Bh8+InYE3xqXrIFgvMKDrnD+DgADqQSmg4cGjxxTFGK0tDEAJchhfhPLnPjxg14MaSKq9VquMRqtdput2dnZ+fn54N85uXlVVVV1dbWFhcXQ06Deo8cvPj4+JSUFIS9nU4ncpPwsDGZaG3R6/W8F4c0FmIKEolEpVIR0PJ6MGAFtg1zReIcOR0ikYgP42P1hocVEhICtwhaDB0fEREBv4kggOJTFAUn3BGwADbPuQIkGCJKAND+oEMoQ5/lI1OkywhY5JtSV0CkKaHOarUiRykrKys1NRWir1KphAwZGxuLrBOTyYRbzYcPYGDQDhDtttlsZWVlo0aNGjZsWHJyMq5BJBLBpQJnwewklZfgG/wRLzqdzrq6uoyMDIfDYTKZRCIRFkksG1iEKdtFoVBAozUajVgD6SIx70GoMe/BUKATGwwGZMS4XC6QC6CqzWZzOBx4EbACSuJ2u+GwezwerIhJSUmIlsbHxycnJ0NMsdls4BpxcXH5+fkkEldUVBQWFiYnJyclJSH7NCEhgf8iIA6+KyEhAal95KHgggkujX0HoQbl8lEUnJwmeIsURSLCwuew0H37S2cKb/GH8YPC2HympYrlPQF/IZ4CU/ikBCxg0OaAZeA4f+oyXV1d4JyYkaB24G+xsbEVFRWNjY2lpaVFRUUlJSXl5eXV1dVQ3UpLS8vKynJyclJSUuLj43H78CCRfRMfH+92u5FBQNFxAhpMNUieFKSA04FFFQ6hjiUUIQhCeMGjDBgQRXZxs0DUEXUiJwtoEhYWBpODQAOeCSeCmAVQho4nZ4oQh/ekIljsnF4EMQHA4SMEOryQTNcGEgQ6YLPZ4uLicG1wdogpIDyHWaXVarFaEgPXaDRSqVSr1UIxxbzEkVj3MFmxOrlcLkSFo6Oj8S0+n2/IkCENDQ0lJSV6vZ7C5yTsUViUgpqUrQOsAZLqdDqfz1dTUzNhwgSfz4cLwN2mcBWmNR4WCTo4EpMeDAvPHe4YLfW4bGi0+C/QAbQlPj4+Li4OAi1ICswerwBlMEuBO0lJSfHx8cAFchNiYmKcTmdhYWFFRQVFpgoLC4FKiWw4nU4keRBdQsKHy+XCJMfToXg2jf7qLzAFQS7cIgIgDcvrxc0h8YUyZTRcYm7AW6CElHNATASDRyhKgVGy7HOtVovDKGuBjqRkHPJFiNXShFEoFH96TG1tbTabLS8vLzY2FssFUbvk5OSysrLi4mJoZpWVlcgRyM3NpWTt7OzsxMRETGu42V6v1+v1JiUleb3erKws8Bqz2QyXG4lVZrMZyKdl+RGIPeFXwT3G1CexFtMUsMKnsZBhw4kAqaPUXqlUCguHgkBVAuDtpEfqWKKgQqGIiIgAckVGRvKIFsYNwrgAx41Sb0iuBqxATuKPpPOQhIw1HzmQeXl5cXFxWq2WVBWxWAyphZxqmkn0dGkOkf6KH6hn6aRQ9DEDrFYrnC+FQiEUCjUaTX19/YgRI/Lz810uFxgTyXhqtRqLBKwakWaKNwUkNysUCrPZXF1d3dTUNHjwYJfLRe4k/gBwYIoj0kGyLj0IUhYpxYuUYLJMYgdWqxUYAU4BIYZcGFJwsPK52ADBwb/QcYHaFO3Kz88vLi6mjD5wGfqgy+XCx4Fl5J0h3gSFGNZErCSAwvD6Lv1BRxL6EMqQPsIPmgmkwvIjQHkhEkrhIXpL3jfZD04WDsaMwsASRUADZgD+TrrkX6i/586dU6vVfr/f4XCQ8g824XK50tLSUlNTS0pKBg0aVFpaiholEBl4qunp6eAycGhjY2PhQ6Wnp2dmZuKP5ORkyMOQ5Z1OJ75Co9FgQlBmN+47WBWmFNJtkZYCs4cxY0JT2rtUKkWmH0VhcJsgbUokEoPBgFOB8tDJifbjJ8PkxGIxDhCJRAA1gUBApCb8Pw8SsIEaPMr0xxc6kpzE+Pj4zMzMwsLCwsLC+Ph4aJ94/ADi2NhYctrlLO+b/CmgDMnJFPiH2y+Xy61Wq8PhAN3FXCEK6XK5hg8fPmzYsLKyMrfbTVQcDpfVaoX34XA4YGk2m03Hko/wCIAymG0Gg8Hr9ZaXl48ZMyY9PZ0yiUkVplkONwEOBWmWKq5kRs4VUvFrKR0M754UFrhImGy4YGIfgBsgDgACsxH/UoYLZGbMZMTIkTRcUlKC0DXQym6383CDGDa+NDY2FjBBohIvkRDcEMrQAZj2/Gf5kJOOJdQFoIyGpbMS9POuE4EXibVAGQAWyAH5OHKWwA0GhOWN119wAD0ORCqIycIS/0KXaW9vF4lEoJe0OCiVSnjLiYmJXq83Pz+/srIyLy+voKAA1Mbv92PJzcnJyczMzMrKgmeUmJiIFxH883g8cGI9Hg/sBAyTJG5QTcxXsGKTyYTVG1cikUhAKMg/Ah/Bj8etgUQdHR0tEonCw8NlMhkEM0qTgbXI5XLiMpislPMm4GopYSQpKSlxcXFKpRJfCk+Nx4j/gjJI8KF4Ng8upO/gdRGrulSpVEajMSUlpbCwMCUlxWKxaDQaQgowRBSz0aqOSJOqb/4e1Cu4YLifFL9HANFsNlO4ivQRlUpVWFg4ffr09957D1WvcMJBYVA6iKBhampqWVlZQUGBz+eLjY1V9isKwYC0l56eXldX5/V6EeNUsnwlJZfopWbFNXx8RNl3BDB8WrRp2Q9AGfjsgEWQi4SEhKSkpOTkZOTOJSUlEcqA3YBiQzaGnhgXFwchEonCWFM9Hg8v9EKjAXKBoVOpJNEuPgOFIuUEMTzKUDAogNcEoIz6rwYxpv4oQzwIKhiVhhAXRtkaPUSqJCDlgdYwEBkQWHKf4dHDgvCUCZX6cBmlUpmWlobSDxA/gHpSUlJaWprf76e6j/T0dJ/Pl52djYdUUlJSWVmJmld4SRkZGSUlJVlZWRCDSZ5MSEgAHXU6nYheQb0Dumk0GqyBvP6C+YRIKiXCEb6QeSgUCuCxTCZD6AfSBhwiMCbSycj9oRgWH0gGP4qIiJDJZCDVBoMBiTy8Q0QoE9Z34DpJviEXiQcXKnoIDw8HgVKz6gqAo9vtViqViM5AqYF3AwauYfWHUHMxq8j8EOtBSAh3GNoWoNZsNicmJqrVaiTOEKFTq9U2m626uvrDDz+cOnVqZWVlUlISpFAs6eACHo8nJSWlvLwcKSoFBQUej8dmswEFcEkyrsLeYrFkZmaWlZXl5eVZrVboSlhO5CwpGS4t/SI+uEZKAcmWZFGY65RIAqpFPAIhJFwzVGFCGY/HQyhD1AbSIYAJkx/z3+FwZGRk5Ofn5+fnFxQUIGmD/CMwINAictOoHpKPRlO4U8tS6iG388jCExle9KWEZnqlP8rgRpEeHMB0KE6kZrmR/H3GnYfIwKMJBqyMsAYog9sOKZDCArAgRJeUrPpXLBb/qf52dHTI5XIs3aRp2e12eEyo8vD7/fB9EKKDE5uYmAgHKi8vLzs72+Vy+Xy+wsJCCmMjjIe6J8Qy4NjjB0RHRwN9DAYDX0kIcoHQMiAGZklxbqADqQ+UZgaZJjg4WCgU2mw2TF8SO0HI8VlacuWsaJDS7cNZ7pxarY6Li4uJiYHNU1OIUK4vRMCABozUvv6HEcQQDFGyL0X0Ef3B9RAxIYVVxRU64wDQWsqDIokEHh+FseFVATJwewmJAFUej2f48OFTp05977336uvr4Qi73W7EdJAJBZNrbGwcNWrUe++9N3jw4IKCApfLhYA6eTc4p0qliomJyczMrK+vLy0tNZvNWB6ULD4FC6EsUlonYRKkNPO6Q39PATbZn8uAZcAPIsICoCFkwTKJd+H1ILeIPCabzZaamgpRpqCgAEADb5HiShRpArshKkRpJoQRVGQAvsNDDCEIr0zhRWCojhVzGVgZJD94X0nLKgbotLA4Ci2RBEN3WMmVs5L4Qs4REWE5Vyep1+th3dD1aH4qWK8PSqrqgzJqtdrtdqP5C/J9sUhaLJaUlBSv15uSkoLCJepYYbfbU1NT8/LyIL6kpqa6XK7c3NysrCx6ZvBgU1NT0VtAz2pn4eAYWeUb5X1RMJgnL7BPSoED3QAYwXjwKZgNDlapVAkJCfARSMxGgnZcXBz8QTXLPCZJkrJyiPjpdDosTRKJhE8I/k8jnCsB718Lzr8YHBwcERGB64cAHBYWJhaLSRSHphvJ1WECZXDr9Ho96dYASkpSkLHONRC8gOnQnuBiIGSO24VPOZ3OrKysYcOGNTU1vffee8OHDx8yZMiAAQPy8/OhEBsMBofDkZ6enpOTU1RUNGjQoKlTp3744YcDBw5EaFLDur3A8rHiuVyu8vLyhoYGr9er0+kAhXDjeRdPygovIVXqWC2CkvU0AJIGDJ7dGAwG+CmIYaOXANKFKNYJyRYrKAJDBDek0YDCUGcGhETQ/KShoWHgwIH19fXE4hGcSk1NRbK7z+dLTU0lByo2NlbHsuAQqyUFGiTRxGpBdVw5KCluFBMENhEM8W6mmpWkU8Qq4FNUPwVVTsnKsgEiQBn+buMPnlQqWc0KFjAVV0xA8pmEq6TFKkiJmiKRqA/KGAyGhIQEZOUB+XBBOlZIjpxLtVpNQiC8XNxccJz4+PicnByv1wsCabVawVGhyEAZAa11OBxut9toNOISiQVQDJhkUQHLZyeyA0gij0CpVEax1jNYpcPCwgCXtG4gdo4IQnJyMlpYpKenO51OWiuIFADCCPsx26xWK1JC+GwaQhAadOWkUpOrFcZKpaArQegBjlCYSavVIuSvUqkgTmFNCAsLk0qlWMD1ej1KfilAIOJqqYE7mB8QvykXk9wZPuSMqBYCf5WVlSNGjBg+fPjAgQNHjRo1c+bMCRMmIFcTsS00/cthpO8AACAASURBVCgsLBw8ePCECRPQ5Cw7O9tms+HacMeItCYnJ6NtgsfjAfnixSOi6JhpKq7CmM5GEoycGyTN0NJNHhOmJTwgqnHJyMjIysrKzs7OycnJyclBwQFqHQsLCxGlLioqKigo8Hq9kFSgmyQnJw8fPhwlTlOnTp0yZcrEiRMrKysBKzgh0vYKCgpwBrhXeXl5Xq8X0UCTyQRJC6s1VWwjUhGAC0A3DeuYA8cEKIM/AqQZnJ/nQSRU0a/gQ0gUqIWSoGQpDjSI2vAPRcd1JiIYwjpBHBwOvlqthpMhZj2P/kSZ8+fPh4WFUQQRs5wkIoqWIyDqdDoTExOR6QtqimeJ12G6SI6Kjo7GuoGUPAi9ILEejyc2Nhaai1AoBEMhpwP8hegJjIEmpVAohHkjSgICgh8PSSU0NNTr9RYXFwNNkB+RlZWFOtoBAwbMnz9/5syZU6ZMqa2tRcUD3PWMjAxUXeEJ0cMzmUxpaWk6nY6SZXgXiR+kgVG5QAQrEKfEYjCvMNbmBtgUFRWlUChAvyk5De4PPkWJUk6nMy0tDbUgAFl8L1QPjUYDtq9mHfZoZpDyB2iLZK28lEolXFe/348ioNra2lmzZu3du3fPnj0LFiyoqqpCYi46QhUWFlZVVY0aNQpRasTCYBiYMG63Ozc3Nzc3Ny8vD41XcnNzdTodKJWCtQcMQBla1ciKSO4JCLJSjhmCU3FxcWh7lJ6ejlJJJIvW1NQMHjx40KBBgwcPHjx4cGNjI3rB1NXVDRgwYNCgQY2NjUOGDGlsbGxsbBw8ePCwYcP8fj+lFBkMhoyMjIkTJ86aNWvGjBkzZ86cPXv2Bx98UF5ejsI9xDeysrKQHIw4NwCruLgYZRagVGA6kI2xYiGrED8ECKJnJaNYzil2BujB9YCX6blqbNVf5fhSsRJSb0ijBTSQfIY/gDJA6ujoaEwSPp0XWEYKmpTrDUQog3ULC6GctTQBLeiDMqGhoWqWt0cSMa/9KBSK6OhoLBE+ny8/Pz8jIwMogzom3CMEj+g2AW7gYUHex010OBzIBMOlh/fLPYGDIGNVTpQJgh+JoDLsBIiDpTKcJd0VFRU1NjaiVjMrK6u2tnbixInTp09vbm7etGlTZ2dnV1fX4cOH165dO3Xq1LFjxzY1NU2bNm3x4sXNzc3Tp0+fPHnyoEGD0tPTUSsok8mwQhKFIZIS2XcEFA1EsDpPSlwWsF55FNsODg4GyEqlUsxLpVIZyTXQAZfBbVEoFGlpaWlpaRqNBqIMIANUBbgDbZJER3i+oLtwoSmUhtUJ0lVaWho1Mairq9u8efO9e/fu379//vz5DRs2DBkyBEKbx+MpKChAZibss7i4OCkpCVkCMTExHo8nOzu7rq5uyJAhgwYNqqioQIW0nnWKpHVYxlVUwgawbGpZzjvFsHGRFH6iaAsFv7xeLzrIELoVFRU1NDSMGTNm9OjRo0ePHj9+/Pjx40eOHAmsAcQQ+uDvoUOHZmVl8ZQhLS1t7Nix06ZN++CDD6ZOnTp79uxp06YhspGTkwMxGIFU+l7qVpObmwv+giRjFHAjGMLXNOFXYEmDBIa/ecunzqTI1QQk8V4k0JnKLyCBI4wDRsz7mDx1ULAiW2RFgvvoWBIsSTNAdnnfbmq0TohZZyL4E5hgtKD+GWPq6OgIDg7mAY/kVQCbVqsl/c/r9fp8voKCgszMTPgdpaWlaO8AMCMfT6vVomrBaDSiiA4mJBQKAUBI/wXyUcZtGCuAlLL+XRLWq0LMejgBXKhRA4gPICAoKEggEGASIA2ntrZ29erVp0+fPnfuXGdn5+3btx8+fPjy5cunT5/ev3+/vb390KFDhw8fPn369MWLFzs6Os6cOXP8+PFNmzZ98MEHfr8fqgd0K5VKRS4PryLRIM5C+hHFd4nd4CER8UEmDpwaRJFQ8aDVauPj400mE341yI7JZPJ6vZCcMBX4gCL+wNqOqYwMJnqI8KGgwlJ8AWdAdyFkJIwcOfLkyZPPnj3r7e19+fLl7du3d+3aNXHixLq6uoEDB6KEDY2ESktLkZOJUVpaOnXq1KlTp86cOXPcuHGUKQtxR8fSdoB98HAJZbRcz2AeZcgelKwxEoAGZ4M+SDw6OzsbLlJ2dnZZWVljY+OwYcOGDh06cuTI9957b9iwYQ0NDSBr6DBbW1uL6gE0hUhNTaV2MFqtNjk5GX2vgVOTJk0aO3as3+9HDQ1lhAFHsPqiBzbaSKJZLZVlQpZGHApASZks1COC2kSQ9Et1VQbWAJjafZEsBTkW1Vt0KkSySBIOSPxTsQRi8rAAr4SAqPUHfQY8QY4gSVTK1RZgRLEuS7wV96mWDAoKUrLa7QDvS6FQxMbGIooJhM7MzETDcLB3lMODBmPKSlmSO5DbYrHAbdHpdDAwMCMo7TKZDJ4FIQVsFZEjcDYAPz5LRQB8sj9UVZi6VCpNSUlxOp16vT4lJWX+/PkXL1588eLFmzdvXr9+3dvb++rVK/z9+vXrFy9e3Lt37+7duw8ePHjw4MHt27dv3Lhx6dKl06dPb9u2bdq0aV6vF0gHzEIZFN3EAPUXBkwpsPQMKGquYG0QyCci0QQeJWlVTqczJycHPRCwxMHwzKxVJXKCkRQDcAfvg+1RdobNZjOwHtcoH5OxbmbEDWUyGZImPB6P3++fPHnyuXPnHj16BKD5+uuvnz17dunSpQMHDmzfvv3jjz+urq7OyMhITk5G97ny8vIRI0bMnDmzpaVlx44dGzZsWLdu3axZs9Cjlzo5wDAILAK4DMXC+AQFulTSaEiS5Fd7KDJgNMj/TEpKwlpYxUZ1dTV8JWAKetyVl5dDVYFAk5KSQv0hDQaD2+1GEVNpaSlOUlJSgnInxDcodIUUMGTQUIkmBbb52kgKcutZh00ksvKBcGqMDZQBasCVo1ISPddoBkQG+EJ4RMn0RqMRFAFyOGJqvIjDJ+zQ+aFeK1mTORVrcsQX8dDcxh8kFFCiKWJMlZWV//aYgoKCaNHQsNZ7WAOVSiVuOuY9RN+srCyoLSB4MlaaqGEZzfCScLtRQY+m0GLW5UjGtiggDyiMyygJY93tSHKH7BLOdajiozlwlEAiTCZTZmYmZmFDQ8P+/fu7u7tfvXr1zTfffPvtt19//fXXX38NfHnx4sXLly+fP3/e3d3d3d19796927dv37179+rVqydOnDh48ODnn38+ceJEp9OpUCjwsMPCwhAeIpWa1BlAjJA1zaPcX6SowbPVsEJB3Ct4vGq1WiKRxMTEeL1ejUaDCBHsE4/D6XRaLBb4uuQpOBwOyNVEaEGmCL9ABBDmABkmgYNkYIjEWJo0Gk1cXFxubm5zc3NHR8eDBw+6u7tfvHjx+vXrb7755u3bt998801vb+/Vq1eXLl0Kcx08ePD8+fM/++yzvXv3nj59uqur6+TJk7t27dq2bdu8efPcbjfxDj7bBSBCKXw8+BKxD9B6KXxGYE3qr0ajAYCiXgkhHrj2fr+/rKwMuqzf74d342MDvANhJgSMEMmOZt3k0F0cFQbZ2dl+vx/1nwjegZigYIpKClBLhdpuytugAJCGVScZuHpIPE0qawCbAB5RfTlhFq0c0FAQrsGn+KY2iM8g6O5wOCCEI0rj9XqBMuABuB5E6OBeqdVq4CyeBWV1kg8F3JGzEjasVSLWx5ovNUCMqQ/KkKOk5LIA6bwSiQQ1NWqWLIiJImL99MWsyyyKWXEXEGkym80Oh8NoNKpZqTTYVwTrm0vhan6EhYXJZDIEvPgiSTgsfOIJDQAQ1AE4IEOGDDl06NC9e/eePn369ddfg8K8efPm1atXhDIvXrx4+PDh3bt379+/f/fu3WvXrrW3tx85cuTAgQNbtmxZtWpVVVUVfpTL5YqKiqIsZD4ohkGMMZzViItZ0wNwDSXLxw8PDyftTaFQREZGQlmH8QMp8NhwBqlUGhERYTAY4NsDwQFPiBRA3gpnPSiwyCBQjZUKfjXvDuN6gDI4j9FoLCsr++STT86fP3/nzp2bN28+efIEAP3999//8MMP33///TfffHPnzp3W1tadO3du3rz53LlzN27cuHPnzvXr169evXrmzJk9e/Zs2bJlwYIFycnJwBdiKDzKSFgtPiCGgg9yrhU58RcCHcrmkEqlILkwPNAZpCbDacrIyEAMKC0tzePxIMOL7JD6S9HGJhRdIschKSmpvr6+sbGxsLAQ/UwyMzOBRAAXcoUghQApAD3ABdQZUIQeP5MyaIAmBtbXir4d/wUZAVRhgM5YLBYSIvBdfOcDOxtoYongBjWWy8rKArDCfUPuJVVLIJGVyschk8EBt9vtyIrSsPJLiliDCGM6CVlHR3Lz++gyQUFBUFipDAHMX8w611MeF8VQiB0Bjwi9lEql1WrFNSFRCr8B3iYx4Ui23whFqQO8j9DQULgDYrE4lNu3hK+TJo+JOI5AIEAMFeyjqKho+/bt169f7+7u/uqrr16+fPny5UvIDc+fP3/x4sWrV69ev3795MmTW7du3blz59atW52dnadOnTpy5MiePXs2bty4atWqUaNGUR4XyproYqhck3zRgEH3Db8Ulk+1BULW3Ds0NBSJv0RQYVEUqJLJZGq1OiEhwefzIVcwJiZGzQrkkMFMEXFKGsaqgkAmsqKx2oi4DiBA/MjISARxioqK1qxZc/r06StXrty6dYucpm+//fbbb7/97rvvADdwo+7du9fd3Q1n88svvzx37lxra+vmzZtXr149a9Ysj8eDwBMRFnJ51KxqhoiMnhUcy7musXR8ANbgLbAAhGxgWlSKTYkwAU0hKK2BBnUOAAwBX/Cv0+lEsgy6aqDuF/ZJ9gxoo44TQAoYPI6B+wOAAAZFR0djxUpJScEWTjBsoB7l4JHgQI4hZQNj2UbpOXDTZrOBxCGMi+Qg7D9FUpHP50MLUUo1xFs+nw/6EV1JXFyc1+sFa0NUEfo9MAg4CIIDCgJKIeQ2IAMU9IkxBaAM5gRliFJiH6AL56K1OjIyEo+c5B9wb0wdahKMXBXguslkgqQawfpXwkICcvbDWQNKABDFxiDxUk8Zyt+jQiSdTgeJ1GazFRQUbN68+dKlS7dv33727NnTp0+fPXsGiHn27BlQ5s2bNy9evLh79+7NmzevXbt24cKFtra2o0ePbt26dfXq1S0tLePHj6ecoKioKOgyFJPmUYYqxTEosh7G9m8iuMGKDXYWyRr6UnQWriVhjVwup3ADsh8pLA1FhiLieFL07SRUgUDhptFqg7UBPwHUVygUJicnr1q16syZM+3t7bdu3Xr06NHz58+/+uor+Jvff//9jz/++O7dux9//PH777//6quvnj9//vjx4wcPHly+fPnMmTMHDhxYt27d0qVLp0yZgjQZECUky/DxUcqKxKpGoRBKmyCI4XUZHmi0rF025cjCVlEYTas0X4eNaoCAQT1iSBmBx4SoBSwQVTU+nw8oA6ABlSAWA5snDsKrJPCSwDiQOp+VlQU9KD09HWsw2Iqe63TFK8FG1r8KrjQS/HAAfjLVOqBUwuFwoNQTUnRaWhpKmuFOogwITYjS09OR84EsHo1GY7PZkpOTYbPghg6HA1iGq4ItwwfHpSLoSeFtPPHASDY8JjlL3JKyvtCUw4dBGSsUMUHOBcULRGw/M8RHcTuSkpLw8GASQBnwIAoAk7rBw0046/sLE8Xij2T/4OBgeFsCgYB62UlZX27cX4/HU1ZWtmHDhq6urmvXrt27dw+K5vPnzwE3z58/J9fp4cOHN27cuH79+rVr1zo6Ovbv379x48bVq1cvW7YMyWnIaRaLxaQHERqSx4RoF2ExIJIuD0AMOwdGAHGgRIB8wsGBkyhnnc0g7+n1eqvVmpeXl5CQgLuNGgK1Wk2hN9x8gAshCFJpoJ3jqkBRlaw/SEREBBwQsVgcExOzYMGCtra2U6dO3bx58+7duz09PS9fvnzz5g1Q5rvvvnv79u3bt2+/++47yFsvX77s6en58ssvjx07tnXr1pUrV86bN2/MmDFOp5NPqaAkUahFSpaKTuo4lEEVa4bEQ0yAAAx+RFkXFG3ls0VgD9QNj4a17wB9ILJgYAWN4BRQzSCZIZzkYH0849huZRCDoZ1BjiEOAkWGCiBQq4F8BSqk8ng8brebdvXQsPbgRGFwJZB+0XI7ISEBZd8Qbqg3IHEch8OB8kM05IZAQ/10UMaVnZ0NwgJqA46M76IbiLPh4sENkUyoY5tA6djmWRrW0FPHNlfBQ/8zxgSUkXE9FikmImQD9ixie61RUBmzhxI6yc9C7bXD4cC9gKNExThS1p0gktsViHJM+KyZKK7XnIA1qaM4FLlaoaGhqCrET/D7/TU1NdnZ2TU1NZ999tn58+evXbt269athw8fgtE8fvz48ePHz58/7+3tpVfu3r0Lp6m9vX3Xrl0bN25cu3btkiVL3n///ezsbETxFQoFCAgvVwMikcVLd4nSlJERQ8IYAJRcTrhCQArcCnBRxOnkrNgEJud0OrOzsw0GAyAJxJseuZSrSMBlUIYObgsIi5rtm0PKmsfjsVgsIpEIa0NTU9P+/fuPHDly7dq1u3fvdnd3P336FLwPyPL69Wv4UK9evert7e3t7e3u7r548eKhQ4c2bty4fPnyuXPnDh8+HKVk8CsxSQhlQLZJHcdVqblU9wBqw8c9KS6BQcoXPm4ymdxut9VqRWliNLc/CWCFFBNKB0c4HDls/EeglcBNSEpKQocTB+sZbDabU1JS0tPTYfMwciSdEy2iZuNgUiBNFNW2WCwul8vj8SDNksL8f5mVR78Cn0U6Il0zfgioXFxcnM/nQ0QsIyMDrSpA7qBbIUMVchWiTkiyhceELJO4uDggETq6uN1u5Ae43W5IpRQIx4UhpoHXldzWcUKhsLq6+k+PiV7lyYuYbRvAww3/Xzg1QDLMGFB0hPcoF5AHC0o2I/WX9OBIrmEl0RyiCRERfzYVJyulY6gsQCKRID81MzOzoqJi48aNHR0dV69evXPnzqNHj548efLo0aNHjx719PQ8fvz42bNnQJmenp6HDx+C0UDCXLt27bp161auXPn+++/n5uaiz45araZNDgK0asqgIZQhh45UJ/wRHByMVDoV21gWviSEW4pxAqaNbBcLPEK1Wg1CFxUVhbegkaOSiFL4BFw/djwjWgngvMBhCQkJcbvde/fu3b9/f2FhoUql8ng877///o4dOw4cONDV1XXr1q179+7hXj19+hSeJiQtuJwvXrzo6em5efMmJPNdu3Z9+umnzc3NDQ0NRqMRvDI2NlYgEASouUStZayHMcJwClZDr2H934jUKFjXAjlXJcwrPmKx2OFwjB49Ojc312QyARGoywyvdBINwbso38OyjDATqASEGxSmIBmHUCY+Ph6bvXm93sTExNTUVPTfgxgEpQaOFU5COg6fOIcmFaBIetZQSceqJXmU4Ws4gVyANvAv+G54C9tJV1VV4dpI2QW2IomxqKgoNTWVwlIkXcFfg3qVnJyck5ODn4OUWuhTZrMZ5JEqQnVsp0bydfhnWlNT8yfKkIgbMP6fKINMf1qNIyIi5HI54ta0gGN1hUHSaelfzBUeZSK43Qv6owwFd0gbgtIBniYWi5Hu7ff76+rq1q5de/78eRCZJ0+eAFCePn0Km3n48OGDBw/Aa7q7uxFjOnfu3NGjR3fs2LFly5aVK1dOnjwZTY4zMjIUCkVQUFBQUBDfwCGClWIjJCRmu0qB9ZBjRX5NcHBwVFQUQg+U9YBVGjMGYbKhQ4eOGzcOi0xmZqbBYAgPD4cmBYcRHpmQ9cQJwGi6w0LW6IvoA2AdhHb06NF79uw5duzYiRMnsBPxihUrtm3btmvXrqtXryL0BpR58uTJ48ePu7u7Hz16BOrX3d19//79GzduXLlypb29/fjx4zt37ly9enVzc/OAAQMMBsPIkSP37ds3evRoeNaKvm2oCE1IppGzDhI8tcErAFkF2xRBwsostaxxPw7LysqaMmVKWloaeA2fZmKz2VBKQvIwdF9sqqFnJdToZYX/OhyOvLw8+BqIgkMkdrlcSPxDLxTk4KEq2MINQgRwDRKhKVUPAXjEwkn7xy/Sse3ryBGjoBhkJlRFU6UeCFRcXBzSuFHGjLIpQC3QMzo62uVyAWVwZ4xsKyQq6DOZTBSogtZjt9spXcBgMGBFB4VRsy26QY0x3yC9ISGuD8oI2d7yUX1Hf5ThX0dOKqxFyCKvErY5LPk+fGEhuWNQjCjkIWJVS8T5eQeK7Dmc9XAhvwm0CBQJYIR2c+Xl5Y2NjWvXru3o6Ojp6Xn16hUCTMgB6e3tff369dOnTx8+fAiZhgRgqJgHDx48ePDg+vXr58yZM2jQIHAZFIABZfBduB5kIYeHh+Mm8CEwgIKK7dMikUiAobAQ+BGoHqCiW5VKlZCQMHjw4IkTJyKFtK6uLiUlBd3RcVoBK1Yg6Z2IIYUCIZAhhi1m+xYo2a5diHbNnDnz2LFjO3bsuHz58tChQ0tLSzds2LB58+YdO3ZcuHABmAL+AiIDJggOCJi+cePGl19+eeHChdOnT+/evfvzzz+fO3duVVVVYmLi1q1b9+/f/9FHH4HVKlhuu4b1W9FxrZVAsqDxKfoOGSv4VrP6LKxMGra7Jli6Tqerra0dOnSo2WyGF6ZhQ6lUWiwW0H7EVtBdHPVrqH3Rsn2IkM+GhO/6+noAPSYAIi8JCQnQ/jIyMjweDxZ8l8vFSzOWvoNUYRAciETEa5xOZ3R0tFKp1LGtkdBFAFBF+gsG0oKAGvDR0AIBYAEaQlEkXB7QjXAKRVVQVQxclyzSnnE26oKMdAeIhtDCoqOjkUSK24vVAqoIJZqDHPVBGcqlCajN+U8oQxFTpVKJ6iTytmg9F7JEHT7KK2ED9AeBD1pmeaCJ4LpA8SjD6684gHJYYO1ut7uioqKmpmbSpEm7d+++ePHiq1evvv32W1jF/fv3ke+LPBqM27dvt7W1rVu3rqmpqaampry8vL6+fsKECStXrly0aNH48eNRHYoIF1AGsS28guA6MRcKt+PyFAoFchNUrLEYz+CAHTBCZCRFRUVFR0ejehjPD0tlVFRUGOuVBUcMbpec1Y9EsWbDVKzE51MpFAoIyVTxLBKJZsyYcenSpba2ts7OznHjxjU0NOzcuXPXrl2HDh26dOnSkydPoJEjZ/rly5dPnjx5+PDh48ePkQTw9OlToDNOcuDAgbVr186YMaOsrCw/P/+zzz47dOjQokWL8GP5pHjeCSKxD8sPrUN8Vp6KbZOIWY4XkdCBqBymflNT04wZM+x2O2QCHdu3COwAtALGBk8kmu17TwE+2DYehM/nGz16NIpjUEOAt1JSUlASCU4Eh4tPvQnIxCFKYjabYcBm1hEd3pzNZjOy/WFIA6asGUjU5D2BuVDcysF24zRwW9GDtSF6DR3HyG3qBF8GXg/cbQO3AzeCdziVnttrhFR25BMjL5d8WzxZzDH8XpQE9NFlEIwQcvs9k3b4n1AGQ61Wm81mvV6PA0RsuzU6PpLtK0JUn8Ix5FNQ1DzgI/8JZWBmlI9HFg6UUavVyExdtmzZyZMnL1++fOnSpS+++GL+/PkjRoxAAcuoUaOWLVt25cqV169fP3r06OTJkzNmzMDGLxUVFZMmTZo1a9bEiRMHDx7c1NQ0efLktLQ0VDlkZGTIZDKoM1TWhIH/hrPiA+pWZTQak5KSwJ81Gg3gG1QCJ0GkSa/XY3vDiIgIlUqFVkxKpZIUXETcEGIjoUfKdrkljRyRaTnLzQeVRXRJr9fDvcesEggEubm5nZ2dFy9ePHLkyJgxYyZPnnz69OkTJ06cP3++u7v7+fPnyGN88+ZNb2/vkydP7t+/j9d7e3u/+uqrV69eQeq6c+cO8gDWr18/c+bMsrKy2tra3bt3nzp1aty4cQKBgPJ6KTGP8AXPHdhBQCPlWkMquG2ONazFhEKhQIUdii2kUqnVam1ubt6wYUNiYiJAjTLo+Top8tdwPQrWXALmYWLNWXQ6nd/vnz59ut/vRzGN1+sFQKBqFCQoOTkZIguRDgjMwA54MURkzGzrKAAQCUPwVkzcPtlUXhQQzwbHsbKddgE0gBjQQ7p+fCnuD86PjyAbiCcvyG+kBBSKIqlYbwZI7HgKlDegZfvcg6iq2L7aFosFv8tisYjF4j4oE85tGIQRzm0nKGF73yrYtmdCFhhSKBSoZBexLZz7K76UUQKrC+d2LIGQKew3CGXC+g3iCPwrWORTUlJWrlw5bty4YcOGNTY2Iox99OjRJUuWfPzxx3PmzMFyPXz48Kamprlz5544ceLVq1cPHjzYtWvX7NmzFy5cuGjRonnz5i1fvnzZsmVIlmlsbJwyZUpubq7P55s+ffr69etTUlKgj1CtJkhNKNtMjiJfIFmwDblcjswC3FXgAi4b1oKJqFQqARMOh8Pr9crlcvoK/rQUQRcIBDDLSK56O4rt7wfJJorVlWAqIKNErVaDRX7xxRe3b9++cOHCtm3b1q5d29XVdebMGdSXnj17tr29/eLFizdu3IBAfu/evQcPHiAq9/TpUwDQs2fPrl+/jtjcmjVrgObNzc1tbW1nzpzJzc0VCoVKVjmFmYobwgvSfC4MFRPQKwQNfC2CTqdDTzyE4a1W6+zZs1euXOl2u4FBRH8AJbRW88uvivUS0rK9zYDCarXa7/c3NzcXFRXZ7XYkYQFl0MINPUPgj1DEys7tnYDQFfwOK9vpCYaNsDQ+iMg3JQQiywYRLvovBmXNAG6QtEKlbRBcjdzOk2ArxF+ocooC7cRWqBoe3pOG6xNC/5IDq2QbnNIAMhBnBNuyWCwCgeDfFQbEZSgLJpJtFMtrh0LWkhrwQcxcqVQCrREnonAGYRaf/xLK7W2EP5A+SMtaAJehESDWkPZMAjBsbPLkyRcuXLhx48aWLVsaGxu3b9/e1dW1ZDwFcAAAIABJREFUadOmTz75ZM2aNdOnT0dLlMGDB8+bN+/zzz9va2vr7e29d+/eZ5999uGHH86ZM2fkyJEonEtLS6uurp40adL48ePnzp1bWVk5ceLEAwcOfP755yUlJcAX+Ep8yAmwApKCjDs4KTJul08K3olZrTakPrAVegqoIqEEJcAK39CTFgNoLlLWEwtHgv5QHg18W+RkA2tkrM/QtGnTHj58ePv27UePHnV0dFy/fv3YsWMrVqxYtGjRBx98MHDgQHTwf++991atWnXu3Dk4mzdv3uzs7GxtbV21atWECROwV1xVVVVjY+O0adOWL19+4cKFhw8fbtu2DX6ikvXiVLDtt6jIIABi+qMMYhYatguimrX+NZlMyAfR6XTwmGbMmLFkyZLk5GQt241Dz3rlUh0DBYzhKAF6yEkhaqBSqXJycpqbm0tKShwOB/pYI5cXiRoAOOpJjmRcpBdAqaF83MzMzAEDBjQ0NNTV1fl8vhi2dx1VKsCf0rFOMeQuASDIrcO75O6BEKGOAb+CL1zQsP2tEAgHnaEYOfQjXHkM655FIWol29wiYPSvQ6TnCNWG6vUsFovRaAwJCemTL4N5iWkqk8msVquYNbukt+DqU5Y67AERJZPJBHugjL6AyHQYa4hHNhnB+mshD43StwiYKNRNalGAN0fyKo4MDQ1dsGDBli1bjh49evTo0YkTJ+7YsePLL7/cvXv34sWLhwwZgsy6tLQ0tMheunTpkSNHXr16de3atYULF06YMKGpqWnSpEkjR45Ev/74+PgBAwbMmDFj4cKFw4cPnzJlyqZNm/bu3VtZWUlhpgANOIztiguyplAoMDVlrLcLDAzADT8WMhZ+F9CTfhelmRDroabC5Bwh5Q9rl1gsJqUcZwO+IA6I2YnybiHXLDk+Pv7SpUvXrl3r6uq6cOHCrVu3Tp06NX/+/DFjxvj9fhDV2NjY7OzshoaGZcuWtbW1Xbly5eTJk4sXL66urkaKfUxMTEZGxuDBg2tqambMmIHysYcPH44dOzYoKAjQxgu3VOMrZS0++MHXWxGXIQeHNF2DwZCRkZGUlATsNpvNS5YsWb9+PbgMnJc4tjUSKangOPApKNuI1nnKJ1ar1YWFhQsWLCgtLaW0NPCR+Ph4ahxD0m9iYmJaWlpVVdWECRNmz57d1NRUW1tbXV09dOjQ5cuXHz16tKOjo7W1ddmyZQ0NDdgBAll2uEKgDJ+SRzEyghtqZwVgAlThswZu01uwJDhK5KwBUrVsV1w+0A7Fg/QyOeuoLe07ZKxhNqalmu3HJGQZLcAvmUwWyUoCAnN/MSkpJZdSRTGVo7huBrAEABhCyPg9iGNROgNxDUIZXmEBpaeGAIQyUX1bfJNzQSwmQKyhng9isTgsLGzu3LmnT5++fft2e3v7woULt2/ffvXq1ePHjy9evHjKlCkLFiyAT7RgwYKlS5du3bq1tbX1wYMHFy5cWLhw4QcffNDS0tLS0rJu3boVK1ZMnz593LhxH3zwwdKlS5cuXTpu3LgZM2bs27dv//79xcXFJACHcs2ACWUiIyOBBSqVymq1KlmpkUAgMJlMMpksJCRELpfb7XatVguGQho5/fyQkBAYYSRrCwSUIWjj83HgUCBcxWckU3TJyLb4wcYMUazTDSLrmzZt+tvf/nbt2rWDBw9evHjx/v37Bw4cmDBhQm1t7bhx43Jzc2fNmrVw4cJhw4ZNnjz5+PHj9+7dW7t27ciRI6dPnz537tzs7Gy0WRg0aNCsWbNWrVp19OjRCxcudHZ25uTkBAcHQ63jhV6+9q3/hP5PKEM0ngL/SGUCXbJYLEuWLFm7dq3L5VIqldA1bGyDR0pag9sCG9ax1nxkfjzKlJSULFq0CCiDJtZQSeAxobAbeg1y9pubm8+cOfPy5UvUeZ09e3bfvn2dnZ2Qt77//vve3t4HDx60trbOnz+/vLwcCAWvCmgOGkJVDgAduiosEkhGQyAMif/4UVrWWhxpOE62UQzPVug3kjZktVpBt5HfxKfmBjyR/omUCoWCvBZwZwXbSAOW+yfKdHZ2AmX4IKiAa7gbyTWjJg2FwklYNGJiYhSstysFJsn3IQ0FAAEvXcO2ccBCR3F04kr8wIUJ+u5RTVkh+LqgoKCRI0dev379+fPnZ8+eXbFixfHjx2/dunX16tWzZ88eP378iy++2LJly4oVK1paWjZs2ACL6unp6erqamlpmTBhwrJly1avXr169epPP/102bJlK1eu/PTTT9esWbNw4cIZM2bMnj378OHDX3zxRVpaGkWUEXLim90QsYqIiMDPBFjAtTGZTFFRUUFBQVqtFh1kKI+OkolDQkLIbxKyHCXKOaLjBdxmvnj84WxHXXqCYrFYy/pXwTmFIAI8wp1Eef6PP/74008/nTx5sq2t7fnz5/fv3z979uyxY8f279+/efPm7du3r1q1au3atWvXrr127Vpvb++nn366ePHiQ4cOHTp0aPbs2R9//PGHH344evTodevW7du37+TJk729vbt379ZqtZhIFFskIYYypLFo8YOXAwhlKNhBdN1gMCAxBD/KbrfPmzevpaXF6XQiIAI6Y+YaQUF8Jcyl7AE4UAEoU1pa+vHHH5eVlYHLoAM/ypE8Hk9qamp2djZ2OBg1atTOnTtfvHjxj3/843/+53/+8Y9//P3vf//ll1/evXv37t27n3/++ZdffkF9xps3b3p6es6ePbtgwYLi4mKKf1OOHF2Yjm1+QBXkOMBut6NHKqRf0BlcMD4LskN6M/rXoPgIbiZuCCnKsEScgfKqZdz2pPyzI5SRs1b2AeCAZwpS8mdNNlAmsm8HJnJS8BkwF5xCxHXlw3QBEBKXwYXyKAOIiWBp+DKZjHeYiXdFcem8+ApCNPqXNzkh1yIQEkNGRgayxdC2tqurCx0M7t6929XVdejQoR07duzfv//UqVOXLl368ssv7969++TJk9u3b69bt27atGkrV648duzYkSNH9u3bt3Xr1m3btm3cuHHz5s0fffTRtGnTVq9efezYsb1799psNr5MPJTrMhMAAbiB9C7kCRi2QqFISUnRarXkAfEpNiTGR3A7NESyAgXyZEnhojQi+iAOhiaKUjKwAyKthPvomPPJJ588f/78wYMHZ8+eRRJjT0/PtWvXDh06tHXr1hUrVqxYseLAgQOnT59+/vz5y5cv169fv3z58n379u3Zs+eLL77Yvn37xo0b9+3b19raCob47NmzxsZGKNl8igMNeqxiruMqTfGAFD5KnIFXrmS9RIuKinJyctD7wul0Llq0aNmyZWi+Ex0dDXsDNNCAVQNTyNGgWiGK6Wg0moqKipaWloqKCuTCwWOKiYlJSEhAMh660zY1NR07duzdu3f/+7//+/vvv//6669//PHH77///vvvv//222+//fbbr7/++uuvv/74449v3759+fLl/fv3L168uGPHjnHjxmGHP+gpcHzIH8QlUUoe4A+vgPhQ5yAD2/sBWVeQoknEQSk/5oCS7cxBZQGUW4BkSD7BmscXyjOgQa/T8+UzYECW/0QZ8pjoOPwRzqXMgy/1jweJxWI8TqPRKGZFTFLWEJT8L9ghqZgIquNHApJIRCDjwZWIWaU4pasKWEsa3nXCi8HBwVqttq2trbu7u6Oj48svvzx79iykyp6enp6enu7u7tu3b9+8ebO7u/vhw4d37ty5c+cOYiW7du368MMPW1pajh07duXKlQsXLnR0dJw4cQL2s2DBgrlz5+7du/fEiROLFy/GdaJAiVJj6MJIfKWLpD9IwA4NDYUcC88otN8I7zt45Tu83wiIwdGDA92zWq2ZmZkxMTHETANOhWCZTCarqKiYOXMmqtjv3bv3+PHjGzdunDp1aufOnUif+fLLL+/cufPdd9+9evUKNeuHDx8+fPjwwYMH9+7d29ra2tnZefr0aTC+GTNmEKkmR0nMNtulJD2eqihZSaSKbaFFHo2M7cBpMpk0rNGaVqstLi4uKChAQmpsbOyaNWs2bNhACb7I06V0fkgh0EGoSwuxBmqOide1Wm15efmyZctqampocxUc4HK5ADE+n6+ysnL9+vXPnz//+eeff/31V4DLH3/88c9//hOM5nc23r179+rVK0y89vb2vXv3zp07NyMjg+ReE+sjBetACAnyE9Ve6rntbjECqjGAMpQyB76DbGMd23IP2ScGg0HRt8wdg2JJ/4lgSrmOv6J+5QE0JBJJYH8ZGDZWHooxQRQgC++fpAd/G26khDWLIHJFSzGt9hAgsKRDkeH9Ot7DgqFi5mF2Uh49Lo8P64SGhgIWQ0JC5s6d++zZMwRfT58+fePGDeTdPX78GCV/qGZ6/PjxrVu3bt26hVKD1tbW5ubmBQsWtLa2om/e5cuXT5w4sW/fvvXr18+dO3fp0qW7d+/et29fbW0tqF8oK5gkoYRYWzgrj+wfKYtkBZ+UcRPO5Rn+J5QJwI7/O8oIBAKVShUXFyeXy0NDQ3lCK+B6+kBRgvc3bty4S5cuAX8fPXqEBJlXr1599dVXT58+ffLkybt37968eXPo0KGdO3eeO3fu0qVLly9fRk9lrNKzZ8/WaDQRERE8ZyEKI2Gt+ai8gA8qY1DoGloMZrZQKExISGhqasrIyIAx6HQ6pDhB+TabzYsWLVq1alVRUdH06dPr6urIwKjjHHwoxPKRC8ejDBZ5hJa1Wm1VVdXy5curq6uplpo2IbBYLOgIMXz48FOnTr18+RLVpL///vs///nP33///e/c+OOPP/7+97+/e/fuxYsXt27dQsvXPXv2LFy4MDMzE24sSAriOxq2VQNYhobbQEbDNhelQfcQxoJCJPhQeJGS/UjZhWhFCdnEEwOwJiDkJ2eZB2LW+f+/QEwgylCMSSQS8TNYJBKhFknM6hv5ZDycKCoqCigDQh7JepdQjJbUX14rFYvFWDfkcnkkK0rgj8dlwMVQsOZyZKWCvv1ocFp8HIm/V69eRWi2ra2tq6sLzZYePXr08uVL9KxCBjD6p6C/DNLJFixYgA6ePT09ly9fPnz48M6dO9euXTtz5kyoPJs2bTIajQDlcC4wj4sJ7dsOguycZxaRLBkaUML3xPovKBPA3frTGR5rArgM/AveFxYyYR4H8F4eSvXPnDmDtl5Ijfn2229/+OGHH3/8EWl433777evXr0+cOHHo0KGLFy/evn0bd+zWrVsXLlw4duxYfX19OKvbohnJQ0yAW0TJFwFZeaQBY40RCoWZmZlr1qypr6+nkmskgFHOa0VFBQplly5dOnz4cIPBYGW9hyFqIFGFGA2JrMQRiOYYDIba2trly5eTx0RbnYDv2O32xMTE0aNHI7qPCfbzzz+DxQBo/vjjD+I1P/30E7q1X7lypa2tDWmiPp8PIAunCXRDrVZTKaySGwQH/KDcS/oD+jGyFuRyOYQYnJnuKqUR8bAi65e1FKD+Srmm4uQoCf8qWTcQZUiXkbBGmcRTEHMlltH/XJGRkdBlYmJi5HI5RYVIR6BJTNHrkJAQoVAIfVvIqiulrBcEmWVYWFgUi2FTMCWU9crjPQjiPiKRCAvynDlzvvnmmxcvXhw5cuT48ePXr1+HtaB86cGDBxcvXjx58mRnZ+e1a9d6enpevHiBtJr58+evWLHixIkTFy9evHjxIjq/rV27trm5ec2aNQcOHBg6dCg4CEhZKNeUk9eecG0B0XcBVyeNT4FE8AnE/wll+JtAmY3/R5QhKhrFmh8KuToSECuikCEhIV6vd9u2bZcvX0ajDEDzmzdvnjx58uTJE/Saef369alTp7Zu3XrixIkbN26A/V2/fr2rq2vLli2pqamUyYlvoQlKs5yfxxKu/WuAFsAHm8RicUZGxieffDJw4EAomk6nE8QE1T0oQUak+aOPPhoxYgQ0CDtr6Es9n6iXJY8ysEYQAWglNTU1y5YtKy8vJ/UX38WXOA8cOLC1tRV7Y3z11Ve//PILMOU3bgBxfvjhh6dPn964cQN5j0eOHGlpacnLyyNORx4iz2UUXEn6fxkEMQq2iZKWdWsH6KA+Tsa2flay3d14LhMQ1+sv/dJzFPatxf1/owyfLwPbIFkOwQiarP8FZVAPzn+cRKCAZR8D0Ctgm4QERI5gUfjNEawgm2ROPqk/jEsFxvUEBwebTKaDBw8+ffr09OnThw4dunz5MtZblPzdunXr5MmTra2tn3322ejRoxcvXnz69Ont27ePGDGisbFxyZIlu3btOnHiRGdn5/Hjx3fs2LFq1ao5c+asXr166tSpcrk8LCxMJBLBxaDsONJ9o1hTcQGXLkhYQzyCTJo2RfjvKMPjyF++9Z9QhrCeUgFpDYhivSmILuEXWSyW5cuXt7e3g8s8fvy4p6fn+vXr58+fv3//fm9v708//fTtt992dnZu2bJl06ZNZ86cefDgAbomX7lyZeXKlWazGRxKxPW4CQhRByyScq6nL9EZMUs3l7M93tPS0hYvXlxXVxcdHQ3LR2Nw6qGNBig2m+3jjz9+//33EVRCei4WNuzEBmKCvk0keaDVA0W+9Xp9dXX1kiVLysrK7HY7GjvEsc6epCUXFBRs3br1zp07qMh9+/btTz/99Ntvv/3yyy+//PLL3/72t59//vndu3c//PDDmzdvIHVdvHixs7PzzJkzW7ZsGTNmjMvlIiFWw/rLwIeivMH/AjQyVocBlJFxbb1wJ8kbJQmMgnQYhDU8Reqv1/AURszl0AYAAhn+X6MMcfsorhenkG14Sh4Nbznh4eFisRjFEUqlMpIFX8nSorhGU/QvJcjzZkMQQ4iDXFWRSEQhGIwQ1mA8lOXLhPUNuwQFBSUlJTU3N8+ePXvt2rVQGR48eNDT03P//v2urq729va7d++eOnXqgw8+GD9+/KxZsyZPntzY2Dhp0qRNmza1trYioHv8+PE9e/asX7++qakpLi5OIpEgHBPGGlmRDxjOhX76Uxi671F9Q/sBH+dRJqJvZQYRJVKLw7h0oQDoCRCDorhG7vwaQII08A4QKRAI1Gr1rFmz9u/ff/78+evXr6NA6ejRo0eOHEH7ZIRLrly5smPHjs2bN586der69evXr1+/dOnSqVOnpk2bJmNphyLWCk/C0nwJaPonZRBpl7C+vwhaA2g0Go1EIvF6vQsXLqyrq0NeGVrAYYtrj8eDFrZIilmwYMGUKVOQMIIiZuy7hqgTtdQEfSAuQ5FvWHhFRcWSJUvAZQBPACA+EpyWlrZq1ar79+9D4Hv9+vXbt28BLj///PPbt2/fvHnz9u3bd+/e9fb2QhOEAHz16tVDhw7NmzevqqrKbDbL2NZaOrZvB1VO8pUQStYe8D8J51LW4ZSy7CB1USoAhe1QRitn7VDlfZu3S1lSUoDcS2EfnrbA2ENZ5TBlV/xFjIncEFqQeS8pwHIELPVWJBJptVqgTFTfbBr6FL/e8pItiaCwh0hW34DZL5fLkUpIKEMeE9lkAMrQYRAyg4ODx44di5oD1GFfvXq1ra3txo0baF6F0puWlpbFixevXLlyzZo1SB1ubW09duzY4cOHd+3atXnz5hEjRuCE/QkFj5JExwIGUEbIBdHCmQMY1ncQypB/FMblFoezXjb9fz5/SbyIE855W/Rk+cuIYBtIhLM2GnK5fOLEiSh07OzsvHz5MjbDO3v2bGdn56VLl9AJ+NSpU6tXr96+ffuxY8c6Ojo6OzsPHz68bdu2gQMHkkZIEMMTGbn8L/Y/kbA6AzAgxEqoLwRMQiQSeTyejz/+GL0dUJVHDVzANUBYEhMTm5ubR48ejZRZVB4hXxZ+k4ntVEv5MlB/zaynN48y0GWAVla2OWRMTAyuKiMj4/PPP7958yZt9oC8mHfv3v3tb3/7/vvvv/766x9++OGnn3766quv0KCnq6vryJEjX3zxxb59+5YsWTJt2jQ0FYmNjX3//fcrKyuxvgL+tGyjEooiBaAMvS5nXaL52veAKFJAlgBlvsi57R55f5ZIZX8VhjweosZut9vv9+fk5JSWlvp8PqlUGtiRk8zjL1EmAGL4eQyUiY6OVqlUUVycm+gMHxnhDYnshJZuniIBZcBloLbydhiAWeFcv05iTOHh4UFBQX6//8SJE9euXcNeSxcuXGhvb6cdJnt7e2/evHnmzJnLly+3tbUdPHhwz549+/fvP3DgwIEDB3bs2LFjx45t27Y1NDSEsU0LeOwI+O9fogxRPyGXcxjBqivD+g16nZd46PhwLqrN3wTeXQogQTygEI4HnIS4ZEREhFgsbmpq2rVr14EDB44fP97W1tbe3n7z5s2enp7Tp0+vWLFi8+bNe/fubWlp+eSTTw4cONDa2nr8+PHjx49v3ry5paUlJSWFRJkAfOEhhuY6/ssriyKRSKfTIW3f6XTqdDos0VFRUR6PZ/HixYMGDaIuCpBjIZFQiNrtds+ZM2fo0KFU8QRllw/WBFQ2UXKKmW1XYjAYysvLFy1aVFlZSQ33+J5S0FkHDhz4xRdf3L1798cff/z111+///77V69eAXF+/fVXBLN/++23169fnz9/fs+ePevWrVuzZk1LS8vy5ctXrlw5d+7cefPmlZWVSSSS4cOHHzx4cPbs2YhwaVnfvACU4cWU/mKwvF8GI88cKSBNAg09BRlLgeHf5VmMlEv/JYjAdAoJCbHZbIcPH0Y+58uXL48fP+5yuQIrDP7/oQzUHA3boYlnUEKWHQOW/n9BGTJd2JhCoTCZTJBv+E+RLfGmxaMMnTMoKMhkMm3atOnGjRtAlitXrpw9e/bSpUuIoVy9erWjo6O9vf38+fO7d+/evHkzJsGGDRvQyAqJeWVlZYR9vOcZ2XfwEBPJBXEIZYRc1UV/aOCBhlAGt5SvvYjkIncBntdfDrrzAddP0M9fNkT0sWPHbty4cffu3a2trWfOnEFyI9o+tLe3b9iwAVhz5MiRs2fPnjx5ElHtTZs2zZ4922QyCVmn94BQUYDWyJdH8zKwWCx2u92DBg1CB0y73Q53SSgUut3u5ubmuro6IALcHwSPQGrQF87pdDY3N7/33nvUAY8qJ8kfocy3gBQ4Yjp6vb60tLS5uRkeE9VD/X+cvXdck/fePm6PVavVuupRO7TaqhUVUUFkT9lh7z3C3pCETQIJJIywA2ETVthD9hSc4KoDRcVRHIir2lptT5/zPH7/uJrPk9L2fL+/3/2HL4gQILnv636Pa2C3Bdretm3bQkNDxWLx6dOnb926NTY2VldXB+Tt6uqamJj4/vvv5+fnp6enQUan0+k0Gi05OTk+Pj4sLMzPzy84OJjFYjk4OHz55ZcMBiM2NpZGo8nLy2OeQsSc0iizYOgrXX0QDMLjK1euXCMlPZWuVsgj0o2qNGeStKsLqDELGiU88sEHH6iqqk5NTf3yyy8vX7589+7d9evXVVVV/7qWIZ08uST+DmLIfXvFihWEKyX940lZjl93wSXxlygjPVtZsmTJmjVrMBtfKZUcIN2bSA8jyHUufWcGVd/f3x8xBjDcFIvFWVlZkZGRfn5+rq6uECi5uLgg59TIyMje3p7L5TY2NtbW1ubn58fFxe3Zs2epFL9uwUsh/ekCZJE+pLF/mRRX5c/Vx+LFizE1h8snGeB98skn5A//8I+TqQWvqvQhXd+RX5L8VkskPu3kXV6+fLmnp6dAIODxeGVlZegcsa0Ti8Wtra0QowqFQkx/09PTS0pKioqK0tLSzM3Npatr6bN2wam5QhJut14SCLNSolNfuXLl4cOHAwICdHR0MJ1ds2YNvnfnzp1BQUFmZmbEwAk6QPhFYj8NAh7UnihMpK18yayXUH4JyuA5N0uyTf75z3+qqakFBwdra2sTNylCqN2zZ8+GDRtkZGSSk5MbGhq6u7u7u7tFIlFubm5GRkZGRkZ2dnZ1dfX58+cfPXp0/vx5QLC/v7+bmxt8PGGd6eTkRIJlmEwmk8nMysrS0NBYuXKltBsOoQ4tKGRILbP2j1TpBe4W5BkI6YZ8Cswls+FPJKLlFRLZx0qJhuAjydR1pYT3j0t77dq1K1euVFJS6urqmp6exhS8t7dXUVFx6dKlf8iWxJ3zL1FGus6XRhmclCtWrFi3bh1QRrpXWi6JbQIcLkAW6Qkuud9Kowxqmc2bN69evfpDqVTJD6WkgAumD8ulYirxnKjlDAwMamtru7u7+/v7+/v7m5ubi4qK4uPjaTRadHQ0eL0RERH+/v4ODg5IZS0pKSHxkr6+vuvWrSM6AGmQXTAKWVDILEAZ8pL+HcpIPyFevQ8//HC5RFGNxoE8Tl5Gsln/O5RZ0FWRX5KMosm7vEwS6efh4VFRUZGUlAQNelZWVnFxcW1tbUFBAWq95OTksLCwiIgIFovFYrGEQmFhYSGDwdi9ezfOTukRzHpJhgZh8WM787UkdA0liXQCiYaGhq+vb0BAgKGh4bfffotrfv369Tt27PD09DQyMsJ4BZa3WFRLsk++AnGGRqOhQPiznQpBGbLN2SAJWiFJTFjuqKioBAQEaGpqEqsX+AccOHAgNzfXyMho69atKSkpDQ0NlZWVcFbHiRQYGBgVFZWamjo8PPz48ePz588nJycHBASEhoYmJSXZ2NiYmZlZWlpSKBQ3N7eEhITIyEhDQ8Pk5OT09PScnBxlZWVAMMZSZHa7Tsooh7jtbJbkwxA3CQyqIcXEdJwE4JE8PBLvjY8hrYQ0gbherZGEAqK5+eSTT9b9MaQcS328BXJych4eHuHh4T4+PriU5OXlt27damxs/L8os2TJEmyylyxZQm4+BEekS33p2ynOWrQ2qGXI1U7K748++ohcFYCPD//oWYmTG1OPFRL3iQ8//HDt2rVffPHF2rVrl0iI/AAjQjBZLiU1wAuB55EGrH/84x8KCgpZWVmNjY39/f3d3d1isbijo6O3t7e+vh6qpcrKyrKyMjabHR4eHh0dzeVy8/PzCwoKCgsLeTyelpZNMPpHAAAgAElEQVTWh39cpS8AF+n+URp9lv7HY8kfj2V/OsjFv3z5cvQdZMi/7I906r/smBb0mOQtWCHJ/VsusQomrd9ySSidu7t7fX09h8NhsVh8Pl8gENTU1PT19Q0ODg4NDbW2tiIUJT09vbi4uLS0FOZVoaGhpqamJiYmVlZWdnZ2rq6uVCrV398/ODiYRqPRaDR0BPD64XA46enpmZmZGRkZcBrOzs7Oz8/Pz88vLCwsKysTi8Vw+czLy+NyuUlJSQwGIzIyMikpycjICHfjTZs2HT58WE1NDX4O6HTWr1+/bdu2iIgIR0fHBZR8Ai7kcYI1eGRBb6WlpRUWFqalpYVeCc+/bt06DQ2NxsbGzMxMWVlZFovV3NzM4/EsLS1VVVX37dsnLy/v7e1No9HS09O7u7sfPnx44cKF+Ph4BoORmppaVFQkFAqRw4PXNicnJyYmJigoKDY2Nj09PSUl5dtvv/1EkqS+efNmUqDBuQaBvIDmnTt3EuDYs2cP9vo4EL1EQsHl5eXl5eURioIsNxUVFXl5eWVlZU1NTU1NTYSCa2tra2lpQYN64MCB3bt3Q8AJTCf5eTt27MCP279/PyRd+Bi/BgZqsrKyX3755e++v/8BZUgV/aGEDEIu4CVSWxIMgNetW4cif7FkoQWxMlghf3eQPggoA4gBjqxevRreTuSKwrFYMtxdIeUfiovnI0lywFIJKW7JkiUHDhyAULi1tbW5ubm+vh4ucChVEhISgoOD/f39AwIC6HR6dHQ0i8VKT0/Pz8/n8/khISFbtmz54IMPyIvzH46/hI//gEo4pEuMBXUiufgX9CAEx5dJKbn/DmVIfbdU4uCBpwVmScMZIUxRqVSxWJybm8tgMPh8vkgkqqioEIlE6JUKCgqADqhxML2i0WgRERGNjY09PT0gKJ04cQLsAWg7SDD51NTUzZs3EVZ548aNGzdu3L59e2ZmBqlyMzMz9+/fxw747t27s7OzIJvcvn17enr6ypUrJ0+eTE1NlZOTW7169caNG3V1dc3MzDCLxTW5bt267du30+l0JycnYlspDTTSx39GGW1t7bCwMA0NDRQL6JjWr1+voKCQn59fUlJiZWXF4XAaGhpgqB4cHEyn04OCgnJycnJycmprazs6OhBclZaWxmAwcnNzoSkViUTYdXZ0dGRlZYWFhTGZTKw4/fz80Cht2bJl3759GhoaFArFyMgI7bylpaW9vb2uri6ClhBjAtM1XOqwvNmzZ4+cnNzhw4dVVVU1NDS0tLR0dHSOHj2qpaWlqampra199OhRfX19fX19IyMjCwsLS0tLc3NzMzMzU1NTCoVCoVDIBwYGBjo6OkpKSnJycvv374ejMIyo9+3bB2E6cE1GRgZiMVQ327dvX7t27e+OnOD+LpWw8oAypFJasWIFzlrpW/QSqZEhhAh4apR2xIkHb9WC8fjq1avJMBgVCtk6E4sm4M4qiQP54sWL0aYul3D8lkjIvqQZwUVI6iDpcez+/fvz8vLgy19fX9/Q0NDW1lZXV0fsI1Gc02g07LPz8vIKCgry8vJYLJazs/Nnn322RDJz/dNo9Q/Hf8agBXAjDTFkYiJ9SAON9OCNFB0ERv+vtcwSyRp7xYoVgJuPPvroE4kClgANToB169bRaLSmpqaGhobY2NjExMTS0lKxWCwSibKzs6Ojo8PCwkJDQ+l0Oo/HQxmYmpoaEhLi6upaV1cHRLh///709PStW7cQsH3nzh2ABWK2kYF79+7dW7du3bp16+7duwjhvnfvHoIrZ2Zmrl+/Djwiybn43ps3b05MTKSkpMjLy6Os0NfXx1IGYLF27drt27czGAwnJyfi27RZEnpPQEQaZcinC1BGXV09JCREU1MTD+J/16xZs2XLFoFAMDw8HBUVxeVy4WFUXV3d3Nzc1tZWXl6OuqysrKyxsXFqaurOnTtCoTAqKgqJnadOnSIsvp6eHjab7evrGxMTw+Vyc3Nz1dXVP/74488+++zIkSNOTk7BwcFBQUF+fn729vb6+vp6enrGxsZaWloHDx5E4qWurq6dnZ2vr6+Xl5ednR0aMQMDAyMjIwqFAictAwMDPT09PT09bcmhoaGhoaGhrq6uoqKirKysrKyspKR0+PBhBclx+PBhPI44EENDQw0NDdRECgoKioqKCgoKYDYC1wB5KK+srKycnJwUFRXXrFnz+1yGoMzHksxTTH1IP7ZUwun6UJIrtGHDhi1btoBwCay1t7e3s7Oztra2sbFxcnJydnaG75y7u7uTk5ODg4OtrS2BTAMDAy0tLTU1NZLksHXrVlAV0fKQQcOCUdFyKXr+Rx99tOqPllqk21oisWvBhbp79+6CggKhUJiamlpQUNDQ0NDb24tkD5FIBOOCioqK4uJi5BCVl5cXFBQkJycHBQXZ2dlt2LDhQ8kaWxoXPpRMi8ixoDz5z3i04JG/LHMI3JCVH8FQAvT/11pGurJDJbhMkqOyatUq8mICqZcsWWJkZFRZWYn7cHl5OYPByMnJAVOmq6urvr4ee7esrCyRSNTY2AhnDMwjYmJiJicnkQuMRErkBaOKAUeJxAcjOu7ChQtILkdmOb7s8uXL+F7Es1y7dg0JCtclx4kTJxgMxpYtW1RUVMBqw9AHJNpt27bRaDRHR0dMLgAfGNAQw8o/d0+bpTKt8b9qamoBAQFaWlpg0GACApFhXFzcmTNnUlJSeDze0NAQhLjDw8MtLS1NTU3Hjh3DNrOmpmZycvL27dsikYjJZLa1tV2/fh3l27Vr186cOdPU1BQfH+/u7p6YmJiXlxcWFgYLellZWS8vLy6XC4ej2NhYV1dXHR0d1CYUCgU9qZ+fH2ZAiYmJdDrdz8/P0dHR0tLS0NBQR0cHgnVwWJBaJ13yYC4DztGWLVug6iLOx8ScdMuWLTt37pSXl0c/ZWhoaGpqqqqqigQ78gwY6KCQFAgELS0t4eHh+/bt+33H9HcoI33zXLJkyfLly9esWfPll18eOHDA0NDQ3t4e2xkajRYVFRUXFxcfHx8XFxcXFwdf7qSkJA6Hk5CQEBMTExsbGxUVxWAwGAwGzkjMDgMCAvz8/Pz8/FxcXMzNzY2MjOAXv3Hjxk8++WSJRKz8kYREg1n3Ekl24ieSJG+MqQg9Z4nUfHT79u1+fn6lpaX19fV8Pj82NlYoFPb394+Pj4+MjJw4cWJsbGxgYODYsWONjY2lpaVCoRA358DAwMDAQFtb2/Xr15P+bsFglaiQiLp6yR9XRX8+/ow4pK9Z0EZJA82CodhSqUU4qf7+DmWW/HG1R4oXrAnwU3A7+fDDD/fv319TU4O+EmJrPp8fFxfX0NAAlQYMaNB1Hjt2rKamhslkxsTExMXF2djYaGlpwRvs0qVLiNaenp4G+RU9ET4llQtqk5mZmXv37t2/f//+/fvwfCKVC1Sa9+/fv3v37oMHD2DUMj8///3334+Pj7u4uCgoKGhpaSHGgKx+v/rqK1g4S3NhSNcDOgz4eAvsFKRRZtOmTSoqKq6urjBnID5YaMrs7OyGh4erqqowFz937hx6uosXL0JnMD09ffz48aamplOnTk1PT4vFYg6H09raivgH6Oy6u7vLy8ujo6NdXV0FAoFQKFRXV//nP/+5c+dOS0vL9PT0rKys2NhYDocTGxvr7e1tZWWF+7S1tbW7u3tAQEBgYKCvry+VSnV1dbWysjIxMdHT08MtHLHLmNQAUzC+IXmb3377rZycnKKiopycHEKdoL2AY7GcnByFQnFwcNDW1t6/fz/0okpKSoaGhpaWlgcOHNi4caOMjIympiaiisHT+fjjj9etW+ft7c1isaKjow0NDRfumEgj87HEygxjDpzTq1atkpOTMzc3d3NzCw8Pj4+Ph7UlbC6BKSkpKWw2Ozk5mcViwZIuOjo6NjYWKEOn0yMjI0EZiIyMBNZERkbi4/Dw8KCgIB8fH0dHRwqFoqqqumfPHviGkKtupcSak1wYqyTOxp9IUhNI3bFo0aKNGzcmJCTw+fysrKyGhgaRSMTlcqOiogoLC/v6+k6cOHH8+PG+vr62trba2tri4mJM5lJSUkJCQsLDwyMjI7HqNjY2lpOTW7NmjTQ/kJQziyR5TAvaIiIFIJAh/cF/qGWW/mlrvmBdtVSyhvtz4SM9r/lQStghDUPLpej/SyUcnMWLF+/YsaOwsPDs2bNgymBG3trampSUxOPxkAI8PDzc09MDhlFLS0tmZmZiYmJ6enp0dLSLi4uGhkZCQkJ+fj58sADix48fHxoaGhkZGRgYGBkZuXz58tmzZ/v6+s6cOfPo0aNXr169evXqwYMHo6OjHR0dnZ2dMCGGxHl6evr27dsTExOdnZ3t7e3Hjh0bGRmZnp5+8eLF69evGxoadHV1FRUVt23btkGSoLJmzRrUMs7OzlghbZQKt5c2uySsPNI9oeQhxY6srKyysvKOHTugPyByp08//XT37t1of8RicUFBwdjY2K1btx4+fDg7Owv50szMzLlz53p6eiYnJ2dmZlpbW9EQVVRUHDt2bHR0FJtv7Ob8/Pyqq6tpNBqUnGpqanFxcdXV1UlJSSEhIcnJyTweLy4uDnbChoaGhw8fPnz4sIGBgZ2dHRajxsbGurq66IM0NTVhVLpnzx5ZWVl5eXkkusjIyJBNE6Y5xsbGAQEB7u7uR48eVVVV1dPTAy4YGhp6enqWlpZWV1dnZGRERUWZmJgAntTV1XV0dFDcmZiYWFpaImNv48aNmMWArLh161ZnZ2dHR8c/7JgIyqAgxxJ++fLluHgQQgYiSWJiYkJCAovFSkxMDAkJCQkJYTAYLBYrKSmJyWSioomJicFaARIhPz8/f39/lC0hISFBQUGBgYF+fn4YiKDqCwgI8PHx8fb29vLycnd3d3V1dXBwoFAoBw8e3LhxI64H1DJLJfuj5cuXr127FrXMakkGLrmBL168OCQkRCQSeXh4YN3Y0tLS0NDA5/Ohsa6srGxoaBCLxZWVlYWFhXl5eXw+PzExMTAwkE6ng0Pl6emZkJBQWlpaVlZGpVJ37dpFOiNSUyxIZSJQsmAssvRPE9//gDIEL8gAWHoZJP3IColdFsEjFCnLpPw6l0jN0ZZIuJSfSGLnIP5cs2YNi8VqbW1tbW0tKSmpqalpbGxsa2vr6+urqamh0Wh8Pr+np6ezs7O5ubmmpqaioiIzMxN7k+zsbBqN5uHhAUfOjIyM3NxcJpPp6enp6enp7e3t6urq7u7u4ODg5eXV0tKSlZVlYWHh4uIyODj49u3bn3/++datW2lpaa6urjY2Ni4uLkwms7GxEU5aYM3SaDQbGxsbGxtXV1cOh3P58uU3b97cuXMnPDwc4c1EYbhu3bovv/wyNDTUyclJGmWkmyZpW5kNkngQ4iaBL9i4cSNS2Uh6EaY8QJkNGzZERkZOTEx0dXXl5eX19fVdvXr1wYMHT548mZ+ff/DgwfXr10+dOtXb2/vdd9/Nzc2NjY0VFRWlp6fjRisUCqurq/Pz8zkcjr+/v6+vb1JSkqam5ueffy4nJxcUFFRbW1tTUxMeHh4WFpaampqXl5eVlZWYmOjo6Hjo0CEFBQU1NTUDAwO8JlZWVhQKBVWMuro6Un2wq/bx8cnIyPDz8zM3N9fX1z948OC+ffsUFRWRJ6Wnp5eampqSkuLo6Hj06FEDAwNbW1sHBwdPT8/c3Nze3t6Ghob6+vqmpiY2m62np7dt27b9+/cfOXLks88+O3z4sLe399GjR2HavWXLlsOHD+/bt4/MUikUipeXl5mZ2d/6y0hT6RQUFEJCQmg0WmBgIGxxo6KiwsPD0QQ6ODi4ubl5eHi4uLggLgMzGgqFYmlpaWZmpqOjY2BgYGBggIE2lp3gC1haWtrZ2dnZ2Tk6Ojo6Orq4uDg5Odnb2zs4ODg6Ojo7Ozs7O1tYWBw9elRNTU1GRuaf//znckkw7jKJ2zlkL4AbMjxatGiRpqZmZ2dnZGSku7s7n88Xi8W4GXZ1dQkEgqioqODg4MjIyJiYmJiYmIiIiNDQ0MDAQB8fn6ioqIyMDKTKA+kiIiK4XK6Xl5evr+/atWvRHC37E5v5zwQ5adD5y4aIHAt2TEv/tGZaADHS9DbyxTiwhyLESOlnWCHJKQY0owAEd9HT03NkZASBDVVVVbW1tWKxGFKmrq6urKysgIAABoPB4/FSU1OZTCZcSpOSkgQCAQp7Ly+v8PBwLE2we/by8tLU1ERsM/41NDQUiUTp6emqqqrKysoxMTGPHj36+eefHz9+XFlZaWtrq6ur6+npmZOT09DQgATLK1euNDY2BgUFWVpampqaGhkZ2djYFBYWzs/Pv337tqmpSVZWdv369YRWt2HDhs8//zwgIADc379EGengETIeli55ULlAPEmEkQAXYk8nJydXVVV15swZVMpnzpy5fv06Ojv8zm1tbWNjYzADnpqaamhoQCCyi4uLv79/amoqj8cDR9nOzk5RUfGrr77avXs3hULJycmpq6vLyMjADY/H4+EuGBQUpKampqio6Ovri1RCOzs7Gxsba2trMzMzPT09eHopKCh8++23W7ZsUVZWbmpqunnzZlFRUWBgoIODg6amJlxEzc3N1dXVDxw4EBwcnJSU5Obmpq+vr6qqqq+v7+TkhHR5mODU1NS0tbWVlZX5+fnt27fvq6++UlVV1dbW9vLy8vPz+/bbbz/66KPNmzdjky0rK3v06FELC4svvvhCW1vbw8PD3Nz8b2sZnIKLFy/eu3dvamoqgtY5HA6dTvf29ra0tDQxMUGVdeTIEZRnWM7v3btXVlb20KFDyMRSUVFRV1cH+sLtXU5ODpt8LMOUlJTU1NQ0NTWRRmhiYmJoaGhoaEiQyNra2sHBgUqlurm5GRkZ7d69Gxw/XE5EPApnAGzEFi1atGHDhvLy8oaGBj8/PzqdDr5MZ2dnT0/P4OAgWDMCgSApKQkdHI1Go9Pp2DHl5OTk5uamp6eHhYVZWFioq6ubm5tTqVQNDY3Y2Fg1NTW8XAvGvX8ewSyoXP5/oMyCykW6Y5Km1Sz74/HxHw9ClSTCNvDl8FotW7Zs/fr1Dg4OtbW1p06dSkxM5HA4oPmSQWZnZ2dtbS32+s7Ozg4ODk5OTu7u7rGxsYWFhSUlJTk5OfHx8b6+vhEREe3t7Ww2m8PhoDZkMpmRkZGWlpa6urra2tp6enqYsuvp6eno6Nja2p46derdu3evXr26fPkyh8OxtraOiIjIysoSCASjo6OTk5Ojo6N5eXkeHh62traINIJ6/uTJk//93/997949a2vrNWvWACNAFv/qq68CAwP/EmX+7G5J/pesmQgMYXMqHSdArDM///zztWvX2tnZnT9/Ho12d3f38ePHMe0Wi8VcLresrKy1tbWvrw8p7CwWy9PTMyQkxN/f38bGxsPDIy4uDgQ2Dw8PrKjj4uIKCwtbWlrEYnFycnJISAibzcbzMxgMXV3dffv2wcmcxWL5+vo6ODjY2NhYWFgYGhqqq6tjvisrKysnJ6esrAyz/dnZ2dbW1ujoaCcnJ319fWVlZXNz85CQEAsLi927dzs4OHC53NDQUCsrK3V1dTU1NTc3t4qKio6Ojurq6traWvSqhYWF/v7+hw4d2rRp08GDB5HtYWJiAkayrq4uhtMuLi79/f1nzpyxtLRUVla2t7enUCgLMwxwEi9btmzVqlXLli2Tk5Pj8/kQLmdkZOBkMjExOXTo0L59+xAdDfEYaXTXSWL68H7Iyclpa2tjRId+Eksl+CTu2LEDCzDSKMrLywO21NTU0GEaGBhYWVk5ODi4u7tTqVQnJycdHZ1du3Zh1ITRDPiRa9asgbRyyZIl0dHRV69ezcrKolKpgYGBfD6/trYWquK+vr6RkRHkeLS1tTU2NlZWVmLuW1RUhB1TcXExl8uF4k5fX5/JZCKGCcUttjbS7KEFvckSyeJGehT9/4IyCygzfwkx5GuW/dVBiDCkllku8eIgiyo0euvWrTMyMoqOjmaz2TU1NQKBoLu7G5vpxsZGdEydnZ2dnZ0dHR2tra1tbW3V1dU5OTlwGgd3EQxp1H2BgYHu7u6FhYVCoZDH4/F4POSWIHWbzWYjEbigoKCystLY2NjIyMjAwCArK+vly5c//vjjq1evTp8+HRYW5uLiEhoaKhKJvvvuu1OnTjU3N+fk5GASj5sQlpVZWVnz8/M//fSTSCT65ptvQGMDW++rr76iUqnW1tZk+ksmuwt4engEJQxmNJslQSUQcwO2wDzeKLHjBQ943bp1O3fuzMrKKikpyc7OFgqFNTU1CMwA8wWem8HBwXFxcXQ6nUqlMhiMrKysuLg4Ly8vT0/P4OBgLy8vCoXC5/PBLbpx4wam3VevXi0rK0tOTi4sLMzKykIosK6urre3N4xQEXxqa2tramqqr6+PGufQoUMY8To6OsKJeXx8/ObNm1NTU01NTd7e3pqamioqKs7OzqmpqV5eXvv377ezs0tNTY2MjHR0dNTW1lZXV7ezs4uOjk5MTGQymfn5+aWlpVlZWXQ63czMDP3EZ599ZmlpGRER4eDgALWEo6MjnU53dnYODw8HVcrV1VVJSUlLS8ve3n4hyuBf8L727dsnEAgQH5OZmZmQkMBkMsPCwgwMDOBRpqKiAvMq1BH4ro8lbknLJOID7MDMzc29vLz09fWVlJQOHTq0d+9e7NgPHDggLy+Pjg6jr507dwJxyNJeW1tbR0fH2NgYdwAvLy9nZ2ddXV0ZGRk0gVD6rFmzZunSpYsWLXJ2dj5z5sx3332XmpoKPgWXyxWJRB0dHR0dHQMDAxhhtrW1tbe3d3R0YPqLZXZxcXFVVVVRURHuJLa2toaGhrGxsWNjY1QqlUKhsFisL774YqnEmo8MiZZIODXLJPQTUncskbjPSA93FxzS37sAQaSfTXpAs0JK+C5d+Eh3WwsoNqjCNm/ebGRkxGaz+/v7e3t7KyoqSktLS0pKsFri8XjFxcVIsG1paYGrQ1dXV2dnZ3d3N8y9ysvLS0pKKisrxWJxSUlJcnIyVBqOjo5UKhXFdkZGRlxcHI/HCw4O7u/v7+joKC0tzc7OHh4ebmhosLOz09DQUFJSsre3n5ycfPfu3du3b2/evAnJtbe3d29v76NHj44fP15cXFxRUcFisWxsbAwNDY2NjVHRuLq6jo6O/vjjj/fv3/fw8Fi7di3Gt+vXr//yyy8dHByMjY2BMsTYgcAHiTeCvgllDkYzaLukZzd4BrRL8H/B1AZ10N69e42MjCIiIthsdlpaGqF6IkJDLBZnZmbGxMTEx8eXl5fX19dXVlbGxcWhqElMTPT19bWysjp+/PibN29ev379448/vn379scff7x69So8p7lcrqenp5aWloaGBovFGh8fv3r1al9fH4PBQCGjp6enqqqKZCgFBQW4edHpdMQNd3d3nzhx4saNG319fajHNTQ0TExMfH19bWxsZGRk5OXlwffT19cH/VdXVxef6uvr29nZeXl5oTtDMCY8yXfu3Ong4IBaTFNTU01NDVweNFz29vYorA4ePEilUv/XXRz+rLhFL1++/PPPP09ISJiYmDh27FhRUZFAIAgLCzM2Nga3B2sta2vrb7/9FoI3otnHG0MEO4sXL/7888+1tbUtLCwQIKumpoYfLycnJycnhxrHwMBARUVl165d0FOQvD7ADVjMKioqurq6pqam1tbWtra2dnZ2R48eVVBQ2L59O04CDGXs7OzGx8fhS5aVlYWmjMlkVldX44IZGhoaHR0lQNPU1ISpcFVVFXTYVVVVOTk5SUlJfn5+GK1pa2tTqVRbW1sVFZWUlBQTExNsash8ZLkkRA1/9QqpeDzp61z6kN4ZLZeKK8LzSDc7yyUS+RWSQMiPJc7tH0nUG2QSRNbV0ksoUB+XLl164MABa2trFovV1NTU2dmJsXddXR08JcVicXNzM/JnQTBraWlBAdjV1QX5dVtbG5KtKisrGxsbGxoaCgsLk5OTmUxmVFSUv7+/uro6MpsgcM/Pzw8ODubz+f39/fjG2traoaEhPp/v7+9vZWWlq6srEAhQzty7d4/P51tbW7u5ueXn54+OjopEouTk5KKiouzsbGxVjYyMdHV1MapLS0t79uzZjz/+2NjY+PXXX3/yySfQ1m7YsMHOzs7c3BzDFAAEEjJRhpDkM2k/YCAO9iOQPhFwAa0UH5M5Dpg4qKMpFAqTyeRyuQUFBTwer6CgoLW1dXJyErYyvb29HR0dNTU1SUlJvr6+pqamjo6OaIWoVGpERMTc3Nwvv/zy7t27d+/evXz5Ekwcd3d3Pz8/JycnPT29o0ePIo/l0qVLJ0+eLCoq8vT0tLGxMTY2VlNTwxaJUHIVFBTMzMxiYmJgnIRFsI+Pj66uLtjA4Oypq6vv2LED16CKioqioiJh5R05cgRsPW1tbRsbm5CQENBNrKys0OoaGRn5+vqiCzty5MihQ4eOHDmC5kNVVVVVVVVFRUVHR0dDQyMoKOj9+/eL2tvb4ftLfCiWLVumrq6OyGSBQFBSUiIUCj08PGRlZZWUlGxsbBATYWdnh1i/1atXQwX/zTffYH+GSANcDCtWrJCRkdHX16dSqd7e3qR7JHE2wE41NTV4muGVOnDgACLN9+7dC/UXxj1kjgPs1NHRUVNTU1BQgHaLTqdPTk5OTU1dvnx5YmJCLBYD5oODg4VCISqXnp6egYGBoaGh/v7+zs7O1tZWoAycq1DXZGZmwtLR2traycnp6NGjeJu1tbVBCEJaG3jMBBRWSSLNVknCwhegxso/HsQYAU2ftOHQn32eiHMlNvdY8EOigVELMU/B/2JchRvvrl27QDDLzc0ViUR1dXVisbiwsDA3N1coFIpEIoQ94ANjY+Pg4ODGxkaUflha9/T0dHd3A5SrqqoqKyubm5u7urqam5shoQSDPiwsTF1d3czMDAYRGRkZLBYrLCzMxpzz4CEAACAASURBVMamo6MjLi4Or61QKMTcp7a2lsvllpaWPnv27Oeff379+vXw8HB0dDSdTk9LSysuLobvMraBTCYT/KzIyEgGgxEREVFVVTU3N/fq1asrV644OTl9Lomp//zzz62trQ0MDIgEGQ+SZDWQ0Ig+ECpNYNDGjRulna7w78aNG6FdxD0VryqAZuvWrUFBQdXV1TweD/J0QHBxcXF1dfXY2Njg4CCE2vHx8XZ2dqqqqrq6uklJSVVVVbm5uQ4ODnV1dZh/X79+fWhoCNeasrIyUR6pqqpSKBQGgyEWi1GeYDBsaWmpoqKCtGWsqHfs2AGXUuzgDQwMzMzMUPoZGxtbWlra2tq6ubmFhISEhYVRqVRTU1MXF5fo6OiIiAi0CFCfBQUFhYeHh4aGhoWF0Wg0JpMZGxsbGRkZGxvLZDITEhJoNBpIJ4B7DQ0NXV1dbHh0dXXh8Y6ihE6nv3//flFvb+/mzZsVFRU1NDSMjIzMzMz09fXDw8N7eno6Ojry8vKKiopKS0uho1dTU/Pz89PV1dXS0nJwcDh06NCOHTvMzMzwjEePHoUswsDAYOvWrSjmP/jgg3Xr1mHrFh4ebmJicuDAAYK7cnJyBw8exO4NdCB8ijJMVlYWE5yvv/56x44dkJDu2bNHXl5eSUlJXV1dSUlJRUUFBNCysjIwSkE2PXfu3OnTp6lUqoKCgqOjY3p6ent7e3d3d29vL/7t6+tD7hL0TbBr6ujoEIlEGRkZ0OPb2tq6u7vb2NgEBgZyOBxDQ0M6nc7lcp2cnJYvX75o0aLlErnqCknmnrSbobRtirRRM1wmpdX60oBCPIQI7kOfgaclngAbNmyQl5cPDQ3l8Xi5ubmFhYV8Pp/FYnl7e1tYWNjZ2bm7u9PpdHTXWE739PQUFhbm5OSkpKSkp6c3NTXl5ORgbtLc3FxRUVFdXa2urk6lUkEG6e/vRyEzODg4MjLS39/f09PT1dXV3d09MDAA66/CwsKCggKEdkZGRgYHB1tZWUEIlp2djeiSiIiIgYGBkJAQLpfb09NTXFwcFRWVnZ3d29uLYeGdO3cePnx4//7969evnzx5cmxs7OTJkydPnjx16tSpU6eghDp9+vT4+DjiKBCwdeXKFYierl692tXVxefzU1JSmEwmxM2wByaVCwSHIKfhZoZWHb0GCPvbtm2TjrLdvn37nj170N2DLYJSSJp0s3v37tra2p9//rmtrY3FYhUWFtbX16elpQUEBFAoFHd3d5h+NTY2Zmdnu7m5mZmZhYSElJWVVVVVRUdHOzo6VlZWtrS0sNlsd3d3LS2tvXv3wjsdl4OSkpKenp6VlVVwcHBubu7w8PDU1NSlS5e6u7sFAgGdTvfw8AC3HlN5Dw8PHx8fLIVBW+Nyuenp6eD45eXlQYxaVlYmEAjASuHz+Vwul1BnwZsNDw+Hvs/V1RUjfwidzM3NjY2NNTQ0FBQUcBVDcIBZqpqaGvaJ2tra+vr6/1vL3Lx5MyUlpaampqGhobm5uampqby8XCwWHz9+vLW1lcPhhIWFwc5rzZo1SkpKbm5uWBhh/RYXF3fx4sXa2lqQsoyNjSMiInx8fHbu3Lly5crFixcvWrRo06ZNrq6uhoaGLi4u2LFraGgAHSDolGYQ4UlMTU0dHBzU1NRIijAMRODtTDD7wIED4Cnm5ORcu3bt7NmzZ86cAUt9amrq1q1bfD5fSUmJQqHExMQgUnJoaKivrw/lTF9fH0bouF3j06qqqvT09KSkpKCgIEglXFxcSkpKcnNzfXx8BAJBampqVlaWl5cXwnTAl1kuSbxb4BgkbZtKHCpXSWLPpO2IFpQz0s9D3MxWr169adMmYD2Px2tsbLxy5cqdO3du3bp16dKlkZGRtrY2kUgEPhVmKLW1tQKBoK2traCgQCQSsdnspKSktLQ0FoslEol4PF57eztuv0hrQ558aWnp6Ojo0NAQEHl0dBRs6ZGRkeHhYdCmR0dHW1paEFNVWlrK5/NxqkRHR4eHh0M1lpeXl5eXl5CQcOzYMTabnZmZKRAI2Gw2eEzFxcV5eXkDAwNCofDYsWMQWEKFgJS+ycnJycnJc+fO4Z6BHAUEs5w/f35ycvL06dNnzpw5c+bM+fPnybecP3++vb0deUxwz4MfAnpwHOgswLtXUVHBWBSOWZAgf/bZZ7t371ZWVsbmRUlJCdeVnJwczrqdO3fCNys2NvbZs2f37t3j8XhsNru6uhqmrhiKoxarra1NT093dXV1cXHJysqqra3Ny8ujUqkWFhY2NjaampqysrKwQEcXo6amhkGks7Ozu7s7BErW1taenp7R0dFpaWl5eXnQc/N4PA6Hg704iCYcDofNZsfGxkZHR9NotKCgoKCgoICAAA8PD1dXV9BNrKysLCwsjIyMrKysoJDS0tKCcAmvCcTc0H+DFoz7/a5du1A6YZOF11BdXV1TU1NHRweaTCMjI6wCgQbv379f9Pz589HRUdz/L168ODExMT4+fvz48f7+fh6PZ29vb2pq6urqam9vb29vHxERAUZsUFAQRBaXL1/+8ccfAVVYMXI4nICAAHt7ey8vLw8PD09Pz5iYmJycHFBpSNxyWlpaeno6m81GPcZgMKKiouLj41NSUjIzMzkcTnx8vKGhIRFKkG5506ZNcDDCf+3evTspKQnn5cmTJ3G2TUxMgLnA5/MPHz5saGgYGBhYXV3d29vb2dl57Nix4eFh8C/BN+3v7x8eHsaSu6ysLCUlBRNNUIGSkpL6+vqgrsQKPC0tDdvWhIQEe3v7vXv3YvGPUTRcGohdA5FZkV3Pn90qF9QyC9olAjcff/zx3r17s7KyRkdHkS6AqNlTp04NDQ3BbxSWXW1tbV1dXenp6VVVVbGxsWVlZbGxsUVFRUwmk8fjZWVlRUVFVVZWJicnDwwM5OXllZWVVVdXFxYWWlpa+vn5odAYGxsbHh4eGxubmJjA1Y5YzvPnz1+4cGF8fLy5ubmyshLe4+np6W5ubnZ2dpCApaSkVFVVNTU1YXVQXFyMdzwtLS0oKKiioiI4OLi0tJRGo5WUlMTFxWVkZNTV1Q0NDRH0B+6j5EQN1dfXRz7o7e3FrQIF0djY2MjICKxXR0ZGBAKBvLw8cfxF940TBo0SigV4FIBpdvjwYUQ7Yc0EBj20hcAgVVVVJSUlMH1wgSHE0tvb++7du3Nzcxj0FhUVQX4BkReLxWIwGCABODk5JSYmVldXt7W1MZlMFxcXMMuw3NHS0kKPY2dn5+Tk5OjoaG1tTaFQQALQ1NRUVFQk5T9qefx6Wlpa0FijyUBBAVjEaALcX6IzkJGRwVZX2p4d4Is9r7y8PFgpxIlGRkZm//79cI1AF4KMcPChpEWY+GV0dXWxNff29n7//v2iV69enTt37urVqzdu3Lhy5cqFCxcQvtPS0pKQkMBgMBoaGkZHR48fPw6NBipnjD9mZ2dfv3798uXLx48fI5ezvb2dyWR6eHjU19cjinBycvLChQsnT57EgB2JAkiVRY4PXPJHRkYGBwf7+/sHBgZwtVdWViYmJkIBTKVSnZ2dzc3NDQ0Njxw5gk4KNS2NRjt79iwKGWhtsGB6/Pjxjz/+2N7ebmhoqKSkZGtry+fzMb/EpmlwcPDYsWOEt45822PHjuF6gETNw8MjMDCwu7sb9sBwDi4uLuZwODQajcvlCgSCurq6srIyOp1++PDhpUuXwuCOkGtXS1L4FgxoSBuFx6ULHwJP6I9WSVKKMVH+5ptvUlJScLUDK0HhHxwcRI3W3d2NGObc3Nz4+HiRSASUZ7FY8KBCDxUYGFhfX89kMisqKvLz88vLy0UiEWo0kIb6+vqgbDx37hwki9AEXpUcExMTPT09LS0tkGsXFBSUl5fT6fTs7GzsXEC9Qf+CCXFeXh6NRmOz2bm5uQRf8vLyoFBJT08fGhoC7qOBxRuEehPDe1zAaHhRWMH4Znx8/MSJE+Pj4wjDbG5uplAoyGYDypDWm5TGEPjBzRMPgkNMFtu7du1SVFRUVVWFLOjIkSOYQRw6dOjrr7+G6mfr1q2WlpbHjx8Xi8XwRUON2dfX19TUJBAIYmJifHx8PDw8goKCkpKSsrKyWltbGxsb/f39gTIwZKBQKBAbY4yip6enoaEBJhoMYnB5Y2dy8OBBiAygjSZSaWm+DCoRsNhkZWVR+6NjQPcgLy+/b98+gC/mnvhBGADjeQi1jRg+wOQBXhPYzMCtBoeCggL5TRQVFXfu3Glqavo7yuDuhEbj0qVLN27cuHjxIjKSOzo6IMAnMDQxMTE6Ovrdd989ffr0hx9++OGHH549ezY3Nzc1NTU+Pt7Q0ODi4kKhUIRCIcrsoaEh1NiwuW9qasJMsb29HQ1aY2Mj7KlRsZeWllZUVJSVlZVIDqFQWFBQgOY/OzubcP9NTU1pNFp3dzdutujep6amhoaGSqQOoVDo7+/v6OjIYDBqa2txgg4MDPT39/f19cFD7+TJk5cuXTpz5kxDQwMGCnw+n81mU6nU8vJy2JqcOHFifn7+7NmzFRUV2dnZpOnl8/lFRUXFxcUCgcDb21tGRgZ94ipJOBYKGelhMKl0yBRmQWP1sVTGCPkCAM3atWu9vb2ByG1tbQMDA729vceOHcOr2tzcnJ+fjxDrvLw8JpNZVFTE4/HS0tJQS+fm5tLp9KKiIh8fn87OTpCDILMQi8WYpJSUlKSlpZWXl6NiArhMTU3duHEDQkf4M1y+fHlwcLChoUEoFPL5/PT0dBaLBUEGAiGioqIyMzPj4uL4fH5oaGhERIRQKER8DSZfxcXFSUlJBQUFQMDMzMzKysq2tjZsuxobG5GdAD+g9vZ2LNS7urpQyOCG193djUSXU6dOoZMCNS46OhpObsTwCbMVAA0OUiOTUQsZ9yLXCSUPuarhkAB5ITzGN2/eDP20t7d3aGgoCB/FxcXt7e1DQ0MtLS2lpaVVVVV1dXXt7e1Y2w0PD2dnZ3t4ePj7+5uZme3ateurr76Sl5eHP4O6urqioiJxnwK79eDBg6gd1NXVjx49ilUvls1qamoYPkgbOIB0pqioiKqE2OKhfEMts2fPHuJKhZ5I5o8HHiFfgBUwKQxBZ4ELKp5T+gA8bdmy5Xd/mfn5+XPnzsH1A447N27cuHXr1o0bN0ZHR9va2oaHh4eGhtolR1NTU2tr65UrV3744YcXL148e/bs2bNnP/zww/T0dG1tLRiKRkZGkZGR2CaUl5fjXCkoKEhMTMzIyBAIBNBlZGZmwkMAczv0k+RISUmByAKnLFp62KmBntvc3Iwa/sKFC3fu3Hnw4MH58+d5PB603SEhIR4eHvb29tXV1eXl5QEBARERETU1NSMjI6Ojoxg6oNg+ceIEMqH7+vpKS0vz8vJKSkrI+ABRB5cvX56ZmXn9+vWVK1e6urpg5lRYWIhLFCd9W1tbc3Mz7ml79+6FjHvp0qWkb/rzyknaU14aaAg9F3trfA0YSRs3buRyuadPn66vry8pKamqqoLLFJAOY7zs7OyEhITs7Oz4+HihUIgONDU1FUVEVFRUSUkJlUodGxvr6ekRiUSdnZ11dXX19fXogmtra7EELS8vHxoaOnnyJMpYnBjQSd+5cwcS5PHx8e7ubhaLZWFhAbJvVVUVZAc8Hi86OjonJwfs+KioqPz8fIwqIEHg8/kcDqeoqIjD4XC5XDRucLesqqrCnyYWi2tqaiorK/Ebwt4Qg4+GhgZYHVZVVYGoiv8ViUR8Pt/Y2BgdE8oZ4vtJIAYYhA8AN2DuEf0BZr2bN2/G5Jjc9uFEh7kMfgSFQklJScGcFUADjL527RpCmqanp6enp5Fu2tnZSazFTU1NUVCAU2ZoaKipqXnkyJGDBw/CyE5dXR20eAsLC1NTU6gZdXR0VFRUIEoiiEAQhNBcMeTet28fcu/wN2LLRpb3xN5h618d0st+8G8JLgOUyWoffqDSx9dff71hwwYDA4P3798vmpubu3Llyps3b968efPo0aMbN24gVmZqaqqzsxNkNiz8wdqqrq7u7+9/8uTJTz/9NDc3d//+/cePH8/Ozp4+fZrP54Mm5OjoCMojm83Oysqqrq4WCAQ0Gs3Pzy8uLg7YweFwOBxOUlJSYmJiYmIiZJYw4o2KigKRKSkpCe8c1oRZWVkZGRnYj7S3t8/MzDx58gRuAGBwW1paBgcHo/gUCAQFBQXkhI6IiKDRaGVlZT09PVheYJmNThBp2SjfcMpWVFT09vbCRWl6evru3bvPnj178+bN7OzsqVOn2trawBZraWm5du3a27dvX716defOnf7+/sHBwcnJyYGBgaioqF27di1atIist0khI91AYV6zgCYjXciskqSOrJa40ru6uuIibG9v7+3tTUlJgd49OTlZIBDEx8fz+fz4+Pjc3Nzo6GiYjbLZbC6Xy+Fw4EQlFAqpVCokXYODg1j6UCgUZ2dnfX394uJiFGinTp26dOnS2bNnR0ZGTp8+fe3atZmZGUSaIXXowYMH9+/f7+vry8zMHBsbgxgVtwGUMChVampqYPiUlpYWERGBhRTeViaTWVhYmJ6ezmQywd/BfJTNZsfHx+NMAOmDKPsjJEdkZCTkuG5ubq6urmBs2tvbm5ubq6qqYpiKKcw3kkMaYqSX2fgUQIOOiWyyieEDHscWHE+ya9cuU1PT3Nzcu3fvPn36VCQSZWZmlpSUJCQkJCUlicXiycnJ77///smTJ8+ePXvw4MHMzMzQ0BCLxQoMDGQwGP7+/nZ2djC4cnR0hPqfONoBXCgUCsYcQB8MnmVkZMAsw5+Ag2zlSQWHP3z37t0YwYCjDxIQybolm36S7rDgkDYkh6wU1nQg+hPixcY/HoQ39zvKPH78uKurC9vB4eFhsCTAIoG9Ewha7e3tLS0tuFGMjY2hXZqbm0NiHp/Ph8+Fubm5k5OTv78/5NrYtwcFBfn7+1OpVHt7+5CQkISEBAAKgZXY2NiYmBgsz8LDw2NjY5OTkzMzMwsKCuCZhDMyKSmJxWJVVVXhpO/v729qauLz+S4uLtCJ6urq+vv7m5iYlJSUDAwMjI6OFhUVubu7A9ogg4RVyujoKCZE6BDhe3Lx4sXBwUF0/hcvXoSH2/379xGl/vPPP799+/aHH364dOlSZ2dnY2NjU1MTnuTRo0dv3759/fr1zZs3L1++DOeUO3fuHD9+3NbWFtTqBShDKhdiBy8dSYH/AqygS0KTBeLfZ599FhISUlNTg7/C09PT1tY2MDCwsLCwsLAwISEBNPbs7Gw6nV5eXh4WFoZFD4/H4/P5MTExeXl5vr6+yGngcrlgf9rY2NDpdB0dnaqqKiR75OTkzM/P3717F9MuxAzBCwbGd48ePQLx7OrVqwwGA8/c09OTm5trbGxMpVI5HE5BQQHI8kKhUCAQ+Pn5FRQUwP03NzeXxWKhpI2NjRWLxWw228/PD4Wkn59fQEAATomQkBC4xvn6+vr4+Pj4+FCpVEzriFyQQqGYmZmZmJhoaGjs2bMHN96vpQ6CMtL3W1LLwNkX93ACLuikpG/sJPVt/fr1jo6ODx8+/Pe///3+/fvXr1+DrQvyYVhYGJfLhWUaxo7d3d1VVVXg+8KYMSAgwMzMrLq6enZ2Ni4uzsHBwdra2sLCAkIKaKwVFRVlZWUxiN21a9eCPwE9C+oLUqcQKETRsW3bNpQ58MciaXCESEHCWNb91bH2bw7pbJY/H0Cxf/zjH7/7y8zMzBAvUlKmoiLFNAQbBNSiGHOMj48/f/789evXs7OzZ8+eFYlEnp6eFArFxsbG09MzICAgKCgIime4xnh7ewcHBwcEBNjY2Pj5+WHBRqfT6XQ6aIX+/v6whggKCsK6Afs5YoiF/Boejzc4OHj//v3Z2dmJiQkUzAkJCerq6jt37pSTk1NRUYF/PXGW7evrw6kJXiZCLQYHB2FiMDw8fOnSJXzlzMzM9PQ0Jp137tyZnZ0FUmCNeu/evZ9++ul//ud/fv3118nJydbWVgx0MHS8ePHimzdvfvrpp5s3b3733XcTExMnTpy4fPny7du3L1265O3tDRouwRQweqVXTtJ1DQEdsofC1xCD8TVr1mB6D1dqDQ0NGNDW1tYmJyenpqbCvpvP50dHR9fU1Pj6+hYVFYWHh6MYjI2NBY/u2LFj+fn5oA7g9edyua6urkwms7S0tKmpKTw8PCYm5vr163hxyAuFAvbx48fPnz9/8eLF5cuXsUlsaGhob2+fm5urra11c3Nzd3e3sLAoKSmBDU1dXR0wsbi4mM1mJyYmCgQCmKekp6fHxcVVVlbS6fS6ujp/f38QN+A9FBoaCogJCwuDbQhWs35+fjAJgTEjdpqgwx85cgTcOUAJORYQI8gH5CqVtokjAW8YDBOIASR98sknmZmZ79+//+2333766acTJ06g3K6vr29tbRUIBBEREQwGIz4+nslkwtXJ29vbzs7O09MzNjaWTqf7+vra2tra2tqOjIzghgSfKgMDA0x/SOouBiLAFNLd4PeXjsqExop8vFGSRbVlyxYk80rn4ZJoBBKo8uewpwUoQ8hf8I0jtC9p0AHlAoFQixYt+h1l7t69m5GRAf0OZoE4SkpK0tPTs7OzS0tLKysrKysrS0pKsEe4evXq69evUcucOXMmOzsbkUaQsQQFBeHOExISgvMjMDAwPDwcYjmIxEArxPVPlRw+Pj7R0dHp6elcLjcmJiYkJAT+Dzi9SkpKpqam5ufnHz58+ODBg5s3b2Jp3djYaG9vv2fPHg0NDVlZWU1NzZGRkfn5+dnZ2SdPnly4cEEoFIItlpeXh6RRdAGnTp3Ccgo+tbBie/To0cOHD1GMfP/99w8fPjx//jwG2P7+/nQ6fXBwcGJiAhuxoaGhs2fPAoa+//772dnZ8fHx6upqLpfb2tp67do1gN2lS5cCAwOhJMK0ZZkkPIAcK6VijMg6XHrfBND56KOPFi1a9OmnnyI/BOe9jIxMcHAwj8fDxcxkMvl8PsbkycnJVVVVoIEFBwdnZ2enpqbGxMSkpKScOHGCzWabmJjY2NggYCAxMRHf5e3tDe+x1tZWdDQwsoNZL1x7Hz9+/OjRoxcvXty8edPb25vL5UJVMDg4ODAwAMeZsLAwZA/Ex8dzOByRSHT27FkXFxfMj7D0TU1NBWcsOTm5oKAgMDCwpqYG63DSGYWHh8NpJSwsDPctXMAwMAoICEAICQwYYXukp6eHrRBQBtckahBcnLhc8QjinLZv3w6RAagS5Guk6wLCHt6wYYO3t/fc3Ny//vWvN2/eTE1NoV3Kzs6ur68H2xOFm42NDYVCAaXNwsLC3d09KiqKzWYT0Dl69GhAQMDTp08HBgYiIyOVlZX3799PYAU/Gsm5GKDg1yaEQ9K/4IMFbc46SfY2CatDxyQNHwRlSGIcMGgBgiygVvzdIf01H3zwwe852Y8fP4bAv7u7G4ZyIpEIWwO0lzDNLSgoQJxFTU3N7OzsmzdvXr169fr165mZmbKyMk9PTzs7O1tbW0dHR4y14FOFMwBFiqenp5WVlYuLi4+PD8DFw8PDzc0NNz0IOjDWZTAYPj4+rq6uqB4ZDEZPT8+DBw+eP3/+5MmTubk5mJLdu3fv+vXrQqFQWVkZyi4jI6Pi4mJ0wnNzc8+fPz979ixoIJGRkTQaTSQSnT9//ubNm7CJhEv+o0ePcGd+9OjR3NwcZj2PHj16+vTp48ePL1y4MDY2dv78eS8vL2wuaTTa+Pj4hQsXjh8/DintxYsXz54929XV1dXVVVpaGhcXJxQKT548ee3atfPnz1+9evXixYuBgYGrJTH1H3300QJ/BukGatUfg0dXr1796aef4tOvv/5aX18fTPCtW7euXLlSUVGRzWYj1TAgIAAE3MzMTIw8srKycnJywsPDEY0Ky/T4+PjQ0NCamhpDQ8Pg4OCYmJj8/Pz4+HgUONHR0RwOx9fXl81mh4aG1tXVoX8kEDw7OwsuEuJZEcY0NDTEYDDKy8sR/5aampqUlBQeHl5dXR0SEhIXF8disfLz89va2ry8vPh8fl5eXnR0dHFxcWpqKppioGRoaGhhYaGhoWFlZWV6ejrIZlwuFyJvmOBizsrhcDIzM1NSUuAQFB8fHx8fn5CQAPpFbGxsW1sbn8//5ptvMF4B0Q51CvHlJK40mHEQlRPqBQx9yfgDEgQ4mTs7Oz9//vz9+/e//vrru3fvKisr4+Pjc3Jy8vPzsQ2AIEMsFkMvihkCnU5PSEjAjj8mJoZKpdrZ2ZmYmJiYmNy7d+/9+/dzc3MsFmvHjh0bN24k2Sz4lUAWI77FgBKShw0BBPKSpA+SA0eMAYksixQs6yXHAj76/1eUQYGzatUqknj5B5Q5duzY8ePHjx8/Pjg4iBVpZ2dnWVlZXl4e4jiBO0jGKS8vh/PQgwcPrl69evPmzY6ODmA2ROioCUnfhC4aaiszMzMbGxsgCwz77O3tUbD4+PikpKSUl5fzeDwqlQqTQUtLSw6Hc+7cuWfPnr18+fLFixco0e/cuXPt2rUbN25MTk4GBASoqalRqVR3d3cul3v16tUnT548ffoU/05MTDQ3N8O8IjExsby8/PTp0zdu3Lh69Soy0h8+fEggZnZ2dnZ2dn5+/vnz5/Pz80+ePMEPamxsvHPnznfffRcfH6+srLx9+3Ztbe2MjIzOzs6RkREsES5evIi9OKjfeXl5CJnu6+s7deoU+EcuLi6bNm0iI5hVfzrI4GYBfYaM2cLDw2/evDk4OJiZmammprZt27aysrKXL1/Ozc0NDAyEhobm5eVxOJzo6Ggmk0mWxAkJCSUlJUjqiI+PT01NpdPp2AdlZWWFhITU1tZijsNisbDrqaiocHNzS09Ph0jn9u3bwGKkPj948ODx48cvXry4ffv26dOnOzo6PD09a2pqQPYFOTUzM9Pf318sFsOZEBhRVVUVFhYWFxdXVFREo9GAMgKBALwBNuDVHQAAIABJREFUOp2Ots7X1zctLa2srAwGjHBfjIuLS0lJQX5Tamoqi8VKSUlJSkrCSJhOp4eFhWHnMDAwcOPGjYcPH1ZXV0M3QBZDhDACehthjsDGhIALoZjDqAUG3Ugp2rNnj6Oj4/fff//+/ft379799ttv//rXv7DcKC4uLigoAOkOBEKQiYqKioD7SUlJkG4nJycnJCQEBAQ4Ojqam5tbWlpOT0//9ttvv/766y+//JKfn//FF1+QaSuxIgYveUG1QiSdpKhZcEjHS26QpEpKJ8n9P45g/jPESMvxyG3yf1FmZmamqKiopqamrq6OMBTq6+uFQmFLSwtIGZj74mwoLy+fmZmZmJhIT0+3t7f39/ePjo728fGB8ws4kXp6ek5OTuHh4dgreXp6Ojk5WVtbwysPmgtHR0eUP7DLQz0PAYizs7OpqamlpWVRUdGtW7devHiBKx8X/8OHD8Fwn5qaKisr09DQUFNTs7a29vLyys3NnZiYmJ+ff/bsGb7l9OnTXV1dAwMDLS0tiFsdGBiAD/7MzAx6orm5ufn5edyZ5+bmnj59Ojc3d+/ePbhe37lzB3H0P/30U3t7u52dnZqaGmJMKRQKtl2Y8iBP7vjx42VlZYWFhbCtLCgoEIvF58+fHxsbq6io8Pf337p1K3kbyLEAZRa8qdhhr1q1ytTUtK2t7fbt27Ozs1lZWVpaWnV1ddPT08PDw3V1dbDghZQOmW2FhYVwFwXcoD4tKyurr6/Pzc3l8/lpaWne3t5isTg6OrqoqCgyMhJ7ZaFQGBgYGBwcXFhY6O7uXlFRgSpvfn7+8ePHqGvwaWtrq729fW1tbUlJSXt7O+AMQ18fH5/GxsaQkJCoqKi0tLS6urqWlhZ0UoWFhTQaraioCNE0ubm58ENgsViQ5MGThbheQ9ojKytrbW2N0sBXcnh6eqIchtzG399/YmLip59+evbsWUdHh42NDYI+wHkH+R0ONVAPwrZGRUVl9+7d6JvIbHjXrl0HDx6EBFlPT8/MzExbW9vS0vLs2bO//fbbzz///Ouvv/7222///ve/m5qa4uLiQIBAfDj4ys3NzZhmFhYWgseElz0lJQXTXzc3N9iM3rlz51//+tfr16/xhFFRUUAWbIJQvAB00BaRYAYYUOBTEpVJYGXBtmj9H48FKUYEa3DuLUCZvwMXaeaXtIhvzZo1//jHP37PMLh58yaLxcIEDiVfbm5uamoql8vFICYzMxOnY3p6OpzW8/Pzvby8lJSU4GK1e/duXV1dNzc3R0dHLS0tUA81NDRcXFzc3NwiIyOZTCYJcDA0NITmysLCAiiOPgtU2uDgYDs7O3wBl8u9cOECyg2c0+iYHjx4cObMmUuXLk1NTSUmJsrKylpYWPj5+YWFheXn51+9evX58+dPnz6dn5+HiB4FWltbG4rwysrK8fHxy5cv37p1C17QeHLcpVHOAFzIMOLMmTNFRUWzs7PXrl2Dw86hQ4cUFRWxl/H09AwKCkpOThaJRKA1I30FbhJ5eXkZGRnt7e1jY2NDQ0P19fURERFodqTfrQU3kwVvIRnKbNiwwdraGrzq5uZmZOW4ubl5eXk5OTmlpKQwGIy0tDR/f3+UMBj6ggWHpT5qlrKyspycHCaTmZmZGRERAf0B/D2Ki4vRQ9Hp9JycnLCwsPr6+oCAgJqaGsDKI8nx+PHjhoYGT09PaN+Ki4uHh4fRK8XHx5eUlPj6+orF4qioKCaTSafTITjIzs728/MrLy/HT8RGLD8/Pzk5GYJAbMHB8du3bx8uG5zrH3/88bZt20xNTWFiAl8O7JVAmTU1NdXR0fH394e8Pi0tDSNh7KQwIfb29vb29qZSqZ6enkjy0dbWlpOT+/bbb0nfRLJZEd4IF6T9+/fLyMg0Njb+13/916tXr168ePHu3bt//etf79+/P3HiRExMDNhh4OC1tLRA8NHa2oqscZj4wCqQx+PFxMQEBAR4eXnZ2NikpaWhLIKb1/nz56urq1ksFpvNVlJSIpWsdP1CnP2k/QCl2yjpZooUMqRsIQ+S+G1plMG59x9QZgGsEJUMPibf8r8oc/369bCwsISEBJI9gL49NDQ0KCjIy8vLy8sL87bo6OiUlJT4+HgjIyMUmbKysl988cX69etB8gNtAV6/qqqqWlpaVlZW2dnZTU1NVCoVam/cGWCVZmJigurG3t4eIiZnZ2cTExMtLS13d/eTJ0+CY4pzGhUK+iDEDI6MjLi6usrKykZHR8Nes7m5+fvvv5+fnwfKPHv2bHx8vKOjo7+/v6urq6Wlpbi4WCgUDgwMTExMYIcNazJwQPABpjPooR4/fnzv3r3p6emWlpahoaFXr141NzdD8K6lpRUbG4stLPZiFy5cuHfv3uXLlzE7B0lPJBKBllZeXg7JRU1Njba2NvogUu4SG33cdqTXimskadMrV67ctGkTkrzx7mhra8M/zc3NTVdXl8PhODs7JyUlYSYSGhpaUFAQGRmJcUxhYWF8fDyLxYqKikpJScnPz2ez2eAf5eTkQAIKPm58fHxNTU1QUFBXV5ejo2NcXFxLSwuXy52YmEAh8/Tp0+fPnw8MDAQHB6PORZNVX1+P54mNjRWJRL6+vhUVFWFhYQUFBREREZmZmcgV8fHxgXwEM7j09HTc4aFswMyOzWbn5+djgbh161bYLMCGUVZWFmpb+JgoKysTwc6BAwcwSaFQKGAb0+l0EK/AyULiPSCYTqf7+/s7OzvDzhLqJCLtAY/+wIED6LDk5eVlZGQCAwNfv34NI5i3b9++ffv2119/ff/+/eXLl8FsxnhBJBKBrAxONqw2wA4VCoXZ2dmA+/DwcBiwX7hw4b//+79/+eWXX3/99caNG6jyeDwenI/hJoOUu08++QQVCs4ZUrAQg3TSFkmvjQiykFkvccyRLl7Ix+RT6ZufNKxIq/CkgUZ6FbVu3brFixf/jjLfffedp6cntoYAF8xQ7OzsrKysbG1tfX19GQwGnU4PDQ0NDw93dnYmMbp79uzZtm3bZ5999umnn8rIyOjp6bm6unp5eTk6OpqYmKirq5uYmPj4+MTExDg5ORkaGkLNBXYG6hqwqq2trWk0mq+vr4mJia6urrKycnZ29sOHD2/fvn3lyhUUGqA2PX369OXLl/fv3798+XJ1dTUC9AoKCkCvaG1txWCSdD3Nzc3wLkVYIsbYJ0+eBE2eTH8xhXn8+DGozPOS4+nTp2idJicnjx07Njc3d+PGjdjYWIiqoBIaHx/v6+sTi8V37tx58eLFgwcPMG9uaGjAGYbyMC8vr62tDYphV1fXHTt2QKSH85jMCMiYAP47+FhBQQGGIyoqKt7e3gwGw8PDAwh+5cqVubm5xsZGV1dXOp3u5uYG1ZK3tzdGXQwGo6CggE6nl5WVRUZGlpeXg8sP/wcul4uTvqCgAAUsOiaxWBwSElJdXe3v7x8UFMRms0H6ePDgwdzc3MuXL+/evVtUVDQ4OFhUVJSQkFBVVeXr61tZWZmQ8H8Ye8+wqA517zvXc3L22cnuOdnu1J0es2OPxhI7oGIBRVEpAqIodegw9I703tsw1GGoAgoKKB2RroD0LioqxZ5ysn0//OJ6ODnledcHrmEcisxa97rv//0vrtHR0Y6Ojunp6WZmZklJSUKx4+cWFRWJRKLExETYgzRf5OHa2toGBARArlNTU4Owf+DAAbge77//PmZG7777LjtdmGmguYK13Xvvvbd8+fIjR47Y2NjAmSCNR4gnhq7l6OiIi6ienp6Ojg6O38I+y8jIiMZHR0fnxIkThw8f1tLSCg0NHRsb+/nnn588efLTTz+9ePHixYsX//Ef//HTTz9NT0+HhYXFxMTI5XKZTAYvmVEaAzBQiMzMTGxlfH193dzcbG1t9fT0EhISnj179uLFC3CZqakpDPwtLCy8vb3HxsYWFhYGBgZqamqMjY3/8Y9/UAUoELQ2FN/F5sSLC42A3Qh3LAEP/tUA9ef/4jey+KBVEfQxiyuOgAAIFeqPf/zjX//619/85je/bLIbGhr27Nmjo6ODLF1PT09TU1MIGDh9+jSB6uyMTp06tX//fiw1ly5dyrqeQD9S0Lds2YJTjpaWFiKLtWvXYqhDsKaSkhL9rbq6+qFDh2h0jxw5QqgVUTJ79uypqKiYnJwUlsR0MZSAhw8fjo6OEmO6YcMG+BdisdjU1PTKlSvsuWdmZmZmZrq7u5Ea5+bmChaTCH/7+/sBZWiOAJVBl6llVBlozSMjI11dXZgh3r17VyqVmpqaGhgYODs7E+jR2tpaWlra29sLuFNQUBAbG8vmTiaTMZBnZGSUlZUNDAzcvXs3NDSUExcUnD8+4AKHnp7eqVOn9PX1T548efr0abp9XiCkfJ04caK2tvb58+cvXrwoKSmB+oiKn9NULBa7urq6ubmFh4dbW1vHxsaamprKZDIiepHFe3l5RUVFIb3x8PCIiIgIDg4OCAiQSqW2traEBMnlch0dHRsbG+z4gbF6e3uvX78eGRlpZ2eXmZnp6+t77NixoKAgR0fH6OhosViclZVlY2ODX6evry9ZK8QMWVtbJyUlMSsBFaPVhvFw4sQJDw8PbW3tgwcP4iwLdZWu+f333xdshjCFwQ4RxzbK8a5du8g4hbCnpqZ28OBBLA6EmqKtrX3s2DFmLrYWXl5eMJtHRkYGBwcHBgZ6enpgq1ZWVra2tj579uynn36ihXn+/DksTdDfZ8+eDQ8P5+fnI7NiVqKJrqqqIpaTBS77DWioFhYWgYGBt2/f/umnn8B9nzx58uOPP05OTmZnZ4eGhnp5ebW1tc3Ozvb09MzOzs7Pzzc0NAQFBamqqi5dunTt2rXEhKxevVrIkFqcmUkNEtAcIB6B9SsUIyrIn/6LMYAwFi3GdxfbsAkb0sXOSgIMDPf3Fx1TfX39vn37OJuZWvX19Y8fP37mzBlTU1PaTshR1tbW5ubmJMsJ5AJmZtqqt95669133121ahXhk2Q+4dCnqKioqqqKq4WmpiboLyJUEDg9PT1lZeUdO3asXbtWU1OTIJ6Kioqmpqb+/n4BepyZmbl//z4aK0tLy6VLlxLqLBaLjx8/fu3aNRYuMzMzjx8/7uvrIx/+yqujvLwcD8CBgQEB+n3w4MHc3Nzs7OyDBw+ETRblRtin4K508+bNoaGh+vp6V1dXGxsbFxeXzMzM+vr6/v7+urq67u5uuqGqqqro6OiioqKKioq8vLykpCQIgS0tLVhPlpSUkMnp4ODg4OBAQp6rq6uQz+nk5OTi4uLg4IAvHCRpHqPPOnbs2IkTJ6qrqx89ejQ7O5uRkWFpaXny5Ek84hBAI5JkDezu7i40FKx1AgICwsLC3Nzc4uLiHB0dpVIpJure3t5hYWGRkZHe3t5JSUmw6fBjdXV1HRoaotbfvn07LCzM0tKyuLjYyspKJpOZmJgEBwfb2dmRZJaZmenh4cEqnV8e5SSsAolEgqjKwcEBgZWzs7NIJCosLGRml0gk2traSkpKiJJXrFjBWnfTpk1kP3NzUlNTo1hjgqutra2trX348GEek4hGsDxOLnzJkSNHAHSAgXfv3r1hw4aQkBD4GY8fP3769OnTp0+R3VBQFhYW7t69e/v27fHx8enp6ZmZmYcPH87NzZFat7CwMD8/PzU1RfL38PAwfOienp7e3l4IDY2NjWiGAcUg19y8eZM69eOPP3LDAOj55z//OTMzMz4+vrCw8OzZM6b4H3/8ERLg+Pj4hQsXiouLub2JRKLly5fjMYpboAAGCyAxRUfYW3PBMqEL0MziDojWZvGqW9h50VXQWAiQEMwj6Dxo3CEu/qIwuHHjho2NDYm/yEnEYvGZM2dsbGy4DARsOCAgwMfHR0dHh7f8rbfeEoiAwm/zl7/8ZcmSJV999dWuXbvoiXbv3k06rZqaGtEz3K719fXJCVNXVyciT1FRkUAZDw+P9vZ2JJoYUw0ODs7MzMBhuXv3bldXV25u7rFjx5YvX469IxP4vXv35ubm4CU/e/bs5s2bBQUFlZWVdXV1TU1NmOaQKjk4OMjpAnzz8NVBuRH6Gn7onTt3RkZGrl+/LuhIuWBoBKqrq0dGRm7cuNHd3c3w1dTUFBwcnJOTc/HixcrKSngAcrm8t7f38ePHjx8/bm5uhs3MKOro6GhnZ4fDjoODA5+yizF7ddBLkliqp6dHypejoyPBPY6OjhgXubu7i0QiHR0d1r2ZmZkRERE+Pj5BQUE4+6ACIwoGLhxwb2ZmJi4QFBcvLy+JRMKMI6gWrKysXF1d79y5s7CwEBkZaWpqWl5e7ubmdvToUblcDvrOaObk5JSYmBgZGYlcExEJrZNEImFTGRAQEBMT4+zsDEPv7Nmzhw4d8vT0lMvlJiYmJSUlYrF4+fLl+LAtX74ckTTJZIcPH6ZAMNTzzKFDh44ePYrjr7q6OktM2LRqamqcZvAt0AepqqqiS9i/f7+ysnJaWtrc3ByrSc6B2dlZToDe3t7q6urCwkJcNcrKyjo6OmiBe3t7BwYG6J1p9O7fv88yFE/ix48f37t3DxVLR0cHNl1o3EdGRh49esRZh/B4bm7uyZMnc3Nzjx49evHiBbKVx48fz8/P37t3D/txdls///wzjVVzc7OZmdny5cu5tsm9A0b57as0dBBZIU9KKAfonrBqEgApDkTYCC+JP6JtpH9cHHaEfBxXCkwsUXJ++umnf/jDH36ZmNrb20+ePClwKy0sLGDEEVPr4uJC8ibTu5ubm4aGxt///nd2q4sd9gUE6K233sKbY+fOnerq6jt27GAtfeLECYIluYQCAwNZZ0IP19HR2blz55YtW/bt25eVlVVfX4/WFrV0d3c3ejMAlObmZjJ9Dhw4UFFRAQsjOjp6YWGBU4SLmdJw/fp1wt5bWlrQSTY3Nw8ODnJHosRwRxJuTUKt4Ux68ODBnTt3SIOHzpuVlWVoaGhlZRUYGFhdXT0xMTEwMHD9+nWcJVtbW4njKSkpuXz5ckZGhlQqzcjIGBoaevbs2ePHj3t6emxtbbkbc5EcP34cnzAKLndmDrpiLqpDhw5xkezbt08wWFq7dq2NjQ1hL25ubuxfoqOjnZyc0tPToeFGRUXR9MH3h9WN3wIUG3hliYmJ7u7uaWlpFhYWBQUFjo6OCQkJZOBFR0fHxcXt2rUrPT09JydHJBKVlZUFBgaKRKKTJ09GR0ezI7e1tSUFODIyMj093dLSknUSoI+/v398fLxEIpFIJIGBgTg/BAUFoVEmoRX1PEI2jGI3btz48ccfYyulrKyMiy3oHrxNFEz8cXh88OBB8gVVVVUZzPkD4h6LGSP/xCsPHTqUk5MzNzc3MzPDmzg7Ozs7O9vX11dRUXH+/HkAl5KSkoKCAsDd+vr6e/fu4Zfc19fH9nNsbIylAfcbpDBFRUWcAFlZWSzaiouLq6ur+/v7QQN55e3bt8EEJycnWWLwrRjqBbIFZ+O9e/eog+Pj4yRGcAtxcXGxsrIyMTHBfnzfvn24fOMvRW4EyWjY/TF+Cl4QOF1RaITMbBLdli1bJmRso6hCmSnYy3344YefffYZtg+ffPLJu++++397mdraWkJYjh49qqGhoaOjww3BysoKJ23BhMHV1ZUcgi+++OJPf/qTEO7zxz/+kRRL8kOAmv/93//9s88+27Fjx+rVq3ft2qWrq2tubh4cHEyWQH5+fl1dXUdHR3JyMostExMT7KZOnz5NxwHzqra2lo2y8Be/e/duR0dHQkKCsrKyg4NDY2NjSkqKq6vr1atXnz17dvfu3dnZ2YWFhYWFhbGxsfb2diTXN2/eRFhAc9TX18cCm7dq7tUx/58P5iYIO/X19dyIbt261dXVhSWqt7d3Tk5OT0/P8PAw6YJ37tyZmJiQSCSxsbFQdVJTU+Pj48PDw0dHR58/f84o5+HhQbCxgoICDA72+keOHFFXV0f+J1wnxHIiosNeBA/n3bt3b926VVFRMTg4uLi4OCIiAnGTm5ubk5OTt7e3q6urn5+fiYkJ0G9RUVFSUhKzUlhYmI2NDRUhIiIiKioKKsO5c+cSEhIsLS1LSkqsra3x08M7IjIykvuEsbHxpUuX/Pz8jIyMpFKpiYkJ2gV+SnBwcFBQUGBgYFZWlrW1dWZmppOTEyanWM8GBQXFx8f7+PggL/T397ezs/Px8XF1dc3KytLV1TU0NDQzM4uMjFRVVd24cSMxQEuWLFm2bNnWrVuxmMVshStHQUFB+LNgCrljx46dO3eyg8Pses+ePbteHXteHaw7FRUVFRQUMjMzaYTB7Obm5vr7+8lsuHDhAvPy4OBgX19fTU0NK+rOzs7i4uLw8PCCggJOp8nJSUbs6enpkZGRixcvRkdHE4AXERGBDJBNE6ylzs5OKotgvQK7Gv46ZOvJycnh4eFbt24BGwn70PHxcYHhQds1Ozv79OlTgckxNjbW3d2NNV1TU1Ntbe3Vq1dBiNLT0319fbGDWKze+mDRgSpqsQjznXfeYYJZbJUvqHz/8Ic/EPtLrAhkn3379r18+fK15uZmNTU1ZETm5ubW1tYGBgZaWlpA7oAyRNOzhDIwMFi/fj1A0e9+97slS5YoKyujUfryyy8FU1twaRKXdu7cSWAgXjMYDF++fLm+vj4rK8vPz8/Dw8PMzOzo0aNKSkpOTk5Yojk4OBgaGtbV1T148IC/qaAbmJiYSEpK0tDQAMpNT09PSkoaGBh4/vw5lYJe5t69e319fZ2dnfih9Pb28hdvbm4WsJ7FVYYBmxlbeAwMQdRxd3c3iqeHDx/iqMB5c+3atdu3b6NX5vsUFxf7+/vLZLKLFy/KZLLw8PDo6Og7d+5QZfr7+1EtcyVwa+VuLNx4VVRUKCv79+/fs2ePsrIySzoMVrmK8Grdvn27v79/fn4+MWDnzp1DAR8XF6etre3u7o6OydbWNjw8nFSAyMjIgIAACwsLiURiZWWVlpbGdokZEOOF7OxsNzc3/pusvVknEX4YFRWlra1tY2NDQwobMDY21s3NDcdPFxeX7Oxs1nAY4rm6ulJfGMo8PT0TExNJj6ar8vf3LywsLCwsFIlEIpEoKChIQUGBMx5oACcHuLmw5j777DOcaAVDX2zciA/k2LJly/ZXh1B9hOwhjKOOHz9eXl4unAz3798fHBwsLy/PzMwkA1uY1llEsKPs6urCHSUyMrKjo4NGG+IFGjoC4aKioiCaCWHtWAJFRkaeP39eGMlv3ryZlZXV1dV1584dVHUTExNw069cuSKVSi9evDg0NAR9jH8SuJGwvWhw8Esg4Ik7LoMbfTSffv/9952dnVjbCD5V/+3ERFPzxRdfIBmldgiFRlhpAx4z1X7yySeANX/+859/qTKtra0aGhomJiampqZ4NUAi0NPTMzAwMDQ0FHiWJiYmyA537tz53nvv/fWvf/3d7363YcOGuLi40tLSrKwssVi8cePGv/zlLzik/O53v3v//ffXrFmzYsUKkUgEX8DJyUlTU9PU1DQwMJA7vLOzM5YR3G18fX3B6skeb2homJ2dHR0dHR8fB9ZliE1MTHR0dGxpaSFc6dKlSzMzMy9evJibm1tYWAC6m52dHR4evnHjBu/N+Pj4wMBAb29vR0fH4OAgbSeN8a+qjHAI3c39+/e7u7sZ2ebm5n788ceqqqrQ0NCysrKysrKuri4WUrdv3+YNrqurw+GFpWZkZGRSUlJ/f//Tp0+pMhKJBKQWxpDKfz7oYg4cOCBEjPPHIdoBcgeLFSzZ4bwQJGppaWlubu7v7086MiTalJSUyMjIsLAwFthIDZydnZOSkvT09HJzcx0cHCQSCUHxaLKJOgkLC/Px8YmJifHw8IBHf+nSpbi4OLFYDC8G6QAEHAzJvL294RxnZmb6+PiwvYKAR7/j6emZn58fGBiIWxVKcczJWWb5+fmpqqo6OTnp6OgASS52MxEYZdBeQT0Fzu6XX365fPnyb7/9dseOHfy58Grhb8i4tG/RsWvXLisrq/r6ei5Xto137typq6vLy8srLy+/desWa0cEFrzRtLcQHTIzMwMCAqqrq+kghCt/YGAAa9TY2Ni0tLTr168PDAyMjIxAjGDZl5aWNjw8DOuir68vIiKiuLiYbzI2NjY6Okopyc3NxTH++vXr1CCOrq6utra2/v5+ehxqzfj4+Pj4OGZjVCsmAAE8evDgwZMnT5qamgS7PMxo/icjQSEHgnwrGDGLS4ywjRK4OcBA/9dfpq6ubvv27cePH9fR0WF1yt701KlTkAVwBccB19XV1cnJSUVFZf369V9//fXvf/97RUXFlJSUrKwsiUTi6+urrq7+8ccfC/4Gv//975cvX75s2bK9e/cGBAS4urru3bsX/fSxY8dg5aipqX333Xdff/31p59++t1330VERGRnZ0Pc1NTUrK2tXVhYoN7fuXMHYOzRo0ec0729vVVVVdXV1c3NzRTpubk5dgSPHj3ijsRiaGxsjHb3xo0b169f7+vru3Pnzq8amfn5+UeLDm4FbBDn5uZGRkbYRj169OiHH34YHR3Nysqqrq5uaGi4deuWIIAAeO7r68MVkPEkIyMjPj6+rKxsZmYGwz2JRMLWGXxhMYGIgiJ0/tu3b8dGf/PmzWStr1y5UrAa+dvf/rZq1SofHx9nZ+ejR49aWFhoamp6e3uLxWITE5PIyEiRSIQvZ3l5OSzbc+fORUdHs1oOCAgQiUQymYzwQ3bMFAgnJ6ekpCRfX1/uxuSxlJeXR0ZGnjhxgj0UOgYqSFpamq+vb3x8PN8KJwf++9Qg6IJ0MTRTYWFhqampYWFh6enpQUFBQUFB1tbWpqamjo6OSEYKCwt1dXVJQ6Z7xzsKvxVQSdIINrw6MLvet2/f4cOH6RDBfYG9NDU1Ab/AvNTU1AwNDa9du/bzzz/Pzc2BjEDIKikpyc3NbW9vp2SgoeVCHRsbwwWtsbGxs7MzJyfH39+/pKSq6GhNAAAgAElEQVRkamqK8ef+/fugfv39/VgaZmRkDAwM0BTTjBcWFoaGhkZHRyO5wq+HAOWJiQnooEKZyMvLi4+PT01NbWxsZIDq6OgoLy8n+KmmpoZiRI/T3d2Nt7lMJisqKsKfpLW1taysLDMzs66uDrXzpUuX2BAJ8svFphBwcBbbQQjL7F+pYag1vxqdYNC8/vrrv6C/VVVV69evP3ToENUEToGJicmZM2eOHj2qoKCAezCroqNHjx48eHDfvn0kV/7ud7/79NNPcV0/cuTIgQMHdu3atXr16iVLllDh3njjjW+++WbXrl3Lly/nsoGHtnHjxnXr1sHpBnDisjl27BgqTSKZdXV1L1++DJuby5g+ZXZ2NjAwMD09vb29HVLvtWvXmJJmZ2dZQD5+/BgkD2+H0dHRgYEBZNyUfxCcX8Exj/7zwfREUzMxMfHw4UOeefLkydOnT7GPaG9v7+vrY3f+6NEjfvTU1BTmntyxi4uLo6KiUlNT29ra7t+/39LSIpfLDQwMaN2J6FVUVMQkbfv27az/CZzCMhqeHn7OSMPff//9JUuWvPnmmytXrhSLxYaGhidOnOCuQBtoY2OTkZGBV0twcHBGRgagrL+/f1RUFGQ5S0vLoKCgpKQkPz8/yMFJSUlisRhf0ezsbHw5g4ODmadY/eB3JRaLseZLTU0Vi8W5ubmurq4pKSlisVgqlfKFERERKCfZHuAjgYoH8Qrq/+zsbIi/ubm5LMtOnTplbW1Njr2xsTHIy969e4W9krq6OlXjyJEjx48f19LSYnWtpaXFbhufAC0tLV1dXdaaMMIgywg59unp6eQ6CnK2hw8fjoyMYD7b09NDIyOoK6anpzs7OyEchYaGxsfHQ1wmIaO1tZVSBWlreHhYLpdHR0dLpdKbN28+fPiQkaqxsVEikRCiwuyDokUqlUZFRQ0MDExPT9PLgMIUFRXFxsZKpdKampr29na89+EBFhYW0mXDurhz505vb292djY+2SBuWJ2Ghob6+Pjk5+dPTk4+e/asoKCAtFKYxCyzF0sKBB4NMOuvJAWLq4yAk/C80NS89tprSkpKL1++fO3q1av0MrQV2FlqaWnhrfnNN99wAyHead26dUuXLl2/fv2ZM2e++eabN954489//vNXX32Ftzs43JYtWz744AOaqDfffPOLL75Yv349GTeQXNetW7d69eovvviCRpdZGrPiM2fOsHxNSUlBp1dcXAyLgT0f/O7x8fGgoCCCEICKWd9whT95dQCA9fX18baxWZyenu7r6xsbGwM2WzwrMb4urjK0RRQvZiXqC6qTqamp3t5eeFwzMzPC66FXlJeXh4SEgEYRjRAbG1tQUICOWSqVnj59mnsvjb0Q/UkWx+bNm4UqI1jVc2DLiCv1559/jkGMiYnJvn37Nm3adPbsWdA0Nzc3X19fV1dXY2NjrnZPT8+oqCg/P7/Q0FAzM7PExMSzZ88mJyczsISGhgYEBDAx5efnYyglFosh3aWkpBw5csTR0VFHR+cf//gHefL0LLwsPz/f0dExLS0NyZKTkxP/ZSzNAwICQkJCnJycIiMjg4OD3d3dMzIyaIgiIiLAmC0sLIKDg6OiosAECwoKULS2trZGRkYiPjI0NDQyMuKjqakp+1B4jKdPnz579iwkiTNnzhgaGv6K30juja6uLrSao0ePWlpa9vf3//DDD48fPwbp56yYnJwkZfTSpUvcRQBisB+ZmJi4ePEiJvMCIEXRjI6OLikp6e/vBwAeHh6mDZFIJLW1tTdu3Ghqarp48WJKSkpgYGBKSkpHRwdjzujoKJNRaGjojRs3WFcheZmcnLx8+TLhv5mZmdy9aABra2vZlgqzFd6GMpksPj6+pqampqamuLgY934SRAcHB+/du/f8+fOcnBx4J4IAarHaW/DoFCIGeZngMkGMr0CTwVgLEA05+9KlSwn5fPny5WvV1dXr169nmQe+yE0VoPGbb75ho7569Wqs1fn022+/fffdd99444233nrr/fffJ4YN0Ojzzz//29/+9sdX9pE0UW+88QY92F//+tcvvvjiww8/FLQS/E5vv/32b37zGz09vfz8/PDw8NDQ0IiICH19fblcLqx76DWeP3/e1taWnJzc3d1NSEhbWxuIr9DFUHGEKsM7ARLGXYIbDt9zcYn5r8eTJ09gvt2/f//x48c//PAD7HJS02lu+ea8mBr0/ffft7W1sU8hUJFAkuTk5ObmZmgXPj4+NCzMRJQb4EnQhJ07dzIrkXqDVT2fUpLWr19vZGRUUlKCqQozL/6VCQkJ6urqJiYmEonEyckpOzubPFluwv7+/ogkRSIR9LmYmJjAwMCQkJDo6GgfH5+8vDwHB4fMzEyxWEzAc0JCwpkzZ9zc3CBY+vr6enh4xMXFubi4SKVSOzu73NxcBFBisTg9Pd3JySkqKgrzTRoZTCHQQ7q7uwsSqvj4+Li4OGdnZ319/d27d0skknPnzqWlpd28eXN8fLy3t3d8fPzSpUvUFBw5oY8aGRkhgxQqCM+cOXPGxMQEyxFeBjkL9ba2tjaF6dixYxKJhBvGkydPGHaYdO7du1dZWZmSkpKRkUEcOFjh1atXu7q6Jicn7969Ozg42NDQcPnyZZlMRo0GWSf4ra+vb3x8/NatW3K5PCYmJiUlJTU1NSkpKSYmJiwsjCxtdGH0IBiDFRQUBAUFtbS0TExMCFVmenq6pqYmJiaGnAw85xITE5ubm1HSgDkKut9bt26lpKTg14Eib3JyElM31k937959+vSpVCoF1cJ7FLoNyPoXX3yxYsUKIlNQh61atYogFNJXCJDZuXPnvn37jh07JhR6avqZM2fIGiYP4+XLl6+VlJT84Q9/IBECVzHmNIC0jz76aDFPebHM/L333vvTn/602EdSyKWn4/rjH/8Im2ZxVvybb7754Ycfvv3220TE88y777771ltvvfHGGyKRKCcnh+U/jPjU1FShvqBYffLkyc2bN1tbWwcHBwl1unHjBv8kNCDQwBmwb9y4MTAwMDU1BW5CC8r4A+by/6wyjx8/BnIWqgyk8hcvXgDFMUlR46gyP/zwQ39/f0JCAny25uZmoIfo6GiigdHdsmYi/Jd9x69yMBY/z2DF4EDE15EjR4qLiycmJtBYmJmZubq6Hjp0yNzcHNkh7OSwsDAuXU7uoKAgppLExERLS0u5XI5rAT0OcYUymQzKn729fWpqqoeHBx1+aGioiYkJWr7w8HBQYYlE4uLiIpfLPT09MzIy4Pg5OzvHxMTg4AsABLsP7pWHhwdcQcyAfX19TU1NqVYGBgaYGZFLMTg4iFMaNZTywQnNYhTzB+wWhWWFqanp6VcHcUgnT55EhM0X6urqnjp1qrGx8eeff/7++++xygdDvX379oMHD27dupWXl5eSkpKUlESAT1JSEnWHXY8AwbS0tISGhiYnJ1dXV+fl5cGuLikpYRUFyiuRSPBsCggIiI6Ozs7Obmpqwszozp074+Pj5Mbl5eWdO3fu2rVrPMnSA99b7lhhYWEXLlyoq6vD2R54kVMaP+Y7d+60tbVFR0dnZWUNDQ3xGzL0YWkAGLywsJCWlvbVV1+xktu8ebOioiLIoIqKiqam5pkzZ+CLOjk5eXp6enl5ESXi5eXl6ekZGBgYGRkZHx+PmQ70ekLBKioqSEZi1Lh169bLly9fKy4uxv6ajuM3v/nNv/zLv/z2t799++23P/jgAxZGb7755m9+85vXX39dUBKTXLNkyRL8a998881//dd//T//5/+8/vrrfB8WXYI13L/927+9/vrrWFJ++eWX77///mIzSvLbPv/8cxcXl6ioKA8PDw8Pj6ysLE7K0dFR+gj2cHNzcwDyXV1dTU1NlZWV7e3tQF/wvrngFxYWoDacP3+eZhXPWhynxsbGBGRXqDL/baGhdvBzFxYW0MjRrfzwww+zs7N3796lxjErIXL54YcfHj58CFSRnp5+48YNNriEzJeUlLS2tsrlcnV1dcoKuyTe5n379oEBU1x27dqFplRJSQmux+7duxUVFZWUlM6dO4fpX2NjY1xcHGQZLS0tT09PU1NTd3d3NTU1hIuxsbHgI9xv8WlPSUkxMzPLzs7mngO+S7ISLUl2djYgi4+Pz/nz50NCQkJCQlAn4XFH8BNcPozK09LSYAO6ubkxMfn5+UGfYRaDmGNvb09Ed3Z2Nn5aZmZmyPdPnz7Nir29vZ3tSVdXl7+/v66urmAgTVeCwosFKH4O3Eh5hpbn1KlTPMBKjZcZGhrq6Oh4eXlNTk5+//330G2np6fpCFhlIiupqqoqLCzEhp2YsISEhNTU1JKSEoaU6enpa9euRUREyGQyODLnz5/H62NmZmZwcDAzMzMqKkoqlWIIHRISkpycfOPGDVAewfVxdHQUJw1vb++mpiZuhxA4JiYmWlpacI3Izs6mxyE4rKSkhMacdgY6OyUpLy+P/oVee7GD0r179+bn56uqqmxtbek04+LiSECTSCTYJF28eBF//traWiS+8GPb2to6OjoIbhPyczgJb9261dPTA60Zl2h4ZC9fvnzt/Pnzr732GnGIfPz973//3nvvscRCuMmE9s4770DRYY29+HnWiljGf/LJJ396Faj4b//2b3/5y1/YMr7zzjt///vfly9fvnnz5rVr1wq56KtXr16/fv2qVat27doVFxcXGhrq6Ohob28vkUhgqXZ3d09NTQnbpYcPH7a3t9OpQnlqbW1F4QahBsr2gwcPGhoakI1kZ2dfuXIFo18i3+7cucNC6n/vZUBz2VgBCT148IBdw7Nnz/B8nZmZ4TsIJQY1yvPnzy9cuABlvr293d/f38XFxc3NzcPDo6SkpKur6/z585qamjQm1A6h1lBTYPfSywh8MyrOpk2blJWV5XL59evXcaVobGxkOgN6OHv2rIeHx8GDB/X19XNycoKDg6G9QPPHZS41NZUkA2tra2zruGEGBQWlp6fb29tTZfA6qa2tTUtLw6uBviYlJYUcG8IhU1NTg4KCkBdAWYiLi0PoAMEXu0Kcq6ysrJKTk93c3OLj4/38/Ly8vBwdHemVUlNTNTQ0Lly4QNZgd3d3d3d3ZGQkfC6MfmlhTE1NEV6gtsNPmsdwMhBnkI2BZzD+sCYmJrq6uklJSdwPnj179vDhQ2FNM/3qgIbL3uDWrVttbW0lJSUEPyUmJjY1NUETraqqCgkJkcvlU1NTLLCrq6sRtXV1daWmpkZERCQlJZF3WlRUFBIScuHCBZZHQLx4A0xOTrKna25uZiEtVJm2tjaJRJKSkpKbm0tjXltbC/bc1tZGseM7TE9PX758OTQ0tLi4mOd5EtSZ1gY4sr+/nyyQ9vZ2IXG8paWlo6Ojs7NT+IhelBALosqJii0vL8/Ly8vPz798+TKpwaWlpYWFhaRlMWAScfdLlXnjjTeWLl0qxOgSJbV06VIiOyE17dixg1RNFBP//u///oc//OHzzz9fuXLl2rVrly1bxqLq0KFDGzZsWLJkye9///vXX3/9X//1X//6179u27ZNVVWVXOFdu3bB8hZ2t7BCtm7dyvUAQcPDwyMsLCw+Pj40NLSlpQV4lSv5zp07qBBxk3R3d+/r64M6KRDtGI6IdsPa48qVK7W1tUTBXLp0iaX4/3NiEqoMcxObCCoUVebp06eMu4xpOI9QZV68eFFfX4/ZcGVlJTQWKysrsVh84cIFHDzPnDkjVJBfTUwC9U5JSYkXKCoq7t69G+wM2w1jY+O4uLikpKQLFy5wn6moqNi/f//WrVvPnTvn4ODg7e2NSSXRV/7+/igzYeKmpaWdPXs2Pz9fJBLhIxUVFSVUGXTVVBmxWFxbWwus4OTkJJVKicFGfYL5G0TeuLg4BwcHomkTEhJQbGIqzNcmJCS4u7vb2Nikp6dbWVlFREQQNefq6hoVFWViYsJvIpFIqqurh4aGGhoaUlNTvb29KRyIYCg3mOzo6emdOXPG2NiY7HoTExNjY+OzZ89CxUC1K6iZDhw4gOvVnj17cnJyGH6fPn368OFD+CYQ5ASDIZAO4cHk5GR1dbVEIklMTLx48SL/VFxcHBoamp+fDxmXdTIoyfXr17GtSk1NRdHe39/PDHXt2jV+hLCxHh0dhZnd2tq6GJeZmprq6OiQSCRJSUlyuZwYrJ6eHuDny5cv8zL4ohSy0NDQjIwMIsYxJCAXuKWlhQtkfn6eXThHbm4u0LJUKk1OTsbLmd4tIiICERzuPN7e3uQxGBkZsdEzMjKysrIyNTVlIIU0oKOjw9LT0dHxF002BUJdXR0xq5qa2tatW7/55pujR4+y/ztx4gS7wMOHD3/77bd///vfEXevWrVqw4YNmzZtYskKkezbb78l1Vx4DabiBw8eZCnOPhLagqC+37Nnj7m5OXxtFH1BQUG5ubkJCQloT3lXfvjhh6GhIZrYgICAs2fPxsTETE5OwsplYqJ23Llzp7Kysri4OCcnh1macZE/KxMTf+7/ZVwSgOSnT5+C+yD///HHH/Ecevr0KYEh1KPvv/8eFf8PP/wAvRLP7ezsbE1NTaBZR0fHysrKnp6euro6W1tbOPI7d+6EASz0LFQZqB8CO56Ks3Xr1lWrVn344Yd/+9vfduzY4eLiwglE10r6NWqAkJAQKysrNzc3Ozs7fPPd3d1JSvH29s7KyjIwMCgoKBCJRIR/gw0jBHF1dc3IyAADdnR0bGxsZGvr4uKSlZXl4+NDWgMTkGDfi34KtzC5XO7v70/QJTaM9vb2SUlJBNRnZWWZm5uDffj6+oaGhtrZ2SkrKx8/fjw8PLyqqqqurq65ubmtrS0lJeXo0aOKioq4kXDmwJxQUlISqL0ws1jSgZcL3F/wS4JouXEePHjw2rVr//Ef/4HkmkUB80VNTU1XVxc6SQj+lA+UkH19fampqSkpKdB2GV5CQkLOnz8PpkMMIUKklpaWuLi4iIiI5OTktrY2Zpb6+vqIiIjCwkJeybp6cnKys7OTFVtvby/VRzCNvX79elxcXGxsrEwmY9U1MDCQl5cXEhKSm5tLy8MrJyYmCgoKQkJCmAOwbafEx8fH00Pdv39/YWEhJyeHKAhjY2NoRGz3UaurqKiQ3KKmpoZ1BmRRZGLoyJDRCS02pyifIprZsmWLnp7ey5cvX2tqajp06BAJJ1gfGRgY7N69W0FBwdDQEMdmMzOzs2fP8k6vXr36gw8+YCX+5Zdfrly5Ehoy4RLMTVu3bt21a9fWrVuXLVuGkRXwm4KCwj/+8Y9Vq1YdOHAA8gIUD21tbTU1NQ8PjwsXLpDyERsbGxoaeuXKlYyMjOTk5Lq6uoyMjLa2tidPnoyPj8MvwhGuoqJiamoKyoBAbQQuKS8vx7JMLpcXFhZWVlbW1NSQsjwxMTE/Py8onh79D8evqgzgi/AMT9JqQvy7ffs2WzD6mubmZq7SkJCQPXv2nDp1CoeHxsbGiYmJ9vb2c+fO8W6pqKggJgZ52b9/PwOUIPZD18fzO3bswKzviy++WLJkyYoVK4KDg9GL4z1ua2uroqJCOLy1tXVQUJCzszOJFNyI/P39yec1NDQUbKUIkyW6BEA3LS0NOoyTk1NjYyM7VJAmgF4vLy++BEwHRaWvr6+1tbW7uzvkF4TXZBbb2dkRvUiasJmZWWZmZnh4ONYTUEt0dXU9PDwYb7u6urhQFRUVN23atGfPHkhbR48exZpeVVUVGeTx48fV1dWxdNDQ0NDW1mYPhTrX0tLSxsYGtx1vb29/f/+kpCS8FKgyd+/epRceHh7OyMi4dOkSAxTtxt27d6kg+NWnpqYmJyeXlpZOTU2NjIxIpdLw8PDy8nJAVqE2oUqJjY0NDw9PSUlhhiIVIyYmJjMzk70S0O/09PTVq1fJ/x0ZGYG8yzw1OjpaVVVFVmppaSliztHR0cLCwqCgoMzMTGByvGuHhoaQ6dO/M+a0tbWBlQwPDwPQzM7OBgUFEV/JxQ76iwp3x44dSFsE3jkiVZwAoJLyKWcm9BckeDxz/PhxbW3tzZs3nzp16uXLl68RkUOMAy0oVo+7du2ysLDAIN7GxkZbWxuf9/fff1+w+fvss89YdG3btm3t2rUkPPztb3/DE3fnzp2ffPLJpk2bIErp6upqaGjs3Llz7dq1e/fu1dbWBpnT19eHvBAYGFhSUoJWG5ZBaWnphQsXqDJVVVVNTU1zc3Pj4+MVFRXcsb28vLq7uycmJqAYCNL7hw8f3r59u6qq6sKFCyUlJWija2tra2pq8vPzL168KOAy/z+rDAAhiAxkbVqbhw8fYklZXV19/fp14rSFrXZzc3NkZGRZWdnJkyfXr19vZWXl6+vr7u5eV1c3Pj7e09MTHR2toqKyZ88e3E+QMh0+fFjQZHPTPnLkCEY8Ap8V6TaOYp988omJiQnxslVVVVVVVZmZmRiDnzhxws/P79ixYyKRiBbGy8vLycmJBOH4+HgLC4vCwkJzc3PgEvxlQGpxwHNzc5NIJI6Ojuw1oPlKJBJXV1fMImDr4UxKnI6fn9/27dtVVFTkcjmmpfb29hAU7ezsMO4zMTGRSqVWVlb42gQFBeG/WVRUBM6KdHBsbKy+vj4qKio4OJilBnpuUoZJOk1PT+dTVs45OTnQXgkvxFMqNzc3NTWVbX1YWFhoaGhJScmTJ08A8qkyhIg2NjaGh4fL5fLR0VFKhrBsvnv3bm9vb35+vsC4nZmZGRkZkUgkoaGhjOEzMzN0KJSPoqKimJiYiIgIuVyO1pGeJSYmRiKRDA0NgZuMjo5OTk6eP3/e09OzoKCAxTaNDOWGISsuLu7q1auYUvf39+fk5MBNRWPJN+ns7CSvpqmpSRAW0OBDCBJwGV9fXyUlJaBA4As1NbX9+/cDj2A1RzK38AJcMqg+SkpKBw8exCcAfS/Wd4Ah8K23bdtmZGT0i45JR0eHVBOis0QiEfQNc3NzDFCsrKzU1dU/+eQTgduHBekHH3ywevVqqDTr16/fuHGjoqIiRD7B7eadd975+uuvoeScPHmSxowbkY6ODhMZViDE+sBnl8lkKSkpIEx+fn74J8TExECgvnLlSk5ODuwPTIPw3EVawsQ0OTnZ0NBw5coVJAgNDQ11dXVXr17Nzc1lov6VZEkg+/7qSVh5T548IRiEwfv+/ftPnz6FNVNWVsZYR2oK7S4oUk9PD1nA9IAODg52dnZubm61tbXDw8MDAwNpaWl79uzZtm0bputIhAVvfWwfhE6V2w6SHLjahw4d2rZt27p1644fP15QUED2Y11dXU5OjpOTk6GhIT6S3333HbFWkZGRXl5ePj4+vr6+0OQIhDQ3N4fYkpKSgnI6IiLC29tbIpF4enpSZeCPsI1OTk52dHREThkbGyuY7BEJ4uHh8emnnyopKS2uMrGxsV5eXvb29iEhIaT9CQAzdnwikejTTz/dvXt3fHx8dXV1U1NTfX19bW3tpUuXLl++XF1dffnVAX0+IyODBFQKikQiYZCRSCQZGRno4OG/+vn5cZtUVVXFs/Hw4cOlpaX//Oc/6TqpMuPj4zMzM5WVlZBCq6urhS0S49LNmzdlMhlbbYlE0t/f/+DBg9HRUaydOamYWXh9b29vamoqxfHKlSvgLIAsUVFRZIEwjgGsZGVlnTt3rqqqiieR+N6+ffvmzZtCbBGQDRLtjIyMoKCg7OxsNnFUmYaGBkymb926xaKK2kfF4QJBMePi4oJklIF9586dDOaMnMrKypjy0Cri5a6uro4wCMo14xWnK68UTMI0NDSOHTu2d+9eKyurly9fvtbW1qarq0uJsbKyor1UVFTcsGGDmZkZOmxzc/NTp04pKCh88cUXqNfYIq1YsUJZWXnNmjWQa7Zu3XrkyBElJaWlS5e+8847ZJu99957VBkVFRVqCp4JDNiampoQMbW0tEgXSEhISEtLk8vl2dnZQNlBQUEXLlxISkrS0tIKDw8vKyurrq7Oysry9/eXy+XkNBN7Lhg1PHr0CMEbKcWQIOvr6+vq6vLz88vKyjCvpY78/6wyDx48GBgYQNKCjgE/ocbGxpiYmKKiosuXL7e1tUEP5dcYHBwsKCgIDg6GNu3h4SESic6dO4cTzcjISEVFhaqq6po1a7Zv3879AScHRAZwgtetWwcfctmyZViBrFixYu3atZAn165dq6ysDMYpk8kaGxuzsrKqqqqioqI2bdpkZGRkbW2NdkQsFgOsIjKAG+bm5paamgq/BszV09MzNjYW9wZINMnJya6urqWlpSR+INR2cnKiluFGDpePhZGHh8eaNWt2796dm5vr6enp5+dna2vLttvJycnNzQ10ViqV2tjYeHt7o9dnJFRRUdHR0ens7BwaGmpsbAwJCfHy8kpJSYGyTPqSqakpJxLW3HihaWtrc95zUnFeHT16lIF069at69ev37RpE/bJKioqN27cIFDpV73MzZs3Y2NjQVJyc3PJKa6oqCgrK5PL5WShxMXFYUhCrwEuAwsOEg1VpqWlhTInkUiam5sBaJnukfL39fVBHGcyio2N9fb2hpLHQRJ5bW0tzKP8/HwaotHR0Z6enpSUlNDQ0KKioqGhIb7J2NhYeXl5eHi4TCaDOwPlHfIeYALo7507d8zMzDZt2gRrf/fu3cCCjD+gKseOHcN2DhmjAHGcOnXq9OnTaFmwRuIB7iWMS7Af9+/fb2dn94vzAz4P4C943ysrK69evfrMmTPm5uampqbsR4jCIxX0ww8/5M5z8uRJgJ+9e/eiKOHX3b9/P8bj27Zt43nEI+BMlDq0J+hKdHR0ZDLZ5cuXo6KiMjMzz58/X15e3t7eTjuQlpYWFRWFJUJmZubly5cJbKmurh4fH+/s7GxpaWGcQYfy6NGjmZmZmpqawsJCKJtAvziesckWREmCFPu/rTJsmhBP4RfBDQG1wY8//tjR0REZGVlaWlpTU9PR0TE0NDQ8PHz//v1nz57dv38/PT1dWyWCmcgAACAASURBVFv7q6++2r59u6enJ+78ra2tbApaWlq0tLTY5Qu2Kbt376Z/0dTUPHHiBG8edkTceb777jvWdqqqqtu2bVNXV2fVgnl4ZWUlCKtIJPLz8zt8+LCdnZ1IJHJzc0MqGR8f7+/vHxISQghZUlKSjY0NVQZ7cOgwtOihoaGJiYl08nFxcbhVsULCCJW+JiYmBiU3M5Snp+fx48dBf729vW1tbaHeeXp64urAxGRpaUmwnIaGhp+fHylgCQkJFy5cwHDr1KlTysrKdOP79u2jCm/YsAHTdf5om18dyCY3bdrEx40bN6LM4PnvvvsOOeW6detOnTp1/fp1ok6eP38OTVzYEHESQqEUyHhxcXEQCBMTEysqKoQ18/T0dFlZGVy7wsLCmpoabCKmpqZqamrCwsIiIiKysrLgMfMlg4ODBHXdunVrbGwM/KWvr4/tant7O70MksuJiYnS0tKIiIjY2NiqqiqW32NjY4A7YWFh5eXl4MTMaNzVioqKBAU5sglBpcU9cnx83MjICIBvz549ghX34cOHGX8AWTQ0NHgSfSnVnGhT4QFu8LjBcp8QmnElJaVfqkxraytZWbAP2BSqq6uvXLnyyJEjVlZWZKTgL+Ph4cEvt3fvXnV1dQrHnj17qHkMZmpqahCfdu7cuWbNmgMHDghLAbA6yiRgzfHjxzHW1tHRKSwsLC0tDQ0NJQO0ubmZN6C+vt7Pz8/Y2BgPtMzMzJKSktjY2Li4uGvXrsEAbm5uxhpienoaxGR6erqysrKgoODChQtVVVWVlZWgPDk5OVevXmVYBQBevM/+lfkDdLv5+flnz57Nz8+jWsI8kd7n2bNnvb29UK2ysrIQVZGRMD09PTAwEB0dffDgwY8++khDQ8PLy+v06dNUmd7e3uHh4b6+PhMTE7zIVq5ciQHlwYMHIbNCJ8N+/MSJE4sXK7S4W7Zs2bhxIwF7lpaWXl5ecrkcN9+UlJSwsDAXFxc1NTVXV9edO3eKxWLAkcTERNjVzs7O6BXt7OxIyEaOgCMndTwqKgo+YVZWVlxcnGCy6eTklJ+fv7jKnDt3DlS4vr6+oqLCzMyMhTcpl2FhYUgcAgICxGIxoxZenDjsUILPnDnT2NjY29srk8l8fX1VVFSgpQJJbt26ddOmTXh0btiwYfPmzYu1Fxs3bqS4UK95jNMVdhmbNm365ptvNm7cCD+ouroaojb3JAgskLlbWlpkMhlqQyGqLSoqKisrq7m5mT0DkPD9+/d7enpYjIaEhMTExDQ1NSFNKisri4qKSkxMzMvLg2lBgQBgDggIuH79OrutsbExLIcCAwPb2toYiJj9wV94m2jY2TG1tbXFxsZGRkYSLAFsNDIykpGR4e/vX1ZWhuqFEiOMS3ycn58fGBg4ffq0kpISfgBkFgmuI5hb0qeAD+Kuy21PMMDX19fnLEVThvsyown9xP79+x0cHH5x5BQmJphLtra2Z8+eXb9+/bZt2/DTxY/WxsbGxMSEOmJkZGRubu7g4CASidTU1Ei8pjNH0i0SibS1tbds2ULwIwtyZjyQIUzkjx07RmKZjo7O5cuX6+rq8NE4f/58Q0PD0NDQzMxMb29vcnKylZXVkSNH9PX1iSLIyMhIS0trbGzs6uqqqqqizxT+iI8ePZqamjp//jwozKVLl4guLi8vz8jIqKqqAg8TzGX+pyojeOg9evTowYMH7MuFKsOqe3h42MvLy9nZ2cLCAstx1iUSiSQhIcHJyengwYNLly61srLy9vbW1dXlfsWmYGFhwcvLC6MgXIJWrlxJWOp3332Hch3lyLp167gtE5+CXuzjjz9eu3Yt2SlOTk7QT0jpY5MiEomOHj1qbGy8YsUKFxcX/ikpKQk81cbGhps2ruN+fn6pqaloqd3c3KRSKaxQUgCBfiMjI6HSOTo6yuVysVickpJCLmVwcLBcLvf19R0bG7t+/bqtrS3LKUzwsBnm9RDwMLsxMjLS09M7dOiQsbGxjo4ORi25ubl+fn7m5uZYQbOL2LNnj4KCwrZt24TNCBCVkpISai9IAJQeQZwB3AADgPWcgoKCr6+vr6+vTCZ7/Pjxixcv5ufn4cIIWcZct5A/sYAoLy9vbm6mZQCsYZFEm1BdXR0eHi6VSltbWxmL7t69W1FRgfNOYWEhVYaDSdnPzy8vL08QXo+MjMTHxwcGBnZ0dAiymNHR0e7u7tTUVKKs+ObDw8MTExNNTU0gPhQ1JqwbN25gt5ycnAxfrqenh9ZbcPbEiKuzs1NPT+/AgQNHjx4VbEkZOYVVnZaWlqamJhevlpYWVzcTE4VGEHacPXtWJBKRcYKQla5FV1fX09PzF1zmxIkTZmZmArHSwsJCJBIpKyuvWrXq+PHjtra2OPXq6+uvXLnyz3/+85o1awwMDKBgGBgYaGho4NKIogSKFPmn6urqmzdvVlJSAjQiYxQkCSdg7LL37dt3+vTp+vr6y5cvx8bGpqamgqQyW05NTbW3t8vlcn4Z1k84VF+9ehXVaX19PZtIkFcwlLS0NKlUCkMxOzs7IyMjLy9PKpWWl5dzo2Dn/b9UGaESzc/PQ+scGxtjuJ2dnQU4HB0d9fb2phMkXBVtIfHy5ubme/bs2bhxI1vkkydPBgUFDQ4OAuv89NNP6enpSC5YzzGK4sb61VdfETnEp99++62qqqqCgsLXX3/9ySeffPzxxx988MHWrVvNzMxYt9nY2LA9kcvlcrm8pKTEwMBALBYfPnx4x44d6Im4KyIgNjMzwyrY1dUV11i8TakO2KYkJCSEhobiC4GkAJGkg4ODTCaDDWRvb8/L8vPzfXx8Ojo6KioqxGJxWlqara1tcHCwWCxGvuzh4QHK4+fnh72To6MjfGWxWEyd6ujoKCoqSk1NtbKywoFUUVGR7Sm1AyCcPp+NhrKyMtUEFEZBQUFYvsL5VFJSggKqoKBAjlVQUFBWVtb8/PyLFy9mZ2cXc2cFqzoGHwoKNYUCJHxKj4CMCHCEM5BjYGCgrKwsJyeH9mRkZIQSMzIy0t3djdtGeXk5cRrDw8OwHDGLofEhCyEpKSkoKCgiIqKkpERwnGlpaaHVwn+LX76yshIPeXh03t7ewcHBhYWFIyMjQr4YJNKWlhZ9ff1Dhw6xzQTWJVpaAFkA+6g11BdGJEGtSolB5yHoVI2MjDDDF4lEJIL9emIyMzPDWYYEX/LGzp49a29vb21traGh8fHHH//Lv/zLe++9p6enR+jPoUOH9PX1IWWam5ujH4F3Y2xsrKent3///o0bNyooKKipqaE9MTQ0JAnE1tbW3NxcTU1NUVHRwsLi2rVrpaWl4eHhLIYFfgFuQMXFxbq6umZmZkSFicVirFtiYmKkUmlJSUl3d/fw8DDOY7dv3+7s7ETsm5GRwVwN4yAyMvLChQuCK9pif5n/tsoI1jOsIcAIAY+Zp6anpwMDA+kH2dA5ODiAsPr4+Jibm6uqqu7atSs8PFwsFhsYGMhksrm5ORR6z549a2pqWr16NSlZOHp89NFHkLCXLl26YsUK5Bdr164lInr//v3/+Mc/EJG9//77e/bssbS0JBfF09PT3t4+MTExKioqJCSksLBQKpUGBARs2bJFXV0dfSPqIah04DgUAjTWFB2pVGpvb5+Xl8fWifgKXBpIUMErLysrCxc+Ozs79tmFhYWOjo40cUT6mpubR0ZGOjo6Iss+d+4cHDw8hpF0GxsbEzSYl5dXXV2NFbGLi8uxY8dUVFRo6SFuQOJgZmSTClQpmApSgAT+NBgBJYk4sK1btxIvAS/uwYMHL168QDXCm0txodAI4kmh6Ah+dIInJjLuX1UlIBK+kAegdVQZ8tc7OjqwvuZT0O6CgoKamhpeDFo8ODhYWlrKeyeTyTBLgmzFu5yamnr9+nW4Wk1NTfCDWaempaXh/ZyRkcE9GHL8/Px8U1OTrq4u2IVgbo/9iwDowj5BcQr+AusNeQddBVWGjGBBMW9mZkZA8H/qZTQ1NU1MTGDKwMojUVBFRWX58uXbtm0zNDR0dHQ0MDBYt27d66+//t577508eVIsFtNcUb2MjIyEH3ny5EmB8aGmprZnzx7G5r179549e9bT0xMis1gsPnHihJaWloGBgaOjY2lpaXZ2dmBgYHZ29sWLF3t7e4UAE+zCzMzMXFxcAgMD3dzc8KmVyWQ5OTmXLl3CAYz3ni8ZHBwsLCwsKCgoLi4uKirKz8/Py8sjHb2iokJIR/nfexlB572wsHDv3r3BwcHe3l5IU2wEcdjy9/fX1tamGTQ2NgZMDQ8Pd3FxOXPmDMR2QBk9Pb2qqiokC4DKIyMjCgoKv/3tb3HrwM4WmAad1/r165mSMIJYtWrVp59+iivihx9+qKqqamZm5unpCZvRysoqKirq/PnzgNy5ubnc8E+fPo0OQPD39vHxcXBwSElJgT/t7+9/7tw5Vkipqak2NjZyuRwHPB8fH4ik4eHh5CJSZTIzM21tbSUSia2tLV9YWVkpEom8vLyw5szKyjI1NU1ISEAbCROHesSyPDExMTAwUFVV1dTU9MCBAwKVISkpydnZmc4FYRccsH379hFcAR8awReEDiH5BEoRGgLamUOHDjFhbd68WU1NrbOzk7WxTCabmZn5/vvvAWVYHtOw0J4ID6DVCjqDxb7fguiRT2HHQXjhnsc/DQ4O0s4MDw+jMsdZbWRkBBEvYc38K88A2w0MDPT19dXX18OsGxgY6O7u7u/v5/SOjo5OS0ujMAlBzJRCMrPq6+tDQ0N9fX1zcnKE5mt+fv7KlSuMQqC8zBZ85FNhda2trU02IfYOePUS1mZsbIxClemJx6dPn2Z0AhJxdXV9+fLla6w5QP4NDQ0pXUavDjU1NcB8DQ0NkUikoaHBGlVFRUVBQQH7K+KxNTU1KY0CC5P4RH4/fhVjY2OxWEw6B5tU4AO81JCrWFhYEAvL7CMIEUtLS8+ePZuSkkIYKGeJTCbjcqLPhK0AQYBkLCFSEoaFVCpNTU2trKxkSfSrErOwsMBGaf5VWArufELg5NDQEA5YYEDgNXNzc3FxcWfPniVKCZgcsNDW1lZXV5doKrFYjOFxeXn5o0ePCBJkh6qjo4P9Bd4/JOCQA79s2TKcn5cvX/71119/+eWXX3311UcffSSkBgP9enp64hnOnjgpKYlcDiBMGxsbFRUV0pfCw8NDQkLQDXl6esbFxWlqaiYnJ/v5+QUEBCCIJ3a2tLQUVyoPDw+AHmAdf39/qVSKlYy1tTXdUFxcnIeHR319PVWG/352dra+vn5aWhpB5j4+PmFhYUTlYusfExPj5+e3d+/eEydOxMXFXbhwAfsrWmkC12lMVFVVQRCoL9QU6gsFhYFIkLBDgedT4EwVFRUlJaWYmBgGVagxQ0NDP/30ExECi0uJQN4lA4fCIfQmDFbUFAHEEQYlhhfBjYERCcNNCg01BWYdKXG8hkDLoaEhXsBHsOGRkRFstKgvPT09PT093d3dBBuMLTr40VwLTEmXLl1iUr558yaWoPPz82VlZVBAUQ8AzbDNJFDw6NGjFGj2SoAyULQOHjyI9oh+Qtg30TFoaGjQ7wC3/aJjam1tPXnypEgksrKyojihdkW6amhoqKamRhT5t99+C9K2du1amHhg1AT3gbycOnUKozOspHH3CQwMZK7hSElJSUhIgNqEBiwuLk4ikWCnZGpqyvIP9gGLnmfPng0MDNja2ubk5DQ3N1dXV58/f/7q1atw7VpbW4mLhtfIHISosrCw8NKlS5WVlSUlJfn5+bm5uUVFRfX19SQx4b/3P1UZVJdgwERW0sVwx2OUA1dLT08HWcDK287OzsPDw8/Pz9LS8vDhw9u2bdPS0rK1tTUzMwsMDJTJZHfv3sVwAPVTSEgIBqv4CQkmzwTL//3vf//888+JxaHifPnllzg/b9q0SVdX18LCwsvLi14DbZefn19lZWVhYSFLa0VFxXXr1mGIGR0dzQSEgjEqKuro0aOEvQnh2bGxsSKRqLS0lBBbd3f3sLAwd3d3yhDbWWtr69zcXDLeHB0dcfMtLy8Xi8XssMLDwzMyMrS0tNLS0uzt7YnfxlyG0BUMJZ2dnbdu3aqpqQlVJyEhISAgwNra2tjYWE1NDVuvbdu20bMILmt0NyA11Bo+guAIAtSdO3cK0Sg7duwwMTGZmpoinvHnn3+Guv3ixYvp6elbt24JfYfQmCz+SAXhGhbmo8UabqGjEV7GCCaAvkxGlAwBDKajgc5LJaLu/NcSc+PGjYaGBiHgFGsF6uDin8KyXACPOGkTExPT09NHRkag8zx8+DAnJ4eJUk1NTUi/YyDFKZl9LtslwGCo5+yhIMXARKGysCbmNZqamrq6urq6uioqKvb29r9MTNra2kQUQ5cCo8GMA5BFV1f3wIEDyNKYeCERa2pqnj592tLS0tHREWggOjo6NTU1OzsbAJLbKenUmZmZ2AJCzUQMgqwO++Xc3FwwF3t7+6CgoLy8vNbW1qmpKarM48ePMzMzc3NzUdBBpYcM2t3dDf2EEiOEXbBSraysJOSgurq6trb28uXLDQ0NIO2LHTk5Hr3y+hUSJmlYkF9OTEzcunULu9/Ozk5Ogt7e3kuXLhkbG586dQrAyNbW1t7e3tfX19zcXEVFZdeuXciUExISEJrfvHlTEDE8f/68oKDg448//tOf/vT2228vWbLko48+Yt/04YcfYpdBBiBJN8RuffTRR5999tm2bds0NDSsrKwIJ2GuEYlEqqqqycnJ0GHz8vK0tbVRaXt5ebFy9vf3Z9ETHByMa5SLiwtpBEAAJiYmhYWFCMrFYrHgbhcRESEWiz/99NPt27cXFRWhfnRxcQkLC/P09CwrK3N2dpZIJP7+/pGRkVKp1NjYGG8qYOPw8HBsIlAk4DRM8fXx8TEzM/P397e3t7exsTE1NRXMd2hPoGVt3bpVCDkh8hjZFxQt3KkFxBd5DtJ2RUXF4uLin3/++cWLFz/99BOS1++//56EDBqWqf980N3cu3dv6lVoiRAe8KsqIyAyQhkSLnhGGFoVEGKhRghNjTBGwQgXPAbAZaiAk5OTt27dghJ948YN4bvRLgkfF1cZoa+pqqrq7++//Sq86cGDBykpKZBlBAEkDSDtjKBoAaBhq01HQwwBpDu4+xD2DAwMhGU2L9DX1z9y5IiTk9PLly9f6+joOH78uLm5ua2trUgkYqNkY2MDmmttbW1lZQVVz8TEhG966tQpkgDRwqFsRBKWlZVFpA6hSyhKcnJyMjMzExISsBqTSqWSVweUcJQpGRkZ0dHRvr6+IpEoOjoabl5tbW1PTw+9RmFhYVFRUV1dXV1dHTYxFRUVtbW1mDZCtBOqzMzMTENDQ01NTUNDw6VLl65du0Y+aXl5eXV19e3btxe/WDgoMUK2JB+Bgakyra2tV65caWtrIzeHfqezsxPjKJFIJBaLWdKRUQtuUlJSUlZWJhhZlZeXk7XAD7148eKyZcvefvttIimwUCWC65133vnkk08+//xzYkBoc4jOWbZsGdEoVBm6A3oZEDiWx/7+/g4ODnp6emyReE1wcLCTkxNzEBZWhCXRbuAylZ+fj6bRwcEBMp6/v7+JicmGDRv+8pe/LF++HD86tE6gLfn5+fb29snJyVht4sUH6w/YGEUlIgbASycnJw8PD3yLdXR07O3tZTIZPg8aGhoUC7iILJvwLcWVHcnorl27YHzgvAOCAzQDbAzXxtvb+9mzZ99///2jR4+oMs+fP2d0YkVNdVhcR5BooxsQygfHxKJj8egkgMTCCPNfqwyT0djYGGWF/RS+sfwrYxFKAuoRX0LFuXnzZnt7e2dnZ19fH5WFVoiuR6gyi0sh91Rhl/Lw4cOEhARFRUWBI8Mmmy4GYQEdCmANFQf018DAQF9fH+IMpQQWi76+PuAsn4K6nDx50tvb+5cqc+LECQsLC4qLs7Ozo6Mj3Bk2JtiL0eawqTI0NCTKJz8/Hzt1wgNzc3Plcnlubi44iEwmo3/JyMgQhG08k5mZiQiFHoe6k5aWlpmZ6e3tferUKeLrIdRWV1cjOEYrhO8OUpf29nbUkrh2Li4Ws7OzbW1tra2tXV1ddXV1AwMDpA63tbW1tLQQWEEsxuJC86tGhgwt3iEwP+KcuGmwDn/48OHQ0FBERAQZibgoQZu2s7M7cOCAi4tLeXk5MQZeXl4eHh4ymez27dvz8/NsFhsaGnbs2PHxxx9jsf7pp58SLcoCm1hiysrKlSuXLVuGicGaNWv279+Pc6K/vz+qPF9fX2wrN23adPz48YCAAHKyLSwsQkJCcO1hknVzc4uMjLSxsfHx8UlMTPTy8oqIiPD09CRe0t3dPTs729LSEsdCxJOQd2Ee7N6929vb29jYmM00805eXh5ZK8xE+IQmJSVhKg5gLzyADWxgYHDixAkrKyuWD9gMR0REWFhY6OrqKisrb9myBX6dgoICExOZkBQUYbUk8MqEnF8uG3wMDhw4kJub+/LlS9zFsJXhgPEk+Ej9qnxMvUp6ZPwRegRqh3AxCwpJ4ZlfDU1MSVQBUBhKAw/YKjA9CejM2KtsH6oMpQdyzdDQEJiOUGIW9zJCoRG6LcEuh7pz//796OhoYQ5FVXDw4EFBh025oT0E9tq1a9ehQ4cIh9DS0hKixwWniMOHDyOHPnDgAMgOtPVfepnOzk7OSy4PS0tLzN9xM0Q2bWlpCTHP1dXV2dnZ2dk5Nja2vLy8rKzs0qVLRAiS/Ua7QUZtQUEBSZI5OTlZWVkCXitoZ+lxMNeSSqVZWVnnz5+3sbHR1dWVSCRlZWXMO52dnd3d3VVVVXl5ec3NzfzR6+vru7q6eKdh4gnVgcEHQ1bBTBCu7eDgIIHZfNWvuHn/U5XhnkY+MV6EoL+CEmp6ejo5ORk6MuGcenp6pI/r6ur6+fnxB8FD29nZOSwsrLm5mVwEErjV1dUJGOJYt27dihUr1qxZs3bt2q1bt65du5bnV69evWbNmnXr1pGdqK6ubmRkJBaLBcTE09MTOsLXX3/92WefiUQi2hb6HZY7IO4gskZGRlSic+fOkaQBTMumj2AmyL7YpAqeRgIug9ogOTnZ3d2dfJXU1FQfHx/40Ei6GanIxsWGhkkZMy1fX187OzsjIyMXFxcnJycy0uzs7PT19dE3Uln2798vXA8CNgn/nVUD2AGkeDR7wg5l//79NjY2t2/f/uc//4n7Dy55OD9MTExAqBVKw+KyIvQpY68SBQRF0mK0WMBlBFiHUkWVAevt7+/nJBwZGeFlCFwxr6S1oXwA0FBlwGsEIHlxeQIlFBAZAZ0R2hkWr4tLDD1aSEjI5s2bt2/frqSkdOjQIVzTBHiLei3ImgTXGHpD/pWyLhjIgqKAfykrKwPc7Nu3z8bG5uXLl6/19PTQoQDHYFloZmaGsMDDwwPqNP4g9NvYcxQUFOTk5MhkMnwA4uPji18dbI4LCgpAZ6gmqampaWlpMpmM/iUjI4PnpVJpdnZ2enp6dnZ2cXExCLREIiHiFrb+wMBAQ0PDxYsXOzo6RkZGOjo65HL5tWvXAMaEWYkCQZW5e/due3t7S0tLW1sbxo7Xr1+/ceMGzQh5uP+VAQwEQ5WBsydsuPGsoVpRX+CnE85dUlKSkpIilUojIyONjIygHqAe8vDwSE9Px4oRMw3CFVGyTUxM9Pf3m5mZff3112ysv/nmmw0bNpDBtHr1ajwGsWgiVWbVqlWrVq3avHmzhoaGsbGxq6ursP1BQH/y5MkPP/zwvffe++6776Bj0ssA38DEJTvJ1NQUN1+AEjzAEQRkZGTg4MstxM3Nzd3dndE4IiLCwcFBKpWKxeLU1FTozt7e3gQzSaVSEmmTkpIYx3AaB2xmew2Vyc/PD1IpUizkCOHh4fn5+X5+fmfPnuVsRuMrBLZpaWmpq6sLehlKjKCTVH91HD58mC6GGy9kvNnZWaAZoal5+vQp/YWAvAg9yOKORtglLR6pJl/RhX81PU28cq4TCk1/f39vb29vby/OnsArV65cIXCyt7cXawHKSn9//61bt+jfAW6E8kHFod/heR4IAxqvAVESOho+0m3BAA4MDGRHvHPnTsGPSlVVFYMY7B3IaBeYwWyjoFADG1Nc+CfweGFuVVRUPHjw4M6dO42NjX/pZTQ1NYWcbLFY7OXlhS0AGwG2j9HR0ZyLfn5+ISEh8GjlcjlsWk4jaBrMSuAsAC5paWmJiYlYHKWkpABMpqSkpKWlgQFD0pXL5efPn4fLhyN8S0vLjRs3KNjd3d01NTU9PT0jIyPt7f8fW+cdFfW95n/P2Xv27p495578sefuTdTEGDV6TaJRY0GxlygaW+yCgAgoVaRX6b333hk6w8DQhzrAMNRh6CoiIBo0ppjd3L17z/X3xyt+lvX+vn94lBYy8/0+n+d5P+/SL5fLNRoNb6EIohVWvvxlaZkXmZ4TExNQoRia3oFmREFhjQ0ow08Dnxd8hJGRkd7e3ocPH0JRVygU+fn56P1QD508eZLzHM5+Xl5eUFCQoO2lpKSAH0Mm9PDw+OKLL/bs2UNYlVDioO7buXPn1q1bv/jiC+h5W7du/fzzz/fu3WtoaMiQS0eApMDa2vr48ePLly9fvXo1wqiTJ09aWFjEx8dDY3F1dWVnhLs4kUki6IMqA3br5uZGyjVVhpaE2dDT0zMlJYX6wpe5u7szIrH8pqCgxsadk/V2cnJyYGAgxuPU1jVr1ujp6VlYWPj4+OCOnJqampCQgJyFzuXs2bNXrlwRSpmLFy9yc/MMUEeE9SIcMzbfohgxSaWnp//8889/+9vf/vKXvwi3Q/iWSxuTpUDM0s3RO1WG5xYK38ySS8Ax3HvYBqvV6vr6+sTERPyl4uPjY2NjS0tLW1tba2pqKioqhoaGUDDR2oyOjtL+MCixFxebb5jBlCTgHrG64rNLf/8nb038+M2fPXvm5+fH/g71Bvs4QRcQCeRdZQAAIABJREFUDQuvLZMRBZ3SQ58oNIlU/8uXL58/f154Xx09enTPnj23bt168+bNMqVS+c0338Al435lDQkL29fXFwdpmKw+Pj64yRYUFJSVlZWVlclkMs606OhojIWysrISEhISEhLoihMSEtCto1vB6Cg6Opp8GS5kr3K5HEclfX39/Pz83t5eTNJBwsbHx1E2aTQajUaDk4tA6ehlBFsX06mlfaboNrVarUqlIqGJdbXoaMSyaWnRoe7wZWgLEONTSbu7u3/55Ze//e1vQ0NDNG7okpGhg4X7+PgkJydLJBIEB2zlPD09oX6DEwUHByP5QwC5d+9eEdUkopew8kHQtHnz5sOHD5uammKIxzjj5uaGhv6rr75auXLl559/vmXLlq1bt+7YscPU1DQmJoY6wsgGHGNlZYWqQFQZ0NmEhATUTLQqcII9PT3JpUSeg9dMZmYmdGEnJ6eEhATYeggv09PT7927l5aWRt4TsQdUGc4tY2Nj0niPHj16584df3//sLAwgiug/F25cgV48sSJE3De6Vm4Ll26xPlJWiF/8k+Wr4xUwhGCohMVFbW4uPj3v/+dNdNf//rXFy9e0Mu8s5xeCqAKnYG4BLDKEuofLwEDDw8PV1ZWSiSSlJSUsLCwqqoqst+Gh4c7OjqkUmlKSoqlpaWrq2tlZaVWqx0fHx8eHma8Ynpayujj7+DEIo5ObMEFACyGOyqgKDH8b7q4uOzZswfverJ6GJ1AfAXChd6QfpMhCJGQ8JERzDiB0cACpfrv27fv5s2bvzk/mJub+/v7k/YCaEd1SEpKQvOC+jM4ONjT0xNQMysrC0diXBTv3LnDuZ2amkoKJzR2xC90Q5GRkeHh4VFRUfA14KqieY2JicHPoaSkxN3d3djYOCcnp7u7G/CFO2B8fLyvr4+ga9FYzr3lX1ImfnybZ8KS6MGDB0vHXebhgYEBqhXqbYG/LEVnfvi/F9pWQdAWb97Tp09/+uknyBeTk5PMj/DKTExMsPslNTE8PJy5krAxExMTTuympqbKysqurq7Kyspjx47ho0zgpEA9+buwOxAWtlidom51dXX18fFxcHDw8vKysrKCUPPll1/yXRs2bLhx4wZNaEBAAMUCJdHdu3dJaGPmElUmJSUF+4j09HRRZZBiJSQkQKSMi4vDa4ZYGy8vr+joaDc3N9RMtLFkFWDcSfAb4dkM4Kamplu3bl2zZs2+ffuMjIzu378fFhbm6enp5+cHuGNmZoZLKUaQenp60DqAHjk5mYkgmHGLi70JH+Tup+KwuPX393/y5MmbN2+Ynr777jsxaIjKIsoKfwdA/ccL5psoTOLiIzMzMwMDA7Aonjx5gv374OBgWVlZXl5ef38/qSZ3797V19dH2RwTE4PhydjYmECCp95eYhdOcYHCR90BIeZhEXxlys3S8Y1a4+DggO6UnC+oALyqDE3C+hfbb6AuKLhXrlyBTaOnp4fUA9iYV5s/KUBff/21jY3Nmzdvlmm1WicnJxK/BPKCbkWk8wQGBuJQzUrc3Nw8KSmpoKBAIpGUlJRERkaamJiEh4dnZ2cnJydnZWVhdh8TE4N1AGG9mOPTIpGJAdsdeRFO6zyTN2/ejIqKam1tZUtNLzM1NYXfJal9vOjC6JcGhNFGgLKPHj3SaDQQE4BmpqamiMVhYoIyw2S0dHQSJL0XL17Mz88z8YL4osEl0gBchsZ7ZmaGiQn1YFxcnEajaW1txU+XeAA3N7dr166dOnUKPMXBwSE1NbW7u3t4eFij0RgYGGzYsIF4+S1btmzZsoUQP0JscUvZtm3bpk2b1q9fj88pE66Dg4OdnR0Qr4eHx9WrV1euXLl+/XqkCV9++eW6deuuXr2KUAC9EglekF/y8vJcXV0JG6BVQb6UnJzs7e0NHYbgAW9vbw8PD4x+Yb74+vrCecHiNygoyNXVNTc318vLKyUlhYmMCoU4MCoqim0UEPLdu3f37t37ySef7Nmz58qVK5CM/P39XVxcuGccHBzYZ8PSAms8dOgQRYQm5dSpUwiIWb4SxEytAZeBQcPeBMbH8ePHXV1dR0ZG2DrNz88L9FRAvO+UGHGJOsKdIJiZ/wj9zs3NqdXqqqqqBw8e/P3vf//73//e09MDrS41NZU82YyMjGvXrh08ePDChQvIRPz8/JKTk3t6erhjOU0FaRhrZ+ampfORIO9BGaXQzL0NaRLiA47kZ8+eeXp68pog+8Jtk+LCq0SlYGMtFJU0jPjOGBoaXr16VSBfFy5cQIvA4giS3qVLl3x8fH7LMDh06JD4HlDiI0eOYMMncsgOHz6so6MDPcHQ0DA7O1smk7FOCg8PNzc3J+9dGCOSHMzaJS4ujrRA0kuZmyDjMVhlZGSUl5dHRkaGhYXRy0RGRra0tLS0tGg0GowLJyYmyIvp6upqb2/Hx7evr6+/v39oaGhqamrurXSN7c/i4iKGntXV1cRE4HtWWVmpVCrZQxOoAoPgH7OZsB1hawgfB52BUDa9fv2aVcV///d/LywsEEhMd9bX18chI5VKAwICXF1d4+PjfXx8DAwMjh8/fuDAgatXr8IGoDd+/Pixh4cHM9FXX30lepZt27Zhy0R9ISR748aNR44cuXPnjpubm6urq5ubG6m1VlZW9+7d09XVxUFi9+7dzFlffvmlvb09Rpxubm73799HkRAeHo5VuKenJ4gbAC1+VFQZ6LlAMF5eXh4eHsnJyUQ7IZCJj493d3fHDsbDwwPICUe+1NRUCwuL2NhY3GQCAgLCwsKYsAIDAzE8P3jw4Keffrpjx47Lly/DxoyLi/Py8goMDExPT/f19TUyMoKfSi9z+vRpZNl0JSyheDB4Koh4X/oFYrF94sQJAE5IaEZGRlKpFFfNBw8evDMKzb+NZGMTzD9FWWFQWtrL8GV8pQB9MaMBBpqbm5PL5Q0NDTKZLD4+XqFQyOVyKyurL7744sSJE/Ab6XHArXp7e8FlaFgEV5gGh+blHUYf3PSllU6oHMQYBbbo6urKguLChQu8MvR6jEioCrCXYzhFmU2twTrv9u3bd+7cwcLq1q1bSJnwmrl9+zZCpevXr/+mya6vr1+/fv3hw4e3b9/OIoPYE/xl2HRgzobvyalTp5ydnfFtYc2Ecj8kJAT1AKGflI/U1FRRSiC/4jkm+HhpaWlpaWlFRUWVlZWYszk7O5NngDpJrVYz3QwMDKSmpiYlJaWlpYFDA3YUFRU1NDSo1Wq0ZILEOT09TZIZvNKl1mctLS1zb33Chf3yUrWk0BlQhoQMl94HrSO2D1SZv/zlLy9fvmxsbCQUuba2lqo0Pz/f0NCQkJBAuCI6Y4B9ljuJiYlNTU3keKWmpuro6Gzfvp0FE9GiAL00OCAsmzZt+vLLL8+cOWNra+vh4eHi4uLk5GRnZ4dZv42NzRdffPHhhx+KarV161Z9fX1/f39PT08fHx97e/uAgACRKotpvqenZ2hoaFBQEBFu2IzHx8cDA4Pdurq6enl5eXl5paWl+fr6sg3w8/MT8UkBAQFubm6MV5h4I3SKjIyk5UGQmZGRQewcbM+jR49u2rRp165dFy9etLe3hxAMVxAWlb29/aVLl/BgB3OhvWedIbYhS3t+HL9o/jFVAhjmoBZAJlx2zBYmJycFLiO6lXeqzOzb2Ek6aD6IB52YkkRt4osZsUEDm5ubpVIpidcRERGtra0ZGRkszrANl0qlqMyI5ZbL5RQUQF/mfS7mpom3F5+i4tC5CGqPaNCW9uMPHz5E+yKCUE6cOEE/AvKCPJK+j4YR3h0pV7yewv0SoaLgAVOkRMKEu7v7mzdvlnV2dp44cYJDgP8A5s/ouBFiYmJmbGxMqx8bG1tSUlJWVlZcXCyRSNzc3K5evSqqTGZmJrFYgt3Ls52YmJiSksKCCQ8q9lA5OTlg7KmpqZmZmYGBgWZmZtbW1oinW1tbx8bGnj592tLSQjwYdy2nZX5+fklJSWNjY1dXV3d39+Dg4NjYmCAjIALkccKQKTU1NTs7W6lUUmXoTdBn08sA61BiIMuA1ywsLGB28/z5c77gv/7v9eOPP7a3t1dUVCgUiuHhYaTh8/PzNTU1MTEx8OJu37594sSJrVu3Hjt2jAaBhg6WoEwm27dvH9UEl1/4eKtXr2aS2r59+7Zt2zZu3Lh3794bN24QruTm5mZnZ4c9s5eXl76+Phqozz77DPO9I0eOANwEBgb6+fk5OjoGBwezA8JpHOQFbYGQMiUnJ1NuIiMjoUe5uLi4u7vza3t6eoKvwRWGAs645OPjAxgXFBSUnZ2NjgG4FzoPYQne3t5ubm7m5ubffvst1fPChQv29vYoaamGSUlJUqk0LCzMzMwMhhht/Llz5xAxMSvR9hPWwXMCbQwHSX19fRwM0O8JQ3sDA4NvvvlGV1eXRm98fFwUi6XYyuzbYEY+QtWgkWH0EJANLYyYuWDZLiwsMKT39/ejs62rq0PDUVpayi5FJpMplcrm5ubk5GR9fX0XF5fu7u7Jycmenh4SYIVUcukaWyA14lN8ViA1NDV0N6KpwUJ0YmLCyMgIMzAMetgcCeAWW8tjx45RuFlloE6i+gDTUK8Fb4D1nzDZu3Tp0v9WmcHBQfijDN7I/BiP0f7BxIOdaWJiYmNjExUVRbktKSmRSCQ+Pj5GRkZBQUGgv5mZmaKpoWERG2sKkJDYZGZm5uXlFRYWEpyECiE+Pj4qKgpTjKqqKqlU2tnZOTU1xduD+T6/XlRUFHziysrK9vb27u5ujUbDOhDYPysrC/QB9CclJYVC09LS8ujRo/n5eUoMvBixYxIueS9evODU4lMsLGdnZ/GvAo6BtI5ZTHNzc0tLC9yE58+fo3JobW3Fu5+EwwMHDuzcufPrr792d3dPT08nbrG6uvrFixft7e16enqwZr766itovhjNbNq06c9//jNeEJ9//vnp06dRSOLDQpXBuvDUqVMonvjG9evXQw4kAsXHxwe9kqurKw7h5Ha7ublBX4iKigoLC6MWxMbGshNwc3OLjY11dnaGUghSExUVxQgWHR0NjyY2NpYfHhUVRSQ2K23gBnSzzs7OuPn5+fkFBARYWFhcvHhx69at27Ztu379Ogxy/K4gztTU1CCkOnfuHDEP9CPUGhbYrLppXpDsXr58mc03Zyzn7a1bt4yMjKhBHKinT58+evToli1bbty4odFowFneKTSCYyLqi+hQqEr0PmSq8CQzm5AowBc8fvwYm7sffvihvLwcK+Xo6Gh7e/uCggIc+eLi4tjm5OfnQ/xlUS1KieBhCHE2nTufFdgNExa/A2ANcMyTt6nb8/Pzg4ODFy5c2LNnj0heh1mHuyBLaGxGjhw5gr/liRMnTp8+LZbW2O/iQcNIxbgq/kL1OXPmzP3799+8ebOsp6fn+vXrjo6OPj4+3t7eXl5e7u7uHh4exIMh/HN0dLSxsTE1NUXTHRISkp+fX1RUVFpaWlhYGBoaeuvWrcDAQKhWkNMoMWlpaenp6Tk5OfQ17Ln5suTkZD5LJJtEIikuLk5MTEQSGRMTU19fr1arm5qaOjo6BgYGysvLgaWBjdmSgOnU1ta2t7d3dnaOjIxgf7+wsDAzM0OQMwsy3EySk5Pj4uKam5uFQcQ7OyYxN9HICG8xIWV69OgRyylur+npaUwk5ubm+vr6JicnFxcX+SEYOyuVSkIgwLawjDxy5AhumIgbU1JSnj17NjExYWZmtnHjRsaczz//nBaG1gbBwerVq7ds2WJgYODi4hISEgKMhVHhvXv37t69u2/fPqwhNm7cuGbNmgMHDri4uERERNDyAJ2EhITAcHFwcCB10N3d3d3dHRIwruNJSUki5NPNzQ0aHgNRenq6m5tbVFQUJJ2IiAj+gnyJCoJlJ6nPFKmAgIDQ0FBnZ2c2TYxX+vr6x48f37x5865du27cuOHh4cEWEhVCeHh4TU1NeXl5UFAQeBZQizC7xrOKfp7sVE5RTGfp5Dl+sXqDznfu7YU7hI6Ozu3bt+F2Lq0yAmShgRV2lrzvKIOQnkC8EoSapcICceQ8ePBgdHS0ubmZhAmpVArUTWRgYmKipaXlpUuXYmJihoeHmblEb7LUcUasluDs8aeQcQsdgwB9l8qp+N2ePn3a2dl5+vTppbpTvErJz4A7QwEiLwVyMFgtLzv1CJEHtEkmUzF2CZuO33oZtVqtr6+PYa2vr6+vry9Eb4L43NzcMEyxtbXFoNfExEQQ8EB//fz8jIyMIiIimIwyMzPFQEQLg70D0wEwTWJiIoUGMRTbGfK0mJIyMzNbWlpgTPKGlZaW8uuFhoaSyOHp6ZmcnFxUVIQ+u6OjY3x8fHR0dHp6mlOI+QvgOTw8HHgoPj6+tbWVeZsK8s4m+51GhmJBy4P1ITcfOkxhJM6YBnnvp59+oiR99913bW1tBgYG0FguXryop6eHkS1hBgSheXp6joyMzM/POzs7b9iwAVsZOpHPPvts06ZNGzdu/PTTT3GB2LFjh7m5ube3N5xJBwcHFLFeXl6WlpY7d+5ct27d2rVrsdozMzPz8PCIjIzknsY5DUpeRkaGjY0NJCaqDPEpVBkcGAICAgICAsifdXJycnFxYWJydHRk/IHOFxAQQAQlkL+zs3NaWpqjoyNjlJB0s0ennLm7uwPr7t27d8uWLfv37zcwMPDw8KDrJEQpODgYw92kpCQLCwv4MqKRoUbgg40FAXjByZMnYYjhUItjG2w9UZh4cti/7tmzx9bW9tHbbOylVUbskoQvt+hlWAU8evRocHAQ6awwtxekW9EHMZgPDQ1VVVU1NjbOz883NTXZ2dlVVVWNj4/LZDInJ6fExMTy8vK2tjaVStXQ0DA8PEw7Q8+yVMMNR4aygjqBToeqRH1hOHqn1lBlcCk+efKkrq6urq6uyGJHhirUA+ybRKjpiRMnyKX95ptv6HTgFtD4nDp1CtAdwh5cbSam39zF+/r6CNkA3sMF1sXFxd7eHi4GKkqyta9cuWJqapqZmdnc3FxfX4+UKSgoyMzMDCoETN+8vDymJMoNcxP1BQ4O9Sg5OTk3N1cqlaanp5eXl1dXV5eWlvb39/f29lZUVPT09AD+o5+uq6vDXwJiDgBhWlpaZWUlWUvMsVNTUzMzM4BzRHlGRUXBeWU3Hx0dTZUR0C+4DCWGdgb/cCGV5KK1EVwszB8GBwe5pR49evTs2bOff/4Z0jDD1/Pnz5VK5bVr13jkrl+/fuTIkT179pBmy2oZKXxNTc3s7GxAQADV4bPPPqOdQSRJ1Vi1atUHH3xw8OBBzMAx9CZm5ObNm/fv3zc2Nt63b9+aNWvIFN65c6etrW1sbKyTkxNQLkAMBLnU1FQzMzM8pVg8wWbAihBXKhCc+/fvR0RECCEbFQT0RPhROTk5ZWRkcE7Y2tpC0kMPZWNjExwcDHUwIiLC1tbW0dHx5s2bHHpHjhz56quvDhw4YGhoCHmPQZJODcuxgoICJyena9euwTbCYwlAgccABRM+avT23377LQ0OEj6GKehkAnpgA7Vv3z4HB4fp6Wmm7KXEPBBcThoqCMcS5KkXL14olcqKiori4uLCwsKWlpbHjx9ThpieJiYmuEM0Gg3mNY8fP+7q6mprayMZQqvVqtVqwsXhteOAh+4U0Tbg7jvDkSg3ouIAzVCPlhYaMceJuvP8+fOGhoZjx47t2bMHIigp4xQRok3pUADU2UDRyyCbpKwAygDf4CWGGww0a9CcM2fO/G9SyuXLl/GXoWdxdXV1dXU1NzdH7m1tbW1jY3Pz5k0aoZs3b6akpNTW1srlcuxd4uPj7927R/QvGiWqDIgMvnaZmZk0MuAyDFMpKSnwZTMyMoqLi7FHmJ6enpuba2trE26mvLUNDQ33798HAoCyBd9EJpN1dHR0d3f39vZCZOKlfPbsmUQiIQSeQsOfMTExHR0drL0pHML7ikIjuhvBxBMX1o1Pnjz54Ycf2ECPjY3xEXgKMHfYWP3yyy8vXrzo7OzEF1kikVhbWx84cGDXrl0HDhwwNzenNUPAHRcXNzU1lZ6evmPHjjVr1hBaQJVhxyTyyM+ePQsskpSUFBoaamVlBXHG09Pz8uXLJJFjuHfw4EFIcS4uLgEBAXAvcRRDSWRmZkY1cXZ2Zs0EPQoDYLwgIONFRES4uLiQlJCdne3q6gp5j8IUHR3t6urKm8jyKCIigph3agoGz2S5WFtbkyZqaGh4/vz5Y8eObd++HR6zv79/SkpKdnY28xqPolwur6qqCggIYPZhXAJ5YXriyGVtRLg4cCaoJMtXkGAjI6OrV6/SyEDkO3fu3IEDB9zc3J48eSLCUsQ+m9X1UqBXeHQjQGtqaiorK2MXlpWVRToYQExXV1d5eTlZtxkZGUVFRc3NzRMTEz09Pfn5+cnJyXV1df39/cnJyaGhobW1tT09PbTt8PQKCwsfPXokcBnhSkMp4c+lKgT4eDQ+om3he6kygqq3uLhYU1MjxiJqzb59+4C9RDotAA3NC+btwiEM1gwYGQWIvub06dNkG4iyfvr06d+yJXt6es6fP3/r1i2CPu7evevs7Ozs7GxpaWloaEgiipWVFZ40xBWkpaXV1dURP1JbW0v2RWxsLCUDYwecfdEoCW+HzMzMnJwcSgydjkwmoyohsBQ7Zq1WC+Xk6dOnSAeam5tRFUMJY7LLz8+vrKwk4bS7u5sxFc3Bd999l5OT4+PjExoaSlKiMK8lXILbRcxE0PPQSdPILIUDRZP89OnTx48f//zzz8SbswEVtyZ7biwmaGrUajW+GeXl5X5+focPHyZO6MaNGwQPODk5Ybrc0dFRU1Nz5MiRjz/+WGyIwGXEP7/88ssrV654e3vHxsbShlhaWl67do0u48KFC3v37l2/fv3q1as3bdp07Nix0NBQFxcXeDG+vr5s9HGQiYiIMDY2xmGXJRSESapMcnIyIU0ISiIiItzd3e/du+fs7JyZmXn//n3YhmC9DG4cIRAFbW1tsQ0/f/68vb29iYkJgYJ37tzx8PAwMDAQqTtHjhzR0dE5ceKElZVVcHBwSkoKBxLoTHx8POFckZGRWLEJXyUcJCkW4JFnzpzBRk/oDERGGFkfeC9h+EZtunDhwqFDh3x9fVkFLH2vxf5IbJQW3kbB8s+enh78TNi05ufnFxYWjo2Nzc3Ntba2EkcTExODwgY9YFZWVldX14MHD6qqqkJDQ5OTkzlsGhsbiTmnT+np6env75+fn4cLI5fL5XL5Uqs9vhL55fj4+NjY2MTExPT0tJB9A810dHRUV1czDQil1YsXL0pLS0F2jx49KrQsR48ePXjwIJw4EmmgQbKHOv72olUEDxbsAV5SYmNv3LgBEs9fftNkq1QqvGNdXFxcXFw8PDzAZbgwsiVYEmc8V1fXrKwsSoxMJquurhY++AShiypDNQGXEdQYwBpmq7KyMrlcnp2dnZ+fj4ipsbGRAwQXZbqSV69ePXv2rKCgAC4Z2AGW/SUlJZWVlZhdqVSqsbExhiwaWlKf2W5AsSFTsbOzk/IhFgeio4EgIzIl3tk4cCNOTk6+evVqaGgIJyGaYWgIaCBEvzo3N9fV1WViYmJmZlZaWhobG3vs2LFt27bt3r37+vXrTk5Ovr6+rq6uVlZWBgYGZWVlT548MTIyWrFiBdgK6C+a7A0bNqxdu/bLL7+8ceMGLBWMY6ytrfEKcnJyOnv27O7duz/99NO1a9du2rTp6tWriYmJd+7cwRuMfVZAQAAvoL+/v4GBQUpKiqurKxg/rg4EXaenp1tbW2NdjCmEh4eHra3tvXv3srKykCCwJ8KMyt7ePjU1NS4uzsrKysvLy87ODsbzrVu3bty4cffuXXd39/v379+8eZMx3NPT08rK6sqVKydPntTR0Tl69Ki1tTXe4zS5PJ+EQ9fX1+fk5Ny6dYtkDxbVrE45NgFlOIfh4J0+fRoYWKSAwXmnQjEIoPQ7dOhQcHAwKO87rDyBwnB7cPxwb0xPT9fX14MDtLW1tbS0FBQUFBYWDg8Pj42NSSQSd3d3CwsLTJfKy8tLSkoyMjLCw8Pz8vKePn1aU1NjbW1NZYSD2t/fD6b75MkTuVxeVFQkJHh5eXmhoaENDQ0qlWpgYADxpBAZMDqh9p6cnCT0WaPRPH78uLa2NicnBwMmwGOkxenp6Xv27Dl06NDhw4cxPKXQ6OjowIzbvXv33r176VxoD6EOiA2U+BQ8SRjA+vr65Cax5waP/62XGRgYMDMzw6DA29sbyhYAjbu7u7OzM6SvO3fucCKRQAD6y4yTlpZmY2ODI4kwdqDKQIcRHDxY5zQyKSkpeERAsSFsQKFQzM/Pv3jxYnZ2dnR09NmzZ69fv/7111+np6fDw8Pd3NxEyAY+TCytYByo1WrBiZybm3v58mVubm5ISEhcXBxEVcyZQkJClEqlkMNzG4k2eGniJ1ivkH4wpT9+/Li/v39xcXF4eFilUmm1WlIN5ubm+vv7c3Jy6urqWltb29vbGbPr6+uxVc/Ly8vIyDh9+vTWrVt1dHSuXLkC7ks8ub+/v1wuf/36taur64oVK9auXUv0+MaNG+HmbdiwYd26ddu2bTM0NAwKCmLTHBAQgHmlr6+vpaXl+fPndXR0gHI2b96MvB6Za0BAgJ+fH/EyUVFR1GgzMzOqDG8xVYYXNjMz09zcPC4uztbWFr8IT09PQrskEomLi0tYWJiXlxf1Li4uzsHBgcJnb2+PFDMpKSkgIMDZ2dnIyCg+Ph79gb6+PgaMTk5Ot27dgj5HZpu5uTkLQegOCQkJqampVBwOEisrK4AY4d4GIVWwMwRSg/E4A9E3Sy7QBGYorosXLx48eDAsLGxpfVl6qAgZAZ2puMbGxqRSaXZ2dlpaWldXV2dnZ25ublFRUX9/f2tra25ublJSEkWHW2hmZmZ0dBRe2JMnTzQaTWxsLN5D4eHhzs7ORUVF0EofPXqUkZERGho6ODhOTQk1AAAgAElEQVSIhqCkpATRMhINiUSiVqvhAWu1WtR/qJfVanVDQ0NiYmJpaSkjW05OTn9/PxsrJq/5+fno6Ojdu3czBO3bt0/EcvJGcB09ehTDBxqZr7/+mlcVh4cTJ07s378fNIeXHct3eNV8GUoOMzOzN2/eLBsaGrK2tvbx8aGj5vL19b1//z4Wtvxpa2trYWEB7kg4iVwur62txcUKd05WRfn5+aKy0FICxMADhrQCb0UqlXI/ZWVlNTQ0KBSKtra22dlZTOQePnz47NmzX3755ddffx0ZGXF1dYXU4+XlhWnbvXv3UF3l5eXxvYODg6DumBJBew8MDIQq4uLicvv2bXd3d9BfsQUQHTLNMO2M0NQuRc6ePn365MmT/v5+Ei8hHGu1WtTeg4ODhYWFOG8plUoKUH19PQbgqJyvXr26bds2XV3dy5cvw3MjRK28vJzEy4iIiI8++oiltcBxiS6AiW9sbExjArzC6sfDw8PU1PTixYt79uz59NNP161bp6OjExYWhuTaysoqKCjIw8ODuDU6QThQTLsidwHnZsCXW7duYcoFgcDX1xfOVFZWFjl2d+/eRSGZmJjo4OAA3QY5Jas9aE1mZmZpaWnOzs6RkZGXL192cHDAMFQw6I4ePbp9+3ZSN6OiorCdp8QUFRVBjCgrK3N2duYWR8gnrE/gjLE6FXYQEIL5CF/M0wLpg8MWlur+/fsDAwPpXJaqlpZS78QhJHqZzs5OnMkwMCktLcXfWqlU8mzX1dWB083NzU1OTg4PD/OEs5F88OABzWBHR0dzczOe2eSjTkxMYMFDXu3c3Fxtba2joyOVPSwsDA6kVqvVarUYyHMzpKSkyGSyiYmJqqoq7LeZElQqFWsvmqDZ2dnIyMjdu3cTyr57925aGHRFfHDfvn30L7xoWCwLFSVrPlxp6GjYajNeHTlyhC3q119/raOj85vzw8jIiJOTE+xvf39/KPnMFz4+PsSzLfWyTUtLk8vlTU1NlJiampqcnJx79+5hywj4wp+smWCp4CcSHx+PyDs2NpbaDzSbk5PT1tamUCg6Ojqgvb169YrdDf64LS0tpEzxSJDejYkf1jaFhYUymQxLGjgIQ0NDsbGx0NjNzc2xmMRUuK6uTkhmRTsjmhpRZWh2xEZQeAhptdrFxcXJyUmEjr29veKwqqiogLzT39/PuVRbW4ujXVRUVF5e3o0bN7C/Q0iGuXxBQQHfODs7m5SUtG7dOiIl8RKHZUfC5J49e0xMTKgycPZpWBwcHPT19c+ePfvVV1+RbHvx4kV/f38ov6icMQMVpyK5LvHx8Y6OjoBxwcHBbKBcXFyYUFJSUuzs7Lg3AgICHBwc7ty5ExYWtnz58t/97ndnz561tLSMiIiAHePv748GCuc9BjpMZJKSkmxtbaOjow0MDJycnCwtLdHcGhgYgI/o6upeuHDBzc2NgQ44Lzs7m1Sc1NTUwsLC2NhYVkh6enokZ/N3EEpWSChuhFceThHsVkVgEwvXU6dOQQXW1dX19/eH1fL/rTLiEofQ5ORkVVUV2yVMZisqKuCpdnR0lJaWQmdn5FEoFNDKpFLp2NgYXL7e3l4UxUT9hIWFBQcHUw7GxsYgpg4MDLCWqqmpwYcQWwJi9qqrq7u7u3FQ4bEimGl6enp4eLiwsJDUkNzc3Lq6OoR4WJQ/f/48JCQEFe6OHTuYlUTs+tJJCmurvXv37t27V2DD1G7k73jrASTDKjh27BjzFxj8vn37rK2t37x5s2x8fBw7WLa8QsdIJik6XS8vL3t7ezs7O3acRUVFVVVVVVVVdXV19fX1mZmZ0DE4hXDYhJWbnp4u+heqDK1+bGxsTU1NcXEx4xI5swUFBQqFAiL/kydP6AWgDNCFFhcX19TUMGdB1ZFKpfX19c3NzW1tbd3d3Wq1enBwcGBgoKenZ3BwkAcG7k9lZeXi4mJvb29gYGBDQ4PgZS4F/ESh4Vij2RF2ROPj40NDQ729vb29vfgeKZXKoaGhgYEBStX4+HhlZWVdXV1XV9fg4CDLxaqqqlOnTmHBm5OTc/v27S1btuzbt8/JyQkBJ7kOFRUV9fX1o6Oj8fHxsGP+/Oc/MzcRWsD0JHxYUKKyhPbz8yNb7uuvv/7888+JQMBENTU11dLSMi4uDjaju7s7lnfe3t6gQiEhIRjIIwVAO+7i4pKXl2dqaoo9uDh+7O3tzczMQkJCSIwyNjYmxRhdpZeXFy84yA5DWUJCAn2ctbV1XFwcOaV4iaPDQnmEjePdu3dBlPHQys3NxaleUDpNTU1pZ8g/QUbM+SmslWhqgIT19fXBjLFcArY8d+4cVsGwTEmbZFJ+R0Pw3f+9xI3R2tpaXV1dVlYmlUqRDtTX12NT3dvbK5VKs7KyysvLaX41Gk1fX193d3dpaWlFRQV9sVQqRXCDyxLDZn9/PzLumJiYlJSUkZER9kTl5eX+/v7V1dX8DgqFAovC9vZ2UPyUlJT8/Pzm5mbGounp6aGhofz8fKD03NzcmpoacGWOVQ8Pj507dwonI2G1KTL2jh8/vm/fPkq58NMjlwZYnZcRKROGp8RF6Orq0hax/z5w4ICdnd2bN2+WTU1NhYaGwmShTNCMoKumrMLgdHZ2xn06Pz+fRgaNaXp6Ojwx6rrAZaDkibJCeiyDd1lZWUtLS1VVlUwmg97W0tKCQSGw+fj4+MDAAFZVuBMODg7ia4VkaXx8vK2tjfd1ZGRkaGgIeYFGo2GK6ezs5HZH+lRfX7+wsNDZ2RkVFSWXy6enp5dO4KLELDUTgQUD1XJiYkKj0fT09CAHB2Du6elBm0/XMzo6WllZWVhYqFQqSVPn0Dtx4sTly5c58x0dHYnQS09PZwWQlpbGgdbY2NjX1xcfHw/Wu3nzZsoNE9C6deu++OKLM2fO2NnZ8X7FxcX5+Ph4enq6urrCH9m/f/+f//zn5cuXb9u2TdgzW1lZgeCg2+B9dHNzQwDt5+eHjTwx1ZD9SKc1MzNLTk5eWmUcHR1v3bqVmpp68+ZNDw8POzs7oK60tDSWWUlJSfb29iEhIaRfOzo6EkoVExNja2ublJRE7B/ROoaGhjdu3KAPx8PR3Nz8/v370Ihw56msrJTL5Tk5OdHR0dnZ2d7e3sJihtNSJMBhcwUt9dixY4KqB/SDZSS6p1OnTh09evT8+fM2NjYmJiZ79+6Njo5mIHqni1n8vxd1p7e3F3/r4uJigr0ePnxYXV1NNz0yMgIOUFhYqFar2ZCC7zQ2NmZkZIyMjKjVajCE9vb2wcFBqVQaERGRnJw8MjIyOzvb2NiIiYrQSWKcLJfLcahobGx0c3PLy8vr6+tLSEgglyInJ6e9vV1EEg4NDZWVlQFW0CzL5XJg4NHRUScnJ4DbAwcO6OrqisBfuj96FlgwAOp8VjBlKDGY+PAt5McyOjFqnT179ujRo7t27bK1tX3z5s2yR48eMdRRYthAQ5PFcR7fIxcXFzs7OxcXF0RM9fX1crmcPj8lJQXOO1gv0W6UGBKX4GvB7m1sbOzs7Ozr61MqlSQrDQ8Pj46ODg0NqVQqjUaDNkyr1crl8sbGRogAWq22tLQ0ISEhODg4KSmpvr6+r68PakZTUxNVhi4De72hoaGurq7o6Ojg4ODs7GyyFisqKgoKCtLS0mprax+9TTV/p9DMvQ0VpJ8imwKTRJbrSqWyurp6YGAA9cDQ0NDY2NjQ0FBfX199fX1MTAzMkaamJrLoiouLdXV1T58+DVvH09NTT0/v9u3bOTk5TU1NHNScRQgpoqKitmzZsn79ekJsSXpbu3btmjVrNm3adOnSJdJg0fXSldy9e5cqo6Ojs27duvfff//cuXMODg5RUVH29vZ4Tfn6+lKPoCk4OTk5OjpShXln2RL6+PhAFJZIJKampgkJCba2tkxSKC3NzMwyMzNpT+7cuQPcgwsfEd13794NCQlxdnbGsMbX1xd9Jowqa2trAmTs7OzIyTMyMmKoOXz48MWLF2lwQkJCyHuuqqqqqakpKioKCwvDwhLrWfQ1Hh4e1tbW3NP0MhyqcOGFpIDFNmQ8rJWOHz+O3NTU1FRXVzc2NlaQ7kSJwRhk6fXdd9+hiWWdRDTlixcvHjx4UF1dTWc6OTmpUCigmxYXF7e2tvb29qpUqo6ODtz1JyYmGhoagJzISJLJZKT90mtUVlYGBASUlJQwcI2MjDB7trW1MfVUVVU5OjpyUtbV1SUmJoKIZWVl1dbWkhXX09ODpT8efTyPbW1tCwsLg4ODNjY2tHVsrykQe/fuRa7BlpoiTvnmQk6JbyHLJuqO4M7g48PXMFUdP378N+7vgwcP4uLiaGGIPU1NTYUEgVzI3d0dVpWpqSmAK2EDYmDJz8+3tbX18/NjVsrPz4fvC4CXmJiYm5vb2tra2dnZ29srNvzYxAwPD+M/qFKpcnJyysvLse1RqVQ4/bCcHhgYSEpK4nxrbW3lW1iZMyUNDg729PTA9aajGRwcDA8PJxOejiw6Ohpqcm1treApiUJDZRGWhVQcmFHwEbDp6+vrUygUKpXqxYsXPAYtLS1lZWUQiOCS5OXltbe343pTX18POzsyMpKCCw6Sm5vLdgC/qNLS0ra2NqVS6ePjs3Xr1rVr165btw5KngCAt23bpq+vj68d3Bbi02xtba9cuXL8+PFdu3atXr36gw8+wBEqNjbWzMwsJycHeNjZ2Rl6DsZXFALgZ8BFjCAg8hYWFpKfTZUJCAjw9vYGl0lLS7O0tIyPjzczM2MhFRkZmZCQcO/evZSUFGtra+g5YWFhCQkJaAt8fX1h3yC+5XY6c+YM8DBemYi8jIyMHB0dvby8CMCVSqUymUwul0Nvq6mpwVEUAwDytvz9/YVXmzCdZZP97bffkmMLaoDRAYbYFhYWaDIOHjyYnJws1klLW5gX/3D9+OOPjx49qqmpkcvlk5OTUDeBTvLy8mQyGQ1ISUmJiEuF5p6WlhYXF9fZ2Tk+Pp6bm4vVAwvm/Pz8uLg4mUwG/IcMHfD44cOHXV1dCIMHBwdZYMMCw2a/ubm5rKwsLS0NZCc5OVmpVD569Ki1tRUfS56IvLw8iUTS39//9OnT/v5+Q0NDmC/MSjCPRCdCIyOCgLH1WVo7qOmQZcC5hCehMPERVcbe3v7NmzfLHj58GBERQQNCRlJ6ejpCPkAZNqBECzg7O8fExJSUlFRVVdFrKBQKqVSKOgHtEnpIKEmAu+np6c3NzT09PUsnoPr6etAZrVY7ODjY1NTEjIp8qaGhAQ9z2sje3t6IiIj09HSojZOTkwMDAySoDAwMqNVqcrAGBwdxGBsYGBgbG4uLi7O2thYKg6SkpJycnOTkZJlMBhI28zaOVpibweJ9+PAhEgQ4eBQafn5/f39HR0d7e/vLly+Li4s5lMLCwkpKSjQaTWdnZ0FBQWNjI5zg+fl5pVJ56dKlw4cPJyYm9vT09PT0BAUFsamhzYavmJubW1ZWVlNTY2tru3nzZhBcpAYbN27csGHDJ598smPHDkNDQzIeWTcA1VtbW1+8eBGq/ocffrhu3bpLly7Rp7ArxKIBayh7e3v2huiJHB0daVQ9PDyCg4OhFzk6OhYUFJiYmNCb+Pr6IrO0t7c3NzfngxkZGZaWlpGRkbhAZGdnAwARluDi4kJULlUG7Tg6AxoQUlAuX77s7OxsZ2cH2kLUL5Za2dnZjY2NnBxohXp6erD1GB0d1Wq19I+Tk5NSqVSQYkR6GTIl8j04rskV4hC+du2am5tbUFCQnZ3d4cOHMzMzBS6zlDy1+A8X3s8QGvhKzieVSlVWVtba2grtDTAlLi4OqxPcI6VSKRFLPGXj4+PwbiQSSVJSUlNTE6uG4uJihnrWoI2NjSCeLBM0Gg0ijJmZmaGhIZIUgWCioqJCQ0MZ58vKyhAbPnjw4Pnz58PDw0NDQzi3qdXq8+fPHzp0CCIMBEVeNwBdhlBeLgYrAYQB/V6+fNnY2Pjq1avgMsbGxujg2T2BxF+9evXkyZOkBr9582bZ5OQkzvVCM52ens6shDMLjC+ExU5OTgwsCoUC6Le2tjYvL8/W1vbu3btUFh5pxLVofFNTUxsbG1kA9fX1UV9VKhWQTVdX1/j4uFQqhZaanp7Oe+bn55efnz82Nvb48eO+vj449bW1tQUFBdnZ2S0tLUNDQ/39/bSjdDRgsb29vX19fbRLJMCnpKTExsays8jNza2urqbKCB9G4cbMDQQWIzJ3IHcj+O7s7Ozs7GxoaPjhhx+6u7sDAwOLi4urqqoQNI2Pj9fW1jY1NbFNgCEKnayyspI7g26R17CiooLwMz8/PwKtvLy8Nm3a9PHHH3/66aeoJTds2EC25M6dO01MTETCBA6nXl5eN2/ePHv27IEDBz777LMPPvhg586dtBV37txJTU0FdoWaSPIRJQaZkp2dHb0qOybytkk7MTIywtHZ29sbKwZHR8c7d+6IKmNtbU0cbXh4uEQisbCwiIyM5Da4d+9eeno63RMsJyAhR0dHGDR6enq4N7m7u3PjQXqorKzk3ezv78eMVcSGaLVaNIQjIyMDAwN9fX2dnZ1DQ0MymQzvO7xmhMAP3oege3A+79+//9ChQ4jICMzU09MrLCycext7IkBfoboW1zu8qnfEk4J+hdB/Zmamp6enq6sLWePo6KgQXtKkwMeZm5trbm6ura3VarULCwszMzPQU9VqNQZ39fX1wcHBEokEFtjg4CDyrrm5ORr8hIQEli08TR0dHXxXZmYmi21hRjE/P//999+r1eoLFy7QOYJhAXWxlaPQIB3Q09NDwr40mwnJGFwkxiu4S1R53HyAw3gLfttkj42NERuIJiUuLg6xL4moQUFBgjgDZTM5ORn0SyKRIAuIiooyNDS8c+cOdz8RK+hQ4MLFxcXV1dU1Nzd3d3d3dXVhgjc4OFhVVeXm5paZmdnd3Z2fn4/pbFxcXHl5OT74OTk5rJkGBgagacHISE9PB9bp6elRqVRdXV0ceuQB9PX1MTFptdrKysq4uDjqJhZWmZmZ0K6ZmITxOGMwG2v4lBQ4Thh4TWQ5YUAPZw+Trbm5ucXFRTxo4GhR8mZnZ6empiorK8n8Xmo78uDBg8rKypCQEPx6HRwc4uPj5XK5r6/v+vXrV6xYsXr16o8//njVqlVr165l2bRr1y5TU1M0E1jbCQPTM2fO7N27d926dR999NHRo0d52XHzJeQIGSQQG9IkLy8v1kZgNHjNCNFDamrqrVu3IiMjQX+pUI6OjpaWlsnJyY6Ojunp6TY2NnFxceC1ubm5d+7cQVwWHx/v5eWVlJRkZWVFF5OamkreU1xcXFpaWnx8fHZ2dk1NjeDU059yUVDGxsZGR0fpTDUazfDw8MjISH9//8TEBCsbTpfBwUG5XH78+PH9+/cjnEEoLHw2BEEeOBO4gbU6YtoLFy6Ul5cv5YIjNBET01L0V3wZX7nw1r9KfFzIuBHWCrqwgHtECA9l6+lbRz5ho4kSEhuHmZmZ4eFhhULBGcarVFRUlJubC1ZYXl7ORMb0UFxcPDo6isAqMTGxoKBAq9WKPh0mPfJdvHVgAwBsCZKRSJj89ttvRYaESLmliEN6xLcQVh5MpWvXrhGbDcr+v1VmdHTU1dWV41SIXFhJcLN6eno6Ozs7Ojo6ODgQr4EIFXyrtLQ0IiLi0qVLZmZmCKBFR4PFb1hYGGb9SqWSkYHTfnBwUK1WR0ZGurq6FhYWpqenY4vPhIU1TGZmJsuagYEBEjYKCws7Ozu57VhCga719PSo1WrQX3olPqvRaGQyGU7DrOojIiJKSkog5uLfQewWvw/nJ1xvKsXExAR3FRISRCIdHR3z8/M//fSTRqNpamoqLS2tr69XKpW4z09MTEil0pKSEsYulHXV1dV9fX3cqdAuBgYGIiIirKysLCwscPCWSCRWVlarV69mG71q1aqVK1fCnfnoo4/27NlDaBHvDpezs7OJicmZM2d0dHQ+/vjjDz/8UE9PLyQkxMLCIjo62s7OLiEhAecgWN1+fn5MUrQzEH8ZZAIDAwMCAiBJsXUODw+/e/duYGAgwLCTk5OVlVV0dDR0PlwTCR4gRhLGZklJSUlJCfrsuro6mUzG+07JIOkZq32MmgD7R0ZGaFJ6e3t540ZHR+kfwdGHhoa6u7uZlCk0SqWyr6+vvb3dwMAAGBJwFyCGR0UQarj09PSuXbvm7++fmZlZXl4eGhp68eLFqqoqMRAtLi6iy/9HaIZKsbT6AN4JNRznlig6QH5zb2M2UL18//33AgMSbsGzbzPkRO4Sukc6bpprYayJ8BrLfa1WW1NTI5FIgPmwPeHjUEOhAqL8nJ6eXlxcrKuro+MDR2c3R59CxWGBffz4cRGudPjwYTJVhLaAqQqc+NixY8ePH6ckQR0gK+LcuXOHDx/+TWEwOTmJ8WJcXByGL+wv4uPjIRoyt2Nk5e3tjRM4Lg1srMPCwq5cuWJjY0MnAjVGuIvHx8dnZmY2NTU1Nzer1WpOIf7S09NTUFDg4uJCeeK4gwIAqTc9Pb2vr29kZKSrqwsuaW1tLRVhaGho6WppYGCA+rIUA+7t7QVMqaury83NTUhIwHIpMzNzaGhofHyc+5X7m+FrYGCAMkGjLoZ/EhTUanVbW1tdXV1ZWVlVVVVHR8fDhw+RcdIjBAQEpKWlNTY2RkdHS6VSkJ25uTmZTObn56dWqxcXFyUSSUNDA7eaSqXy8fG5evXqnTt3WGdeuXIFS02kTJ988gm9zKpVq3R1dcEssf5hG2pra2toaKinp7d58+YPPvjgvffeMzIywhgITI2VDcsjyDLu7u4MMq6urry5sPLIEUVZEhUVZWJiwr6JY4M3KDw8vKioiH4QMyBmHKVS2dDQIJfLlUol40x7ezvJfLyMjJykNfT394OjcRKwv6OgEG1OlWFEGhoaojzxqba2Nuap9vZ2rMtaWlpu3rxJdJkIxsZCCS68QH+Zm27evBkRESGRSORyeVhY2KVLl4BysanXarXz8/NYPr9zUSZEcs5SS5CFt9Lt50tcoslXE0ZFLK2Eowj7LBEzIAoB5E9KyeTk5MzMDB0fXgX8Ofs2TpcCxEQppDCizMHuEXacT548+emnnyoqKhgbMSGBF8MFE09XV5dkW6rJyZMnDxw4gJiAfbbwr8LhQcTsXb161cjICHYSxMhvvvnmN77M5OQkPCgSuVisUil4JjnrHB0dUe6np6dLJBKpVFpcXAxE4u/vf+nSJTs7O3aNGIljHwO1LzMzs7W1FQ9wQgg63l5lZWWgg1zUJsz0WWfCSVEqldBD6uvr0YZx/wkPIQEHYgHB3MTtSMVRKpUlJSVJSUkE17e3t5PpV11dzYOBDwhqNwSvHR0deXl5BQUFY2NjtbW1sOBgMCYmJmZlZTU3N3O8cJIT+QLM7OPjU1lZySH28OHDuLg4X19fBNy4xmE0u7Cw0N3dzULX0dHx3r17x48f/+yzzz7++GNRYhAcrFmzRldX18bGJjAwkBrBvgylxZUrV3bs2LFq1aoNGzYw++AIg2jg3r17WNhRdDw8POhuKCioZJGYoCROS0uDwFpXV9fQ0ADdcXh4uKenp7u7my0hcAOFfmRkRKPRtLe319bWdnR08MGenp7W1lY2/bxZ4GiE9olzAu8CHiq+klEXiFcMDlNTUywlW1tbkYnV1tYqFIr29nalUmlqasoCm06eRSwAJ8xUHhiepdu3b0dEROTl5VVXV8fGxl6/fr26urqnp0ehUOCp2tra+uDBA/AXPJ6ZcR49ekQXBn6HfP/p06fC0RW2OiMSA5RwXxSWIPzM169f//jjjy9fvlxYWBCmmQxNS2Nq+d9n3uFOY9uNomV2dnZ8fLyioqK3t5dJTfwQYYROoaGQLSwsvH79uqKiggjTbdu2QfbduXMncYM6Ojr79u3bv3//nj174NfhngctWDh1svCGIqCnpwc9DygHIwjCP6nsv2myp6amwsLC4PsChpMTkJycjLerk5PT3bt3LSwsLCwsvL2909LSKioqIMtIpdKqqqrExERDQ0MrKyuRHgn/nR+FFSY4sUql6u3tVSqV7e3tHR0dwKgBAQEYowUEBEDTRtqHTzU+mwqFAjtYiURSVlYmkUja2tqoIL29vZQb/qlWq/mvEJJNBz40NERbrlKpsP5UKBQ1NTV1dXWNjY3V1dV0Jey/gGmamppYFYeEhOApUVdX5+npGRcXBzqAVApODWbaIHZDQ0PYKRARy2BcVVUVEREBzh8VFZWcnEwzzL3Y3t5uYmJy/vx5MzOzGzdubNq0acWKFR+9vT744ANGp7179+LQHBoais+AIJhHRERQOIA8MjMzCwoK8GdJTEwEEImNjeUdYTHB+0v7mZmZib0+g6eIHHsnbEx4WdOViBLPgr+3txejH94OKrvoCpl86WgoQwyn/FiEf+JHEYCj0WikUikOW5WVlb29vZAhuru729ra4EYwi1laWpJhRrfP9kTIakQjQ90RoIxMJgsNDb1+/Tr+dRxmXV1dbDlfv3799OlTrVb7/Pnzn376iSiVvr6+tra2xsbGtrY2fhOFQqFUKh8+fNjb24sTdltbG4Ekz58/J6H40aNHjFrUrPn5+ampKZDsxcXFd7KfaGpmlgRd8wKiqBaLUcaxkZGR7OzstrY2qgzKTKQzOChB+xJy3x9++KGoqEhHRwfFgL6+/uHDh3ft2rV7925M89AH7NmzBzEkAYT4dfLBQ4cO4UZ47do1YbVx4cIFmL7swsFreAssLS3fvHmzbGJiIjg4mB4EPh41QhgjYk1gbGyMiWRRUZFCoVAoFMgCkWkQzApMGBMTQ6HhTwaB2tra6urqzs5OZiUgUqi0ISEhWDr4+flJpdKOjg6ynO/du+fn59fc3Dw+Pq5QKIAGRN4Y1Diac5addOC0Swxl4DX9/f1KpRJ0ALqkTCaDcdPR0UHfkZ+fD+7I01VXV4d5ZV1dXY8B55QAACAASURBVF5eXmlp6bNnzzo6Ojw8PNh8gbHxxiuVSiIBxsfHFxcX+/r6CB6qqqrCjujZs2dqtZpqtbi42NjY6O3t3dzczG1BTxsWFmZubu7n52dhYcGq6P333//www8/+OCDP/3pT8A03Arnzp1zdXWF0ERGEm5SAhQjHJaQz6ysLKFgwKmD9qSjowPpTU9PT1NTU11dXU9PD+RmNnSgIeJV5bHn7xqNhqFG6DloHhk229ranJ2d6+rqALaYDoRjG+0AragA6WlqQkNDXV1dAfIRu2dmZq5fv/53v/vd73//+w0bNiDk4b/V3d2NWo32ysHBAds3bCUJY2VdIpz0oPyePn0a9VZxcXF1dXVwcLCxsXFbW9uPP/44MTHR2dnZ3t6u1WpfvXr1n//5n7Ozs9SyqakplUr17NmzsbExIOepqan+/n5ezNLS0qKiIsJRVSpVdXU1/Leurq78/Hy83EZHRwk7RfcHmwwOC9UEowZGUaLTGxsb5XK5VCpNS0sLCQlJTk7Oz89vaGgYHx9/+vQpFDM2pFNTU2z9Z9+mYj958kStVpeUlDQ1NQE5P3r0qL6+/rvvvsvOzj558uSNGzdOnz4tIBgW1fv27dPR0dm1axfxBiyzGTxFTJuenh5FnJ6RooPPLGYRe/fuFQrvnTt3Xrly5bdeBsNnjjsETViQAI5A1iSHxc/PTy6Xs8ZGKtnY2FhZWWlpaXn27FmGfwFMEg+IZ3VVVVV9fT2xbWq1miOIrXBUVJSPjw9avsrKyqGhIblcHhMT4+npGR0d3dHRwdKhubk5IyODFTtPVHl5OXf/wMDA8PAw4gNYOTQyrJ/6+/sVCkV4eDgzmoeHR3FxMaLHzMxMZ2fnhoYGWpjh4eHJyUm1Wh0UFOTo6CiVSh8+fMiE+Pjx46SkJCz429vbl0aFSiQSGxubrKwsTFXLysrgm8zOzkIdmp6ehtDZ398/PDzc1tbGwksssGZnZ8vLy+3t7X19fc3MzD7//PNVq1a9//77NDLLly9fuXLlqlWrjh07RtgoW2cYBlipgt3CoxEZoZGRkbQzWPywmygsLCwvL5fL5VR85o7m5mZBxVapVJCwGTl7314CTKFtEaAskBa9JBOQr6+vQqGgjjc3N6ekpAQGBpqamt6+fbu0tJT2U/yQR48eqdVqOzu7FStWXLhwgQcYn5SjR4+eOXMmJyenpKTk6tWrx48f7+rq6u3t5bTo7OxUqVTgwT4+Pji50bmwoD127BgOMjg8AHB+++237u7uyGulUmlQUJChoWF7eztJpPy/P3z48PXr169fv8YeqKOjAzDo5cuXvb29LS0tL1++fP36tUqlam1tBVsZHR2tra0dGxtbXFysrq6G9VtSUkIiO6bOL1++bGhoAARg/JHL5YWFhcidpqamUlNTAwICgoOD4+PjOzs7cQjERR+HDe78vLy84eFhJgnAl/b2dk6d8vJyEZra0tKCMXNjY+OTJ094Wl+8eCGRSAwNDRFM6+rqEnF96NAhHR0dpJL79+8nIwXbcJzAgLfg1wgr8l27dm3duvXQoUPMSl9//TXJ7iA433zzzcGDB69fv/4b9xdfD9RGADSk5xCMzWbh5s2bRkZG4eHhTU1NNI00MvX19aWlpaampseOHQsKCsLcF/UX7GGuoqIiuVze1tYmDivODaVSmZiY6OXlhRSAbTdlAjiAmxtSNi93RkZGZWVlbm5uQECATCYT8ZLsIChk3Pc8G2AEKpUKVZuLi0tBQQGYYmlpKQRWJNS099nZ2R4eHoWFhZB9Q0JCysrK+vv7sZtob28X+6bZ2dmxsbGoqCgHBwcOjampqYSEBCqXVqsNCwvLysqCXR0RETExMdHR0UHgbEZGBmRwbrLi4mJXV9eYmBgTE5MtW7Z88skny5cv/+ijj1asWEGJWbNmDXzNa9euRUVFJSYment7A6n4+fkFBgaCmlNfqPL0fbyV0dHR1JqsrKzCwsLq6mr6ha6uLioLdZ+CwmMMmt7X10cRZ+Mj4FuQL0YevpgJoq6urru7u7i4+Ny5c/v27fvwww9///vf//73v1+2bNmyZcvu37/PCMBwOjs7W1ZWtmfPnj/84Q+rV6++cOECdMqJiQk/P78dO3bU1tYyVFZXV2/evDkmJkar1fIbUhYZnENDQ7/++uulrDxiggkew+0BV72LFy8i4s/NzS0tLaXKdHd3//LLLw8fPmRgnJiYIPZvamqqubkZp96+vr6ff/6ZE4tlU21tbWtr69OnT1+9evX8+XN8I6VSaWpqKiWgv78fd6Rff/31p59+ogB1dXWxpRoeHkbNMz09vbCwoNFoJBIJmBTMWFwghoeHi4qKJBIJO6bh4WEsJmAPLywscMfik52cnCyXy0GalUol4kQi+tLS0rRaLUZ58OVwq4KpKPyraF4oxyJinP4Fht7Fixex3cSq/ezZs0RQ4naKtgPKjLGx8dmzZy0sLH5zfkDSEhoayvo5ODhYODPySGA4ZGpqGh0dXVdXR0hVU1NTS0tLQ0NDUlISYnxyfAB9WeCLfXZKSkpJSUl9fT2cKzBgbuvOzk7iaDUaDW2OGIJoy2tqanASKCkpiY2NBZxTq9WBgYGIQcQ6ibu/pqamrKysvLycjQ8GVzKZrL29vaqqihAcoIeRkRG2P/Hx8X19fUAzvBSDg4Ozs7NSqdTFxaWxsbG1tZWEoJGREfbZrAMGBwcDAgLCw8O1Wi0C3JCQEA8PD34TR0fH3NzcJ0+etLe39/X14RVy8+ZNLy8vtVrNKoEOqLi4GFb+t99+u2XLlo8//vj9999fvnz58uXLV6xYsXz58k8//RQ3VuTdmEjBVWHTDKgs0s1B1mJjYxMTE2kqaWoyMzMlEkl1dXVvby8qczENdXV1qVQqyvrAwACv6sDAACaPTECwV3ibGBUdHR2bm5v5eEdHx8mTJyMjI6urq5cvX75s2bJ/+qd/+vd///cPP/xw69att2/fVigUQBIguzKZbNWqVevWrYuMjFQoFLW1tQhlu7u7Dx48ePnyZYEQq1QqXV1dU1NTfisIb21tbW1tbQMDA2FhYSdPnsRDj1IiYmoR7wnmmIGBAZyv/Px8mJ+WlpaDg4OvX79+8OABzfXk5OTPP//8ww8/kHQ+MTFBoOCrV68YMMk1bmhowOXj1atXY2NjuEQ2NTV1d3cTsfT06VPUbWNjYz///PP09LRcLu/v76+trc3NzQVbUCgUgLuYqAPNlJSUxMfHP3jw4NmzZ48fP87Jyamvr4cPsbCwQJ5HQkICYFlxcXFCQgITWWNjY2ZmJu6izc3NaWlpQ0NDCoUiNjaWfvyHH36Ijo7GmYGtHEZWIDXQF1lRsznS19c/c+YM3BnCBSgfxsbGt27dMjExMTc3NzMzI9DW2NhYdEA4+xw9evS3HZNarTYwMHB0dASwROYrVp6Ojo52dnbm5uZXr15lBYgXXFNTU01NDTqDpKSkI0eObN68mR0q+05qFrmCEGEKCgpqamra29tpZFpaWqhToqkRFH6aETG0q1QqrOdaW1sjIiLa2tq0Wm1ubq6Li0ttbS0LckybVSoV5hrkLuATnJaW1t7eHhoaWl1dnZeX5+bmJpfLOU4HBwcZkUJDQ5EF9PX14UiG3hL2GrCxm5tbYmKiiO+bnp5+9uyZVqslRWhiYgINt0QiycnJmZqa0mg0rIHwDWFgrqys9PHxYcgXGenz8/NyuZwMrCNHjnzxxReffPLJBx98sHLlSmrNypUr16xZw8S0d+9ejHWcnJzMzc3xUmAnTdZNSEhISEgIWXd4CBBNg5cNsHFDQwMwikBbmY8EIQUzDVAthUJhY2Nz+PBhHO2Qp7JU2rFjxx/+8IeMjAzCDBsbG9evX+/t7a3RaJydnW1tbW/duvX+++/HxsZOTk6yf6VaAf2ePn16+fLl5eXlwgqbyPCCgoK1a9fev3+f/xD9C7Ai7UZXVxcxNSDWYWFh+OABHPCE0MODy+D7i4TS3d09ISGhuLi4srLSz8/P3t5+YmLixx9/1Gq1DQ0NCIhev3798uVL1hRAbxqN5vnz511dXY2NjS9evBgaGiouLqY7gAVOrNjExMRf//rX3t5e6gK3ZWlp6dTUFKYQlKe6ujoydqD/Pn78uKioKCEhAZILnBLYnl1dXWFhYSqViioDpwb58ZMnT7q6uuLi4uRyOf01tjIoCQhrnZmZ+f7778vKyjo7O8mPj4qKQr50/PhxYT0FMU8I1qkyBF1dvnz54sWLJNgKtzDaQ0gDp0+fxvHX0NCQb8RfGVdDHx+fN2/eLBseHsb0jMGeqYS9Ms+Ym5ubjY0NtkMxMTFSqRR7F5lMhpItLS2NeBdra2u2pNBS4acGBwdji4VzF2ty5AtMoQg1y8vL2XSC6fb09MhksubmZj7IgSaTyfz9/QsKCnBFSk9Pb2xsDA4ObmxsLCws9PPzowNKTU01MTGhRSwpKQkPDy8rKwsICGhqasKiGIpHZ2cny3jsUdra2th9kAkNNGNubp6VlQUnlaeORSNrFxBNPFDggwMJi/zQgYGBmJiY4ODgyspKeh/iX4nQHR0dbWtrw7m+o6PD29vb1tb20KFD69ev37x586pVq1asWPGnP/2JoWndunWQNbdv306yjYuLC2Q8+HUBAQEmJibnzp0LDQ319fXduXPnypUrN2/efOnSJQIbSaTC7L2iogI3v6ysLIlEwrDT//YaHh52d3c3MDAYHR3t6+s7ceLEsmXL/vmf//lf/uVfli1bduTIEbVa/fjx49bWVl1d3X/913+1trbG2DA3N/fDDz+Miopi5/ry5Uu1Wr1mzZrs7Oznz5/zJk5OTmo0momJierq6v/4j/+4fPkydtlsrxmX7t+/v27durS0NErS2NhYa2vr9u3b9fT0BJyvVCq7u7uZaBITEwktYKjkoBbJQdBnMF769ttvvby8UlJSCKLGOHlkZOTVq1do0IBI/+u//mt+fh4rkvn5+ebmZo1Gg214a2vrwsICriPffffdr7/+SuoWy/WWlpZXr161trbW1dW9ePHi559/npubg0bU0NBQU1OzsLDQ2Ng4ODj4008/YWj99OnT8fHx9PT00tLS4uLi2NjYwMDAiooKNpiFhYWRkZEjIyNiV9DV1RUREdHR0TEzM1NUVJSamjo8PPz06dPa2lofHx+JRPLs2bPZ2VnyFF+9esW7PD4+DusnIiJC+PIcPnxYmLSToHTy5EkIeHQlIrqTiE5iaoigoZcxMDAgWtvExMTCwuL27ds2NjZEDBoZGV25csXX1/e3HRMWFaC/WOpSI3APcXV1tba2NjY2tra2TkhIwCq5vLwcIyuZTBYTE0NPxfZa8PHAkgELMCtAhE7KT0JCQlFREfbg8InVajVookqlysjIoLMFpGQgqq6uxgDJ3t6eeOnS0tLg4ODW1lY4YzQ+ACWtra0qlQo2c35+/v3795uamvLy8q5fv25oaBgSEqJSqRISErBBzsnJ4cwcGxvr7u4OCwtzdHRMSkqCsAt/YWl9EaF/DNVQOefm5qgvM2+TTHGrB8BjIxMYGOjh4cEtAiTc1taGPiU2NtbBwUFHR+fzzz/fvn37H//4xz/+8Y/Lly9njb1+/frDhw8fOHDgq6++ggPp6OjIeOXq6govxsTEZOfOnd7e3kFBQStXrgQKWb58uZ+fHzx0FPNY83V1dc3MzFhZWa1bt06hUGi1WoCY4eHhqakpU1PTbdu2jY+PBwcHv/fee8bGxtQjIyOj9957LywsbGZmpqGhYevWrf/2b/+2a9eujo6OhYWFhISEjz/+ODMzk9lzYWFhZGRk48aNoaGhMzMzNCZw8OCCvvfee6GhoWx22ZFDezUzM1u/fn15efnDhw+B5IuKitasWXP69GnOoc7OTri/uJdlZmaeOHHi/Pnz8DVECuX+/ft37NgB6YM996VLl6BlVlRUVFZWurm5WVpaslavr6/nzAfcnZqakkqlg4ODc3NzLS0tg4ODpLX19/d///33SqWyqqqqubmZybq+vp5FeHV19dzcHIvXxcXF//mf/5menq6oqBgYGKirq1MoFC9evGhubu7v73/16hV+MfPz80NDQ0lJSZ2dnWNjY+np6REREWq1+tmzZ8PDw9HR0aSmsKKenp7GpXR6eho9cExMDNxf3FSHh4d/+OEHMEGZTPbixQu5XF5dXS1S64KCglCQsoRGp37mzBl9fX3i8SjK58+fJ2X8xo0bN2/epD0hWtbY2Jiggdu3b5ubm1N0MAU3MzMzNze3sbGxtLS8efPmxYsXPTw8fvPK8/X1jYmJYb4gJBs0kQXT3bt3caL/f2ydZViW+db253j3nh0Tdge2Y42O3ZQgKjgqiIK0dLfSKYigICXd3Uh3Kql0KahgY7fOzN573g+/mevh3c97ffC4uQWUm/ta/7XOdQaYZXl5eUVFRVVVFXNpbm5uUFAQ6/fw8HCAK0gceNAjnqTWwJe9cuVKQEBAZWUlrW99fT3gOaI7MBRXV9ezZ886OjqWlpaCznR3dxcXF0NCge7V3d2NyWZNTc2FCxfCwsLa29vr6urwf8OpQE9PLyMjo6ioKCgoiDE+KCjI3t4+Ozu7r6+P0ywuLu7GjRucpThgNTQ0kO/H8UW4HbRu6B4wqVAbgCI3NDQANNTV1QkkTpQKcXFxZ8+ezcvLq66uhoLY2to6PDwcHx/v4eHR0NAwNjaGf5W9vf3WrVu3bNkiLS09a9asadOmzZ8/n3326tWreXNISEhQ8Wk3NmzYYGlpieJMQ0Nj1apV7JuWLVu2Y8cOExMTW1tbAvlYyUOnLC4u7urqevDgwfnz5//2t7/FxMTgmg5Zpr+///jx4zt27Kivrz948OCOHTsaGhpg9xQVFYmIiJw8efLOnTv19fW7du366aefVq1aFR0d/ezZs5CQkOXLl6ekpMB/4TRev3792bNnHz9+DDePaj44OGhgYLB+/XqACfApnBBu3bqlq6u7cOHC1NRUDFYGBwddXV2///57Y2NjelthmX3t2jWcvSFxEFTA+54bBhdxju6ff/751KlTrq6uiYmJ3Htubm4uLi7t7e0lJSVQuhiR3rx58+DBg+7ubvgmZWVl7JiILX379u3Tp09xSqPRzs7Ofvz48cDAQF5eXn9/f2tra1xcHFatbIsGBgaqqqo6OjrevHnT2NjY0tLy+vVriC1MmoTA3bp1KzExMSMjg7YF+xhh2/3w4cO+vj4gXtZS1dXVtbW1YWFh5Jfj4vjixYuqqirmrJGRkeTk5K6uLijIz549c3NzI6tHsDQF2VVUVFRRUdHW1iYnjzpiYGCgo6OjpqZGCIS6ujoGg8g1kBSQR66hoUHBImSSKVVOTu7s2bN/VBnyvQRSKQx03GHd3NzMzMyQWtrY2CQlJbFdov3DHzM2NpYJzd/fPyEhISIi4uLFi+xBYAP7+/vTGaWmptbX10P2KywshFtVWlqKGhhTvrS0tCtXrjg4OJiYmJw5c6aqqgpkEXVlQEBAWVkZe+ve3t78/Hxra2tSVglvLi4udnFxsba2dnd319XVDQ4OpkKxKBHEMrxTobSynYWTyg3AsglPeQwQL1++jG5zeHg4KyuLwkSrf/36dQMDAwxxnZycUlNTW1paCgoKmpubceRKSUlxd3cHmsW3gZ8oMDCQpGRO7MuXLx85cmTbtm3i4uJk0U6ePHnevHkzZsyYNWvW6tWrmZjk5eVdXV1JHDYwMFi1apWhoSFlWkVFZeXKlR4eHs7Ozhs2bHBwcMjKykpKSsL8EBexvLw8Amra2tpGR0ejoqL+/ve/e3h4jIyM8DoMDQ11dHTgCxsfH79q1SpjY2Nek4GBgba2tm3btomKisIuERUV1dTUFBUVPXfu3JcvX4KDg1esWJGdnf3gwYO+vr579+49evSIyN3x8XGIkZB9R0ZGTE1Nt27dev36dcgdXl5enIF1dXX29vYzZ84MDg7GCzUnJ2fXrl2zZs0KCQlhwwVNBsEkCn4UffBQebsja8Lclxh5FiLnzp1LSEgg5AfhKMaMbW1t5eXlfX19cHlZD71///7Jkyfd3d1379599+4du6f379+/e/fuw4cPr169ev/+fU9PT1VV1bt3754/f97Y2IhGLzU1lZklMzOzvb29p6enrKzszp07rMDxUUMKcOfOHVbaY2Njg4ODGRkZ169fh79LszZR7nT37l2244Jr9YMHDyDpcCjCxMO86v79+x0dHcnJyVCZX7x48fTpUycnJ0lJSXQA8Hpxw5OXlwd/0dTUBKNRUVFhIMLs9ciRI2T1qaurHz58WCAKsMWDlYfhnsC1Iab9jx0TmheAErAY7FepO+bm5tiO2dra4vqBF2dBQYEQdYKjBAb0YC7sUHlM3JqPjw9nPh7UsAmam5uLi4uJf8eLkO1JUFAQTl8gwfj4lpSUODs7p6SksKXu6elpa2sD3ImOjraxsYmNja2pqbG2tj579izUQYpLTU0NXtDV1dXIEVpbW9GUd3R0YDuAaob+nKUGZ0tGRgYJswJLNS4uztLS0tHRsamp6e7duxUVFVZWVgkJCRcuXNDV1cWjzNzcPCYm5v79+729vWTUgYYSJjsyMtLc3IyTdnt7O12Pn5/fhg0bduzYAb9RU1Nz8uTJCxYsmDp16owZM9asWQP6Ky8vf+7cOdKyTExMli1bduzYMU9PT29v7xMnTqxevZp/a+PGja6urklJSbF/XlQZtm8lJSUgDkVFRd99952BgcHIyAi+PFC85s2bJyMjExISIiIi4uLiwpzY398/PDwsIyOzcePGrq6uxsbGPXv2mJubk7wzPj4eHh6+bNmyrKysR48eDQwMwHnHgVRYYEM1GhkZcXV1/fHHH8n5u3HjxpkzZ9atW7djx47q6ur09PQFCxZoaGgMDQ01NTUpKSlNnjxZWloac0KW6LABgatLS0uBewXRMAlBqIQ1NDTwHpeVlVVVVT1//jypAwUFBVABxsbG0NNDvR0fH3/79q1QUN68efPp0ydKzMePHz9+/Pjuz+v169foKp88ecKXPHz4sL6+nsU/nU53dzer7rt37758+fLjx4+Dg4M4WCPvovcBYEZDB8cXTg0tHnoCQX7Jrlqgng8PD0PtpcUG6Onr6xsfH6+srMzJycEz4OXLlw8fPsSOk+lSUlJS8MrDGkZRUVFZWfnQoUOioqL4VQtmg0ePHlVXV9fV1SV9GHmBkGY7MUDi+PHjhGRLSkqeOXPmD/TX1tbW3d3d3d0dNjfROfC+BFBGS0vL0dERi6aioiKsEjEijI2NxdgGPjuzDytVnHWEKpObm9vU1BQZGeno6JiRkYGLAmuXyMjIsrIydlJ4mONfQ8vDL6ympsbGxiY+Pp7ehP0iUj0s7IaHh6uqqoyMjBwdHTFVvXHjRlFRkaurq7GxsYGBgY2NDRHoTU1Nvr6+0dHRnZ2dSUlJERERuO1du3YNgmlCQkJbW1tNTQ0GcRxEQ0NDoaGhbm5udXV1Pj4+ERERo6OjBQUFZmZmMM2sra1zc3OxE7127Ro1CAepqKiowMBA7FR4nowU3FhHR0e9vb1Xr1598OBBHHN1dXVnz569aNGiWbNmzZw5c/Xq1VSZY8eOubi4oCewsLBYsWKFmJgY58mRI0fWr19/6dIlNze3RYsWnThxAr8eVAXJycmIPK9evVpSUnLjxo2xsbH29nYREZE9e/Z0d3cLdSQnJ2f69OkaGhp+fn5z5szx9fXFCgP6hoSExPbt2+GeioqK4su5ZMmSioqKiIiIxYsX87YeGhriHti2bZu0tDRODoxjJJClpaWtXbs2JSUFD4179+4ZGBjY2dndu3evq6tLRkZm+fLlFhYW+/fvnzRp0ty5cy9evNjf389SjBLT9OdVVVWlqqqKiAkPFBUVFSUlJShnbEnIZqKXwXm6pKSExRyRxIiVaGmfP3/+6tWrDx8+vHv3DlnAs2fPqDsfPnx48+YN6iThwdu3b9++fYs0iS/89OkT3dCXP6/379+/fv363bt3eAAXFBRUVVWRBVJeXl5WVpaXl1dWVoaDGosnNgwCQZw9tyBT4kmsSyhDzOkUyvHx8dHRUW5YwZTryZMnlpaWW7du3blz5549e4ivAsyiKAvrIeYpXjq07HJycqQAM9lgooqPKktuBJOwbGh5/kct2dPTY2Jiwp7CycnJy8uLbsLe3h4jaAMDA01NTVgemZmZNTU1mP5Sa/Ly8sLCwk6cOKGnp0fzApsDoxngGEIdvb294+Pj6+vrExIS8ElCZ1BYWHj+/PnY2Fh4RBQpHCQxr8UQl4MrNze3tra2paXl2rVrQMJ0Kz09PUVFRTDoTUxMHBwcqDLFxcX8FEFBQRkZGQkJCURzNTQ0ODk5ofmura2FjYaxdn5+PiKm9vb2rKwsBwcHQ0PDhISEsbGx2NhYY2PjioqKsbExHJgIGNXX12cjZmVlVVpayjlz9+7d7u5uNE1+fn43btzIyMhwdnZOTU2FTn7hwoXCwkLOn6dPnwYEBGzfvh0fTGdnZwUFBRERkdmzZ8+ePXvOnDlr1649cOCApKQkHHmynCwtLVetWiUuLr558+ZVq1bt379/06ZNONcvXLjwu+++s7S0jI+PRyIfFRWVkpKSm5ubnZ1dWFjY3NwMCLJ27doFCxY0NDRUVlYGBATQ3E2fPt3JyenixYuzZ8/29fVFfjEyMlJdXU296+/vb2pq2rt37+nTp8vLy1euXEkq6cKFCysqKh4/fkyEw/Dw8Pbt2zdt2tTb2zs0NCQskvDN5j3KAOvu7r5lyxaWr3fv3k1NTd24ceN33303bdq0adOm6ejoIGJqbW2Fw11fX19TU0MOV319vbq6uqysLIOSkpISFgRsXrFigkSjpqbm6emJbqusrAx9xkQRNm3mzZs3UTYihmD1dufOnQ8fPnA/U3GoMq9fv3716tXLly+pSu/evfv8+bNQnj5//vzhF0YzyAAAIABJREFUw4eBgQGgn87OTnYFIyMjjY2NjP+CCFsYJwVnNcEDf+KHDEpgglQWIQYbIThVprOzMyEhobOzU7DgGhoa0tbWJnRJVFRUSUlJXV1dMNlUUFAQYoKpLHDzeAZTdxytMMqTk5M7ceKEvr4+/srkTJJqgDieE/H333//qre3lyx3Dw8PKF74SGNrZmxsrKmpeerUKWKAsrKyqqurKysrS0tLCwoKgBIDAgLA3jw9PSkuAQEBVBYh4J0qEx0dXVtbm5SUhA0SfNP6+vri4mJudWh+hYWFwcHBeBGUlJSwVoCiyljOqCV4yjBUX7p0KTQ0tLy83NTU1NnZmTXExYsXMdmFowH3DGY9hm/V1dX+/v74+Hl6ekKUpPtg11tVVWVtbR0eHj44OIiVV1FRUUhIiKampqOjI7iMmZkZZ6OxsXFhYSHLJt5GBAPEx8c3NzejzG5qasJ/D80U6p4HDx6Eh4efOHHC3t4efaOCgsLixYunTJkyZ86cefPmrV+/HoN+KSkpU1NTMmdNTU1/+umnTZs2Yfe7YcOGXbt2JSYm+vr6wq8JCAgIDw/39/dHIi+I6UtKSq5fv05PsX379pkzZ1ZUVNja2n7zzTcXLlwICgqaNWsWuc5z5851dnYGgbp3715wcPCkSZMMDQ1HRkYaGho2b96srKw8MDCgpKS0detWKSmpNWvWNDU1QYNGUCohIbFo0SJSz3t6ehCaYhYXHR29cuXKzZs3b9u2berUqeLi4pChYAkGBQVpaWlho1VdXc3gDIfw2rVr+G+kp6cnJiZeuXLFwMCAQDihshBfK0RoA2qeOHGCQbKwsLCoqMjBwcHd3f3x48cIr8fHx1+/fk2bjLEh+3L47tBBga7ev38v9C9CraFbobjQ0Xz48OHly5fd3d3Z2dnYj1dUVPT19TFntbe3Y1TAIQengbaOwoF9BJOR4FlDF/PkyRPOg+7ubnJ7hBKDwuDly5fXr19PS0u7c+fOq1ev8J3o6OjQ1dXF4w4eI45W+PXC5cU7BjYNy6bTp0/r6+tD5kYzifmmvLy8jo6OoaGhkpKShITE7t27jxw5oqSkhMiDTYWTk9P/cH8xBHBxcYGDZ2BgwIqHcUlVVVVXV/f8+fNZWVlCRkpxcXFhYWF+fn54ePjhw4f37duHDz67cCoLYmvmL29v74SEhIaGhqysLH9//9zcXHRGcPwgniJuQrdNjgJFhHGGgRyxiWBlhIYAjNbX17exsRF6K4wbKysrYvqIZ4Nt3NbWlpGRYWxsnJSUVFxcbGJikpqa2t7e7uTkFB4e3tTU5OHh4erq2tzcfPfu3fb2djKku7q6SIwxMTFRV1fX0dFJT0/HIDIvL482nkGPM5wtDLGWkBgJ7UxJSamuroYKzBL3zp07MD6JlyY1TVVVdcuWLQsWLFiwYMG8efPWrVuHX5moqKiOjo6pqam1tbWNjc2OHTvmzp07bdq06dOnT5s2bd++fbGxsQYGBkuXLnV2dqaRgXsdFhaWmJhICiKMIXoKaWnpqVOnxsfHy8nJffXVV7KysgYGBgsXLkxJSSkvL1+9erW6ujoMsc7OzqNHj06fPj08PPzBgweNjY3r169XVFQcGRm5dOnS7Nmz//73v8vIyJAxhjvE/fv3JSUlp0yZwsiJjIPyyokdHh6upKSEsxQZAKz5+HLBYKyxsRHKmbOzs7m5uZKSkpiYGOstERGRNWvWqKurk2co6AlQBnOiysvLa2hoKCsrHz16lORMSBhnzpxxc3N7+PDhq1ev4NfhzzA6OjowMMDpBSeQ6Z4HLKHe/nkJhUb48PHjx8PDw2/evPn48eP4+HhZWVl2dnZnZ+fg4CBkQnwYEGTQ4yDCFMRxQvYpImzB4ApoBm+alpYWuO+vX79++vRpV1fX9evXIYuyt8aUh0hoRrmOjg5LS0tKg46Ojo6OjqamJpa9DN0C5wivX4jUp06dEuSmSBMAv6SlpRUUFDDHQ6YgKyuLlQQxKWvWrFFTU/ufXoaaYm1tbWBgoK2traOjY2RkRICGoaGhurq6srKyjY1NcnIyGUylpaWcBrgZKSkpSUtLW1lZoSfw/fM6f/68j4+Pj4+Pr6+vp6dnTEwMSkvyUmDTQYTPz89vaWkpLCyEO1NXV4c1ATmNKJJQWgvkVA4HDGLpTby9vVEwsHpITU01NTWNi4uDL4+cEhJ9dHS0kZFRenp6Xl4ejtn19fU2NjYsgBISElxcXG7evAlGgFUle6ibN28mJSWdO3cuMzOT+0TwMeNPODVAd729vSkpKSkpKTxZVlZ25coV1mG+vr6VlZXwawi6q6mpcXZ2dnBwsLCwID9bQkICx985c+asXLny4MGDSkpK+/fv19fXNzMzQycpIyPzzTffzJs3b9myZX/5y1/ExcXDwsJMTEyWLl1qZWWVmJgYFxcHsYD4jqysrMzMzJycnKampv7+/vv372toaHzzzTcmJiYbNmxYu3btihUrfvjhh7Vr15aVlXV2dh4+fHjTpk01NTVPnz4NDg6eMmXKkSNH2E/V19dv2bLlxIkTg4ODlZWVmzdv/uqrr2DZge+yCjEwMFi3bl1lZSXxmyjOMOJkMUyXxIalvr4+Ly8vKysLZ39nZ2cNDY2ff/55z549ixYtmj59+pQpU7777rt//vOfM2bMWLVq1datW8XExEgix39TACOZAgRlEx3N4cOHbW1to6Kirl69SpXx8PDgPnz69OmrV68oN1B7qqurm5ub2Q2Td3r37l0YiUxM/3XRznz69OnZs2cdHR3379//+PHjs2fP6uvrAbnv3LnT2tpaW1uLCK6hoQHZF17l1BQh0ZQHAhJcU1PT3t4OiRxX85qaGgS9DETIC3p6emD6sZbC6UYwnWhtbTU2NtbX1zc1NSWsFZ9wLS0tdv+0fnDKkGUoKysDAAs+wRhoCInA8GLExMR27ty5b98+UnFFRUW3bNmydu1aRUXFP3AZyBfOzs4AwEZGRhQ5YYm1e/fu7du36+vrk/dWUVHBXJOfn3/16tWoqChlZWUJCQlzc3OAXmFEwugTqJJNc0lJSW1tbWNjY1pa2qVLlzw9PZmNoTAQHgZgwcGVmJiIhqCpqSkmJiY9PR0u/JUrVwIDA2GadXR05OfnkycvvE3r6+uTk5OpIODEXMC0gYGBxsbGLFz09PTCw8MbGxtBIm7evFlSUkL2IzZlbW1thGYJQvv+/n7uJeh5gnktbwiBksc0NDw8jFMJBL/6+vpz586xik5MTOzs7KQfbm5utrOzw6knMjIyKChIUlJSsJhZunTpwYMHVVRUjh07ZmZmRi9jZ2enrKz8j3/8Y/Xq1aKiol9//bWUlFRERISJicnChQv19PRiYmIItE/888rLyyssLMQogJ/o/Pnz33333apVq5YvX25oaLhixYqvv/56165dGAsEBwcvWrRIQ0PD19cXS4rExERQlYaGhi1btigoKNCbGBgYzJ4928nJiZ4FOu+9e/fa2try8/N7e3shkgkOhNBhr169it2ipaXliRMndu3atWrVqsWLF8+fP3/KlCnff//9zJkzFy9evGrVqvXr10tLS2toaNja2np5eUFXKykpYejw9/eXkZE5evSoqqoqTBmWJphysviA5WFpaRkeHp6fn19UVGRvb+/t7f3kyROAW0rJnTt3SBYkYOPz58+fPn0C9719+zZGEGyahK02f8sY9e7dO/qIgYGBDx8+PH/+vLOzs6GhASlvY2NjU1MTU09VVVVBQQHMXQAXqg+DkkDvpJEBdmQIRZ7CMS+EbdTW1sbExPT19U0Mxpzo0ff69evGxkbuax0dHV1dXWh4EFMJxjp+/LiKigqLJDbLDJ4YKmOfDO/x0KFD8vLyysrKfEP0YkIwE/6esrKyfzhydnZ2EoBNbo6Tk5O5ubmamtrBgwe3bNmCV9v8+fNFRUUdHBzS0tJK/ryKioqAEkNDQxUUFHbt2qWjo0NGqoeHBwilg4MDIYdOTk64oqDgKC4uxrwqODg4JiYG4zLyyUJCQjIyMqqqqgICAohwT01NJcXK3d09ICCgsLCwrq4Ou9nc3Fx3d3cEStbW1mQDBAUF4TRcUlJiaWlpZGQUGhoKX5klbnt7u6+vr6Gh4dWrV2tqanx9fWloqZto+TIzMxmh+/r6KCUsWTiiMSvjXkJ9Q0Pb09PT1NSEQRGfBvevvr6emfzRo0ddXV0Qi6KioshjHBwcfPHiRVdXF+Oqj48PlhESEhILFixAyrRkyZJ9+/bhPg/P0srKiirzzTffbNu2TUZG5quvvtq/f39YWJipqem0adOWLVu2Z88eAwODuLg4rJpTUlKIyq2trcX17v79+xkZGTNmzJg0adK6desiIiJ++umnr7766ujRo8wsLS0turq606ZN+/rrrydPnmxpack4A3py9uzZoKAgDt76+vqkpCTBRJ1h5/bt252dncnJyYGBga6urlZWVkZGRqqqqocOHdqxY8fKlStFRERmzpw5efLkKVOmzJ49+4cffiB4ABWMgYEBmwGirxC7MVL1/XlBgwoJCUExrKGhoaqqqqKiwtDE+x7LSEVFxSNHjpibm0dERJA1TFM5Pj7+6tUrYRHT09ODY15ra+uLFy8+ffqEYpv0QWSub9++5avevXuHId6HDx+ePXs2MjJCnbp+/XpHR8fLly/RSdbX11dUVIDy3Lp1C1wGxIcywT4OhhFNzdifFwWovr4+LS2tq6uLJqW3tzcjIwNZNjWrr6+voqICxyxKDKEIgu35mzdviouL4csx5igqKoK/oCM9deqUurq6sbGxqampqqoq5CNMMxg2wXfh2uCmzOdATYKbd+rUKWoTALyDg8Pvv//+VVdXFxtENzc3sixsbW2BHo4fPy5YYBkaGnp5eQGbXb16lS4GD21/f3+CDc3NzX19fVldE+Iz8fL29o6IiEDfXFlZGRwcjE1McnIyelzMn0pLS9vb2xsaGgTc9MqVK3l5eaSIxcfHX758OSsry9vbOygoKDs7GyE/wR1JSUktLS3V1dWYtjU3N6empvKzaGtr6+vru7i4FBQUdHR04F9fVVWF0WRraytiAt6+nLesRSgWFBd4qPfu3evo6EBrW1tb29rayp6oo6MjNTXV19c3NDSUaJ7h4eHMzEyyTQICAq5du/b06VNij2/cuHH37t38/HxXV9fk5OR79+4NDQ3h1BsaGkpS0p49e7gJZ82aJSIiQmS9qKiourq6mZmZra2to6OjoaHhqlWrFBUV9fX1169fr6GhERISYmtru2TJkq+//vqrr77asWMHg1JSUhKUmaKiosrKSshdxDCgnxYTE2tqalJVVZ05c6abmxuGm319fY2NjW5ubvLy8ufPn8fuDw9N9sqQPtra2mpra4uLi5OSkmB42tjYqKurx8TEnD17dvLkybNmzZo+ffrkyZP//ve/f/vtt9OnT587d+7ixYs3b9586NAhAwMDT0/PsLCwvLy8yspKfn1tbW1dXV1Ct4hcm4GLX5ngTdHd3Z2QkABNg9MVapmQMHnq1CnQBzk5OTMzs+joaAyP7OzsLl26xN76xYsXxC3BigDrFRoZbKtwhqb3bGpqYnSCbQghqLOz8+PHj8+fP0fie/v27ffv33/8+PHhw4e47T19+hQQ5/nz58QisxLq7e0lJJ7cCxphSgzDVG1tbVpaWk9PD6WQc7ejowMURghsob7gRoz0STCffvPmTV5enmDKS3Y4RjBycnJqamrgNWZmZkZGRurq6qqqqmCyArkRzQGhwLyYbJ1oFbkUFBQUFBROnTrFuuoP7m93d7e+vj5msVg92NjYWFhYmJqampqaampqMuIC9RPcCShTXFxcWlqKJhsjHAcHB6we8TRBWyDAwH5+fpGRkeTylZWVkW+LZzhKfGdn58uXL9PMw9Dz9vaOjY0l0cnV1RXrcg8Pj6ioKBcXl/Pnz3t6elpZWYWFhdXV1cXHx9PiAtzgUEPfBDYRHR1dUFAALsMIxtqCvfiFCxdQG0OEx2uSbgXhwtWrVxMTE6urqx88eJCdnX3p0iWW35gJDQwMJCQkACp5eHgEBQWhDAwJCSE84MKFC93d3aOjo2zrCf0aHR3Nzc11cXFhr4wNDYQXrIYWL148derU2bNnL1u2TFxcXEdHZ//+/RgIkaOO45mKigrHg52dHYswjiMVFRU3Nzc8TIVgOeiU1dXV3d3dWOQggAoJCWFXnZmZ2dnZCbSEnTX6g+vXr+fl5QUFBdGV6Orqnj59Gg8XUVHRdevWLVy4cPr06d9+++2kSZOmT5++b98+FCdaWlqWlpbm5uY2NjYODg74eOAuXFVVhX870CZqAzyAUTZBMBOs+TCQZ1EgcLi7urpycnJUVFToWbgx6IbgcQiZcPv37zc0NIyKioL0QOKl4M7Ln1hYXL9+fXR0lGno48ePr169YsHU3d398OFDqM+PHz9+/fo1eB++XH19fVQZNhUEXdDd9Pf3j4+P//LLLx8+fKAVam5urqysRIhQW1tbUlLCfCRYoAqI7/DwcH5+Pskn+ArX19dfvXp1ZGSEsvL8+XN+lZBlqDLUL/yJ2aPl5uYKgSfYOCAdYI2Nq4OWlpaGhoauri6WDvSAFG49PT1tbW0VFRVeaqFbJLgWIAwL9+PHj5MG90cv093dzeqXI8jJycnW1tbY2FgQXPL11tbWXl5eOTk5xIbCIyorKystLSXtVEpK6syZMxQOoghI3uACoAkMDGTaio+Pp09JSkry8PDw8vIKDw93dHT08PAIDw+HwMaW8fLlyz4+PomJiZg2WVtb+/r6lpSUREREsIvBcQZCB9RJlgJso+rq6qCHcgZSYrr+jLgtKioKCAjALcHR0bGxsZEDE68mhEsQWxj6SI/q7++Hc1hbW+vp6YmGpaWlhZrY29sbGRl57tw52ns8dy9dusQ93NXVxaE9MjLCvuD27dvJycnXrl0bHh4mbYqmUltbW05ObuXKlVOnTp07d+7KlSslJSVNTExkZGTWrVs3f/78lStXzpo1a+rUqVOnTp0yZcrMmTNxopk3bx7hTbKysqdOneIdY2pqamdnh0VObGxsWlpaWVnZzZs3mW46OjqqqqpaW1uLi4vT0tIiIiIwSGUhQOSulpbWrl27ZsyY8d13302aNGny5MnTpk1DYLV48eKlS5du3Lhx//79qqqq9vb2hEMCn3OoIvviLnr69CkFBTxCmBeEBZOQ9AaRD9d3jN9ZOQnCfU6Unp6egoKCU6dOkUYG1qCoqEgjA+7L3mT//v3a2trBwcE5OTlVVVVnz54NCQmBkgf0+/btW0ibLS0tTBmMRSAsdL5AdSibXr16xWOMSmleRkdHaRV/++03NjsIxPr6+hjBPn78iOSS/YkQBcGCCW8zYWIaHR1l55CSklJYWIiPNXyfsbExqsyLFy+Q5uJaT6ERIhZI5vnw4UNGRgZGDRQLRhtWSESm8CSEo9OnT1O1KSt8FY0MrQ2fw8tOTQfGlZGROXHiBP/E/0xMpBdji0nSIG4RNJmHDh2i83Fzc8vIyEBbUVFRUV5ejkF3Zmamrq7url27bG1tcQ5GIX3hwoULFy4I4xJRpxSm0NBQ/lE03z4+Pmlpad7e3uCa9vb28GWwbvHx8cGRjzSloqIifGdwsQYmgLfKfhTyLu00zjXssDn68MHnmaSkJGwr9fT0TExMcnNzeXOT7wGdJCMjw8fHJyAgwNnZ2d7ePi0tDZyYGG9HR8fCwkJkhLh/paamUixqamoaGhowWCQP8O7du5WVlU5OTkQ1CZPz7du3gfqCgoLU1NQ0NTU1NDR0dHRkZWWXLFnCcPHDDz+Iiorq6+uDAUOZ0dPTw6nsxIkTEhISGzZs2LRpE/EXu3fv/vHHH0VERKZNmzZ58uS//e1v33zzzZQpU4RvZWho2NbWVlFRQe+jqam5d+/e5cuXz5o165///CcGd//n//yfv//97998882kSZPmz5+/ZcsWOTk5Y2NjT09PUmuzsrLgNFRVVbGLhboKX4MiArAKCg66wSnNvSQ8A7xFWaGR4dgQst/ITmBME2Ylig6xREpKShDJlJSUUBVwPygrK3NcY8ikpqZ28eLFzMzMyspKa2vr4OBgOHXIl96+fXv//n02DKOjo6yNPnz48Pnz5ydPntC2CInpSBBbW1u7urpwkBkeHv7w4cOdO3fa29uZpxgnHz9+/O7du76+vgcPHjCC0cvU19e3tLTk5ubm5OTQ+2AhQpXhHBodHS0rK+PVxhs/Pz8/OTm5trZWSJtj/iJmnv+VgP6SJMVPFx4eLi8vj2kDS+vDhw9jVSVkMHHLCzlNqApQZtO6njx5UldXF0G2kZGRvr6+trY2b1oYSfh4qqmpycrK/pGT3d3dbWlpySabgDdra2szMzN9fX11dXV5eXlpaWklJSUHBwesxbH2gRxdWVlZVVWVkZGho6Oza9cuwlJxhCT9lqnn3Llz8GVCQkIYtXJycrCtdXJy8vX1TU5Ovn79en5+PvZXWVlZjY2NoaGhvr6++EtAVQBq6ejoqK+vz8nJyczMZBEIesJhODQ0VFdXl5+fX1tbi0ueQKziNggLC4uOjoaZjjTh+vXrwKhWVlZXr14V3tN0RrhnhYWF2drauri4lJeXkwseFRUFfw8GV0REBLbHQuwR5HFfX9+4uLgLFy4kJibilnD+/Pna2lpSmQWcjyPd29sbnIIAiqNHjy5fvhwAePXq1eLi4sbGxocPH9bW1ra1tUXKRC4oWBipnph4EEfB6+/o6EgynJycnJiY2I8//rhw4cJNmzY1NzdfvnwZOz5iuTdv3iwnJ2doaEisdUhICOqE+Pj4vLy8xsZGbmz6eUYqIYmBP9mPCBlm9+/fJ71IIMvwy2IWA/ASLqKFgMYAYqgsdAECGCREHaCY5WwvKytTVlZGSoM7P+94fDkF8eTBgweVlZUvXLiQnZ1dUlJibm4eHh7+8ePH9+/fk3ZC8zI0NHTz5s3BwcGJwSP9/f20xvfv34c/8fbt27GxMWIb+vv7b968+fDhw8+fP/f09OAgMT4+jqr2119/ff/+PSPzly9fqLzNzc0NDQ0wj4qKioaGhuBz8rrxxnj69Ong4GB2dnZqaioWqPiH5eTktLe3T4yCamxszM7ORi01PuFCJEkqi5+fH0HX1AJ6EDKtBaQGYt7BgwdhysD7V1dXx1MG/2+WUMC9enp6enp6jD6MV4LOQ0JCwsDA4A++DAQNosIY7K2srIyNjaEqyMjIqKqqOjg4YK7DNq62thapQVlZWVZWlq6u7ubNm3V0dLANDgwMZP5isQ0xDxtaoIHGxsbMzMzw8HB2q+D58IAbGhogzuGnB8hHzwlfpq2tLTU19cyZMzY2NsRgg8OBoTQ2NnKPJSUlBQYGAr5UVVURERUfH+/s7BwZGYlHCYTLyspKS0tLnq+srOzt7aVX6u3t7e3theXh5+dnZ2eHUCAhIcHDw4OEI39/fxBQPDFJPiMx9saNG+np6X5+foWFhfHx8ZWVlawqkUdikgZVHJvxR48enTt3bt26dZKSkj///PPp06ctLCx27tw5d+5cFAZSUlJnz57FSMXa2trW1hbjAtSt/v7+V65cwRkvMjIyISEhKSmJYBk4MqmpqZyEycnJERERiYmJfX19mLlxTuJkiAUnchhmGWYcHgvFguRD+IdccH/G/owbF4hknKgUEb6QIjWxxNCE0ocKVQZQpr+/n4rPzosyxIaL+iI4Q586dYqoQykpKZR+rEiUlJQE6IE9FGkZpaWlsLrZQIPOIDXCGYdJjaU7MThMai9fvgQ4Z39Ecg5Q7suXL798+XL79u3W1tb379+Pj4+3tbXdvn37yZMnfX19VKjPnz+T0MREDwBfWloq+KKxzGZcIkiHjSf9L1+Yl5eHmTk5uffu3eMXPTY2RnUTxiVef6SSnp6ecnJyUHuBxpWVlQFfVFRU0ElizXP06FEaFj09PXoZtIqamprMSnSOSMP4W4jCbLulpaUPHz68c+dOLS2tP6qMra0t3gt2dnZIh4lVBag/dOiQmpoajLXi4mKqTF1dHVKDkpKSzMxMLS2tDRs2GBoaRkZGhoaG0s5g+ICrPhmV9CnFxcXl5eV4rAokAnICmYfZL1B3+JD6wodtbW2xsbFubm6Qd7Cz7e/vx20gPDw8JCSkq6urpqbG1dU1ISHh1q1beXl5Pj4+LKoMDQ0TExOFFMre3t60tDQLCwu6Td7TzP9MT+B8WO3ExMR0dXXhXEEUbERExO3bt4uKijw9PYODg6ECOjo6JicnY/8BID04OMh9yxaAyZmMHoJEaAR8fX3Xrl0rJycncAvExcVnzZq1cOHC9evXHzp0yMXF5eDBgwSDChQBqAN+fn7BwcFE3JARSlICGeFE8SUkJBQVFQHe19TUwNQAXBTCwmH6TLS/4EUAKxGeB7SiuHBNTC/Drg2uHYctExOArlCbJo5LPEO3wj8kxGYLCZOCARCVhaYGALimpkZLS4uYFHQYgkSY0YkDHK2Tq6sr6K+FhUVkZCTiI2oN0AypScRdAgPdvn0bbBgVAlAxsuxHjx7x27x7964gLBC+z71792DigR4yf7FjImoOp0QomnSCExUGAwMDeOh1dXWBcD169Ki6urq4uPju3bvsm/AhTElJqaysJDH5vyYmHj969MjDwwMhEqMliyQdHR2GbsoxYI2GhgaWVEZGRsiUsNRAqaSsrIw9JhwlQg54qck/wJ9cWlr6D3fxwcFBR0dHFNguLi5IkPX19XV1dU+dOgXXwNDQ0MTExNPTs6SkBFymtra2srKyvLy8qqqquLjYyMho9+7dxCfjK04oNb0MWe7kcOfm5paWlpaWljKRIjLgezLaXL9+vbGxUTCpFyZwtB50NAkJCd7e3nAo6+vrfX198/Pz79+/f/36dU9Pz4KCAghgUVFRFy5c6OnpSUpKOn/+fGdnZ25urqWlZW7GRgpDAAAgAElEQVRuLhsoQOKYmBgnJ6fi4uLm5uYbN24IxuOcnz09Pc3NzZcuXXJyckKoTdvCy5WdnT0yMhIdHW1nZ5eWltbf3x8fHx8YGIjX76NHj54+ffrw4UPGfmGmePDgwa1bt65du0bBrampaWlpefr0aVxcnJiYmLKysp2dnbu7u5eXl7y8/Pz581esWLFx48Zjx445OjqSM4/5jqOjo7u7u6enJ0oOnDdRZkRGRgYHB4eGhjLyxMbGRkREJCQkXL16tbi4GLYIiyQgLX5YuGTCqCLc1cJFMeLmFxRJVAqmJ/p8bgYhxZU7cGKVER6A0fBXlDDh+4POIAQHv+f/ILgFQXTkHdLS0mJjY7N7926MbEmAJuMZv6WJZ7Wzs3Nubm55ebmFhUVsbOzHjx8/f/7866+/fvny5ddff/3ll19+++23T58+wdzHLhcl5MePHz98+PDixQsGK2KbcIcQHCEAcfCm+fDhw5cvX1BdYif85csXWMIvXrzAV+j+/ftw2RGaCKAv7ovNzc3IeugK8fclXg6fRkbv2tra2NhYoKL/XWWoRA8fPvTw8Dh+/DhVAwgG5yrEX4xFzD6amprkWJFHCOlOXFxcXFycPoj+g+Udu3Bg4yNHjgg+5CdPnvwjW3JgYADbKgKY7ezsTExMdHV1lZWVUXYjNVBTU3N2di4uLm5oaKipqampqWE6oKOxsbGRlZU9c+aMYMdJQAzLJgycUE4WFRWVlZURACT4KnKB1NLIUIAAcRExCbWmtbU1JibG1dWVBKzOzk48+nt7e3Nzc3EzRIsYFhZGkBixIe3t7RkZGWfOnCkrKxscHER51NHRER4ebmNjExYWVlFRgWk+BsBI+4AkQ0JCiHaLiYnBuN/Ozu7y5cudnZ1w7TMyMtra2sbGxrhdYUONjY0xG167do05AmrDtWvXiLBwcHDgZceutbi4WElJycTEBKd3Hx+f06dPz58/f82aNXD5z549izOrjo6OlZUVNh3nz58Hz+IBQyuqAiJDY2NjU1JS4uPjMzIyCgoKgMYqKytv3ryJA6YwpPDj/1dPx83P8+BfjC1CL0OlENR9wJZCDjSNm6C94EuoMsK+llmJf5HOiN8CnzYxGZ3/mFBrBJlbb2+vr6/vvn37YJ1yV8jIyBw4cACc68iRI1QZOTk5Z2fn7Ozs6upqCwsLVVVVslXT0tKws+vp6RE6tUePHr18+RJiHtXnX//6F04Ov/32GyXp3//+92+//fbly5fPnz//8ssvnz9/puJ8+vTpy5cvnz59+u2333755RcqFN+KUwft/tOnT8miFXQqgrzg4cOHmEN3dHSM/xmtDQEyPz8fAh7nVmNjY2Fh4a1bt5BKcP1Xobl//76LiwvraqReguQakhEDEbshVVVVgDyoMVjJ0CRKS0sjfJeXl8dtg7ZRWVkZF2EM9DQ0NE6ePGlnZ/cH+mtoaGhlZYVDgqWlpZmZmZ6enoKCAgpxeXl5LD/Z9TQ0NADKYGdFAp6tre3JkyepMqGhoZQYqgyyposXL0KZoVMld4luAu5D84SLEoNVOLVGSPzBxCgkJMTLy6u2tpY3HFrnmzdvxsbGhoeHs1Ds6+sTEpQg7LS2tiYmJtra2paWloLVkZQIbzgmJoYIBOF9zNENSFFUVIQjn7W1tYuLS1xcXGFhIeI0JgXwCI4jJiPSFAgSDAsLKyoqIrG0vb09IiIiIyOjrq6OZKuysjKI4U1NTbq6uogPEPKpqamtWLFi3bp1W7ZsodDLy8sfOHDAyMhIoJ/goAr4hSY+KCgoLCwsPDw8Li4OgCYzMzMxMRGYBkgCz1pufvyT4LzRpAithFBWBgcH/2sfxEQDa5HKwr0BDUxIbkYHhBOKMChRcfhaBjQh35Zv29fXJ8D5eIxzcfPjQ0bny3Xz5k1fX19OWsBLDJZIWZWSkjp48CBxznJyck5OTqCB586d27lz58qVK+fOnbthwwY1NTVjY2MLCwtra2uEPDo6OmfPniU0lZGztLSUEZhK+uLFC8Hd6pdffvn9f13/+c9//vWvf/3nP/+hJH358oWJCbcXzh4aDcEvRqDJgNzxmCOKsgIcI2ypwWWoiRxjDOOYVwic5nv37llYWBCoBE1GSUkJHTYrJHZPhD0oKyuz+Tl48CDWeaS+ycrKCi3M0aNHpaSkBC4SDhu0SHxzSUnJP6rMzZs3VVVVeXGNjIxMTExMTEyMjY3ZlpMpp6CgYG5uHhYWVltbi4qae6Oqqqq6ujo/P9/U1PTw4cOmpqYQ53B+8PPzu/DnxZrc29s7Pz8fT09sw7nICaTi0OBgkdfR0SEoJOllME9DKkV8SldXF0jQ4OBgVFRUXFwcb1/muKCgIGYcDw+Purq6vLy8M2fOxMfHV1dX89YE28NYAByX+iLgEay0MeK8ePEiGTqALMgIMH+D6ctxBAsmLi4uOzt7eHh4bGxsYGAgJyeHjJ709PSYmBgIXbwbeOs8efLk9u3b1tbW5BMQe6KsrLxq1aoff/xx69atWlparq6ukLutrKysrKyoRxgbgn8RXysYyiQkJBD2lpSUhI4pMzOzsLCwqqoK/x3gxolrNSGxhAc0MjQawpKIHkQAdIVCQ5URth5sYcmr5/UR2pmJ0K/wmFdSWHXz3bDpEaJ1sRNvamoiEpPTjuzHc+fOkYu4f/9+YGCBMEaaLXlDBw4ccHBwuHr1akNDQ35+vq+vr5qaGqYZqqqqkPqOHDmyfPnyGTNmzJ49m/i9pUuXLl++fOXKlevXrxc0ECdOnNDV1bW0tGQ3EhAQEB0dnZOTU1FRwTKOpT5gzb/+9a/ff//93//+N80O8kX2QQI9F9sHQV4gtISCBQQQHrWDokOtQXXNe4mlNb2SgAC+fv16YGDAwMDg8OHD6LzoZY4fPw7jDg8qDQ0NRipNTU3srIg3gBRDVygnJ8eTRkZGdnZ2Ez9NWVkZGz2sJLZv325mZvb7779/dePGDS0tLYHva2JigvMDNsLI548fP06AAfFsuAcRK1NeXl5UVGRiYrJ161YdHZ3Q0NCYmBiMOP38/JiSIOliXlNQUIA3KkAv4C7HEUAMMxFVRsBomZUoBKSj+Pn5NTQ0gP+FhobGxcUh7YuIiGhra4uJibG0tDQwMMjNzcWQ2dzcPC0traKiwsvLKzIyEsopHVN3dzf9i9CTY5hGlcFYiAcYA3MDwJ7CQwjZwUTss6CgIDw8/M6dO+hlCfcBKs7Ly3Nzc2tqanrx4gULAi7uz0uXLmlpaaHi8/Ly0tTUXL58+bJly7Zv325oaHjmzBkpKSlRUVFjY2OmNjs7Ow8PD8AvX1/foKCgiIgIRJKJiYkJCQlxcXFRUVGs86g1WVlZBQUF5eXlsE4xrxBwKAoHPzs3vKDegrIowDHCKnoiF15wdePGADtgwSFMBEIFESYsBjc6IzqF+vr6lJSU0NDQwsJC2AY0ue7u7qDsIHo0wnSgwcHBMjIyIJSQUCHIoB7Ghpb4RGdnZ8ze6+rqQOu5eaChamlpSUtL//DDD0uXLhURESF7b+HChSRkiYiIEGEOB1K45s6du2DBgmXLlq1du3bjxo2ioqIHDhwA7NDR0bGxsYHTkJOTU1paCvLI1EkPOLFewBKkaqB7oKaA6wmSa4FAIAxHzyZcIEqUJL5nR0eHs7Mz2Wz0I6zeECKhwIbBiD5AV1eXjRJlSEdHBzY5iidVVVV2FNQgpiS2eHxzOTm5bdu2GRkZ/ZH6pqKiYmFhYW5ujqrA0NAQyo22tra8vLysrKyysrKtrW14eDiJM9XV1VVVVeXl5ejuysvLzczMfvrpp9OnTwMxhoSEsGNiYuKk9fLy8vT0zMnJaWhoQFMPj5uNMu8bHH2E4FQ6HaHLQEVSXV1NMBv0gebmZugPeNkxnZmamvr6+ubm5kJLr6qqysrKamhooBHjG8K8gulAWRGOdIFpyriEJHJkZETwYRXYU1j/XblyBYM4bp6mpqbz589nZmZysDx//vzNmzednZ1+fn4tLS2kMhEKPjY2JszM7Cmjo6O1tLSQkpmbmx87dmz27NkLFizYu3cvAJmUlJSkpKS+vr6VlZWZmZmmpqaNjQ2ZE/CtL1++zG8hNTWV2Lnk5OTY2NiYmJj4+PjU1NTc3FxMOdva2rjnBaKtAP0CA1N56eYEdSiVRQBWoOEJDtgUDgH9ZWfPbpi+ib6PCODKysqamhoW5J2dnQxu/f39MTExW7ZsmTVr1pw5c8TExAoLC1n3tLS0aGhoXLx4UXAL4g3DV2VmZgpZiNxIuPOz26bQEKd99uzZ1NRUmvHo6Ghra2u0fxCFtbS0tmzZsnjx4hUrVixduhRZPPFYsIpWrly5YsWK5cuXL126dPHixSIiIgsXLlywYIGIiAjVZ+7cuUI06Jw5c2bOnInedeXKlevWrcO1a9u2bRISEocPH1ZWVia6z8vLi+SyiIgIkqHwEujt7b1z5874+DjKb8GRD/SHeiQ4yOBcIUixhSL18uVLAsUNDAwkJCQEEBdoBpKRkMEEuIvzJk2Nurq60ILo6elpaWnhOQU2jMySV4/8Ji0tLSMjIwkJCV1d3d9///2rjo4OdXV1HLmtra0FBZOhoaGWlhZLLw0NDRcXF0wY2AfRy3AalJeX29jYbN++XVtbOyIiIi4uDpKur68vwmuqDB+mp6eTsoKpIkUdSiWHFb3xxHGJtSWtR19fX3V1tZeXV1BQEJ1FVFSUnZ3d9evXHz58eOPGDRRP2dnZmOmxlkJUwl6pu7ubFQagDCOSEAINFkNrw9Et2DvT1QuWzrdu3ers7PT09PTz80tMTPT09Ozo6IA7D2Xm4sWLWVlZYE9NTU0pKSkREREkjd69e7e8vJzuGgyPJmh8fDw5ORnDVA0NDVNT06NHj3J+HjhwQF9f39LSklMahrSdnZ2RkRG+pVRzLy8vcJnY2NiEhISYmJi4uLj09HQeI24mrq+oqKi1tfXWrVt0K/xEwi4ZfKSvrw9/womsFloS4TWh2gr+1bC/ABTgB+HdPTg4iJ887tmItn766aedO3fa29uj5MYlu7a2du/eveLi4ufOnbOwsBAREbG1tYXYXV1dffjw4djYWH59vCtQGHR1dZWXl7u7u6uoqGCDsn//fjZNcDcUFBQIgZOSkrKyskpKSqqoqKirq0tISDAxMWEW0NDQQH2zbt06qsbixYsXLVq0cOFC2hmysfAVWzjhor6gtFi2bBlN0OLFi5csWcKX0AoxfC1ZsmThwoUzZ87ELmfy5MmTJ0/+/vvvEW2gTV+8ePHGjRvFxMTIljp16pSxsTFckLCwsLS0NPB7WDxol2hYsNTC5oaLYvTbb791dHRoamrKyMjs2rVr586dEhIScBRBUhh25OXlsYMA9wXEZRRixNHS0iKeCXtT8phYKp04cUJFRUVHRwcx1JkzZwit/UNhYGRkBJH0zJkz4ALm5uboMqlwGOWlp6fX19cL9BYwYFobJyen7du3a2lpAToikiQRgfsQD72LFy/iFFdbW8u3EmoBLTFvGqGXEUYn2mNcNcvKyjw8PHDMIgEyJSWF7eno6Ghvby+FIzw8PDs7+8aNGyjZuPjPE64O7QIIhi792rVrGRkZYMOc3h0dHSUlJcPDw3DSYH9yDHZ0dISEhNjZ2cGDgCkLApeWlhYcHJyQkAADAPdMHB4matgePnyIVTv+ZhA0k5OTJSQkxMTEzM3NiQcQERFZtGiRrKysurq6gYHBzz//LCYmRrwknBp3d3eqOVwB8mpjY2OjoqIiIyNjYmJSUlJQLaJgQq0K9YkfUyC8gbwyIQrrZMAaDHSAIaGT0pVQdJ48eTI8PFxQUFBZWQnv5v79+5GRkfHx8YgMbty4ISEhASD16NGjjIyMFStW7Nu3z87Obs+ePXZ2dtSsgYEBZKKNjY1Pnz5tbm4WExMjvWBsbCwnJ2fHjh2JiYlQ4DiK+PV1dnbW1dVlZGTExsZqa2vv2rWL4sKaCSGflJSUuLj4vn37zM3N4+PjoRHg5czExAl8+PBhoYWhi6HWCAWCWYmGhWI08ZOFQsO1ZMkSvlD4Djyg9EC5pOXB4Jm0v+nTpyNPmzx58rfffvvtt99Onjx5+vTpM2fOJG6U/+HWrVt1dXUdHR3Pnz+PADU5ORl0v7KyEg5ad3c3ZOuMjAwpKamdO3ey3WfrTH05ffo04wsGepgBY6Ohq6sLtYXWhugCODUgUwQ5AfEoKirq6upCGjA3Nzc0NPTx8fkDl2F1am9vb2VlZWlpaWNjY2lpaWJioqGhgT2Hnp7e+fPnMzIyqCx1dXW1f148dnR03LBhg4aGRmhoKKriixcvCjsmUpkAazhDqqur4VNiFg1HpuXPKHjB3pWhRuhHCFetrKx0c3PT1dW1tbW9ePEiode0Ibf/DJZtbGz09fWNj4/nG6Jkq6mpiYmJgYWMbRVFDZZ6bm4u8vGQkBBMatmnhoWF5eTk3L17t7q6OjAw0M3NLSEhAXjF1NQ0KSmJNUpdXZ2jo+PVq1cfPXqUnJwcFRU1MjKSk5Njb29vaWkZFhY2NDT0/PlzWHlM13A0aesYvF+/fh0fH79jxw5lZWUvLy9WfoRk79u37/jx47q6ulQZFRUVHA7t7e3d3Nzc3d3d3NzYixNTEx4eju40JSUlKysL97mkpCQSQoqKikpKSlD03blzh1JCTwepV2DEgNSAvAwNDZWWlsbExMTExGBXCmRLJJCWltbGjRsPHDiAv/r4+Limpqa9vT0Uko6Ojg0bNvj6+j558mRwcFBOTm7t2rUk20dGRkpLS5eXlz99+rS0tFRUVDQmJgaQq6+v7+jRo1u3bq2srHzw4EFcXNyWLVsyMzNhMPB+YAOAY2Zzc/Pt27dzcnL09PSAJOXk5OhoIKRKSkpKS0sbGRklJydTasPDw3V1dSUlJWVlZQmZFxcXX7JkCZWCckBjQn0Rrnnz5oENMyVxCd3Nkj8vihQPFi1aNHGqAlSmYM2bN2/evHk8QPJKAaL0zJ07d/bs2XiATJ8+fdKkSVOnTv3mm2+mTp0qJiaGQJSBRVlZGaYbYeGnTp0yMDBgAIdKh52giooKEiL6EWtraz09PWAXMgkQTGpra1tYWDg4OFhbW2tpaSkoKKA4PXHihLq6OoEqYmJiUF5kZWWB2CENgCj/oZbExcrR0dHBweHs2bOUGFtbW2Z+/lt6enrwaGtra6uqqqg1wCvFxcXZ2dnm5uY//vjjyZMnSSxAgki2ZGBgIFuPgICACxcuREVFEeVJcSHGAL4MgkY6YZZKPICPh30RHLm0tLS0tLT6+nrqdFlZWVxcHNxHxqi0tDS8qZA+dnd3l5SU+Pj4ODs7CyG8WVlZLAJ6enoyMjJcXFxw/w0JCSkqKmJfi/LowoULwcHBFhYW9vb2RUVFSOxRnOMPAgARGhoaFhZ27969hIQEMlvfvn0LGwWnMqhWAj3v8ePHxBgXFRWB4b1+/bq2tpauJDw83NbW1tzcHExxz549J0+eNDIyUlRUJDkA+i8iJpx6WO0hH4MpQ6pZYGBgeHg4MxQvXV5eXkVFRUtLC0MK9DD8FgQltBCShzFgRUXFsWPHVq5cuWXLFikpqcTERGBLQlG0tbWPHj2KVfDQ0BA7DkVFRXd39/fv3//6669dXV0bN25EmpiWljZr1ix9fX1eura2tp9//jk4OPjZs2d+fn5ycnJNTU2Uv1u3bikoKGzevLmysvLhw4fh4eG7du0qLS3l10rTirwe1Ka/vx8HTKAokE6yzfbu3bt7924JCQlpaWkdHZ3U1FSEZtHR0fr6+qKiopKSksS27t69m6Zj2bJlE4vLxCrDY6GXoehMBIOF2rRkyRLgGxAcQBzKB0jN/PnzZ/2/19w/Lz6NosO3nTdvHt8B46GZM2fu3r0bPTTmL1paWkiNlJWVsZJir0yEA4IjLGDQQisrK+vo6BgYGLAbYmiCBKykpKSlpWVoaGhhYaGjoyNYc6I7lZeXFwD1PXv2YAm8fft2rJdh1jDa/49aEkUM4SRWVlYwgNXU1KDi6OnpeXh4pKSkoGCqqKhAJ1laWpqTkxMZGamtrU3wO+kofn5+oLDMSgEBAUFBQXQKYWFhMIYFsi87JvALGFZQsODjYfXS3t5O+aBk9P95gVamp6cnJSVxdOfm5t64cQOpTlFRERSM69evQ7FJS0vD77arqwsR5vDwcENDAwZdwMCBgYHx8fHsa+/fv19TU2NmZmZoaBgdHU3q65MnT65everg4JCbmwudAQJeZmZmYGDg3bt3S0pKzpw5U1BQMD4+TmDY8PAwdw7rJMD/J0+evH//vr29PS8vD9Xs8+fPBwYGeAaASVNTc9GiRQQS0Ltqa2vLyMioq6ujkmfd5uXlxRo7KCiIRiY6OjohIUFRUXHhwoWrV6/esmXL7t27f/75Z39//5SUFOyWCwoKMKDAtWsi5i1w5BiUmpub5eXlt27deu7cOeROOJMj5wsMDDx27BhbMxbYT548uXXr1r59+y5dugRtpL29ff369SkpKc+ePTM2Np41a1ZkZCSEmp6eHgKVx8bGaNe7u7uHhoYgxWIIW1tb++jRo4CAgF27dlVXV8PTA5EBX8ODBkZSQ0NDamrqwMAAsp2DBw/u2bMH831paWl6mbS0NNT5iYmJpqamWPDv27dPTk5u06ZN9B00I4sWLRIcC4XyIbQkfDixi+FCgyoUGroY/mrBggVz5swhmmLevHlz5syZ8f9es2bNmv3nJbQzs2fPBg4X0GU+3LFjB6Ga9BeampqUG3Kszc3NBd8GNTU1c3NzS0tLXPIEX2T6DlZOqCjJzAb61dDQ0NLSggtDXgpfiB5K4OzRYmOZCtEGD2ATE5M/qoy5uTlhOnZ2djA1SJhWU1NjYjI1Nb106VJ+fj5qADbZ2FkVFRUlJSUZGBisWbPm2LFjfn5+JBag9KHWkJ2CbDIkJKSioqK2tha+TGtrK+0M6AxVhlLS9efFMwK7HCaLkFwzMDCQmZkZHBwcEhKCx212dnZKSkpgYGBycjKwS0FBAQMUIv2enp7q6uq4uLimpqahoaH09HQfHx/8XIGTL1y4AK527969pqYmMzMzvOOeP39OWYmJifHy8mppaQHpfPToUX9/f0pKyuXLlyHRQBRMTEzEOoTwBiAMknrevHmDjjYoKAgNC/czJM7Y2FiYR8eOHVu4cOHGjRvV1NTwM3R1dVVSUsL81M3NzcvLC84hf1LlsUMmRPzw4cPLly+fPHnyX/7yl7/+9a/29vYlJSVxcXEbNmwQFxevqqp69uwZVgYQfIXNPUtr/s+urq40ESzm2aaxXerr61NQUPD19WUxD83s5cuXN2/e3L59e0BAAMvyhISE5cuXZ2dn37p1a/fu3atXr0YoiNpQVlbW1NS0q6vr5MmT7u7u8PRGR0dramq2bt168ODBlpaW0dFRV1fXLVu21NTUQFOm26LnBQB+/Pjxmzdvurq68vLyent7AwMDFRQUZGRktm/fTmAec5O5uXlKSkpdXV1LS0t2dra1tTXnsLi4+KFDh9avX08RAWdhaOKunj179rx586gptDl82v+uMhMHqIlVScB05s2bRxT6jBkzZv7/Lv45ob7wIZWFP2l2Nm3aJJCbaVKUlZVVVVUNDAyEXACMXMXFxSkcoCo8r6qqCuatoqJiYGBgYWHBJ5iamqKiZOzCfFNRUZFBDEsNLS0tPT09S0tLPT09OiZcHPX19Zm8xMXF/+DL9Pb2kl3v6uqK+QNjmKGhIZLWEydOmJmZBQUFEeJDliNwDC4zhYWF9vb269atO3HiBKCMv79/QEAAPKXAwEBgGhqcoKAgkJ2mpibGIjh4AsGXdw9lhXkb6IQPaZK5GQQVH8lq4eHh5eXlxELHxcVdunQpPT2dQy8pKQlGcnx8fFxcHAKInJwcTkJ/f//AwMDOzk6O7pKSEnd3d9RowBNBQUHIoDh7h4eHQZr6+/tfvHjx4MEDDAFoE6An9PT0+Pj4wCJ1c3OrrKzEZ5tAK0bFwsLClJQU4kGIWydkJzk5mekyJCREQkICL049PT0HBwdgLxUVFUNDQ/x38AyEL4Pzg7+/P6xfqDGpqakGBgYyMjJnzpwxNzeH9GRhYYFfp5SUVG9vL7xBgXEnOGD29fUxTJG8I7g60LsRvVBcXCwhIZGfn//q1SuhymDdRIbhvn37duzYsWDBgiVLlpSVlbW3tzMA4nFFGrSoqKitrW17e7uKisqFCxdGR0dZneTm5v7www9qamrd3d337t1zcnJav349rEgq4O3bt3mHgAffvXv3zZs3T548Ae8LDAzU0NCQlJTcu3evhIQE3LwDBw5YW1unpqYScFxVVeXo6CgmJrZ3717O1DVr1ghADIUG1szs2bPpaHieRRJQ7n9xZ/gcASf+3x8K+MucOXOmT58+cVyaPXv2xI6GRfjEa/r06TNmzKCdmTJlyo8//sg2mrzHQ4cOnTp16vTp0+yGQGoxYdi9ezfGMfQvkH0xplJXV9fS0tLV1T1z5oyxsfHx48fx/cVAD90jSiWMO3Ht1NDQgA3EogrVJVQaclS2bdv2xya7r6/P1tYWDthEfxldXV2kCoqKiiYmJlFRUTU1NY2NjTU1NSRg4S9TXl5eUVHh7e29cePGo0ePwgqD4Y4LAXiBcAOEhoaWlZVB1qRPgRcjLLCZknjrdEy4qDs0yWC9gAiDg4OhoaGXLl3KzMwcHh6uqamJi4vLysqKjY3Nzc3FCRGWfUpKSlBQEHaZLIkGBgbgtoSFhfX19bGgvXbtmp+fX1RU1K1bt9grBQUFeXt7d3R0CGpjf39/FxeXioqKzs5OZkaSbevr63FU7O/vLy4ujo2NjYuLKykpwU6B9C8s9fCdHR4efv/+PdxQAn0ePnxYW1vr7OyspqZGdKSIiMjRo0cp02TgHjt2zNTU1M3NzdvbGymTt7c3f4u/D94XxKQkJSWdPhAgJksAACAASURBVH36wIEDiYmJBQUFGRkZOTk527dv/+mnn9TV1b///vuTJ08KkgL8wNhnU2Hv3LnT1ta2c+dORUVFVmNjY2O4PSFTSkxM3Lt3b319PY0ehYNtvYSExNdff/2Pf/yDdcnatWuvXbtWW1u7aNEiFRWVoaEhXGlLS0u3b98eFBQ0NDQEnZRq/uDBg3Pnzs2YMcPFxYVPtrKy2rJlS3d39+PHj2/dutXT0yP0uSRn3bx5UxhRy8rKLl68qKqqKiUltW/fvr1793KDHTp0yMnJKT09HYZuU1OTl5fXnj17qDLi4uLLli0TlkHMO0IbAuILHDMRzf0vYFioJsKHfI6wS5qIvFBcaF4mPiNc/1VfhE6HVmjNmjUqKipYMQhiaHxIWQDh4yUvLw+kQr3A64uQEzbZpH1pa2vr6enBxT1w4IC8vLyWlpaKigoIOla+Kioqenp6wtpbWVmZJCyGMqRMBApv27ZNT0/v999//6q/v9/a2trR0dHT05MQW1xmMOVWVFTU09NzdHQkfLampgazu/z8/PT09PT09JycnLKystDQUHDmS5cu4Z8E+iio9cLDw0NDQ5E1EkJAcJKgrBeUBFQQMGBhXOJ5gX1Le8zENDg4GBERERAQkJSURORNdnZ2cnIyK5XR0dEXL14g5IEYQnHBT+D27dstLS3oOVmuE7ESExMTEhJy69atFy9eDAwMeHl5ubm59fT0sBt68uRJTk6Og4ODm5sb4i8qV15eHoROkkPYIr158wYO1adPnwg25eakssAxZ4cNPe/x48cIslxdXfX09OCGeXh40Dki5iCZgIEUfxmB0EUdx3cqMTERkYGqqur+/fuTk5ORFwQGBi5ZsuT8+fPt7e3Hjh2bOXNmVlYW6VEUGhbbSJwomsePH//+++/19PTMzc15S6SlpcGR8fPzExcXZ3gUHDZfvHhx+/ZtYsNiY2MbGhoCAwNXrVpVXV3d0NCwePFiS0tLjHWePHkSHh6+efPmnJycx48fW1tbHz58eGBggJlLSkpKREQkKyuLlbmmpubatWsvXrxoZmYmJSW1devW2NhYtmPDw8O1tbXp6enonl+9elVZWenj4wNPT1xcXFJSEjNgOTk5BweHrKwslFwIoHbs2CEqKnrs2LGdO3cyDVFcKDcUlIlVRoBjhcnov3oZoY4AvghmqcIiaeIKif6FLTVdzP+3ytDjTByppk+fvnjxYiUlJQMDgyNHjuBM9PPPPwtupDQagFOCySayRAYfKq+ioqKsrCyNj6amJh56AMDEM4HU4EYuKyurra1NIVNVVT1w4MC+fftw81RRUaGEYUlz7NgxW1vbP3oZKF44lRDM5OjoiD21srKyqampq6trXFwcDNqIiAh/f3+kj76+vl5eXhkZGcnJyfLy8nv27HFxccH8ASQST2/qTlBQkL+/f1BQUH5+PntrSCtUGQgytCoMRzwWQF+BhcW2lTuBAT4pKYkdOcSTwcHBzMxMeCIDAwPj4+M4GGJqB/EU6iqM0tTUVIgnly5dqqiouHXrVlxcnLe3d3Nz88jIyPXr12EVAhux/O7s7OS2z8rKqqurQ7oG8xIzJPxK3vx58Qyhhc+fPye1R2BqCsJZVjOkYkZHR0tKSi5cuFBMTCwyMpLtflVVlYmJyc6dO/X19XHSwoMCtSRSpsuXL4eEhLBRQo2tqqoqKiqakpKSkZFx9epVJyentWvXJiYmtre3W1tbf/vtt4GBgXiyCWYLbK8h442NjTU0NBw+fPgvf/nLd99998MPP8yaNeuvf/2rubn5nTt37O3tpaWle3p6JrLgSbDdu3evjY3Nv//9799//z0lJWX+/PlXr17t7Oxcu3atnp4ei/zbt28rKCiIiYm1tbW9fv06NDR0xYoVQUFBnZ2dlpaWU6ZM0dLSGhgYuHfvXk9Pj4KCwt/+9revv/7666+/njRp0qJFi9zc3ASXIqowdAFs2z08PKgyBMufOnVq3759hw4dsre3z8vLQ8jW2tp67tw5+DUEQgkNyLJly/4vY+8Z12Sero/Pm7PVOrZdHUVRem+BhN57r1KlSUS6NBUdKdKR3ntL6C0QqvQOgjAgUgQrioMFndldZ8/Z+b+45LtZ5vzO5/+84BNCKAl57ue+r/sqFy5cAMcXQxPBeglMgxkKBei3B2fd2bMFJ23LqVOnFBUVz549e+TIEcxH/z+rDLqbU6dOWVhY0Ol0c3NzQLPEftTU1BSpx3p6ek5OThiZgbfiQAoK3KfwjbDHVFRUBEka3prgUiN3HA+2t7fHVhsudyDgAKcH3mdsbOzk5IQl4797GdDnbt++HRISEhISEhQURKfTUa5cXV2Dg4Pz8vJYLBay1rKzsxFOkp+fHx0djfAgPT09FRUVxBjk5eVlZGTk5ubikbm5udhqY7FdXV0Nyu/09DSQEVBaUFMAvgDYA9YLyhzcBtDUkDUnuP9lZWX37t2rrq4Gyf3169f3798HCxncDdg75Obm1tfXY7fV39/f1tbGZrPBVS8rKyspKenq6oLvZ01NTW5uLpvNXlhY6O3tzcjIABYAdSwMR2Aivby8jExCULlxAyxY+BjBdRVfwlt/YWEBhoycPiCED/7u3TuQj3t6eoyMjKSlpeXk5AICAjo6OiBNvnnzJrYkd+/eJboNMjFlZmYS9gAsrCorK52cnOTk5PLz8ysqKqqrq/38/KSlpZuamhCW9qc//SkwMHBrawtYDCoL0VuD3YsAoPLy8paWlsXFxZaWFgkJibNnz7a3t4eFhZmZmRHPAazk379/v7a2Jisra29v//Hjx3/9618JCQkHDx6sqal59uyZlpaWhIREd3f348eP6XT6gQMHrl27Bl7l8PAwMnllZGT27dt34cKFkpISoidITk4OCAhAaBeiwUCwxJQ9NTX15MmTd+/eTU5OlpWVZWZmBgcHW1paQlxjaWmpo6MjJSWlq6sbFRXV3t5OwMHExEQVFRVcpSkUCiG8cO6hyeaIlA+UAKCwnJtmHJygL+HgkYOzlzlx4gSAHuybTvzm+L+rzIkTJ/T19d3d3Q0MDFAa0FwYGBgAHEFcAbZFJiYmWlpaSkpKqqqqxsbGoNih0EDwheFaQUEBEg3kSUpLS1OpVDxMWVlZW1ub/C4IL1G7ZWVl5eXlaTSalpaWo6MjJq+bN29+9ZcJCQnBO/XOnTuhoaHBwcGIH4O5+aVLl4KCghCUVVJSUllZWV9fj5wTxJiUlpZCQa+rq3v9+nW8uZFLW1JSAr9x2J3gBKioqMCpDhYMKgtaGIK54IpK2BCwegEHDLQxXGlBSy8pKUlOTkaVARtlaWmpuLg4NzcXUibArikpKZGRkQiuBhO/ubkZV0JMZ5jCHj9+jFyU+fn57e3t5eXlgYGBp0+fYrQhJF0I0j58+EDS0VFo8DBgwJiDUEHev38/OjqalpY2MTGBO1Fl8KOIQG57extDSmNjo7q6Oijhenp6SUlJQ0NDCwsLFRUVVlZWsOOMiYkhVSY+Pj4lJSUrKys9PR3QTG5uLjST9vb2cnJyhYWFDQ0NTU1Nly9flpOTa2lpgRhdSkrKy8vrzZs3JCST6LYIH29tbe3Vq1d4dujaiouLKRRKe3t7eHi4iorKysoK+rj379+D5764uCgmJubi4vLx48dffvklIiLi8OHDlZWVHz9+LCwsxLpEVFT0+PHjtra29+/fBwy0srLCYDBMTU25ubnl5OSysrJIzBveFcDIX716RYQgRG+FF3Z7e7unpwcCrsuXL2tra8PUSkNDQ1FRUVFR0draGjapUBhMTk4WFxfjjDIxMZGSkvrrX//KKRpAuUGx4CwZf/3PgyyqOQ9SaAhfhrNUkUJz7NgxTFUEAP4/qgxnoQFSo66u7ubmZmpqqqmpqaqqqqWlZWBgYGlpqa6uLisra2pqiuFIU1MTG31NTU0tLS1zc3MXFxdkGMDXCtbrWlpaiHZDYCwkV7Kystra2ioqKtj340AiipWVlZGRkaurq7GxsbOzMyx7IG4C0P7vien27dsIkw0ODkaCLUAjYNEhISF5eXktLS2VlZV5eXm5ubnIP4GFOJzolJWV1dTU6HQ6hNEwZ8P0BNkkOKkpKSmVlZVg4oEFA5AFZmgLu7GB8DRBO8OpkF5eXsb7HktQdBPYZJeUlKC9RwoXk8ksKCjIzc2NjY0F1AdCWkVFRUNDQ19f38OHDwlHHu9d9BSrq6swmltaWgIGicpFtDlol4gYH1UGRQcGq6RPIaI1DEdtbW0xMTGDg4NEREsqy+fPnz98+IBTFImUOTk558+f9/T0vHbtmrm5+aVLl0pKSpDAGxERERwcjCxQiN3BzYMOHgSlrKwsiJhKSkpsbW2pVGp+fn5VVRWLxfL09KRQKC0tLZOTk83NzWJiYnQ6HRt6qJnA9yV5THi1IYCEwuDHH39MSEjQ0tJ6+PBhaWkpHx9fUVERBJAgEL99+3Zubk5ISMjDw2NnZ+fLly/37t07fvx4ZWUltv7R0dFUKlVcXPz27duzs7PQTJFQPbRLAwMDxLWH+FEQ3xm8VUAmxD57ZWXl48ePDx48KCsrgzOuo6OjsrIyrt7KysrAINzd3XNycpBPApnL/fv3vb29NTQ0zM3NJSQkIE/lLBOYcf7yl7+cOXMGIgOwXQgEgy8RnQHhyxBCDWHN7JmtOIkwnEgNDlQZUlbI7ol8ilAKfX19Nzc3KysrTU1NRUVFZWVloCQ6OjqqqqroR4DaQmaB/g47IzCGoRIwNzc3MzPDyh8PUFFRUVBQkJOTk5OT09fX19TUBMuRRqMRVbejoyPM8J2cnEDMAWdPV1dXSEjI0dHx3+7i4eHhERERCAOh0+kwBHVycrp06ZKHh8fNmzeLiora2trQtkRGRt66dSsqKgpvaLQ2KioqvLy8tra2oK7k5eUhaw2ySeAF2DcVFxffv39/YGBgZGQEcAzsqfA+w3yEEWlpaQkK4CWOA0UEnN3Jycn+/v579+6Fh4fn5+cj3QYEnMnJSTabDSYhcWbAhoiE3YDGTrwIXr16tb6+zmKxIiMjYfGJpgmg5uLi4vT0NClwpMyB0UtcPzhzKmDCCsDl48ePLBYrOjp6eHiYyPNJv/PhwwdEi4F18uLFi4qKCh4eHg0NjcTExMTEREtLy7CwMOyw+vr6fHx8bt26Bf4xiEggDaSlpWVkZGRmZiIbG47iVlZWEhIShYWFdXV1TU1NXl5ekpKSnZ2da2trmZmZAgICAQEBW1tbUJ+jYSSmOdhYY+mDT+G2JSMj4+3t/erVq4WFBWNj4yNHjoiLi0tKSnJxcRkZGaEQKCsrx8bG4pXBIhKaL2KOBXUCnG45E4hQtZHWiLkYfCL0L+TtQQxD0f+iDayrq+vs7NzY2Ghubra1tVVSUoKRlaamJtYi/v7+FRUVmJggnZuZmcnPz4dAWUZG5tixY6Q3ISMPcpw5ERZCnAHzBXIk8mDO7yUyKNxPahZWTlAPcBYXUm5QUL799luANWhejh8/jroDaaWwsLCrq2tgYKCLiwvIMqgFiOtFowGHQKyM1dTUsFBTVlbW0dHBgsnExAT0aC0tLQUFBQ0NDXt7ewUFBR4eHmlpaWgIUFx0dHRkZGTk5eVhK4Mv0Wg0rJloNJqYmJiampqtra2cnNzBgwd1dHR+/fXXbx4/fhwZGZmcnEw22YGBgRAxAYv28fGJiIiA7oPBYADWxYmN3QqLxcrOztbU1BQQEHB2doYqLzc3F7hMWloaXPUBCYOZ2tzcjHwCmDmAq7KyskKgGax+FxcXsX4aHx/v6+tDEWGz2Wh3+/r6BgcHh4aGhoaGpqamSKezubkJTurTp08RhICKhppFLtdYo8AMEZfEmZmZmpqa8PDwtLS0+fl5TAqQZb9+/bq3t5fBYGAtggoF1u/Tp0/he0BS0NHUoOXBZAReb2NjI8wfMHeQKoPFMAkDg79RW1ubmpqahISEl5cXtnju7u61tbU4/xMSEkJCQmJiYm7duhUeHg7KDEIj0tPTCUexurq6qanJ1tZWVFS0oKCgsbGxsbExPDycm5s7Ly9vdHTUxsbmd7/73Z07d7a2tvDiEGsu7JggQE9JSYHoFgIZMTGxs2fPNjY24qVms9mOjo6ioqIUCkVfXz8xMRHf29PTA5UGqsbm5ibRc6+treG5o6Q+/8+DlPIVDtdxYm0D/IhM07AoWlhYePv2bWNjY2ZmJn5mcXGxoaEhAAhEkWF6Qh4Wm83u6emBO+IPP/zQ29sbEBCApSzOeayr96gKMOx899136Eo4WXZkFX3mzBlOvwhCICa3z507h8pCiDN74Bj0LEd2DzD3SJU5fPgwHnD48OFTp07p6+v7+PjcvHnTx8eHmIGjtYGqCMZ31tbW3t7ebm5u2tra0tLSCgoK6urq5ubmIBMpKSmpqKhQqVSgKnp6etgWycrKosoYGhrq6OhACEaj0fBL3d3dQXSk0WiGhoaKioqioqJCQkLgBAPStrOz++ouHhkZee/evdjYWCjuAgICkF0Lcbe/vz+kku3t7SUlJSDCJCUlISguMzOzoaEhOTlZS0tLTEwsKCgIFrOZmZlo2uEEDK02yGw5OTk1NTXj4+OwjBkbG0PIEZvNRihCU1MTrPbhgw2Re29vb09Pz/Dw8IMHD9A2gx4Gw4St3QQ1OM6B09Xe3s5gMPr7+6enp1ksVkdHB9lPwUlgZWVlenq6tbU1Pz8/MzMzKirq+vXrycnJ4+PjaGSIp8zLly/b2tqysrLm5+fREAEVwlmBv4TkE7x69WpmZqa7u3tpaYn0Mpubm3V1denp6TMzMxipSIlBI/Pzzz//8ssvMK9GGoa+vj6VStXR0UFwsLu7+927d/v7+5eWllgs1q1bt/AvwyYbUZDQZ2PflJGRUVhY2NjYaGdnJykpWVxc3NDQ0NDQwGQyqVQqDw+PpKTk/v37jx07xmAw0NOhfyFtBSJc5ufnTU1Nv/nmm//6r//6/e9//8033xw5ciQgIAAMI3g7rK6ugoiwsbHx/v17IFMIOSISLXiqw2sClQVVDMUapYG0NsDdgBAR8g5okyQvBTIU2HosLS29f/++rKysqKjob3/72/r6elxcHK7bWlpa6urq4N2ZmprGxsYirmdgYADuQri8ZWRkYOnLxcV17NgxztGGtDCcUMsegi8pFoB+OR+MFubcuXMwJDt79iyRYpO5iXOXdHj3+Hb34Kwy3377LWrNwYMHeXl5HRwciIVrUFAQJBqI8bO3t4f4AAvpixcvmpqaamhoyMnJIYoHVZVCoYiLi8MIAkpIY2NjcIWRHSgsLEylUgGQQwgGuTbYMQYGBi4uLo6OjgoKChISEuLi4mpqasT386sj5+PHj8PDw6EDuHv37s2bN2H7gBWgnZ2dv79/YmIiqgCIJFFRUaCcwjacyWTGxcVBjRYVFcVkMkGQASyCBh7tTF5eXnZ2dnZ2dmlpKQyDm5ubEWNy586d2tpaFovV3d0NkwdO1i+U1jjn19fXJyYmamtrh4eH0bzg/v7+/vn5+fX19dra2rm5OWijsWNaW1urqqpqamrCW4r4G3R1deXk5OBZpKSkxMXF1dfXP3z4EFgAGRlQZZqbm5OSksbHx2EKjT4ILczTp0/hbonyMTMzU1hYmJ6eXlZWNjY29ubNm52dnTdv3lRVVWVmZj58+BAba1JlsI2CGfXOzg7g1efPn1+8eBHrgFu3biHJ283NrbCwEDBwZmZmTExMTExMeHg4ZtLY2FhwBeAciv6xsLDw+vXrvr6+hYWFcJmpr68PCws7fPjwN998c/z4cX9/f87GDTUa5QPOmCsrK729vbAlQxtbXV29uroKu1m8OFtbW9jKE0AKzxHkIJLlQOIKiFMyXklSZYh1HjEtx/8LcxwuEsQhmNDB4Um2vLyckZExPDz8P//zP0jmkJOTo1AoAGWgsnFwcEhPT8dUNTExAU0cJjIGgwFnA2FhYbL3wUEqBaHPkJU2GHfoVvbUGk5ohvQyhHqDFTgZlDAHHT16FHPQoUOHUGX29DLkMd9+++3hw4cFBQVBxnVxcaHT6QEBAeDrOzs7X7p0iU6nkwRrPT09S0tLbW1tBQUFWVlZLJ50dXXl5OTExcXl5OTgiaGlpWVqagoJkqKioqCgoJiYGERwMjIyEGrARw2ND2ao69evOzk5USgUGRkZcXFxKSkpbME1NDS+JqUsLy/DYC05ORlnO4LWSQp3YGBgenp6V1cXBKwlJSUJCQkZGRlNTU04l5qbmzMyMhQUFAwNDXNzc5lMJkBfGJ1kZ2eDjAcwGOBxTk4OgplAt+/p6WGz2cRAH5P2wsJCT0/PyMgIkBpizjYwMJCdnQ1r2+rq6vn5eZweRUVFeHBubu709PTm5ibEnLOzs21tbbm5udBJAkheWVlhs9lpaWl4LrB66u/vR0/O2b0DtXn27FlTU1NKSkpPTw+sfEmoxfr6en9/f21tLeTa29vb7e3t6enp+fn5eNaDg4Owd62qqsrLy5ubm8O4hBKDKoOOBhd/5G/s7Ozcvn1bXFzcxMTEwcEB8lRXV9ewsLDe3t6XL192dXXduXMnISEhPDwcuAzx2YCtDOzEQcYDp6m+vr6srAyyhvj4eDs7u6SkpNXVVVj/gbJM9ncEK8H+Hh0Z/mbUDtRi2NOi2gKfgvKTfARSTiYmyLX2tEuoMvgULziJr0RVwg3wBjExEfk40Jnx8fHW1taKioq3b99++vSpp6fHz88PJQazEk4hNze3nJychoaG3t5eeNOQreX9+/fd3d01NTUlJCRQIDinHgLfknvI0HT27Fl0KKgggGlIL4PHX7hwAWupU6dOkUJz6tQpNC+kyqB2oMQQpi+n1gmTFBQGR48e5eHhAZRrZ2fn6+sL+yHClIGGCxalqqqqLi4u2EOBB4zXREJCgp+fX1hYWFBQUFRUVE5ODvEy6H1kZGRUVFR0dHSUlJQoFAp4MZqamlQqVVRUFDxGY2NjT0/PS5cuKSgoiIuLUygUKSkpdXV1oIF6enq//vrrN2tra2hkEhMTUWVCQkKuXLkCzrKrq+utW7dA3xwaGmKz2XDJ6+rqGhwcJNa/iF7V19evqKgoKyuDuUleXh4W3uDLABJGxmNmZiaDwWhvbwflHMrs+/fvI6m2ubkZHHzkB4EjAwursbExlDAALkCF1tbWEGwApAYjD+pCTk5OdnY24qtxAQT0MzIyUlFRAWVTR0fH5OQklrjEUWVhYQFx4PPz85DVNDQ0wD+hrKwM4iMglENDQ+np6YCiBgYGXr582dTUlJ2dPTAwMDExAXHDysrK5uZmdXV1cXExEggJhQ+nLnBfcho/fvy4p6fHw8MDVUZfX7+4uHhxcTEqKsrZ2ZnNZr969Wp1dTUhIQEYPMm9Sk5OzszMzM/PLyoqYjAY+I2IjqypqWlubobCoL+/H4rkR48eoSNDlgA5t1EIyAGcG2s1EhePXu8lx4GNGyExY32GWvP+/Xu8XOiSULnQCmHGJI0Mfj7xFcYFBhQeQL8Yl7AcAK8SjlYwXdzZ2Zmdna2urr5y5YqSkhIAUSAypqamPj4+JSUlYP2iA8IlB5mffn5+xsbGIObt8a8iEm0waGBPBX4wIdSQ6nN611uP+FphMwUUZs+EhYp24sQJzEGoMiglpPQAoCElBkXn8OHD586dMzMzc3BwgAcV3BhgLmVgYIDnjoBadXV1BCcZGRlZWVmBvKurq0ulUtGqiIqKonDo6uoaGBjY29tbWFjQaDT0gDIyMhQKBRUH3D/4BCN+VkNDAz8BbRGGJh0dHTExMQMDg19//fWb1dXV6OhoKHqxEw0JCYHDDQJx4SyDSGkwXPAfhXEvqCWBgYHi4uLq6uqgbOC6CnYMbhMXCIi2o6KiCgoKWltbIYbq7e2tq6srKiqCkLKoqAiFLyEhgclkEgO9hw8fNjQ0pKamslgs1AIGg1FcXLy8vAxxM0RV6enpExMTGxsb0EAANurv70fXvbq6+vDhw76+vrKysoSEBAi18VbGmbaysjI0NAT34uTk5Pb2dlx1GQwGTmacyVhCvXjxoqWlJSsrq6mpKS8vr6KiYnJykslk5uXlPXz48PPnzyMjIwUFBWNjYy9fvqypqSkpKZmbm8PSmrPKvNs9kDqYlJSkp6enqKjo6OiopaVlZmYWFBQ0MjLS0NDg4eGBLfvr169LSkqCg4OJPBXygoyMDPRQJbtHZWUl8t5ramqqqqrgaAcvMaQ4Q5mBsZR0E0BqOWsNTPZxm8yMeyAVtDDgAZMqg4oDQgBcfmG7h48kAASSUWJajr+EMAMJAEyciQHbAw8COxzkACaTmZqaamlpSaPRYAcHzpGxsXFoaChW+JCYIOoIHdns7GxQUJCDg4OGhgY6Dk4KDGYc1AjSnvDw8BDaHqddHkyCOQclzh02p/4AAA00kygxoPOCJkNQ3j0wDYrOoUOHeHl54Tilp6eHQgBTKy0tLRqNht28jo4OnD2RAEmhUAQEBGDxqaqqKiYmpqmpaWxsrKSkJC8vr6WlhVZIV1dXTU0NxQLZ6nJyciT4TUdHB0wZY2NjBQUFQUFB1Fw+Pj4+Pj5hYWFgNCdPntTX1//111+/WVlZAUUdBprh4eGBgYGQV168eNHDwyMqKorBYAwODmIlBPH05OQklJMwsgoNDVVUVDQyMvL29nZ1dXVzc/Pz8wMcFRgYGBQUFBISgijuiIgICPxKS0tJW9Td3V1YWBgfH19TU9Pa2pqdnY10ynv37pWUlIyMjIDcOT4+jkZpdHQUdaGurg4zyMDAQHp6OrJZc3NzMUaVl5cj2Bvu38QXjlDvAGNnZWUVFxfDCRDMi9LS0rS0tLq6urq6uqGhITQOMHxhMpmdnZ3AOxYWFtbX10tLSysrKx8+fFhWVlZQUABPiYqKioWFha2trd7e3ry8vMnJyTdv3qC3Al/m3W8OtDMoPcnJyZqamnJycoGBgTo6OtbWrN7XWAAAIABJREFU1o6OjlVVVRMTE3FxcdevX6+qqvrhhx8QAoO1HUZR4O6pqamIl8zOzoajOJPJrK2tra6urqqqgl0emlAYXODkR+0gO35UHM6Ds5EhaUEETyGLNqzViLP6jz/+CIQelsCEBwCGDlIciAYKPw2jEzoa7NRQbkj/AhondpGwfYAzzs7Ozvj4eFxcnLe3N3BNXNu1tbWh8bl79y6ie5HcwGKxxsfH19bWNjc3FxcX79y5Y29vT6VST506Rdh3hI+HHTNBgklBQaFBX0PYMZzfy7nABhkP2yhsskF7IUDM0aNHUWWOHz9OoBnSwuDB3377LbZUXFxcqqqq2B8LCQkhTN3KykpGRkZGRsbAwADaIltbWwS5oVMTERHR0tLCmt/MzAziJrQ5VCrV0NDQw8MDNskQCpiZmWEhBeMYJMCpqamB7i8hIcHNzc3LywsEh0qlysrKKikpIejKysrqK/p7+/bt6OjoqKioW7duhYSE+Pj4oKGysLBwdXWNiYkhPTY4uyMjIzDK6+rqQoItcuN1dHTc3d0BRMGuHGlBCQkJuNiiC4CnHE5XAMCtra2gzxUWFtbW1qalpeXn59fW1kKd0N/fD7u8gYEBAEMzMzNAAZlMZmZmJhyCs7KymExmcXFxQUEBmOM4tebn50tKSsrLy3HRw/fCmAZaJCaTiYEuNzcXHoCFhYXV1dVAnYFNPnr0qKysDOlOIBYXFhYiqj07Oxtr/tLS0tLS0v7+fgyJKMGFhYVMJvP58+c7OztLS0uoj0BG9+Ay5OPHjx8LCgr09fUlJCRu3LiBTQGISAsLC1VVVe7u7l5eXk1NTcvLy0CLAFQB8ELFKS0tLSkpKSoqqqqqqqmpAWO7qampuroatwH0wC4PJzx6B0wxnJgUZ19Dwg+B6ZIuhmQYAIghwR3oa7D7A6DD2QQR5JhkEuEHEjthmG+g5CEvFFcX0DVJTw1dyPPnz7e2tvLz8xMTE11cXJSVleXk5EDG09DQUFVVtbGxKSgoePDgwbNnz6CDrays7OvrA+NpYWEhPDzcyMhIWFgYZlFcHD6+Fy5cINjtntZmD7V3T5XZ4yxDbKuwYzpx4sThw4fhsEn2RzhQZUgLQ+4nphBHjhw5ffo0Rh4xMTFkNMLckkqlQrrl7Ozs5OQE36iAgABXV1eYeSOBU1dXFz4yKioqhoaGmJJgNAPKgp6enr29PUxgHBwc0A/a2trq6emRnZSioiKFQhESEpKRkYF0m0qlysnJycvLQ9b7tcrcuHEDXLubN28GBAQAy0Hq7ZUrVxITEyG8xjwCU8729nZERHZ1dbHZbDqdfv78eW1t7bi4OFxF4cYA1gZAX0SyIbIDgaEdHR1QeGNJHBcXV1JSQqpMc3NzVlZWTk4OwptGRkbQfeTl5Q0PDy8sLPT396enp+fl5aE3YTAYqampKSkpcIGYmZlBGvT6+npbWxvyQ6Ab2NjYWFpa6u7uZjKZw8PDDx8+RABYUVFRd3c3Rrbm5ub19XVAkktLS1NTUzhpQa8oLi5mMBhQeGdlZd27dw8neWNj4+PHj9lsNv6Aqamprq6uBw8egAKDgGQgFDgJ0byQ0GWyb6qsrDQxMREXF/f19U1KSrKwsDAyMvL09IQYIiwszMjIyN/fH0v63NxcDEqpqalxcXGZmZnl5eVMJrOqqqq2traxsbGhoaGurg6cgPr6+vr6ejCP2tvbYf2LgkKiI0lZWf/NQVZvBIhBvUA/QmwAwXgm5EMwG9+/f7+1tYUiAg4xvpekIBJGNeEcY7GIA9GX6GLICnJsbAzEq7GxMWhQOjo6WCyWg4MD1iIyMjIKCgpgfHh6era2tq6urm5tbX348OHVq1dsNruxsRF/3tLS0u3bt+Xl5c+ePctZPlBlONNRMCKhapw5cwYMGk4CHml/yLabiCrRyEB/BG0kEF9ALXtQGAAxnBMTHnny5MkjR47s27ePn58f+kZkP6ElgRWmqakp/Bx0dHRcXFyuXbt269atq1evAiq2srKCUamJiYmbm5uKioq+vr6zs/PVq1dBAkb4CRJmANHa2dmB5mdvb49EFHB8icgA6Az4frKysjAndHV1/cqXuXPnTnx8PHoZ4pLn4ODg5OQUEBCQmZnZ2toKbtvg4CBAX7xHkXnS0tJCp9PhYlVQUAAja7i9Ya8EuBeyGqicsMxmsVjt7e3t7e2NjY3Z2dmJiYmAeyHGqa6uRrVqbm5Gvld/f39FRUVqamppaSnsL2NiYtrb28HcBV++tbW1qqpqZGQEzjKAXefn5ysqKvLy8hCHtLGx8eDBA8jEBwcHnzx5Mj8/z2azy8vLGxoa+vv7gZhiaIdr18TEBGIbsVxHfBfOt4aGhoKCAkRTLS4u4lSBKwJkxzj3yF7p9evXjx8/BoWEbLI/fPiAT+EIUV9fb2FhISkpaWNjw2AwIiMjTUxMlJSUsrKynjx5UlxcjMtRVVXVxsZGUVFRSkoKEF8smKqrq2tqampqajAlocSw2ezW1taGhgYw62HC8ODBA0xMZHXNyVUhFYfzS7hBphsyJWG7hH4EgxJRgWIlhyxN8l24QXiM+Ij7MSsBKgIEA34mHOax0kbO5MjICDbZsbGxjo6OERERa2tr09PT1tbWCgoKMjIy0tLSampqADX9/f2HhoZev34NYsHExATepWD0LS4uBgUFaWhonD9/npOMx8XFdf78+fPnzxPcFzmT2CuBEwy0hSy/UaFO/2+2VagynJtplBWQ+lBWgNSg7qAkcRYdUIGB1wgICGCiQa4TxJDq6uq6urpw+UYPgkJw/fr14OBgSBwdHBywOZKQkEDzYmdn5+rqClgKVlgWFhbwQkamrY2NjY2NjampKdBlmGPB7wq/CGXo4sWLjo6OJInFzc3tay8D6SDUMYGBgYjjdnBwsLe3v3btWlZWVnt7OwkkJtmSMOXs7e1lsVhubm6SkpIXL14EjR3EPAQbonlBfcGGFfcj0qG5uZnFYqHK3Lt3DywyeF/V1tYi2qm+vh4hk9hDlZeXFxUVQYHZ3t6O3fPq/3aQMFAAKw8ePCAKnQcPHmRnZ2dkZICdxWKx4MZSX18PEQ0mO1RGBBLl5ubm5+dDrDA6Ojo/P09OCdQyrHJRUEgQF0ksQJXB1IB8Eqy9Acd8/PgR09PHjx9/+umn9vZ2BwcHKpVqYGCQn59fUlISHx8P0xDwni9fvuzo6IjouLi4uPj4eEAwBQUFqOBMJrO5uRk0PDAScd2uq6sD7RUxGkhrIKAscFBykgMc2Q2V/ZrWBnYJnjuxSYeYiwDAwH3BgQYug7wUlGC8UITQiFGL8CrxKzAcoUtdWVlBggK21xhpnZ2dZWVlw8LCNjY2MjMzT548yc/Pr6Wl1dvbW15eDhMmJSUlJSUlBL/p6+t7eXmNjIxsbW19/vz5zZs3iYmJBgYG3t7eY2Nj7969W15eRsgkDw8P2UNjUY0WhiyVyF5pT8Py3W8c8wgQwwn0EukAofaiahDXGJQkzETkYZwTEz6iyly5csXCwgKiJEtLSxhWwSYG2iWywPbx8QkICNDX17eysrpy5QpAYnNzc2dnZwcHB11dXSsrKxcXFzjvwTLCwMAAUQRGRkZAaUEphvEgttp6enri4uLy8vLW1tYeHh4gwQBRVlFRcXZ2/sqXQWRSfHw8hjcsmBDmFBwcnJ2d3dHRgW5ieHiYoDPYMQ0PD3d2djo4OPDz85uZmRUWFlZUVJSWliI+lUQawrcNt8vLy/GRdO/gsyQmJubn5zc2NqampiYmJtbV1VVVVUHDPTIyApxvcnJydHQUCAuy2bHdxEdceDG3o3/G+QxwEVdm7JKWlpY6Ojry8/NBUMaNkpKS0dHRzc3NR48esVgsrOH7+vpwjYUhLlH04AQjZxqWuASSwJUZkxHWLsRKBqNBc3NzbW3ty5cvMSuh3ECZ/enTp+HhYTc3NywRAUUhFxjJfi0tLcXFxfBPDAwMBF8ZvuJAgmH4wGKxEIrS0tICbQGbzUbziGxpIPrLy8t4UgTlJa8b2S5x7rZJL8MpH8VPAI8GzBrinvP69WtgPW/fvn3x4gUBcSFQevr0KQGGMSWhNKPqPX36FH8/AYPm5uZsbGzImoZOp4+MjKBhaW1tra2t9fb2xpIVUmxsXiEycHR0ZLPZb9++/cc//vH8+fMbN24YGhq6u7uz2ezNzc2VlZWsrCwzMzMAvWd2I9+4ubl5eHgwLqGs7HHJI0sozspCbv+2xJD9EakynHacnIkoAGv2HESNffjwYQkJCQ8PD1dXV2dn54CAABj92tvbu7i42NvbW1paWlhYIG0NHuAGBgYQdl28eBH2ow4ODubm5lQqlUqlwuMOdUpdXR0rJzc3N0NDQyDBhoaG6urqSARWUlIyNjaWk5PDXklBQQG/V1tb28jI6PLly3Z2dlJSUl+rzNraGsivSUlJ4eHhoaGhSJV0dHR0dXW9ceNGXl7e/fv3YTo1OTmJADakteFGb2+vm5vbqVOn1NXVEfSFFgY9PApKRUUFcFncg0wfiPdaWlpqa2szMjJgWNvU1MRkMktLS5HljN5nYGAAKbew14PBOCQthA9KWKFwA4BrwePHj4lXAPYU6GUw53d1dQFtKS0tra+vR8IhFqvr6+vz8/OwjwGagPuf7yaiE5U2qTicuxJ8Cd+LFoZzab29vY3l2uvXr2Fztb29/eHDByw7Pn/+PDc35+fnB0I3mhSgWmlpaXAGGhkZCQsL8/Pzg/VvfHw8/JWTkpKQUcNgMJqamhobG/ERG32gYO3t7VCr9vb2As7gJMKs7yb2buzG9RIOC1oP3IPFM5l9CLsXECyRgKKAQu1NXhxO4eXbt29XV1cZDMbVq1dNTU0dHR3z8vIAFb1+/bqvr09JSYmXl/fq1at9fX2bm5tLS0sYB2pqaths9sTEREFBATc3N/KCFxcXnZycNDQ0kJECdxXkfiCEKD8//9mzZ1++fFlZWfHy8sLitra2FjNjc3OzlZUV58aaQL+8vLzc3NwoKCTIjTOcgIgJABKTErNHYI1q8tvehHOLRCi/WCftOfCAgwcPHj16VEFB4fLly+7u7u7u7r6+vmhb0PPCahOUN29vb2VlZSqVikUSEpBA4QW5XEdHR0tLCx+1tbV1dXUBr2CRhG2diIiIuLg4EC6EQdLpdBsbGwkJCTk5OQQbqKqqSkhIaGho2NjYGBoaqqmpfU1KWVtbgylvUlJSTEzM9evXkYOLoJawsDBwaiFdBaIJ8dHY2Njw8DCSp/39/U+ePKmgoICFCzoXnL2kqSkqKgISjAIE85e2tjaYbEdERERGRiLeBOkIQDp6enp6e3vxGxELB84ObMbB0QI6SEzwcCfe+pibCNkU5w9hl66srMzOzqJyLS8v72F/AGggoCbZoZAxgdyPb+GkyeNHkVULqS848Yi8AB8BykDrtL29/enTpydPnsTGxhoZGUlJSYWHhxcXF0MuUFJScufOHVtbWxaLVV1d7evrC/OHhIQELLAhy05LS0NTyWAw6uvr0RXW1dWxWCyIxYCv9fX1IVIWtZKgMHCWIZomAgNzKg9Ig4Oig1aOzKfQf8LXisg13r9//7e//W1jY4PNZkM5hQckJiaCZEGj0bCdiYyMxL8sICCASqVeuXJFTEzM1tYWQxPCfMlyPSYmhkKhgFazuLjo5+cHrQ1sKAk5zcnJydbWNikp6cmTJzs7O93d3ZaWluj86+rqMLK1tbUpKytDXgBkl2AxQH9JPNOp3SAUTrYeYc0Q9xnO+kJKDBBflBKynOakw4CVR7De31YZso2CKZehoaGVlZWhoSH0BNgEgcyJZ21hYQGeLoIHbt++jUIDPjQi8RCrZGRkpKuri5KkqKgI2p6srCyMoqWlpVVUVFRVVWFFAjRHTk5OU1PTwsJCQ0NDTExMRERERUUFfGszM7OAgICvfJmoqCgQ5+7evRsaGnr16lV3d3foI+D4S8h4qDJjuweCru/fv3/t2jVeXl41NbWcnBxw4bAxLS8vR5UpKytD6QFeg16msbGxtbUVKQgwoKmuroZjeXt7O0BKIHwjIyNYZpNwa1DL0X7j3U/ODZwtz3cDrdFpE5cG7LAB3KANwdaDMDXIRxyvdw+UFTTz6GhI7Nmz3Th6TqiCTExwvfrw4QNRTmKtCyyGMPSAzmDT9PDhw6ysLDs7O1FR0evXr4MllJqaCtFGaGgovDUDAgLAXYyNjU1NTQWyjiKelZVVVlZWVVVVVFSUl5fHYDAQMtnS0sJms8m6cGpqCgkKRABN2hmgvziIcBG1Bi8dOLt4vqik+PTp06fj4+MgQ964ccPc3DwmJub169dImHR1deXl5b148eLGxsbbt29fvnyJN+vg4ODCwkJ9fT3EwRBbq6urJyYmbm1tRUREXLhwgc1mz87OysrKuri4EOF4UlKSpKQkAs43NjaioqKkpaUVFRUxIOjp6SGZCLBFVFTU2tra3//+9+7ubjMzM7gfMJlMoNeNjY00Gg18XFQTQooh1pzE84FkKqHi7PGF+F9LzB49JJEO7GH3Hjp0iGC9J06cIKolQts7ePAgHiMmJoYqAD4umhE1NTV1dXUoHrF7AsPWw8MDL4KXl5eDg4OZmRmGJisrKxhfKSsrkxdNQ0NDW1sb/Qg0UMBZFBQU5OXlMRZB8i4tLY1fqqamJisrKyUlBd8Ja2trAwMDDw+Pr1UmIiICOqY7d+4EBgb6+PggkxzE34qKCujK4Hc7PT1NOovh4eGBgYHu7u7vv/9eUlJSV1e3uLi4pqYGNDAGgwHGGpPJrK6uZjAY4KEWFxfjfEBXz2KxkNwMhBJdfWdnJ6kvaJpgeYdxCUkpxPcXayPO/CBy4SVkM2IpQBjARFBDmGZE+4fygQJEbBwIvruxGxfNWZ4Aar7aPXDi7fGRIVgvkSkjt+DTp09bW1tAKzY2NhYXF9vb2ysrKwMCAkRFRf38/EpLS+FtClIvtv5BQUFXr15NT0/PzMz09PSk0+klJSUVFRUFBQUZGRl0Oj05Obm1tTU6OtrHxwd8vOrq6paWFgIGt7a2DgwM/PDDD6SyQH2KisO50iYADSrss2fP0EKSIfHRo0cPHjyAvGBhYeHixYuYNYSEhAQEBDw9PXd2dtbW1szNzbm5uZ2dnVNTU1++fImwcC8vr7t370KV/tNPP/n7+/Pw8HR1dRUWFmpqag4ODu7s7DAYjHPnzpWXl09NTUlLS+vq6t67d6+zs3N9fb2+vp6fnz88PByrouLiYhqNhis8KL8ODg6XLl2ytLQ0MjIKCgp6/Pjxly9fnjx5Eh8fj8t4Xl4e+ASjo6N6enpgsgD3RcIkGhnOlEgSbEAoMMd2E5RO7GbOEhdxKJuIopqTwosqQ26g2UEpIdgN0TShzTl8+DD5Evi4cMbDfhrya7Ry1tbWqqqqaGGw+nFwcACOi4wBOHLiu8zNzdXV1bGrQjHCj0IIHAh0yJkB2VdQUJBGo8F8D9RHOLfD3Qb5TRhdv1YZTqtweOUhAOHKlSuRkZE1NTXT09PgQZGJaXx8HEsf4DKRkZGSkpIGBgaQ5AGFKSsrA9zLYDAaGhqqq6sh6gHaivBD7FwBGfT29oI7gystMGagzgi3hT0wCZbcU2VA6t2ziEVfzbnX4FyaELyT8xQiTQ0QBFQEQhtDuSGf4h48GL+CHMQojxDtCQcPdQdiAry/Nzc3YR64vLyMlXxubm54eLiUlJSdnR02+rAuxtQJQZOfnx/iOl1dXQ0MDIqKimpra8vLy1NTUyUlJV1dXZubm1NSUnx8fJqamnJzc/38/BAyQfbZo6OjCwsL+OPxouEVAFGFlBjyypASnJOT4+npOTU1BVJ/enr6lStXAP3Oz8/Ly8urqKhUV1d3dnYODw/Pz8+/evXq+vXrp06dSk5ORndJVteenp6I0/7nP/+5sLCgpaUlIiLS29vr6+vr7e29urr69u3bgoICLi6uysrKsbExSUnJc+fO6ejoVFRUQFvr7u5++vRpOzu70tLSuro6DQ0NWVlZ2KYoKSnBlRa5iC4uLmNjYxjcKioqwsPDTU1NAwMDX7x48a9//Wt9fd3MzOzw4cMnT54kSmtUGUC/nDICTpIeccwjPQtnUAExduCsMpyKJLJdIv4yhPV79OjRAwcOkK4HjQzpgJSUlOC2iUoK1ztAvGpqaph34AEM5gvoLW5ubjY2NlQqVV5enkqlamlpwUZPVVVVW1sbsZPIroIXMtJv9fX19fT0dHR0ZGVlBQQE+Pn5JSQkaDSarKyshoYGtt1QWqLfgfGVr6/vV1wGBgKRkZHh4eHIe0MvgziOlpYWgCCwg4TOAN7gKDednZ23bt2SlJQ0MzMrLy+vrq7GFqmyshKFpqioiMlkor5AQgkkuLCwEI+H5wPaGUhsyKoVhQbencQeGBtNjOLE1Q13or1f4TgQ94ESQFitWNmScwn9DpmVcLkmlHngL0BeCNTCOUnh20kNQhNETK1IXi2MV0gNwnxEolRWV1eRsfn48WMmk3nv3r24uDgZGRlra2ss70n+TEFBQU5ODizHEIONPPns7GwGg4HQOF5eXkdHR+DrKCg3b948cuTIuXPnYN3q4uJSWFg4MTGB03h7exs7bEzHAMs3OMTTeH3wvJ4+fRoaGnrkyJFbt25tbm7u7Oz4+fnp6OigdkxPT9NotJs3b3769IkYdHV0dAgJCTk7O2OLhFcJsPrVq1c9PDzghuXk5HT06FFLS8uxsTFra+u0tDS8gMnJyXx8fK2trbOzs2Cyt7e3E2xuYGDAwMDg4MGDgoKC/v7+ampq/Pz8MjIycCOBITa4JCYmJm1tbR8/fpyfn0c3fe/eveDg4Pv37//6669PnjzR1tYG7Q3oLzSQZI3NeZAdE+c6iYxI+BRFh8C6BPHlbGQ4H0C4eZwjFadEm0C/hw4dOnXqFJbHiJSEyzdCMlFeaTQahUKRl5enUChiYmJQM3l6erq7u1OpVCkpKQkJCdQIfX19xMLBIVxWVpZKpSooKNBoNBUVFQsLCyQZAMpBC4NQN1lZWbD7FBQUKBSKpKSkqKgoPz+/kpKSvr6+urr6V1xmeXkZQah37twJDg5GJjS0SHQ6PSIior29HWf41NQU4tlQZcjSh81m+/n58fPzm5ubl5WVAZFB21JRUYHOBR9JpAFUfEBtAFLW1dWB6Ycqg4Q5UmWQPEvMREg+GUR0qBScVYYYrBFzyT1FhOCX/0eVIVQOzmRrKHTwKYAJ7LPJ1Z58imkLjQyaGmIhjrAUYg+8vr4+NzfX0NCQkZGBAIm4uLi6urqQkBAxMTEfH5/y8nLg5ehosHe7d+/ezZs3Y2Nj09PTvb29VVRU0KeUlpampKSIioq6uLi0tLTU1dXV19dPTk62traampry8/MfPXr0j3/84x/+8AcpKSkWi9XU1BQTE/PDDz/g+ULb/XzXJZM0MgQaB5fX09Nz//79QkJCLBZre3sbzdT6+vrbt2/7+vr4+PiCg4PhMfrhw4effvopLy+Pn5+/sbHx/fv3KNkYr969excWFiYjI+Po6CgpKXns2DE5OTkI8c3MzMrKylBlIiIiKBQKDKtERETU1NQWFxefP39OoulGRkbS0tKkpKSwK6FSqdiG6OrqYoAyMDCQk5NTVFTMzMzEc+nt7YVErqOjIy0tDYaz4uLix48fP3nyJGBdTsves/957NlkkzADwr7jbGH+V8ILGZE4kReCBHM64+2Zs/bv33/gwIFz587BRwbpJSRuzdbWFhFU2B8BiFVVVYWhr52dnbKyMh8fn7i4OIwa5OTkZGRkhIWFxcTEJCQkgOCKiYmBvKukpERMJCChVFJS0tDQwEAK63IlJSVBQUFxcXEeHh5UZ+ytJCUlHRwc/q0wCAsLu379up+fn6enp4eHh4eHx+XLl+l0emRkZF9f36NHj+bm5pDdNzk5SdBfUFc6OzuvXr3Kw8NjZWVVUVFBuL8gyMBpHMQZYmTFudXGg0tLS4HRAJtEkDZiucHNQTATzEQAwQA4ALMDtgBoXgg0AycHtDPru86+kAKTkYqcSOTAoETKDRbSqCzoXNDUkPpCFrQgy3OmLBGIF9MBqhv++EePHoFwVFVVhZhhgHCgUFdWVra1tbm6utJotIyMjNLSUkg0MDHl5OSAuBwREREdHY3ASSUlpaioqNra2vr6+szMTGlpaTqdzmaz4+Li7Ozsurq64DuZkZFBoVCcnJx8fX19fHy6urpiY2O5ubm7u7uhmfb19fXy8iKllpQY8qzBf3F0dMRF1dnZeWlpCZTz9fX17e3t1tbWs2fPOjs7Y/EEVPvWrVvi4uKLi4sYD1FzgXxHREScPHnyd7/73TfffEOhUFpbWz9+/Dg5OWlhYYHtz5MnT5ydnVVVVeHyycPDY2FhsbKyAgIO0Su8ffvWxcWFQqHAwhbFBdI+KysrTEwqKirW1tbNzc07OzvPnj2bmprCO6GpqYlOpxsaGvLw8Bw/fhxwL9i9gGZIWeE8OEXYBPrFR+LUS3oTzv6FtC3Hd9OvOVEYgvKSskKqD4GH9+3bx8PD4+bmBku6ixcvXr169fLlyyReFgYxkGsDGwbxX0BAAM9FSEhIVFQU5YZCoYiKioqIiPDy8sK5ihQgKSkpVVVVxOYBAwK6rKampqWl5eDgYGBgICIiIiIiAtcrtH6ioqJSUlJCQkImJiZfFQbBwcEhISHXrl3z9vam0+keHh7kRlxc3PDwMLzjYYBINtmjo6Pgy3R1dfn6+srIyLi4uKB/KS0tRRGBuhp5HdgxFRcX4yRJTU0ll2XsoWpqasCRQZUZGhqCfAlzBKoMsbMihgCkygCPRO14tut9D6CXEMmIuzgYHPCjwqSAWgNiGIoUwYDJEISrPaYGQrcjW2q0OS9evFhYWBgdHe3p6UF4G9AuDw8PvNHNzc0TExNra2urqqrgcePm5hYeHp6SkmJubi4pKRkTEzPG5H0OAAAgAElEQVQxMdHT04ORG8UaPu2wAYqJiYGlBsLqEhMT4+LilJWV79y509LS0tLSkpubC8Pg3t7e27dvKyoqMplMrO1qampUVFTwbx0cHJydnS0uLhYVFR0aGkLQNTYRKBCkkcFzJ+Pe2tqara3tuXPnhISEBAUFGxoakDT2/Pnz9+/fV1dXnz9/XlRUVFtbu7CwcGdn5/Pnz56enrKysi9evMDCHql+YAYHBQWJiIiEhoY6OTlJSEh0dHR8/PgRQxB6mfHxcVlZWXNz883Nzc7OzgsXLtjZ2bFYrPLycvwQWGp2d3dTqVQxMTFTU1MgC8g8xL7DxcUFVrNmZmZ0On1qamp7extvaYDcfX19cXFx4uLiJ06cOHPmDFkqkXLDKb8m3g57JEvENYazpmCpxMmI2YPFcEamkBaGc2LCcfToUTzm0KFDf/rTn0REROh0up+fH/JkAXQgJPvKlSthYWGhoaH29vYIGAAWKyMjIyIiIiUlJS0tLSoqKiwsDOcqqKspFIqwsDAwNQqFQqVSJSQkhISEpKSkxMXFqVQq0HTowtTV1ZWUlPT09JSUlERFRaWlpUGW4eXlFd09KBTKV9/fhYUF2DKAO+ju7n758mWY4nh7e6ekpAwNDQEKmZubm9w9JiYmMDpNTk729vZ6eXkpKyt7eXlhMoILAbSO+fn5+fn5GI4wKGG3ihIDWnBdXR0uwmw2u6urq7OzEyIGpNyOjo4iLwnmZigr6FNQcYgvLEkRwurn6dOn+BLhlRFXAVQZspMC3ebpblQI1k8vd8PnSW9PNIGvXr1aW1vDxm1gYKChoaGkpCQ9PT0yMjIkJASjr7e3940bN65fv+7v70+n00FBAjrg7e2NTXN5eXlGRkZERARUF87OzsLCwnfu3IEW1NTU1MPDA5UaG2tY9mRnZyMJ6/bt23fv3k1LS0tOTlZQUAgODk5NTb19+3ZOTo64uLifn9/Q0NDdu3c1NTXLy8uhO6uurlZUVIyNjcULOzMzU15eLiUlNTEx8dNPP71588bOzk5LS2t1dRWR2GRDR/h48CG3sbERFBQ0MjI6efJkTEyMoaGhkpLSs2fP3r9/X1hYePbsWaQmFhcX/+1vf/vy5UtoaKiMjMzGxsbPP/+8vr7u6uqqo6MzNja2vb3t6emprq6OSqGjoxMTE/P27dvR0VF1dfW4uLitra28vLzvvvsuOTl5e3u7qqoKiCwfH9+ZM2egcXNxcUGS3Hfffff99997eHiQECKgkrq6uiYmJu7u7kFBQXZ2dmpqanfu3FleXt7a2pqdnYW7KJ6Xs7PzmTNniHAJfDwiyEbRwaaJk4N3+vRpTjoMCgGWQYQdsyeHgPP4LXDDefx2IXXw4MH9+/dTqVRvb28fH5+QkBBsmpGNffnyZQ8PD1RtPHFvb2/4WtnY2GBXDY2SgoICcGJwi9TU1KAMMDQ0BGdPUVERZg7AcTB84bs0NTUR8CQpKSkmJiYlJYUSDwsrYGH6+vpfNdlLS0vXr1+PiIgICQmBThLD3qVLl7y9vdPT0yGAXlhYgNCe1BfCxO3r67t8+bKKioq/vz8qCKYkUOMrKirKy8uxxiYGbuDpYdnR3NwMQROshWEHgQUTqszk5CSJx56bm0P+IcFciIgJkgKyw8YuibNqoAaRHROqDO4hBej58+d7qLrPnz9fWlqamJjo6+trbGxMT08PDw+HDsPLy8vf39/f3z8gIOD777+HGyaTyURHNjo6ivX/8PAwUO3u7u6Ojo7y8nJUBxg1QE6BAfPGjRsaGhqpqanPnz/v7Oy0sbFJSkrCchpZtAwGg8FgYCZNS0uLjo5OTk7G9AT9K0xDsrKyREVFodCJj4+Xl5eHe05PT09DQ4OKikpsbOyDBw9A4M7JyRESEurq6sI8AsIx7Cn2TEwYT+CjbGJiIiQkFBISwsPDg3gwBQWFlZWVnZ2dtLS0Y8eO+fv7kw3Uzz//nJqaKiEhsbCwgFoWGhoqISExOTm5tbXl5eVlbm4OCwgPD4/AwMAff/zx4cOHqqqq/v7+k5OT+vr6NBoNPy0jI+Mvf/nLgQMH/vKXv2hqag4PDxcVFXFzc0MYeevWrYmJCVdXVxBAYC3g7u7u6elpZmYGfyY4JJiammZnZ4Pi/OTJk0+fPj1//ryrq8vS0vLcuXPYW2Nu2lNlzp8/j4gCTu8YZBgcO3bsxG7u9R4pwJ4qc+w/j98yYjgP8l2HDh06ePAgoN+DBw9SKBQXFxfAMXBQgK7C1tYWgiNFRUVslPz8/KytrbW0tK5evers7AyODBRJxBEZsIuBgQF+CImpxJoc8LCZmRnKGeoU8iRlZWWVlZVhRY7YOQSzgDRsb2//dZMdFBQEA2pXV1dXV1eYm9vZ2QUFBRUXF8NYDISIPb0MaHIdHR0eHh7q6uqhoaGwlS3dPSoqKrDJhsUJrt6k7sCStrW1tbGxsb6+nsVidXZ29vT03L9/H6Avkowh84crMCJNCMGXDFC4B0I+1CCS1wMLYQISAwkmHQ2nbQoiCnt7exsaGoqKiuLi4mAbaGFhgTA9Y2NjOzs7Z2dnLy+vkJCQurq6jo4OmBNjNYOAFwx06LmWlpamp6f7+vqQ/jM6OgqTF7wmtbW1YNPBRD0sLExLS4vBYLx586a2ttbe3h4YeXl5eWVlZVVVFchHTCazpqYmPz8fjhOgOIJkBc9aHx8fMTGxkJCQ6enpmJgYCQmJurq6gYGBvr6+hoYGeXn5uLg4AG3T09Pl5eVcXFxIDuTl5T169KiGhgbSFwjJCLUG0NKbN28eP36sqanJx8eXm5uLaVxAQEBLS2t5efnTp09xcXFHjx4tKyv75ZdfAFF9+vQpJydHTExsbm7un//855cvX7KysqSlpWdmZt6+fevq6mptbY1hysvLy8XF5fXr18vLyyYmJtLS0iCwJCYmYm6dnJxE5E5jYyNMWsfHx+GpOjU1hTWiq6srqK4wW4FiBox7JSUlKSkpeXl5NTU1bW3tnJycjx8/giTx448/Xr9+HXDv+fPnIVw6v3vw8PAQQTZRXRNHcc5ASNKhoPQQUIbosPewZr7dtRPHcfDgwT1fJdJt8oD9+/djjW1ra4vqYGNj4+7uDqYc6C2urq6mpqYXL150dna2s7O7fPnypUuXkIeNXRvqBax/SYobKhQsONXV1cHr09XVRcXR1tZGEqSJiQmsHiQkJNTU1GxsbDA3KSoq4oU1NjaG9czX1LeFhQWsk1xcXJCuYGNjY2Fh4ezsHB0d3dDQMDs7i5wtQv998ODBgwcPpqenITvo6OiwtraWlZX9/vvvGxsbm5ubq6qqYJ5QXV3NZDKhDAYrjMlkQjqM1RLOHxgU4EuwrWtpaWlra+vq6kI0Cqx/EcEDERPaK6THgz4DtzSC2hBlE+HgwQtienp6ZGSks7Ozvr4engnR0dGw7/L29raxsaHRaEJCQuBHnD59WlpaGlQlWL2gdKIFA3kH7m0IwJyensZfSNRVCwsLU1NTEK8jMba6uhqpUmw2u7m5mU6nBwcHA+8IDAxUU1NjMpkvX77Mzc319fUFdgPmLnmt8HJBmA4SDYPB8PLyEhIS4uHhwSkkKioaHR09OTn5/fffCwkJNTQ0wO2pqalJVlY2NjZ2bm4OaFddXd1f//pXbm5udLnHjh3T1NR89OjR1tYWAcIxThKa4uLiorq6uoiICIvFMjMzO3DgwJEjR1BldnZ2EhMTMSv9/PPPnz59grFOc3Pz+fPnIyIiBgcH2Wy2s7MzFxfX0NDQ9vY23ANevHixvb0dHBwM2PjZs2cZGRng2l67dm18fByhBUD9V1ZWIK8H5I8NOsQNz58/v3z5soyMDMouiGfw6Ad9HjtaePQ7OTmBmuTk5JSQkKCrq3v06FFUGT4+PnQxnDomUmU4hdfYJXEGnhCjKRBnvuVwkOGEXfYcpNDsqTJ7jKxQaA4fPqyionLp0iUXFxcsarBDsLCwsLGxwf2IYYK/r6mpKbTX0Fjb2dlZWlpqaWnBkhFm4KhEDg4OKBZIg9PX18duG7bhcJABPwA2w4jT09LSQsotGMB6enrOzs6amppOTk6//vrrN5OTk0ifvHTpkqurK2JWwEeOjo5ubW0lZzgaCpxOWCrPzMwsLi4ODw87ODgICQkFBwe3trbiWg2L2draWtQX1BpcvRGlAkgYTQ2DwQA2DEynuLi4vLwcqHBRUVFNTc3AwAAuVtPT0w8ePECTgjOZkN85JybSQbDZbDQmmZmZycnJcXFxMOvy8/O7du0aDENDQ0MjIiLi4+MjIiLs7e1hgAqxhoWFRXBwMPIYsrKyKisr0YY0NTV1dHRMTEwgb5cYRD58+JBkIb7YjRyanZ3t7u5GWkNfX19zc3N7ezuscNra2m7fvu3j4wORUVBQkKmpaVlZ2fr6ekxMTERERG1tLWwcqqqqUODwqtbU1MCqApZg8KA5ePCgpKRkWFiYoKAgFxdXZmbm3NxcWFjYhQsXamtrgdbX19dLS0tHRkYuLCzg7wfSkZqaurm5OTg4yM/Pr6ent7KyQiwygZev78YPvHnzZmlpSU9PT0xMrL+/39vb+w9/+MO+fftUVVUxMSUnJx8/fjw3N/fz58/4B3348GFjY+PixYvHjh0DbnrgwAFJScnJyclnz55pa2u7u7tju1dSUpKUlISr2vT0NBph0s9CdIarDrRsZJTm7HOvXLkiKyuro6MDUZ+6ujqVShUWFqZQKPhUUVER/b+WlhbkxTw8PCIiIvz8/CTsDZMRLy+vgIAALy8vcF/ceebMGXBhoDCAZQy6GM6OBmWFi4sL7QypMnuaF6iWiHDpty6/e24fOHDgwIEDhw4dkpWVhb8v5NF6enoImZWXl8enKC4GBgY0Gk1QUJBKpTo7O7u5ucGN3NLSEiQ64DJwAkYiAlTXoP86OjqampriuiUgIMDDw3PmzBkBAQFgxmpqakBk4JsF8BHYsJubm5aW1tdeZn5+3t/f/+bNmyEhIQEBAVevXvX09HR1dfX09IyLi2tpaQE/BSc2DhQakPRmZmYGBgZsbW25uLicnZ2hsa6pqYGXNTYpIODV1dUxmUzEqpLtNWyramtrKyoqMBRAnVBcXJydnQ0hclVVVWtrK1yXML7hUvb48eMffvgBC6/e3t7W1tbKykqse9PT08PCwkJCQqKjo2FYWVJSUlNTAzkyUTAA/RkYGOjv7+/v72cwGBERETDrdnFxQRZfUFAQ4NW0tDRYt1RVVXV2dnZ3d09MTBCba/AD0UwBSyainpmZGfRlYACBfAiZKBqT3Nxcb2/vW7du+fr6hoSEYK3m5+eXmpoKLi9ez6qqKqzqUJdzcnJSUlJgkFxYWJiQkHDq1CljY2MGg0GlUk+fPp2VlfXw4cOoqChBQcGamhoszmtqakRFRW/evIlWdHFxsaKiArTa//7v/75//z4XF5e9vf0ecxlCksbEtLS0ZGVlJSYmNjg4mJGRceTIkd///vempqavX7/+8OFDUlLSsWPHdHV1HR0dcSY8fvz4w4cPU1NTYWFh8vLy0tLSLi4uNTU1Kysrc3NziYmJDQ0N2Ali4EW3srq6iqUeKAvE+AajKPHWIso14PSvXr2KiopCzDNWJ9jCggRsZmaGQCLQQFRUVKSkpM6dOweNn4CAABExYVd94cIFfn5+9DUEoIH5yx6HcJQYMH3JUunkyZN8fHyclBlSSkhv8v+CezkZNKQScU5MUlJSMjIy4B9i5Uyj0bAVUlRUJNReGRkZAQGBCxcuCAkJ2draurq6QjRgb29vZ2eH4QigL6RMMJrR1NQk0bSwm5GTk5OWlhYREeHm5hYWFsZtsgiHYNLY2BgxTAoKClg5fd0xLS8v40oeHh7u7++PfZi7u3tgYGBSUlJ3d/cPuwfO6rm5OaCwhKrHZrMNDQ1PnDgBsmlzczPqS1NTU01NDcgyKCtoXphMJjAaMPdwZa6rqyMfWSxWfX09nGuhKq6trS0sLITfeHp6OoIWbty4ERoaGhQUhJMTmWepqanl5eUoJV1dXVNTUwiiBLIAoAQXRgATY2Njg4ODWGmVlJSEh4cjUeTatWvu7u6urq5Xr14NDw9PSkqCaTH4yu3t7QMDA+Pj4xBekhMSZwgYHC93A+GmpqaI+HNoaAg3Ojs7a2pqUlJSMGNGRUXl5eXFxcVVV1evra1lZ2cHBgYWFBRgUELxxZ6OE6ZBj4a08rt379JotBs3bjQ3N9vY2IiJiVVWVk5PT8fFxfHw8JSWlgLrraurExISunHjBvqCmZmZsrKyY8eOpaWl/fzzz21tbadPn3Z3dydIOfoyorrGFn91ddXKyoqfn39qaqq3t5efn/+bb77x9vbe2dl59+5ddHQ0ufweP35cSUkJLjYbGxvv3r2bn5+fmZkBHQmV4tWrV6DqQOBO8uEw/BJ4njCbCB8KrzORkqHEvHv3rrS0FGbaurq6FAoFpwpS6C0tLTU0NHDtRUgrCLIIuhUUFER6AafAmmRCAppB/uxf//pXEmiLdobk2HJqpvn4+CQkJPb0IygWe3TYe4oOZ19D1tgoXocOHTpw4AAXFxdGex4eHmFhYSkpKSkpKTExMUlJSQkJCYSWSEpKysvLw04cz0hbWxu5tPr6+vb29qAvYuWMKRJKyMuXLyNCQ0ZGBnZ5MLWC0S9p9sHlU1RUJKAvKDnS0tIA4/+dlPLo0aPg4GD0Mn5+ft7e3h4eHp6enojgACUPOAjA0dnZWRivkrmpo6PDwMDg+PHjrq6uTCazbvdAacjNzcVGCYsnnCEYlDAZNTY2lpeX4wQuLi7GxTk6OtrT09PY2BjbMuTaCQoKnj59mvgJ6enpxcfHAyVpaWmBrhKZ2SiFGPRIJDb4waiMhGEID4TR0dG+vr6cnJzY2NjGxkYWixUfH49Fm6+v782bN9ETIeK+qqqqra2tt7cX9HxSXwi7DycM1t7Pnz+fnZ1tb2+H1+fExATKU2tra0FBQURERGpqakZGBpwD4fh5//79qKioqqoqmDbAtRctHuZQoOZNTU2oOMXFxfBaTktLKysrY7FYgYGBpqamDAajp6cnKSnp7NmzBQUFqHE1NTWCgoJ37tyZnZ0FuF5ZWXns2LGkpKQvX77cv3//zJkzDg4OADvQPhCxBbbaW1tbKysrOCenpqbQ18jLyyM6BtaoyOfu7e0dHR1dWVkh1jyc+gxgKIRgDboA0Y6hBoHAjdeW/D2ki3m2m70HRP/t27cfPnz49ddfOzo6bG1t6XQ6zgpNTU2snOzt7SHk0dHRsbe3h1UlPNuAiZ4/fx7oL0RMoPyifHz33XecmUrodzjNq6DS5qwyR48eBZUWUAsh16FMYFv0v45IexqZP//5z/v27QMMjC/98Y9/FBAQsLa2hqRLUFAQlBZwVcTExAQEBGg0GnLd5OTkJCQkKBSKtLS0pKSksrIyCoS8vLyUlJSIiIiQkBAfH9+FCxdoNJqioqKEhIS+vj7QXElJSSkpKQsLCzqdDmoM2DdQY8vJydFoNOBcYNnIyclhPQcajqqq6sWLF7+iv/Bbu3btmqen59WrV93c3Dw8PIKCgu7du4dUZoCpKDfQp6GpwVTc2dlpamp65swZb29v0F5w1NTUgIZXUFAA6TDSbDEKpaenp6WlZWZmJiQkYMEGVy5dXV11dXVNTU1bW1toJcTFxU+dOsXHxyctLS0hIYHcGQDjtra2UVFR9fX1w8PDc3Nzw8PDOPkBwRKwEFc/4DUolDMzMzDlQuzcyMhIV1dXfHx8UlISiG3FxcUeHh5OTk7Xrl2LiIgA+a24uJjJZDY1NfX19cEMGKvQPdpuYjGJy/Lc3FxnZ2ddXR2czLGe7+npYTAYeXl5XV1dY2NjiH9C+UOMDKYqBA80NTXhRktLCzq7xsbGlpYW6MWw12tuboZjRltbG7rI1tZWpGUlJyczGIzm5uaenp7S0tKzZ8+GhYWBfLSxscFgMPbv35+amvr3v/99YmLi3LlzlpaWsJjCKQ0CNOTsa2trr169WllZAeUSPwH7AeIrvr29/fPPP//jH//45Zdfvnz58vHjx7dv36KmwHaTOHgSTQaYu8T3F10nUHxMT8R1GNAb6JSwQ4VU6vPnzzs7O0+ePOnr64N976VLl4DLYDLS19dHLAf2slADOjg4+Pr6mpub6+npaWpqnjlzhnj0kqBIknuNHgfKpj0WnGTNRFIisSqi0WjCwsJ//vOf9zQve4amPTDwnllp3759f/7zn1GYUHH279/PxcUlJSXFx8fHzc0tKCgoIyMjJiZ29uxZXl5eUCXl5eURwIbWRllZWUFBAYnXysrKPDw8XFxcoqKi6IbA1kWpJRpRPj4+pK+oqKgAw1LePbBv0tDQQPq4tLS0rKwsjUaTkpLi5+c/ffo0Nze3gIDAuXPnzM3N/839hRcnnU6n0+lIO/H398/MzEToItoB7Guw00F3g5YBAhlubm5PT8/a2lr4/pJlNikxqampOI1TU1OJZhL7JiSH2tnZXbp0ycfHJzAwkE6nh4WFBQUF0el0c3NzXl5eERERCMBIpi88uywsLHx8fAoKClAvenp6pqenMdMtLCzgnY02+8mTJ8j6Qi82MTEBSg6M41gsVkJCQlZWVn19Pcg7N27ccHZ2DgoKunv3LpwxkCqJMG9IYOCtBzsIUm5w5oB3s7m5OTc319PTw2KxYAY2NDSEACkksSF9PDo6GrMbfhebzUalALBVV1eHwQoVBw54oAJmZWUhDgWvPHofNpsNP2boTsfHxxFuMzY21tHRERoaWlhYODAwAI17UVHRyZMn2Wz2Tz/9tLS0BHUczIABf6DjQKXmJECjPcG8A60WVJeosBCCErnWq91kWyzISTUBtZrTdu/Fbrbcxn+GKKBVxEgFa7ulpaW5ubnBwUG8FD4+Pvr6+oaGhgoKCnJycojHNjQ0NDQ0xDkAeTHqDq7GILMCu6HRaPB8ACKD+oKJCWQ8AgCj+hBEhsC9nD4yR44c+e6770xMTCgUCjoRUjVAeOHcHHEiwb9dOR08eBBw7+HDh1Fl9u3bd+HCBWigIY8WERERFhbm5uZGn4WgV2lpaQEBASEhIV5eXpJeoqysrKGhoaT0/9F13nFR3en+x4o0exKNGgtIB+lVOgx9qDN0ht67igVrrFHsFcGGFRsiUqQrAUtsEdGgZk1MchN3Y0xi9u7d177uK78/3vK9Z3F/5w9eA44wHOY853k+z6e4uri4WFtbW1lZ8UAmk0HVMzExmTNnDndxGHcMQcQS8BUmJhytnJycqGUODg7svA0NDXH8mDhxoq+v7zsd09KlS5csWYLCIDs7OykpKSMjY+XKlSdOnPjyyy8F1ErI9MOHD1kbM2D39fU1NDQEBQXp6emVlZWdOXMGn/CdO3cyBGHywPIINLe6ulosm2pqampra9etWxcWFpabm5ufn79kyZIVK1asWLFiyZIlCDijo6NZATBd4xWIXJ2auGHDhpUrVxIg2draCqjJVE+WAI0Moz5cvr6+PkAZnCV6enpqa2u3bdt25MgRluh1dXW7d+/OyMgoLCwEt1q/fv2RI0cuXbqEmwFhm99///2bN2/QFgt2CVeCCHLt6+uDj8earKur6/79+729vY2NjUQOCDuebdu2nThx4urVq3CI6EegLNbV1cEqotxcuHDhyJEjiCehPp46dYpdHilUFy9e5KUCbHd3d8OivHnzJpA5u+FHjx61t7fv3bv3xYsXSMZxXBWyTyHjkpqQfj+YZyJAbioLv/LPgwdkGcwu+A7YVr2U5Nj+MJiQzSZL2PQI5SoUGOrOwMDAjRs34EYuWLAAwR2e2OHh4cbGxpjaRkdHBwUFhYeHkxzi5+fHBUa+GCQ04hOxp0SMY21tTVciErKloAx8X0oPe+shVQZIWCgbtbS0rK2tc3Nz58+fTy8jtEgTJkwQ5Lr/eIgqw9OkTp1ag8fMmTNzcnLYvkP/p6cgyhrVkqmpqZGR0cyZMw0NDZ2dnS0tLRl54NSx44e2Rw6Bm5sbkIqrqysbKCzyLCwsbG1tMeikO0NgaW1tzQ9F+gS+Y2FhYWBgAOQ8efJkPz+/d+jvihUrli1bhsojMzMzJSUlLy8PsgyMfi7Rr776CqQDfgq7bSSt/v7+BgYGGzdurKmpIQgF5304eHDz9uzZs2/fPgoNQCZI6rlz53bv3h0VFQVzpKSkpKSkpLi4eMGCBevWrVuyZElGRgYVlDsPtJ/Q0ND4+HgYR4sWLVq5cqVCoTh06FBLS8vt27fpZYBLWE8w0qNsevjw4a1bt+AWYpDe1dV16dKlysrKs2fPcnnD30F1sW7duk2bNm3atKm6urq2tpYYI4bH58+fC98ZkZEiXKy4tPr6+lpaWhoaGhiIent7+/r6kBERVn3t2rW6urrq6uqOjo5r1661tbWx5KajoWrg3UsIATjU8ePHCdIjGxNw/eTJk0A2UI1Zn/f29pI13NXVhRCZcQ/hyIsXL2hD3rx5Azgi4geE+58Qc4HLUkzJY5NK1ZGYU2ukrqM4b37zzTc0fQC6lGO+J8ANjoJEHQwMDPT09DQ2NlZXV69atQqC9YIFC6KjozHcxz3fysrK0dExNTU1PDxcRGLL5fKUlJSioqLY2FhEfbir5Ofnp6ene3l5wUnDiDs1NTU9PT02NtbBwYHCAcgiMgxw/2VKEq5UUsOHISYPLKq1tLRsbW2VSqWZmZkoKEMmJvGptIURJWbs2LE6Ojra2toMXwxWfHHy5MlWVlZOTk4qlcrPz8/a2jo4ONjZ2dnZ2RlEValUYnLq4ODg4OAAOcjS0tLPz08ul+OY6e3tLZIP5HI5OeJ4KickJBBNi7eDg4NDSEgIAbje3t6AzaAZlpaWNESGhoa6urooJDljnJx3uMzAwMCqVatwlsnLy8vKyuIv+umnn165coUqI5KJAX2J9fviiy94v7a1teXm5s6cOTMzMxNchtx1Y3MAACAASURBVEuUElNTU8Odds+ePeXl5QcPHuTrUvEBwReBgYGZmZnQbQsLCxcuXEhKVH5+PppR+M4BAQFyuTw6OlqlUqlUqsTExIyMjIULF0ZGRpIcQqI23uDcMIEJv//++6dPn/b19eGMA8Wedqarq+vy5ctYcDGSXLhw4eLFi2vXrqW92rBhQ3l5+dGjR9lJ9/T0fPXVVxQvodUWTjQ/SDKJfvzxx0ePHlFl8GO/fft2f38/9aWzs7O9vR2UlD13d3c3LnaXLl06c+YMEyXm53QrODlcuXLl9OnTSJy2b99OpOS+fftIhmhsbCRfGF4y3xm2DhrUGzdu3L59G2NT/HcQkQvVtbTKiIMCygAFDiVk64xIwk1dBDkIt0B0pBCIcBonAw/El1PEiL1jx47s7Gy0v/b29qamprNnzzY0NKRSeHt7p6enq1SquLi48PDwefPmOTk5UTiQEUA8ZZPt6+sL5Sw0NDQyMjIjI4PWJj09Hfe82NhY8kPIpREZtaLKvO8vAzYstNeiqRlSZSZNmuTg4BAZGWlsbAyqIhBfMTFJa8qQT3ka/0s6PY0fP37MmDFYmqI7t7e3Z1oBAwZV8PHxYWBEeeTm5mZtbW1vb89SH1sGkmTwtfPw8BBmVx4eHnK5nH0/MQZ0MXwT9jD+/v5Y5wm5k5mZ2axZs2DlODo6Msfp6+u/c3548uTJihUrxBqbBVNJScnatWsPHTqEi11zczM2scJZSrxxCcwuKiqaPn16TEwM6WK1tbUskkQvA1i4Z88eviiYZnxaXV1dWFjIon7t2rULFy4sLS0li27Xrl1r16718PAwNTVlD4erKD7JiYmJQDmLFi1CpnHx4sWbN29y/QiPTtp+YjpQG/T19bFjor/o6enB5JxZg1X65cuX9+zZU1RUtHjx4vXr14PL1NXVXbt2Db+bx48fC3CUS1QMSiRhk6b4+PHjq1evNjY23rx5U6zAuru7yZyh1nR1dbW1tbW1tV29ehVTGHh3aMGOHz+OHxWcQEy/ANdhzTA6HThw4MSJE7W1tcxcdXV1ra2tomliB4cS4s6dOzdu3CDMl1MkQtoAaEW5EQaATDECRqF2C9k6v6wYdig3IjHmv/7rv3A4fvPmzXfffQeHgLKyefNmQsJ0dXW5SnV0dNTU1EaMGAGagAKYt7W3t7eRkZG7u3tsbCyFxtfXF0EwmIuXl5eVlRWgjLOzMwQzPz+/wMBAxHvEMyUnJysUCjqalJSUxYsXp6amosYWPr7SKoNyUqpjEqG0/7HKjBs3bsqUKZGRkcXFxba2tpqamjo6OpjCCE7d+/2LOMa9d4h/Gjt2LMZAJSUlrEeEHYyhoSE68rlz5+KSCeeFHoQBB2yFUwolmmJkZ2eHEMnGxsbBwQHTXy8vL4SRIL6osZmSsIAg9xbM2M3NDbaOt7c3HBx7e3s9Pb13E9Pjx4/LyspWrFghzGVSUlIKCws3bNiwbdu2kydPQmDrHTwYNL744gumkv7+/paWFiyjw8PDL1682NTUdP78edgudCtsr4mCg85bXV198eJFPK4QIpSVlUVERFBl1q9fX1ZWtnz58rKyMgi7CoXCwsIiODgYHxbeZKg6VSoVtyNPT8+EhITa2lqQI7jnrDy5ZthQPHz4EDLhrVu3kErwuK6ujl7m4sWLbHA6OztramoWLly4evXqdevW7dy5E/+EtrY2EuCfPHny9ddfU2JAMUT0EhfV77///re//W1gYKCpqenSpUvXr19nFwb629nZ2dnZSceBISmzEhxFjEqJHzh37tyVK1doEkF5QYWrq6thynz22Wfl5eUEcl6+fLmuro50NxEy0dXVBS4DF1GINh4/fowaiBGPoiDMdIbEVwuJNlC6AIYxkSEbE2+NV69e/fHHH3/88cc//vGPf/7zn//617/+93//99dff21tbV2zZo1SqbSzs9PV1Z04caK2tvaoUaNGjhwJ02y8RMhjbGxMGxIXFxcZGenm5mZubq6vr29lZRUQEEB74uXlZWFhwdsdXbiVlRVrWmdnZ9JRoHuwKJDL5XBk5XJ5cnJyZGSkv79/ZmZmcnLyvHnzhlQZJJH4y4hUJlwg3t8xSauMjo7O9OnTExIS8LvQ0tKixAypHe8jvkNQG0YqHR2dCRMmYAGhqamppaWFrceCBQsUCgUrJAcHB8wWzMzMMBv39vaGnpuSkoLgiKcBnVhYWCDpcnBwIAjFxcUFJjSYbmhoaEhIiKenJytqb29v/I+Y1BDHuri4sA52dXV1d3eHYsP6ycvLi7bx/1LfVq5cWVZWtmDBgoKCgry8vMLCwkWLFm3cuLG6uvrzzz8XSkVuQcJlhn02OqatW7dS844ePdrc3Hzp0iVhLY51nlAtocymuKBawvnh008/ReWZl5dXXl6+du3aVatWlZWVbdy4sby8PC0tzdLSEqcvlJxxcXEqlSolJUWlUqWlpZWUlERGRspksmPHjgH90miI60E44/X393d3dyM4osrQywB8gLMCsjY2NtbX1y9btqysrIyI2JMnTzY3N4teRigtpbduVrnYhv/973//+eefnz59itABvgxyJ4JKREonpGQCyFkVEWvN6ERZoeggoWI/xX+/cOHC/v374d3k5eXl5uauXbu2srLy4sWLCDLY3GPS3tHR0dnZeefOHRhDlJu+vj4pfEuVEf2LYKmIyEdC9TDHEKgNu2R6Iqlfz+PHj+/cuVNXV5eRkTF16tSRI0eOGTNm9OjRrEvgkkyePFlktnKhfvDBBySvi8h3jGxB5Tw9Pbk8MLUm6CM+Pl4ul1tZWXl6erq7u1tZWTGDA94RAk2wfEBAQHh4OEoaole9vLyMjIzAXEQjI4gzAMDGxsYGBgbSDCYpMW9ILzNr1izipaytrTU1NUVBoYAOKTRiaOJfqUfiU1Fx2GrjLKNUKnNzc1NSUgICAmhJWP3gtosS0s7Ojlg7VBQ4M6CinjdvHpWF08gKCVCGjgbcytPT09HR0c7OztfXNyIiAhMsrE7Bm/FXRuiEuxWlioEDiOfPP/9Ue/bs2apVq1gb5+fnFxYWLl26dNmyZdu3bwfjgCaLwoAYA0Dfvr4+WHnXr1/funWrs7PzvHnz9u3bhwgQ7rxQDOAswwZEGOidPHkS4nxNTc2WLVuUSiWq0A0bNmzdurW6unrnzp0VFRU0FLa2ttiv48aOHgyvMIL1YmJibGxsDh06xFIMo0Z0khA9RKohNukPHz5E8wklD2CVJENePH3Ztm3bFi9eDMh6/vz5lpYWHEKZvL6TpLu9fv0avBO7PAx9f/311+fPnzOCdXR0gIbcuHGjq6uL1qa3t7ejowNn9atXr5ILTBI5AM358+fRhbFd4lOGTV4hzJrW1tZTp06ZmZmNHDlywoQJurq6uKgAadOCdXd3U1agJt66dYsxqq+v79vBDDYwbLEve/HihVgv3r17V5j4QIrjYHj8/fff//nPfz548CAnJwcUkGZeX1//k08+GT9+/MiRI8eOHSucscV1NWkwJXqiJDlk4sSJsDzgsFpbW5N5EhsbGxMTg9galbxSqQwICPDw8GC1hLpVpVIRRK9UKuF/ZWZmJiQkxMbGKpVKJu6EhAT6YqVSiZZd9CY0MhjHMDEJrzwRni0CDGh/RCYk3cesWbNgzZqYmGhpaQ3BVsToBGQzceJE7PW0tbWlhL1JkuiCSZMm8XzWwwkJCSkpKVC6oAVBXvX394+NjcWXMzAwEBcB5EgymQwWiLW1tbm5uaenJ9CMu7s7FBvxJ7OxsQkNDcUDCEgU/EU0QR4eHhYWFqampra2tqCl8B4jIiLIpQQbIjXl3SZ7yZIlixcvLiwszMnJyc7Oxghi69atzc3NYiwS22upDwP2zj09PYsXL8ZUddu2bdyKRcMPi0zwfU+fPk1aEPR5NE01NTU7d+7EIAPcu7CwEB7wsWPHmpqalixZ4uDgEBgYmJiYSLpuWlpaenp6ZmZmWloa6XlxcXGiyjCVwPQRcxOiSjBsoSznYuvs7KSyQEihnWEZvH///hUrVmzatGnv3r0XLlxoa2ujF0ARjq5H5LcBTwBAUGJIjGxoaGhoaKAxfPz48a1btzo6OoBLROaMMAns7OxsaWmBgHf27FlkFhDzGJcgPfJqIdFcuXKlra3t/Pnz9vb2NAsjR44cPnz4mDFjsGIxMTGhfd24cSMLcuL0MPTp6+t7/fr127dvpdEuQNditUyDA0vl2rVrbOLWrFkDAzUlJeXUqVPt7e3Lly8fO3bs8OHDR4wYoaampqamNnz48NGjR7MrERePIMJSWaSH4OMjyYM2ZmZmZmxsjFd+Xl5efn7+0qVLk5OTMzIyVCoV0mGmaUdHR3d3d5Lhuc0qFIq0tDSFQsHNljcYFwOxHhEREf7+/ui/BazLJht7B6nagEIjiL9IsYXTHVVGS0tLV1eXlbm+vr6Ojo6U/MJJoEMRZYX/DgFPWn+lbp7jxo3T0NCYM2cOjJPo6Gh8FJKTkzMzMxUKBWKilJSUxMRExNkZGRkxMTEBAQG5ubnBwcFOTk5ubm4mJiZIBxhzKCVmZma6urrQ9thMyWQyLy8vvNwhwuBwynlmaMLePCMjA+s7jBYJaXJ1dbWzs3unlnz8+HFBQUFBQQEEhMTERJyEtm/fjkseakluaPQvbJpQwT548KC3t3f16tV2dnYymayqqurcuXMglEKWLVRLeF+L8GymKh4cOHCAU6NQKIKDg9PS0iDCHTlypLGxcdGiRZaWlgEBAQxKycnJlBi0ndnZ2Sg8bW1t9+zZQ9tFHRSOnCKujN8IX1GWTV988cW1a9cgm5w5c0ZIE2kf9u/fv3Llyo0bN1ZUVJw/f552gyaur6/v66+/xrKAQAJRYmhk0PV8/fXXRNlBF/zqq6+uX78OMReUhOaI4oKJF1pKODInT55kYqqtraVw19XVAb7wBMKwm5ubL1++LJPJNDQ0Jk2aJOhb0CvGjBkzfPhwNTU1TU3NGTNmGBsbs3Eg0OvTTz+tr69/9uyZ4N329/ffvXu3q6ursbHx/PnzmzZtKi0tzcjIkMlkSFQyMzOXLl3q4+MzatQoNTW1MWPGfPjhh4aGhpMkhthiEKBbGT9+PPAExWX8oIPB+3JBnjBr1ixra2tTU9Pp06djwubg4BAaGkrkO76TVBkWjqmpqZGRkfhgA77Y29ubm5uTtYgqx93dHQVTeHg48A1PDgsLMzIyoivhIzORmI9EyCSCbKEzEOgv49KkweRZMzOz0NBQlUqFwkC6ORJVRqAw1BrRxwmCr2h5xJCloaFhaGiYm5ubmJgYHBxMU0+sHUmN8fHxKpUKHxkUvyqVytPTk2QlZ2dnEFw8fakFHh4emG8aGBgwAQEn29nZIcIm54AFE8Y9eEew3k1JSVEoFMnJyYWFhSSuoAoCEk5PT3+nMMjNzS0sLCwtLYXpn5KSsnDhwr179/b09ADHQN8SubHCHQpldm9vb35+vqmpaWho6IkTJxoaGrjNMjExIkH2xXfyyJEjqIoR5gAMV1dX5+TkkMmQnJyMfR9E2GPHjpWWljo6OuLQk5ycnJqaiu0gt7WsrKy8vLzMzExbW9v169cL+Th8ZSYmzPREobxx4wbWUyyz29vbKXkUF3TPjHKHDh3ilRw8eFA4h9IK9fX1UcJIQRFVhuhr2pnffvvtxYsXoCEU6EePHvX09DQ1NdHOXLt27fr16zB32tvbmZIYgpqamqg1/NyamhoRXwUuQymH3cM5DwkJ0dDQGD9IS+cuKuVlaGtrjx49GivvkSNH0vKMHj164sSJLi4uwcHBbm5uiOumT5/OBa+jo0OFEscnn3yyZ8+eCxcuELGko6MzZswYTU3N0aNHa2pq0tsLuoeOjo6Uvfo+xvkf5cjjx4/X1dVFB8RyxNTU1MzMzM7ODhs3Ly+v1NTUJUuWIEfi3hMREZGXl5eamgps7O3t7ezsDDseDUFsbCwMkbi4OD8/P7a24eHhQUFBc+fOFSFKQqZElWFuotCIdFpprpuoMrz4WbNmOTs7BwUFpaSkWFlZCYWBqDICDx6yyea8af77oaWlhQ573LhxmpqaJiYmrJyJkeVqZx9ChGZgYKC3tzcAOTwXig5NDZ6+OE5hG+jh4WFlZcVGXMQYQBoG8NbT07O1tUXZA45D7CSnFKoeEnweu7u7BwUFEV/5LvXtwYMHubm5ixYtKikpwf08Nzd3yZIlFRUVn3/+OXd+JiYRHQvqwQAFxTsxMdHExESlUl24cKGhoQFGL8uampqao0eP4udGhPaJEydg/SLCFg9KSkpCQ0MJvsOzi/tnXl5eWlqai4sL1ji0Z8xK2dnZ5O0Srujs7LxgwQJeGDsmqYEezgzcpT///POenh5Wy/gqkRsFX0YIx9EibtmyZevWrXv37kXTePXqVTIVoPw9f/78+++/F3CMqDK//PILgOi3336LvwRbLSh5gL7AIiJCr6enh+4GEg3+5MxuFy9epCgzNBETTM94+vRpgPba2tqYmJgxY8bwrhXvY9Ey8FHcWik6GhoaGhoa6urq0joybNiwESNGjBw5ctSoUerq6hoaGpqamnwcPny4tbX1uXPnrl27tmPHjpkzZ6qrq3Mx8G25HnggJgLRxYjXICgkEwfD5wVjjZc6e/bsefPmwW9AI0MSkJeXF5BwcnLymjVr5HI52WZyuZxaExMTY2hoaGNjw0aJ52dnZycmJqanp5NUHx8fT+6CXC5HPynE1oJ3JwzxxPQkuHlitmKHLdLaaDrs7e3DwsLwsrOysgLklrJg0Byw3p4wYQJFR9wYpDVaW1ubCs7/0tDQsLa2Zr8GRKVQKGhhoqOjU1NT4+PjAwICAgIC8HtnQxQZGQk/iCkGU3ERe2JjY2NoaCiTyZydnY2MjCwsLNCpk+Xk7u4OH4dcFKxnAMLMzMz09PToMZkzwNHs7e2hCISHh2dnZ//5559q9+7dy87OLi0tRS2ZnZ1dVFS0cuXKo0eP3rlzBz4eAAeOTYizaQqgAl+/fl2hUMyYMYMMCkANNiMsbuDg0csItzeuFnw5KTRlZWX8yRMSEqKjo7GeSE9PX7BgQVFRESM0bxTAPDoaxqXs7Ozs7GwPD4+4uLgbN24II06RlCJymvr7++H4oBIAhb106dK+ffuOHj1Kq4IPDhv3EydObNmyZfv27fv376fKEC99//592GtwWIeUGAzifv/99zdv3rx8+RLKb3d39/37958+fXrjxg3gWJHSCaB+7949CP70OHD5kCxxiqjOnFJYAjU1Nbzgc+fONTY2ZmZmjh49WiCIjB6iZRA7C9GHSzt5KQmVuiAuA/Ffxo4dO2zYMDc3t+bm5t7e3iNHjhgZGY0cOZLLQxyiyohPKTfSAieqDD9RWmX46UZGRvgzQYTx8vKKjo6GaREWFpaWllZYWJiVlSWTyXByCA8PB9cTFwaSFLAYlMT4xaWnpxcVFWEzDmbp7e09a9YsaeaslPsLDCwFfcV2CZEBtYZ5Z+zYse7u7iEhIY6Ojj4+PnPnztXU1JSiv1gLzpgxY8KECZqamvwXKaGGx1paWvQyFHd6HG1tbZlMhj1LVFQUvT935dTU1ODg4NDQUFYiUVFRrKX9/PzIh3FzcwN5gVwDc9fW1haYJiwsLCAggG6FTlAul2MuA5EP/Rc4Di2St7c3MigfHx8IB7g90BQjH3uXk93X15ebm8uVzKqvuLj4008/PX36NJpm9jIiMEB0CmyysTWIjY2dNWuWv7//2bNnW1tbL1++zMpGJMAdOnSIKgMHj2UTqA335Jqams2bN4eFhYWEhMTGxiYkJCxevPjEiRNFRUVbtmxZu3atm5tbaGgoqyXqS3p6OuuD/Pz8nJyc4uLikJCQqKiozs5OLlphi8mCCT/ghw8fYhAhGodr165duHChqqoKJxcaLpZixNHt2rVr9+7dsH7q6+tRGNy9exfdDesYgJg//viDoMg//vjj7du3TEw//fTTnTt3sJXB7Ka3txeJJogM/B2Omzdvsp9uHjxYZtfW1sJIpg6CeTHfgVhfvnwZJSRDCn3KuHHjJg1a3gsy2JBlx4RBETCFRtQU6gLveCnEo6amJpPJGhsbW1tbq6urrayshg0bxg/lwuDnCmQBTpp4AnPBkD3u+2tdbW1tMzOziIgIfJdR34SHh+fn5zMgRERE4BZO1hI2smhu/f39/fz82HDzFT8/P4SC0dHRaWlptMNoeUCCnZ2dqSOUjylTpoDFiIxaqZc48LA0JBs1NlVm3LhxDg4OPj4+4eHhYWFhs2fPBnORbtCAe+liEHCLUy0925QY/kb8RSZNmhQSEpKVlZWYmMjmKDk5GVAyMTER/ScxJNjlgYvDo3NwcDA0NGQVxRBEUbC2tnZzc4uIiKAZgTgDfRFOsLm5+fz58wMDA3ERJ/QWL77g4GDo+DKZbP78+SSjQ/NDavDOkbOvr48dDSqPnJycxYsXl5eXNzQ0cJUyHzFriKFDLLZv3rxZW1tbXFwM7e/s2bMtLS319fXglBQRRg/44/Bl2GrT7IjVyc6dO+FNYbAeGxublpYGZTMiIsLd3V2pVCYNHqAzYH45OTl5eXkFBQWxsbGRkZFkm7IO46oG92VoevTokcirgxfb1tYGl//o0aO8Wgz6hJ6zoqJi165dwB/InXFmuXv3rkhu+etf//rbb79Jqwy9zG+//fbXv/713r17XV1dUPKePHkCbRpbKcEVuHfvHuklEGeoNVeuXEFj3djYePnyZcoNfBnGTFGArly5cvXq1Z07d86aNUuAI9ra2hMGRTFUmSHEMNFNCOhkvERBI33fc1+FmBsQEEDgxKlTp+zt7YcNGwZgyXMoT0OqjLg/i0lBSkv7jyw1PT295OTkHTt2kNwcGRnp6+ubmJjInVzcYHkzwKYHucvLy4OwFxUVpVKpioqKKDfom5RKZUhICGk2NDiwb2bOnCnsOBFnv5/0Jjh7Q8zxsOZkHzR9+nSZTBYVFUUtMzQ0FPCtGAalPcv7h7SmM4rSZmpoaEyePNnf3x//XNqNyMhIqgxG4izmMQAmholmhLpgaWkJ28jGxsbFxYW1kY+Pj5OTE52RMNlEgYk9jbGxMVxH1k+WlpZE38ISdnJymjdvnoGBAZXXzMwM1aWpqemHH34YHBz8559/qn355ZeQfXNzc7GGW7lyJdnYQBuisoDR4AIBH4/slObm5pycHJQm0NspHKLQAFJi7suBp29NTY14Dt0E9mURERF4jpJuERgYyCCKN3Ly4IGehXamsLCwsLAQykxNTQ2sPOxvSJuk0OBiBT+N4EqqDGMIB7MJhQ9B1uHDh8vLyxmXmpqamLYAWfjmuOSSJCnIMm/evKGdefXq1cOHD6HeQrcFchZBwCJtCn4gAm4O1AYMTeywawcP4eODEQRV5uLFi46OjqNGjRIYwZDtxvtV5v1DvNfFA9G9a2lpDR8+3M/PjzaqqqqKKgN2AMQjUAb+O90+kCcPRAESlWVIL8MQMXPmzKCgoNzc3KCgIO7SZOZlZWUlJCRwJWdmZhIyHxwcHB8fD29zyZIlvr6+NjY2MTExCQkJCQkJoKGRkZEQ8FxcXFJTUxUKBVZyAJ8guIxFwqeKuiN4NEPkkdIMJnAZHR0dXV3d8PDw2NhY3qv6+vpUXmn95SRztodUc8629uChI9mCa2hofPTRRxEREcXFxYmJiaDXEIUSExMVCkVWVlZSUhJbM5R9fn5+KpUqKCiIK8jJyYlCTCIl6m1qjUKh4I5O0jacF+EXYWtra2FhAd8X9jCjFrZYWNuQGAcD2NXVlcL9ji9z//59lUqVm5ublZWVnZ2dlpa2YMGC7u5u2Gv4PA9JHQH6ZSq5e/duY2NjZGTkJ5984u7ufuLEidbWVhxtL0iO8+fPM4nAi9+zZ8/WrVsrKyvZmzAxHT9+PCcnh7Ui4BZvEVD0+Ph4LCnIckFKS63Jzs4uKCgoKipKTEy0sLDYs2cP+Ast2LNnz4Q5NoYPN2/eBPggjAX6LJcrDQKmoox1NGLbt2+vqqpqamqCO9fV1QUN+tGjR4JbLN1ng87893//9++///7TTz8hKQAzfvjwIZAz8LPInGFuunHjBgxg0aEgm2QTR12+ePEiKyeW7mJios9SKpWjRo2iP2dckkIt79cU8bYeO3bskPf3+zdVbW3tESNGeHl5YVe8cOFCKyurESNGjB49muxtoGLxPXV0dPhUW1t78uTJfCvpy5CWPFFluAgxEECnxw4VwFIulzPmIDHhVpSTk5Ofnx8fH19YWAinHukTaAIXCXPB/Pnzzc3N4X3QxUAhET6boDAiQBJLJxAZrPPodISwQIQWTJo0SUNDw8zMTKVSQSkODQ2dPn06v69Apqi8onZLz7m0yohCzAPOpLW1NYsajMRlMplMJmORTO1gTuSKpgYRopSenp6YmKhUKpOTk0tLS/Pz8/GNg74Irc7Lywt9AFofVntoMpFNhoeHu7i4mJiYgHlZWVn5+voSAWZoaEimQkREBJQ8W1vbuXPnvstjunv3Lr6EAKhYnK9du7ajo4Pt0uPBA2gGA20ADopOfX29XC6fNWuWu7v7kSNHOjo6Ll++LFADQW/DpxYaHmGJ5CsKTs3p06cXL15MGh7Bo2gIYASkpKRwXlAV8CkTkxB55ubmEtgiQg7YMSHAefbs2cOHD+HIsGNCLUnzBZOQQsMaWyyJT58+TQQCcXQNDQ2EumGdi5rp2bNnQsHEvunt27f//Oc/3759+1//9V/4bGJ8df/+fXxwIOnxejiogEicmpqacO0DTedlnDt3jnGJPosFNnWHlqe9vb24uHjMmDG8NUU7Q8v9H/tz8V7n3S/e9KKLkTYy4DJubm4HDx7cuHFjWVmZi4uLmpoaxUVdXZ1ywzOlVQbIU/p1UWverzIsZWxtbYEnQXA9PDzQZLPOSEhIYCWalZUVHh5eXFwMZAPHNz4+HgI+2WbWOEKbTQAAIABJREFU1taWlpbOzs64RnCRREVFKZVKXETmz58vtEvUF0NDQ9gxc+bM4TEYjWAAS8kyIumNBZNSqWQR4+zsPGXKFPoRhkQxLrEEFH3fkIIudnMCXxszZoyGhoZcLl+9ejXRSww43t7ewcHBSqUSpAZUISYmxsvLC8OqkJAQlUoFHsKlRJhyYmJiQUHBsmXLwsPDoTJSxOlr5HI5HCWCbj08PCidVlZW8IaROBE+g2TB0dGRFbuPj4+fn5+tra2+vv47d3GSUnJycnJycliDWVlZyWSyM2fOiP5FbK+BgTHoZMfU399PlZkxY4aLi8u+ffukvQwYMAebpqNHjyJrYo8DIZgYkOrq6pUrVwYFBQUHB1OAcZDB3oHVUmpqKl+BIS5mKDqakpISb2/vvLy8mzdv0jUQn/Ldd9+RLQlcffv2beFfdfv27aamJsg7QEVnz549ceLEuXPnuMhBQKqqqnbt2nXq1Knr16+3t7djocCKTRjufPfdd1QZnFaAaUB/Hz16BGOYNhCOTG9vL+MSCmmxzIYTDHemqakJdz64v4L1C86FmwzipkuXLjU0NHR2dm7atOnDDz8c0m+LuYmbqvgn+he2GHxdFBTR5oi3voaGBhw8Nze39evXb9iw4dChQ3K5fNiwYSy86WWYnkQ1EReMdCITN3YxMUnXT+iY0AFzYwwNDaW4QP2Kjo6Oj4/Pz8/Py8sLDQ0NCgoqLS3lflNWVobx49KlS1NSUvAYJ9E5KCiIiCLW2wqFgv0uXiqUDEGNwVt62rRpopfh+PjjjwFohHkVOyZBRMSMAtsES0tLqox0MhLTE7VVWmWG9DICMtPQ0Bg5cuTEiRMDAgKysrJUKlVYWJhKpSLdMSgoKCwsLCIigmwfhULBJojLBDyhrKyMdBQMj7mLJyUlIQD08PAIDAyE3+ju7o43MMRrsmIcHR1DQkL8/f1h66F05zk2NjY2NjZ4BmNyzqJKJpOZmZmFh4e/22STvgSpxs7OztbWNiEhoaWl5dmzZ4KVx0pb2CkwQ9HjNDU1JSQkwFDYuHHj1atXARTq6+uR4XBh0MUQKoQFPx40wpf/+PHjmzZtCgsLQ2oF0SglJQXGNOlWPKbQUGVAwthtFxcXy+XyqKiojo4OZhDQX6ILKJp3796ll7l+/Xp3d/e1a9cuXbokNdziBUPep0rW1tbCpjly5AhdDCYYDx48+Grw6O/v//bbb9lkIzUA/f39999/+eWXZ8+eUVPAX4RznTRaCOMbhqnu7u7W1ta6urr6+vr6+nphx3nhwoWDBw8uW7aMaltUVFRRUSESI4Bmjh07Zmdnp6Ghwa3y/aWStoSwN6TKwBLmtsl7fUiVGTNmjJqampeXF8kztbW14eHhI0aM0Bg8+O8waKS15v0xTTrKicdioACAyM7OBpvk7hoXF7dixYr8/HwGavTW0DhzcnJIZS4vL1+9enVWVlZmZmZcXBw+sywfCWMir57gV3AchUIxb948QFz8fUXbAglYCgOzY6KsiDwmNkc6OjpTp06FF4trlIWFxccffyyFXTiZor97v8RIYRoBY9Enzpw5kzUrDQEF1NHRkYgSkUCgUCgIbEtISMjMzMTilkyOkJAQdinh4eHQApCGsUspKirKzs6GNMBWDnsqVOl2dnbAuihXZTKZp6cnFD4rKyvgYbysDAwMwIANDQ3f+f4+ePCAnxEXF4dBVEJCwpo1a65fv/748WNxrxZrJlFlsO9++PBhY2NjdHS0oaGhqalpTk4OpFWprSRVBiiBEnPixAnhCoxykuqza9cujD+EvQNVhlLClCREBojfICtnZmZmZWXl5uaSpNfe3o6DDI6i7LA5QKxxyUGpiFGxsG6BxQOjnxJDGaILO3nyJLBOS0sLhUbEGHz99dcYPvzyyy/4Xf/973//xz/+8fbt25cvXzITiRHp9u3biKEoMU+ePBE7Jhbt7e3tjEsNDQ1QHIFjdu3axZIlIyOjtLT00KFDgvsrXm1cXJwYfN6He6VvYulbX+yJKDoUKWmJ4Rg2bJivry9x4HV1dVQZSoOAZkaPHq2urk5fI77bkDWKtMqMlVBpKHwTJkzw8PAAkkRGS3xqSUkJ7UxqampaWlpMTExubm5SUhI+AyTPQ4GNjo4ODQ3l/SOXy4EVvLy8AgICoqOjaW18fHyCg4Ojo6MdHR3x2RRJTEKsJLoYcBlDQ8Pp06dLXThFldHS0po9e/bGjRvXrVvHftfX13fq1Knq6upScFdbsoyTDkrSs835EWv+MWPGDBs2zMDAICIigg5FqVSqVCoPDw8MT+gy0JRC1WMejI6OJl4yJiZGpVLFx8fLZDI/P7+YmBjKCqr0goIClj8qlSowMNDT05MXj9sGLR4zEQQZZ2dnXV1dQhFww9DT0zMyMpozZ87UqVNnzZo1d+5cZqu0tLR3vQySEFbuKSkp+ImSxCSl4dEOSKsMS5z29vbExEQIhUVFRc3NzXV1dTT8JChilA2SCmXm+PHjZKdUVFRUVlZWVlYeOHAAFWVsbCw+MngvMhCpBg/YjbQzCQkJbO9QtQAtqVQqBwcHUjueDR7C93tgYIBxSeySUWMz3EnpyLQzXLrMUAcOHCDpsbW1FbO7q1evonLGa+bx48fIJn/66adff/31jz/+wMr/73//+3fffUdkgoigZBHe39+PKIyOBunmzZs3kTjBCbhy5QrnkH0TpjycQzjWvGwOuHmrV68miU1TU/P/t1QachflzT0EppGCMhxQhIOCgs6cOYMAIjIykh2T6GWoMqNGjaLW8E/vDwVjB13gpFVGvMIZM2YI7xIUAPDuUlJSsrKyUlNTi4uLY2JiIiIiNmzYkJeXFx4eDn0jPj4euxlQ4eDgYNzzWACDTfIVOzs7vP4jIiJsbW0/+OADSL00LNKKQzsjOhrhksesJHJpdXR0Zs+evXTpUjwxYQ9OnTqVtkV6zjlXotcTmBdnW11dnSYUIqWOjs6YMWNGjBhhZ2fn7+8fERFBI4a/TGRkZGJiIpsd/Iypm9yJo6OjhZUX21sQrqioqKSkpPT0dNw5iZQkU4nIB6y1o6KiHB0d58yZw6Dk7OyMRN7e3n7OnDlWVlaEF3FmeKCnp4fdl5WVlY+PT0FBwbtNdlZWVkFBASg0fITPPvtMVBkRSv1+lWGDc/PmzQULFlhYWLi4uOzevfvSpUtYOnDvZTdMI8OCiV7m8OHDlZWVhw8fprshf/Lw4cMZGRmcyiFVBik21ZCKA+VRunjKyspKTk62srLas2fPixcvBFYtys2XX34JBxfsAztRJiNmOtoBLldaMGBsqgwrniNHjty6devrr79GxkWN4GwII6jXr1///vvvb9++/eOPP8hvxSsLsTjJVoxLkGXu3r37/Pnzx48fI60SBlcNDQ3QZM6fP48lBfsmiDwit4ApD0lHY2Pj4cOHLSws1NXVx0tMBsTB6AQuKzY+vPU1NTUFtiJ934sDAVRcXBy1r66uTqFQqKmpoY2SNi98Rcxf79+3x0roOeIxA4KmpqapqWlCQgKDEswXRh7qy/r160tLSwMDAxMSEhYsWJCdnR0XFwfsisUBFifc5CGn4ToeFRWFDMfHxwdo2dPT08fHx8TEZPLkySJYUjD0pNcPuyemJEoMlUh4VowbN27u3LkoBgFfraysPvjgA51BJZdo5cR55sxIJUtUGR0dHUHUZozV1NREhxUXF6dUKmNiYhgeIXPgkZ6QkJCRkcE9GP5LWFgYD/z9/W1sbAB33dzchIkKaiZ7e3si3EQCHO4zqampGD7Y2dnhWyiIMzwTUJyE3+nTpxM1SX6LnZ1dQEDAux3To0ePBEM/PT09PT29pKRky5YtTEzCd44qw0dhOAIbpbe3Nykpadq0aT4+PidOnDh48ODq1av37t1bUVGxffv2Tz/9tLKykipDwuThw4cPHjx48OBBygq+cNSgmpqakpISKMwUGrYJAoJh407RYb0NYZzdE120nZ3d8uXLefEIGnnB+MKRWMCOqbe3lwwTVmDUO2STSJloE3htzHf19fU44zx58oQgNGKeqGJ45WE0AxsYuzxq8c2bN6WBeXfu3IGVhz8LB8WITRM2nbh5ijwmpk5oAZCVmZIAcRoaGqALJyUlYfsgugMBjnA9i7IiqozgvPDg/V4GDHLEiBH5+fmsEevq6hISElA8IXoiM5vvJkWCpYsqniCtLO9XGVtb27S0tMTExKysrLS0NEyzs7KyUlJS1q1bt2PHjpycHLSR2KkkJSU5OzuTOQF4R4aBq6sr4HHg4IHhm62tLZ5vLLDMzMwQjgPNiKFJGFaJeCbIeKgQhHkVVWbs2LFmZmaRkZE4P82bN49t7pAWkirDRDmkyohJikaGs0GlHjdunLe3d1paWlFRUUpKSkREBHxUaLTLly9fuHBhRkZGSUlJXl5eRkYGigEcAiFPE34SGhoKLzk5OZmZCN9fU1NTPT096HZEX/v4+EREREDhg4nn5OSE0hqe0fz584HJEVVyVk1MTKytrfX09PDie5eU8vDhQ1Zc7HHy8vKWLl26ffv2np4e0cWIvDeu1YGBAdp73FtaW1sDAwOnTJni5eWFog8jbrIlDxw4wJ6YmzDOD6gNhFeedFeyatUqFvjMTTjjiYKSlJTEm09MT7GxsUTNpqSkYATh6uqam5srUiVxR6f/evDgAdAvOyZSq8FWybqEl4x8icWTsIA4c+bMwYMHMY7CQaq/vx+fBLydcOfE0RKDy19//RXB5IsXLxjThHmd+Hjnzh04ytREYBoQYmQQNDXNzc319fWkGnA+BZOQRRismfr6ejK8P/vsM3BHBiWBOGoPsoGlG2VKgBS1FUQy6cGOaezYsYsXL66srCRaC1yGA2sbUapoZyhYfH9q0Ph/1w1KJQ4CJzIxMaHVJ28rOzsbg/eCgoKtW7cuXryYuQArvODgYPbZpB2QuoO0JzIyEoMLlr5YxmHU5OHhQfKkq6urgYEBnBe4MOyzWVejYxIxBkLlhGZdBMvy+m1sbPz8/NAlkzPn5uYmCDKcdgFyaf6ng1lprETmSkkaP368r68vvzLuBfHx8SUlJQsXLly2bBkWdNxxi4uLk5KSEDQSBent7e3u7o6oGhU1GQYWFhYhISF0f3Z2doaGhn5+fmFhYc7Ozsxf2HriIsa8RtwVBdrW1nbOnDkGBgYYfTk7O5ubm8+cOdPS0tLU1NTOzu6TTz6RyWTv0F9M55DDFxcXL1myZP/+/RijwZFhjSKy3zCdQ3/w7Nmzuro6f39/DBDZZGNcwE2VeQR3Szj7cGSEqhjVH3fmc+fObdy4kSk6ODiY6REIRqVSxcbGJiYmpqam0h/iL41pGFMV0IxMJouOjr5z5w4bd5TZNGL37t3DGh2Etbe3FwdMpM/0CEC8wptC+C3Q41RUVDQ2NiJKqKur6+/vp5eB1IvUgCpDFBQdzTfffEPVAPSlxAjrDGhH5Jbw8d69ez09PcTdilqDx3tLSwtgMGomQR1k1qutrW1oaGhvbz9z5oy9vb2GhoaoMpqDeiLRMmgPCo6kGAFXvhSbFJMO6MD06dPLyso2b95cVla2bt06lUqlo6NDieE7UF/UBw9xu+bSEiCFsJ6U7rMFe83S0tLLy8vZ2Rk7GOjpW7duXbZsGem0sMOVSiWUGb5eUFCAinLZsmXIZaKionx8fKKjo7knw1s1NTXF883Ly8ve3h43P3oZhiZUSwKjEdEFbJewhhAMYIHLjB8/Hi4s+AgaK2dnZ379IQSl94uLAODHDapbOSEffvghuDKten5+PpSZ1NRUYoWysrJoamjW4uPjGZFww/Px8YE4g0k7ObM4gZuamgKB49Bua2uLyhFrCKw2HBwcCLq1sLDw8vJydXUlHSU4ONjFxcXKyoq0OSRROP7p6+ubmpqSHvcuJ/v+/fsgGmDRJSUly5cvr66uFogml6goNAiCKDQc58+fZ5Eml8v37dtHk980eAgjCOGPzX2YqQRnGZqIysrK6urqzZs3y+Vy4gowH6WaUGVYKkknpri4OMYlvpKSkgLW1dnZiTyCjwiy8KlgVYxQAIiXBkFa+6D8QpwhpeTo0aMXLlwg9vvatWtYBV+5cuXJkyfffvst7rb9/f1MTMDAuP/++uuvT58+xd+bgykJxQbeplQZzLcAehidkDL09vYyQHV0dGDWCTePLuzKlSt0gpcvX+aEY5oVGxurqanJW1ZUGdHdiFLCxEQREb3M+3gthUZNTc3JyYmwrYqKijNnzmzYsGHatGkjR46UFiMpTCO9hKQNlNgo8QpFd6OhoTFhwoSsrKyysrK8vLyioiK0SAsWLFiwYMGiRYtgi8CjcXZ2jo2NXbZs2erVqyMiItzc3HJzcw8dOrR69Wp2tLBd8aBFwmdubq6rqztjxgxdXV1S6w0NDadNm0ZjwuaI1dIQ8wf4vnDwYM1MnToVWxzGpYkTJ8I18/T0DA8PDwkJ4c4v1BUCU/+PVUZbsvJnBBs/fjx/QQ0NDQsLi5ycHEbCvLw8dIwgTTii5OfnMxiy3sKFB3EG2DnqduoLXCTsHaysrCwsLOjvbGxs0BOYm5tbWlrOnz8fju/cuXPxdbewsDAxMbGzs8vJyUER5ufnhwGzk5OTvr4+xobEXc6ZM+edjqmvr481DZhzUVHRmjVrzp49i6OlAICllyulhxtvf3//4cOHcceRy+XV1dWdnZ0IdrkqMOiHwApOye1XcGSYoWCjwLIlmpM1QXR0NBSsgoKC0tJSmJ0CFYbvKDZQdIwKhcLBweHy5cs//fQTZDzRkYmIEoKu29vb4c5S/jhoDQA+uHopQHD2CM88f/489hEXL15sbW3FMY9xUoSloGN6+/YtVebGjRvIwQlyQc/JcIRcAxiYr1O+eQIr+Rs3brB1amtra2lpoVsUXnkswqQs6vPnz2dmZnI/HD9oajVuMB5AiA9ACsT7nqKgrq4OyPL+lTB69GiVSlVTU1NdXV1ZWcnCy8LCgiozYsQIjGlGjBgBT086f0k5Ixj6ffzxx+MHXSkFCVhdXX3OnDnHjh1jxrx8+fK6detycnIWLVq0atWqFStW5ObmxsfH4yNpa2sbGhoKNowZbUpKyqpVq5KTkxETBgUFpaWlKZVKllBEINrb2xsbG8+ePZstrK6uLsa9jD9ol6TQDEjwx4MHIsm5c+cyK7EJ0tTUnDp1KmJCExMTVEIymczGxoYzLO0Qh/QvmoM0SNHZ8QdCu8TJxK0mICCALAFsMaKiosLCwkJDQ5OTk/Py8nB+wAoDjYWLiwvpbr6+vqmpqRQFV1dXT09PguLYHNnY2CCPJH8SdyuZTMbz58+fb2BgwBSpr6+vq6trZWUVFRXl5eUFAxgpA24bDKfYSkybNu3/klKYmDCFKigoWLNmTW1tLZCkaGQYPbBooe5gOvfkyZPy8nJ8/ZRKZU1NDf7YbW1tLLMxZGpubhZ+BaiW6GIYlIRlJ/BwcnJyUFAQwBVkzZiYGCwpcnJy0DcxNGECwG6b1JScnJyUlJR58+ZVVVXhU/v8+XMxLt28eZMNTkdHR3d3d1NTk2C+CZrvEOUkD9iaEYR06tSpysrK+vp6xpkLFy50d3fDl0E2+csvv9DLYDQDKw9FOylIgjYtHghiHhMTnReePoRhfvHFF52dnfX19c3NzVevXq2vr6+pqSHliuC3jRs3rl27dtu2bVu2bNmyZcvu3buLi4tnzJjBhC+tMuMH7enGDspkpO91Rp6RI0eyIaIf4YG6urq2tvaqVas4CaBpZ8+eDQgIGDVqFLVDLLBHjBgxpDMSHDMWWMLLViDTXGMaGhouLi7Nzc2IvC5durRx40ZcOHNzc4He6GdR9BFJqlAo3N3dfXx8GAqcnZ1DQ0NRJPj4+GC2ItzzuNXT2hgYGGAe/vHHH9OViLRsoF+hlmRvLZJqxaBEOdDS0rKwsMD1kh7B3NycXcz4wewBDikRaUiVGS8xMB07KDEdNWqUjo4OVi9QEyle8+fPh21I4BSZdow8np6eEPNg/YeEhOCbRyI4rjqkifORTAJiSDhFbJpkMhm5cZaWlvr6+gTLgROzxqbFE1IMzGUEmvN/Vaa3t1epVIKkJiUlFRYWrl+/vq6uTtDzRd4IhYYH7Ji+/PLLgYGBHTt24CgRHBx86tSprq4uvAuwy+7o6Lh69SpQAtCGyHsDYQX+OHLkiODp5efnCxUpWIxgACNRoazwKUYQgrzHvsnS0nL9+vXYifNq6QgExoGtjDDZZQahI+AjB7oHXhjbnObmZtICjh49WltbK3Ipe3t76ZuQTYq8lN9///3169ckqw0MDJDQQu0YwqIGaAcAFvktKA/a29vBuZjvwLYqKiqI6ySJCROcY8eOMc5cunQJEjDwqmC4C/XduEGfKjp5zX/fBIGhUGggv9DgTJo0qby8nJUcg3BdXV1RURFtDt9BbMSl/ZGmpqZ0lTt+0M1PtFqCJaiurp6QkICKtba29uDBg0xJWBlACse0LTg4WFDj4+LiIPIKTTAwzeLFizHHk8vlvG3wQEAfaGZmZmVlZWRkNGvWLKJaPvzwQ2kvI+YmwcSDIIMROjjOlClTKOURERElJSVEd1tbW7PWNTY2njx5sqgyAvQVLEfR4OgM5i4JdwjuDSjsXVxcPDw8WIwQ6ki/T6l1c3Pjn1iiBQQE0OYD4mINY2Ji4uHhARExPDyc3CU8xm1tbefPn8+2297enq7QyMiI/BMYj35+fhQdFxeXefPmmZqaCkre1KlTAX319fXnzJlDRoKpqamBgYG/v/+ff/6p1t7ePm/evNDQUGiFCxYs2LZtW0tLC/uj58+fEyH47bffCi8oJinGpa+++urUqVMymUxfX584JLJT8WHCdxLBAUbZjEt0MXwKD5j1MOWmtLQUEXp4eDicRfDd+Ph4tPx4ETIlpaSkIHFKSkqiUKpUKoLQyWN+9uwZhQZItbu7u62trauri/cxEBIsfuF0Aw9YOtYB05w/f548Jlg2Z86cuXTpEm6biEuxm3n16hWZuT///DM5rfhdwZpBosmDzs5OKh1DEGEmCJdwySMNDhcIsq7hBMOOESpK4bBBGSKloL6+PjY2Vkicpcts6W5VkMQERittXqg1LI9GjRo1Z86c7du3M1Hyo2tra/ft2zdnzhw8xqU9kba2Nu0M31kAE+MlThTiZQhRj6am5vr16wcGBq5fv75nz55Vq1aVlpZiCYLQmYwUvJcwoLKxsSEkWyaT4Q7h6+tbXFy8YsUK7joQxPPy8tLT08lXxEUFhgg4JTZUFA4pJW/G4CE8ZUQXA5FvypQpRAsUFRUVFxenpaUtXLgQGnpSUpJMJkOrLbZLYtk/hITNmcGkhnPC84cPHz59+vSQkBC0iGSwEWiXmJhIs+br62tvb8+ghA6b3Bj88YyMjGbPnv3xxx+zio6NjY2KiiJAkk0LFcHV1ZX1s4eHBzps9tlcWSEhIYxIpFMCzAcEBJiYmEyaNGnatGnMnnp6emzxObfvnB+6u7vNzc3Dw8NB8ktKSsrLyxsbG4X/ExfMy5cv4dGD+1Ji+vr6BgYGTp486eLioqenJ5PJTp8+jQcdFw8XMKYE9fX1Z86cYW5COSm8Zo4ePVpZWXns2DFWTuvWrQMthwFMO5OYmMj0xF6JVwvBJy0tLTc3Ny0tTWROYnb/5Zdf4ss7MDDw5ZdfIke8ceNGa2srQiRsMWm7iA2g54IdQ9t14sQJ0WfhlYdjQ1dXF0yWrq4ukTz9+PHj58+fE7FIIhoYMJlqL1++vHHjxpkzZ+Ar4qx+6tSpixcvEl3S3t7O/gsVwq1bt5iksCWHGQxA09zcLHytLl68yLgn7JZramoaGho6OjoKCgomTZqkOehQLeYmtqQCkhSoAfPREOau6GVGjBhha2tbUVEhlGh0NCdPngwKCoKbJy1YFCkpT0d7UEI1hJEsXTNpaWl9+umnz549u3v37okTJ/Lz82lXfX19yUcPDg4ODAx0cnKCh8oSxNPTE+/b3NzcXbt2rV69Ojc3V2huo6OjwWLDwsKI/iCMEb68vb09vQzuDZMmTfroo4/EgknESCJ0AiFGUkDvQ6W2s7Mjbig1NZWw423btq1evTosLGxIlRmCrEtvAFKbK7H+HzVqlIODQ0ZGBlCIv7///Pnzvb29c3NzMQaEw2Jra4vWXCaTxcTEYE4qk8nmzJmjr69vYWExb948Dw8PNms44wHi4EdjZGRkbW0N35rNFD9u/vz5UAogATFkyWQy5JqxsbFeXl6mpqbGxsakmDCUhYWFwXUMDQ39888/1W7evAn5muszPz9/w4YNTEwwzf7yl7/88MMPBIAxFEgpZI8fP7506VJkZCRJ4KdPnxbRQiCUzCMC+EAlxLZY5NsiOKDuYObCVBkdHQ1DkTBJEHWKDtqr9PT0rKysjIwMVBjx8fGpqampqan8qm1tbQxNwKsEvPX09BBN3dLSQpAAG5mWlpbW1las54TeirYLDz1W3dXV1a2trcgUgHIpB0jAyU7BABjNpNQO4unTp/fu3cNZ5vr163ju3blzB4RLpNBBfWSwopRT1onBglVIjbt8+TJcHsgybLKRkvMbqVQqqChcD/B9xw46PGoOelbzFkeSJ9BfepnRkmPYsGGenp7YIVdVVfEnA51ZtmzZ+PHjaXkgyGtqaoIfiwGNHypl/UoX2IK0NmbMmKKiot7e3qtXr1ZWVubl5bG0DggIgISKJhDncAR7BgYGBgYGDg4OuMMR9J6cnIyoR6VSubm5zZ07lyvBysrKxMREJCKgLZ4xY4bUIRw7qyEZtUJ7LTxl4ObSg9jb25NSEhkZuWTJEjrcPXv2pKSkTJ48GUhL2s6Ig0I87t/DJMUYy5nnUpfL5UCzdBkQxBgV5XK5XC5HDOnr6wugCUyD5iAqKoqEEi4fWK9gDgEBAfn5+XK5nAxJ7tbQi4hM8fb2BmrBi4d/8vf3J5dx6aavAAAgAElEQVQGJYfQPTBM5ObmRkdHm5qavpuYuru7vby8WBUTBbt169aWlhaBQT59+vS77777y+ABZQZrS9Dfzs7OhIQEfX19T0/Purq6zz//nCuWuQmolbrT0tLCsknY/QLN8Jh822PHju3Zsyc6OhprTrBeaZWBnidINKzh8/PziebBRi8wMNDGxub8+fN/+ctfxHyHvIDQEugnZJW0t7e3tLTwUsmWRD9JsPfhw4d37969bdu23bt309dUVlZ2dHQgtgRAQfw9MDBw7969/v5+kZr2888/Y2315s2bH3/8Eao0ln2QgPH0BOECn6ZtoegI4jWsZTAd4Y9DqDa+v0Lu1NjYSJtDcVcqlWLaZw9CZeHQ+nfHfO6cXOejRo3iYgAGpu6oqakFBgZCWaTyimX/4cOH7ezsRo4cSakSt26uLh2J6zCvRyiwpSIDUWWKi4uJ9D516tTy5cvJHvLy8oJXBpog0FCARisrK1dXV6VSidsbuAwbkJCQEKYqc3NzMl7JA4EjD19+5syZkydPFn4OwqdKmOMJf19hjoekQCzs/P398XBiu7R+/frLly9XVFSkpKRMmzZNOHsNQWTEAk5A8mJc4gkU7sDAQHTYeBt7enpC+SOpER4NjuI+Pj4hISFcMlz/KSkpbGnXr19fUlJSVFS0efPmRYsWYcZOLm1MTEx0dLRMJlOpVCUlJSRkOzk54ePr4+ODycP8+fNdBw9wMYINGM2I0I6Pj0fwHBIS4uHh8U6T3dPT4+3tjXxp4cKFK1as2L1799WrVwkA4C3+zTffEAPAxMQMIvYj169fl8vlWlpadnZ2J0+epFNgW9w1eHDrbmpqEhJtKgvoDBNKZWVlVVUVRIz4+HhwGYVCQS8DzZf4WmAa9koJCQmYcuI3DjEvIiLCzMysqqrqxYsXbMoePnx469YtcA3WXg0NDQA02OvivLlr165t27atWbMGu/XFixcvW7aM+PAVK1ZcuHDh+vXrZMLyO4Kw0MggZXj48OH333+PoIlN0+vXr1+/fv39998TFPv9998jXBKySTz3qNrCXHlgYICKIyoR227+CzkHra2tjY2NUndOjP5Aba5cuRIbG0vvIO6N77NgBKGGt/W4ceO4hcJ8EWEpI0aMGD58uFKpZKnPohAgn2V/WFgYCgNhHEHrRKFhx8QlxOpXWmVE0WFiKikpAba/f/9+XV3dmjVrEhIS4GQ5OTl5e3tjpsl9Gz8XFDq4q+Ad6e3tDVleJpMRFUJ+kFwuh6IGDw0jmGnTplFl8OKUHtIqAzlY5HnTfejo6Ojp6cXGxgLKwrXFcysoKMjOzk7Y/Qxhykg5RO9XGU7jyJEjp0yZkpaWtnjxYhZtrI3pHeLi4vLz88l1WLx4cVJSkp2dnbu7O0QhPH3Bg2leoqKiaPSKi4ujoqIYl+zt7X18fFQqFdMl5lu48Dk4OMDC9/PzgygbHBzs4ODg4eGBDh4Woo2NDfRfyDKWlpZmZmb29vZOTk7vNNm3b99m315SUrJq1ap169bt27fv7NmzDx48gBpDfcHUksWwiILt7+9/9uzZ9evXfX19tbW1jYyM9u7d29nZ2dbWJu0RwD4wZMJ5ExcrYacAzkojA0aTlZWFNw9yLzoa9tZitYSqgAfCD5gouISEBGNj440bN758+ZISg1PUtWvXuDKh/LJIOnXq1OHDh/fu3cumZteuXTt27Ni2bdvOnTv3799fWVl58ODBEydOnDlzprm5eWBg4MaNG8gm+L1Iuf7iiy8Yl548efLNN9+8evVKhNv/+OOPlBu8QV+9evXo0aPbt29TppF0w0uiT6Tl4THBwXSOaCZQWvb09EBEAvAiLIUpj8eEw0VFRQ1BfKW4o+gg6CaknjJDYODRo0ezmc7MzMSJnXEJXx7woPT0dHZS4jtQuUaMGCEaKFFTxkuy6ERkrVAYLF269NGjR/QyaFAIDly7di1i2piYGAqKv79/SEgIs3N0dDTKY2traxTGAAQ4YCkUioyMDKz8IYzwMSwszM/Pb8aMGcAxdDHSjFrYd8JInHYGXIaXzQ47KSnJwcGBEYyXAZDh5OTEjknwkjix4mwLlIpTIe4HnPnhw4d/8sknwKbp6en4WpSWlmI/kJaWVlxcXFBQQIPPHt3V1RUOES79hMAJYyo3NzcgKsAXylBgYKBCoRBeyPPnz1coFLQkycnJwnbP2dnZwcHB1tbWw8MDp04AYOIosXqgWzQwMMAG7F3q2507d9DLL1q0aOPGjbt27aqoqDh+/DjOLAMDAy9evPjLX/7CmonRia8LNk1nZ6dCoZg+ffrcuXN37tz5+eeft7a2UmK4DMCAeQCUwHwEDY/kbBBW5hTWTATioZmMiYmBFyMy4XCuwtcKQR1LKJbZqamp5ubmBQUFNBfgHYQiAWcA9EI/obVpb29HnYifCzta1sbiVdXV1X311Vc//PBDU1PTkSNHWOUIKlBtbW1HR8e9e/dgzdDF/PTTT6y6fv75Z0bO169fv3z5koGIdgaXGQTuYr6DBsnEygkXBsx3794FmmFHJiw7oQWgPr106VJ1dbWDg8P48eM/+ugjNL7aEh82wXYXo4r0fjukxADK6Ojo5OXl7d69u7y8vKKiAmIef7uLFy9u3rx5/Pjxo0ePFiQ0sdIWP0V4pogkSQHNCFPxCRMmbNiw4ezZs4WFhcXFxZs2bVq7dm1eXt7WrVsPHTpUXFxMolhCQgI5AXgPBQcH4yAJ9UOhUNDpgEqwtVUqlWR6EKFpYmISHBxcUFAgl8unTJlClWHBJFVmiyojCo0IqwVE19TUNDExUSqVhB/hzwLcQ1Mzbdo07X93OBULbAFaiSqjra0NiE5HOWzYMD09PS6E+Ph4FlgIHWEqFhYWZmdnh4aGsjvDvpdLHTZNdHS0r68vqIq1tTVFFtg7OjqaTgcDf0pYRkZGQkICIVboyxExzZ8/H06jk5MTi2oaNxbqmJAjcPfx8aHCmpmZ/V8vg9fhggULVq1adeDAgdOnTzc0NIg8I1oYFkxcBgiauACePXvW1dUVGxs7bdo0PT29LVu2dHd3QyphHgGj4SOEvfr6ehjAYrFNsi30X9qZ9evXMzQy5rFpomAjL2DvwGM6GtHX0FhaW1srFArUWMQDkCTJZp3Xgy2mwFOBhBFGAsoIzIgO6/Tp01999dVf//rX58+ft7S0HD58+PTp09jo0DtQtr744ovnz5+/evXql19++fHHH3/88Udkk998883Lly8Jinv8+DH+MsSQM0PRrQjHYsiQbOIRdgwMDADfAD+zy4MlIPKCgasvXLhw+PBhMzOzcePGietZ9DJD1qhaWloCTPn/VRk1NbXJkyeXlpbu3r17//79NKRVVVVVVVX0UNXV1ba2tmpqalqSpES+m3RXLe1iRFMjCo2Ojs6MGTOqqqra29vPnz/PHwUaJLeoAwcOfPbZZ7S6/v7+0dHR6enpkZGRhL1heYVfBP2LNKTV09OT1FcyhojfJnD+ww8/nDBhAmtsqHdAv9Qa4g0EOwbKLwWRAUpPT8/BwYFVjr29PdckQAZen+KcCO6vFBSj1HJCtCWyMnV19bFjx3p7e+MKiF0DNomEVRPjgcMDOEtkZCTrM0ZFPz+/yMhIpVKJshGnC2NjY3Nzc1dXV6ZOf39/hk25XB4YGIi3PzrS4OBgdtvz5s0jGoUHuOc5OjqCkclkMmNjY74/GXLwmGxtbTMyMt7tmAjuLiwsXLFiRUVFxenTpzs6Omjgea9TXwTJTUxMjx49+uabb1paWvz9/T/++ON58+Zt2bIFd3GaF1FZuru7hbiJtCZhXltVVbV///6dO3fu2LFj+/bt5eXl69evJ+cBABjuL84a2NYD/eIKTJQtN7TExES22rm5uc7Ozs7Ozu3t7Wx28MeDjCe4vwiF8Pq+evWqoPbw2ojcPXfu3IkTJ8CMjh079vDhw99+++1vf/vb999/TxYVtt5s6/n+bW1tt27devbs2evXr9++ffuvf/3rX//61z/+8Y9vv/325cuXSMOZjKgpqCWBwPiK0HbwxadPnwptqkCyyeGlylBohC86abZ79+41NDQEeRG5kQIIEAfLJnBfaYkRPr4UGuKxd+3aRf0FmkGDxtx04cKFuLg4QJyxg6JHrhkRJi8gGPGpQE8pQxoaGkZGRpcvX3716hWxExRchsf+/v6mpqby8vLk5GRYv9nZ2cHBwSqVKiQkBCp9cHCwj48Prv1+fn5cCVZWVvr6+iIl2tLSEi6fIJJRiIVgUhQaFJIYPgg4hiczgVJ3Zs6cifAHQwlnZ2czMzMjIyMS1GbOnCmtKWMlDElxEoQDvOagKQRLug8++ADcAJe/yMjI5ORkUpujoqLom9zc3IRZikwm42WYm5t7e3tze1YoFB4eHjB37ezsbGxsIPUZGhra29sjGwRXouJ4eXlRX5B92dnZzZ07F4nprFmzrK2tDQ0Np06disLb0dHR2NgY/yoDAwNTU1OSISwtLfX09CIjI9/1Mvh6lZaWrly5cvXq1RUVFdevX4eDhyc205O4nQrI4PHjx19//XVHR0dYWNiUKVOMjY03bdoEsAqJg/UHe1YW2NhBbdy4cf369Z9++mlpaWlBQUFWVhbAbV5eXl5eHstp8pjQ3eKRgfF6fHw8NF82TVhYiSrDV7KysjANOXfuXF9fH8tm/C5RS3KTZN8EUE3zhcGCiNaF8CZgCCKZfvjhB2w3X79+/ezZs1u3bqFgpEXi2xIL9/Tp0zdv3vzP//zPP/7xDwKzv/rqq+vXr9+8eVNgLlQWTiwjEtcVpQRcmY8Aw5QnYJpbt261traikLx06RKNDBNTU1PTzp07Z8+eLXbJUkq7tMoIfwYpLVVaZeDLqKmpodtgwUTzQq2BWHT58uUVK1YAW4poNw6UBNJGRgr6io5mwoQJo0aNsrKy+vzzz1++fEkfLTLOHzx4UF9fv2zZspCQkNzc3KVLl65atSonJ4fQe27RZLPq6uomJCQEBwcL4bWJiQn2KDwHr9zU1FRsa2fNmkUzRcmjcMAAFiJJJiaRMk7FYVwaO3asnp4e9Hfcm8zNzWfMmCEEU7NmzRIFXZAPh8yPwv6Ckw9faeTIkdOnT4+JiQkLC4NEhy4RCCYkJMTHxweiM8xgDDRZ0hsZGQUEBOBEw4iEqMLU1JQR0t7enoJib28PYExHA/tOoVCQMIOUwcLCgjYNuZOjo6OhoSG6ShMTE2NjY2NjY5aADg4Ocrnc0tIS5vQ7Vt6dO3eio6Pz8vI+++yzzz77LCUlZdGiRT09PY8ePWIVh5wPWwOIGwKn5Kro7u5WKpXjxo2bNWtWWVnZ8ePH9+7du2fPnh07duCBumPHjs2bN2/fvn3fvn0HDhwoLy9ftmxZaWkpdvNlZWUbNmzYvXv37t278b46ePDgrl27sIAmLpJ4KqVSybIJJJgHrPGwsBL2wGlpaYGBgbq6urt27YImA8ONwCMSsikueFnBbqCXEdpxHPPOnDlz5MgRMM4zZ85UVVW1tbUhUHr79u2bN29++OGHBw8e8A1v3LhBjBxOnZzGH3/8key3gYEBCMf9/f0//vgjaTPgMqK+0NpAlhE5vAidOO0gwWydbt++DXGGDpEWDKZfY2Pj1q1bCQMaP2imq/me/+64QesZQcyTrlqFdy9GnG5ubjAPGJQqKiroYjDuOHPmTEVFhbGx8ahRo6SNEvdqwfeVjkvSRDquW3V1dRcXl3v37gm53IMHD9ra2k6ePAkPGJem3Nzc5cuXFxUVFRUVJSUl0fazcCWozNvbW09Pz9DQkG7C0dERO/65c+daW1sbGxuzFGei+eijj3idwi+GdkY4bwqHB+H5IjxlmJuMjIzgqnDt2dvbs3xxdHS0sbExMjIS9YVfX/QyfEqVYc0PjKWurj5q1Kjhw4cbGRmtWLECIAbbCmDakJAQhMSAzThRIQugcTM0NLS1tYVoZ21tPWPGDGYZS0vLzMxM2joojrgpREVFYc3JdURL6O7uDk8PygzLaXd3d0QGOD9APrKzs1MqlZQ8WILQBbKyst75/sbHxy9fvnzTpk2rV68uLS1NT08/ffp0eXl5VlbWZ599durUqbNnz4I+9PT0CDtOAR90dnZGRkZ+/PHHNjY2sbGxmZmZy5YtW7duXXl5+Y4dOw4ePFhTU0NTI4KfuYCFfAnkEnSGzUVlZWVOTk5ISAhYN7Mio1O85MBcBtYMSDCZTTk5OQqFYubMmStXroSVJzbH8PpZrmP4Arnu888/ZztGCwb0i01nZWUlbjLnz58/fvx4RUXFkydPMI757bfffv755++++44Wgw4Fki7LOPqUv/3tb69evSI38uHDhwgpX7x48eWXXxKWwiIJMh7AMFQ94R8mHawo9Pfv379161Z3dzdwEgZXnNhz5841NTVt2rSJXl1IlrTfM6AVQ43moB2k9JCaaQ4bNiwiIgK+YtXggduhyKW4cOFCYmKizmCu05A79rhBTzzRy4iDy5tYOLlcjpkGjdujR49u3bqF0L+lpQV91vbt2/Py8kh6gyQSExNTVFS0ZMkSmMEuLi5Er86ZMwcLOH19/RkzZuBg8Mknn7BwBWhAmkiHwiEwYClNRvRcQiEJnXrs2LG6urp0WOzUaQfwc4mNjXV2doZcI+YjcVpEczdu0HmTg22dmpqaubl5YWEh7FsrKyu2ZiEhIb6+vhD/ufhhADs7OxsYGBgZGQmECCmAq6sr+yA8vchI8fHxQbvk5eWFZURiYiIZs7g6iCBKcB+KGrJvkm0RnVpaWkKVdHV1tbW1dXFxcXNzQ6Lp6emZnZ39559/qt26dSsqKmr9+vWbN29esmTJ3r17YezY29uDaYkmraioqKurS5iKcx/m47p161xdXX19fT08PLKyskAfhTwHEATHbFJW0d1AsWcwAaA5dOgQg0l1dfXixYsBZRQKBcQZVtrUF0g0NC8IOtCqJCcnoyxPTEycPXt2ZmYmtt70Glz/bW1toouBs48JJobhcJQ5GEOqqqowVYABXFlZ2d3dTV4tkuuffvrpu+++w4KHqMmBgYGffvoJERMhcAMDA21tbY8ePSJE5eeff3758iXOD1QT2ElCTwBZGRINcu3bt28Lf3KSGJCYc1bhE4p4zIaGhnXr1k2fPl1rMFmJVnyIHlJr0A7m/zX23nFVHNr6dxIrqARNRFF670UgCNIFpauAiGCiYEHsghqN3agxagIxYgVN7GLARhVREEEFlGj0YMOCNI296zn35vfH173eOeSe+975gw/BHd3Mnlmz1rOeAvr7Px78L+3atZs0aRJitIyMjE2bNlFfKDSMlrm5ud99912vXr3YNCkXKP+/VYbnubq6+siRI8+dO0f4J1k0NM4XL148fPjwxo0bV6xYsWjRovnz50+bNo3HKXo3vMcZEBiUgCEYo0hugyVMkwKOoKurKw0FmMtnn31GnoFUGUAZQZFoxMCS1NXV+/TpM3z4cO5GV1dXV1dXHI64dwYOHOjs7Kyrq9tNkcokZGhpZJCb8kHAmYaj5OjoyF0QHR3NLhmQmzsCGm50dLSE2CGthiAzfvz4b7/9dty4cchxIA2yhMKcwd7eHuIiuyHshENDQ8eOHRsTE+Pq6orqEp6heLyjkEIShTUn+2x8wtA3sdQLCAiYMmXKB/Q3Ojp64cKFy5cvT05OhpNmY2NDx8hQ3bdvX3t7+/j4+EOHDlVXV4trJI/TmpqaTZs2EW8SGRmZnp6OLyTKIEjASAFxnMG4QGyxEcJs3bqV6zUjI4ON7PLly9Eu8ddyCpDVjho1iorDjokximUTA1RSUlJ8fLyJiUlISAhtSF5eHgGvqCWBfnnzVVVV3K4nTpyAOws+zX56x44dEokpNJ8zZ860trYSVotqCXO8O3fu4ATMwvv58+evXr16/fr1s2fPSJVEQsnK6eHDh5JFA9BOBaeIiLmMEp2prq5GbMnfBgno1KlT+Ioq/TRycnKWL1/eu3dvSHHKOaiNHrJDhw5Atm2Y7+Kt2bFjx08++aRdu3azZ8/Oy8s7cODA9u3bGZdgsmzbtg1u3pEjR3bs2GFvb9+uXTulSIfntmyaBAxWaiZFhTxr1qzz58/v3LlzyZIlS5cu3bhxoyT50uquX7+eLmbOnDlYVqekpAwbNszExGTAgAHjxo2TiDjMJbk5sXTD5IFqoq2traenRyOD+lH4O2IALD4PAtBCxpNOpGvXrn369EGfOWDAALz+xZKOO7l///5GRkbKk9BVlbonblVqKtMMYdMg1GBHTiZMbGwsBP/o6OhRo0YNHTrU29t72LBhOCKPHz+eSBlcu8LCwhISEpYsWYJ9J4VPXClY+bOEQhvk6+tLBeEvB7shncbf3x9ZA+szT09PfkEPDw+QZuwB8VTHbsbb2xtjvUmTJn1IsP3qq69mz549f/58vg4fPtzY2FiY105OTlFRUTNnztywYUNRUREkeh6wOLbs2bNn+PDh3t7ecXFxc+bMwQc7Ly8POSLSxOPHj7PPRliYn5+vzJbfu3dvZmYmakn2x7t3716zZk1CQsJIxRGrOCDRUFzEwgpxE9NTfHy8tbW1s7Pz2rVrQRNIEcEFCk12TU0NNyqNDOgvHB98KhgEsPVjRgCjqampaWpqampqQgb54MEDMpgeP358//595Ne3bt26f//+ixcv3rx509zcfPnyZSyBsel89erV8+fP6+vrGYhEgwqsy0kWth4H8xckYEoPCXaEQ7FNByXZtWvXwYMHV61a1bdvXxErCb6rLDT0MhQaiRxQSmzUVHmSPXr0WLlyZUFBAUAVLG2G3B07dhCokJWVdfTo0REjRsio1abKCBjRppeRF2hqai5duvTOnTulpaUbNmxYsWJFWlra1q1b0b7zSDh69Ojy5ctXr16dmZm5devW3377bcuWLQkJCeQfLly4cPbs2bS6U6ZModAQs+3g4GBkZNS3b18tLS2swnv37i3vQYkW4TJDlcE8XNlwKTEmKhSrJUITvby8/P397ezsLC0tAYCcnZ21tbWVHMg2TAINlVehmsqIh9Oura1NRCRFJDY2FjiG24E2H605Wb3h4eGRkZGxsbGDBg2iiHh5eZmampqbm5P9aGNjw7bIy8uLXdWwYcOgDtLggD/ExMQAKnl7e/v4+JDrhqwUlww3NzdSU/B5AEtmlKGLocxZWlqOHTv2Ay4zYcKEuXPnzps3b9GiRQsWLBg3bty0adMIQsvIyMjJySkvL5frHsUNKw/0OBs3bmQk8/DwmD17dmFhIRscHrNAqhBk0RwTNU3YEFUmOzsbloeYp+zYsSM1NZXOTamZlHEJ5QWCAxSSYDRjx46dMGECuWiYLX777bdbtmz5+eefN2/evGfPntzcXN4bzpgCBtPjsHqHowx1kKc099WWLVsyMjJ2795dW1vb0NDQ0NDQ2NgIL+b58+fk1YIKP3v2DPYdc9O1a9du3ryJgd7z589fv35Nlbl165ZIIkloYlaqqqpikkLnKWcbMqTIEeABCadZnJWzsrIOHz6MVya4jIYijvbv4IuYPHRSHBQdfkjkGFakkACVYlc+L9rS3NzchQsXdu/eXalgEnrxf6oycp936dJlwoQJ169fx6uUQZJfHAi8qqrq+PHjlZWVf/zxR2VlJeaK33///axZs7ATnzlzZkpKCrPzl19+CetMop2w78XOVl9fH/ILY4tUE6oMsmzcZGheRB4pvw7Yk7a2NoghBFkotlgfYMKiq6srsBdFRMn91VDZPggrkqN9+/b6+vrDhg2bOXPm0qVLSWijiGBhQR42SEJwcDCeOwwykFxYWltZWdna2g4bNmzChAkRERE0Gsga8XPA0YodFmOXj4+Ps7Ozk5OTg4ODmZkZzQ7OMmyvkHo4OjriQErjhisFUXDwlXR1dT9osquqqhITEwlboJ1JTU09duwYuw9oMjxmxV1J6ed27dq1Xbt2sQ9zcnKaMmUK3QolhppSVFSE5kDWrrIW4QkMxYOHMOhvVlbW1q1bk5KS4BTFqA7GpZiYGPRN9DUslcBoIP6y3vbw8NDX1582bVpqampaWtpPP/20fv163PwqKyuRHeIUxYabrTZmMbBmEBzz9Kap2bp168GDB8nepjFBFQk1BpdfpqTXr18TX9vY2Hjjxg1mJTw6Hz58yGx148aNWtUh7Qn4C90iaSoC+oKGguOQxltVVQXrp7i4mBEVmVheXt4PP/ygq6srMqI2F7GQUBmXIGjIDpsqI40PqbXHjh07ffp0YWEh5hJ8asKaoVs8evRoWlqajo4OZuMUsjbPbeG5Sunh5927d2/fvn1QUFBdXV1DQ4OwtFhji50gei6Kcnl5eV5e3rZt25YsWTJjxgx8tmNiYqZPnw5HNiQkhAx1iCQmJib4nvCI7tOnT8+ePWWPLsVOTPPE5EFaLU2V/5YQqXV0dBISElauXPntt9/OnTt3+vTpw4YNQyHl7u7u5OTUq1evNpICEUnKsklmKOHstWvXjiCH+fPnL1iwIDo6Go5MUFDQ1KlTJ0+eHB0djQjL3d3dy8sLrAR5AaCqm5sbtqTQ+b766isiCiTcKigoKD4+PiIigt6EaNnIyEiEYODNaFAJZoCYR3Ehx5Y50dLS0tbWluHUzs7OxcVl8ODB1PQPm+zz58/Hx8dTZUBndu7ceerUKYwjeWCK8pgnrWTa4kC+b9++hISE2NhYc3PzuLi4kpISWgP4aaglT5w4Ia4o2F9j1ESQtiQHwIXjwfjrr7/OmDGD7LfIyEhqNpJ22kUQX0Df8ePHSy8D9QbBi66ublJSUm5uLvagOTk5hw8fLi0tBZehGpIDR3b12bNnyWBQ7rMhKEv2bnFx8b1790RyzaxEfXn27NmbN29ev3799u3bd+/evX///vHjx1evXr17925zczPtz7Vr1xhzamtrGZSYkuhc5JyzaaIAcbaZnvg5T3igGbDSgoICukIsIAoLC9fFz3IAACAASURBVNevX29sbIyxgFI9oFTrwZeBkqeuCjORdgZRkrq6+kcffTRixAg8BgsLCyUplE02dG0q8tGjRzds2GBmZqasMl3/XTkloEYbfxn4Mq6uruXl5USDiq6Crba0cjzzTp06tXPnzi1btqxevXrhwoWLFy9OSUkhlmjEiBE+Pj6RkZEIduCzEUbq6+trZmZmb29vaWkJHCNpJ5qamlhkiPaa/kVTZU8hm2xKAztpXV3dqKioKVOmpKamfv/990lJSaGhoVQZFi59+vShVZTTLku9riqLPJmnpLJ36tTJ29tb9Hpg28HBwV5eXsgm3N3dkQtg1gsmwsPYzs7Ozs6OIFq20bhA2Nrauri4hISEhIeHs4GKiYkh7SAoKAhEOTQ0NDw8fMyYMWyU4uLixowZEx0dzZrc29ubCAQvLy8S9WxsbIyNjQmfcnNzc3BwgCjUv39/PT29D5rsc+fOffXVV998883cuXNRGGRlZZWXl7OllqRaLnfASAmcZM+6b9++hQsXTpo0qW/fvsHBwXv27EFhANUNNTYJHgxNiLMLCwsLCgqw2qX35itVhvDJOXPmoMOmxEiqHl0MPg80MsTvQpaR4IiRI0fq6+uPGzfu0qVLXKD/+Mc/2DeB+FJcysrKkBpQd6QpwM4K+3FAByTIRUVFd+7cAffFdhPw5eXLly9evHj9+vXLly+JlGxsbKytrT19+jSo7blz56jRMF8AjJlDmYyqVAfrbYlqQgcPVU8owugSYABJXjDK7EOHDmHOYmVlpa6ywvz7rMT9T9vy9yrTWWH626FDhylTpsCTLioqAmbOzMyEHs1+EKoOZp3u7u74jXdR5UApS4xs1uU/pZfp2rWrubn5oUOH7t27J572EPOwOmJ0unr16unTpzdu3PjNN9/Auvr666/JWpw8eXJiYmJoaKiXlxdYBs54ISEhRKwQDGJjY2NmZgZGI1be3bt3JylF4BihKSvnPk1V9ALVwdDQELnztGnTFi9eHBkZaWlpif0lI0yPHj1khSeAl7pKk91VkWWupF+rqanFxsbOnTuX6DECDIg9Acf19vbGIRCbFOIKiC6gggwcOBAGHVARZCIgKhsbG5ZuBDmAqpAtAwN2woQJZNQgDxw3bhyGwUOHDqUM0cuEhoZGRERQ+2xsbFxcXJAy2Nra2tra9uzZMyQk5AMuEx8fP3v27OTk5BUrVvz00087d+6E1gFVDIUehDG+Ss7k1atXb9++nZWVNWfOnM2bNzs4OAQGBh44cEAcFRAZFBcXo/HBzwVvF4zm5O7FYRcJJQZ6mZmZ5O9MnTo1NjY2IiKCcwouw0obibY4y6Bymjhx4sSJE0nYMzc3HzZs2NmzZ69fvw5jnSnj7NmzxI+IPR0GV/hLweVl484BeZ99065du2pra+H+Pnr06MGDB/hLIPiqq6v7/fffz5w5A/UGTSaL8+vXr//555/Pnz9/8+bNu3fv3r59W19fz6rr/PnzsOwgDUtUE40Mwg5kBxJYTl9DPhx8GSk0Bw8eLC4uRsfERUwRUXqaqCvESnhWtVk/sVoiTFJTU3PVqlV4vvBp8mwQe0OiOKEd5+XlDR06FE/sLqr01TZdTBs5ldy03bp109LS2rJlS0tLCzLR+vp6aOh4KgOrX7t2LTs7e8GCBcuWLVuzZg0httgDc91j5sY4gIAbc9yAgACSEjHl19XVFdc7uhiEBbhVKRsuDYU/jgBJbJ20tbXxBp02bdrKlSuHDh1qaGgIK8/d3d3c3JwOhYKrRNaltemiMDDkhKipqWloaEycOPG7777j5p83b15CQgL0X3QAkMgIKmFD5OPjQ4yJp6cnbr7W1tagRWhEw8PDGXD09fVNTU3RTzBCRkdHf/3113FxceAvWK8MHDgwIiKCBQsLdVAYhkGaRPJSvL294SKSHmdhYWFqatq9e/fhw4d/mJhiY2OTkpJmzJixdu3a9PT0rVu3iru4sBWUNt08Xfn+xo0bOTk5SUlJ6enpkH8yMzO5V+lo4N2D/rLVps05efJkXl6e+EVhvybZKZmZmRs2bGB5sX379lWrVs2ePRtdHA5dFBqmzcTERPGakUBb1ExEzxQUFHCZ4pmAPwtvEr4/5BQwmoqKCtbtYuXNfh2RAbuV/Pz8K1euNDc3P378uKGhgcpFMwKWjAizqqqK/dHt27d58dOnTwFu3r179/Dhw4sXL549exaTGgAXxlJOMrwkZZiBlHiaSoAbTjWr+pycHDrBgoKCLVu22NnZcVdIq/L3dqYNWUZuA4GE27Vrp6urm5mZSWYeJh54fUlcH5g93xQUFEyePJlJTVlllMNRGzmldDrUnaVLl4LL1NfX843kZ8AqOn/+/L59++bOnTt+/Hj2iTExMTiZoRskO9HHxyc0NBS1CoYpX3zxhb6+vomJCb4EUmJEHklWAetqKSVKJUTXrl2lvlAX+vbtS9p0YGAgQbp6enomJiY4e9vY2Mg0JEPr36sMCyyRs7dr1w62F+jS5MmTZ86ciTEVSDZs1aCgIEhxISEhAQEBuJRSRrE3Z8mFdAA2nbW1dd++fdFbMNPRAQE+4Pjp7u6O8R0nkJVuSEjIgAED+JuNjIyoMt7e3l5eXsRsk2nLUObn5+fi4qKlpTVy5Mi//vrro4sXL3711VekHa1Zs4ZrtLCwUEKmr6sOHqFQVCVBpa6uLisra/DgwURneXh47NmzB+4JoC99DWUFrRDU22PHjpEoxJ2MwThdNyArXK/9+/fDW0EYtXbt2ilTpsTFxY1QHePGjZs4cSLRGUiZyDOAm+fu7u7i4rJr1y56b1ZLLIDpZYCBBdiuqakhp6m4uPjw4cOY423YsGHt2rUbN26E5Mr6KTc39+rVqy0tLay0sa1qampqbGxEFdna2gokjO9va2vrkydPnjx5Ily+W7du0bZA6gXZlclUZASAnVQiER/IPEWBAwI7duzYkSNHEEwWFRVt2rRJ1JLKTfbfcZkuqjSyNoWGm6FDhw729vY5OTm1tbV8spiZgo4D2EsqMVVmxYoVmoq0VkazTxX+vjLEKUEKHuOsmW7fvt3Y2Ej7iYDu5s2bFy5cYMl16NAhImJgPCxZsmTBggVwZ6ZNmzZ27Fh0Bt7e3li6+fv7E4fm7u5ub29vampKvhK1g3USB0sl5UwkG27l3MT/SNUwMzMLCwsLDg52c3MjhBuvcgcHh9DQUHt7+zZDq3Ju4lBXV/9U5cLZRZXhaWNjAymMJyuOUwMHDvT19UVFPHz48MjISE9Pz/j4+Dlz5qCcZG5ycXEhxsTCwsLc3Bw3Bg8PDzc3t379+tnb2w8ePHjo0KE+Pj6EXhMp4+fn5+/vz99JfWHIQngN6ItVjZOTE6gQkBDgsa+vb3BwsLOzs7u7OzOUp6fn/PnzP+iY4uLiZs2atXjx4h9//JFlyokTJ2R1SjUhO010fQLKXLt2bf/+/cOGDbOwsNDT0xsyZAhCBNoWMVhgcQNRBdEQVYZVDlGTBMgKQMP+AtLX9u3bjxw5wt1bVVWVnZ39ww8/pKSkMDGxVxJBE1WZ/KbAwEB7e/v09HR+kRMnTtA7KBdMVVVVrJBZlJ49e7asrIyoJrZLmzdv/umnnzZt2sRNxbFjx46ysrK7d++KrS/H/fv3W1tbW1pa8MrjTx88ePDo0aNXr169evVKIBssKaggEpbCJgUaHj+B1CNCBFqec+fOVVdX08tUVlaShQAzACJSYWFhenq6oaFhF5WFuLpCQ6Dk9XZWWeqLoElJDKOX8fb2LioqwqCHjAqqMPssTgs+Hvv378efgfWWso6AvHRXRUq22d3K9NSpU6fw8HD2m+zR8MRAalBSUoIdGuwnfn2MRIjuXrlyZWxsLMsRpidEycHBwXT4bm5upqamokvS1NTU0tKSRFqlFED2TSywKZRK1gy/CPHSrITRfyNrYKns4OAgZ0C5whPMS/Av2XOrq6t36tQJqBX/TQJh3dzcbGxs3NzcQA+ioqKIkWX9hCEBAu6oqCh6FhsbG319fQgv5D3ixx4VFYWXoEQvBQcHgwoHBQXBJ0S8jsews7MzKDJ+gAEBAQg4TE1NAaEg7OFKQ4KKi4tLcHDwihUrPjhyRkdHJycnL1myJDU1ldH61KlTPGNZJClNlSTWVhqcgwcPomEbNGjQ9OnTi4qK8HkoKSmBL4NLLv2LrLdxYGLzioGe0nKcfZPIDjZv3pyVldXQ0PDq1Ss4+7du3aqurt6/f//XX38dFRUlfuOAwfHx8RMnTkxOTh41alS/fv2WLl169erV8+fPl5SUCDGfjTs3MPcwcxNP7OLiYtZMyCCk6sEN2bt376ZNm3bu3Hn58mXeD1vtJ0+ePHr06P79+48ePcJjnOblyZMnL1++fPPmzatXr168eIFDDQIrih1nmzuKsiIdDdqriooKiiM7b3EIPnPmTGlpKZ0FijNQpNzc3LS0NNTAf68yUmhEny1DE7cEi21o75988klUVFRZWRnuGTJUYvclMy9moHxz4MCBfv36ASrL47qbKobpP1UZCk3Hjh0DAgKqqqoAnli9CRolxRdHQeTaMCp5dKWnp0tA/dy5c2fMmDFlypTk5GRkzYGBgQ4ODiYmJkZGRtra2rQqMH3FoYrmRaJpJbqkuyqPjcWTcGfs7OxQSJMugMi7f//+w4cPd3Nz09PTU8pQ2+DrbWCaLiqvwk6dOjk5Ofn7+yMXsLOzI0DWzMxMRJ7MgIQNJCYmEuPBdnns2LF+fn4WFhb29vZWVlbEQlERaEmIXnJwcBg0aBAWn4GBgbB1nZycTE1NLVQHGlRra2sYMZQeV1dXW1tb1KcGBgZaWlpEZXt7e/v5+dna2pqamnp4ePTr12/mzJkfFAbA40uWLElPT4eKVlpaKto/nq6UFaZi5qabN2/iB7x79+6UlJQ5c+bExMQsW7YMiBd8F6yXDBBsXMThBYcEch2Z8IWcQqAtjFucOrdt2/bbb781NTW9f//+xYsXz58/f/r06cuXLx8/flxaWvr1118PGzaMcGImJkwkcEI1NTWdOXMmT8XS0lJWvyC+kj3CgomORmj7eHdCdWOrgrYTnh5U94qKCkYhnPFevnz59OlTuphnquP58+cvXrwAi3n58uXDhw8BGu7cuYPjOgHbVVVVmGxQB8nSbrN+ouG6pDpkhKGzwIcBVl5BQUFqaqqenp4Ir+UKVtYamZXEsldZZUBt2rdvP3XqVEYziiBOPXSjBw8eZGjCoI/UKgBg+hepaLJMUfLQ2pQYqszAgQNra2sBYgT9BR9khOeH7N0goJeUlIC4ceGVl5fTau3YsSM9Pf3bb78dO3asGPGDZaBg+lxxKEWSNDvssykolBjsrEQw2atXr7CwsLFjx8LEZ/WDb4uPj4+pqemnn36q9jd7sDZVpg0kj5e7t7c3ix4Wxr6+vjhUOTo6Ao5g8U369cSJExMSEhBVYL7p6emJBwWTo6+vL3oCFk/QhfT19f39/VECUiVh91pYWOCVgSVwaGios7Mz7hYBAQFE9IKgW1paGhsb6+joGBoassO2tbU1MDCwtrb28vKysLBITk7+66+/Pjp9+nRwcHBiYuKyZcvS09OBIUpKSvDiZF0qGKQYcUrE6s2bN9PS0nx8fExMTAwNDZcsWcJ6mKU1cxMPW0m2RUMMl5+kZ56H3B5UGQYopAZivHD16tV3797h1cIA8vLly4sXLxYVFa1fvz4uLg44HVujadOmzZo1KzIy0s/PLzU1FUSjoqJCtsVC6mGNDfDBUICQkhKJcoduC8YgdJ6cnJytW7fm5eVhN4PjDPRfhiZovtDwnj17Ri/z559/1tfXX7p0qb6+/sGDBwDknGHc/ERXVVNTQ2vDlERNEb4Mvw6KJ1by6JURZLNjEueHT1VJTMreQXlZq6uSmLjiO3fuLMlKRNMuX76c+5k2ClSLRF2WTYBBYpdRWFiYnJwMnUT+lS6qKOj/pcpoaGh06NDB3d39/PnzJPbBmmELgf80HTTuM1ATqqqqEMphuixDPVaEp06dOnTo0NatW8mr9/LyAnQwNDTEw4F60aNHD9oZCo2Ojg4lRnRMVBleLy45Ojo606ZNS05OHjlyJMb9sbGxzs7OZmZmrq6udnZ2UPL+j1VGznnHjh2DgoLGjh0Ljy4lJQW7+8jISLbRHh4eoaGhLJWHDBmCoPHLL79cuHAhy3s2XDY2NswyXl5ecXFxRCDIit3W1jYwMHDy5MnTp0+fMmXK0KFDwTFxonF1dWUogxZgZWUFzS8wMJAISjKeaJQwtendu7euri4rNicnJy0trcTExA8TU3h4+KRJk5YsWbJu3brt27enpaWdPHmSRwcba1EM83nzYBEnt9TUVAcHB21tbRMTk9WrV5M3xAaHgkJsAOFqRCDBx4NIBpoAMwW8gwcyJYZ4AyapmpoaKgsCaKBBUu7v3Llz/vz5devWTZgwgTxwFmejR49euXIliyQy7bl1xTOhoqICjAM+Cy9jdKquri4vL0dyhSCbt4c1J7unffv21dfX//nnny0tLaiZnj59ygCF7IARiYnp5cuXt27dQmV669atZ8+eXbp06fTp0zQIbHBKS0vpsHgDVVVVEJSgAotyUjyDEVtCmcHoj3N77NixVatW9enTR0OVTi03s5IBDBdGrvI2VUZdXf3jjz/u0aPHhg0bSBTg7EHUrKioIJsYdSslhvp7/PjxtWvX9urVSzom5T5bqMCyc2lTZVxcXC5cuAAxT2xJCSBsbGwU8ReO9/jpVVZWVlZWXrlyhRmKzOW6ujrW3hcuXDh58mRWVtb3339P3oi3t7e2tnaPHj169eqFFQPTXM+ePbW1tbW1tSXQVskAVtr99ujRQ11dXVdXlwgBSoy/vz97LtY6zs7OvXv3li7yP1UZJUcG6PfTTz8dNGgQtgyjRo1avHjxokWLZs2aNX78+IEDB+IuSmZbWFgY3joYd7LwhrYXHBzs7u7u7OxMsAwQD34XgL7Ya+KiTQK9n58fBriIITEYB3VmgxweHj5+/Hh/f3+sauzs7NDxWFtb29vb4/hFxdHT01NTU/vgLl5dXR0bGztz5sxFixalpqaifysrK2ONLaoZCo0EGPBHtDPr1q1zdHTU19e3tbXdsGGDdAc0NUC/LJioNQUFBfA70E8KOkPLwDoJ2SQsOAxoDh06VFdXR7PQ3NwM+xOtw61btxoaGpqbm2/fvn3mzJlt27alpKR89dVXy5cvz8nJKSwsFLwD/culS5eQ/4j5A1+VGA08YOQRMjRBdd26devGjRvBpLds2VJVVXX//v179+5RaEBh7t+//+zZs7dv3wIkyV6prq6O5JOWlpY3b95cvXo1Pz+f2gev+ty5c0L5FSm2uHOCR7DMFmIkfRAjDM44RN8uW7aMKiObY3WFozUjUidVwJu6Sn6txCYxr9LR0dm9e/eVK1eUo1xtbS0fcX5+PmoDDhJaioqK9uzZY2VlpbyLpJrImCYjmxDtNTU1O3Xq5OjoePbs2cbGRmE51dfXYz4t/vbyzJP4Ta5YmbNogsSY/eLFiyUlJampqZhC2dnZgbOIwyblg7mJQgNhj3aG18g3GqoEq379+iUnJ0dGRiIvdHFxiYiI8PPzY/VrZWXVp0+frl270i4pOzvlLo9ekpOvrq7erl277t27k+ERGho6efLkZcuW/fzzz4sWLaIZ6d+/P6xibHTY+Hh6evr7+4eHhzMZRUdHI4zG6jwgIADoFzs7PKgAVsLCwoYMGYLwGJJRTEwMWgFfX1/apaCgIHTbQUFBiYmJISEhUH6NjIzw4jQzM7OxsUHA4ebmZmtr+9lnn7Vv3/7LL7/8wP0dNWoU1uLp6el79+4tLi4GKeDjUTLx+Aj5dNk9Xb58OSMjg/7TwsJiw4YNDO3E1JeVlclggv1lfn7+vn370CUyQEHPQzYJSS8nJ4euAZIe1K9jx441NTXhzILzbkNDQ0tLC5cd62TCSRobG3///fcjR45UVla2tLTcvXv31q1bGHqfPXtWRM/KfEiwVUFVSVaBuQ/kQdVDOI5sEifgn3/++eDBg4AywL14ygAAo4qkyrx9+/bx48dA5o2NjY8ePXrz5s2dO3fKysrYobBKB2uHkifCVIopnSPPaj4UCv0ff/zBAp64KxY9+fn5CxcuJE9SSSqF7iFAibrKZZamhm8Er6XKWFpaHjp0iNJMNaT8iUozOztblGiMTiQ6+Pn5sSbv+u+HbKz/xyrTuXNnOzu7kpKSe/fukdKDL6dgvZInI2IulC6ANdD2+J5rFUJARUUFGqukpKSgoCBbW1vxo5ID2EXiCpiV+CFlgolJDCK6desWEBCwbt26cePG+fr64vMQGBiIn7m7uzsrbYG62yywldCvssqQjjJq1Ch0M/Pnz09LS+MJl5KSMnz4cPoIBwcHc3NzMzMznPEQEPn7+7NFwjXd39/fzc2N1TI1BSsspjlQXhr/oUOHjhw5curUqRjlwHwJDg5GogGsg78M2iVbW1t9fX1tbW1dXV0jIyNDQ0MimZydnW1tba2trYG94+PjP/Bl4uPjqTI///zz0aNHKTEShyJVRow4hTJDJ5+ZmRkVFWVoaGhqapqRkYHBJbZVp06dEu9LDjwKioqKgGzAhgsKCsAUMI4iKxZ1DKjwjh07KisraQf+/PPPZ8+evXr16uHDh6QdNTY2Njc3Nzc3Y0nH5EIBIkAWoOT3338vLy9XOkLBXaYDF8hDHKQk2+DIkSP79++neaG3QgmxYcOGbdu2bd269fr163Qr4C8vXryg4oDIPHv27PXr1+/fv3/06FF9fb28q2fPnrW0tEhYCg0XRZBOjSpD88INw+eCtTvbFqJgWELhMgMuc/z48YULF/bs2VOJy6ipwtg6d+7cXZXyIXnY5EkqgWE1NTWMOEtLS4m1pIsBgcZ1kKGJoRL6L5j90aNHU1JSNBXZ2EJOU1a9v1cZNTU1CwuLw4cP37p1i5aNuYnnnPBCL168yCICWJp6xJUJCZuzRL54SUnJzp07N2zYsGTJEvYvZmZmGhoaUl+oGtQXLcWhrDLQZ1g5wQzu2bPn7Nmz09LSYLW4u7vjAUq4JdYHnEZlEPD/yIFsU3GwRho3bhw2OikpKXCCEhISyFqztrZ2cHDAcxf9t6WlJdXE1dWV3DVPT09if8mENDY2hqTXv39/Nzc3IyMjKTrh4eEBAQFRUVFTp06NjIwMDg4GIB88eDCuYE5OTlQrWL8kq/j6+tLFUFYcHBzwBtPT0zMwMNDX19fR0ZkxY8YH7i9uhuQxFRQUIAjmoQEpho/24sWLssZWKg/WrVsXGhqqr69vbm6+fft2FjSUGAAahEuQ9Nhw08VQg9hwQ8YHrGFdAiMOE5Nff/21trb21atX3JwvX7589erV06dPW1tbqSBYQz1//lwKTVNTU0NDA+ue1tbWK1eulJaWnjlzhruXbfHVq1dBE0WmyEQA8ko7A+SBF8S+fftyc3PJTqG7+e233zZv3pydnY0DHvgLUqbnz59j2Ym46c2bN48ePbp3755Y0rS2tjY1NUnbwm0jMjGpPjSVoAzsdDEMJmKF249k3tzc3MOHDx85ciQ3N/fEiRNz586Fs6/x7/4ynTp10tDQ+Pzzz2WFJKslJU9MXaUMjouLI6KXPTolGGjm3LlzZWVl+fn5ubm5aDXBZbAx27Vrl6WlpfjmKQvN/15lDA0N9+7de+3aNTAgWhXgFdZwQowWFTsjPOeQWkOLR4eYl5e3devW1NTU0aNH+/r6Dh482MrKqkuXLkKHUVYZCg1fpcERUwi+wfvKzMxs+/btqampLGJwpwY6Jc5VV1eXwVNp39PGlrCzyn9TWXSsra2ZmBISEpKTk4FaUCThLOHk5AQ0wy7J2dnZ1NTU0dHRw8PD1dWV/ZGPj09AQAAMYLY//A2EJSE+6N+/v7PqcHNzI9CVEE623YMHDx40aJCzszObbDc3N0dHR+h/5ET7+/u7u7tbWloGBgbClAHbMjY2NjMzmzNnzocqIzbdy5cvP3nyJH274DIizGPHAXNBSZz56aef/Pz8MG3ftWtXZWUlcG9ZWRnAB5saiSKBPkOPU1ZWhmgbUwjitHHezcnJIXMSHvCVK1fev39PfXn79u3z588hv6GNRqwonQ79C3zcxsbGS5cusXaFvy8cPDHNEScXHtfwg4TAglCbQBJWTpjmQZKmD//jjz/evn1LR0OJefr0KWMUBzyahoYGmexaWlogGYqE8rIqQBKvAwm0FRET+yZKv4yxV69era6uppRTZegWZ86cCT9V+DJyTXdReYlzAyihASU0wzF37lzaK/EPFadE0lpKS0tRURGlgCIc1H/kyJEdO3bU1NRU//fA1v+lynTp0oVIJlw4aUYoxMxoQtJrAxrSdNPxMfwCV5WUlOAxsnPnzvnz50+aNGnRokX+/v7dunXr8e+HdC5smqgyQDPCoOFNEhdpaWmJlW1iYiIB9ZMnT46IiABYNTAwgGgD+N2GYK08BGtnwdS5c2dPT8/hw4eTJZCUlBQXF0c0LU5UxEgx44SEhGBDhcocU3EXFxdTU1Owmy+++ILVMugvDN3g4ODQ0NARI0a4u7ubmZlZW1tbW1v37t3b3t5+5MiRwcHBZF3JrATTd+jQoQEBATRQDg4OLi4uDg4OgwcPpnWKiooiUJhnmIGBQe/evT9sss+ePYv0OyoqKj09HUsEPi2xbhOvWZ4Vsl2il1m/fr2Dg0Pv3r1tbW1/+eWX06dPnzhxAo4MSDBjEWGvuAeAhrDw5jUSYIJ9CZsLGDRkyNbV1f33f//3u3fvXrx48f79+1evXgkt5fnz5+CsIK/0O0+fPmVoOnfuHH4oR44ckSYFhpv4FtOm8cCka6CAcr3W1NTQznAbCwyxY8eOgwcPco8dOHCgtbWVjdKLFy/kXwe8BC+4e/cuJKNm1VFfX4+KirPKqrhOFVNLveOxLDAEYx1nK6DgzQAAFk1JREFUXox+YPdhy4CR+7Fjx1JSUpiY/s5tp3wINUbsZqXQ8JNPPvmkS5cuP/zwg9ibcw0wiTAvo9gqLi7mwQCZKDc3Ny8vr7y8fPbs2ZI2KRiwVBapOMoq07Vr1969e69fvx5v0ytXrggFkX9XWjwJIJTtPhWHbyiLrLGzs7NPnjx55MiRjIyMDRs2ZGRkhIeHd+3aVZmvBEwjJQbrGakyssbW0NCgJFFlQkNDg4ODp02bNmPGjNjYWFAMrCpx4RQZJIc0lW2qjOA17du319TUTEhIAHCNioqaNm0a+ZAxMTE4/vn4+KBpwiXT1dXVy8sLI/H+/fszIsGRQ4Xk6OiI9ZSfn19YWBjeTBh34s9gbW3t4+NDukNUVBQKQYIl6YwcHR3ZVYWGhqJacnJysrOzwznYycnJ2dl5zJgx48aNGzRoEGs1TU1NmFYf0F+cKRITE3fv3o1NARw87jHc5LiYxD+JKsOCIy0tzcTEpFevXoaGht999x24L0lvIMG47WIBQa2hxxYDPSYp0VgePXqUCyItLQ2/8czMTKrMP//5T9ZM3MnCqcU1CsIe7JXW1tbr16+XlZXRDf36668FBQU84qDeCZWWOxk7O6Vii5PApIDxOHGxNDXoA3fv3l1cXFxbW0vs1IMHD5ARwM1D2QQYeefOncbGRuIlmZtaWlpu3LhBjZOuSpRNlBjAF2oKQKY4AVN6uNkuX74MSoJgEj+duXPn9urVS0AQIfsrxyIRNKqpeMACImCR17dv319++UVpYyalmVkGEmNubi6UaCxmsDovLS0dPXr0xx9/DOSsoTiUamwNlZGVuB9oamquXr26ubn5zp07yjlIAEFOC1iM7ChYeHN98rTgA0X9hM7r119/xfBwwIABGhoarKjZLimrjFDylLgMf8q4RJUxMDBwdXX19/dPTk6eOnVqeHg4xisESxobG1NJla4Oair1hvJTUC6227Vrp6WlhT1bXFxcXFwcXhbjxo2bMmXK8OHDiWEaNGgQ6kdi24YNGzZq1Cjc8MgqwKl30KBBSAdwAiddMzg4eMiQIVOmTImPj/fw8Bg8eHBYWBje4F5eXgS5SSKKra0tix0XFxfESk5OTjY2Nubm5tjK8Muit5wwYUJ4eLi+vr6mpiY7pg+9zLFjx7744ovRo0cvXrx479690DcE7mWzIEofaey5srkx1q1bx3rc0tJyzZo1EN5oUogfOnnyJHoCmmoyPbKzs4uKikRCyQGaSA3avn37Tz/9lJ6ejjj7+vXr79+//+c//4k1lCx0gDwoMYwqT548aWlp+eOPPwoLC7dt20bc6oEDB3JzcwEUWDCJ38IlRbSjXLJ1dXX47DJJnT17lrcKEkyYAXYQRUVFDA58T6F58eIF8iVs9P7888/m5mZ0WGDV9+/fb25uxnpS3CfrVEkpomOSUsLb45Eus5WkwV28eLGyshL0F1np8ePH582b10OVvqYEdJWHtDNCclcuOz766CMHB4fCwkIcsyTSm+uBs3fhwoXKykrseOAu0s789ttv+/bt8/Ly+uijj+hT/o9Vhv9ctGhRQ0MDbBfqLNWfXbWgwmysqTUY0Pzxxx8M45cuXSKYHECH4Haa0E2bNtna2ip1jyKwEheIzz//HOWk7JWUODH/aWpq6uXlNXHixDlz5kD89fX1RSXYv39/bW3tNjRINRVZRgl+qauUH/zRJ5980rNnz4iICGLIMOJCHimpzUSAx8TE4AIxcuTIKVOmwDmMiIjAh5T5yM/Pz9PTMzQ0dOLEibimJCQkREVFjRkzJiUlZd68eZDuSFBBKuXi4mJmZgb6i57A1tYWj3Q/P79+/fqZm5ubmpoaGhqamJiYmpoaGRlZWVmhgPf19XV2draxsXFyctLX11dXV/+gljx48KCbm1tycvK3335LL0ODKqxTHvVwZK5evcotUadKcb527drmzZudnJxYYv3yyy/V1dVkG6GNRElw4sSJw4cPHz58mHUSvpwFBQUUoNLSUvDLkydPMpUcOnQICSVKxR07dtTX11NlaGdoWwRq5Sc0EU1NTbW1tdnZ2Zs2bSKNDPfP/Px8SDFYWOIu3obtJjczpZZpBSURvjMwCVmHEUF59OjR6upqpDQ7d+48c+YM2BD7bFbaCCkbGhru3r3LjUFHQy+DdEAEk/yLPMBlpyPzAiCOHLIUq6ysZN1DQ1FcXLxixQotLS3Gk/9UZYSDJ2Zu8lylyvj7+585c4axhdYPqhFlmgn03Llz9KdZWVks3bZt27Z///6NGzcaGxvj7Pmf9tl/rzJsvqZPny7EX9lsigmJCLUlRPzKlSt8ssePH8dJKz8/nxUEBbG4uDgrK2v//v0HDx787rvvdHR0lP+u+FGgJJChSTZN3VUJkGyXAFzMzMx8fX0nTJgwY8YMHumBgYEEOdrb2zMf/Z11rSRecwibqXPnzlQZFJK4YZKg5u3tjUSbmIHg4OCIiIgRI0aMGjWKdM2YmBgnJ6eQkJARI0Z4enqKljokJGTMmDETJkyYPXv2ypUrp06dqsz8oDBBurOyskL3CK8X+i96aycnJycnJwYxU1NTExMTSaoyNjYGqTEyMmI77u3tPWTIEAsLCy0trYULF37g/o4fPz4lJWXp0qVZWVlkAHFB06byzJSvoKGMTswX69evt7Oz69u3r5OT086dO+lloN7hfUmtQYGNCpHpIz8/H5gGxxnBaEpKSo4cOcIqZ9u2bevWrdu2bduNGzcwf/qv//qvf/3rXygP6Rqk1rx48eLevXvV1dVHjx7NyMjATwuJZl5e3smTJyHgscaGLQrxF3BRaCmXVd7dl1XRJZROhjt6MQCaPXv2ZGdnUwLKysp4gNfU1Dx48AB/X0BoVmBsu0Bn7t69e+/evdu3b/+hCtiVjDch4AExSGsDOCKrbjkokdXV1VD+wbNKSkrWr1/fp08fODJtOOxyyMUtFUdsZSBujB49mucNVQbPLbEBq6mpocxVVlZCkpZMuL17937//ffa2toCxPwfexmIeWPHjgWiYvxhdGViguALiYZyc/v27QsXLkDsPHToEE4AJSUluEofO3YsJycHzcrOnTuzsrIWLFjALNnG55x3hdRAXCCUvQy1Rl4/ePBgdNiDBg3Cj3L48OH9+vXDwoYqQ/+iLKxS9P+OUqmrq3fo0OHzzz8PCQmZOHHiqlWrxowZY2VlhScW9GLCQqKjowm3njx5Mia+ACsUBdBf+DK8Jikp6ZtvvklJSRkxYgRunuyk0TQRgIkkEtk6aylzc3NkU2ZmZvr6+rwTfX19gn05RQ4ODjY2Nrq6unp6enp6evyjAwcOtLOzMzY2Xr169QevvNmzZ8+cOXP16tV5eXnSkAtZQ3LIYLvzgKXBgQf8448/WlhYfPrpp/369duzZw87pr179x46dIg+BfqM0suqrKysvLycMQqnK1lsAwMVFRUBr2ZmZq5bt27Pnj23bt1iRHrz5s2//vUvqS+y1nn8+HFzc3NVVRWL8N9++62iouLkyZMsQSQahcZBjLvPKw6ezNzkYngsW1vUz8x0WHZKDtz58+ebmpouX7586tSp7Ozs/Pz8GzduUFbAX3DVg0fD2uvevXv4MzGTgnTQlVy4cIFZiRtYiCGsvSg3SqdUqgxx3dnZ2Xv37gWTXr9+Pe75XOsyH7WZmKSX6ayyyBNgWE1NbeHChZdV7hOyw5b3eV6V2FlTU0Mfymk5cODAsWPHpk+fDhVNqSoQbcF/qjJs38ePH3/x4kVRGAjvmSEdHE3J0/v9998Rphw/fpwYvwsXLlRUVGATQXQfl1NmZmZ8fLxslMTGQVn+unfvThcD6As9TzwfQHO7du2akJAwa9assLAwguXIonZ2dtbT06Pl6datm/K0y6JN6ov8p2zf1NTUDAwMkpKS0BOwPKI04FwxaNCgMWPGJCYmBgUFDR06lJGHCQvNNDED1tbWRMSFhITgkz1t2rSUlJQhQ4awvWYOIvfaysoKdp+lpSV9kJeXl4mJSd++fYni1NfXh25jY2Ojo6Pz2WefGRsbm5iYaGlpoZlEW6Crq4udVb9+/Zitfvzxxw/ob0RExKxZs9avX19SUqKEA3iMM0eA0UjXKp/uP/7xj8WLF5MP5+bmJvc2ekjy1U6ePFleXs72mkKD5RpgamFhIR2NkP2hYJD6nJmZmZ6enpOT09TU9OjRo9bW1qdPn7558+bt27dgMeyYnj17BimmqKiI+DHsFHje8k9zS8Aooz3hWhSzBRoWDGjQVXJHCd555swZ7iXmJsa6vXv3VlRU3Llz5/79+zdv3qyoqDh48ODp06dbWlrwBobRw0ZMmISIEoTwcuXKFSYRGD30Dkp6HuWemxzYSIkQE5gtjpxsspcuXYqSSMk6ldaG3WrXrl3bkPGk9Hz88cefffZZeno6wwjEE4qL6KfENhT7YUY25CBFRUVhYWHt2rVTU1NDl6y8tdqomT5VRcEKfBMfH0+VqVO5HYumhAanrq6OZpAB6urVqwUFBTt27CgoKOBc8RUCN+Sdn3/+eePGjWvWrBk8eHC3bt2UNg6C/vJ+mIyUFhAS+SZaAQ0NDQ8Pj4iICDwlHB0dcVfAigE1vGz3BJRRV4k8hCSpVH5069atXbt2/fv3nzFjBvXFw8MjLi6OSMV58+alpKRgsB8XF0cP5erqOnDgwKSkJGwfPD09GXbYCpmbmzPHBQYGjho1inWVra2tiYkJL/P09AwLCyPdwdDQ0NDQ0N3dHTmll5eXjo6Ovr6+q6urs7MzTg4mJia6uro6OjqmpqY6Ojrdu3fv06ePgYGBjo4O63CUTcSzmJiYrF279sMme+TIkfPmzUtPTz916pTgvlJl+IyFhMoDhHXvjRs3qqurExMTIQX4+vpmZWWho0OgyMGsQZKBRNaz7GR4RrIoni9yM0PV49IhaaS5ufnJkydv374FnZEYWWi1paWlxI+VlJQwgDAQIbMGxq6oqKDbZ3cuIwAKJoYplkqnT5/mj/hT2MAUR+Hm7d+/PzMzMzs7++bNm0+fPsWbCg365cuXYc00NzfD3GF0gikDBgw8WVtby9DEnaxEi8R8k/tZVNqMrkI1AH6GE5SVlcXsEBYW1rFjR1rxzv9ulUSV4coWwhgv4Abo1KlTu3btDAwM9u3bB+IrKVEcvAeRhtfW1oKJwAykfXBychL5pRLv/N+rDM//6Ojo2tpaNtkAvYL+8hU8GJBLWj8+aFnb8a5Quhw+fBjb5oyMjIiICA0NDTwcZJNNQeH9aKpC4AQJFoUkr+/WrZuJiQmGT97e3pMmTYqLiwsKCtLR0enZs2f//v3NzMykpjOZynapi8pXTPmCLqpsJjU1tYCAAMLqfHx8bG1taQ0GDx68ePHiSZMmRUZGJiUlIZskEjsgIIDgFHATGxsb6HkolaysrHx8fABZQkJCvL29IQqTiejr60vd6dGjB5xdIyMjGxsbX19fDw8PY2PjXr16kXzyxRdfANz0798fS0AMH7CtwSKPQAUHBwcsZv6/iamqqmr06NEzZ85MS0srLy8XUqlwEK4owgwEaQMPrq+vr6ysXLRokY+Pj5aWlrOz8969e8nlys3NLSwsZAXOU5pxg7oD9Y7XoGnirma2oo/gJ2xnL126BJUWYJVGhpEE46gHDx7U1NSAyGKhxhNPDOWYm/DQqqioYA3BgAaKSS9DVcKEAVIP3wjBB4dd/GWQcWZkZGRlZV28eJE4lMbGxmvXriEsvHnz5sOHD5uamlpbW/9UHay3Yc2IHZd433FviNYBqEh4IsDSYvUiC6nz58+Xl5dT+3bt2nXgwIE1a9YYGRl1VkWgKDFdQWfaMGgoN4CRHTt2/Pjjj52cnPLz86XEiNeXcPMEnAZ+Zg1Hf7pu3TpSumVTrkQi2gDAtDCyY+rYsWNERASMCk7FP1Txb0pkiufczZs3af0QbTNeAU7TnOJVdvz4cbIosrOzQ0JCYOWAuSinISV5p42hjHB/2dwNGDAgOTk5LCwM0i0yIoQL3bp1w3NPybrmIxD2wN/ZQzJbBQQETJo0KSUlJTAwEJyF6LWZM2eSG0mkAQa9kOUSExNHjhyJNzCOEOQ+Ozo6wg/s06cP62c7OztPT08SL9EKhIeHm5mZ8StjgWxnZ2dgYNCxY0cNDY2ePXsSTqCnp0cuJQ2Lubk5tuR2dnbOzs744ACBAxWbm5sbGhquWrXqgyZ79OjRM2bMSEtLO378uGw3LqniU/mAKTRUFhA4fn7q1Knly5dHRkaSUrx//35uxcOHD+fn55PNJFbewDHMUJWVlfQFHGQJoKtkAUSnw4V77dq19+/fv3v3DuIvJUYpGrpx40ZhYSHb8dLSUkZ32mxMxVFXcXPCChVDGcAaJEu8BpE0JaZNbBPoNQty0s4yMjKys7OhMmIr09LSIm4sjY2NNC+tqgPpw927dyEB37x5U6Cfi6p0WpbT1EfUHkxV/JyqJE9s6mNZWRmmv4hLExMTWdZIlaFhUQLAgshg/iCIDFf/xx9/PGTIkHPnztFqid+NIDLS5ck5xMkUXGbcuHG8AQrK33e3og4X0FdqTYcOHYKCgs6ePcvygd9UoHH6Ozkhst5mk436idfz9dq1azU1NYWFhSj+9+zZM3DgQMgyskISSwcAGtoKwW7EX6aHKv5NQ0OjX79+tBVkMxKQoqWlZWFhweulfChJ1TRuSvRXTgvl/tNPPw0PD1+2bNnkyZNhsiCP8vHxwQgiPDx8xYoVCxYs8Pb2xr9qwoQJWKyvXLly4cKF0dHR7JVBc9gKOTg4MBYBxzg6OoaEhPj6+g4YMADTPPRHxsbGoLm2tra9evVi2U8aJ9kyJiYmEKANDAwsLCwsLS2JnaHI4vvZr18/V1dXQ0PDzz777EMvU11dPX78+G+++Wb9+vUFBQVc5ZQYIX1JUgdfQfshiZ0/f/6bb77R0dHR1NR0dXVdu3YtWoE2QC9ADLcxbQXYDX9EZTlz5gz/iRtIdnY24sndu3efO3fuzZs3sskm/vX169fUndbW1vLy8n379hUXF9M6URNFOsDfDOBCl0E5o6mBcCh2MzhCMM8zwUnvQ6k6evTo7t27YSRv2rRpy5Yte/bsOXv27KVLl+rr6xFVNTU1MVo2NDTIiNTU1HTv3j1slnDPxkKFhRf3MzfzRZWpOBA1nwgtA7e3VCKplaKWJG/X09OTrJI2RDs1FdNUGpyOHTt26NCha9eumODDAG7fvn2HDh1mzJgBUVBAX2lneM90gtI1iMph165dbm5uUtSEJCIlRp7hUl/kBu7evXvHjh19fHwqKiowFaTaVldXc0FK3im9Hgc0iytXrkCzgFNTV1dXW1vLMuHAgQNkY6Smprq4uHTu3Jn0SJmbKDSYAUv5UxYXyhCtSvfu3YlAYsGcnJz89ddfW1pampiYODs7GxgYqKmEqdQU5fJOZiXOA2cbkQGptSSOQasD7h0xYkRMTExwcLCHh0diYuKhQ4e+++67IUOGkOhIAiKmnNhTBQUFsVOXkGw04gMHDnR3dzc0NGRWGjFiREJCAg41+DYAHhsZGfn4+NjY2PTu3Zulm46OjpmZmY6Ojp6eHmameCRjYG5iYoJwydLSUkdHx97e3tnZuVevXh06dPj+++//+uuv/webpaQu7W5DQwAAAABJRU5ErkJggg==" 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" 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" 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" 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Go1xufzk5OT+Xx+fHy8i4uLq6urm5vbuXPnjh8/bm1tbW1tfezYsSNHjhw7dszc3NzV1TUgIMDf3z8gIODkyZMHDhw4fPiwubn56dOnL1y4cP78eScnJ0dHR/TF2dn52rVraB7o4eHh5OR08eJFJycnDw+PmzdvIvq5u7tfuHDBycnpwoULly5dcnd3R3nIyMi4f/8+mhAmJCQEBQUhvoWEhISGhiIGenh4uLq6enh4ODs7nz592tHR8cyZM56ensjqEx8f7+7ubmZmZmFhsX///qKiIq7CdeG2Xg04EqIKxzAMST+RSNTV1SWTybj1wz9aEhKEQqGSy5U4TvBT+WGBIXERkRH3Ag/t2mO81nCP8RZjPf3PRowb/6/hk4d9MGXYqK+Gj/56xOivhr//9bvvTx3+/tTho74e9s7yLz7fvXKFybJFGxfPu3zqRHpUSEJoYFxYYEZSfEF2Zi4/Iy8jUyLqB5ZhKIJladC4qqlU6oyMDD6fn5mZmZKS4u3tjdRILy8vNzc3JK8cHR2trKxsbW2PHTt27dq1kJCQu3fvBgcH29jY7Nu3z8zMbP/+/U5OTtevX0eiDJlzjh8/bmtr6+3tjVJDsvHevXt+fn5+fn63b9/29/e/e/fu+fPnLS0tjx49amVl5ejo6Obm5urqevny5ZycnIaGhvr6+vLy8uvXrzs4ODg6Orq6uvr5+QUHB4eEhPj6+qIsWVtbnzx58ty5cxcvXjx//rybm1tAQAB6l7u7u7W19ZkzZ6ysrEpKSkDjkaOThK8G2v5onLNUf39/V1eXWCx+zGftVZOQeyXLshiGKRQqlRpXq4mMdH5oQEBcWGjk3TuHd2zbumblLsO121fpfTHs/Sn/HvHZmyO+HjbquxEfzhg5Ztq7I78dPmrG8FHfvTPim7ffWjVlstmqpbtWLDRePMvN7mh6dFBCaEB8aHB2WkphTl5uem5hdp5YJAKGZGmMZQmAQVGA40RWVhZaCUxOTvb29vby8vL29r5+/bqbmxuazjk6OlpaWtrY2FhaWrq5uaE5YXBwsLW19a5du/bv349IeO3atWvXrnEktLKysrGxQfM9Ly+vmzdv3tEAkRBNLC9evHjs2DH0iKOj45UrV5D6yufz6+rqKisra2pqrl696ujo6Ojo6OzsjPgfGhrq5+eHdGBra+tTp045OTk5OTmdO3fO3d09ICDg7t27AQEBKDN2dnbW1tZlZWUAoFur+EOgXecYhslkMrVa/UIN8dJJKJcr5HKVQq5MT0kN9vePDQkKv+N7YMumzcsWbV+z3HT5sq+GvffpP97+7F/Dvnzz3W+GvTf93VHT3nrn27ff/e7td6a9+fbUf/9rxcQJe5cs2LnkB+NFMz3sjmZEB/HCAhNCg3NTUouyCnPT8wqz859IQgzD+Xx+YmJiRkZGTEwMMldeuXLFzc3N2dnZycnp0qVLp06dOnTo0I8//mhmZnb+/PmgoCBfX18/P79jx45t27Ztz549u3fvRgxxdXW9ePGihYWFubm5ubm5paUlMrSgZQ8fDW5o4cyZM+jmAwcOnDx58tKlS2fOnDl//nxqampDQ0NVVVVZWdnly5dtbGxsbW3PnTvn4+Pj7+8fGBjo7e195MiRAwcOmJubHzt27PTp03Z2dra2ts7Oznfu3Ll9+7avr6+zs7OlpeWxY8cOHTqE1FE0A/kdu5cOzwO0/MuJRAS0VvGcKbwCSahUylSYUlWQlcOLiuDHxiSFhpz+8dCx7Vttdpse3bxx9gdjp7717rRhI6aPGPn98JGzRoyc+c7w2e+NmDfq/QWjRs0b+Z7hF1MOrli8d/k80yVzrtpbZUWHJIcFJYaE5CanFWcW5qbnF2YXiEUiYCiWxrVJqFKpkf2jurq6tLQ0NjY2OjoaLdyFh4eHhoaGhobevXsXiUcvL6/g4GAejxcbG5uQkHDhwgWkDR47diwgIIB7xMfHx9vbGymiUVFRKMG4uDjkB5eYmMg5jiYkJAQEBFy/fh1J0Tt37gRpUFZW1tXV9ejRo8bGxujoaCQ/g4KCkpKS0tLS0tPT4+Libty4cfXqVS8vLx8fn7t37969e9ff3z8sLIzH46ElxPDwcB8fn1u3bnl7eyPXnOcxxOnwu4N9UkyWF2qIl05CTKEmFGpKTdSUlhfz+VW5OTXZWSFXPe46O4W4XfI+eWLNF18sHDN28biPlk+YsOyjcUvHjl46ZrTexPHrPvtkw+ef6k+eZPr9d0f1Vx5avWTvyoXeDta50aFpYcG8kNC8pLTizKLctILCrEKxSAwMzdIEyxIAFKcjkCSJ9hNz/5Ikye3rR38i7xMcx/v6+pBvikAgiIuL8/HxQYplT08PSgclgqBSqdAVlCDnDUOSJLqC/kXON+iNKpUKbYnQtpihKwg0TXOBArjQAchPDSXCFQc9pVKpCIJQKpWcg6KOgX8UWM3mm1/RCr/Rbe0Ji/WPkRBXqkmZilJgdaXlFZlZNTk5NZn80CtuQc5OUZ5ut+1Prf/6y0VjRi8dO2bF+LHLxo5eNub9pWNGrf547PopHxt9Pslw8semM6YdXbP88OrFZnqLfE7bFMSE80NDU4LD8nn84syS3LSiwqxicb8EaEaLhD/rkc+5eiYWi1taWlpbW3t7e2NjY5Fe6ufnJ5PJfrEBhl55dkugBhuasedpwife8KLbPnT4vcA1orb0eyEq/ia3tcqnuK2BRkar1WpcoWTkKkahflBRWZmV1ZCXW5ORFnbl8p1zp0NdL/ra2Rh8/smS0e8vH/fhyvGjl497f/nokctGj1gz4cP1k8cZTZlgOHn89hnTjq5eelhv0YFVi2/YWxdER2SEhqcGRxQkZhTxy/PSS/P5xWKhGBiWpUmWJREJAX6WGQSkpiO3Wu1aQDkXCoXNzc2tra3d3d3h4eHIYe3GjRt9fX3oWWRuRp7TnPbPam2S4DQT7gYkIdFsjaZptC1Q+07t2x7LrfZtiLRI4j12m3ZZtP98Yj/QEfV3xxOr9HchYfVzkfBJkpDLBHImUMvktFzByOQPKyrKM/h1uVnV/JQEH6/Qy5dir7rdc7TX/3zSktEjV4wfvXL8h0tHv7fsw+HLPhy+Zvz76yeP3TDlI4NJ4/bMnWFrtNrSYNmhNUtunbHNjQxLDwlLDYnOS8gsTK/ISyvPSy8WCyXAAktTHAkfqwKOhI91ZW2IxWK0paivry8pKSkwMDAwMDA8PLy/v597iqtcbv3nsX6vzRkOaJrO+VsPrSj0L/eUNj/RbdxPzzPdJ0mSozp6tW6u+DrjZYU85EiokskpuYKSShpKS4pSkyv4KdUZKQVRoYWRwRVxERm3vU1mTls5cazBZxMNPp2w6MPhiz54Z8n776wa+57BxA8NPhm96uMPjq5efNv2iO8pC29bixD3S/zQYF5gSHJodHY8ImFFXnqpWCgFFlhKm4T0Y8IQADib1RN5yIV+I0kSRbJB0aU40cdREcdxJE61mQY/l28sy6JpJ5KEaMqHlEZuhwSXJrcviZu7sj8H2ozPPof7BaOJagdaChJHfh0VX0O8rP2EP5FQLicVMkIqri0pyk9OLEyKK02OK+PFVKfE16UnFIbe3Tl35opJHxl8MVn/s4/njRo2b+TbC94ftnzsiDUTR6+eOHrJuOFW65aFX7IPvGB758KpqBseqSGBiYHBvJDorITMwvSqvNSqvLRysVAGDLAU/TQSgsaUjHavD+2O2nrm0yoLEQZZXJ7YobXVUW5jC0oWPcK9HTTBr7hNaJylG92AbDmgtU37OTc6csMBJzmROeeFFCQdXiVeOgmVcimhkGLSgZqSwtyU+MKUuNLU+LKUuMqUuApeZG7InR3z5qz85GP9r6as+WzS/A9HzBv59vz3hy0d+97qj0frTRq9ePwIqw3LIy6fvnvhpN9Fu2gfz5SwwISQ0ISQ6MyE7EJ+dV5qdV7a/Z9IyFAANAA9lISIPI2NjQKBYGhFcH0UmTlBIy25CRsnTAQCgUgkgqfYY9AjnNOgRCLp6elRq9Ucl9A+F+TWxPEEbZOnKKqvr4/b/4KkqFgsRhvq4fmsLwzDtLS01NXVYZgahsSe0vHwNcTvRcIueBIJcTWmkEvVCqlaNlBdVpiXmliYllCSmlCWGleZHl+dHlMQeddkzvSVkyes/XKy3pSP541+b+77787/4J0l40bqTRqr98mYBePetVy/NNTV/s5567suDhE3r6REhPAiomKCo/i8nMLM2tzUqtz0CnHfUBIyMCTUmlqtjo2NraysfFp1cAZeTtAh+cMZMxmGKS0tLSsrY37uo6ddamSRAoDGxsbExMTk5OSMjAypVAoA/f39mZmZCQkJGRkZQqFQW1dUKpXFxSXx8fE8Hg+lzzBMc3NzcnJyYmJiQUEBhmHa9punoaOjMzGRl5DA6+rqYhhWLBaLRCLt6DUv0Dt0eCX4zSEPa5rSMnI6Ontg8JwnFgCAZViGAoYm1EqZTCyRDCjkktKCnIyEuBxeXE58RG5sSF5sQElycGbwtZPGy8315hxZu2jv4jkzR7w9Y/hb3494+4cP3l04btTi8SPnjR22e+n3XjaH3I/tv3z84F13Z15YaGxoVEhQVHJyfia/Oj21IpNfKhJKWYZmKAxYfHCdEICmf3JiAACk+/F4vMrKSk3vZ1UqHABwnKAohqIYlgUMwwliMNYLZ01FnRhdlMlkvb29yPLBqYhI2wStKZlEIomMjCwvL5dKpQkJCbm5uSzLpqSkZGdnS6XSnJzctDQ+QZAURWMYDgBVVTWRkdG9vX3t7R2BgYGdnZ0ohaamJpFIFBsbW1NT80QWMZqwVOin+vqmpMS02JjERy3tOE7m5OSmpaWjyB3P0LR1+APxmyVhTWNaZk57Zy8A0JodDCxDswwFLEOoFQqFVCaXqpSykrxsfmx0bnx0XmxYdrh/ZphPfrRvxr3LrgfXX9il77x/s80GvR9GvfvdsDe+e+fNWSOHzR09Yt6Yd2eO+qfxnC+cDmw9s3uz/Z4td1wvpISHhweFhYbEJPByU1Irk1Pup/PLRCIpAE3TapbFEAkZFhhmkCQYhtXW1ubn59fU1ISGhlZVVQFAX5+wuLgkP7+wufkhhhEEQdXW1jc3P8zOzissLBYK+0tLS3Nycjo6OriVdwAgCKK5uTk/P7+goKCzsxMpqK2trQUFBXl5eR0dHciywjBMb29vZWWlQqEAgJKSEh6Pp1Qqw8PDu7u7AUAoFAUFhfT19Tc0NFVUVAJAT4+gtRUdeMyGhYU9ePCgtrY2ISEBUSsvLy8pKYmzeWo3IaNx5Efiuq62KS01OzUl81FLh3hAnpGRHR+f0NjY8Or6lA4viN+LhD2gRUKGoYGlARhSrVDKpXKpGJdJynOysqIjiuOiSuNC80Nv5wR5F4bfzLrj4rrX0GnnWte9m630l81+99/fvfnP6W+/Mfu9txeMfm/h2OGzRv1z2w9fXjqw5czujbbbjW6dd0gOCY4MCI6OiE+Iz0pJqUpOqUlJLxMIpRRNUxTGAs55zHDWjtbW1tDQ0MLCwqqqqtu3bzc2NqrV6piY2Pz8wqqqmqCgkAcPWlQqdXBwaG5ufmVldWxsfGRkdEVFRUZGRnh4OCISkng9PT2IxiUlJTExMWq1WigUhoWFNTU1ZWdnh4aGisViAEC2UBSYkGXZxMTE6upqqVTKkVCpVAUEBAkEfZ2d3Q8fPqJplmFYABgYkFRX16SkpIjF4pqamvj4ePTe6upqHo/HaZVDG5KT211dvclJ/Pi45K5OgbBPnJmRk5CQWF1dzWnar6Rf6fACeCkkZFkGkRBXyZVSsVoqpmSS2tzM4piIyriIqujA8lDfsiCvqnCfojuXPfetv2S62nXXBhv9ZfOGv/ndv/46/c1/zBn+5qIP31304buzRvx9xw9fuR7Ycslsy9k9xnedTmeGh/BCw+LDYlITs/gZjcnpTSn8KoFQSjFA0hQDJAAFLAsMS2uW8vLz8/l8PsuyGIbFxsbW1dU1NTWFh0coleffXtUAACAASURBVBgA5OcX8HjJCoUyJCTs4cNHAFBcXBoSEoqmdjExMSgUIkoKBQtWqVTt7e2hoaFCoVAkEoWGhj58+JAgiJ6eHolEgiyinCWzpqYmMTFRrVZLJJLg4OCenh6WZUUicVRUTF+fEN2DNGEcJ0tLy4OCgjMzMwGgvr4+MTERpXP//v20tLQnWkfRRJQLMSyRypN5/PS0bExNCHr74+J4ibwkLuSUjoSvIX6r29r92oahJARgARhgabVCqhjoxwb6yf6+6lRefoBfaeCt+/e8q+5drbl3tS7oWvlt51uHNl3dZei93/j8xtV6Y0Yufu/tRSOHLfng3WVjRiwbM2Lhh29umznF1mjZSaNlJ4xWeFodCnZzvnPZ1fuSa3xofEpyTVxCTUJSRVefjAIgWZYGGhlmUARE1DXj4+NLS0sBgKIoHo9XUVFRWXk/OTkZx0kAePDgYXp6hlDYHxUV09HRBQAVFZVpaXykWPL5/OrqatAIN4VCUVhYiKItBQQEoHjBtbW1SUlJfD4fTb2Q4opsM52dnYGBgS0tLQAgFouDgoLQZjOZTBEdHdvT04tIgaavACCXK9rbO5KTkwUCQXl5eXJyMgCwLFtZWRkfH49h2BPnhNyyB0EQDx48SkxITU7itz7qoEm2sLCEl5Tc29sLOjH4uuJZMWaex2PmySRkGURClUws6euR93SpO9pKI0IyrrkWXr9UccO51telwc+10f/y/ZvnQ49uu2e+Jdhi59Xthls+Hbd58kcbPhljMPEDg49HrZnw3spxwwwnj9wydfyGL8Zs+Gr8vqWzjxrp/7hxg5mRkfcl95iwvMCA3LCwnLZuCQlAAEsBwwINQAFDMxSNltoSEhK4ba9xcXFoV3tcXDxNMxRF19bWp6dnyOXy6OhYJAkrK6uTklLQYh2Px2tsbASNVaOwsBARSSqVRkdH9/b2KhQKqVSqVCoLCwtDQ0PRocWIgXK5PDU1Fe0zAgBkaHn48CEA9PcPBAWF9PUJGQYIgiRJuq9PJBD0oTtTUlJKSkoaGhri4uIAgGXZkpKS6OhozvyjDbQiQlGUXC6vqalJS83I4OdmZeanp2V1tPdUlFfFxMTW19ejQeRp3kI6/IH4bW5r9Y33axtSNSTkOMjNCRUS0UBPl6qnm+hsqwgPzL/mXHb1XPXVs803LzzwcXroe6nqql2U5eaggxvCfjTxNl1r+ukHxpPe3zTpfcPxw/U/GrZ63JurP3pr7fhhG6e8v/6Tkesnf2C2cPrxdXrm+qv3rdbzOX8pPTo//F5WZEhmR6eYpAFnWQoYBigACliSZWg09JeWloaFhXV3dwsEAn9///v370skkqCg4O7uXpUKCw0NLy0tp2nm9u07iIRlZRXh4ZEAQBBEYmJifX09aNboMjIyEhMTJRJJQ0PDzZs3e3p62trawsPD0dFusbGxDQ0NyFeGJMmsrKy4uDh0gJtSqSRJEsVflEqlRUUlKSlpKhUmFIr6+kQAUFFRGRwc2t8/IBT2BwUF1dfXI/W1pqZGJpPFxcVVVlaibRaPNSHLsuhiS0tLQkJCWmpGVmZBVmZ+YkJKTnZBW1tnXl5+fHx8U1MTtxFEe0H/FXU0HZ6O3+y29jTDDDAsS8vE/aLuTrWgh+xurwq/V3TVqerqmUZP+/ab5zpvne/yu9R47VTUobWBu1fEWhj7mq7c8tGbG8e+sfnjdzaMf8tg3L/0x/1r9Zh/b5g4fPvXY02+GL1pygdmc6ee2rDqyNrlB/RWhLpezg7nJ4dkJ4Vn9nSKaBZwmiUZhhmUhCTL0MjageN4dnZ2cHBwbm5uSkoKitJZX18fFBQSGxufm5svlcrEYkl4eGRXVw9NM1VVNUlJKQCgVCoLCgqQMolsjx0dHSiOaGlpaUxMTEtLC47jmZmZPB4vIiIiPz9frVYjUdPX14e2IPJ4vPDw8MLCQpqmRSJRWlpaTExsSkq6QCBkGLaysrqiopJlWYVCmZ9fGBUVExkZXVhYiGRpfX19bGxsfHx8SkoKOl4GGUi1wTnZVFRUhIWFJ8Qn8xLTeIlp8XFJCfEpXV295eUVAQEBRUVFKpWK0TpmQ0fC1wQvzToKDLC0dEAoaGuVd3WQnS3lgT65LqcqXKzqXY52XD/V6e3QddOx2fNEioV+9IGViRbr7u1YbjHtwz2fjTgwbfSuL0dsGP+3DRP/tXHiu5s/eW/rpyONJ4/YNOk9s1mfWestOKq36MjqZb6nbPm3IxJ9osK8gnpbe4AFNUGRDMMCAywFNMlo/E5YllWr1QKBQKlUchHLMQwTicRCYb9CoQIAgiDlcgVBkARBYhiuVmOoj8rlchStgFu1Ryc60TSNjg1GgmhgYAD5eaMVEXSnXC5XKpUSiQQdh4reS5KkSCQaGBAzDBAEJZFIFQoVRdFooVIikUskUm5lhWEYkUgkEom4I0eGbgHhHFAfPWopKS0tL6ssLrpfUny/rLSyIL+kt0fY8qg1Nze3sbERTSkf267xavubDk/A709ClmU5SSjuF3S1PJS0t6ke1PKvOkUc3Z5ksSnn6Kb79rtrzppVOR6sOLs398S67BPr+MfXJ1msD9m7KnDf6oCDaz02z/5x9vvmM0cf/H7iri/HbpowzHjisC2TRhh/MmrTlNEbv/h43eeTTGfN2DN3+ebpi7Yv1W8sqQYGlCoMp2kGWIahWIZA3WyoQzPqiGo1huQkwzDcCgHLsiQ5aIHU7qPItMgRQ3tmxa3Rs5qdEIwmugGr2bbLpYO+EATBMCzDsMgoSpIURdHog27kKMd50oHG2WBoIBltxzqSJGkKKBIokmUZwNQ0TQPD/DSC6Ij3GuJlkpChB4S97Q+a+lsfyhoreZcd7pmtj9q/Ju2QQYmNSYX9rjKHPSX223NO6OedXJdltZ5vvSnNemvSiS2JtiY+uxZbzB51eNYHlnM/M5s6ftNHb22ZMGzrpOGbJw1fN2H4ukkfrp44Zs0nH68ZP3nRBxNWfv5NTU4RUIxCLidoigGgaZJlCIahaPpnO/G4/e/IXI8+AEDTDPcBAHTSIau1v4FT+bRprO3Ohr4gvrEad1COjdyf6FeKomiaRczX7DRCJKcZhmU05/tou3Q/Y/MHl+bgdwaABYYGYIFlgCsU/HxY0VHx9cHvcFJvekb2oO+olickAMswTF+foO1BXX9rrbKlMt7N/s7BTWEH1scfWp9zclvR2d2FZ/fknN6ear0h2Xpj0omNiVYbYyyNIo5siD2x9caOJT9+/8HhWWMPzvrE9IsPDca+YTjujfXj3zb86G39cW8bjH937YQR+hM/1J/48dKPxq/88ovagjxgKKlsAKdIFoChaIZmODHCasWl4wAALAtaHRRYFjgagNZ2BM0NP+1+0E4WtHZgwJC9tpwY1P6XphmOAmjpDtEeXaEoWjsDT3RS1cZjq/AsAywLDDNIQu4eHeteW7zEGDMMwwiFwo62hr72SklLRZT7GW9z07vm2yIsTXm2e9LP7U89t5d3Zne0/a5I2x1RdrsibHeGnNgearU94uSua7vWmM/5xHzOlP1zv9ryzcf6n4xa/fGINRPfW/PxiNUfj1g9Yfjqj4evnvDeio9Hzx8/ZsW3X5ZlpwHgcrUYpwkWgEH7CnW9Toc/A14KCbkvKpVKIhPKpN2kXNBWlv8gM7ktk9fFj+3NjhPkx/cWxPYUxHUVxHfmxnblx3fmxbfnxD3Kim3Njm9MiywJ9y2J8C+ODs4Lu5sV5Jtxzycz4FZWoC/6ZAf6Zgf6ZgX4pd7zTQryE3Y9BMDVtJJgyUESEgzo1sN0+DPg9ycht38cvYAEBgcKgAYKAxIHEgdcCZgcMCngUiClwEiBlAIlA0oGpAwIBeAyIJVAKIBUA0kAQQJBAkkBRQNJAk4AQQBBAI4DrgBKCaQSAGOBIAGngEYkBJKFX9j0o4MOrwVe7km9DMNgwCpYVkWRJE1TGMmqccAIwHCWwCkMJ3E1gcswtZQg5AShwDElRahJTEXhGEOSDEmxJEtiDKYk0AdXkVofglLLKLUYUw1ghJwCggSKQtFlkO+aThLq8GfA739Sr5bZg2VZFmdZNbAqmqIAKJImMJLCaIYCigGMAjVD4zSmplQEgxMMiVGEmiIwisJomqBZkgEaAKdBRTAqgsEpBiMoteaDESRFYzStwkkFyeAESxAsRbE0TdPId1U3J9ThT4Hf/6Tex1aiGGBooBhN3BeGYVkGWAAagAQgAWigKCBpoGigaGBoYBngvLAH2YQINZRTNEtSLEEBRQFFAk0BzSBJyD7lAR10eP3wskIeaoECIAAIQJuMBpnFos3vLDCaX9GHAqDZQVWS1eLgEz8sAww1+GGZwQ8A6Biow58Jz7WL4tfNCQfB0sASwBLAUsBSANwHEYkCwAFwLaJy8zkWgAWWHnzwCR8a4CkyT0dCHf48eImGmUGgVXD0eUy4De79RZseaGDpwZVmVptbrNbNWg8OXkGvGPLRQYc/D14BCQHYQWYx2uYSTidl2Z8R73GV82e04r5rfFUev3nwdY8/p4MOry9eOgkR0RBHaK0Zoea3IZ8hpHriXYOJPJGEg//rzKM6/DnwO/iOciT8Re/E31826RRRHf78ePnqqA466PBM6Eiogw5/MHQk1EGHPxi//0m9OuigwwvhZZ3U+wz8iXaXcsPK0KASrw+4zcrwetftY/v6X3SPP7dFjntEe5f2S8jvq8MrcFsbhHZH4arvNReerOZ0ztc5n1z4nKExoF5DcMF4fjFiwGNgf35KMXe046+IpKodZ+B16IQv66Tex8BqAi5xEV+466+ooC8OLtrS85xQ/ccCxbBBkb9fW7BaB85pf3+hx7loPaAJpMLF/3+hpECLfn94J3xFhhlUX+hsI1RrJElqhyF7DYFk4OsfsprVhGNEeG1zy7GOOzz4hYIvonvQwePoX6ShsCz7xMDkz04KkRnH8ceOLv/VpfsteEUk5IYxrt5RS7y2PYY7PRfl+rXNJwCQJAma07mf5yjfPxDcHAQNHNpRsJ6dbVYLoHWEOBfr8YVKzQXRA00/fGIsyVeGP2CJQiqVomNrQTOfeQ2Bhoy6ujp0oujrTEIAaG1tzcvL+6Nz8cvgKFRTU1NbW/tze9JzEQBRpbe3Ny0tbWBg4LeMOwqFQi6XcwL2D1QiXoXbGmeGUavVERERe/bs2bt3b2xsLGgFpKE0x5ihL2h8QpoGQRBILiHJiX5FOgmrCbDNKRVcnE/0XhwnSBIpaSja52BwUYYZDByKEuG0I+3xFQDOnnX88UcLVAr0FMBPkRGRds29d2iwUMReNNBy2ea+ax9Mz92JonejpFDGuIJzpUbQtsQEBgZu3LiRmymhNyJtDclzrn5Qrrja5jLDFYS7H7Rmbly1a9czFxFcuwkIgqQoSq3GKYomCEoTCpkmSYphWBwnUEBHC4ujtrZ26AxJAKAomiBImh58HAV9JUmKOzIZAHAcV6sxVPM5ObkrVqxqamqGwVOWB3PLdQmGYVC4cZRPbZ0L3VxSUmJubm5qaorOvXos2vIrxkuXhKiBUUM6ODh8//33N27cOHPmzLRp0zw9PRHZMAxDbc995/7lOh86sR00Cj2O4+gkQKSMcX2Xq3Ecx1F4T5pmVSo1hpE0zZAkzTAsinWPWERpgu+iySoqBYZh6MgHOzuHHTt2a6nQDI6TKhXGRemmKEqpVKpUKoIg0CkUiIRo0sIZV+VyOeofqFxoWEGlwzQAgIKCgnPnzqFqxHEc0Y/VhNbnyohhGGIjV+H37t1btmwZqwlJrFarEbHlcrl2AVElo3RQYdH5MJwqyxEY1So3jedUPvSnQqHg+Izyo1arMQxDT5EkpVSqcZxkGEahUNI0TRAUjhMEQanVGAqvamZ2wMbGFrUIyi2OU5qmoTCMIEmKYQYDw2IYAQB5eQXOzq4AoFZj/f2iqqpqqVSOiE0QJI4P9jEMw2QyGTef5+af2rOhvLy8L7/88tChQ0eOHJk7d25xcTFoRhxGc+zxq8RLJyHqNwDA5/OnTp3K5/PRxcDAwE8//bS1tRU9qFQq29raJBIJAJAkiRqVoqi+vj5UpzRNSyQSdB416pQAQNN0b29vZ2cnOpYIiQjEeXRFqVR1dXXLZHKaZgiCUqtxNBgLBMLu7l7U0REZkCgQCARCoRBlmGXBzs7hxx8t1Gqst7dPKpWj0yNQsHqZTNbV1SWTyUiSRBxDPEQn2nOyUS6Xc12WJEmFQqFQKNBhL1wKAIBIdfny5W+++aa+vp7SnJ2kUChaWloGBgYAABGY1gCRCqUQHR29evVqTpijlKVSKYZhSqUS0QyNCwMDA4hmFEWhbKOOyzCMRCLp7u5GRFUoFP39/eiIYq5roiKgdIRCoVAoZDVnY9A0TRB4X19/b28fOl+AJCmZTE7TLElSQmG/SoXai+ns7Far1fb2DjY2tojINM1IJFKBQEgQBMsChhEsy5IkLRZLRKIBxF6lUuXs7PrNN9+2tXUQBIHjaEilxGIpQVAkSff09IpEIu3BFAD6+vpQ30CNy836AgIC7OzsxGIxSZIrVqw4fPgwup/Tg14W256Cl05CRhOd2sLCYteuXUjDxDBMLpfb2tqiw/rS0tK2bt26efPm/fv3o/P9hEKhs7NzRESEvb393Llzr1+//vDhQ1tbWz09PUdHRzToMgzj5eW1du3ajRs3XrhwQSQSIQWMq8SmpmYTE9O1aw2cnS87O7uEhobTNKNUqkJCwvT1DQ0N1588eVKhUGAY1tPTc+bMGR6Pd+LEicWLF7u6uiJFyNHxnJHRpnv3AgwN12/evKW8/D7LAsMwjY1NBw4c2Lx587p169LS0gCAZdmIiIjr16+fO3fOysoK8YEkyYiIiFOnTiGh0dvbu3fv3qqqKgCoqanZu3eviYnJhg0bcnNzAaCkpGThwoXDhg0zMTFBlVBQUGBkZGRqampqalpTUwODh1gwnFC1t7fX19d3cHA4fPjwhg0bUD0/ePDg4MGDGzZs2LJlS01NDaN1iG9FRcWxY8cEAgEAYBhmY2MTHx8PAEFBQR4eHl5eXvr6+keOHGlpaXFycjIwMNi2bVtbWxtoDLAAUFRU5OLiEhUVZWJisnbt2qioKHbwYA/1xYsX1683WrfOyN39CpJLBQXF585d8PK6uWfPvu7u3p6e3j179q1fb+Tm5mFsvPXSJRckFfPzC/T01mzbtt3KylouV+A4oVKp3d09Nm0yXr/eyNX1Mobh1dW1338/6623hu3atae7u7e+vvHo0eMCgbCtrcPB4WxcXMKePXsWLlx448YNNJxhGHbr1i1DQ0MDA4NTp04h1ZQbCmUyGbKLAsCGDRsOHTrETVbhtSXhUxfra593sZ5lWTMzM0dHR9Ac9KdWq/v7+wHg4cOHM2fOdHR0LC8v37hxo4mJiVqtVqvVc+fO3bhxY1VVlbu7+5QpU3bu3JmYmBgWFvbVV19FR0cDQHR09OzZs+Pi4pKSkhYuXHj69GnQsoMzDGNqun3RoiUZGZmRkdGjR4+9fNkNAAoLi7//flZkZFRmZtaCBQvOnDkDACKRaMqUKVZWVuXl5Tdu3Pjkk0/S0tIB4PJlt+nTv4+Ojs3Ly9fTW6Ovb8iyQBDUli0mW7duLSgocHBwmD59+oMHDwDg6tWrEyZMuHz5ck5ODjf0hIeHf/nll+jA7cTExFmzZnV3d6tUKkNDwwMHDpSWltrb2y9cuLC7u1sikVhbW3/22Wfp6ekYhgmFwhUrVlhZWZWWlh48eFBPT4879QkJq/Dw8G+++SY6OjorK2vq1Knr1q0DgIGBAUNDwyNHjpSVle3du3fbtm1IZUCyl8/nz5gxA2kfSqVy8eLF165dA4BDhw4tXbo0IyMjKirqq6++WrVqlb+/f2Ji4tKlSx0cHLhpIUrhk08+uXnzZl5e3pEjRxYsWIAa8ebNmwsWLEhKSo6NjZs5c7afnz8AZGZmjRr1wbFjVunpGQRBWlgcnTVrTmpqWlBQyJgx41xcLgNAa2vbwoWL3d2vZGVl6+mtdXFxBYDQ0PCFCxenp/PDwiK++25GWFikVCo7ccJm6tRp6ekZGIZnZ+d+++309vbO+vqGCRMmXbhwsaKi4vz58x999BE6kjksLGzmzJkxMTF5eXmzZ88+f/48aCaNqF0Q01paWmbPno2602uojj7nSb1PCHk4FGhGsWPHDhcXF25GxxX17NmzBgYGqK88evRoxowZSUlJcrl87dq1MTEx6PHZs2dbW1uj+w8cOGBjY4PjuJGRkYuLC7qIKh0JEFTLra2tCxcuKiwsQleMjbdcuXIVAFpaWnm8ZPTUpUuXZs+ejeN4f3//rFmzOAPj5s2bL1y4AACnT5/dsGEjmgFmZ+dOnTqtu7sXw7D4+ESJRAoAIpFo+vTpCQkJAHDlyhVTU1PU3TmlUSaTrVy5MiAgAABMTU0tLS0BICsra9GiRajS1Gr1okWLUEGCgoIWLVqEFOlr166tXLkSmZGlUuns2bPDw8NR7SFtYs2aNSiTAODh4bFs2TIASExMnDt3bktLC4ZhDQ0NU6dOLSsrA80J3qmpqXPmzOFIuG7dOj8/PwA4fPjwqVOnUFK7d+9etGiRUqkEAG9v73nz5qlUKq5xExISDA0N0angIpHou+++Ky8vl0qlP/zwg4+PD0rh6tXry5atoCgqOTl14cLF7e1dANDW1r5gwaKEhER0z86dux0czgKAvf3pFStWIb3Dzc3j22+ny+WKixedV6zQQxosn59ZVFQCAL6+frNnz0V2k9zcvMWLl/b2Cmpqar/9dkZ9fSMq0aJFi/z9/QFg7dq1aFAGgMjIyJkzZ6LaRno46iFisXj9+vWHDh3i9PM/ygz+G0/q/WXfUc5OuGPHDi8vL9DMbVBnxTBszZo1HMEAwMDAwN7eXqFQbNiwAWl6JEnq6emhMRsA7O3tDx061N/fP2nSpKSkJACkHzbOmjUrOzsbALgjspcsWTowIEZPHTliiab1JEnxeMlWVta+vrfXrVu3cOFCiqJ6e3vnzZvX2NiIimBmZuboeA4A7O0dzMwOohSamx/Mm7fw0aM2AOjt7btwwcnFxeXq1auTJ09GSp2LiwsqiLZREQCOHj1qaWlJUZSenl5YWBgAnDp1ysjICI27AHDgwIH169cDwJ07d+bOnYtmifv379+5cydXq+vWrTt69ChnIOns7Bw9ejQiPwDcvXt35cqVAHDhwoWPP/7Y0tLy+PHj+/btmzJlSkVFBVcniISPHj0CALlcbmhoiFrE0tLSyckJJWVnZ2dubo6+BwQETJ8+Hck61HFjYmK2bt2KciiRSObMmZOfn9/W1vbNN98UFBRozB75n376WWtrW3x8ooHBOpKkASArK3v+/IW9vQJkYbaysj579hwA6OsbTp48xd7+9JEjloaG66dP/14mk9fXN+jprdmyxcTR8Xxz80OUGQ+PKz/8MF+txgAgNzdv/vyF3d09dXX1s2f/0NHRhSrK2NjYx8cHx/Fp06alpqaiB7u6ur755hskIbUnjZcuXfr666+50r2eSxS/j9saR8L9+/fb2NgAAFLQZTJZUlKSSCRat27diRMnkD0TADZv3nz69GmZTLZx48aUlBQAoChKX1//3LlzKEErK6t9+/YNDAyMGzcO2ZcZhqmrq/v8888LCwtB011CQ0Pnz18glytomiZJysrK5vJldwCIiIiaMWPm1avXMzOzTExM5s+fT9O0SCRasGABOsGXZdmdO3eicdTGxvbgwcEeWVtbP3v2DwJBn0ym2LTJeMuWLZGRkYGBgdOmTYuMjAQAV1dXCwsL0HKPRAaekJCQvXv3lpaWbty4ERHg5MmTmzdvBgBk+Th8+PDy5csB4Pbt23PmzBGJRACwd+/erVu3IksMABgYGOzYsYMjdktLywcffMDj8dCv4eHhK1asAAAnJ6cffvghNTU1NjY2MjIyPj4ezZNRTnJzc2fNmoXSV6lU69at8/b2BgBzc3OOhOfOndu5cyeSnHfv3v3uu+9QN0XvjYmJMTIyQrJRKpXOmjWruLi4o6Pjiy++KCgoQHO8tDT+xImTm5qak5NTV67UQ1KOz8+cPfuH9vZO9JbTp8/a2NiyLOjrGy5ZsozHSw4Pj4yJiS0sLCYICgAEAuHt23f27TuwfPnKkpJSAPD0vDZ9+vdKpQoAsrNz5s1bgCaHc+fO7+0VoBwaGRn5+vqqVCqOhARBtLS0fPPNN/n5+aBZv0H5P3PmjLe3N5pd/z++WM/N6f39/adOncot09fU1Hz99dddXV0uLi7btm1DF1tbW7/77ruMjAypVLp58+b09HQAoCjK0NDQzc0N3XPy5Elzc3O1Wq2np3f9+nV0kcfjTZ06tb29ndW4ehYVFc2ePaep6QG6Ydu27Z6e1wBg+fKVx45ZoYtnzpxZvHixSqXq6elZsmRJQ0MDum5mZubgcBoAzpxxPHRo0HRWVVUzb94CqVTG52f98MM8ZLFsb2//9ttvkcnXw8MDaZuceoPY2NfXt3v37lWrVjk4OKCkIiIiVqxYgRgIACtXrkQ/eXt7L168GFWjp6cnp5oqFIpp06YFBwdzlSwWi7/44gtOA/T29l61ahUAxMXFLV26FFEOQdulq6io6Ntvv+3o6AAAlUq1ePFiTh11dnZG9zg4OOzePbgqc+fOnVmzZqGSIsTExJiamiJlVS6XL1iwoLi4WCKRfP/994GBgeieGzd85s9fQFFMXFyCnt4apMw3Nj6YPv374uISTQ0fPHfuAgBYW580Mtqk3WFwnExOTuEEoKHh+h07drEs6+5+Ze7c+ehidnbu4sXLBAJBc/ODhQsX9/QIUD/Ztm3bnTt3AGDVqlXu7u5c3/juu+/Q8Ke9DiyVSpEVHS0mMS/odvM74tWRsK+vb/ny5cbGxmVlZXl5eXp6eiYmJjiOt7W1zZo1y8PDo6ysbPv27StXrqQoTqHHGQAAIABJREFUSigU6unpoQV9giCWLVuGjDoAYG5ubmJiAgCBgYHIMpGdnb1w4cITJ06A1qo0juMGBoYGBuuzs3P8/e998cVXPj6+AHDkiOXy5StTU9Pi4uLmzp07Y8YMZOifPn06koQAYGpqevLkSQCwsbHdvXsvulhcXDp79g8ikbihoWn69O+9vLz5fP7Fixc//PDDxMREAHB0dDQzMwMtb3VkCQCA48eP/+d//idnR1WpVKtWrdq2bVt5ebmrq+vcuXObmpoAIDExceLEiX5+fjRNd3V1LVq06NSpU+Xl5ZaWlsuXL+/t7UWzQdST3NzcPvvss5iYmNzc3AULFsyfPx8A+vv7V6xYsWfPntra2piYmFu3bonFYtB0PpFINGvWrCNHjuTk5Hh5eY0cOTIkJAQA9u3bx80JLSwsdu/ejZrMx8eHU9hQCtHR0WvWrEErSWKxeNq0aWhGcPXq1aVLl2ZlZSclJc+ZM9fd3QMAIiKi5s9fJJcrAYAkqa1bt82fvygrKzs5OXXKlM/t7BwAoKqqZsaMmZcvu9fW1t+6dTsyMpplWTs7hxkzZiYlpeTl5S9ZstTd/QrDsAkJvMmTpwQGBjEMm5aW8dVXU7u6uisqKqdNm97W1oFyuGbNGiTb/f39v/7664SEhKysrHnz5tnb23NeCtxqqr+/f1hYGK3lwvZH4VWQEJnUGYaprq42NjbevHnzmjVrLC0t+/r60D0xMTGrVq3asmXL9u3b6+vrWZYdGBiwsLDIy8tjWVapVB4/fvzevXvoZk9Pz1OnTqHB7OrVq3p6egYGBhYWFgKBgFu2QtVaWFi0dq2Bnt4ad/cra9boI0nY2tpmYmI6Z848J6eLTk5Ohw4dUiqVAwMDZmZmdXV16BUXL168ceMGAPj4+Do5XUIxGR8+bDlwwBxNP7y9b86ePWfLli0RERHbtm1DczM/Pz/O/YBbZEdSMTs728zMTCqVcivmRUVFRkZGW7duXbVqVVJSEmfo379///Tp09HCQEpKyoYNG4yNjY2MjIqKikCzEIr6jUqlOnz48Pz5848cOeLm5mZnZ4fq//79+5s3b960adPq1avd3NyUSiWncQEAj8dbtWrVpk2b/P39jx07xuPxAMDd3R31XYZhbt68aW9vj1YpExISTE1NJRIJpwZnZWXZ2tqiOaFSqdy/f39FRQVazzx69Oi6dRsWL17m4HBGM3PLt7Y+qVAokYSpq2swMtq0Zo2+ra3d+fNOt2/fQZ5FUVEx+vqGJibbDQzWxcTE0zQjEg0cP35i8+YtBgbrbGxOEQRJUbRcrjAxMZ03b4FYLL1/v3LPnn1CYX9DQ9OuXXsFgj6GYRQKhY2NTVxcHADgOO7u7r5q1So9Pb3Dhw+jUQPxkNZ4BZubm9vb2z+t375KvArfUVR4VPKBgYHCwsKCggI0oiNNAAAaGhpycnK6u7s526lQKES+FBRFdXV1oXpE17u6upB7CkmSVVVVhYWFnMMN54yLFDm5XFFWVq5UqoyNt/j63h4sc3d3UVGxQNBHkqRAIEDCE61TIyna19cnkUgYhhGLxUJhP1pQVipVnZ3dGqcxqri4uLa2FgA6OzulUimaWAoEAtTdGc0xvch/Bcfx7u5uhmFUKhU39HZ1deXk5KDlDcRAhmFkMllpaSmntHd0dGRmZiJOcn4tnOeHRCLJz8+vr6+nabqvrw8lggqYk5NTUlLCLVJzfjMA0NzcXFxcrFarpVKpWCxGLgpookiS5MDAQHt7O3pKLpe3tbVpu+bIZLLu7m7Of7C3t1ehUKDiqFSqsrKyysoqkhx05pRKZd3d3eygAxoBAFKpvLCwqLu7BwAEgj6SpJAC2NbWzudnNDc/IMnBTMpk8pKS0tLSMpVKTdMMRdEA0NcnLCwsksnkGIZ3d/eoVGq1Gmtv70C2FoIgRCIRcgdF1VVdXZ2fn4+UZ1rrwGY0T+7v70f+Bs+vhT7x5t+uxL4KScjlkrMOoxpBPjFc5+Du58yG3J9Dv6MVfy5lWuNXSWsOgGdZtrGxMSwsLCcnx9n50owZM8rLy+HnLuMoNS5Xj71a+4tGug66jHCJcJ5utMZbVbsszM83vHHPcm/kMk9rfDi5kmpXC5Lw2le0l+BBoysO9UJ+7I2U1u4hzno0VBl77OLQTqZtS0RZ1V5b467QGh9aRrNz7bGa51rqsWeRvx73LoLAUeNqVxcA0PRgcbjpN5fIY8nSQ842/xUq6NCeqV2W34JXREJuGRR5nLEap0rOrfRpYDV7oBitzfjaozvnkMW5U3I1df/+fX19/bVr1y5atMjPz0/jjPYTnvHeXwT7c3BNywwZULQ5pj1GPCMn9M+h7ePKaJ0/94yktP/UTuqx+xmtndZcl+KGAFazLMmViCsmpeWN+TRo18bQm59dq9ovQmB/CYxWPxmaGVaLotpV8fxUYbVIyGrxnHn9SfhYsVHDyOVylUrFLdk/o2bhSQPbY49wVOT6Ewe1Wt3T08M5iP9iLT87J89+lutGQxN80Vc/9isnxDgh8ItJ/eIbOXBdX/tZRmNYeqxEj5HwMQzNyfNk9WkFf6H6hxfZrf9CyT6WPjdKPjYs/ha8UknIMAxJkiUlJb6+vlKpFAnD5yn8s+uL1YyCjw3qrEZ9pTV7NX5lJf1OeNFW557iSPg8Tf7srvycGWDZnxRv5ucKtjYJXyjl56Hc8+TtF9P/LYk8O31tBmo3ym9M+beHPPwFtzX255KBJMljx45dunQJzaSfh4TaiWgP29xPjNYuFe2xEHEeveJpkvD52+z5O9zTfv0VQy/6V3uO9ArAaDZ2qlQq9udxzRit6eIzSKj958tjxVA88V2/Vwa0SYiu0L8qws1Q/P4n9Q7NujZUKlVxcTGySmlrNdrTHnSRiyDCzVsozR5qVitED6foSiSS4uJihULBSQxuqYCbLnK1Rmsm9ADAraBwbweNzUCb81xmGM2mGFZjhaM10au4RLSlFieiucnJ0DsprYhSXF1RmpVG9GBDQ0Nzc7N223PJamcS/UlpNtpqk4d7hNsuyNUhl1VGa/KG43h5eTkyh9JaSy+tra319fVck3F1y+Wcq2HuFWjyzw0l2o3LamnyjJapjGtZTvIwmu2O3ItQy3IjrHY9PNaCtGbnNGiNMtqTRq4duarQnrtyxUTpV1ZW3rx5s6WlRTvBXy0VX3rIQ1azWF9XV3f69Onz589funTJzs7u/PnzaHMgqdlOjjYooVEffUf9gJOZlFYgA66XcO3U2Ni4YsWKlpYWAEDbXpHhh2s8ToVA4hElyzUVF/MHPcVtQkP3c7Yfrtv9f+x9Z1RU2Zb/h/+aL/Np1pqZNW/emzez1szLbduvzRjABgQTYGMCETFgaOUZUbu1DW0AREFCkQukyBlUBIlKEiSHIseCggpUFUXlG8//w7ZOX6Hb1u429Hv1WyxXeevWueees/fZ++yzA/wc9xMTB3QJzgPxV3gVAOKDdkAbx7GnuGMQvwuPgHhZIF8vLy/wgNfpdAzDGAwGrsaI2YA2WxehcZgXiM+E1zEYDNB5HGeIXxMvdtCUTqfbvXt3XFwcJncY/Lt37x47dgwihmHKcNQibT6AgZ9QHLMZwzBwLoV5DBMunim8AkInubQBk8KaTQD4HeHReMljzTHQcBGfhHHXO4jwhJbhGEyn08FJElzB04djODEZIIQGBwcdHBwcHBxaWlrMR1Yk3vL84Kb99ZnwZ6vUixen2NjY3/zmN+fOnbt8+fLJkye//vrrsbEx7kBT5tMLPFh4YlhzuBdX85mzrnd0dKxZswZkBRaz6OUNIVdKwPIJB2t4/cZ0xnKUQO6qifkZ5/yizbkhgG4os9UXu7YgsyMbsERKSsqzZ8+QOXYZtD7GnKuCMAN+AnwOfdixY8fNmzehY/AIZBYp3IUJmA0LEL1ej2Uplvz4NuzUBg/Fx7aYFZ89ewZBidyDmStXrhw5cgRmBxu9uGIZr0ewmrDmLGnQW2gHnzDhvsGIwWggcwIr0pw+Az5zWQKLR3xojKcb5wHhrlB4OcOLDowtLNl4EPC0cn+OOLm/Lly44OnpKZFIYPrgOp76HyEM30V6CxhBHo+3ceNGpVJpMpm0Wi3Ey2MBiClDJpOBfy0eZZZlJRIJuNfAiOAzaMbsSDk7OzsyMrJ27dqenh5kVqukUin8ijRnZMFaH34irIhY7CCEZmZmIPwcfjI1NYU5Db+jRqMBUlAoFHgCgOKhPzMzM0ATGo1GpVJhua3X6z/77LPLly/Dcgtzr1QqZTIZ7iEWs9AHg8GgUChomvb29g4ODkYIAV+p1WqFQgE8QHLO06GfExMT8O7c7AEzMzMQ+gyPgN4ihKRSKSxGer1eoVCAQwxEvsLyBPTKsqxMJjMajWFhYceOHcNcTRCERCKB98WntTDsIFvgubgzeMnDegRMPV6LYX7lcjmcs+t0OhhSaAHuJwhCqVTq9XpM+ow5Zpc156SRy+VwnbsSKRQKiKnHOhR0SS6X6/V6HH5pMBh0Oh1N02q1WqlUgsBkGGZ2dtbV1fX69et4mdDpdBKJBHoCr/DBMSEy7xUjIiI8PDy492BRDm8uEokuXbp04MABb29vcFgDYrpx48bevXsPHz5cXl4+Z3uGEHr8+LGnp+fp06cTExNdXFzAAUUikdy6devIkSP79+8H50a88UMINTU1hYSEaDQahJBCoQgJCYFo98TExLy8PB6Pt27duvj4eJVKFRwc7OrqeufOHY1GAw8FtqmpqUlLS4uLi/P09Dx58iR4fs7MzCQmJubk5Bw5cqSoqIhl2fT09BMnTnh5efF4PJjp1NTUX//61+B7DV0qKCjw8PDw8PCIiYkhOZ7fQFsTExO+vr4eHh58Pn/79u3YKbmsrAwcACMjI7EgwpL/0aNHR44ccXd35/P5lDm9SHp6+qFDh/BPKIrq7+8PCwsrLy8/c+bMjh07GhoahELhyZMnIUAEBi08PLyyshJUuNu3b7u4uAQHB586dercuXPAafX19efOnXN3d7948eLo6CgeIqyfp6ene3l57dq1Czy8ufurzMzM6upqmNP6+vq7d++aTKbx8XEej1dRUfHll1+6u7vX1tb29fUdO3bMw8MDQsZompbJZEFBQR4eHgcPHiwrK5uzFWRZtrOz89ChQx4eHuBA29XVRVGUWq0ODw/39vbet29ffn4+9KGhoYHP59+7d+/48eNjY2MpKSnZ2dk+Pj4QdFZcXLx//353d/fQ0FB4r4SEhN/85jcLFixITEyEB50+ffrQoUPnz5+H0O0fgXfnMRMREbFhw4a+vj6JRDI2NiaXy7lC32AweHt7u7m5FRYWHjhwwMHBQSKRIITOnj1rb2+fkZFx+fJlW1vbzs5OPNYIof7+/iVLlpw8efLBgweenp6ffvop+GF99dVXmzdvzszMvHz58rp16zo6OvDajBBKSUmxsrKCVXZsbMzGxgY8xbds2eLk5FRSUuLv7/+HP/zBy8srNjY2Ojp68eLF4LmKlcP4+Pjf/va30dHRmZmZjo6Obm5uLMuq1WobGxsXF5fbt2+LxeK6urpPP/00KCgoOTl5+fLlwcHBNE23tbV9+umnO3bsePLkCawga9eu5fF4ycnJK1asAB7DOh5BED4+Po6Ojunp6Twe71e/+lVsbCwsIlZWVgEBAQKBwN7ePi0tjatLNzQ0LF++3M/PLzk5+ZNPPgkNDUUIPX36dNmyZUFBQampqTY2NhCc2dra+oc//OHrr7++f//+7t27lyxZcvXq1fT09AsXLkAAPsMwGzduhBZ4PN7ChQsTEhIyMzMXL14MMYcjIyMODg4HDx68f/8+eP9qtVqYcVgaHj9+bG1tHRkZGRsba2dnV1NTw3BMOEeOHImMjATyEAgENjY2FEV1dHQsWrT4zp2g/Px8T0/PVatW3bhxIzk5+eLFr9esWSMSiWiavn79uo2NTXZ29q1btxYvXtLY2IjMFiaEkEqlcnV19fDwyMnJuXr1Kg55i4qKsrKySklJuXv37sKFCyFGJz8//9/+7d/OnDmTmJg4NTVlbW3t6uoaGBjY19f35MmT5cuXh4SEJCYmWltbQ+xldXX18uXLt2zZ0tDQIJfLt27devLkyZycHDc3N8hjwL65MfatpzzEnJmSkvKrX/1q7969hw4dcnV1FQgEMB/Qb5VKBS+MENLpdGlpaUqlUigU2tnZQcA7SZKQTwVxVNzbt29v2rSJm7tBJBJRFFVaWtrX14cQMhqNa9asgWbxpjk9PX316tWgjEmlUjs7Owjh3759O45Vt7e3d3JygqecOXPG1dUV5AwshzExMevXr4cYn/r6+r/85S/19fUGg2H9+vXAJwihjo4OcI9GCJ06dWrhwoXQ2oYNGyBuiGXZLVu2QPAHQigpKcnGxgb0WNj5tLe3L168GIIk1Wr1+vXreTwe9MfHxwe0o2+++cbZ2RnELPTQ19fXx8cHhp3H4128eNFgMOzevRvHSSQkJNjZ2en1+paWFmtr6/b2doTQ8PDw73//+6SkJGTOfJGWloYQcnFxiYiI0Gq1Tk5OOJrs+PHjEC8yOTlZWFgIY1JeXr5gwQJIbgBvajAYvLy8rly5AquDl5fXqVOnEEJ4s33y5EkcjZWSkurouIFlUXt7p6Pjhu7uHoSQUNjzX//13wJBMkJoZmbW2nptQsI9hFBJSZlQ+MLb/o9//HNg4B0uVeTn50N6AYRQV1eXg4MDBKaWl5dDiDNCaOPGjTAg9+/fX7x4MZgS1Gr1unXroEsMw7S3t0OQGkIIch1Bt3fu3AnhlxKJJC8vDy4+ePDgX//1X2E3xLyhL867kITwISYmZu3atSUlJdXV1Y8fPx4eHsZi0GQyGQyG4OBgJycnf3//hw8fwovFxcUtWrRoenoaWoaIVWyoALb08fGB+R4aGrKzsxsaGmJZVqPR5Obmpqen5+bmfvLJJ2FhYTD30Jm0tDQbGxtQR6enp9evXw9M6O7uDjF7NE0fO3YMU62/v7+DgwOwOnQsOjrax8cHWlCpVGvWrLl7965er8eByNDDurq6qKiox48fu7i4WFlZwc/XrVsHOwqlUrlgwYK8vLwXMzE5uWLFClhxQIxkZWXhcD6WZfft2wdq7cKFC9etWxcSEnL9+vVNmzZB8Bfco1ar16xZk5CQAG+h0+l0Ot34+Pinn36amZkJDxIKhQsXLqyvr29oaLCzswONY2xsbOXKlZWVldBJNzc3iNXcvHkzj8cbHBxctGgRRHKwLOvv73/q1ClY0fr7+2NiYjIyMm7cuAEBopgSRCLRRx99tHfv3hs3bty6dWvRokUgP1lz4vovv/ySy4QODuspiuno6HJ13SYSjSOEhodHFy786/37DxFCOp3e3t7h1q3bCCGDwZSfX3DvXmJaWvof/vCnu3dDESdB04ULF7y9vWG+pFKpu7s7aDokSRYXF8fExBQWFi5btgzSC2VlZTk5OcE2eHp62t7eHmYQNgu1tbWRkZEPHz50c3Nbv349bQ6wxoF1ExMTCQkJhYWFly5d+tWvfgWc/yEyIVwPDAx0d3fH97Asi21TlPnEs7Ky8vjx45999pm/vz9BEDExMR9//DEcKiKEAgICli1bBmok/PCzzz7DweyDg4M4vcrt27ft7e3DwsKSk5MXLlwYFhYG3YA1+969ew4ODhBTK5PJNm/eDPEvHh4ekAyGYZgvvvgCy6g7d+5YW1vD/TANkZGRPj4+sO2BJDG3b9+GLTsoOQihvLw8e3v7ixcv5ubmrl+/HkL4EUIODg6BgYEIoampqQULFuAsDDMzM7a2tqA44V2cvb09nATo9XovL6/Q0FCCIP70pz95eHgkJyfHxMTExMQA5wDfSqXSBQsWQJ4VTJRTU1N//etf09LSYJB7enr+8z//s6KiorW1FUsMCKcG0U0QxO7du0NDQymKcnFxEQgEXV1df/7zn1taWkCNhCMKmqaHh4e3bNmyd+/e+Pj4S5cuffTRR1wm7O7uXrBgwfHjxxMTE6GrtbW12PLJsuzp06f5fD50MjU11c5unclEtrS0cZlw8eKlhYVFCCGj0bRuneOdO8EURd26dXvtWtuwMF5KStr//u/vQkPDkdmShxA6deoURJwyDCOTyXbv3v3gwQOWZSMiIhwdHf39/QUCwccffwxLYWpqqouLCxixlErl2rVrITCNpumioiJ7e/uzZ8+mpaVt3brVwcEBNN7PP/8cfjsyMuLq6urt7Z2YmHjp0qVf//rXoH99iEwI1BAcHLx9+3a8ZsO/Op0O9scqlerJkycQ7Pz8+fMVK1ZUVVXB9gZUBYTQ3/72t5MnT+JNJsuy+/fvh0QsCKG2trY1a9ZMTEwMDg6uWLECjgFmZ2etra3Dw8OR2bCGEMrNzV26dCmoo+Pj45CyDSG0Y8cO2PuxLOvj43Pu3Dlo2d/ff+PGjbBkwDvGxsZ+8cUX0Nr09LS1tXVqaqpWq926dStE7jIM4+zsfObMGazQrlixAq7b2dkFBQUhhCiKsrOzw7aWp0+frlixAqKWoOXCwsJPP/0UsiqRJLljxw744a5du/BKDDyDzwZMJpOXlxdOBdLT01NaWgqJ23CSnvv37y9dulQsFjc3N9vZ2cHciUSi5cuXAxMajUY3N7fo6GiKorZs2cLn84FF4dUQQjdu3Pjiiy8QQpcvX3ZxcYElo7S0dMmSJdB/bLXetm0bDgRF5mMMfMOJEyfw60dFRa9fv5Gm2ebmVheXz8fHJxBCAwNDn3zyKaSHMpkIW1v7yMjo3t7+v/xlwdOn1QghjUb3l78sCAq6izjBH35+ftu3b4f5kkgk27ZtKy4ulslky5YtA5FoMBg2b94McdtpaWlOTk6gbkil0vXr18M6aDQaN2/efPz4cZjBixcv2tragjFiy5YtoI5euHDBzs4OFKIHDx789re/hcyUb4UJf2J9QuhQTEyMlZVVTU2NUChsampqbW3F2WlJkpTL5Z999tnXX38tEolycnI++eSTxsZGlmV37dp15MiRwcHB9PR0Kyur6upqxDHMPHz48He/+11ubu7IyMipU6f+93//d3Z2FvgqISGhqalJIBD8x3/8R0hICNdaMDAwsHTp0sjIyIGBgYiIiH//938H8nJ2dgZFjmXZAwcOnDx5Evp/8eLFNWvW4JNGhFBqaupvfvObgoKCqampb775ZtWqVVNTU9PT05s2bYIoe6PRuGfPHnd3956enqqqqk8++WTJkiXQ7QMHDnh4eEDC1Xv37tnY2Dx9+rS1tRXCTxlzmSGSJCUSiZ2d3enTp/v7+x88ePBf//VfsCsrLy//5JNP8vPzh4eHc3JyysrKaI6rR2lp6YIFCyoqKgYGBjZt2gSklpycvGzZsqqqqs7Ozk2bNp09exYhBOkAIdvF8PDwRx99hJlw8+bNkABuw4YNkZGRDMOcO3duw4YNjY2NjY2NS5YsOXjwIPR/06ZN9fX1bW1thw4d+u///m9oDVNCdHS0g4NDWVlZf39/amoqRADjA5WQkBBITtPT07N9+3Z7e0eWRY2NzevWOUKwfF/fwP/93+9zcnIRQmq1ZtWqNUFBd0dGxhYvXhodHQvB+P/6r/8eEBCIOGVeuru7wb4wPDwcFhb2f//3f01NTUql0srKKigoqKenJy0t7Xe/+x1oOgKBYM2aNZCLValUrly5MicnBzp/6NChnTt3tre3FxQUrFy50tHREQbZyckJtirh4eFLly6tr69vbm7es2fPP/3TP4HA+BmZ8PWyrb2G7yhcz87OXrhwoZubm4eHx/bt293d3SEBFrat5+bmOjs779mzZ+fOnRCijhBqaWnZsmULpJoNDw8nzCnZ8bH72bNnbWxsDh48GBwcfObMGVCuoqKili5d6u3tnZCQsGvXrpiYGNYc5w5P5PP5a9euPXLkSGxs7OHDh0GjO3/+PBimGYY5f/789evXoQ8RERG7d++GxQIGF4woAQEB+/bts7GxAUEqlUpPnjyJxUVTU9OmTZucnJxu3br19ddfe3t7wxJQWVn5pz/9CRIuqNXqq1evOjk57dq169ixY9B5fFCGECopKfnss8927doVHBx88uTJ+Ph4YFE/Pz9nZ+e9e/c6OzuXlpayHD8+kiT9/f23bt0KyZSnpqbgdOv8+fOQDPfgwYMwX42Nje7u7sA24+Pjn3/+OaxxWq32yJEjcLzh4+MDeWiGhoa2bdvm7Ox8+fLlmzdvBgUFmUwmtVq9f/9+GxubM2fOxMbGenp6QioXxuwsBimet2/f7unpuWPHDjAy4cM0iUSyZ88eBweHq1ev3r595/jxkyYT2dbWcfSoz9jYBDChq+u2ioonLItUqhkvr33h4ZEIoaSklEWLlnh57U9MTPLw8IyIiGLNGVlhHBITE62srLy9vW/evLlu3TqwRefl5a1cuXLHjh2hoaFHjx6FQ9eCggIvLy84hJRIJN7e3k+fPoUZbG9v37Bhg5OT082bNy9cuLBv3z44LTx69CgkItBoNIcOHbK1tf3qq68iIiJcXFywr8jPwoQ/m9saReGoarVQKGxvb29ubu7o6Hj27JlcLgfTKDbsDg4OlpeXd3Z24vNWGJrKysr29nbs08RyXD2NRmNbW1tTUxMcsoNXBEEQjY2NTU1Ner1eqVRKpVLG7M2IndGam5tramqMRiMOxxaLxXK5HB4xOTkJ1nD4LBaLsRcLsOW5c+dUKlV1dfXIyAj2mZBIJLOzs/gcTCQSVVRUiEQivV4PIerAxh0dHZDrHpxmGhsbnz17hksAgNqMl4yBgYHi4mI4uYYXgdOIzs7OysrKkZERnEwaTwH4fFZVVYG9AfywdTpdU1NTbW0tPIhhGJ1OJxKJ8HHI4OAg5MIgSbK/v39mZoaiKKlUCvEusMqUlZV1d3eDTwXMjkKhqKioGB4eJklyZGQEPMJoc858hBA8t6qqCjLSc+eOZdmZmZnKysoUHt6wAAAgAElEQVTubiFJUlKpHNJvj4+LDQYjy7JarW5sbEKr1bMsMpmI8XGxVCpnWUTTTGNjU3V1LUGQMtm0QqHEJ4SgmQMttbW1DQwMbNmyBW/Uu7q66urqNBrN9PT0xMQErINisRg7DIjFYo1Gg6dAJBKVl5eLRCKtVjs6Ogrq9ODg4MTEBDxRpVJVVVV1dXWRJAkJH37eI4qf022NIL67jCN2bpwfTsFy/IDxFZrjuUabHda4AL8n7n/hA2n2vsWzhduED1wvKjCsIY6nEjLbEuCroKAgLy8v/BV2wcF3Yv+vOZ3nhlMxZrc77kBhpyrw+ZrTAn6R+QPFfQr3W4YT5IUvgrMObfZix16mc+QJfkEwX3PbhG+5F1mzOzu8CNehYs4gMGanZ+4owegxDEtR2PUHV2VCFEVD/lKEEElS+DNCCJ4whyo6OztbW1tFIpGvr++SJUsgy8YcXxbYQuPOcPkH73fmAHtx0fM8RTHxzBn/18G7qEVBc8LJoZeYJjBJ4aWRO4V4WHEL3EcwnFh1rG1ivqU4cfeYIFizXwV27Ma7KZoTwMFdqvHoYzUYIZSXlxcYGAjcjo+ncPfwK1CcikiY+GiO4zL+Lx4fhgPE2V1wu0px3Ky57MclL9xbbAnD74U7jD/gicB9A4cBmpO4keW443JHiTb703L/S73s7juHDBBnPcUvAqwF/GZ+UxbKNiGECIKiaRYGA76iXlRQg/u/pQqYoKSkJGdn5wMHDmzduhVOvHCHKbPvOKw1uCfcqaE54Sx4ZilzlDPeldCcXPJAUT9CDL4LJsQrEMwrd6YxhXFXIOw1iziRNbipOaSGOPKE+y3uCbbFwaLOFYBcYwZtBp4b6uVYIW6DRqNRq9WCRyh4G+NpwwyPhQlXJmBXTEzZMLvYvInJnTaXZ2TMFj+8JOHBweQyfwzxB+6ihpc/xLFhUObAETza+E5MasB7uFnsJw1DimcHTwHJCQ1D5m0ql5m5RI/vYRiGomhI6AQdAR5jWQQ/hT+WZUmS5kpLeG9MF/BclUrV1dXV1NQ0MDAwh9i4L8idVu7AchcdvHwgjtKBNwvcN2LNlr83xTs6J8QkgvkKIlrYl/VD/AFzCKYhNI8JEcdXkOYoOdz7uWv5HFGDiZt+WVBz72E5QhITPSx+ePTxdM4RNXMIjrsMc+lgzmLEBcVJMMEdKC774UUNjza3z9zB4XaJ2ybmNLwSAfGxnAKm3Ju5iw79sr4wp1dY/WO/SxjOeXGapkHK0eYqrmZ8S0LmYfn2DaD2KHzGz6JfVgixOxGeI2Q+1+Feh8bxjHBpCRMMpkDumMxZr9k3F4Zv3W2NMzqIZWEmXvAqrHyYUPBrIA4/4ybNCx5QDA1NYX7DEQk0J7SPy3v4t3gcMeaQEZcN5tyPP3Alw0v08nLA8ZxxYF/mSe517s1cbpl/fX6X5g/7990wh4C4FzHZcTuGX21OU/i271x257/7d4I77JxXwy3MuflbKprzUJb93qHmTtP8V8Dd4FLIHE7j/juHt+eMzBwyeCO8mygKxDCIplmKYiiKZllWqVR1dgqx4YHmhJNxx4VlWbifZVmaZmFXQNOM+b/fKjzYnIAXSa6lxIJ/NLAv43135wfwDgwzLMN8y4ewzy4sLPLw8Bwfn1SrNRUVFWAZx7HzWBdnX+geeJWiaZqBeuhgRmOYb0WomWkprC5y11oLLPhg8Q72hAghxDAsVNsBvSInJ8/aeq1SOdPR0blq1So4L+aaCtgX6j5sHhhQK/De3mB4cZ5BkhR2JWUYhiAIln2x3+CenllgwYeMn8SEr1OpFxu4WBYxDCuXKwwGY1lZxaZNTmq1prq6ZsmSJXBEjhAiSXJ8fByfmONNkUajlUhk0ALsxWmaIQgclG2andUwzAvblEajnZycNJleModaYMEHi1fkmHkd39Efdlszn+0ghFBxccnRoz63bwfduRO8ebOzSqVuaGi8du0anJPOzMwkJSUdPHjw7NmzEKbJvAiEbzl92vfLL78qL69MT8+cmpKq1Wo+P6G3tw8hxLKoqKjk/v1CkLFNTS0XLlzy9j4cE/OiINEcC4QFFnxo+Elua9+Z8pBL6wzDQAovhFBTU/PChX89etQnOzt382ZnO7t1KtWMRqOVy+VgU7l27drKlSvT09NPnz5tb28P1QIlEqmV1aodO9yys3OPHDn6l78sGB0VTU5KoHQWPOVvPqcOHfwCIdTXO7TSyvr0qbMJ8QKrFWtu3PDD9nSac9ZngQUfFH5+tzWuPYp5cXJNsSzy9T27det2qLQaFRWzYcNmqVQG4gvSRiQkJEC9a4Ig1q9fD0FxKSlpDg7rxWIJQujZs/qVK1ePjoqmp6fXrXMsL6+Ep3x5/uuTJ84ghLo6e+8lJBsNFEIoKjJ28eJlOL+QhQMt+GDx8xtm5jAhiEG93uDk5HLvngCul5aWb9rkJBJNsOyL3GHgHt3c3FxcXFxVVbV69WqIufb09Dp16gz47EokUmfnLQMDg3L5tKPjBogoQwh99eXl4387BZ8lEtmD+0WlJRXfXPVbvswKaoxxTxQtsOBDw1tnQjia12h0jo4bBIJk+Obx45JNm5wgZgwnb7x79y6EovN4vI8//hgiaFxdt50//xVCiGWRWDzl5OQyODikUCgdHTdiSXj50nXfMxcQQiPDou3bdrnt9IyMiPPcvX/VyjXg3snOc961wIIPB++ACWmEkEaj27HDDSKgEUJ5eQXbtu0Qi6dMphcpMTs6Oj755JP6+nqaprVa7fr16xMT7yGETpw45eNzHDh5akq6fbvb0NDIzMzsxo2by8pexKecOH720sVrCKFjR0+5fr5Dq9EhhCIj4tasWQthO3NiCCyw4IPC22VCluPVGRBwa8WKlUJht1QqPXbMZ8UKK6lUxrIvjgd7enqsrKwKCwsnJyfT0tJ+//vfw56wsvLJJ5/8tbS0XKlUXrnyzccfLxweHmFZ5Om559gxH5lM1tzUtmyp1ZnT5xBCZ06fc3baolAo+voGXD/f8dFHH0PqAW50hQUWfGh4R1EUNE0rFIo9e/asW7fu4sWL58+f37t3r1g8gf1faZoODAxctmyZt7d3RESEs7MzBC8bjUZfX18bGxtvb+8TJ07gRPelpaV2dnZubu7+/gH79u2/fPkKQmhgYGDjxo0ODo5Xrly5cePmtm3boOo112/YAgs+NLyjRE80TRMEMTs7W1FRUVtbq1KpJBIJzscOGWPVanVVVVV1dTXkL+TWRm9sbIREJps2bYJ016DBPnjwYHR0VKVSyeUy0lysIzs7u6urS6/X9/f3E5xKwJZzQgs+TLwLJuSGCM65TpsTQ+D4CS4g+0NDQ8Po6KhGozl16tTatWvBmsrlKFCAcXglejnuixvAYoEFHyDeOhPiaCvgOhBNNCfWFliIW4aBNkejw8WoqKiNGzfu3LnT3t4eMiLjEmXg6o3jJ3AZIMhVwW3fsiG04IPFu0h5iH1WoPIOdgrl5oygaRoK7mHvFkivAEmHSkpKysrKIKkjt+4c/pcy11EDDzgchYnMuWF+dOoBCyx423i7lXpZTioObp4PhlM0F/MkNwaXNle6nMM8LKfqHWOuMofDxrB51hwG9aIO4ZxTEzQvMyS+geEkZWDNIedzYtLYeeG2FljwU/B2Ux5yVU2o6Yer+WE+4RZIgyws3BRD3CQIIADhNoJT8/X7JPB8uyhjTvSCk8FwMSebE/eIHyeGwsrtHCac09TPOkcW/J3jrVfqhShbylxNkjTXo8WbNFynBZkrFur1epwCBMTdnCQ8uOol4lQgYL8LmG1MJtPY2BiwN80pZ8vlGbgOQntqamp2dpYkSZFINDs7i1mUK1G5zMa8DAsfWvD6eBeGGYSQWCxuamqCyqk4j1BnZyfk+e3u7o6JiXny5EldXV1fXx8WQZjxcH4kvM3DX4GMQvMySmE+hCBDsVjs6+vb3d3NctIBcvvJTU4jlUoPHz7c0NCg1WqPHTuG62NhYMk8/31ZS0S/BW+Id1Eum2GYwcFBFxcXyEYOVxQKxa5du+Lj4xFCYWFh27dv//LLL/ft2welW7mWFS6woVWr1ebk5IhEIpazmfzON4Tzw5GREVtbW1yejuXYS1lOJh9IezM5OfnXv/718ePHer1+0aJFuKgYV8DiF5nzOAv7WfCmeLtMyJqz3xkMBhcXl1u3bmH1r7a29o9//CPUqZZIpgwGQ319fW1tLeiu2NtzZmYG0jxj6geVsre3d+HChYWFhazZ9oMQgkzS+DP4rAFEItG2bdvg+B4nmIIUNQghSCWKOIn3ra2tS0pK1OpZW1vb0tJSmqYhpTxNv8gQhxDS6w3gmzrn3U0mwuIvbsHr412kPARCv3Xr1qZNmxQKBdzm5+e3ZcsWIPr+/oEbN/zOnj2flJSCzFYQgqDy8+/7+vqeP38el44BoafT6W7fvv3P//zP7u4e5eWVWq22oOCBUNh944bf48elCKHW1vZLl66cPu2bkZEJsVSjo6K9e/cXFRXfuRPs63uuubkFIUQQFElSLS2tly5dPn78ZFZWDvRtfFy8erV1aWm5RqN1cFifl1cgECQfOXI0P79ArzeSJIUQGh4evnbtho/P8ZSUVJOJYFl2dlZbWFjU3Nxy7dqNp0+r8OtbTDUWvBrvrmZ9Z2fnsmXLIG+FXq/fvHkzFIgcGRlbu9bu5MnTISFhy5dbJSWlQKRvUlLKp58uDg0NPX369MaNG8Fl1FyxgElISPiXf/kXb+9D7e1dMzNqe3sHe3uH48dPVlXVdHUJP/vM/vz5r4KDQ1asWJWTk4cQksmmbW3tnZxcUlLSdu3yXLvWdnBwmGVRZ2fX0qXLz549Hxx8d8mSZVAUViKR2ds7FBU9NpnIjRs379q1Oy0t4/Rp39///o+lpeUIod7e/jVrbA4dOhITE2dltSouLh4hpFKpXVxcN292Pnbs+LNnzyzsZ8Fr4l3UosC5wdetWwf1K+vq6pYtWyYUChFCQmHP2bPnZmZmEUK3bgWuWmU9M6PRaLQbNmy+cycYIWQ0Gnfs2HHu3DkQgxAmL5FIFixYADVclUrVypVrLl78WqfT0TRTXV1z69Ztvd6IEDp58vTmzc4IIZFoYs0aG+CW2VmNvb1DSEgYQqi29tmdO8EajQ4h5OHhaWtrz7JILp92cFhfVlah1eptbe2Dg0MYhjEYDDt3uv/tbycQQo2NTV999bVcPo0QCgq66+TkQlG0wWBcv37j1avXNBotQZAW9rPgNfEuJCEueHTnzh0XFxeEkL+/v7u7u7lMCqtSqauraxoaGs+d+3LZshU6naG8vNLaeq1INAGN5Obmrl27ViqVsuaCW729vX/84x/LyysQQlNTU+vXbywqgkLTNMuiqSlpVVVNU1OLj8/x1autKYoZH5/Yvt1teHgUGvTzC/j8860mE4kQkkhk1dW1QmHPjh1uS5cuRwiNj4vXrrUtKnqs0xk++8wOJ7O5cuWbgwcPI4QYBs3MqJ8/b3r2rOHKlW8cHNYzDKtQqNzdPerq6hBCOp3BIgkteE28dbc1fNaHEGpvb7e1tR0fH9+3bx8UnaVpRi6f3r17j7u7R1gYz81t1/LlVnq94eHDR3/966KpKQlCLELo8ePHixcvhnKqcGIxNjb2u9/97tGjIoSQWDy1ZYtrdnYuPLG7u2fXrt179uyLjeVv3LjZycmFYdjRUZGb266+vgHY0YWF8RYvXqrR6Hp7+3fudD9w4GBcXLyNzWdLliyjKFqpVNnYfFZcXKLV6u3tHfLyChBCLIsCAgIPHDiIEBofnzh48PDOnbtCQsIPHDhob+9gNJrUas2WLVsfPnyEzFWccD1DCyta8Aq81mH9T0t5yGDxNTs7e/DgwStXruzatQtOCFmW9fU9t23bzoGBQYIgw8MjVq5cPT2t7OjoWr3aGhKuIYT4fP7GjRuhoj34qQ0PD//P//xPcfFjhF5oj8AqJEl6eHgeOHBQLJ6kaeby5as2Np8hhPr7B9zcdnV3v2jw+nW/zz/fStO0m9uuQ4eOQIX0EydOrVy5mmHY6WnF2rW2jx4Vz8zMrl+/MT//PkKIptmAgMD9+70RQhcufL116/bh4VGDwXjvnmDzZmeTiVCpVO7uu588qUKcWkXwjhb3cQtegbdeqXcOMjMz/9//+3+7d+/Gp3NHjhzds2efRqPt7x8EhVAuVxAE4e196OjRv0FYoL29fXBwMFeoymSyRYsWCQRJNM0qFKo1a2xSU9MRQgRB7tjhdubMWb3e2N7esXXr9tWrrRmGnZqSLFq05Pz5r4xGY3//wOrVNtHRsQihDRs2HTlyVK83dHUJraxWLVmyjGWRRCJdunR5YWGRVqtbvHgpsDdC6Nq1G56eXgihEydOHTx4WKPRikTj3t6HbG3tKYqendVs2uQMlhs4Gm1oaMARHhZhaMH34V1U6oUPIA3GxsY++ugjOKOHK62tbatWrdm+fWdwcMjp077W1msnJiYRQq2t7evXb/Tx8dm1a5eXl9f09DTX55thmCtXrlhZrXz8uGxyUrJhw6b09Ax4UHV1zZo1Nvv3e9+86e/tfcjJycVkIiUSmZvbrosXL12+fHXzZmdPTy+5XMEwTGXlkxUrVnl57fP3v7Vnz94NGzbp9QaZTGZnt66kpEyt1mzYsPnBg0Jo+cYNv1OnziCEnj9vsrH5zNPT65tvrp8796Wr67bZWY1MNu3qug3OSBBCfD7fx8fHZMZbnEMLfuF4F4YZZA7hBeZpbW1VKpXsi8IvDMui2tpnKSlpzc1tMzOzdXXPFAoV/HZwcCglJSU/P39OviY4zZfJZBkZWe3tXUYj0dTUMj4uJggCsn3X1zckJCT29vZJJNK2tg6CoLRa/cDAkEaje/DgYUpKqlg8hRCC6jS1tc9SUtLb2zsVClVnp3BmRm00mpqbW6enFSRJPX/eKJNNI4RYFg0NDff09EHf2trak5NTnz9vmp3VtLS0GQxGnU7f1NSsVKqghKVQKKyurrZsCy34QbyL0miIE/6D72HNlYdx1VXuzZD4Al/hOoiaw4IpM3sjKDWDECII0mQiweZpbgohhEiShurncHAPH2iagfpqc26G4ofzL5pMlLkYBonL5SGzkw33CkkyuGwbSG+LJLTgFXh3TIjMVgpcYpqiIO0FIghSrzdA1JFebzCZCIIg8R/IT4iWwJ7cEJTEMC8KHsJlk4kwGgkodA5FlaEsDMMwwJ/wL01Dcn7GZCJNJsJc9pkhSQg1pgmCgkJu9Itiri8qsVEUbTIRUNsUGgFOpiiKJGlzT16UlCIIAkqXcqOxLLBgPt6629ocsC8XLobCq8yLbPkklEMjCJKiXlSlxrUHuQFN9Lf1dBlzdC8OjHjBM+hFJWCKYRiSpFgWpNO3pZjhsQghiDCEr9ALoQ2Bv9+m4UDfpvFmzZ3hFrlgzOWiXrSPzGXNWUsEsAU/hHckCb8PrDkXG6Zl8wcaGxW5mPPz+VF8XHAapLE4mg/0PUWn53f15cZpLl7dTwsseAXeMxP+IH4KE/5ga2/EOa++2cKEFvxofOhM+GpYSN+CvwP8spnQAgv+DvATfUd/2G3tB/FTVMQ3bfmntPbqxn/Gli34R8PbTXlogQUW/CBey3f0+9TRduEb+45aYIEFc/CKKArLntACC94FLIYZCyx4z7AwoQUWvGdYmNACC94zLExogQXvGRYmtMCC9wwLE1pgwXuGhQktsOA9411U6rXAAgtegZ/kttb+Gm5rr/Cu/NFel9wfsuaAQBw9+BNdOllOVcOf0sk3euKcDs95Iv5qTrgWw6nZ+FZ7aMFbxTtKechwau6yLAsh8z+adDDLcTmQm/ziJ9Ilay4mxS0q/KNbe80nvmLtgOweXN7jciO3QpuFG3+JeOspDzEFcwPnkZkt35RouDIBJ7/AxT0xY7M/Nt/uHCHD7e1bpe85DMa9aE6rweBcG9wcH0ajEfgT/+TtddKCt4R3URBmDnkB28whuDcFpk5uVXqGU3/3TROcYfbmMh5X4Py4fr5pH+anCIDhgo5x+XD+6yMLE/4y8S6so5g3WE72UZzB6U17zJrT0iCEJicn+/v7ue0YDIbh4WGNRvOm7M2aMzIBIE0T3nS9mzz2WOJxWREhxDCMRqMxGo1YN4YbJiYmRkdHua9vYcJfIt5F8l+gYJIk29vbc3Nza2pqdDodXMHa43f+cP5nlmVNJpNOp4NKT1VVVQ8ePMByFSGk0WgEAgEUAAYB8vrAi4VWq+3o6CgsLKyrq5uehsy/3yEPX7Pzr/8VXp4gzypeAkZHR3NycqBCIxaPNE3X1tYWFxdD4eHvHK7XfK4F7xc/f8pD7mQDVUGC0CdPnoSFhZWWlsbFxeXk5MBmhqZpgiAwNzLmUhNcUwQ2ukCbCoWioKBgbGwMIaRWq+VyORaMCCGtVhseHg6VfXFdRGTWgbHm9nLaxW85HOTzw4cPY2Nji4uLBQJBZmYmyFWQjcgsr6B9rBMi83LDvYKbBWEFlcDx0oD1AmSuCAA/12q1BQUFg4OD+FljY2PPnj1TKpVY6MF1hUIhlUqhb/gtYEjniG7KjB+t/1vw9vDzS0KuxMAkbjKZMjIy7t+/z7KsUCgMCgoaHR1FZrKjKGpiYqKjo0MulzMMo1Qqh4aGQC5NTEyoVCqSJOHD+Ph4W1tbUFBQSUmJyWRSKpVyuRzyAk9PT3d1dY2NjSUnJ7e0tCCEtFqtUCjs6+vTaDQkSRIEodPp+vv7u7q6ZmZm2O8ysZIkaTKZ6urqoIWurq7bt29PTU3h23Q6XV9fX29vL0hIkiRnZ2fb29uHhoagqL1KpZqcnFQoFL29vWNjY3q9XiQS9fX1QR5ukiS1Wu3w8PDAwIBEIgGVcnp6enJycmBgYHZ2liCItra2wMDAwsJCKGIxNTXV09MjlUphHVEqlWKxWCaTiUQig8EglUph9zs7O9vf39/T0wMlA2iaViqVXV1dvb29Go0GmRfEN9UOLHgHeBdMCKJArVbr9XqEUFtbW0xMjFgsRmaJVFVVxefzs7Oz7927J5fLW1tb7927ZzAYKIrKyclpaGiYnJyMj4/Pzs7OyMjIz88PDw/PyspSqVQVFRX5+fl6vV4ul8fHx6emphYWFt65c6etrU2hUGRnZ6elpWVkZNy7d292dhZEHDSSlJQEspT5LuMtiCyTydTQ0MDn84FjEUJGo7GsrCw5OTkzMzMlJUUul2s0mqysrKSkJIFAkJ2drdfrBwYGoqKiiouL4blPnjwpLi6OiYmprq4GMVhUVBQfH5+enp6bm6vVagsLCwUCQWVlZXx8fFZWllarffDgAY/Hy8zMnJ6eFgqFcXFx+fn59+7dq6yspGm6paUlKioqIyOjsbGxtrY2OzvbaDQqlcr09PTMzMzExMSHDx+qVKrZ2dmMjIy8vLyMjIzs7GytVjtfPFrwgeAdSUI4TkAI6fX6+Pj4goICyHvNMIxOpwsLC6uoqJidnRUIBPX19c+fP4+KijIajTRNCwSCp0+fTkxM3Lp169GjR+Pj42KxmMfjNTc3syybn58vEAgoiqqpqYmOjpZKpd3d3YGBgT09PQqFoqKiYnp6WiwWBwQEDA4OSiSSoKCg7u5uo9FYUVEBoph5+ewB/1cmk+Xk5ISFhTU0NCCEoPMikSgiIqKpqUksFoeHh7e2tj5//jw2NnZ8fLyvry8sLKy9vX1gYCAwMLC3t3d8fDw8PDw7O1uhUBQWFkZFRen1+sHBwejo6KGhoZGRER6PNzAwUFRUFBcXJ5PJOjo6AgICRkdHx8fHw8LCGhsbGYYRCoUNDQ0ajaaoqCgmJmZmZqa5uTk4OLiqqkqtVpeUlPD5fJqmq6qqIiIixsbG+vv7w8PD+/v7+/v7b968Cep6ZWWlXC5HL1uPLfhw8PO7rc1nQrA0gC5UWFgYExOjUChYc+XQ0dHRmJgYiUTCsuz09LRGo6mvr4+KijIYDAzDpKamVldXi8Xi0NBQkUiEEJLL5Xw+v6urCyFUVFSUmZlpMBgyMjIePHiAENLpdPfu3WtsbEQITU1Ntba2An8KhUKDwfDw4UM+n9/Y2AiVt1nzOQf0lrtpVKvVLS0tWVlZjx490mq1QLstLS08Hk+pVCKEZDKZWq3Oysp6+PAh/DwhIaGurm50dDQsLAzuSUtLKyoqQgg1NjaGhIRMT0+3traGhITU1NRUVFQEBwe3tLSUlJTcv38f3ovH4/X39xsMhpCQEHhBgiD6+/vb2tpycnLi4+MNBkNtbW1cXJxWq0UIlZWVpaSkUBQFqj5CiKKohISEyspKhUIhEAgKCgo6OzvVajXDwbshLAteHz9/pd45TIg4G7+GhoaEhAQQQVg7Ghoaun37tkwmQ2ajTkVFBRQwZBgmJSWltrZWLBaHhITADycmJkJCQsBuUVRUlJubSxBEfn5+bm4uQkitVkdHR3d1dQ0NDSUkJDQ2Nj579ozH43V1dVEUJZfL29ra8vLyEhMToQXunhB0Y6PRKJFIYKM1NjYWEBAAZkmEUG1tbVhYGNA0TdNGozErK6uwsBBeJzY2tqGhYWBgIDg4WK1W0zSdkpLy+PFjhFBdXV1ERIRara6vr4+MjKyurq6vr29sbBwfHy8oKAA2np6ejoqKGh4elsvlkZGRUMm4uLg4OTm5u7u7uLiYz+drtdqmpqaEhATY5hUVFWVkZDAMk5ubm5eXB92Ij48vKSkhSVKhUNTV1WVmZmZmZkItOq6lyoIPBz/Nba2n73XKZcP1vr6+0NDQkpKS2dlZuVwOpxQIIaVSGRYW9vz586mpqYKCAqFQ2NXVFRQUJBKJJicnExISampqRkdH79y5Mzw8jBBSKBQ8Hu/58+cURd2/fz8pKcloNFZWVsbGxkql0v7+/jt37vT39zc0NADD9Pf383i87u7uqampnJycmZkZuVweEhJSXV2NvmtPqNPpsrOzy8vLNYKLGX0AACAASURBVBpNQ0NDSEjI8PAw3DMwMBAeHt7Z2Tk2NpaRkTEyMlJfX5+YmCiTyYaHh0NDQ4VCYW9vb3h4uEwmYxgmOTkZJGFtbW1oaKhare7r64uMjARbkVgsNplMOTk5Dx48YFlWJpOFh4cPDg6q1erIyMiamhqTycTn84uKinQ63aNHj+Li4qBLPB4PrC8PHz4UCAQMw8CyBd0AKSoWi4uLi5VKZW9v7+3bt2HoLJLww8Q7clsjCCIvL8/Pzy8hIYHP5/P5fDjKAwlZW1sbHx8fGxsbHR09Pj6u0+kSExPDwsKKioqio6Pr6upGRkaCgoKGh4cZhiEIIjs7++7duyKRqKysjM/nG41GhULB5/NjY2MfPHgQFBQkFApFIlFoaGhGRkZ5efndu3erq6v1en1ycnJCQkJ2dnZCQgJYhrjqKDbM1NTUxMXFJSQkREZGVlVVwVEKGGzAhhQdHZ2UlKRQKHQ6XVZWVmRkJJ/Pf/DggU6n6+joCAkJmZycJElSIBCAlKusrAwJCZHJZBRFPXz4MCoqKjMzE8xF9+/fz87ORghNTU2FhIQIhUKWZdPS0u7evTs2NvbkyZOoqKiioqLs7OzIyEiJRFJVVXX37t3Z2VmWZUGk63Q6lUqVmJgYHx8fExNTUFCg1WrHx8cjIiKysrIyMjIePXqkVCqhrqPltPADxLvwmIGTwMHBwc7Ozp6envb29qampqmpKbCaEgSh1+v7+vqePXs2NTWFEDKZTDKZ7Pnz53K5fGRkRCKRQOV6jUYDZCSXy9vb28FY39/fD8wzMjJSV1cnFovHxsbg/KC3t7exsRFOC0QiEcuyKpWqvb29vb0dpNCcPSEuRUpR1OjoaEtLy9DQENcTgGVZOKKAXSXsaWUyWXNzc0dHB6iISqWys7NTr9dTFDU0NDQ+Ps4wDNhd1Go1Qkir1ba3tzc3N/f29pIkOTIyMjIywrKs0Whsa2ubmZlhGGZqaur58+cymYwgiJaWlp6entnZWfhXpVINDAwYDAaWZScnJ4eHh6EbEomkqamppaUFNGG40tbW1tTUBB2Dc0ILE36AeBdMiM/Z52C+aQRxjsIRx+UF2/RwxWwu5rQw57ffd2V+PTNoZA6lYk+x+Sfd7LzagwaDgdsrbufhv/h0HjeOm8IX8c4N267QvLHl+ieA3Wt+x7hX4EGWSokfJt6RAzcQDdA3ZjM4NwPixlFIoPthl2XGHC3Bcgpuc//lOr4wHMdLfDgO/IM4Pt+M2S8H8x53Z4i5EZ9wgjrNraCIz12wzQk6aS7lTeN3wa8MX2F+xhV88T6NJElsnsU9xOMGejj+ijti+AaG43cOTMiN7frRzroWvG289Uq9mF7x5znrNF7U8bdzWsC8N/82zPZcIye+n8uouDNcoTenk+i7ZAX353PaQS8Lc3iR+W/B7Qy329z1CN/P7d78dYHbW/xzzLH4FeZ3kvs6c2fIgvcNS44ZCyx4z7AwoQUWvGdYmNACC94zLExogQXvGe+/Uq8FFvyDw1Kp1wIL3jPeUcpDCyyw4PvwWlEUlj2hBRa8PVgMMxZY8J5hYUILLHjP+JmZ8Bdtm2FfxvvujgX/KPh5fEchNg+7Sv9CwbyM990dC/5RgJmwS9jbJewTdvd39wwKhQOdXX1vIAn/PpjQAgveC+YzobB74B+UCdlX4n337oOAZUzeBrjq6LdM2D3QyWG3H2DC8r8XJmReiffduw8CljF5G+AyobC7v0vY19nVJ+weeN2Uh23CXiwJESeY7e8A7MsBxO+7Ox8E8GiwnAQIFvxEYCbs7ukTdg9gJhT2vF6l3jZhT+WTp+Pj45AtxmAwEL9YmEwmgiBIMwiCgBh//F8LIPYfUhZAyYD33aNfNkwEQTP0xKS4vLKiS9gt7O7tEr6QhF3C/s7u/td1WyureDI8PKzT6RQKhUwmm56elv8yIZVKZTIZ1LeYmpqSyWQqleoX/UY/O2A0pFLp9PT09PS0TCZ73z36hWN6WmvQDQ4PPS4t6RQKu7p6uoR9XcK+LmF/l7C/U9j/2m5rT56KRCKSJA0Gg1arNfxiodfrtVqtyWTSaDSTk5NQElCr1ep0Op1O97579/4BRS/EYrHejPfdo1889AYDSVHj4onyyorunl4wzGAm7HoDw0zFk/HxccRJpkL9AgEZYiAxlMlkmpiYIAiCNedHet+9+yDAsqxGoxkbG8O5pCwj81NB0wihKamk4klll7C782VJ+GZMODE+DvRqNBoJgjD9MoH3gQaDYXR0FHKHGo3G992vDwUURanV6uHhYYqiSJK0jMxPh8FopBh6YlJc8aSyp6fvx0vCisqnk+YjCkhY+H4Xlx8HgiBw541G4+TkJEEQyJw18PXaoF/++3sDwzB6vR6qNTLmhI4W/BQQJMGwrHhqsvLpk+7e3u6e/jdgws7uAWDCtq7eisqnExPjrDmfJ9eiOB+wAMD8Gc2gadpkMkG3XvHbNwU864UZyvzc17nfaDRCCU7oD0EQP9QxiiRpkmRIgn3xRzIkSb3y75cBPAIwCFqtViQSwar0g+P5nU0x5lo6b6W7vzQQJMEiJJ6arHhS2dXd3SXsBd/R7p7BH/Yd/U4mBPZ7NROCvmcymfR6vclkYs0lpt/KGxIEYT5y4H7+TlAUBbxKkqTRaBwbG3sTJqS/ZT8CkQQiCZYk6e//+6UyIewJ4eKbMiFplpzQ1Fua9F8WuEwo7O7BTPhaDtyvYEIY5VcAmNBgMDAMo9Vq9Xo9aa5l/YO/fSOQZhoiXyam77uZeCUTvvJRFGFizH8sYWIJE0MQ1Pf//WJOHV/NhG/UFEmSIANB6wHzwT84TMT7YEJgCaB1vV7/6NGj3NxcKLdkNBp/XibE6+6cz9/XMcLChPPwMzIh/hXsXN7053+XeAMmnH9S39HTD4f1rV095W+ijgIzwHKoUCiCgoJ8fX0fPXqEufdnlPWU2YgH7P1qldKijn4nfkZ1FLaRFEXp9Xqj0QhmvA8cP6+RYj5erY7+QKVeDhN2l1c+mZiY+D4mJMxSiPtfkiR1Op1Wq01OTvb3909OTp6ZmcE/nM+KeOUgzZZxwqxtEmZ3M2gZPnPHzmD2pKPM9WdI81rAfcSPYELcB5pmEYvm/nFA09/yJEUxJEkRBAHnbITZaIQ7hombO3TYWQyrG9w+EGZZbTKZQNvnXoSf4AHEjeCb5yjtc4aF/LFMSLzsA4hNgu3t7S0tLQgh3If504GfiJdmGBkM3AHuKOFfERzVhuAIYe6EwuDP+RVuCt8J/4LRkTAX/MF3YoMiwbGuc2nj1Wz8aiZ8rWxrHT397cLe8sonE+MvMSHFAR4y7jQASRkMhuTk5GvXriUnJ6vVaspcewwEF0wPl3rMBP2CbgwGA0mSRqMRvDfA4IbHHZ4LhK7T6TDBQVMmkwmeMofaoP8mk+l1mBA6QBCEVCqfnJQpplUyqUImVchlSplUIZcrpqcVEolMLJ5SqzUsi0iSNplIhkE0zRgMepIksV84XmUos9EY+zwYjUaDwaDT6XC34fWBMjBt4RZgrwW7Lxglk8mk0+ngK+67w2hotVpMK6/mK9jDQ8VF6jWso4TZ1xQ/miAIhFBpaen169ebm5uBVLjjzOU3uAhDBA1i2zVY9fR6PXaxwDRGcjZEcD9MKHQA+AeuYMrEu1OTycQwDB5qiqJmZ2dhrHQ6HTwU1nTSLEXwlOF2MPm91hD9kGHmdd3WyiufwmH9dzIhnH1jQsFn+gihvr6+oKCg27dvFxQUmEwmxCk/CGNNmRVXoLaqqqqioiLwzsG8hEcW2jcajbOzs3gK4Snnzp178uQJkA6Xf7h4UyaE9yJJUq/XFxQ8CAoKjYyICw+LCg+LjuDF8sKjebyoiIio8PAIP7+Ampo6hBBFMQRBkSRNUbTBoGcYRi6Xl5SUPHv2DIxSer2eYRhoFqgBH+fA3GPSweIOjuwwPYGTHdYpDAYDnABRnGJsmP0IggCHBO5m/hUU86ZMiPf5JElCN6BqVXV19dWrV/38/MrKyrCQIc08Rr5QLmggkvHx8eLi4ra2NnyEi7kaxgqGDo8GydGbsKzjLtCwJEFTtBmwjjPmynxwjtLR0XH+/Pn6+vrZ2dnAwMD6+nqKogIDAysqKkBUQAtc8sCcjAn+1YcxP8k6Ouew/tVMiKcEDxb0NSsr6+bNm2FhYQKB4MmTJ48fP378+HFbW5vBYIB3gxdACOl0uvDw8M2bN9vb2x85cuTp06e4fRgIGBQ8ggih+vr6/Px8kiSlUmlMTAzMIsuyMOuGedEeXO76Tiacfz++npiYdPnStbvB4YG3ggNv3b0dGHI7MPj27SD4u3jxUnl5JVZKTSaKIEiapru7u48dO2ZnZ+fi4nL16tXJyUlMtUANuAMURSGE8IkOVmLhNtZcfM5gMOBwW+4Y5ubm1tbWcsUL/kyby4DjgyLi+0HTtEaj4TLhK24mzIoP8DkWaAaD4cmTJwEBAREREd98801eXh4UEiY4Z7nwQ4RQS0vL/v37bWxsPv/881u3bqlUKljE4VtsycMjhjUvWNCxpMKrDH5xeCKWEHA/MGdTU1NBQQHwf2xsbG9v79DQ0OrVq2NjYzUazdKlS6OiosA1BS9k4OqIVweWZYEs4cor8JOso6/PhARHR+duk3p6eu7cuRMZGRkdHR0aGhoQEHD16tXr168FBgb29fVxORYhlJWVtWzZsuzs7I6Ojn379llbW0P9d8KskqlUKnh/OPlQq9W+vr5ubm5QNxsPOq5oDT7Z3DXpTSUhydlZZWXlBAeFJcQnxcYkxMbci4tNjI1NiI3lx8XFx8XFBwbeqa6uRQgxDAhDmiDImZmZU6dObd++vbW1tbKycsWKFdevX0cIMQyjUqkmJyfBhAjLLUJIpVLBuxiNRqlUChOs0+kQQuDFotfrCYIAMQie1vBDpVLp6Ojo6+uLVyuZTDY7O4vpXq/XI4S0Wu0PHqC/qSQE2YJlV19f36NHj2JiYkJCQng8XlRUVFhY2JUrVxISEmQyGdxDcpRYpVLp5uZ26NChgYGBvLy8P//5z3w+H+hBKpVCZXW9Xq/T6fCbwnvNzs5KpVKgciAJ+BY+EAQBy/rk5CQ8SK/Xz8zMAC3NzMycP39+27ZtKpUK0+rIyMiWLVvu3bs3OztrZ2eXmpqq0+ngWcDALMtKJBKtVgurIVb75XL5q49D35EkZGgalvCJCXFxUXFFRcWjR0UjIyOlpaXXrl2LjYmNjY2NiIiIiIiIjo4ODw+/fv067NpNpm/D+by9vc+fPw8jUl9ff/369YGBgcuXLz98+BCuXL58WaVSxcbGhoSE3L1796uvvtq3b5+NjU1OTo5YLL569WpDQ4NIJPLz80tMTLx06dL4+Pgc69ybMiFFkiBa9XpDZmZ2cFAYP04QHcWPiuTHRCfExiRER8fGxMTFxvL9/W89fVqNmZCiGJZlGxsb7ezsysrK4KXS0tLCw8NJkmxoaDh79uyxY8cSEhJIkhwfH79y5Up2dvaVK1dOnDjR2NgYHx+/f//+1NRUkiRZlh0ZGbl8+fL+/ft5PJ7JZCosLAwMDMzKyjp+/Pj169dVKhWPx1u9erWrq2ttba3RaIyLi/vb3/52+vTpyspKhmG6urr8/Pz4fP7169fnj8lPZELYQQHFl5aWBgYG+vv7+/n5BQUFxcbGRkdHR0VFxcXFXb9+PSIiQiaTIXPpb6DsoqKilStXtre3wxBFREQIBAKWZcvKyk6cOHH48OH79+8zDNPb2/vNN9/cv3//7NmzFy5c6OzsjIiI+OKLLx49egRr/c2bN9PS0k6cOHHp0iWJRIIQamtrO3funLe3982bN8ELLz4+HlaHc+fOeXp62tnZCQSCgYGBb775pqmpSSQSbdiwITEx0WAwuLi4XLx4MSAg4ODBg9XV1QghkUh048YNHx+fixcvQm8fPXoUFBTk5+cXHR3N3QS9NyakaEanNyGE2tq7zn958dLlb86cOVdR8fRhYXFQcGh8giAqOi4yKjYmNj46hh8WHhkfnzghnmJYZDKRNM0ihAwGg6ura1hYGOgz8BSZTLZixQpQDAoKCqysrGQy2ZkzZ1auXPnll1+mp6d/9dVXn3/+eWNjY3d397Jly/Lz8wcHB62trbdv3x4YGKhWq8mXjYFvzIQ0TdIv3i4zKy/4Li827l5sbGJsrCA6JjEiKi4iKjo6lh8VE3fDz/9pdS1CiGJYgqIJmkEIVVdXr169uqOjA14HNm/9/f3r16+/fPkyn8+HFWR0dHTRokXHjh1LTU11cXH5/PPPk5KSfH19ra2t+/r6NBrNnj17Dh06lJWVtXXr1rKysoyMjNWrV0dHR/N4vFWrVhUUFDQ1NW3btu3QoUOjo6Pl5eUbN27Mysq6du2ag4ODRCKpr69ftmzZ7t27eTwedzP5CiZ8I7c10M1qamouXrwYGBgYFxfH5/Pv3bsHTBgZGRkREREWFlZQUDAzM4MtkMCEqamptra2EokEmBnm6Pnz5zY2NgEBAWFhYXZ2dqWlpUKhcMmSJTdu3ODz+Q4ODu7u7unp6YcPH968ebPBYGhra/vzn/988uRJgUBgY2Nz7do1nU63d+/evXv3lpWVrVu3zt/fn2VZHx+fxYsXX7hwITc398SJE46Ojs3NzU1NTVZWVo8fP5ZIJM7OzomJiXq9ft26dd7e3tnZ2W5ubrt379ZqteHh4a6urg8fPvT29j569KjRaIyKivr000/37duXk5ODzGXh3ycTkhRLUAgh1N0zGBAYHBuXeDck4ll988PCkqDg8Ni4xMgofnRMQmQUPyo6Pig4PFGQNqsxmgiGpBijiaEoWq/X7969OyIigjAbnUBf37BhQ3p6OkIoPz9/w4YNSqXyzJkznp6eoHPeunXL3d0dITQwMACzNTIy4ujoKBAIYNtNcKy1L7r6JkxoJEgTzZA0ayDotIzc4NDIqNjEiKiE8Mh4XmRCeDSfFxMTERfHi429FhDwpK4OIWRiWQNNGxmWRqimpsbW1ra9vR3UFVjsBQKBo6OjWq1GCH3xxRc+Pj6jo6OOjo6wRQkMDNy7d6/JZGppaVm9enVTU1Nvb6+Dg0Nqauro6Ki7u/vFixezs7N3794tlUopitq5c2d4eDhCaNu2bX5+fgih6enp3t5eiUSSl5e3du3aurq6hoYGa2vr4uJi0NNerTtxmRDbPF4BUHQ7OjquX78eFBSUmJjI4/FCQ0PDwsKio6Pv3bt39+7doKCgmpoarqUa1EiEUEZGxrp160DwgsKJEAoICHBzcwMV18PD4+rVq729vY6Ojo2NjQihU6dOHThwACFUXFy8YsWKsbGxjo4OeFMgiW3btqnV6omJiYmJifHx8cOHDx86dEiv1586dWr//v0gt/38/IBympubHR0dy8rKxGLxpk2bBAKBwWCwtbUVCAQIoczMTEdHx/HxcalUOjw8LJPJAgMDXV1dp6enY2JibG1th4aGQF/lcsT7Y0KSRQh19wwE3AqOik64FXi3pvZ5UXF5aFhUHF/AZcLgu7wHDx8TJE3RiKJZgkSg4sO+HPu7TU1NTUxMuLq6JiUlIYRKSkq2bt06OTl54sSJ06dPg17u5+e3Y8cOlmWHh4dhKIeHh21sbEpKSkC6kvOCAN6ICUmSMpE0STFGgk5JzQy8HRIbK4iJTYqMTIiMSoiOTwQOjEpIuH7rVmVtLULIyLIGmjbQDEKoqurp0qVLhUIh9FapVE5OTt65c8fT0xPkgL+//+HDh0UikZWVVWFhIULozp07e/fuBVUWCKupqcnBwcHX1/fq1avOzs48Hi8pKcnLy0uhUDAM4+7uHhYWRtO0m5vbV199hRAaGhq6cePG7du3L1y44OzsXFNTU19fb2dn19raCvurVzPVmzIhSZImkyktLS0gICA8PDw4ODg8PDwhIYHP54eGhoJFAHQBimOYxUwoEAjWrVsnFospitLr9XK5fGJi4sqVK0ePHgWb8JkzZ77++uvOzk4nJ6fm5maE0OXLl4EJy8vLHR0de3p6WltbbWxs2traEEJ8Pt/Dw0Mqlebm5l66dOnOnTtbt2719fU1mUxffPHF8ePHYX2/cePG/2/v2p+auL74H9Nf2hmnnY59aTttHRGYYWg7g8goYqG1BRnoFCz6taJU+m15h5dAQoiiUkQFrAYkoPIodYCq2JAEQosIRFQCAgkme1+79/vDabZLAgtoq3W+PbOTSbK7ybnnns89955z7tkdO3ZIknTr1q3Q0NC2traJiYnQ0NDjx4+73e6QkJC6ujrOeWNjY0REhMPh6OvrO3DgQFFR0aeffrp9+3an06nX68PDw6enpwP31j4bEFIqEco554NDv2XnaHSVx3Lzin7q7jU2mfILiiu0VRXaKq3OUF6h1+oMuXmFrW3tAqJegWIiYSwyJiKEUlJSYmJiYClcW1sbERHR398fGRlZVlYG85YPPvjA6XQmJycnJiaC++HIkSMxMTGcc5vNFhQUZDKZxsfHg4ODm5ubwRKuFYR+fi1CqYAoJoxQqb7hQlm5Xqs7VlysLSs7ptef1FUdL63QVlRVGU6ezPw+60pXF+ccMVGgDDGRMGazWYOCggwGAwzwqamp2dnZMLg+ePCAc56QkJCcnDwxMREcHAyW8OjRo5999pkoimBFzWZzf3//pk2bjEaj2+12Op0IIa1WGxUVNTEx4fF4Pvnkk5KSEoRQVFRUZmYm5zwjIyMiIsLlcrW0tISGhvb09AwMDLz77ruwtiErZaKBd1QJQnXinN+9e7ekpKSgoKCmpubnn3++c+fO9PT0lStXcnNza2pqRkdHucLN6AfCzs7ODRs2wGTH6/Xu3LmzpKREp9NFRES43W5KaXR09KFDh4aHh8PDw69fv845379/f0pKCkyONm/ebLfbbTbbli1bOjo6YFyLi4u7efNmcHDwuXPnPB5PfHz8vn37EEJffvllamoqWMLMzMzo6GiwhABCh8OxdetWg8Hg8XhCQ0N1Oh3n3Gg0fvjhh+Pj41u3bj18+LDH4zl69Oi2bducTueJEyfCw8Nl/5mfjv0t3lH1OCFlImUAwt9zcgu1OoOmsLS374axyVSgKdZXVVfqj1fqj2t1Bn1VdX5B8a1fLaIoIcwQFgWBCgISRbGvr2/z5s0HDx40GAwhISFJSUnz8/MpKSlhYWFarTYpKentt9++d+/e559/HhMTAz7D0tLSdevWNTU12e32119/va6ubmho6OWXX25oaABnoN88Yc3TUYQJZZSJ7gXP8eqazG+zNYVHy8qr9PqTOl11bkHRt1nZeYVFmpLSr/5zoOXyFc45FiUAIaYMY1xcXBwWFlZQUJCfn//aa681NjbOzs5GRUWlpqbm5eVt2rTp3Llzdrv9lVdeAZ6///77iIgIhFBnZ+cLL7zQ2dkpCEJ8fHxcXFxtbW1eXp7VatXr9bCOopRu2bIFZqGJiYlvvvmm2WzWaDTvvfdeQ0NDVlbWq6++2tra2tXV9dJLL3V2doJLZimD//iWkHPe39+fmZnZ1tb28OFDOTOhra1Nr9c7nU7OOQRIwMWvBCFw8vXXX4eGhhoMhvT09PXr13d0dAwODn700Ufp6ekZGRnvvPPO5cuXr1279sYbb/T09HDOP/7448jISBiXX3zxRYvFYrPZ3nrrrf379+t0upCQkPz8/Pv37wcFBaWlpV28eDE8PDw2NvbRo0cxMTHbt28HS1hZWblu3bqLFy/CmvDHH38cGxvbuHFjWVmZ2+1ev349gPDMmTPvv//+7du3d+3alZCQcOHChS+++CIoKOjOnTsajWbjxo1jY2OwIPxrLKFqycNB9YwZGYT24ZHcvMLyCn2BpuSX67cazxuzsvN1lcdKj2pLSiuKS8rLyiv/+12OfXiEc44wExCjVIL5pyRJ7e3tu3fv3rZtW0ZGBsQnrFZrQkJCSkpKfX39oUOHYFKen58PzXM4HImJid99993t27f37t177do1h8MRHx9/9epV2f3wJNNR7MuS83pRe3vnqRO19WcvnDpZV1xUXlRYdqLm9Olz9XX1DWcaGquqT9z41SwqQOgVECHk4cOHRUVFsbGx0dHRp0+fhuG/q6srMTFxx44der3e6/WOjY0lJCR0dXVxzk+dOnXkyBGPxzM4OLhnz56+vj7Oud1u/+qrr8A9YzabjUZjeno6uOMPHjxYV1cnimJPT09kZOSZM2fGx8cTExNTUlKuXLkCKbtWq3X37t19fX3KwPpfCMLu7u5jx44BzGAJwBgbGRmBlH2kyCnzs4SQ4zI9PZ2dnR0VFbVr1y6j0QggaWtri4uL27lz59mzZznnN2/eTE5OhtV1YWEhLFva29uTk5NHR0fNZnNYWFhOTk5SUtK+ffvA9p46dSo6Olqj0VRXV3/zzTczMzMajSYnJwdjLEnSyMjInj17cnJyLBZLWlpad3e30+ncu3evyWSam5tLTk4+f/489FR8fPzU1FRvb29sbGxWVtYPP/xw4MCB0dHRpqamtLS0mZkZMPJPsiZ8/LS1xX9DEaaSxPtvmQ9nHMnJLTh0+Juun36+ZGorLCopKS0vr6gsr6gsKS0vK9edrjv7YGqGMgkTRplEqCh3D3i65+fnsS/GCt9AcAZyr9xut7wfCgKmCwsLEDbEviiQvPLx06G1gpAQTCkmBDMmer1IEJAgoAvnm7/NzDrf2DQzM4sw9gjIIyCPFwkIYypiyhBhmDBwCcGqHRolx8pB0d1uN5T3JITAbi/GGFxJCEEIzc3NyXE/SimESWFd53a7gWeQBiFEkiQ5riUIwtzcHIju0aNHoihCghHzZQiuCMLVhygopZOTk5DhBAFJedu3vCKQke83IEIXw9rP5XKBj4f48hZcLpfL5YLAvdfrlXOkXC6XHP51u92Msd7e3g0bNty4cUMOJ4JA4HZwViGE5ufnFxYWiC9NFDSH+sL3lNL59nbFLwAABbhJREFU+XmI/gEzlFJBEGZnZ0EzIfIsSxVj7HK5ZPipiOgvyB2F18Dp6KKeYIxQxkQ+ZB8+Xn2itq6uQqvrv/Xr9PTMgynngynn3cn7k/fuTzju3p28Nzs3L2BMmYgJRYSCxZB7VJkaIid5MF82IABPOQGQdUVewMDty2kMvFltiIJiSjGjhFIiihIljHN+5vS50uKKuxMPuMQpEymT/jioiAnDhBHfK3Aoz9CUxllupvwR+5KHqCJDSF5scB8xX+Vl+CllrQPuq48ubyOS3SHKn1qNJVw9CGV5+i3C2VIZ2yQAh9SXuQ6Nkq+Xm0wUAzT8pnwl2F7OeW9vb3BwMExWuS/XjPqytwFyoDlydguIThYX9eU/QhPkNyBVQoicuqRMQpJZUhfOGnZRrMkxQxf7MAilTBSZJBJKZ11zmBKP4BUgUYgxRDCoocglkUtUZAJGhBEvEjAlmC6RRfVnAzCGBsu05BpvUZuXJ6XSrMYxw6jiIJQRJlKpu6vbOmDnnBNM0fL7Cf30TZ0x7NtvIVOgpqq00U+5V5SYOhtrSlvDPuWWE6lV/isQhNDY5TpO+WXgvdiX1jc1NdXa2up0OpWxTf/J2uK6z/Jfy9JWb2Pg9asX6d+VtubHNCKYMOpFAmEUUyJgRBh1P1rwCF44MCVUZHAKzhJG4XvC/Nsv5xaSpVL+l+wJJamIY+0gRIwKjCLAocQYwdQ9v0AxY4QJXsyoSH0HIexJQOhHgc1Ub5c6aP8+ECrZgx0GTw2E1Lc5g1LKfSXI5K6ki3dFybqhVK1Vqs1yrV6lSP/G3NHFnUwwowJGVGQIIwEjzAimClunOBDBTBJFSRIwQgQjsvQSBSsGLRUK7GYVomubjmJGkUgFkSKRYpFihhBFmEsce7CIJQCeyqEOjMD2qnezervWRCo/9Ri7KKhiQ2MgM+qskoABYjmxLNlMCOiTxbvblkSCiqhXVJvAW9bWs08eJxywDpst9nYFCGlgtTVKAV2EUo/XQyhFBBNKvEigjGGCMcEAOUIJIljAiDKGCaEiC7SEZPHkYcUG+12gMibRpUAoS3kJWRPEiCBiJGLMCGaEEK8gUjCNFCYp8uFnCTFeYQ6pTmvSiRVlsnpOZBDKU7tVsrocJ+qsyl+u2Hd+98LF4D6hij3BsnLiZaCCFZuAV6k26pys2LMIY5FLf1Rbs9rUQChXQZQPq+03i3XYNvi71Tbc0dEFHjCi2Fm8JBOrYWuRNMlfWXJGnajCUe71eqHkoZKfpblVlIshCD6uEVLPD4GH1uFwUEplv8g/n/wg/WyZCSQmiQBC84AFHhK6dN3R5UAIr+3tXePj47IHeU3mOJCe8PbHJrq4vMX4+Lhya8/T5OQfS4yxhYUFAKF6lum/tEqijEqcw7MoLFabWvHfQBBarMN/PMfQar98+SrEQOliN9GSzqIV6Qlvf2xSrlswxg6HQ7nB9Gly8o8lURTdbjeAkC2VAf8vrZUIpSLnUIFbflLvqkA4YLEPWOzmgSGLddg8MHT1asf42BjnHPueT7gI62tly2+oeIokl5CSK3Ar2/I0OflnEsTNHQ4HWVyI6V96bMIEU5FN3r/X0dVpHrCoPRDGd+KPY8AyNGAZMg8MDliGfh0YNJnaAIRLxsHXytazAqHs2oXo2eTkJKQELOcE+j8kAOHk5CRVFCb7l56IGOOcOybvtrSabpnNgZbwz2D9ciC0WO0Wm7219fIvfX1yJSLhuSV44J68WwqeSfismXra5Bci8zsFlSPkx+s9KyafI1KRpyAICCPXI/cvN66b2lrNA5bBod+UIDSrgFDGodU2PGQf6e6+dvLkyUs+MplMzc8hNTU1GY1Go9HY2tra0tJy9uxZo9HY1NQEZy9duvRs2XtqdGkx+Z1qbm6ur683Go0tLS1Go/EZ8fg8kYo8m5ubW0ym5pZLNbU/9P7SZx/+zc8xowTh/wA9jnONmE6cHgAAAABJRU5ErkJggg==" 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Xl5ubm5OTk5aWlpmLqIhMbFxYHm0+DpFc9cYAJEGbAw8INUGDJpXqzBR+AbksH3j9nxoBPwCiE7LgYXAK6HLwV5gZtDnil5cHwkC39TcJP0YDxlMGVYtFKpDAoKKi8v/9e//hV09uxZBORAWJKSksaPH5+Tk4PHiUmME2GKJCUl5eXl0RqSm5ubnp6emJhot9uTkpKysrJycnKys7NTUlLcbrfdbgd2GgwGvJuSkuJyuSwWCwV04ThAXuE9FOALv9rjGBxAnIUODucGFmEACr4CEAktgGdAfwkl5GrRCSmKRBhBX4q3AiSYALYSQHPIgeLpDJk9PCOs8zgMAAQKA9aKJRc3UKVSxcbGJicnu1wuq9WKJR3BGrvdbrFYVCoVzF6pVAqFQpAaXDxQHtcDd8xkMuXm5lZUVGRlZRmNRgAckIX3ZEmnJ2TUaDQulysrK8vlclGwE9SMopuQjYxGI56OyWSCM06BJLvdjhWIVkiSfkEKYBJms9ntdicmJiYkJCQmJrq5kZCQYLPZgDLkW9ntdsiIEBbxL941m83ABfwLpIAu6XK5EhISPB4P2JDf74c0GR8fT6IkzowXcVoMilUBbvAbtX1j1TRAdmApAfEmoA/Fv3EAxYZ4n4u4BpACH9cygRwfwcHkjvEhJ9Iu8Nsp5ISDSYAjQCBRGU8WiCMWi2lRV6lUf0ayOzo68vPzs7OzwUUB0hDAsB5GR0fb7XY4dfHx8WVlZQ0NDdDqERQsLi7OyMjw+XwpKSlpaWk5OTl+vz85ORlXGR0dDfaYlJSUkZEBlxUcHtQLXIDAgqK85OpDfMEAIoT3HTxzgQTDq5JEDSIjIwlBcB7YMF4EcJCfRdIvxBfYFWLk+BZeHqaEF/wccqZ4ksVzLoAjD0CAOZFIRAEaUvgpMEROONYKvV4PMzabzT6fD3RSr9fbbLasrCxECcEUtFot0BYnh1ONwWcPIQMCytqAAQPgdhEuR0VFIVJOIp+UDbi6IF9er7eioiI7Ozs6Opri/ZhIoNP4CXguJIXGx8cjhkpqKOQeGAaoO4AGayxvwGazmUwaf4NuwE5iY2PhyAAL7HZ7XFwcgADHwMHBf4nIAO/8fn9+fn4JG0VFRW63G3FYeEmEL4AY+js+Ph5ohdQNWIG+b2CbH/A6CTLIUQLdoCg43jWZTDB7uFFk/Bh8+InYE3xqXrIFgvMKDrnD+DgADqQSmg4cGjxxTFGK0tDEAJchhfhPLnPjxg14MaSKq9VquMRqtdput2dnZ+fn54N85uXlVVVV1dbWFhcXQ06Deo8cvPj4+JSUFIS9nU4ncpPwsDGZaG3R6/W8F4c0FmIKEolEpVIR0PJ6MGAFtg1zReIcOR0ikYgP42P1hocVEhICtwhaDB0fEREBv4kggOJTFAUn3BGwADbPuQIkGCJKAND+oEMoQ5/lI1OkywhY5JtSV0CkKaHOarUiRykrKys1NRWir1KphAwZGxuLrBOTyYRbzYcPYGDQDhDtttlsZWVlo0aNGjZsWHJyMq5BJBLBpQJnwewklZfgG/wRLzqdzrq6uoyMDIfDYTKZRCIRFkksG1iEKdtFoVBAozUajVgD6SIx70GoMe/BUKATGwwGZMS4XC6QC6CqzWZzOBx4EbACSuJ2u+GwezwerIhJSUmIlsbHxycnJ0NMsdls4BpxcXH5+fkkEldUVBQWFiYnJyclJSH7NCEhgf8iIA6+KyEhAal95KHgggkujX0HoQbl8lEUnJwmeIsURSLCwuew0H37S2cKb/GH8YPC2HympYrlPQF/IZ4CU/ikBCxg0OaAZeA4f+oyXV1d4JyYkaB24G+xsbEVFRWNjY2lpaVFRUUlJSXl5eXV1dVQ3UpLS8vKynJyclJSUuLj43H78CCRfRMfH+92u5FBQNFxAhpMNUieFKSA04FFFQ6hjiUUIQhCeMGjDBgQRXZxs0DUEXUiJwtoEhYWBpODQAOeCSeCmAVQho4nZ4oQh/ekIljsnF4EMQHA4SMEOryQTNcGEgQ6YLPZ4uLicG1wdogpIDyHWaXVarFaEgPXaDRSqVSr1UIxxbzEkVj3MFmxOrlcLkSFo6Oj8S0+n2/IkCENDQ0lJSV6vZ7C5yTsUViUgpqUrQOsAZLqdDqfz1dTUzNhwgSfz4cLwN2mcBWmNR4WCTo4EpMeDAvPHe4YLfW4bGi0+C/QAbQlPj4+Li4OAi1ICswerwBlMEuBO0lJSfHx8cAFchNiYmKcTmdhYWFFRQVFpgoLC4FKiWw4nU4keRBdQsKHy+XCJMfToXg2jf7qLzAFQS7cIgIgDcvrxc0h8YUyZTRcYm7AW6CElHNATASDRyhKgVGy7HOtVovDKGuBjqRkHPJFiNXShFEoFH96TG1tbTabLS8vLzY2FssFUbvk5OSysrLi4mJoZpWVlcgRyM3NpWTt7OzsxMRETGu42V6v1+v1JiUleb3erKws8Bqz2QyXG4lVZrMZyKdl+RGIPeFXwT3G1CexFtMUsMKnsZBhw4kAqaPUXqlUCguHgkBVAuDtpEfqWKKgQqGIiIgAckVGRvKIFsYNwrgAx41Sb0iuBqxATuKPpPOQhIw1HzmQeXl5cXFxWq2WVBWxWAyphZxqmkn0dGkOkf6KH6hn6aRQ9DEDrFYrnC+FQiEUCjUaTX19/YgRI/Lz810uFxgTyXhqtRqLBKwakWaKNwUkNysUCrPZXF1d3dTUNHjwYJfLRe4k/gBwYIoj0kGyLj0IUhYpxYuUYLJMYgdWqxUYAU4BIYZcGFJwsPK52ADBwb/QcYHaFO3Kz88vLi6mjD5wGfqgy+XCx4Fl5J0h3gSFGNZErCSAwvD6Lv1BRxL6EMqQPsIPmgmkwvIjQHkhEkrhIXpL3jfZD04WDsaMwsASRUADZgD+TrrkX6i/586dU6vVfr/f4XCQ8g824XK50tLSUlNTS0pKBg0aVFpaiholEBl4qunp6eAycGhjY2PhQ6Wnp2dmZuKP5ORkyMOQ5Z1OJ75Co9FgQlBmN+47WBWmFNJtkZYCs4cxY0JT2rtUKkWmH0VhcJsgbUokEoPBgFOB8tDJifbjJ8PkxGIxDhCJRAA1gUBApCb8Pw8SsIEaPMr0xxc6kpzE+Pj4zMzMwsLCwsLC+Ph4aJ94/ADi2NhYctrlLO+b/CmgDMnJFPiH2y+Xy61Wq8PhAN3FXCEK6XK5hg8fPmzYsLKyMrfbTVQcDpfVaoX34XA4YGk2m03Hko/wCIAymG0Gg8Hr9ZaXl48ZMyY9PZ0yiUkVplkONwEOBWmWKq5kRs4VUvFrKR0M754UFrhImGy4YGIfgBsgDgACsxH/UoYLZGbMZMTIkTRcUlKC0DXQym6383CDGDa+NDY2FjBBohIvkRDcEMrQAZj2/Gf5kJOOJdQFoIyGpbMS9POuE4EXibVAGQAWyAH5OHKWwA0GhOWN119wAD0ORCqIycIS/0KXaW9vF4lEoJe0OCiVSnjLiYmJXq83Pz+/srIyLy+voKAA1Mbv92PJzcnJyczMzMrKgmeUmJiIFxH883g8cGI9Hg/sBAyTJG5QTcxXsGKTyYTVG1cikUhAKMg/Ah/Bj8etgUQdHR0tEonCw8NlMhkEM0qTgbXI5XLiMpislPMm4GopYSQpKSlxcXFKpRJfCk+Nx4j/gjJI8KF4Ng8upO/gdRGrulSpVEajMSUlpbCwMCUlxWKxaDQaQgowRBSz0aqOSJOqb/4e1Cu4YLifFL9HANFsNlO4ivQRlUpVWFg4ffr09957D1WvcMJBYVA6iKBhampqWVlZQUGBz+eLjY1V9isKwYC0l56eXldX5/V6EeNUsnwlJZfopWbFNXx8RNl3BDB8WrRp2Q9AGfjsgEWQi4SEhKSkpOTkZOTOJSUlEcqA3YBiQzaGnhgXFwchEonCWFM9Hg8v9EKjAXKBoVOpJNEuPgOFIuUEMTzKUDAogNcEoIz6rwYxpv4oQzwIKhiVhhAXRtkaPUSqJCDlgdYwEBkQWHKf4dHDgvCUCZX6cBmlUpmWlobSDxA/gHpSUlJaWprf76e6j/T0dJ/Pl52djYdUUlJSWVmJmld4SRkZGSUlJVlZWRCDSZ5MSEgAHXU6nYheQb0Dumk0GqyBvP6C+YRIKiXCEb6QeSgUCuCxTCZD6AfSBhwiMCbSycj9oRgWH0gGP4qIiJDJZCDVBoMBiTy8Q0QoE9Z34DpJviEXiQcXKnoIDw8HgVKz6gqAo9vtViqViM5AqYF3AwauYfWHUHMxq8j8EOtBSAh3GNoWoNZsNicmJqrVaiTOEKFTq9U2m626uvrDDz+cOnVqZWVlUlISpFAs6eACHo8nJSWlvLwcKSoFBQUej8dmswEFcEkyrsLeYrFkZmaWlZXl5eVZrVboSlhO5CwpGS4t/SI+uEZKAcmWZFGY65RIAqpFPAIhJFwzVGFCGY/HQyhD1AbSIYAJkx/z3+FwZGRk5Ofn5+fnFxQUIGmD/CMwINAictOoHpKPRlO4U8tS6iG388jCExle9KWEZnqlP8rgRpEeHMB0KE6kZrmR/H3GnYfIwKMJBqyMsAYog9sOKZDCArAgRJeUrPpXLBb/qf52dHTI5XIs3aRp2e12eEyo8vD7/fB9EKKDE5uYmAgHKi8vLzs72+Vy+Xy+wsJCCmMjjIe6J8Qy4NjjB0RHRwN9DAYDX0kIcoHQMiAGZklxbqADqQ+UZgaZJjg4WCgU2mw2TF8SO0HI8VlacuWsaJDS7cNZ7pxarY6Li4uJiYHNU1OIUK4vRMCABozUvv6HEcQQDFGyL0X0Ef3B9RAxIYVVxRU64wDQWsqDIokEHh+FseFVATJwewmJAFUej2f48OFTp05977336uvr4Qi73W7EdJAJBZNrbGwcNWrUe++9N3jw4IKCApfLhYA6eTc4p0qliomJyczMrK+vLy0tNZvNWB6ULD4FC6EsUlonYRKkNPO6Q39PATbZn8uAZcAPIsICoCFkwTKJd+H1ILeIPCabzZaamgpRpqCgAEADb5HiShRpArshKkRpJoQRVGQAvsNDDCEIr0zhRWCojhVzGVgZJD94X0nLKgbotLA4Ci2RBEN3WMmVs5L4Qs4REWE5Vyep1+th3dD1aH4qWK8PSqrqgzJqtdrtdqP5C/J9sUhaLJaUlBSv15uSkoLCJepYYbfbU1NT8/LyIL6kpqa6XK7c3NysrCx6ZvBgU1NT0VtAz2pn4eAYWeUb5X1RMJgnL7BPSoED3QAYwXjwKZgNDlapVAkJCfARSMxGgnZcXBz8QTXLPCZJkrJyiPjpdDosTRKJhE8I/k8jnCsB718Lzr8YHBwcERGB64cAHBYWJhaLSRSHphvJ1WECZXDr9Ho96dYASkpSkLHONRC8gOnQnuBiIGSO24VPOZ3OrKysYcOGNTU1vffee8OHDx8yZMiAAQPy8/OhEBsMBofDkZ6enpOTU1RUNGjQoKlTp3744YcDBw5EaFLDur3A8rHiuVyu8vLyhoYGr9er0+kAhXDjeRdPygovIVXqWC2CkvU0AJIGDJ7dGAwG+CmIYaOXANKFKNYJyRYrKAJDBDek0YDCUGcGhETQ/KShoWHgwIH19fXE4hGcSk1NRbK7z+dLTU0lByo2NlbHsuAQqyUFGiTRxGpBdVw5KCluFBMENhEM8W6mmpWkU8Qq4FNUPwVVTsnKsgEiQBn+buMPnlQqWc0KFjAVV0xA8pmEq6TFKkiJmiKRqA/KGAyGhIQEZOUB+XBBOlZIjpxLtVpNQiC8XNxccJz4+PicnByv1wsCabVawVGhyEAZAa11OBxut9toNOISiQVQDJhkUQHLZyeyA0gij0CpVEax1jNYpcPCwgCXtG4gdo4IQnJyMlpYpKenO51OWiuIFADCCPsx26xWK1JC+GwaQhAadOWkUpOrFcZKpaArQegBjlCYSavVIuSvUqkgTmFNCAsLk0qlWMD1ej1KfilAIOJqqYE7mB8QvykXk9wZPuSMqBYCf5WVlSNGjBg+fPjAgQNHjRo1c+bMCRMmIFcTsS00/cthpO8AACAASURBVCgsLBw8ePCECRPQ5Cw7O9tms+HacMeItCYnJ6NtgsfjAfnixSOi6JhpKq7CmM5GEoycGyTN0NJNHhOmJTwgqnHJyMjIysrKzs7OycnJyclBwQFqHQsLCxGlLioqKigo8Hq9kFSgmyQnJw8fPhwlTlOnTp0yZcrEiRMrKysBKzgh0vYKCgpwBrhXeXl5Xq8X0UCTyQRJC6s1VWwjUhGAC0A3DeuYA8cEKIM/AqQZnJ/nQSRU0a/gQ0gUqIWSoGQpDjSI2vAPRcd1JiIYwjpBHBwOvlqthpMhZj2P/kSZ8+fPh4WFUQQRs5wkIoqWIyDqdDoTExOR6QtqimeJ12G6SI6Kjo7GuoGUPAi9ILEejyc2Nhaai1AoBEMhpwP8hegJjIEmpVAohHkjSgICgh8PSSU0NNTr9RYXFwNNkB+RlZWFOtoBAwbMnz9/5syZU6ZMqa2tRcUD3PWMjAxUXeEJ0cMzmUxpaWk6nY6SZXgXiR+kgVG5QAQrEKfEYjCvMNbmBtgUFRWlUChAvyk5De4PPkWJUk6nMy0tDbUgAFl8L1QPjUYDtq9mHfZoZpDyB2iLZK28lEolXFe/348ioNra2lmzZu3du3fPnj0LFiyoqqpCYi46QhUWFlZVVY0aNQpRasTCYBiYMG63Ozc3Nzc3Ny8vD41XcnNzdTodKJWCtQcMQBla1ciKSO4JCLJSjhmCU3FxcWh7lJ6ejlJJJIvW1NQMHjx40KBBgwcPHjx4cGNjI3rB1NXVDRgwYNCgQY2NjUOGDGlsbGxsbBw8ePCwYcP8fj+lFBkMhoyMjIkTJ86aNWvGjBkzZ86cPXv2Bx98UF5ejsI9xDeysrKQHIw4NwCruLgYZRagVGA6kI2xYiGrED8ECKJnJaNYzil2BujB9YCX6blqbNVf5fhSsRJSb0ijBTSQfIY/gDJA6ujoaEwSPp0XWEYKmpTrDUQog3ULC6GctTQBLeiDMqGhoWqWt0cSMa/9KBSK6OhoLBE+ny8/Pz8jIwMogzom3CMEj+g2AW7gYUHex010OBzIBMOlh/fLPYGDIGNVTpQJgh+JoDLsBIiDpTKcJd0VFRU1NjaiVjMrK6u2tnbixInTp09vbm7etGlTZ2dnV1fX4cOH165dO3Xq1LFjxzY1NU2bNm3x4sXNzc3Tp0+fPHnyoEGD0tPTUSsok8mwQhKFIZIS2XcEFA1EsDpPSlwWsF55FNsODg4GyEqlUsxLpVIZyTXQAZfBbVEoFGlpaWlpaRqNBqIMIANUBbgDbZJER3i+oLtwoSmUhtUJ0lVaWho1Mairq9u8efO9e/fu379//vz5DRs2DBkyBEKbx+MpKChAZibss7i4OCkpCVkCMTExHo8nOzu7rq5uyJAhgwYNqqioQIW0nnWKpHVYxlVUwgawbGpZzjvFsHGRFH6iaAsFv7xeLzrIELoVFRU1NDSMGTNm9OjRo0ePHj9+/Pjx40eOHAmsAcQQ+uDvoUOHZmVl8ZQhLS1t7Nix06ZN++CDD6ZOnTp79uxp06YhspGTkwMxGIFU+l7qVpObmwv+giRjFHAjGMLXNOFXYEmDBIa/ecunzqTI1QQk8V4k0JnKLyCBI4wDRsz7mDx1ULAiW2RFgvvoWBIsSTNAdnnfbmq0TohZZyL4E5hgtKD+GWPq6OgIDg7mAY/kVQCbVqsl/c/r9fp8voKCgszMTPgdpaWlaO8AMCMfT6vVomrBaDSiiA4mJBQKAUBI/wXyUcZtGCuAlLL+XRLWq0LMejgBXKhRA4gPICAoKEggEGASIA2ntrZ29erVp0+fPnfuXGdn5+3btx8+fPjy5cunT5/ev3+/vb390KFDhw8fPn369MWLFzs6Os6cOXP8+PFNmzZ98MEHfr8fqgd0K5VKRS4PryLRIM5C+hHFd4nd4CER8UEmDpwaRJFQ8aDVauPj400mE341yI7JZPJ6vZCcMBX4gCL+wNqOqYwMJnqI8KGgwlJ8AWdAdyFkJIwcOfLkyZPPnj3r7e19+fLl7du3d+3aNXHixLq6uoEDB6KEDY2ESktLkZOJUVpaOnXq1KlTp86cOXPcuHGUKQtxR8fSdoB98HAJZbRcz2AeZcgelKwxEoAGZ4M+SDw6OzsbLlJ2dnZZWVljY+OwYcOGDh06cuTI9957b9iwYQ0NDSBr6DBbW1uL6gE0hUhNTaV2MFqtNjk5GX2vgVOTJk0aO3as3+9HDQ1lhAFHsPqiBzbaSKJZLZVlQpZGHApASZks1COC2kSQ9Et1VQbWAJjafZEsBTkW1Vt0KkSySBIOSPxTsQRi8rAAr4SAqPUHfQY8QY4gSVTK1RZgRLEuS7wV96mWDAoKUrLa7QDvS6FQxMbGIooJhM7MzETDcLB3lMODBmPKSlmSO5DbYrHAbdHpdDAwMCMo7TKZDJ4FIQVsFZEjcDYAPz5LRQB8sj9UVZi6VCpNSUlxOp16vT4lJWX+/PkXL1588eLFmzdvXr9+3dvb++rVK/z9+vXrFy9e3Lt37+7duw8ePHjw4MHt27dv3Lhx6dKl06dPb9u2bdq0aV6vF0gHzEIZFN3EAPUXBkwpsPQMKGquYG0QyCci0QQeJWlVTqczJycHPRCwxMHwzKxVJXKCkRQDcAfvg+1RdobNZjOwHtcoH5OxbmbEDWUyGZImPB6P3++fPHnyuXPnHj16BKD5+uuvnz17dunSpQMHDmzfvv3jjz+urq7OyMhITk5G97ny8vIRI0bMnDmzpaVlx44dGzZsWLdu3axZs9Cjlzo5wDAILAK4DMXC+AQFulTSaEiS5Fd7KDJgNMj/TEpKwlpYxUZ1dTV8JWAKetyVl5dDVYFAk5KSQv0hDQaD2+1GEVNpaSlOUlJSgnInxDcodIUUMGTQUIkmBbb52kgKcutZh00ksvKBcGqMDZQBasCVo1ISPddoBkQG+EJ4RMn0RqMRFAFyOGJqvIjDJ+zQ+aFeK1mTORVrcsQX8dDcxh8kFFCiKWJMlZWV//aYgoKCaNHQsNZ7WAOVSiVuOuY9RN+srCyoLSB4MlaaqGEZzfCScLtRQY+m0GLW5UjGtiggDyiMyygJY93tSHKH7BLOdajiozlwlEAiTCZTZmYmZmFDQ8P+/fu7u7tfvXr1zTfffPvtt19//fXXX38NfHnx4sXLly+fP3/e3d3d3d19796927dv37179+rVqydOnDh48ODnn38+ceJEp9OpUCjwsMPCwhAeIpWa1BlAjJA1zaPcX6SowbPVsEJB3Ct4vGq1WiKRxMTEeL1ejUaDCBHsE4/D6XRaLBb4uuQpOBwOyNVEaEGmCL9ABBDmABkmgYNkYIjEWJo0Gk1cXFxubm5zc3NHR8eDBw+6u7tfvHjx+vXrb7755u3bt998801vb+/Vq1eXLl0Kcx08ePD8+fM/++yzvXv3nj59uqur6+TJk7t27dq2bdu8efPcbjfxDj7bBSBCKXw8+BKxD9B6KXxGYE3qr0ajAYCiXgkhHrj2fr+/rKwMuqzf74d342MDvANhJgSMEMmOZt3k0F0cFQbZ2dl+vx/1nwjegZigYIpKClBLhdpuytugAJCGVScZuHpIPE0qawCbAB5RfTlhFq0c0FAQrsGn+KY2iM8g6O5wOCCEI0rj9XqBMuABuB5E6OBeqdVq4CyeBWV1kg8F3JGzEjasVSLWx5ovNUCMqQ/KkKOk5LIA6bwSiQQ1NWqWLIiJImL99MWsyyyKWXEXEGkym80Oh8NoNKpZqTTYVwTrm0vhan6EhYXJZDIEvPgiSTgsfOIJDQAQ1AE4IEOGDDl06NC9e/eePn369ddfg8K8efPm1atXhDIvXrx4+PDh3bt379+/f/fu3WvXrrW3tx85cuTAgQNbtmxZtWpVVVUVfpTL5YqKiqIsZD4ohkGMMZzViItZ0wNwDSXLxw8PDyftTaFQREZGQlmH8QMp8NhwBqlUGhERYTAY4NsDwQFPiBRA3gpnPSiwyCBQjZUKfjXvDuN6gDI4j9FoLCsr++STT86fP3/nzp2bN28+efIEAP3999//8MMP33///TfffHPnzp3W1tadO3du3rz53LlzN27cuHPnzvXr169evXrmzJk9e/Zs2bJlwYIFycnJwBdiKDzKSFgtPiCGgg9yrhU58RcCHcrmkEqlILkwPNAZpCbDacrIyEAMKC0tzePxIMOL7JD6S9HGJhRdIschKSmpvr6+sbGxsLAQ/UwyMzOBRAAXcoUghQApAD3ABdQZUIQeP5MyaIAmBtbXir4d/wUZAVRhgM5YLBYSIvBdfOcDOxtoYongBjWWy8rKArDCfUPuJVVLIJGVyschk8EBt9vtyIrSsPJLiliDCGM6CVlHR3Lz++gyQUFBUFipDAHMX8w611MeF8VQiB0Bjwi9lEql1WrFNSFRCr8B3iYx4Ui23whFqQO8j9DQULgDYrE4lNu3hK+TJo+JOI5AIEAMFeyjqKho+/bt169f7+7u/uqrr16+fPny5UvIDc+fP3/x4sWrV69ev3795MmTW7du3blz59atW52dnadOnTpy5MiePXs2bty4atWqUaNGUR4XyproYqhck3zRgEH3Db8Ulk+1BULW3Ds0NBSJv0RQYVEUqJLJZGq1OiEhwefzIVcwJiZGzQrkkMFMEXFKGsaqgkAmsqKx2oi4DiBA/MjISARxioqK1qxZc/r06StXrty6dYucpm+//fbbb7/97rvvADdwo+7du9fd3Q1n88svvzx37lxra+vmzZtXr149a9Ysj8eDwBMRFnJ51KxqhoiMnhUcy7musXR8ANbgLbAAhGxgWlSKTYkwAU0hKK2BBnUOAAwBX/Cv0+lEsgy6aqDuF/ZJ9gxoo44TQAoYPI6B+wOAAAZFR0djxUpJScEWTjBsoB7l4JHgQI4hZQNj2UbpOXDTZrOBxCGMi+Qg7D9FUpHP50MLUUo1xFs+nw/6EV1JXFyc1+sFa0NUEfo9MAg4CIIDCgJKIeQ2IAMU9IkxBaAM5gRliFJiH6AL56K1OjIyEo+c5B9wb0wdahKMXBXguslkgqQawfpXwkICcvbDWQNKABDFxiDxUk8Zyt+jQiSdTgeJ1GazFRQUbN68+dKlS7dv33727NnTp0+fPXsGiHn27BlQ5s2bNy9evLh79+7NmzevXbt24cKFtra2o0ePbt26dfXq1S0tLePHj6ecoKioKOgyFJPmUYYqxTEosh7G9m8iuMGKDXYWyRr6UnQWriVhjVwup3ADsh8pLA1FhiLieFL07SRUgUDhptFqg7UBPwHUVygUJicnr1q16syZM+3t7bdu3Xr06NHz58+/+uor+Jvff//9jz/++O7dux9//PH777//6quvnj9//vjx4wcPHly+fPnMmTMHDhxYt27d0qVLp0yZgjQZECUky/DxUcqKxKpGoRBKmyCI4XUZHmi0rF025cjCVlEYTas0X4eNaoCAQT1iSBmBx4SoBSwQVTU+nw8oA6ABlSAWA5snDsKrJPCSwDiQOp+VlQU9KD09HWsw2Iqe63TFK8FG1r8KrjQS/HAAfjLVOqBUwuFwoNQTUnRaWhpKmuFOogwITYjS09OR84EsHo1GY7PZkpOTYbPghg6HA1iGq4ItwwfHpSLoSeFtPPHASDY8JjlL3JKyvtCUw4dBGSsUMUHOBcULRGw/M8RHcTuSkpLw8GASQBnwIAoAk7rBw0046/sLE8Xij2T/4OBgeFsCgYB62UlZX27cX4/HU1ZWtmHDhq6urmvXrt27dw+K5vPnzwE3z58/J9fp4cOHN27cuH79+rVr1zo6Ovbv379x48bVq1cvW7YMyWnIaRaLxaQHERqSx4RoF2ExIJIuD0AMOwdGAHGgRIB8wsGBkyhnnc0g7+n1eqvVmpeXl5CQgLuNGgK1Wk2hN9x8gAshCFJpoJ3jqkBRlaw/SEREBBwQsVgcExOzYMGCtra2U6dO3bx58+7duz09PS9fvnzz5g1Q5rvvvnv79u3bt2+/++47yFsvX77s6en58ssvjx07tnXr1pUrV86bN2/MmDFOp5NPqaAkUahFSpaKTuo4lEEVa4bEQ0yAAAx+RFkXFG3ls0VgD9QNj4a17wB9ILJgYAWN4BRQzSCZIZzkYH0849huZRCDoZ1BjiEOAkWGCiBQq4F8BSqk8ng8brebdvXQsPbgRGFwJZB+0XI7ISEBZd8Qbqg3IHEch8OB8kM05IZAQ/10UMaVnZ0NwgJqA46M76IbiLPh4sENkUyoY5tA6djmWRrW0FPHNlfBQ/8zxgSUkXE9FikmImQD9ixie61RUBmzhxI6yc9C7bXD4cC9gKNExThS1p0gktsViHJM+KyZKK7XnIA1qaM4FLlaoaGhqCrET/D7/TU1NdnZ2TU1NZ999tn58+evXbt269athw8fgtE8fvz48ePHz58/7+3tpVfu3r0Lp6m9vX3Xrl0bN25cu3btkiVL3n///ezsbETxFQoFCAgvVwMikcVLd4nSlJERQ8IYAJRcTrhCQArcCnBRxOnkrNgEJud0OrOzsw0GAyAJxJseuZSrSMBlUIYObgsIi5rtm0PKmsfjsVgsIpEIa0NTU9P+/fuPHDly7dq1u3fvdnd3P336FLwPyPL69Wv4UK9evert7e3t7e3u7r548eKhQ4c2bty4fPnyuXPnDh8+HKVk8CsxSQhlQLZJHcdVqblU9wBqw8c9KS6BQcoXPm4ymdxut9VqRWliNLc/CWCFFBNKB0c4HDls/EeglcBNSEpKQocTB+sZbDabU1JS0tPTYfMwciSdEy2iZuNgUiBNFNW2WCwul8vj8SDNksL8f5mVR78Cn0U6Il0zfgioXFxcnM/nQ0QsIyMDrSpA7qBbIUMVchWiTkiyhceELJO4uDggETq6uN1u5Ae43W5IpRQIx4UhpoHXldzWcUKhsLq6+k+PiV7lyYuYbRvAww3/Xzg1QDLMGFB0hPcoF5AHC0o2I/WX9OBIrmEl0RyiCRERfzYVJyulY6gsQCKRID81MzOzoqJi48aNHR0dV69evXPnzqNHj548efLo0aNHjx719PQ8fvz42bNnQJmenp6HDx+C0UDCXLt27bp161auXPn+++/n5uaiz45araZNDgK0asqgIZQhh45UJ/wRHByMVDoV21gWviSEW4pxAqaNbBcLPEK1Wg1CFxUVhbegkaOSiFL4BFw/djwjWgngvMBhCQkJcbvde/fu3b9/f2FhoUql8ng877///o4dOw4cONDV1XXr1q179+7hXj19+hSeJiQtuJwvXrzo6em5efMmJPNdu3Z9+umnzc3NDQ0NRqMRvDI2NlYgEASouUStZayHMcJwClZDr2H934jUKFjXAjlXJcwrPmKx2OFwjB49Ojc312QyARGoywyvdBINwbso38OyjDATqASEGxSmIBmHUCY+Ph6bvXm93sTExNTUVPTfgxgEpQaOFU5COg6fOIcmFaBIetZQSceqJXmU4Ws4gVyANvAv+G54C9tJV1VV4dpI2QW2IomxqKgoNTWVwlIkXcFfg3qVnJyck5ODn4OUWuhTZrMZ5JEqQnVsp0bydfhnWlNT8yfKkIgbMP6fKINMf1qNIyIi5HI54ta0gGN1hUHSaelfzBUeZSK43Qv6owwFd0gbgtIBniYWi5Hu7ff76+rq1q5de/78eRCZJ0+eAFCePn0Km3n48OGDBw/Aa7q7uxFjOnfu3NGjR3fs2LFly5aVK1dOnjwZTY4zMjIUCkVQUFBQUBDfwCGClWIjJCRmu0qB9ZBjRX5NcHBwVFQUQg+U9YBVGjMGYbKhQ4eOGzcOi0xmZqbBYAgPD4cmBYcRHpmQ9cQJwGi6w0LW6IvoA2AdhHb06NF79uw5duzYiRMnsBPxihUrtm3btmvXrqtXryL0BpR58uTJ48ePu7u7Hz16BOrX3d19//79GzduXLlypb29/fjx4zt37ly9enVzc/OAAQMMBsPIkSP37ds3evRoeNaKvm2oCE1IppGzDhI8tcErAFkF2xRBwsostaxxPw7LysqaMmVKWloaeA2fZmKz2VBKQvIwdF9sqqFnJdToZYX/OhyOvLw8+BqIgkMkdrlcSPxDLxTk4KEq2MINQgRwDRKhKVUPAXjEwkn7xy/Sse3ryBGjoBhkJlRFU6UeCFRcXBzSuFHGjLIpQC3QMzo62uVyAWVwZ4xsKyQq6DOZTBSogtZjt9spXcBgMGBFB4VRsy26QY0x3yC9ISGuD8oI2d7yUX1Hf5ThX0dOKqxFyCKvErY5LPk+fGEhuWNQjCjkIWJVS8T5eQeK7Dmc9XAhvwm0CBQJYIR2c+Xl5Y2NjWvXru3o6Ojp6Xn16hUCTMgB6e3tff369dOnTx8+fAiZhgRgqJgHDx48ePDg+vXr58yZM2jQIHAZFIABZfBduB5kIYeHh+Mm8CEwgIKK7dMikUiAobAQ+BGoHqCiW5VKlZCQMHjw4IkTJyKFtK6uLiUlBd3RcVoBK1Yg6Z2IIYUCIZAhhi1m+xYo2a5diHbNnDnz2LFjO3bsuHz58tChQ0tLSzds2LB58+YdO3ZcuHABmAL+AiIDJggOCJi+cePGl19+eeHChdOnT+/evfvzzz+fO3duVVVVYmLi1q1b9+/f/9FHH4HVKlhuu4b1W9FxrZVAsqDxKfoOGSv4VrP6LKxMGra7Jli6Tqerra0dOnSo2WyGF6ZhQ6lUWiwW0H7EVtBdHPVrqH3Rsn2IkM+GhO/6+noAPSYAIi8JCQnQ/jIyMjweDxZ8l8vFSzOWvoNUYRAciETEa5xOZ3R0tFKp1LGtkdBFAFBF+gsG0oKAGvDR0AIBYAEaQlEkXB7QjXAKRVVQVQxclyzSnnE26oKMdAeIhtDCoqOjkUSK24vVAqoIJZqDHPVBGcqlCajN+U8oQxFTpVKJ6iTytmg9F7JEHT7KK2ED9AeBD1pmeaCJ4LpA8SjD6684gHJYYO1ut7uioqKmpmbSpEm7d+++ePHiq1evvv32W1jF/fv3ke+LPBqM27dvt7W1rVu3rqmpqaampry8vL6+fsKECStXrly0aNH48eNRHYoIF1AGsS28guA6MRcKt+PyFAoFchNUrLEYz+CAHTBCZCRFRUVFR0ejehjPD0tlVFRUGOuVBUcMbpec1Y9EsWbDVKzE51MpFAoIyVTxLBKJZsyYcenSpba2ts7OznHjxjU0NOzcuXPXrl2HDh26dOnSkydPoJEjZ/rly5dPnjx5+PDh48ePkQTw9OlToDNOcuDAgbVr186YMaOsrCw/P/+zzz47dOjQokWL8GP5pHjeCSKxD8sPrUN8Vp6KbZOIWY4XkdCBqBymflNT04wZM+x2O2QCHdu3COwAtALGBk8kmu17TwE+2DYehM/nGz16NIpjUEOAt1JSUlASCU4Eh4tPvQnIxCFKYjabYcBm1hEd3pzNZjOy/WFIA6asGUjU5D2BuVDcysF24zRwW9GDtSF6DR3HyG3qBF8GXg/cbQO3AzeCdziVnttrhFR25BMjL5d8WzxZzDH8XpQE9NFlEIwQcvs9k3b4n1AGQ61Wm81mvV6PA0RsuzU6PpLtK0JUn8Ix5FNQ1DzgI/8JZWBmlI9HFg6UUavVyExdtmzZyZMnL1++fOnSpS+++GL+/PkjRoxAAcuoUaOWLVt25cqV169fP3r06OTJkzNmzMDGLxUVFZMmTZo1a9bEiRMHDx7c1NQ0efLktLQ0VDlkZGTIZDKoM1TWhIH/hrPiA+pWZTQak5KSwJ81Gg3gG1QCJ0GkSa/XY3vDiIgIlUqFVkxKpZIUXETcEGIjoUfKdrkljRyRaTnLzQeVRXRJr9fDvcesEggEubm5nZ2dFy9ePHLkyJgxYyZPnnz69OkTJ06cP3++u7v7+fPnyGN88+ZNb2/vkydP7t+/j9d7e3u/+uqrV69eQeq6c+cO8gDWr18/c+bMsrKy2tra3bt3nzp1aty4cQKBgPJ6KTGP8AXPHdhBQCPlWkMquG2ONazFhEKhQIUdii2kUqnVam1ubt6wYUNiYiJAjTLo+Top8tdwPQrWXALmYWLNWXQ6nd/vnz59ut/vRzGN1+sFQKBqFCQoOTkZIguRDgjMwA54MURkzGzrKAAQCUPwVkzcPtlUXhQQzwbHsbKddgE0gBjQQ7p+fCnuD86PjyAbiCcvyG+kBBSKIqlYbwZI7HgKlDegZfvcg6iq2L7aFosFv8tisYjF4j4oE85tGIQRzm0nKGF73yrYtmdCFhhSKBSoZBexLZz7K76UUQKrC+d2LIGQKew3CGXC+g3iCPwrWORTUlJWrlw5bty4YcOGNTY2Iox99OjRJUuWfPzxx3PmzMFyPXz48Kamprlz5544ceLVq1cPHjzYtWvX7NmzFy5cuGjRonnz5i1fvnzZsmVIlmlsbJwyZUpubq7P55s+ffr69etTUlKgj1CtJkhNKNtMjiJfIFmwDblcjswC3FXgAi4b1oKJqFQqARMOh8Pr9crlcvoK/rQUQRcIBDDLSK56O4rt7wfJJorVlWAqIKNErVaDRX7xxRe3b9++cOHCtm3b1q5d29XVdebMGdSXnj17tr29/eLFizdu3IBAfu/evQcPHiAq9/TpUwDQs2fPrl+/jtjcmjVrgObNzc1tbW1nzpzJzc0VCoVKVjmFmYobwgvSfC4MFRPQKwQNfC2CTqdDTzyE4a1W6+zZs1euXOl2u4FBRH8AJbRW88uvivUS0rK9zYDCarXa7/c3NzcXFRXZ7XYkYQFl0MINPUPgj1DEys7tnYDQFfwOK9vpCYaNsDQ+iMg3JQQiywYRLvovBmXNAG6QtEKlbRBcjdzOk2ArxF+ocooC7cRWqBoe3pOG6xNC/5IDq2QbnNIAMhBnBNuyWCwCgeDfFQbEZSgLJpJtFMtrh0LWkhrwQcxcqVQCrREnonAGYRaf/xLK7W2EP5A+SMtaAJehESDWkPZMAjBsbPLkyRcuXLhx48aWLVsaGxu3b9/e1dW1ZDwFcAAAIABJREFUadOmTz75ZM2aNdOnT0dLlMGDB8+bN+/zzz9va2vr7e29d+/eZ5999uGHH86ZM2fkyJEonEtLS6uurp40adL48ePnzp1bWVk5ceLEAwcOfP755yUlJcAX+Ep8yAmwApKCjDs4KTJul08K3olZrTakPrAVegqoIqEEJcAK39CTFgNoLlLWEwtHgv5QHg18W+RkA2tkrM/QtGnTHj58ePv27UePHnV0dFy/fv3YsWMrVqxYtGjRBx98MHDgQHTwf++991atWnXu3Dk4mzdv3uzs7GxtbV21atWECROwV1xVVVVjY+O0adOWL19+4cKFhw8fbtu2DX6ikvXiVLDtt6jIIABi+qMMYhYatguimrX+NZlMyAfR6XTwmGbMmLFkyZLk5GQt241Dz3rlUh0DBYzhKAF6yEkhaqBSqXJycpqbm0tKShwOB/pYI5cXiRoAOOpJjmRcpBdAqaF83MzMzAEDBjQ0NNTV1fl8vhi2dx1VKsCf0rFOMeQuASDIrcO75O6BEKGOAb+CL1zQsP2tEAgHnaEYOfQjXHkM655FIWol29wiYPSvQ6TnCNWG6vUsFovRaAwJCemTL4N5iWkqk8msVquYNbukt+DqU5Y67AERJZPJBHugjL6AyHQYa4hHNhnB+mshD43StwiYKNRNalGAN0fyKo4MDQ1dsGDBli1bjh49evTo0YkTJ+7YsePLL7/cvXv34sWLhwwZgsy6tLQ0tMheunTpkSNHXr16de3atYULF06YMKGpqWnSpEkjR45Ev/74+PgBAwbMmDFj4cKFw4cPnzJlyqZNm/bu3VtZWUlhpgANOIztiguyplAoMDVlrLcLDAzADT8WMhZ+F9CTfhelmRDroabC5Bwh5Q9rl1gsJqUcZwO+IA6I2YnybiHXLDk+Pv7SpUvXrl3r6uq6cOHCrVu3Tp06NX/+/DFjxvj9fhDV2NjY7OzshoaGZcuWtbW1Xbly5eTJk4sXL66urkaKfUxMTEZGxuDBg2tqambMmIHysYcPH44dOzYoKAjQxgu3VOMrZS0++MHXWxGXIQeHNF2DwZCRkZGUlATsNpvNS5YsWb9+PbgMnJc4tjUSKangOPApKNuI1nnKJ1ar1YWFhQsWLCgtLaW0NPCR+Ph4ahxD0m9iYmJaWlpVVdWECRNmz57d1NRUW1tbXV09dOjQ5cuXHz16tKOjo7W1ddmyZQ0NDdgBAll2uEKgDJ+SRzEyghtqZwVgAlThswZu01uwJDhK5KwBUrVsV1w+0A7Fg/QyOeuoLe07ZKxhNqalmu3HJGQZLcAvmUwWyUoCAnN/MSkpJZdSRTGVo7huBrAEABhCyPg9iGNROgNxDUIZXmEBpaeGAIQyUX1bfJNzQSwmQKyhng9isTgsLGzu3LmnT5++fft2e3v7woULt2/ffvXq1ePHjy9evHjKlCkLFiyAT7RgwYKlS5du3bq1tbX1wYMHFy5cWLhw4QcffNDS0tLS0rJu3boVK1ZMnz593LhxH3zwwdKlS5cuXTpu3LgZM2bs27dv//79xcXFJACHcs2ACWUiIyOBBSqVymq1KlmpkUAgMJlMMpksJCRELpfb7XatVguGQho5/fyQkBAYYSRrCwSUIWjj83HgUCBcxWckU3TJyLb4wcYMUazTDSLrmzZt+tvf/nbt2rWDBw9evHjx/v37Bw4cmDBhQm1t7bhx43Jzc2fNmrVw4cJhw4ZNnjz5+PHj9+7dW7t27ciRI6dPnz537tzs7Gy0WRg0aNCsWbNWrVp19OjRCxcudHZ25uTkBAcHQ63jhV6+9q3/hP5PKEM0ngL/SGUCXbJYLEuWLFm7dq3L5VIqldA1bGyDR0pag9sCG9ax1nxkfjzKlJSULFq0CCiDJtZQSeAxobAbeg1y9pubm8+cOfPy5UvUeZ09e3bfvn2dnZ2Qt77//vve3t4HDx60trbOnz+/vLwcCAWvCmgOGkJVDgAduiosEkhGQyAMif/4UVrWWhxpOE62UQzPVug3kjZktVpBt5HfxKfmBjyR/omUCoWCvBZwZwXbSAOW+yfKdHZ2AmX4IKiAa7gbyTWjJg2FwklYNGJiYhSstysFJsn3IQ0FAAEvXcO2ccBCR3F04kr8wIUJ+u5RTVkh+LqgoKCRI0dev379+fPnZ8+eXbFixfHjx2/dunX16tWzZ88eP378iy++2LJly4oVK1paWjZs2ACL6unp6erqamlpmTBhwrJly1avXr169epPP/102bJlK1eu/PTTT9esWbNw4cIZM2bMnj378OHDX3zxRVpaGkWUEXLim90QsYqIiMDPBFjAtTGZTFFRUUFBQVqtFh1kKI+OkolDQkLIbxKyHCXKOaLjBdxmvnj84WxHXXqCYrFYy/pXwTmFIAI8wp1Eef6PP/74008/nTx5sq2t7fnz5/fv3z979uyxY8f279+/efPm7du3r1q1au3atWvXrr127Vpvb++nn366ePHiQ4cOHTp0aPbs2R9//PGHH344evTodevW7du37+TJk729vbt379ZqtZhIFFskIYYypLFo8YOXAwhlKNhBdN1gMCAxBD/KbrfPmzevpaXF6XQiIAI6Y+YaQUF8Jcyl7AE4UAEoU1pa+vHHH5eVlYHLoAM/ypE8Hk9qamp2djZ2OBg1atTOnTtfvHjxj3/843/+53/+8Y9//P3vf//ll1/evXv37t27n3/++ZdffkF9xps3b3p6es6ePbtgwYLi4mKKf1OOHF2Yjm1+QBXkOMBut6NHKqRf0BlcMD4LskN6M/rXoPgIbiZuCCnKsEScgfKqZdz2pPyzI5SRs1b2AeCAZwpS8mdNNlAmsm8HJnJS8BkwF5xCxHXlw3QBEBKXwYXyKAOIiWBp+DKZjHeYiXdFcem8+ApCNPqXNzkh1yIQEkNGRgayxdC2tqurCx0M7t6929XVdejQoR07duzfv//UqVOXLl368ssv7969++TJk9u3b69bt27atGkrV648duzYkSNH9u3bt3Xr1m3btm3cuHHz5s0fffTRtGnTVq9efezYsb1799psNr5MPJTrMhMAAbiB9C7kCRi2QqFISUnRarXkAfEpNiTGR3A7NESyAgXyZEnhojQi+iAOhiaKUjKwAyKthPvomPPJJ588f/78wYMHZ8+eRRJjT0/PtWvXDh06tHXr1hUrVqxYseLAgQOnT59+/vz5y5cv169fv3z58n379u3Zs+eLL77Yvn37xo0b9+3b19raCob47NmzxsZGKNl8igMNeqxiruMqTfGAFD5KnIFXrmS9RIuKinJyctD7wul0Llq0aNmyZWi+Ex0dDXsDNNCAVQNTyNGgWiGK6Wg0moqKipaWloqKCuTCwWOKiYlJSEhAMh660zY1NR07duzdu3f/+7//+/vvv//6669//PHH77///vvvv//222+//fbbr7/++uuvv/74449v3759+fLl/fv3L168uGPHjnHjxmGHP+gpcHzIH8QlUUoe4A+vgPhQ5yAD2/sBWVeQoknEQSk/5oCS7cxBZQGUW4BkSD7BmscXyjOgQa/T8+UzYECW/0QZ8pjoOPwRzqXMgy/1jweJxWI8TqPRKGZFTFLWEJT8L9ghqZgIquNHApJIRCDjwZWIWaU4pasKWEsa3nXCi8HBwVqttq2trbu7u6Oj48svvzx79iykyp6enp6enu7u7tu3b9+8ebO7u/vhw4d37ty5c+cOYiW7du368MMPW1pajh07duXKlQsXLnR0dJw4cQL2s2DBgrlz5+7du/fEiROLFy/GdaJAiVJj6MJIfKWLpD9IwA4NDYUcC88otN8I7zt45Tu83wiIwdGDA92zWq2ZmZkxMTHETANOhWCZTCarqKiYOXMmqtjv3bv3+PHjGzdunDp1aufOnUif+fLLL+/cufPdd9+9evUKNeuHDx8+fPjwwYMH9+7d29ra2tnZefr0aTC+GTNmEKkmR0nMNtulJD2eqihZSaSKbaFFHo2M7cBpMpk0rNGaVqstLi4uKChAQmpsbOyaNWs2bNhACb7I06V0fkgh0EGoSwuxBmqOide1Wm15efmyZctqampocxUc4HK5ADE+n6+ysnL9+vXPnz//+eeff/31V4DLH3/88c9//hOM5nc23r179+rVK0y89vb2vXv3zp07NyMjg+ReE+sjBetACAnyE9Ve6rntbjECqjGAMpQyB76DbGMd23IP2ScGg0HRt8wdg2JJ/4lgSrmOv6J+5QE0JBJJYH8ZGDZWHooxQRQgC++fpAd/G26khDWLIHJFSzGt9hAgsKRDkeH9Ot7DgqFi5mF2Uh49Lo8P64SGhgIWQ0JC5s6d++zZMwRfT58+fePGDeTdPX78GCV/qGZ6/PjxrVu3bt26hVKD1tbW5ubmBQsWtLa2om/e5cuXT5w4sW/fvvXr18+dO3fp0qW7d+/et29fbW0tqF8oK5gkoYRYWzgrj+wfKYtkBZ+UcRPO5Rn+J5QJwI7/O8oIBAKVShUXFyeXy0NDQ3lCK+B6+kBRgvc3bty4S5cuAX8fPXqEBJlXr1599dVXT58+ffLkybt37968eXPo0KGdO3eeO3fu0qVLly9fRk9lrNKzZ8/WaDQRERE8ZyEKI2Gt+ai8gA8qY1DoGloMZrZQKExISGhqasrIyIAx6HQ6pDhB+TabzYsWLVq1alVRUdH06dPr6urIwKjjHHwoxPKRC8ejDBZ5hJa1Wm1VVdXy5curq6uplpo2IbBYLOgIMXz48FOnTr18+RLVpL///vs///nP33///e/c+OOPP/7+97+/e/fuxYsXt27dQsvXPXv2LFy4MDMzE24sSAriOxq2VQNYhobbQEbDNhelQfcQxoJCJPhQeJGS/UjZhWhFCdnEEwOwJiDkJ2eZB2LW+f+/QEwgylCMSSQS8TNYJBKhFknM6hv5ZDycKCoqCigDQh7JepdQjJbUX14rFYvFWDfkcnkkK0rgj8dlwMVQsOZyZKWCvv1ocFp8HIm/V69eRWi2ra2tq6sLzZYePXr08uVL9KxCBjD6p6C/DNLJFixYgA6ePT09ly9fPnz48M6dO9euXTtz5kyoPJs2bTIajQDlcC4wj4sJ7dsOguycZxaRLBkaUML3xPovKBPA3frTGR5rArgM/AveFxYyYR4H8F4eSvXPnDmDtl5Ijfn2229/+OGHH3/8EWl433777evXr0+cOHHo0KGLFy/evn0bd+zWrVsXLlw4duxYfX19OKvbohnJQ0yAW0TJFwFZeaQBY40RCoWZmZlr1qypr6+nkmskgFHOa0VFBQplly5dOnz4cIPBYGW9hyFqIFGFGA2JrMQRiOYYDIba2trly5eTx0RbnYDv2O32xMTE0aNHI7qPCfbzzz+DxQBo/vjjD+I1P/30E7q1X7lypa2tDWmiPp8PIAunCXRDrVZTKaySGwQH/KDcS/oD+jGyFuRyOYQYnJnuKqUR8bAi65e1FKD+Srmm4uQoCf8qWTcQZUiXkbBGmcRTEHMlltH/XJGRkdBlYmJi5HI5RYVIR6BJTNHrkJAQoVAIfVvIqiulrBcEmWVYWFgUi2FTMCWU9crjPQjiPiKRCAvynDlzvvnmmxcvXhw5cuT48ePXr1+HtaB86cGDBxcvXjx58mRnZ+e1a9d6enpevHiBtJr58+evWLHixIkTFy9evHjxIjq/rV27trm5ec2aNQcOHBg6dCg4CEhZKNeUk9eecG0B0XcBVyeNT4FE8AnE/wll+JtAmY3/R5QhKhrFmh8KuToSECuikCEhIV6vd9u2bZcvX0ajDEDzmzdvnjx58uTJE/Saef369alTp7Zu3XrixIkbN26A/V2/fr2rq2vLli2pqamUyYlvoQlKs5yfxxKu/WuAFsAHm8RicUZGxieffDJw4EAomk6nE8QE1T0oQUak+aOPPhoxYgQ0CDtr6Es9n6iXJY8ysEYQAWglNTU1y5YtKy8vJ/UX38WXOA8cOLC1tRV7Y3z11Ve//PILMOU3bgBxfvjhh6dPn964cQN5j0eOHGlpacnLyyNORx4iz2UUXEn6fxkEMQq2iZKWdWsH6KA+Tsa2flay3d14LhMQ1+sv/dJzFPatxf1/owyfLwPbIFkOwQiarP8FZVAPzn+cRKCAZR8D0Ctgm4QERI5gUfjNEawgm2ROPqk/jEsFxvUEBwebTKaDBw8+ffr09OnThw4dunz5MtZblPzdunXr5MmTra2tn3322ejRoxcvXnz69Ont27ePGDGisbFxyZIlu3btOnHiRGdn5/Hjx3fs2LFq1ao5c+asXr166tSpcrk8LCxMJBLBxaDsONJ9o1hTcQGXLkhYQzyCTJo2RfjvKMPjyF++9Z9QhrCeUgFpDYhivSmILuEXWSyW5cuXt7e3g8s8fvy4p6fn+vXr58+fv3//fm9v708//fTtt992dnZu2bJl06ZNZ86cefDgAbomX7lyZeXKlWazGRxKxPW4CQhRByyScq6nL9EZMUs3l7M93tPS0hYvXlxXVxcdHQ3LR2Nw6qGNBig2m+3jjz9+//33EVRCei4WNuzEBmKCvk0keaDVA0W+9Xp9dXX1kiVLysrK7HY7GjvEsc6epCUXFBRs3br1zp07qMh9+/btTz/99Ntvv/3yyy+//PLL3/72t59//vndu3c//PDDmzdvIHVdvHixs7PzzJkzW7ZsGTNmjMvlIiFWw/rLwIeivMH/AjQyVocBlJFxbb1wJ8kbJQmMgnQYhDU8Reqv1/AURszl0AYAAhn+X6MMcfsorhenkG14Sh4Nbznh4eFisRjFEUqlMpIFX8nSorhGU/QvJcjzZkMQQ4iDXFWRSEQhGIwQ1mA8lOXLhPUNuwQFBSUlJTU3N8+ePXvt2rVQGR48eNDT03P//v2urq729va7d++eOnXqgw8+GD9+/KxZsyZPntzY2Dhp0qRNmza1trYioHv8+PE9e/asX7++qakpLi5OIpEgHBPGGlmRDxjOhX76Uxi671F9Q/sBH+dRJqJvZQYRJVKLw7h0oQDoCRCDorhG7vwaQII08A4QKRAI1Gr1rFmz9u/ff/78+evXr6NA6ejRo0eOHEH7ZIRLrly5smPHjs2bN586der69evXr1+/dOnSqVOnpk2bJmNphyLWCk/C0nwJaPonZRBpl7C+vwhaA2g0Go1EIvF6vQsXLqyrq0NeGVrAYYtrj8eDFrZIilmwYMGUKVOQMIIiZuy7hqgTtdQEfSAuQ5FvWHhFRcWSJUvAZQBPACA+EpyWlrZq1ar79+9D4Hv9+vXbt28BLj///PPbt2/fvHnz9u3bd+/e9fb2QhOEAHz16tVDhw7NmzevqqrKbDbL2NZaOrZvB1VO8pUQStYe8D8J51LW4ZSy7CB1USoAhe1QRitn7VDlfZu3S1lSUoDcS2EfnrbA2ENZ5TBlV/xFjIncEFqQeS8pwHIELPVWJBJptVqgTFTfbBr6FL/e8pItiaCwh0hW34DZL5fLkUpIKEMeE9lkAMrQYRAyg4ODx44di5oD1GFfvXq1ra3txo0baF6F0puWlpbFixevXLlyzZo1SB1ubW09duzY4cOHd+3atXnz5hEjRuCE/QkFj5JExwIGUEbIBdHCmQMY1ncQypB/FMblFoezXjb9fz5/SbyIE855W/Rk+cuIYBtIhLM2GnK5fOLEiSh07OzsvHz5MjbDO3v2bGdn56VLl9AJ+NSpU6tXr96+ffuxY8c6Ojo6OzsPHz68bdu2gQMHkkZIEMMTGbn8L/Y/kbA6AzAgxEqoLwRMQiQSeTyejz/+GL0dUJVHDVzANUBYEhMTm5ubR48ejZRZVB4hXxZ+k4ntVEv5MlB/zaynN48y0GWAVla2OWRMTAyuKiMj4/PPP7958yZt9oC8mHfv3v3tb3/7/vvvv/766x9++OGnn3766quv0KCnq6vryJEjX3zxxb59+5YsWTJt2jQ0FYmNjX3//fcrKyuxvgL+tGyjEooiBaAMvS5nXaL52veAKFJAlgBlvsi57R55f5ZIZX8VhjweosZut9vv9+fk5JSWlvp8PqlUGtiRk8zjL1EmAGL4eQyUiY6OVqlUUVycm+gMHxnhDYnshJZuniIBZcBloLbydhiAWeFcv05iTOHh4UFBQX6//8SJE9euXcNeSxcuXGhvb6cdJnt7e2/evHnmzJnLly+3tbUdPHhwz549+/fvP3DgwIEDB3bs2LFjx45t27Y1NDSEsU0LeOwI+O9fogxRPyGXcxjBqivD+g16nZd46PhwLqrN3wTeXQogQTygEI4HnIS4ZEREhFgsbmpq2rVr14EDB44fP97W1tbe3n7z5s2enp7Tp0+vWLFi8+bNe/fubWlp+eSTTw4cONDa2nr8+PHjx49v3ry5paUlJSWFRJkAfOEhhuY6/ssriyKRSKfTIW3f6XTqdDos0VFRUR6PZ/HixYMGDaIuCpBjIZFQiNrtds+ZM2fo0KFU8QRllw/WBFQ2UXKKmW1XYjAYysvLFy1aVFlZSQ33+J5S0FkHDhz4xRdf3L1798cff/z111+///77V69eAXF+/fVXBLN/++23169fnz9/fs+ePevWrVuzZk1LS8vy5ctXrlw5d+7cefPmlZWVSSSS4cOHHzx4cPbs2YhwaVnfvACU4cWU/mKwvF8GI88cKSBNAg09BRlLgeHf5VmMlEv/JYjAdAoJCbHZbIcPH0Y+58uXL48fP+5yuQIrDP7/oQzUHA3boYlnUEKWHQOW/n9BGTJd2JhCoTCZTJBv+E+RLfGmxaMMnTMoKMhkMm3atOnGjRtAlitXrpw9e/bSpUuIoVy9erWjo6O9vf38+fO7d+/evHkzJsGGDRvQyAqJeWVlZYR9vOcZ2XfwEBPJBXEIZYRc1UV/aOCBhlAGt5SvvYjkIncBntdfDrrzAddP0M9fNkT0sWPHbty4cffu3a2trWfOnEFyI9o+tLe3b9iwAVhz5MiRs2fPnjx5ElHtTZs2zZ4922QyCVmn94BQUYDWyJdH8zKwWCx2u92DBg1CB0y73Q53SSgUut3u5ubmuro6IALcHwSPQGrQF87pdDY3N7/33nvUAY8qJ8kfocy3gBQ4Yjp6vb60tLS5uRkeE9VD/X+cvXdck/fePm6PVavVuupRO7TaqhUVUUFkT9lh7z3C3pCETQIJJIywA2ETVthD9hSc4KoDRcVRHIir2lptT5/zPH7/uJrPk9L2fL+/3/2HL4gQILnv636Pa2C3Bdretm3bQkNDxWLx6dOnb926NTY2VldXB+Tt6uqamJj4/vvv5+fnp6enQUan0+k0Gi05OTk+Pj4sLMzPzy84OJjFYjk4OHz55ZcMBiM2NpZGo8nLy2OeQsSc0iizYOgrXX0QDMLjK1euXCMlPZWuVsgj0o2qNGeStKsLqDELGiU88sEHH6iqqk5NTf3yyy8vX7589+7d9evXVVVV/7qWIZ08uST+DmLIfXvFihWEKyX940lZjl93wSXxlygjPVtZsmTJmjVrMBtfKZUcIN2bSA8jyHUufWcGVd/f3x8xBjDcFIvFWVlZkZGRfn5+rq6uECi5uLgg59TIyMje3p7L5TY2NtbW1ubn58fFxe3Zs2epFL9uwUsh/ekCZJE+pLF/mRRX5c/Vx+LFizE1h8snGeB98skn5A//8I+TqQWvqvQhXd+RX5L8VkskPu3kXV6+fLmnp6dAIODxeGVlZegcsa0Ti8Wtra0QowqFQkx/09PTS0pKioqK0tLSzM3Npatr6bN2wam5QhJut14SCLNSolNfuXLl4cOHAwICdHR0MJ1ds2YNvnfnzp1BQUFmZmbEwAk6QPhFYj8NAh7UnihMpK18yayXUH4JyuA5N0uyTf75z3+qqakFBwdra2sTNylCqN2zZ8+GDRtkZGSSk5MbGhq6u7u7u7tFIlFubm5GRkZGRkZ2dnZ1dfX58+cfPXp0/vx5QLC/v7+bmxt8PGGd6eTkRIJlmEwmk8nMysrS0NBYuXKltBsOoQ4tKGRILbP2j1TpBe4W5BkI6YZ8Cswls+FPJKLlFRLZx0qJhuAjydR1pYT3j0t77dq1K1euVFJS6urqmp6exhS8t7dXUVFx6dKlf8iWxJ3zL1FGus6XRhmclCtWrFi3bh1QRrpXWi6JbQIcLkAW6Qkuud9Kowxqmc2bN69evfpDqVTJD6WkgAumD8ulYirxnKjlDAwMamtru7u7+/v7+/v7m5ubi4qK4uPjaTRadHQ0eL0RERH+/v4ODg5IZS0pKSHxkr6+vuvWrSM6AGmQXTAKWVDILEAZ8pL+HcpIPyFevQ8//HC5RFGNxoE8Tl5Gsln/O5RZ0FWRX5KMosm7vEwS6efh4VFRUZGUlAQNelZWVnFxcW1tbUFBAWq95OTksLCwiIgIFovFYrGEQmFhYSGDwdi9ezfOTukRzHpJhgZh8WM787UkdA0liXQCiYaGhq+vb0BAgKGh4bfffotrfv369Tt27PD09DQyMsJ4BZa3WFRLsk++AnGGRqOhQPiznQpBGbLN2SAJWiFJTFjuqKioBAQEaGpqEqsX+AccOHAgNzfXyMho69atKSkpDQ0NlZWVcFbHiRQYGBgVFZWamjo8PPz48ePz588nJycHBASEhoYmJSXZ2NiYmZlZWlpSKBQ3N7eEhITIyEhDQ8Pk5OT09PScnBxlZWVAMMZSZHa7Tsooh7jtbJbkwxA3CQyqIcXEdJwE4JE8PBLvjY8hrYQ0gbherZGEAqK5+eSTT9b9MaQcS328BXJych4eHuHh4T4+PriU5OXlt27damxs/L8os2TJEmyylyxZQm4+BEekS33p2ynOWrQ2qGXI1U7K748++ohcFYCPD//oWYmTG1OPFRL3iQ8//HDt2rVffPHF2rVrl0iI/AAjQjBZLiU1wAuB55EGrH/84x8KCgpZWVmNjY39/f3d3d1isbijo6O3t7e+vh6qpcrKyrKyMjabHR4eHh0dzeVy8/PzCwoKCgsLeTyelpZNMPpHAAAgAElEQVTWh39cpS8AF+n+URp9lv7HY8kfj2V/OsjFv3z5cvQdZMi/7I906r/smBb0mOQtWCHJ/VsusQomrd9ySSidu7t7fX09h8NhsVh8Pl8gENTU1PT19Q0ODg4NDbW2tiIUJT09vbi4uLS0FOZVoaGhpqamJiYmVlZWdnZ2rq6uVCrV398/ODiYRqPRaDR0BPD64XA46enpmZmZGRkZcBrOzs7Oz8/Pz88vLCwsKysTi8Vw+czLy+NyuUlJSQwGIzIyMikpycjICHfjTZs2HT58WE1NDX4O6HTWr1+/bdu2iIgIR0fHBZR8Ai7kcYI1eGRBb6WlpRUWFqalpYVeCc+/bt06DQ2NxsbGzMxMWVlZFovV3NzM4/EsLS1VVVX37dsnLy/v7e1No9HS09O7u7sfPnx44cKF+Ph4BoORmppaVFQkFAqRw4PXNicnJyYmJigoKDY2Nj09PSUl5dtvv/1EkqS+efNmUqDBuQaBvIDmnTt3EuDYs2cP9vo4EL1EQsHl5eXl5eURioIsNxUVFXl5eWVlZU1NTU1NTYSCa2tra2lpQYN64MCB3bt3Q8AJTCf5eTt27MCP279/PyRd+Bi/BgZqsrKyX3755e++v/8BZUgV/aGEDEIu4CVSWxIMgNetW4cif7FkoQWxMlghf3eQPggoA4gBjqxevRreTuSKwrFYMtxdIeUfiovnI0lywFIJKW7JkiUHDhyAULi1tbW5ubm+vh4ucChVEhISgoOD/f39AwIC6HR6dHQ0i8VKT0/Pz8/n8/khISFbtmz54IMPyIvzH46/hI//gEo4pEuMBXUiufgX9CAEx5dJKbn/DmVIfbdU4uCBpwVmScMZIUxRqVSxWJybm8tgMPh8vkgkqqioEIlE6JUKCgqADqhxML2i0WgRERGNjY09PT0gKJ04cQLsAWg7SDD51NTUzZs3EVZ548aNGzdu3L59e2ZmBqlyMzMz9+/fxw747t27s7OzIJvcvn17enr6ypUrJ0+eTE1NlZOTW7169caNG3V1dc3MzDCLxTW5bt267du30+l0JycnYlspDTTSx39GGW1t7bCwMA0NDRQL6JjWr1+voKCQn59fUlJiZWXF4XAaGhpgqB4cHEyn04OCgnJycnJycmprazs6OhBclZaWxmAwcnNzoSkViUTYdXZ0dGRlZYWFhTGZTKw4/fz80Cht2bJl3759GhoaFArFyMgI7bylpaW9vb2uri6ClhBjAtM1XOqwvNmzZ4+cnNzhw4dVVVU1NDS0tLR0dHSOHj2qpaWlqampra199OhRfX19fX19IyMjCwsLS0tLc3NzMzMzU1NTCoVCoVDIBwYGBjo6OkpKSnJycvv374ejMIyo9+3bB2E6cE1GRgZiMVQ327dvX7t27e+OnOD+LpWw8oAypFJasWIFzlrpW/QSqZEhhAh4apR2xIkHb9WC8fjq1avJMBgVCtk6E4sm4M4qiQP54sWL0aYul3D8lkjIvqQZwUVI6iDpcez+/fvz8vLgy19fX9/Q0NDW1lZXV0fsI1Gc02g07LPz8vIKCgry8vJYLJazs/Nnn322RDJz/dNo9Q/Hf8agBXAjDTFkYiJ9SAON9OCNFB0ERv+vtcwSyRp7xYoVgJuPPvroE4kClgANToB169bRaLSmpqaGhobY2NjExMTS0lKxWCwSibKzs6Ojo8PCwkJDQ+l0Oo/HQxmYmpoaEhLi6upaV1cHRLh///709PStW7cQsH3nzh2ABWK2kYF79+7dW7du3bp16+7duwjhvnfvHoIrZ2Zmrl+/Djwiybn43ps3b05MTKSkpMjLy6Os0NfXx1IGYLF27drt27czGAwnJyfi27RZEnpPQEQaZcinC1BGXV09JCREU1MTD+J/16xZs2XLFoFAMDw8HBUVxeVy4WFUXV3d3Nzc1tZWXl6OuqysrKyxsXFqaurOnTtCoTAqKgqJnadOnSIsvp6eHjab7evrGxMTw+Vyc3Nz1dXVP/74488+++zIkSNOTk7BwcFBQUF+fn729vb6+vp6enrGxsZaWloHDx5E4qWurq6dnZ2vr6+Xl5ednR0aMQMDAyMjIwqFAictAwMDPT09PT09bcmhoaGhoaGhrq6uoqKirKysrKyspKR0+PBhBclx+PBhPI44EENDQw0NDdRECgoKioqKCgoKYDYC1wB5KK+srKycnJwUFRXXrFnz+1yGoMzHksxTTH1IP7ZUwun6UJIrtGHDhi1btoBwCay1t7e3s7Oztra2sbFxcnJydnaG75y7u7uTk5ODg4OtrS2BTAMDAy0tLTU1NZLksHXrVlAV0fKQQcOCUdFyKXr+Rx99tOqPllqk21oisWvBhbp79+6CggKhUJiamlpQUNDQ0NDb24tkD5FIBOOCioqK4uJi5BCVl5cXFBQkJycHBQXZ2dlt2LDhQ8kaWxoXPpRMi8ixoDz5z3i04JG/LHMI3JCVH8FQAvT/11pGurJDJbhMkqOyatUq8mICqZcsWWJkZFRZWYn7cHl5OYPByMnJAVOmq6urvr4ee7esrCyRSNTY2AhnDMwjYmJiJicnkQuMRErkBaOKAUeJxAcjOu7ChQtILkdmOb7s8uXL+F7Es1y7dg0JCtclx4kTJxgMxpYtW1RUVMBqw9AHJNpt27bRaDRHR0dMLgAfGNAQw8o/d0+bpTKt8b9qamoBAQFaWlpg0GACApFhXFzcmTNnUlJSeDze0NAQhLjDw8MtLS1NTU3Hjh3DNrOmpmZycvL27dsikYjJZLa1tV2/fh3l27Vr186cOdPU1BQfH+/u7p6YmJiXlxcWFgYLellZWS8vLy6XC4ej2NhYV1dXHR0d1CYUCgU9qZ+fH2ZAiYmJdDrdz8/P0dHR0tLS0NBQR0cHgnVwWJBaJ13yYC4DztGWLVug6iLOx8ScdMuWLTt37pSXl0c/ZWhoaGpqqqqqigQ78gwY6KCQFAgELS0t4eHh+/bt+33H9HcoI33zXLJkyfLly9esWfPll18eOHDA0NDQ3t4e2xkajRYVFRUXFxcfHx8XFxcXFwdf7qSkJA6Hk5CQEBMTExsbGxUVxWAwGAwGzkjMDgMCAvz8/Pz8/FxcXMzNzY2MjOAXv3Hjxk8++WSJRKz8kYREg1n3Ekl24ieSJG+MqQg9Z4nUfHT79u1+fn6lpaX19fV8Pj82NlYoFPb394+Pj4+MjJw4cWJsbGxgYODYsWONjY2lpaVCoRA358DAwMDAQFtb2/Xr15P+bsFglaiQiLp6yR9XRX8+/ow4pK9Z0EZJA82CodhSqUU4qf7+DmWW/HG1R4oXrAnwU3A7+fDDD/fv319TU4O+EmJrPp8fFxfX0NAAlQYMaNB1Hjt2rKamhslkxsTExMXF2djYaGlpwRvs0qVLiNaenp4G+RU9ET4llQtqk5mZmXv37t2/f//+/fvwfCKVC1Sa9+/fv3v37oMHD2DUMj8///3334+Pj7u4uCgoKGhpaSHGgKx+v/rqK1g4S3NhSNcDOgz4eAvsFKRRZtOmTSoqKq6urjBnID5YaMrs7OyGh4erqqowFz937hx6uosXL0JnMD09ffz48aamplOnTk1PT4vFYg6H09raivgH6Oy6u7vLy8ujo6NdXV0FAoFQKFRXV//nP/+5c+dOS0vL9PT0rKys2NhYDocTGxvr7e1tZWWF+7S1tbW7u3tAQEBgYKCvry+VSnV1dbWysjIxMdHT08MtHLHLmNQAUzC+IXmb3377rZycnKKiopycHEKdoL2AY7GcnByFQnFwcNDW1t6/fz/0okpKSoaGhpaWlgcOHNi4caOMjIympiaiisHT+fjjj9etW+ft7c1isaKjow0NDRfumEgj87HEygxjDpzTq1atkpOTMzc3d3NzCw8Pj4+Ph7UlbC6BKSkpKWw2Ozk5mcViwZIuOjo6NjYWKEOn0yMjI0EZiIyMBNZERkbi4/Dw8KCgIB8fH0dHRwqFoqqqumfPHviGkKtupcSak1wYqyTOxp9IUhNI3bFo0aKNGzcmJCTw+fysrKyGhgaRSMTlcqOiogoLC/v6+k6cOHH8+PG+vr62trba2tri4mJM5lJSUkJCQsLDwyMjI7HqNjY2lpOTW7NmjTQ/kJQziyR5TAvaIiIFIJAh/cF/qGWW/mlrvmBdtVSyhvtz4SM9r/lQStghDUPLpej/SyUcnMWLF+/YsaOwsPDs2bNgymBG3trampSUxOPxkAI8PDzc09MDhlFLS0tmZmZiYmJ6enp0dLSLi4uGhkZCQkJ+fj58sADix48fHxoaGhkZGRgYGBkZuXz58tmzZ/v6+s6cOfPo0aNXr169evXqwYMHo6OjHR0dnZ2dMCGGxHl6evr27dsTExOdnZ3t7e3Hjh0bGRmZnp5+8eLF69evGxoadHV1FRUVt23btkGSoLJmzRrUMs7OzlghbZQKt5c2uySsPNI9oeQhxY6srKyysvKOHTugPyByp08//XT37t1of8RicUFBwdjY2K1btx4+fDg7Owv50szMzLlz53p6eiYnJ2dmZlpbW9EQVVRUHDt2bHR0FJtv7Ob8/Pyqq6tpNBqUnGpqanFxcdXV1UlJSSEhIcnJyTweLy4uDnbChoaGhw8fPnz4sIGBgZ2dHRajxsbGurq66IM0NTVhVLpnzx5ZWVl5eXkkusjIyJBNE6Y5xsbGAQEB7u7uR48eVVVV1dPTAy4YGhp6enqWlpZWV1dnZGRERUWZmJgAntTV1XV0dFDcmZiYWFpaImNv48aNmMWArLh161ZnZ2dHR8c/7JgIyqAgxxJ++fLluHgQQgYiSWJiYkJCAovFSkxMDAkJCQkJYTAYLBYrKSmJyWSioomJicFaARIhPz8/f39/lC0hISFBQUGBgYF+fn4YiKDqCwgI8PHx8fb29vLycnd3d3V1dXBwoFAoBw8e3LhxI64H1DJLJfuj5cuXr127FrXMakkGLrmBL168OCQkRCQSeXh4YN3Y0tLS0NDA5/Ohsa6srGxoaBCLxZWVlYWFhXl5eXw+PzExMTAwkE6ng0Pl6emZkJBQWlpaVlZGpVJ37dpFOiNSUyxIZSJQsmAssvRPE9//gDIEL8gAWHoZJP3IColdFsEjFCnLpPw6l0jN0ZZIuJSfSGLnIP5cs2YNi8VqbW1tbW0tKSmpqalpbGxsa2vr6+urqamh0Wh8Pr+np6ezs7O5ubmmpqaioiIzMxN7k+zsbBqN5uHhAUfOjIyM3NxcJpPp6enp6enp7e3t6urq7u7u4ODg5eXV0tKSlZVlYWHh4uIyODj49u3bn3/++datW2lpaa6urjY2Ni4uLkwms7GxEU5aYM3SaDQbGxsbGxtXV1cOh3P58uU3b97cuXMnPDwc4c1EYbhu3bovv/wyNDTUyclJGmWkmyZpW5kNkngQ4iaBL9i4cSNS2Uh6EaY8QJkNGzZERkZOTEx0dXXl5eX19fVdvXr1wYMHT548mZ+ff/DgwfXr10+dOtXb2/vdd9/Nzc2NjY0VFRWlp6fjRisUCqurq/Pz8zkcjr+/v6+vb1JSkqam5ueffy4nJxcUFFRbW1tTUxMeHh4WFpaampqXl5eVlZWYmOjo6Hjo0CEFBQU1NTUDAwO8JlZWVhQKBVWMuro6Un2wq/bx8cnIyPDz8zM3N9fX1z948OC+ffsUFRWRJ6Wnp5eampqSkuLo6Hj06FEDAwNbW1sHBwdPT8/c3Nze3t6Ghob6+vqmpiY2m62np7dt27b9+/cfOXLks88+O3z4sLe399GjR2HavWXLlsOHD+/bt4/MUikUipeXl5mZ2d/6y0hT6RQUFEJCQmg0WmBgIGxxo6KiwsPD0QQ6ODi4ubl5eHi4uLggLgMzGgqFYmlpaWZmpqOjY2BgYGBggIE2lp3gC1haWtrZ2dnZ2Tk6Ojo6Orq4uDg5Odnb2zs4ODg6Ojo7Ozs7O1tYWBw9elRNTU1GRuaf//znckkw7jKJ2zlkL4AbMjxatGiRpqZmZ2dnZGSku7s7n88Xi8W4GXZ1dQkEgqioqODg4MjIyJiYmJiYmIiIiNDQ0MDAQB8fn6ioqIyMDKTKA+kiIiK4XK6Xl5evr+/atWvRHC37E5v5zwQ5adD5y4aIHAt2TEv/tGZaADHS9DbyxTiwhyLESOlnWCHJKQY0owAEd9HT03NkZASBDVVVVbW1tWKxGFKmrq6urKysgIAABoPB4/FSU1OZTCZcSpOSkgQCAQp7Ly+v8PBwLE2we/by8tLU1ERsM/41NDQUiUTp6emqqqrKysoxMTGPHj36+eefHz9+XFlZaWtrq6ur6+npmZOT09DQgATLK1euNDY2BgUFWVpampqaGhkZ2djYFBYWzs/Pv337tqmpSVZWdv369YRWt2HDhs8//zwgIADc379EGengETIeli55ULlAPEmEkQAXYk8nJydXVVV15swZVMpnzpy5fv06Ojv8zm1tbWNjYzADnpqaamhoQCCyi4uLv79/amoqj8cDR9nOzk5RUfGrr77avXs3hULJycmpq6vLyMjADY/H4+EuGBQUpKampqio6Ovri1RCOzs7Gxsba2trMzMzPT09eHopKCh8++23W7ZsUVZWbmpqunnzZlFRUWBgoIODg6amJlxEzc3N1dXVDxw4EBwcnJSU5Obmpq+vr6qqqq+v7+TkhHR5mODU1NS0tbWVlZX5+fnt27fvq6++UlVV1dbW9vLy8vPz+/bbbz/66KPNmzdjky0rK3v06FELC4svvvhCW1vbw8PD3Nz8b2sZnIKLFy/eu3dvamoqgtY5HA6dTvf29ra0tDQxMUGVdeTIEZRnWM7v3btXVlb20KFDyMRSUVFRV1cH+sLtXU5ODpt8LMOUlJTU1NQ0NTWRRmhiYmJoaGhoaEiQyNra2sHBgUqlurm5GRkZ7d69Gxw/XE5EPApnAGzEFi1atGHDhvLy8oaGBj8/PzqdDr5MZ2dnT0/P4OAgWDMCgSApKQkdHI1Go9Pp2DHl5OTk5uamp6eHhYVZWFioq6ubm5tTqVQNDY3Y2Fg1NTW8XAvGvX8ewSyoXP5/oMyCykW6Y5Km1Sz74/HxHw9ClSTCNvDl8FotW7Zs/fr1Dg4OtbW1p06dSkxM5HA4oPmSQWZnZ2dtbS32+s7Ozg4ODk5OTu7u7rGxsYWFhSUlJTk5OfHx8b6+vhEREe3t7Ww2m8PhoDZkMpmRkZGWlpa6urra2tp6enqYsuvp6eno6Nja2p46derdu3evXr26fPkyh8OxtraOiIjIysoSCASjo6OTk5Ojo6N5eXkeHh62traINIJ6/uTJk//93/997949a2vrNWvWACNAFv/qq68CAwP/EmX+7G5J/pesmQgMYXMqHSdArDM///zztWvX2tnZnT9/Ho12d3f38ePHMe0Wi8VcLresrKy1tbWvrw8p7CwWy9PTMyQkxN/f38bGxsPDIy4uDgQ2Dw8PrKjj4uIKCwtbWlrEYnFycnJISAibzcbzMxgMXV3dffv2wcmcxWL5+vo6ODjY2NhYWFgYGhqqq6tjvisrKysnJ6esrAyz/dnZ2dbW1ujoaCcnJ319fWVlZXNz85CQEAsLi927dzs4OHC53NDQUCsrK3V1dTU1NTc3t4qKio6Ojurq6traWvSqhYWF/v7+hw4d2rRp08GDB5HtYWJiAkayrq4uhtMuLi79/f1nzpyxtLRUVla2t7enUCgLMwxwEi9btmzVqlXLli2Tk5Pj8/kQLmdkZOBkMjExOXTo0L59+xAdDfEYaXTXSWL68H7Iyclpa2tjRId+Eksl+CTu2LEDCzDSKMrLywO21NTU0GEaGBhYWVk5ODi4u7tTqVQnJycdHZ1du3Zh1ITRDPiRa9asgbRyyZIl0dHRV69ezcrKolKpgYGBfD6/trYWquK+vr6RkRHkeLS1tTU2NlZWVmLuW1RUhB1TcXExl8uF4k5fX5/JZCKGCcUttjbS7KEFvckSyeJGehT9/4IyCygzfwkx5GuW/dVBiDCkllku8eIgiyo0euvWrTMyMoqOjmaz2TU1NQKBoLu7G5vpxsZGdEydnZ2dnZ0dHR2tra1tbW3V1dU5OTlwGgd3EQxp1H2BgYHu7u6FhYVCoZDH4/F4POSWIHWbzWYjEbigoKCystLY2NjIyMjAwCArK+vly5c//vjjq1evTp8+HRYW5uLiEhoaKhKJvvvuu1OnTjU3N+fk5GASj5sQlpVZWVnz8/M//fSTSCT65ptvQGMDW++rr76iUqnW1tZk+ksmuwt4engEJQxmNJslQSUQcwO2wDzeKLHjBQ943bp1O3fuzMrKKikpyc7OFgqFNTU1CMwA8wWem8HBwXFxcXQ6nUqlMhiMrKysuLg4Ly8vT0/P4OBgLy8vCoXC5/PBLbpx4wam3VevXi0rK0tOTi4sLMzKykIosK6urre3N4xQEXxqa2tramqqr6+PGufQoUMY8To6OsKJeXx8/ObNm1NTU01NTd7e3pqamioqKs7OzqmpqV5eXvv377ezs0tNTY2MjHR0dNTW1lZXV7ezs4uOjk5MTGQymfn5+aWlpVlZWXQ63czMDP3EZ599ZmlpGRER4eDgALWEo6MjnU53dnYODw8HVcrV1VVJSUlLS8ve3n4hyuBf8L727dsnEAgQH5OZmZmQkMBkMsPCwgwMDOBRpqKiAvMq1BH4ro8lbknLJOID7MDMzc29vLz09fWVlJQOHTq0d+9e7NgPHDggLy+Pjg6jr507dwJxyNJeW1tbR0fH2NgYdwAvLy9nZ2ddXV0ZGRk0gVD6rFmzZunSpYsWLXJ2dj5z5sx3332XmpoKPgWXyxWJRB0dHR0dHQMDAxhhtrW1tbe3d3R0YPqLZXZxcXFVVVVRURHuJLa2toaGhrGxsWNjY1QqlUKhsFisL774YqnEmo8MiZZIODXLJPQTUncskbjPSA93FxzS37sAQaSfTXpAs0JK+C5d+Eh3WwsoNqjCNm/ebGRkxGaz+/v7e3t7KyoqSktLS0pKsFri8XjFxcVIsG1paYGrQ1dXV2dnZ3d3N8y9ysvLS0pKKisrxWJxSUlJcnIyVBqOjo5UKhXFdkZGRlxcHI/HCw4O7u/v7+joKC0tzc7OHh4ebmhosLOz09DQUFJSsre3n5ycfPfu3du3b2/evAnJtbe3d29v76NHj44fP15cXFxRUcFisWxsbAwNDY2NjVHRuLq6jo6O/vjjj/fv3/fw8Fi7di3Gt+vXr//yyy8dHByMjY2BMsTYgcAHiTeCvgllDkYzaLukZzd4BrRL8H/B1AZ10N69e42MjCIiIthsdlpaGqF6IkJDLBZnZmbGxMTEx8eXl5fX19dXVlbGxcWhqElMTPT19bWysjp+/PibN29ev379448/vn379scff7x69So8p7lcrqenp5aWloaGBovFGh8fv3r1al9fH4PBQCGjp6enqqqKZCgFBQW4edHpdMQNd3d3nzhx4saNG319fajHNTQ0TExMfH19bWxsZGRk5OXlwffT19cH/VdXVxef6uvr29nZeXl5oTtDMCY8yXfu3Ong4IBaTFNTU01NDVweNFz29vYorA4ePEilUv/XXRz+rLhFL1++/PPPP09ISJiYmDh27FhRUZFAIAgLCzM2Nga3B2sta2vrb7/9FoI3otnHG0MEO4sXL/7888+1tbUtLCwQIKumpoYfLycnJycnhxrHwMBARUVl165d0FOQvD7ADVjMKioqurq6pqam1tbWtra2dnZ2R48eVVBQ2L59O04CDGXs7OzGx8fhS5aVlYWmjMlkVldX44IZGhoaHR0lQNPU1ISpcFVVFXTYVVVVOTk5SUlJfn5+GK1pa2tTqVRbW1sVFZWUlBQTExNsash8ZLkkRA1/9QqpeDzp61z6kN4ZLZeKK8LzSDc7yyUS+RWSQMiPJc7tH0nUG2QSRNbV0ksoUB+XLl164MABa2trFovV1NTU2dmJsXddXR08JcVicXNzM/JnQTBraWlBAdjV1QX5dVtbG5KtKisrGxsbGxoaCgsLk5OTmUxmVFSUv7+/uro6MpsgcM/Pzw8ODubz+f39/fjG2traoaEhPp/v7+9vZWWlq6srEAhQzty7d4/P51tbW7u5ueXn54+OjopEouTk5KKiouzsbGxVjYyMdHV1MapLS0t79uzZjz/+2NjY+PXXX3/yySfQ1m7YsMHOzs7c3BzDFAAEEjJRhpDkM2k/YCAO9iOQPhFwAa0UH5M5Dpg4qKMpFAqTyeRyuQUFBTwer6CgoLW1dXJyErYyvb29HR0dNTU1SUlJvr6+pqamjo6OaIWoVGpERMTc3Nwvv/zy7t27d+/evXz5Ekwcd3d3Pz8/JycnPT29o0ePIo/l0qVLJ0+eLCoq8vT0tLGxMTY2VlNTwxaJUHIVFBTMzMxiYmJgnIRFsI+Pj66uLtjA4Oypq6vv2LED16CKioqioiJh5R05cgRsPW1tbRsbm5CQENBNrKys0OoaGRn5+vqiCzty5MihQ4eOHDmC5kNVVVVVVVVFRUVHR0dDQyMoKOj9+/eL2tvb4ftLfCiWLVumrq6OyGSBQFBSUiIUCj08PGRlZZWUlGxsbBATYWdnh1i/1atXQwX/zTffYH+GSANcDCtWrJCRkdHX16dSqd7e3qR7JHE2wE41NTV4muGVOnDgACLN9+7dC/UXxj1kjgPs1NHRUVNTU1BQgHaLTqdPTk5OTU1dvnx5YmJCLBYD5oODg4VCISqXnp6egYGBoaGh/v7+zs7O1tZWoAycq1DXZGZmwtLR2traycnp6NGjeJu1tbVBCEJaG3jMBBRWSSLNVknCwhegxso/HsQYAU2ftOHQn32eiHMlNvdY8EOigVELMU/B/2JchRvvrl27QDDLzc0ViUR1dXVisbiwsDA3N1coFIpEIoQ94ANjY+Pg4ODGxkaUflha9/T0dHd3A5SrqqoqKyubm5u7urqam5shoQSDPiwsTF1d3czMDAYRGRkZLBYrLCzMxpzz4CEAACAASURBVMamo6MjLi4Or61QKMTcp7a2lsvllpaWPnv27Oeff379+vXw8HB0dDSdTk9LSysuLobvMraBTCYT/KzIyEgGgxEREVFVVTU3N/fq1asrV644OTl9Lomp//zzz62trQ0MDIgEGQ+SZDWQ0Ig+ECpNYNDGjRulna7w78aNG6FdxD0VryqAZuvWrUFBQdXV1TweD/J0QHBxcXF1dfXY2Njg4CCE2vHx8XZ2dqqqqrq6uklJSVVVVbm5uQ4ODnV1dZh/X79+fWhoCNeasrIyUR6pqqpSKBQGgyEWi1GeYDBsaWmpoqKCtGWsqHfs2AGXUuzgDQwMzMzMUPoZGxtbWlra2tq6ubmFhISEhYVRqVRTU1MXF5fo6OiIiAi0CFCfBQUFhYeHh4aGhoWF0Wg0JpMZGxsbGRkZGxvLZDITEhJoNBpIJ4B7DQ0NXV1dbHh0dXXh8Y6ihE6nv3//flFvb+/mzZsVFRU1NDSMjIzMzMz09fXDw8N7eno6Ojry8vKKiopKS0uho1dTU/Pz89PV1dXS0nJwcDh06NCOHTvMzMzwjEePHoUswsDAYOvWrSjmP/jgg3Xr1mHrFh4ebmJicuDAAYK7cnJyBw8exO4NdCB8ijJMVlYWE5yvv/56x44dkJDu2bNHXl5eSUlJXV1dSUlJRUUFBNCysjIwSkE2PXfu3OnTp6lUqoKCgqOjY3p6ent7e3d3d29vL/7t6+tD7hL0TbBr6ujoEIlEGRkZ0OPb2tq6u7vb2NgEBgZyOBxDQ0M6nc7lcp2cnJYvX75o0aLlErnqCknmnrSbobRtirRRM1wmpdX60oBCPIQI7kOfgaclngAbNmyQl5cPDQ3l8Xi5ubmFhYV8Pp/FYnl7e1tYWNjZ2bm7u9PpdHTXWE739PQUFhbm5OSkpKSkp6c3NTXl5ORgbtLc3FxRUVFdXa2urk6lUkEG6e/vRyEzODg4MjLS39/f09PT1dXV3d09MDAA66/CwsKCggKEdkZGRgYHB1tZWUEIlp2djeiSiIiIgYGBkJAQLpfb09NTXFwcFRWVnZ3d29uLYeGdO3cePnx4//7969evnzx5cmxs7OTJkydPnjx16tSpU6eghDp9+vT4+DjiKBCwdeXKFYierl692tXVxefzU1JSmEwmxM2wByaVCwSHIKfhZoZWHb0GCPvbtm2TjrLdvn37nj170N2DLYJSSJp0s3v37tra2p9//rmtrY3FYhUWFtbX16elpQUEBFAoFHd3d5h+NTY2Zmdnu7m5mZmZhYSElJWVVVVVRUdHOzo6VlZWtrS0sNlsd3d3LS2tvXv3wjsdl4OSkpKenp6VlVVwcHBubu7w8PDU1NSlS5e6u7sFAgGdTvfw8AC3HlN5Dw8PHx8fLIVBW+Nyuenp6eD45eXlQYxaVlYmEAjASuHz+Vwul1BnwZsNDw+Hvs/V1RUjfwidzM3NjY2NNTQ0FBQUcBVDcIBZqpqaGvaJ2tra+vr6/1vL3Lx5MyUlpaampqGhobm5uampqby8XCwWHz9+vLW1lcPhhIWFwc5rzZo1SkpKbm5uWBhh/RYXF3fx4sXa2lqQsoyNjSMiInx8fHbu3Lly5crFixcvWrRo06ZNrq6uhoaGLi4u2LFraGgAHSDolGYQ4UlMTU0dHBzU1NRIijAMRODtTDD7wIED4Cnm5ORcu3bt7NmzZ86cAUt9amrq1q1bfD5fSUmJQqHExMQgUnJoaKivrw/lTF9fH0bouF3j06qqqvT09KSkpKCgIEglXFxcSkpKcnNzfXx8BAJBampqVlaWl5cXwnTAl1kuSbxb4BgkbZtKHCpXSWLPpO2IFpQz0s9D3MxWr169adMmYD2Px2tsbLxy5cqdO3du3bp16dKlkZGRtrY2kUgEPhVmKLW1tQKBoK2traCgQCQSsdnspKSktLQ0FoslEol4PF57eztuv0hrQ558aWnp6Ojo0NAQEHl0dBRs6ZGRkeHhYdCmR0dHW1paEFNVWlrK5/NxqkRHR4eHh0M1lpeXl5eXl5CQcOzYMTabnZmZKRAI2Gw2eEzFxcV5eXkDAwNCofDYsWMQWEKFgJS+ycnJycnJc+fO4Z6BHAUEs5w/f35ycvL06dNnzpw5c+bM+fPnybecP3++vb0deUxwz4MfAnpwHOgswLtXUVHBWBSOWZAgf/bZZ7t371ZWVsbmRUlJCdeVnJwczrqdO3fCNys2NvbZs2f37t3j8XhsNru6uhqmrhiKoxarra1NT093dXV1cXHJysqqra3Ny8ujUqkWFhY2NjaampqysrKwQEcXo6amhkGks7Ozu7s7BErW1taenp7R0dFpaWl5eXnQc/N4PA6Hg704iCYcDofNZsfGxkZHR9NotKCgoKCgoICAAA8PD1dXV9BNrKysLCwsjIyMrKysoJDS0tKCcAmvCcTc0H+DFoz7/a5du1A6YZOF11BdXV1TU1NHRweaTCMjI6wCgQbv379f9Pz589HRUdz/L168ODExMT4+fvz48f7+fh6PZ29vb2pq6urqam9vb29vHxERAUZsUFAQRBaXL1/+8ccfAVVYMXI4nICAAHt7ey8vLw8PD09Pz5iYmJycHFBpSNxyWlpaeno6m81GPcZgMKKiouLj41NSUjIzMzkcTnx8vKGhIRFKkG5506ZNcDDCf+3evTspKQnn5cmTJ3G2TUxMgLnA5/MPHz5saGgYGBhYXV3d29vb2dl57Nix4eFh8C/BN+3v7x8eHsaSu6ysLCUlBRNNUIGSkpL6+vqgrsQKPC0tDdvWhIQEe3v7vXv3YvGPUTRcGohdA5FZkV3Pn90qF9QyC9olAjcff/zx3r17s7KyRkdHkS6AqNlTp04NDQ3BbxSWXW1tbV1dXenp6VVVVbGxsWVlZbGxsUVFRUwmk8fjZWVlRUVFVVZWJicnDwwM5OXllZWVVVdXFxYWWlpa+vn5odAYGxsbHh4eGxubmJjA1Y5YzvPnz1+4cGF8fLy5ubmyshLe4+np6W5ubnZ2dpCApaSkVFVVNTU1YXVQXFyMdzwtLS0oKKiioiI4OLi0tJRGo5WUlMTFxWVkZNTV1Q0NDRH0B+6j5EQN1dfXRz7o7e3FrQIF0djY2MjICKxXR0ZGBAKBvLw8cfxF940TBo0SigV4FIBpdvjwYUQ7Yc0EBj20hcAgVVVVJSUlMH1wgSHE0tvb++7du3Nzcxj0FhUVQX4BkReLxWIwGCABODk5JSYmVldXt7W1MZlMFxcXMMuw3NHS0kKPY2dn5+Tk5OjoaG1tTaFQQALQ1NRUVFQk5T9qefx6Wlpa0FijyUBBAVjEaALcX6IzkJGRwVZX2p4d4Is9r7y8PFgpxIlGRkZm//79cI1AF4KMcPChpEWY+GV0dXWxNff29n7//v2iV69enTt37urVqzdu3Lhy5cqFCxcQvtPS0pKQkMBgMBoaGkZHR48fPw6NBipnjD9mZ2dfv3798uXLx48fI5ezvb2dyWR6eHjU19cjinBycvLChQsnT57EgB2JAkiVRY4PXPJHRkYGBwf7+/sHBgZwtVdWViYmJkIBTKVSnZ2dzc3NDQ0Njxw5gk4KNS2NRjt79iwKGWhtsGB6/Pjxjz/+2N7ebmhoqKSkZGtry+fzMb/EpmlwcPDYsWOEt45822PHjuF6gETNw8MjMDCwu7sb9sBwDi4uLuZwODQajcvlCgSCurq6srIyOp1++PDhpUuXwuCOkGtXS1L4FgxoSBuFx6ULHwJP6I9WSVKKMVH+5ptvUlJScLUDK0HhHxwcRI3W3d2NGObc3Nz4+HiRSASUZ7FY8KBCDxUYGFhfX89kMisqKvLz88vLy0UiEWo0kIb6+vqgbDx37hwki9AEXpUcExMTPT09LS0tkGsXFBSUl5fT6fTs7GzsXEC9Qf+CCXFeXh6NRmOz2bm5uQRf8vLyoFBJT08fGhoC7qOBxRuEehPDe1zAaHhRWMH4Znx8/MSJE+Pj4wjDbG5uplAoyGYDypDWm5TGEPjBzRMPgkNMFtu7du1SVFRUVVWFLOjIkSOYQRw6dOjrr7+G6mfr1q2WlpbHjx8Xi8XwRUON2dfX19TUJBAIYmJifHx8PDw8goKCkpKSsrKyWltbGxsb/f39gTIwZKBQKBAbY4yip6enoaEBJhoMYnB5Y2dy8OBBiAygjSZSaWm+DCoRsNhkZWVR+6NjQPcgLy+/b98+gC/mnvhBGADjeQi1jRg+wOQBXhPYzMCtBoeCggL5TRQVFXfu3Glqavo7yuDuhEbj0qVLN27cuHjxIjKSOzo6IMAnMDQxMTE6Ovrdd989ffr0hx9++OGHH549ezY3Nzc1NTU+Pt7Q0ODi4kKhUIRCIcrsoaEh1NiwuW9qasJMsb29HQ1aY2Mj7KlRsZeWllZUVJSVlZVIDqFQWFBQgOY/OzubcP9NTU1pNFp3dzdutujep6amhoaGSqQOoVDo7+/v6OjIYDBqa2txgg4MDPT39/f19cFD7+TJk5cuXTpz5kxDQwMGCnw+n81mU6nU8vJy2JqcOHFifn7+7NmzFRUV2dnZpOnl8/lFRUXFxcUCgcDb21tGRgZ94ipJOBYKGelhMKl0yBRmQWP1sVTGCPkCAM3atWu9vb2ByG1tbQMDA729vceOHcOr2tzcnJ+fjxDrvLw8JpNZVFTE4/HS0tJQS+fm5tLp9KKiIh8fn87OTpCDILMQi8WYpJSUlKSlpZWXl6NiArhMTU3duHEDQkf4M1y+fHlwcLChoUEoFPL5/PT0dBaLBUEGAiGioqIyMzPj4uL4fH5oaGhERIRQKER8DSZfxcXFSUlJBQUFQMDMzMzKysq2tjZsuxobG5GdAD+g9vZ2LNS7urpQyOCG193djUSXU6dOoZMCNS46OhpObsTwCbMVAA0OUiOTUQsZ9yLXCSUPuarhkAB5ITzGN2/eDP20t7d3aGgoCB/FxcXt7e1DQ0MtLS2lpaVVVVV1dXXt7e1Y2w0PD2dnZ3t4ePj7+5uZme3ateurr76Sl5eHP4O6urqioiJxnwK79eDBg6gd1NXVjx49ilUvls1qamoYPkgbOIB0pqioiKqE2OKhfEMts2fPHuJKhZ5I5o8HHiFfgBUwKQxBZ4ELKp5T+gA8bdmy5Xd/mfn5+XPnzsH1A447N27cuHXr1o0bN0ZHR9va2oaHh4eGhtolR1NTU2tr65UrV3744YcXL148e/bs2bNnP/zww/T0dG1tLRiKRkZGkZGR2CaUl5fjXCkoKEhMTMzIyBAIBNBlZGZmwkMAczv0k+RISUmByAKnLFp62KmBntvc3Iwa/sKFC3fu3Hnw4MH58+d5PB603SEhIR4eHvb29tXV1eXl5QEBARERETU1NSMjI6Ojoxg6oNg+ceIEMqH7+vpKS0vz8vJKSkrI+ABRB5cvX56ZmXn9+vWVK1e6urpg5lRYWIhLFCd9W1tbc3Mz7ml79+6FjHvp0qWkb/rzyknaU14aaAg9F3trfA0YSRs3buRyuadPn66vry8pKamqqoLLFJAOY7zs7OyEhITs7Oz4+HihUIgONDU1FUVEVFRUSUkJlUodGxvr6ekRiUSdnZ11dXX19fXogmtra7EELS8vHxoaOnnyJMpYnBjQSd+5cwcS5PHx8e7ubhaLZWFhAbJvVVUVZAc8Hi86OjonJwfs+KioqPz8fIwqIEHg8/kcDqeoqIjD4XC5XDRucLesqqrCnyYWi2tqaiorK/Ebwt4Qg4+GhgZYHVZVVYGoiv8ViUR8Pt/Y2BgdE8oZ4vtJIAYYhA8AN2DuEf0BZr2bN2/G5Jjc9uFEh7kMfgSFQklJScGcFUADjL527RpCmqanp6enp5Fu2tnZSazFTU1NUVCAU2ZoaKipqXnkyJGDBw/CyE5dXR20eAsLC1NTU6gZdXR0VFRUIEoiiEAQhNBcMeTet28fcu/wN2LLRpb3xN5h618d0st+8G8JLgOUyWoffqDSx9dff71hwwYDA4P3798vmpubu3Llyps3b968efPo0aMbN24gVmZqaqqzsxNkNiz8wdqqrq7u7+9/8uTJTz/9NDc3d//+/cePH8/Ozp4+fZrP54Mm5OjoCMojm83Oysqqrq4WCAQ0Gs3Pzy8uLg7YweFwOBxOUlJSYmJiYmIiZJYw4o2KigKRKSkpCe8c1oRZWVkZGRnYj7S3t8/MzDx58gRuAGBwW1paBgcHo/gUCAQFBQXkhI6IiKDRaGVlZT09PVheYJmNThBp2SjfcMpWVFT09vbCRWl6evru3bvPnj178+bN7OzsqVOn2trawBZraWm5du3a27dvX716defOnf7+/sHBwcnJyYGBgaioqF27di1atIist0khI91AYV6zgCYjXciskqSOrJa40ru6uuIibG9v7+3tTUlJgd49OTlZIBDEx8fz+fz4+Pjc3Nzo6GiYjbLZbC6Xy+Fw4EQlFAqpVCokXYODg1j6UCgUZ2dnfX394uJiFGinTp26dOnS2bNnR0ZGTp8+fe3atZmZGUSaIXXowYMH9+/f7+vry8zMHBsbgxgVtwGUMChVampqYPiUlpYWERGBhRTeViaTWVhYmJ6ezmQywd/BfJTNZsfHx+NMAOmDKPsjJEdkZCTkuG5ubq6urmBs2tvbm5ubq6qqYpiKKcw3kkMaYqSX2fgUQIOOiWyyieEDHscWHE+ya9cuU1PT3Nzcu3fvPn36VCQSZWZmlpSUJCQkJCUlicXiycnJ77///smTJ8+ePXvw4MHMzMzQ0BCLxQoMDGQwGP7+/nZ2djC4cnR0hPqfONoBXCgUCsYcQB8MnmVkZMAsw5+Ag2zlSQWHP3z37t0YwYCjDxIQybolm36S7rDgkDYkh6wU1nQg+hPixcY/HoQ39zvKPH78uKurC9vB4eFhsCTAIoG9Ewha7e3tLS0tuFGMjY2hXZqbm0NiHp/Ph8+Fubm5k5OTv78/5NrYtwcFBfn7+1OpVHt7+5CQkISEBAAKgZXY2NiYmBgsz8LDw2NjY5OTkzMzMwsKCuCZhDMyKSmJxWJVVVXhpO/v729qauLz+S4uLtCJ6urq+vv7m5iYlJSUDAwMjI6OFhUVubu7A9ogg4RVyujoKCZE6BDhe3Lx4sXBwUF0/hcvXoSH2/379xGl/vPPP799+/aHH364dOlSZ2dnY2NjU1MTnuTRo0dv3759/fr1zZs3L1++DOeUO3fuHD9+3NbWFtTqBShDKhdiBy8dSYH/AqygS0KTBeLfZ599FhISUlNTg7/C09PT1tY2MDCwsLCwsLAwISEBNPbs7Gw6nV5eXh4WFoZFD4/H4/P5MTExeXl5vr6+yGngcrlgf9rY2NDpdB0dnaqqKiR75OTkzM/P3717F9MuxAzBCwbGd48ePQLx7OrVqwwGA8/c09OTm5trbGxMpVI5HE5BQQHI8kKhUCAQ+Pn5FRQUwP03NzeXxWKhpI2NjRWLxWw228/PD4Wkn59fQEAATomQkBC4xvn6+vr4+Pj4+FCpVEzriFyQQqGYmZmZmJhoaGjs2bMHN96vpQ6CMtL3W1LLwNkX93ACLuikpG/sJPVt/fr1jo6ODx8+/Pe///3+/fvXr1+DrQvyYVhYGJfLhWUaxo7d3d1VVVXg+8KYMSAgwMzMrLq6enZ2Ni4uzsHBwdra2sLCAkIKaKwVFRVlZWUxiN21a9eCPwE9C+oLUqcQKETRsW3bNpQ58MciaXCESEHCWNb91bH2bw7pbJY/H0Cxf/zjH7/7y8zMzBAvUlKmoiLFNAQbBNSiGHOMj48/f/789evXs7OzZ8+eFYlEnp6eFArFxsbG09MzICAgKCgIime4xnh7ewcHBwcEBNjY2Pj5+WHBRqfT6XQ6aIX+/v6whggKCsK6Afs5YoiF/Boejzc4OHj//v3Z2dmJiQkUzAkJCerq6jt37pSTk1NRUYF/PXGW7evrw6kJXiZCLQYHB2FiMDw8fOnSJXzlzMzM9PQ0Jp137tyZnZ0FUmCNeu/evZ9++ul//ud/fv3118nJydbWVgx0MHS8ePHimzdvfvrpp5s3b3733XcTExMnTpy4fPny7du3L1265O3tDRouwRQweqVXTtJ1DQEdsofC1xCD8TVr1mB6D1dqDQ0NGNDW1tYmJyenpqbCvpvP50dHR9fU1Pj6+hYVFYWHh6MYjI2NBY/u2LFj+fn5oA7g9edyua6urkwms7S0tKmpKTw8PCYm5vr163hxyAuFAvbx48fPnz9/8eLF5cuXsUlsaGhob2+fm5urra11c3Nzd3e3sLAoKSmBDU1dXR0wsbi4mM1mJyYmCgQCmKekp6fHxcVVVlbS6fS6ujp/f38QN+A9FBoaCogJCwuDbQhWs35+fjAJgTEjdpqgwx85cgTcOUAJORYQI8gH5CqVtokjAW8YDBOIASR98sknmZmZ79+//+2333766acTJ06g3K6vr29tbRUIBBEREQwGIz4+nslkwtXJ29vbzs7O09MzNjaWTqf7+vra2tra2tqOjIzghgSfKgMDA0x/SOouBiLAFNLd4PeXjsqExop8vFGSRbVlyxYk80rn4ZJoBBKo8uewpwUoQ8hf8I0jtC9p0AHlAoFQixYt+h1l7t69m5GRAf0OZoE4SkpK0tPTs7OzS0tLKysrKysrS0pKsEe4evXq69evUcucOXMmOzsbkUaQsQQFBeHOExISgvMjMDAwPDwcYjmIxEArxPVPlRw+Pj7R0dHp6elcLjcmJiYkJAT+Dzi9SkpKpqam5ufnHz58+ODBg5s3b2Jp3djYaG9vv2fPHg0NDVlZWU1NzZGRkfn5+dnZ2SdPnly4cEEoFIItlpeXh6RRdAGnTp3Ccgo+tbBie/To0cOHD1GMfP/99w8fPjx//jwG2P7+/nQ6fXBwcGJiAhuxoaGhs2fPAoa+//772dnZ8fHx6upqLpfb2tp67do1gN2lS5cCAwOhJMK0ZZkkPIAcK6VijMg6XHrfBND56KOPFi1a9OmnnyI/BOe9jIxMcHAwj8fDxcxkMvl8PsbkycnJVVVVoIEFBwdnZ2enpqbGxMSkpKScOHGCzWabmJjY2NggYCAxMRHf5e3tDe+x1tZWdDQwsoNZL1x7Hz9+/OjRoxcvXty8edPb25vL5UJVMDg4ODAwAMeZsLAwZA/Ex8dzOByRSHT27FkXFxfMj7D0TU1NBWcsOTm5oKAgMDCwpqYG63DSGYWHh8NpJSwsDPctXMAwMAoICEAICQwYYXukp6eHrRBQBtckahBcnLhc8QjinLZv3w6RAagS5Guk6wLCHt6wYYO3t/fc3Ny//vWvN2/eTE1NoV3Kzs6ur68H2xOFm42NDYVCAaXNwsLC3d09KiqKzWYT0Dl69GhAQMDTp08HBgYiIyOVlZX3799PYAU/Gsm5GKDg1yaEQ9K/4IMFbc46SfY2CatDxyQNHwRlSGIcMGgBgiygVvzdIf01H3zwwe852Y8fP4bAv7u7G4ZyIpEIWwO0lzDNLSgoQJxFTU3N7OzsmzdvXr169fr165mZmbKyMk9PTzs7O1tbW0dHR4y14FOFMwBFiqenp5WVlYuLi4+PD8DFw8PDzc0NNz0IOjDWZTAYPj4+rq6uqB4ZDEZPT8+DBw+eP3/+5MmTubk5mJLdu3fv+vXrQqFQWVkZyi4jI6Pi4mJ0wnNzc8+fPz979ixoIJGRkTQaTSQSnT9//ubNm7CJhEv+o0ePcGd+9OjR3NwcZj2PHj16+vTp48ePL1y4MDY2dv78eS8vL2wuaTTa+Pj4hQsXjh8/DintxYsXz54929XV1dXVVVpaGhcXJxQKT548ee3atfPnz1+9evXixYuBgYGrJTH1H3300QJ/BukGatUfg0dXr1796aef4tOvv/5aX18fTPCtW7euXLlSUVGRzWYj1TAgIAAE3MzMTIw8srKycnJywsPDEY0Ky/T4+PjQ0NCamhpDQ8Pg4OCYmJj8/Pz4+HgUONHR0RwOx9fXl81mh4aG1tXVoX8kEDw7OwsuEuJZEcY0NDTEYDDKy8sR/5aampqUlBQeHl5dXR0SEhIXF8disfLz89va2ry8vPh8fl5eXnR0dHFxcWpqKppioGRoaGhhYaGhoWFlZWV6ejrIZlwuFyJvmOBizsrhcDIzM1NSUuAQFB8fHx8fn5CQAPpFbGxsW1sbn8//5ptvMF4B0Q51CvHlJK40mHEQlRPqBQx9yfgDEgQ4mTs7Oz9//vz9+/e//vrru3fvKisr4+Pjc3Jy8vPzsQ2AIEMsFkMvihkCnU5PSEjAjj8mJoZKpdrZ2ZmYmJiYmNy7d+/9+/dzc3MsFmvHjh0bN24k2Sz4lUAWI77FgBKShw0BBPKSpA+SA0eMAYksixQs6yXHAj76/1eUQYGzatUqknj5B5Q5duzY8ePHjx8/Pjg4iBVpZ2dnWVlZXl4e4jiBO0jGKS8vh/PQgwcPrl69evPmzY6ODmA2ROioCUnfhC4aaiszMzMbGxsgCwz77O3tUbD4+PikpKSUl5fzeDwqlQqTQUtLSw6Hc+7cuWfPnr18+fLFixco0e/cuXPt2rUbN25MTk4GBASoqalRqVR3d3cul3v16tUnT548ffoU/05MTDQ3N8O8IjExsby8/PTp0zdu3Lh69Soy0h8+fEggZnZ2dnZ2dn5+/vnz5/Pz80+ePMEPamxsvHPnznfffRcfH6+srLx9+3Ztbe2MjIzOzs6RkREsES5evIi9OKjfeXl5CJnu6+s7deoU+EcuLi6bNm0iI5hVfzrI4GYBfYaM2cLDw2/evDk4OJiZmammprZt27aysrKXL1/Ozc0NDAyEhobm5eVxOJzo6Ggmk0mWxAkJCSUlJUjqiI+PT01NpdPp2AdlZWWFhITU1tZijsNisbDrqaiocHNzS09Ph0jn9u3bwGKkPj948ODx48cvXry4ffv26dOnOzo6PD09a2pqQPYFOTUzM9Pf318sFsOZEBhRVVUVFhYWFxdXVFREo9GAMgKBALwBNuDVHQAAIABJREFUOp2Ots7X1zctLa2srAwGjHBfjIuLS0lJQX5Tamoqi8VKSUlJSkrCSJhOp4eFhWHnMDAwcOPGjYcPH1ZXV0M3QBZDhDACehthjsDGhIALoZjDqAUG3Ugp2rNnj6Oj4/fff//+/ft379799ttv//rXv7DcKC4uLigoAOkOBEKQiYqKioD7SUlJkG4nJycnJCQEBAQ4Ojqam5tbWlpOT0//9ttvv/766y+//JKfn//FF1+QaSuxIgYveUG1QiSdpKhZcEjHS26QpEpKJ8n9P45g/jPESMvxyG3yf1FmZmamqKiopqamrq6OMBTq6+uFQmFLSwtIGZj74mwoLy+fmZmZmJhIT0+3t7f39/ePjo728fGB8ws4kXp6ek5OTuHh4dgreXp6Ojk5WVtbwysPmgtHR0eUP7DLQz0PAYizs7OpqamlpWVRUdGtW7devHiBKx8X/8OHD8Fwn5qaKisr09DQUFNTs7a29vLyys3NnZiYmJ+ff/bsGb7l9OnTXV1dAwMDLS0tiFsdGBiAD/7MzAx6orm5ufn5edyZ5+bmnj59Ojc3d+/ePbhe37lzB3H0P/30U3t7u52dnZqaGmJMKRQKtl2Y8iBP7vjx42VlZYWFhbCtLCgoEIvF58+fHxsbq6io8Pf337p1K3kbyLEAZRa8qdhhr1q1ytTUtK2t7fbt27Ozs1lZWVpaWnV1ddPT08PDw3V1dbDghZQOmW2FhYVwFwXcoD4tKyurr6/Pzc3l8/lpaWne3t5isTg6OrqoqCgyMhJ7ZaFQGBgYGBwcXFhY6O7uXlFRgSpvfn7+8ePHqGvwaWtrq729fW1tbUlJSXt7O+AMQ18fH5/GxsaQkJCoqKi0tLS6urqWlhZ0UoWFhTQaraioCNE0ubm58ENgsViQ5MGThbheQ9ojKytrbW2N0sBXcnh6eqIchtzG399/YmLip59+evbsWUdHh42NDYI+wHkH+R0ONVAPwrZGRUVl9+7d6JvIbHjXrl0HDx6EBFlPT8/MzExbW9vS0vLs2bO//fbbzz///Ouvv/7222///ve/m5qa4uLiQIBAfDj4ys3NzZhmFhYWgseElz0lJQXTXzc3N9iM3rlz51//+tfr16/xhFFRUUAWbIJQvAB00BaRYAYYUOBTEpVJYGXBtmj9H48FKUYEa3DuLUCZvwMXaeaXtIhvzZo1//jHP37PMLh58yaLxcIEDiVfbm5uamoql8vFICYzMxOnY3p6OpzW8/Pzvby8lJSU4GK1e/duXV1dNzc3R0dHLS0tUA81NDRcXFzc3NwiIyOZTCYJcDA0NITmysLCAiiOPgtU2uDgYDs7O3wBl8u9cOECyg2c0+iYHjx4cObMmUuXLk1NTSUmJsrKylpYWPj5+YWFheXn51+9evX58+dPnz6dn5+HiB4FWltbG4rwysrK8fHxy5cv37p1C17QeHLcpVHOAFzIMOLMmTNFRUWzs7PXrl2Dw86hQ4cUFRWxl/H09AwKCkpOThaJRKA1I30FbhJ5eXkZGRnt7e1jY2NDQ0P19fURERFodqTfrQU3kwVvIRnKbNiwwdraGrzq5uZmZOW4ubl5eXk5OTmlpKQwGIy0tDR/f3+UMBj6ggWHpT5qlrKyspycHCaTmZmZGRERAf0B/D2Ki4vRQ9Hp9JycnLCwsPr6+oCAgJqaGsDKI8nx+PHjhoYGT09PaN+Ki4uHh4fRK8XHx5eUlPj6+orF4qioKCaTSafTITjIzs728/MrLy/HT8RGLD8/Pzk5GYJAbMHB8du3bx8uG5zrH3/88bZt20xNTWFiAl8O7JVAmTU1NdXR0fH394e8Pi0tDSNh7KQwIfb29vb29qZSqZ6enkjy0dbWlpOT+/bbb0nfRLJZEd4IF6T9+/fLyMg0Njb+13/916tXr168ePHu3bt//etf79+/P3HiRExMDNhh4OC1tLRA8NHa2oqscZj4wCqQx+PFxMQEBAR4eXnZ2NikpaWhLIKb1/nz56urq1ksFpvNVlJSIpWsdP1CnP2k/QCl2yjpZooUMqRsIQ+S+G1plMG59x9QZgGsEJUMPibf8r8oc/369bCwsISEBJI9gL49NDQ0KCjIy8vLy8sL87bo6OiUlJT4+HgjIyMUmbKysl988cX69etB8gNtAV6/qqqqWlpaVlZW2dnZTU1NVCoVam/cGWCVZmJigurG3t4eIiZnZ2cTExMtLS13d/eTJ0+CY4pzGhUK+iDEDI6MjLi6usrKykZHR8Nes7m5+fvvv5+fnwfKPHv2bHx8vKOjo7+/v6urq6Wlpbi4WCgUDgwMTExMYIcNazJwQPABpjPooR4/fnzv3r3p6emWlpahoaFXr141NzdD8K6lpRUbG4stLPZiFy5cuHfv3uXLlzE7B0lPJBKBllZeXg7JRU1Njba2NvogUu4SG33cdqTXimskadMrV67ctGkTkrzx7mhra8M/zc3NTVdXl8PhODs7JyUlYSYSGhpaUFAQGRmJcUxhYWF8fDyLxYqKikpJScnPz2ez2eAf5eTkQAIKPm58fHxNTU1QUFBXV5ejo2NcXFxLSwuXy52YmEAh8/Tp0+fPnw8MDAQHB6PORZNVX1+P54mNjRWJRL6+vhUVFWFhYQUFBREREZmZmcgV8fHxgXwEM7j09HTc4aFswMyOzWbn5+djgbh161bYLMCGUVZWFmpb+JgoKysTwc6BAwcwSaFQKGAb0+l0EK/AyULiPSCYTqf7+/s7OzvDzhLqJCLtAY/+wIED6LDk5eVlZGQCAwNfv34NI5i3b9++ffv2119/ff/+/eXLl8FsxnhBJBKBrAxONqw2wA4VCoXZ2dmA+/DwcBiwX7hw4b//+79/+eWXX3/99caNG6jyeDwenI/hJoOUu08++QQVCs4ZUrAQg3TSFkmvjQiykFkvccyRLl7Ix+RT6ZufNKxIq/CkgUZ6FbVu3brFixf/jjLfffedp6cntoYAF8xQ7OzsrKysbG1tfX19GQwGnU4PDQ0NDw93dnYmMbp79uzZtm3bZ5999umnn8rIyOjp6bm6unp5eTk6OpqYmKirq5uYmPj4+MTExDg5ORkaGkLNBXYG6hqwqq2trWk0mq+vr4mJia6urrKycnZ29sOHD2/fvn3lyhUUGqA2PX369OXLl/fv3798+XJ1dTUC9AoKCkCvaG1txWCSdD3Nzc3wLkVYIsbYJ0+eBE2eTH8xhXn8+DGozPOS4+nTp2idJicnjx07Njc3d+PGjdjYWIiqoBIaHx/v6+sTi8V37tx58eLFgwcPMG9uaGjAGYbyMC8vr62tDYphV1fXHTt2QKSH85jMCMiYAP47+FhBQQGGIyoqKt7e3gwGw8PDAwh+5cqVubm5xsZGV1dXOp3u5uYG1ZK3tzdGXQwGo6CggE6nl5WVRUZGlpeXg8sP/wcul4uTvqCgAAUsOiaxWBwSElJdXe3v7x8UFMRms0H6ePDgwdzc3MuXL+/evVtUVDQ4OFhUVJSQkFBVVeXr61tZWZmQ8H8Ye8+wqA517zvXc3L22cnuOdnu1J0es2OPxhI7oGIBRVEpAqIodegw9I703tsw1GGoAgoKKB2RroD0LioqxZ5ysn0//OJ6ODnledcHrmEcisxa97rv//0vrtHR0Y6Ojunp6WZmZklJSUKx4+cWFRWJRKLExETYgzRf5OHa2toGBARArlNTU4Owf+DAAbge77//PmZG7777LjtdmGmguYK13Xvvvbd8+fIjR47Y2NjAmSCNR4gnhq7l6OiIi6ienp6Ojg6O38I+y8jIiMZHR0fnxIkThw8f1tLSCg0NHRsb+/nnn588efLTTz+9ePHixYsX//Ef//HTTz9NT0+HhYXFxMTI5XKZTAYvmVEaAzBQiMzMTGxlfH193dzcbG1t9fT0EhISnj179uLFC3CZqakpDPwtLCy8vb3HxsYWFhYGBgZqamqMjY3/8Y9/UAUoELQ2FN/F5sSLC42A3Qh3LAEP/tUA9ef/4jey+KBVEfQxiyuOgAAIFeqPf/zjX//619/85je/bLIbGhr27Nmjo6ODLF1PT09TU1MIGDh9+jSB6uyMTp06tX//fiw1ly5dyrqeQD9S0Lds2YJTjpaWFiKLtWvXYqhDsKaSkhL9rbq6+qFDh2h0jxw5QqgVUTJ79uypqKiYnJwUlsR0MZSAhw8fjo6OEmO6YcMG+BdisdjU1PTKlSvsuWdmZmZmZrq7u5Ea5+bmChaTCH/7+/sBZWiOAJVBl6llVBlozSMjI11dXZgh3r17VyqVmpqaGhgYODs7E+jR2tpaWlra29sLuFNQUBAbG8vmTiaTMZBnZGSUlZUNDAzcvXs3NDSUExcUnD8+4AKHnp7eqVOn9PX1T548efr0abp9XiCkfJ04caK2tvb58+cvXrwoKSmB+oiKn9NULBa7urq6ubmFh4dbW1vHxsaamprKZDIiepHFe3l5RUVFIb3x8PCIiIgIDg4OCAiQSqW2traEBMnlch0dHRsbG+z4gbF6e3uvX78eGRlpZ2eXmZnp6+t77NixoKAgR0fH6OhosViclZVlY2ODX6evry9ZK8QMWVtbJyUlMSsBFaPVhvFw4sQJDw8PbW3tgwcP4iwLdZWu+f333xdshjCFwQ4RxzbK8a5du8g4hbCnpqZ28OBBLA6EmqKtrX3s2DFmLrYWXl5eMJtHRkYGBwcHBgZ6enpgq1ZWVra2tj579uynn36ihXn+/DksTdDfZ8+eDQ8P5+fnI7NiVqKJrqqqIpaTBS77DWioFhYWgYGBt2/f/umnn8B9nzx58uOPP05OTmZnZ4eGhnp5ebW1tc3Ozvb09MzOzs7Pzzc0NAQFBamqqi5dunTt2rXEhKxevVrIkFqcmUkNEtAcIB6B9SsUIyrIn/6LMYAwFi3GdxfbsAkb0sXOSgIMDPf3Fx1TfX39vn37OJuZWvX19Y8fP37mzBlTU1PaTshR1tbW5ubmJMsJ5AJmZtqqt95669133121ahXhk2Q+4dCnqKioqqqKq4WmpiboLyJUEDg9PT1lZeUdO3asXbtWU1OTIJ6Kioqmpqb+/n4BepyZmbl//z4aK0tLy6VLlxLqLBaLjx8/fu3aNRYuMzMzjx8/7uvrIx/+yqujvLwcD8CBgQEB+n3w4MHc3Nzs7OyDBw+ETRblRtin4K508+bNoaGh+vp6V1dXGxsbFxeXzMzM+vr6/v7+urq67u5uuqGqqqro6OiioqKKioq8vLykpCQIgS0tLVhPlpSUkMnp4ODg4OBAQp6rq6uQz+nk5OTi4uLg4IAvHCRpHqPPOnbs2IkTJ6qrqx89ejQ7O5uRkWFpaXny5Ek84hBAI5JkDezu7i40FKx1AgICwsLC3Nzc4uLiHB0dpVIpJure3t5hYWGRkZHe3t5JSUmw6fBjdXV1HRoaotbfvn07LCzM0tKyuLjYyspKJpOZmJgEBwfb2dmRZJaZmenh4cEqnV8e5SSsAolEgqjKwcEBgZWzs7NIJCosLGRml0gk2traSkpKiJJXrFjBWnfTpk1kP3NzUlNTo1hjgqutra2trX348GEek4hGsDxOLnzJkSNHAHSAgXfv3r1hw4aQkBD4GY8fP3769OnTp0+R3VBQFhYW7t69e/v27fHx8enp6ZmZmYcPH87NzZFat7CwMD8/PzU1RfL38PAwfOienp7e3l4IDY2NjWiGAcUg19y8eZM69eOPP3LDAOj55z//OTMzMz4+vrCw8OzZM6b4H3/8ERLg+Pj4hQsXiouLub2JRKLly5fjMYpboAAGCyAxRUfYW3PBMqEL0MziDojWZvGqW9h50VXQWAiQEMwj6Dxo3CEu/qIwuHHjho2NDYm/yEnEYvGZM2dsbGy4DARsOCAgwMfHR0dHh7f8rbfeEoiAwm/zl7/8ZcmSJV999dWuXbvoiXbv3k06rZqaGtEz3K719fXJCVNXVyciT1FRkUAZDw+P9vZ2JJoYUw0ODs7MzMBhuXv3bldXV25u7rFjx5YvX469IxP4vXv35ubm4CU/e/bs5s2bBQUFlZWVdXV1TU1NmOaQKjk4OMjpAnzz8NVBuRH6Gn7onTt3RkZGrl+/LuhIuWBoBKqrq0dGRm7cuNHd3c3w1dTUFBwcnJOTc/HixcrKSngAcrm8t7f38ePHjx8/bm5uhs3MKOro6GhnZ4fDjoODA5+yizF7ddBLkliqp6dHypejoyPBPY6OjhgXubu7i0QiHR0d1r2ZmZkRERE+Pj5BQUE4+6ACIwoGLhxwb2ZmJi4QFBcvLy+JRMKMI6gWrKysXF1d79y5s7CwEBkZaWpqWl5e7ubmdvToUblcDvrOaObk5JSYmBgZGYlcExEJrZNEImFTGRAQEBMT4+zsDEPv7Nmzhw4d8vT0lMvlJiYmJSUlYrF4+fLl+LAtX74ckTTJZIcPH6ZAMNTzzKFDh44ePYrjr7q6OktM2LRqamqcZvAt0AepqqqiS9i/f7+ysnJaWtrc3ByrSc6B2dlZToDe3t7q6urCwkJcNcrKyjo6OmiBe3t7BwYG6J1p9O7fv88yFE/ix48f37t3DxVLR0cHNl1o3EdGRh49esRZh/B4bm7uyZMnc3Nzjx49evHiBbKVx48fz8/P37t3D/txdls///wzjVVzc7OZmdny5cu5tsm9A0b57as0dBBZIU9KKAfonrBqEgApDkTYCC+JP6JtpH9cHHaEfBxXCkwsUXJ++umnf/jDH36ZmNrb20+ePClwKy0sLGDEEVPr4uJC8ibTu5ubm4aGxt///nd2q4sd9gUE6K233sKbY+fOnerq6jt27GAtfeLECYIluYQCAwNZZ0IP19HR2blz55YtW/bt25eVlVVfX4/WFrV0d3c3ejMAlObmZjJ9Dhw4UFFRAQsjOjp6YWGBU4SLmdJw/fp1wt5bWlrQSTY3Nw8ODnJHosRwRxJuTUKt4Ux68ODBnTt3SIOHzpuVlWVoaGhlZRUYGFhdXT0xMTEwMHD9+nWcJVtbW4njKSkpuXz5ckZGhlQqzcjIGBoaevbs2ePHj3t6emxtbbkbc5EcP34cnzAKLndmDrpiLqpDhw5xkezbt08wWFq7dq2NjQ1hL25ubuxfoqOjnZyc0tPToeFGRUXR9MH3h9WN3wIUG3hliYmJ7u7uaWlpFhYWBQUFjo6OCQkJZOBFR0fHxcXt2rUrPT09JydHJBKVlZUFBgaKRKKTJ09GR0ezI7e1tSUFODIyMj093dLSknUSoI+/v398fLxEIpFIJIGBgTg/BAUFoVEmoRX1PEI2jGI3btz48ccfYyulrKyMiy3oHrxNFEz8cXh88OBB8gVVVVUZzPkD4h6LGSP/xCsPHTqUk5MzNzc3MzPDmzg7Ozs7O9vX11dRUXH+/HkAl5KSkoKCAsDd+vr6e/fu4Zfc19fH9nNsbIylAfcbpDBFRUWcAFlZWSzaiouLq6ur+/v7QQN55e3bt8EEJycnWWLwrRjqBbIFZ+O9e/eog+Pj4yRGcAtxcXGxsrIyMTHBfnzfvn24fOMvRW4EyWjY/TF+Cl4QOF1RaITMbBLdli1bJmRso6hCmSnYy3344YefffYZtg+ffPLJu++++397mdraWkJYjh49qqGhoaOjww3BysoKJ23BhMHV1ZUcgi+++OJPf/qTEO7zxz/+kRRL8kOAmv/93//9s88+27Fjx+rVq3ft2qWrq2tubh4cHEyWQH5+fl1dXUdHR3JyMostExMT7KZOnz5NxwHzqra2lo2y8Be/e/duR0dHQkKCsrKyg4NDY2NjSkqKq6vr1atXnz17dvfu3dnZ2YWFhYWFhbGxsfb2diTXN2/eRFhAc9TX18cCm7dq7tUx/58P5iYIO/X19dyIbt261dXVhSWqt7d3Tk5OT0/P8PAw6YJ37tyZmJiQSCSxsbFQdVJTU+Pj48PDw0dHR58/f84o5+HhQbCxgoICDA72+keOHFFXV0f+J1wnxHIiosNeBA/n3bt3b926VVFRMTg4uLi4OCIiAnGTm5ubk5OTt7e3q6urn5+fiYkJ0G9RUVFSUhKzUlhYmI2NDRUhIiIiKioKKsO5c+cSEhIsLS1LSkqsra3x08M7IjIykvuEsbHxpUuX/Pz8jIyMpFKpiYkJ2gV+SnBwcFBQUGBgYFZWlrW1dWZmppOTEyanWM8GBQXFx8f7+PggL/T397ezs/Px8XF1dc3KytLV1TU0NDQzM4uMjFRVVd24cSMxQEuWLFm2bNnWrVuxmMVshStHQUFB+LNgCrljx46dO3eyg8Pses+ePbteHXteHaw7FRUVFRQUMjMzaYTB7Obm5vr7+8lsuHDhAvPy4OBgX19fTU0NK+rOzs7i4uLw8PCCggJOp8nJSUbs6enpkZGRixcvRkdHE4AXERGBDJBNE6ylzs5OKotgvQK7Gv46ZOvJycnh4eFbt24BGwn70PHxcYHhQds1Ozv79OlTgckxNjbW3d2NNV1TU1Ntbe3Vq1dBiNLT0319fbGDWKze+mDRgSpqsQjznXfeYYJZbJUvqHz/8Ic/EPtLrAhkn3379r18+fK15uZmNTU1ZETm5ubW1tYGBgZaWlpA7oAyRNOzhDIwMFi/fj1A0e9+97slS5YoKyujUfryyy8FU1twaRKXdu7cSWAgXjMYDF++fLm+vj4rK8vPz8/Dw8PMzOzo0aNKSkpOTk5Yojk4OBgaGtbV1T148IC/qaAbmJiYSEpK0tDQAMpNT09PSkoaGBh4/vw5lYJe5t69e319fZ2dnfih9Pb28hdvbm4WsJ7FVYYBmxlbeAwMQdRxd3c3iqeHDx/iqMB5c+3atdu3b6NX5vsUFxf7+/vLZLKLFy/KZLLw8PDo6Og7d+5QZfr7+1EtcyVwa+VuLNx4VVRUKCv79+/fs2ePsrIySzoMVrmK8Grdvn27v79/fn4+MWDnzp1DAR8XF6etre3u7o6OydbWNjw8nFSAyMjIgIAACwsLiURiZWWVlpbGdokZEOOF7OxsNzc3/pusvVknEX4YFRWlra1tY2NDQwobMDY21s3NDcdPFxeX7Oxs1nAY4rm6ulJfGMo8PT0TExNJj6ar8vf3LywsLCwsFIlEIpEoKChIQUGBMx5oACcHuLmw5j777DOcaAVDX2zciA/k2LJly/ZXh1B9hOwhjKOOHz9eXl4unAz3798fHBwsLy/PzMwkA1uY1llEsKPs6urCHSUyMrKjo4NGG+IFGjoC4aKioiCaCWHtWAJFRkaeP39eGMlv3ryZlZXV1dV1584dVHUTExNw069cuSKVSi9evDg0NAR9jH8SuJGwvWhw8Esg4Ik7LoMbfTSffv/9952dnVjbCD5V/+3ERFPzxRdfIBmldgiFRlhpAx4z1X7yySeANX/+859/qTKtra0aGhomJiampqZ4NUAi0NPTMzAwMDQ0FHiWJiYmyA537tz53nvv/fWvf/3d7363YcOGuLi40tLSrKwssVi8cePGv/zlLzik/O53v3v//ffXrFmzYsUKkUgEX8DJyUlTU9PU1DQwMJA7vLOzM5YR3G18fX3B6skeb2homJ2dHR0dHR8fB9ZliE1MTHR0dGxpaSFc6dKlSzMzMy9evJibm1tYWAC6m52dHR4evnHjBu/N+Pj4wMBAb29vR0fH4OAgbSeN8a+qjHAI3c39+/e7u7sZ2ebm5n788ceqqqrQ0NCysrKysrKuri4WUrdv3+YNrqurw+GFpWZkZGRSUlJ/f//Tp0+pMhKJBKQWxpDKfz7oYg4cOCBEjPPHIdoBcgeLFSzZ4bwQJGppaWlubu7v7086MiTalJSUyMjIsLAwFthIDZydnZOSkvT09HJzcx0cHCQSCUHxaLKJOgkLC/Px8YmJifHw8IBHf+nSpbi4OLFYDC8G6QAEHAzJvL294RxnZmb6+PiwvYKAR7/j6emZn58fGBiIWxVKcczJWWb5+fmpqqo6OTnp6OgASS52MxEYZdBeQT0Fzu6XX365fPnyb7/9dseOHfy58Grhb8i4tG/RsWvXLisrq/r6ei5Xto137typq6vLy8srLy+/desWa0cEFrzRtLcQHTIzMwMCAqqrq+kghCt/YGAAa9TY2Ni0tLTr168PDAyMjIxAjGDZl5aWNjw8DOuir68vIiKiuLiYbzI2NjY6Okopyc3NxTH++vXr1CCOrq6utra2/v5+ehxqzfj4+Pj4OGZjVCsmAAE8evDgwZMnT5qamgS7PMxo/icjQSEHgnwrGDGLS4ywjRK4OcBA/9dfpq6ubvv27cePH9fR0WF1yt701KlTkAVwBccB19XV1cnJSUVFZf369V9//fXvf/97RUXFlJSUrKwsiUTi6+urrq7+8ccfC/4Gv//975cvX75s2bK9e/cGBAS4urru3bsX/fSxY8dg5aipqX333Xdff/31p59++t1330VERGRnZ0Pc1NTUrK2tXVhYoN7fuXMHYOzRo0ec0729vVVVVdXV1c3NzRTpubk5dgSPHj3ijsRiaGxsjHb3xo0b169f7+vru3Pnzq8amfn5+UeLDm4FbBDn5uZGRkbYRj169OiHH34YHR3Nysqqrq5uaGi4deuWIIAAeO7r68MVkPEkIyMjPj6+rKxsZmYGwz2JRMLWGXxhMYGIgiJ0/tu3b8dGf/PmzWStr1y5UrAa+dvf/rZq1SofHx9nZ+ejR49aWFhoamp6e3uLxWITE5PIyEiRSIQvZ3l5OSzbc+fORUdHs1oOCAgQiUQymYzwQ3bMFAgnJ6ekpCRfX1/uxuSxlJeXR0ZGnjhxgj0UOgYqSFpamq+vb3x8PN8KJwf++9Qg6IJ0MTRTYWFhqampYWFh6enpQUFBQUFB1tbWpqamjo6OSEYKCwt1dXVJQ6Z7xzsKvxVQSdIINrw6MLvet2/f4cOH6RDBfYG9NDU1Ab/AvNTU1AwNDa9du/bzzz/Pzc2BjEDIKikpyc3NbW9vp2SgoeVCHRsbwwWtsbGxs7MzJyfH39+/pKSq6GhNAAAgAElEQVRkamqK8ef+/fugfv39/VgaZmRkDAwM0BTTjBcWFoaGhkZHRyO5wq+HAOWJiQnooEKZyMvLi4+PT01NbWxsZIDq6OgoLy8n+KmmpoZiRI/T3d2Nt7lMJisqKsKfpLW1taysLDMzs66uDrXzpUuX2BAJ8svFphBwcBbbQQjL7F+pYag1vxqdYNC8/vrrv6C/VVVV69evP3ToENUEToGJicmZM2eOHj2qoKCAezCroqNHjx48eHDfvn0kV/7ud7/79NNPcV0/cuTIgQMHdu3atXr16iVLllDh3njjjW+++WbXrl3Lly/nsoGHtnHjxnXr1sHpBnDisjl27BgqTSKZdXV1L1++DJuby5g+ZXZ2NjAwMD09vb29HVLvtWvXmJJmZ2dZQD5+/BgkD2+H0dHRgYEBZNyUfxCcX8Exj/7zwfREUzMxMfHw4UOeefLkydOnT7GPaG9v7+vrY3f+6NEjfvTU1BTmntyxi4uLo6KiUlNT29ra7t+/39LSIpfLDQwMaN2J6FVUVMQkbfv27az/CZzCMhqeHn7OSMPff//9JUuWvPnmmytXrhSLxYaGhidOnOCuQBtoY2OTkZGBV0twcHBGRgagrL+/f1RUFGQ5S0vLoKCgpKQkPz8/yMFJSUlisRhf0ezsbHw5g4ODmadY/eB3JRaLseZLTU0Vi8W5ubmurq4pKSlisVgqlfKFERERKCfZHuAjgYoH8Qrq/+zsbIi/ubm5LMtOnTplbW1Njr2xsTHIy969e4W9krq6OlXjyJEjx48f19LSYnWtpaXFbhufAC0tLV1dXdaaMMIgywg59unp6eQ6CnK2hw8fjoyMYD7b09NDIyOoK6anpzs7OyEchYaGxsfHQ1wmIaO1tZVSBWlreHhYLpdHR0dLpdKbN28+fPiQkaqxsVEikRCiwuyDokUqlUZFRQ0MDExPT9PLgMIUFRXFxsZKpdKampr29na89+EBFhYW0mXDurhz505vb292djY+2SBuWJ2Ghob6+Pjk5+dPTk4+e/asoKCAtFKYxCyzF0sKBB4NMOuvJAWLq4yAk/C80NS89tprSkpKL1++fO3q1av0MrQV2FlqaWnhrfnNN99wAyHead26dUuXLl2/fv2ZM2e++eabN954489//vNXX32Ftzs43JYtWz744AOaqDfffPOLL75Yv349GTeQXNetW7d69eovvviCRpdZGrPiM2fOsHxNSUlBp1dcXAyLgT0f/O7x8fGgoCCCEICKWd9whT95dQCA9fX18baxWZyenu7r6xsbGwM2WzwrMb4urjK0RRQvZiXqC6qTqamp3t5eeFwzMzPC66FXlJeXh4SEgEYRjRAbG1tQUICOWSqVnj59mnsvjb0Q/UkWx+bNm4UqI1jVc2DLiCv1559/jkGMiYnJvn37Nm3adPbsWdA0Nzc3X19fV1dXY2NjrnZPT8+oqCg/P7/Q0FAzM7PExMSzZ88mJyczsISGhgYEBDAx5efnYyglFosh3aWkpBw5csTR0VFHR+cf//gHefL0LLwsPz/f0dExLS0NyZKTkxP/ZSzNAwICQkJCnJycIiMjg4OD3d3dMzIyaIgiIiLAmC0sLIKDg6OiosAECwoKULS2trZGRkYiPjI0NDQyMuKjqakp+1B4jKdPnz579iwkiTNnzhgaGv6K30juja6uLrSao0ePWlpa9vf3//DDD48fPwbp56yYnJwkZfTSpUvcRQBisB+ZmJi4ePEiJvMCIEXRjI6OLikp6e/vBwAeHh6mDZFIJLW1tTdu3Ghqarp48WJKSkpgYGBKSkpHRwdjzujoKJNRaGjojRs3WFcheZmcnLx8+TLhv5mZmdy9aABra2vZlgqzFd6GMpksPj6+pqampqamuLgY934SRAcHB+/du/f8+fOcnBx4J4IAarHaW/DoFCIGeZngMkGMr0CTwVgLEA05+9KlSwn5fPny5WvV1dXr169nmQe+yE0VoPGbb75ho7569Wqs1fn022+/fffdd99444233nrr/fffJ4YN0Ojzzz//29/+9sdX9pE0UW+88QY92F//+tcvvvjiww8/FLQS/E5vv/32b37zGz09vfz8/PDw8NDQ0IiICH19fblcLqx76DWeP3/e1taWnJzc3d1NSEhbWxuIr9DFUHGEKsM7ARLGXYIbDt9zcYn5r8eTJ09gvt2/f//x48c//PAD7HJS02lu+ea8mBr0/ffft7W1sU8hUJFAkuTk5ObmZmgXPj4+NCzMRJQb4EnQhJ07dzIrkXqDVT2fUpLWr19vZGRUUlKCqQozL/6VCQkJ6urqJiYmEonEyckpOzubPFluwv7+/ogkRSIR9LmYmJjAwMCQkJDo6GgfH5+8vDwHB4fMzEyxWEzAc0JCwpkzZ9zc3CBY+vr6enh4xMXFubi4SKVSOzu73NxcBFBisTg9Pd3JySkqKgrzTRoZTCHQQ7q7uwsSqvj4+Li4OGdnZ319/d27d0skknPnzqWlpd28eXN8fLy3t3d8fPzSpUvUFBw5oY8aGRkhgxQqCM+cOXPGxMQEyxFeBjkL9ba2tjaF6dixYxKJhBvGkydPGHaYdO7du1dZWZmSkpKRkUEcOFjh1atXu7q6Jicn7969Ozg42NDQcPnyZZlMRo0GWSf4ra+vb3x8/NatW3K5PCYmJiUlJTU1NSkpKSYmJiwsjCxtdGH0IBiDFRQUBAUFtbS0TExMCFVmenq6pqYmJiaGnAw85xITE5ubm1HSgDkKut9bt26lpKTg14Eib3JyElM31k937959+vSpVCoF1cJ7FLoNyPoXX3yxYsUKIlNQh61atYogFNJXCJDZuXPnvn37jh07JhR6avqZM2fIGiYP4+XLl6+VlJT84Q9/IBECVzHmNIC0jz76aDFPebHM/L333vvTn/602EdSyKWn4/rjH/8Im2ZxVvybb7754Ycfvv3220TE88y777771ltvvfHGGyKRKCcnh+U/jPjU1FShvqBYffLkyc2bN1tbWwcHBwl1unHjBv8kNCDQwBmwb9y4MTAwMDU1BW5CC8r4A+by/6wyjx8/BnIWqgyk8hcvXgDFMUlR46gyP/zwQ39/f0JCAny25uZmoIfo6GiigdHdsmYi/Jd9x69yMBY/z2DF4EDE15EjR4qLiycmJtBYmJmZubq6Hjp0yNzcHNkh7OSwsDAuXU7uoKAgppLExERLS0u5XI5rAT0OcYUymQzKn729fWpqqoeHBx1+aGioiYkJWr7w8HBQYYlE4uLiIpfLPT09MzIy4Pg5OzvHxMTg4AsABLsP7pWHhwdcQcyAfX19TU1NqVYGBgaYGZFLMTg4iFMaNZTywQnNYhTzB+wWhWWFqanp6VcHcUgnT55EhM0X6urqnjp1qrGx8eeff/7++++xygdDvX379oMHD27dupWXl5eSkpKUlESAT1JSEnWHXY8AwbS0tISGhiYnJ1dXV+fl5cGuLikpYRUFyiuRSPBsCggIiI6Ozs7Obmpqwszozp074+Pj5Mbl5eWdO3fu2rVrPMnSA99b7lhhYWEXLlyoq6vD2R54kVMaP+Y7d+60tbVFR0dnZWUNDQ3xGzL0YWkAGLywsJCWlvbVV1+xktu8ebOioiLIoIqKiqam5pkzZ+CLOjk5eXp6enl5ESXi5eXl6ekZGBgYGRkZHx+PmQ70ekLBKioqSEZi1Lh169bLly9fKy4uxv6ajuM3v/nNv/zLv/z2t799++23P/jgAxZGb7755m9+85vXX39dUBKTXLNkyRL8a998881//dd//T//5/+8/vrrfB8WXYI13L/927+9/vrrWFJ++eWX77///mIzSvLbPv/8cxcXl6ioKA8PDw8Pj6ysLE7K0dFR+gj2cHNzcwDyXV1dTU1NlZWV7e3tQF/wvrngFxYWoDacP3+eZhXPWhynxsbGBGRXqDL/baGhdvBzFxYW0MjRrfzwww+zs7N3796lxjErIXL54YcfHj58CFSRnp5+48YNNriEzJeUlLS2tsrlcnV1dcoKuyTe5n379oEBU1x27dqFplRJSQmux+7duxUVFZWUlM6dO4fpX2NjY1xcHGQZLS0tT09PU1NTd3d3NTU1hIuxsbHgI9xv8WlPSUkxMzPLzs7mngO+S7ISLUl2djYgi4+Pz/nz50NCQkJCQlAn4XFH8BNcPozK09LSYAO6ubkxMfn5+UGfYRaDmGNvb09Ed3Z2Nn5aZmZmyPdPnz7Nir29vZ3tSVdXl7+/v66urmAgTVeCwosFKH4O3Eh5hpbn1KlTPMBKjZcZGhrq6Oh4eXlNTk5+//330G2np6fpCFhlIiupqqoqLCzEhp2YsISEhNTU1JKSEoaU6enpa9euRUREyGQyODLnz5/H62NmZmZwcDAzMzMqKkoqlWIIHRISkpycfOPGDVAewfVxdHQUJw1vb++mpiZuhxA4JiYmWlpacI3Izs6mxyE4rKSkhMacdgY6OyUpLy+P/oVee7GD0r179+bn56uqqmxtbek04+LiSECTSCTYJF28eBF//traWiS+8GPb2to6OjoIbhPyczgJb9261dPTA60Zl2h4ZC9fvnzt/Pnzr732GnGIfPz973//3nvvscRCuMmE9s4770DRYY29+HnWiljGf/LJJ396Faj4b//2b3/5y1/YMr7zzjt///vfly9fvnnz5rVr1wq56KtXr16/fv2qVat27doVFxcXGhrq6Ohob28vkUhgqXZ3d09NTQnbpYcPH7a3t9OpQnlqbW1F4QahBsr2gwcPGhoakI1kZ2dfuXIFo18i3+7cucNC6n/vZUBz2VgBCT148IBdw7Nnz/B8nZmZ4TsIJQY1yvPnzy9cuABlvr293d/f38XFxc3NzcPDo6SkpKur6/z585qamjQm1A6h1lBTYPfSywh8MyrOpk2blJWV5XL59evXcaVobGxkOgN6OHv2rIeHx8GDB/X19XNycoKDg6G9QPPHZS41NZUkA2tra2zruGEGBQWlp6fb29tTZfA6qa2tTUtLw6uBviYlJYUcG8IhU1NTg4KCkBdAWYiLi0PoAMEXu0Kcq6ysrJKTk93c3OLj4/38/Ly8vBwdHemVUlNTNTQ0Lly4QNZgd3d3d3d3ZGQkfC6MfmlhTE1NEV6gtsNPmsdwMhBnkI2BZzD+sCYmJrq6uklJSdwPnj179vDhQ2FNM/3qgIbL3uDWrVttbW0lJSUEPyUmJjY1NUETraqqCgkJkcvlU1NTLLCrq6sRtXV1daWmpkZERCQlJZF3WlRUFBIScuHCBZZHQLx4A0xOTrKna25uZiEtVJm2tjaJRJKSkpKbm0tjXltbC/bc1tZGseM7TE9PX758OTQ0tLi4mOd5EtSZ1gY4sr+/nyyQ9vZ2IXG8paWlo6Ojs7NT+IhelBALosqJii0vL8/Ly8vPz798+TKpwaWlpYWFhaRlMWAScfdLlXnjjTeWLl0qxOgSJbV06VIiOyE17dixg1RNFBP//u///oc//OHzzz9fuXLl2rVrly1bxqLq0KFDGzZsWLJkye9///vXX3/9X//1X//6179u27ZNVVWVXOFdu3bB8hZ2t7BCtm7dyvUAQcPDwyMsLCw+Pj40NLSlpQV4lSv5zp07qBBxk3R3d+/r64M6KRDtGI6IdsPa48qVK7W1tUTBXLp0iaX4/3NiEqoMcxObCCoUVebp06eMu4xpOI9QZV68eFFfX4/ZcGVlJTQWKysrsVh84cIFHDzPnDkjVJBfTUwC9U5JSYkXKCoq7t69G+wM2w1jY+O4uLikpKQLFy5wn6moqNi/f//WrVvPnTvn4ODg7e2NSSXRV/7+/igzYeKmpaWdPXs2Pz9fJBLhIxUVFSVUGXTVVBmxWFxbWwus4OTkJJVKicFGfYL5G0TeuLg4BwcHomkTEhJQbGIqzNcmJCS4u7vb2Nikp6dbWVlFREQQNefq6hoVFWViYsJvIpFIqqurh4aGGhoaUlNTvb29KRyIYCg3mOzo6emdOXPG2NiY7HoTExNjY+OzZ89CxUC1K6iZDhw4gOvVnj17cnJyGH6fPn368OFD+CYQ5ASDIZAO4cHk5GR1dbVEIklMTLx48SL/VFxcHBoamp+fDxmXdTIoyfXr17GtSk1NRdHe39/PDHXt2jV+hLCxHh0dhZnd2tq6GJeZmprq6OiQSCRJSUlyuZwYrJ6eHuDny5cv8zL4ohSy0NDQjIwMIsYxJCAXuKWlhQtkfn6eXThHbm4u0LJUKk1OTsbLmd4tIiICERzuPN7e3uQxGBkZsdEzMjKysrIyNTVlIIU0oKOjw9LT0dHxF002BUJdXR0xq5qa2tatW7/55pujR4+y/ztx4gS7wMOHD3/77bd///vfEXevWrVqw4YNmzZtYskKkezbb78l1Vx4DabiBw8eZCnOPhLagqC+37Nnj7m5OXxtFH1BQUG5ubkJCQloT3lXfvjhh6GhIZrYgICAs2fPxsTETE5OwsplYqJ23Llzp7Kysri4OCcnh1macZE/KxMTf+7/ZVwSgOSnT5+C+yD///HHH/Ecevr0KYEh1KPvv/8eFf8PP/wAvRLP7ezsbE1NTaBZR0fHysrKnp6euro6W1tbOPI7d+6EASz0LFQZqB8CO56Ks3Xr1lWrVn344Yd/+9vfduzY4eLiwglE10r6NWqAkJAQKysrNzc3Ozs7fPPd3d1JSvH29s7KyjIwMCgoKBCJRIR/gw0jBHF1dc3IyAADdnR0bGxsZGvr4uKSlZXl4+NDWgMTkGDfi34KtzC5XO7v70/QJTaM9vb2SUlJBNRnZWWZm5uDffj6+oaGhtrZ2SkrKx8/fjw8PLyqqqqurq65ubmtrS0lJeXo0aOKioq4kXDmwJxQUlISqL0ws1jSgZcL3F/wS4JouXEePHjw2rVr//Ef/4HkmkUB80VNTU1XVxc6SQj+lA+UkH19fampqSkpKdB2GV5CQkLOnz8PpkMMIUKklpaWuLi4iIiI5OTktrY2Zpb6+vqIiIjCwkJeybp6cnKys7OTFVtvby/VRzCNvX79elxcXGxsrEwmY9U1MDCQl5cXEhKSm5tLy8MrJyYmCgoKQkJCmAOwbafEx8fH00Pdv39/YWEhJyeHKAhjY2NoRGz3UaurqKiQ3KKmpoZ1BmRRZGLoyJDRCS02pyifIprZsmWLnp7ey5cvX2tqajp06BAJJ1gfGRgY7N69W0FBwdDQEMdmMzOzs2fP8k6vXr36gw8+YCX+5Zdfrly5Ehoy4RLMTVu3bt21a9fWrVuXLVuGkRXwm4KCwj/+8Y9Vq1YdOHAA8gIUD21tbTU1NQ8PjwsXLpDyERsbGxoaeuXKlYyMjOTk5Lq6uoyMjLa2tidPnoyPj8MvwhGuoqJiamoKyoBAbQQuKS8vx7JMLpcXFhZWVlbW1NSQsjwxMTE/Py8onh79D8evqgzgi/AMT9JqQvy7ffs2WzD6mubmZq7SkJCQPXv2nDp1CoeHxsbGiYmJ9vb2c+fO8W6pqKggJgZ52b9/PwOUIPZD18fzO3bswKzviy++WLJkyYoVK4KDg9GL4z1ua2uroqJCOLy1tXVQUJCzszOJFNyI/P39yec1NDQUbKUIkyW6BEA3LS0NOoyTk1NjYyM7VJAmgF4vLy++BEwHRaWvr6+1tbW7uzvkF4TXZBbb2dkRvUiasJmZWWZmZnh4ONYTUEt0dXU9PDwYb7u6urhQFRUVN23atGfPHkhbR48exZpeVVUVGeTx48fV1dWxdNDQ0NDW1mYPhTrX0tLSxsYGtx1vb29/f/+kpCS8FKgyd+/epRceHh7OyMi4dOkSAxTtxt27d6kg+NWnpqYmJyeXlpZOTU2NjIxIpdLw8PDy8nJAVqE2oUqJjY0NDw9PSUlhhiIVIyYmJjMzk70S0O/09PTVq1fJ/x0ZGYG8yzw1OjpaVVVFVmppaSliztHR0cLCwqCgoMzMTGByvGuHhoaQ6dO/M+a0tbWBlQwPDwPQzM7OBgUFEV/JxQ76iwp3x44dSFsE3jkiVZwAoJLyKWcm9BckeDxz/PhxbW3tzZs3nzp16uXLl68RkUOMAy0oVo+7du2ysLDAIN7GxkZbWxuf9/fff1+w+fvss89YdG3btm3t2rUkPPztb3/DE3fnzp2ffPLJpk2bIErp6upqaGjs3Llz7dq1e/fu1dbWBpnT19eHvBAYGFhSUoJWG5ZBaWnphQsXqDJVVVVNTU1zc3Pj4+MVFRXcsb28vLq7uycmJqAYCNL7hw8f3r59u6qq6sKFCyUlJWija2tra2pq8vPzL168KOAy/z+rDAAhiAxkbVqbhw8fYklZXV19/fp14rSFrXZzc3NkZGRZWdnJkyfXr19vZWXl6+vr7u5eV1c3Pj7e09MTHR2toqKyZ88e3E+QMh0+fFjQZHPTPnLkCEY8Ap8V6TaOYp988omJiQnxslVVVVVVVZmZmRiDnzhxws/P79ixYyKRiBbGy8vLycmJBOH4+HgLC4vCwkJzc3PgEvxlQGpxwHNzc5NIJI6Ojuw1oPlKJBJXV1fMImDr4UxKnI6fn9/27dtVVFTkcjmmpfb29hAU7ezsMO4zMTGRSqVWVlb42gQFBeG/WVRUBM6KdHBsbKy+vj4qKio4OJilBnpuUoZJOk1PT+dTVs45OTnQXgkvxFMqNzc3NTWVbX1YWFhoaGhJScmTJ08A8qkyhIg2NjaGh4fL5fLR0VFKhrBsvnv3bm9vb35+vsC4nZmZGRkZkUgkoaGhjOEzMzN0KJSPoqKimJiYiIgIuVyO1pGeJSYmRiKRDA0NgZuMjo5OTk6eP3/e09OzoKCAxTaNDOWGISsuLu7q1auYUvf39+fk5MBNRWPJN+ns7CSvpqmpSRAW0OBDCBJwGV9fXyUlJaBA4As1NbX9+/cDj2A1RzK38AJcMqg+SkpKBw8exCcAfS/Wd4Ah8K23bdtmZGT0i45JR0eHVBOis0QiEfQNc3NzDFCsrKzU1dU/+eQTgduHBekHH3ywevVqqDTr16/fuHGjoqIiRD7B7eadd975+uuvoeScPHmSxowbkY6ODhMZViDE+sBnl8lkKSkpIEx+fn74J8TExECgvnLlSk5ODuwPTIPw3EVawsQ0OTnZ0NBw5coVJAgNDQ11dXVXr17Nzc1lov6VZEkg+/7qSVh5T548IRiEwfv+/ftPnz6FNVNWVsZYR2oK7S4oUk9PD1nA9IAODg52dnZubm61tbXDw8MDAwNpaWl79uzZtm0bputIhAVvfWwfhE6V2w6SHLjahw4d2rZt27p1644fP15QUED2Y11dXU5OjpOTk6GhIT6S3333HbFWkZGRXl5ePj4+vr6+0OQIhDQ3N4fYkpKSgnI6IiLC29tbIpF4enpSZeCPsI1OTk52dHREThkbGyuY7BEJ4uHh8emnnyopKS2uMrGxsV5eXvb29iEhIaT9CQAzdnwikejTTz/dvXt3fHx8dXV1U1NTfX19bW3tpUuXLl++XF1dffnVAX0+IyODBFQKikQiYZCRSCQZGRno4OG/+vn5cZtUVVXFs/Hw4cOlpaX//Oc/6TqpMuPj4zMzM5WVlZBCq6urhS0S49LNmzdlMhlbbYlE0t/f/+DBg9HRUaydOamYWXh9b29vamoqxfHKlSvgLIAsUVFRZIEwjgGsZGVlnTt3rqqqiieR+N6+ffvmzZtCbBGQDRLtjIyMoKCg7OxsNnFUmYaGBkymb926xaKK2kfF4QJBMePi4oJklIF9586dDOaMnMrKypjy0Cri5a6uro4wCMo14xWnK68UTMI0NDSOHTu2d+9eKyurly9fvtbW1qarq0uJsbKyor1UVFTcsGGDmZkZOmxzc/NTp04pKCh88cUXqNfYIq1YsUJZWXnNmjWQa7Zu3XrkyBElJaWlS5e+8847ZJu99957VBkVFRVqCp4JDNiampoQMbW0tEgXSEhISEtLk8vl2dnZQNlBQUEXLlxISkrS0tIKDw8vKyurrq7Oysry9/eXy+XkNBN7Lhg1PHr0CMEbKcWQIOvr6+vq6vLz88vKyjCvpY78/6wyDx48GBgYQNKCjgE/ocbGxpiYmKKiosuXL7e1tUEP5dcYHBwsKCgIDg6GNu3h4SESic6dO4cTzcjISEVFhaqq6po1a7Zv3879AScHRAZwgtetWwcfctmyZViBrFixYu3atZAn165dq6ysDMYpk8kaGxuzsrKqqqqioqI2bdpkZGRkbW2NdkQsFgOsIjKAG+bm5paamgq/BszV09MzNjYW9wZINMnJya6urqWlpSR+INR2cnKiluFGDpePhZGHh8eaNWt2796dm5vr6enp5+dna2vLttvJycnNzQ10ViqV2tjYeHt7o9dnJFRRUdHR0ens7BwaGmpsbAwJCfHy8kpJSYGyTPqSqakpJxLW3HihaWtrc95zUnFeHT16lIF069at69ev37RpE/bJKioqN27cIFDpV73MzZs3Y2NjQVJyc3PJKa6oqCgrK5PL5WShxMXFYUhCrwEuAwsOEg1VpqWlhTInkUiam5sBaJnukfL39fVBHGcyio2N9fb2hpLHQRJ5bW0tzKP8/HwaotHR0Z6enpSUlNDQ0KKioqGhIb7J2NhYeXl5eHi4TCaDOwPlHfIeYALo7507d8zMzDZt2gRrf/fu3cCCjD+gKseOHcN2DhmjAHGcOnXq9OnTaFmwRuIB7iWMS7Af9+/fb2dn94vzAz4P4C943ysrK69evfrMmTPm5uampqbsR4jCIxX0ww8/5M5z8uRJgJ+9e/eiKOHX3b9/P8bj27Zt43nEI+BMlDq0J+hKdHR0ZDLZ5cuXo6KiMjMzz58/X15e3t7eTjuQlpYWFRWFJUJmZubly5cJbKmurh4fH+/s7GxpaWGcQYfy6NGjmZmZmpqawsJCKJtAvziesckWREmCFPu/rTJsmhBP4RfBDQG1wY8//tjR0REZGVlaWlpTU9PR0TE0NDQ8PHz//v1nz57dv38/PT1dWyWCmcgAACAASURBVFv7q6++2r59u6enJ+78ra2tbApaWlq0tLTY5Qu2Kbt376Z/0dTUPHHiBG8edkTceb777jvWdqqqqtu2bVNXV2fVgnl4ZWUlCKtIJPLz8zt8+LCdnZ1IJHJzc0MqGR8f7+/vHxISQghZUlKSjY0NVQZ7cOgwtOihoaGJiYl08nFxcbhVsULCCJW+JiYmBiU3M5Snp+fx48dBf729vW1tbaHeeXp64urAxGRpaUmwnIaGhp+fHylgCQkJFy5cwHDr1KlTysrKdOP79u2jCm/YsAHTdf5om18dyCY3bdrEx40bN6LM4PnvvvsOOeW6detOnTp1/fp1ok6eP38OTVzYEHESQqEUyHhxcXEQCBMTEysqKoQ18/T0dFlZGVy7wsLCmpoabCKmpqZqamrCwsIiIiKysrLgMfMlg4ODBHXdunVrbGwM/KWvr4/tant7O70MksuJiYnS0tKIiIjY2NiqqiqW32NjY4A7YWFh5eXl4MTMaNzVioqKBAU5sglBpcU9cnx83MjICIBvz549ghX34cOHGX8AWTQ0NHgSfSnVnGhT4QFu8LjBcp8QmnElJaVfqkxraytZWbAP2BSqq6uvXLnyyJEjVlZWZKTgL+Ph4cEvt3fvXnV1dQrHnj17qHkMZmpqahCfdu7cuWbNmgMHDghLAbA6yiRgzfHjxzHW1tHRKSwsLC0tDQ0NJQO0ubmZN6C+vt7Pz8/Y2BgPtMzMzJKSktjY2Li4uGvXrsEAbm5uxhpienoaxGR6erqysrKgoODChQtVVVWVlZWgPDk5OVevXmVYBQBevM/+lfkDdLv5+flnz57Nz8+jWsI8kd7n2bNnvb29UK2ysrIQVZGRMD09PTAwEB0dffDgwY8++khDQ8PLy+v06dNUmd7e3uHh4b6+PhMTE7zIVq5ciQHlwYMHIbNCJ8N+/MSJE4sXK7S4W7Zs2bhxIwF7lpaWXl5ecrkcN9+UlJSwsDAXFxc1NTVXV9edO3eKxWLAkcTERNjVzs7O6BXt7OxIyEaOgCMndTwqKgo+YVZWVlxcnGCy6eTklJ+fv7jKnDt3DlS4vr6+oqLCzMyMhTcpl2FhYUgcAgICxGIxoxZenDjsUILPnDnT2NjY29srk8l8fX1VVFSgpQJJbt26ddOmTXh0btiwYfPmzYu1Fxs3bqS4UK95jNMVdhmbNm365ptvNm7cCD+ouroaojb3JAgskLlbWlpkMhlqQyGqLSoqKisrq7m5mT0DkPD9+/d7enpYjIaEhMTExDQ1NSFNKisri4qKSkxMzMvLg2lBgQBgDggIuH79OrutsbExLIcCAwPb2toYiJj9wV94m2jY2TG1tbXFxsZGRkYSLAFsNDIykpGR4e/vX1ZWhuqFEiOMS3ycn58fGBg4ffq0kpISfgBkFgmuI5hb0qeAD+Kuy21PMMDX19fnLEVThvsyown9xP79+x0cHH5x5BQmJphLtra2Z8+eXb9+/bZt2/DTxY/WxsbGxMSEOmJkZGRubu7g4CASidTU1Ei8pjNH0i0SibS1tbds2ULwIwtyZjyQIUzkjx07RmKZjo7O5cuX6+rq8NE4f/58Q0PD0NDQzMxMb29vcnKylZXVkSNH9PX1iSLIyMhIS0trbGzs6uqqqqqizxT+iI8ePZqamjp//jwozKVLl4guLi8vz8jIqKqqAg8TzGX+pyojeOg9evTowYMH7MuFKsOqe3h42MvLy9nZ2cLCAstx1iUSiSQhIcHJyengwYNLly61srLy9vbW1dXlfsWmYGFhwcvLC6MgXIJWrlxJWOp3332Hch3lyLp167gtE5+CXuzjjz9eu3Yt2SlOTk7QT0jpY5MiEomOHj1qbGy8YsUKFxcX/ikpKQk81cbGhps2ruN+fn6pqaloqd3c3KRSKaxQUgCBfiMjI6HSOTo6yuVysVickpJCLmVwcLBcLvf19R0bG7t+/bqtrS3LKUzwsBnm9RDwMLsxMjLS09M7dOiQsbGxjo4ORi25ubl+fn7m5uZYQbOL2LNnj4KCwrZt24TNCBCVkpISai9IAJQeQZwB3AADgPWcgoKCr6+vr6+vTCZ7/Pjxixcv5ufn4cIIWcZct5A/sYAoLy9vbm6mZQCsYZFEm1BdXR0eHi6VSltbWxmL7t69W1FRgfNOYWEhVYaDSdnPzy8vL08QXo+MjMTHxwcGBnZ0dAiymNHR0e7u7tTUVKKs+ObDw8MTExNNTU0gPhQ1JqwbN25gt5ycnAxfrqenh9ZbcPbEiKuzs1NPT+/AgQNHjx4VbEkZOYVVnZaWlqamJhevlpYWVzcTE4VGEHacPXtWJBKRcYKQla5FV1fX09PzF1zmxIkTZmZmArHSwsJCJBIpKyuvWrXq+PHjtra2OPXq6+uvXLnyz3/+85o1awwMDKBgGBgYaGho4NKIogSKFPmn6urqmzdvVlJSAjQiYxQkCSdg7LL37dt3+vTp+vr6y5cvx8bGpqamgqQyW05NTbW3t8vlcn4Z1k84VF+9ehXVaX19PZtIkFcwlLS0NKlUCkMxOzs7IyMjLy9PKpWWl5dzo2Dn/b9UGaESzc/PQ+scGxtjuJ2dnQU4HB0d9fb2phMkXBVtIfHy5ubme/bs2bhxI1vkkydPBgUFDQ4OAuv89NNP6enpSC5YzzGK4sb61VdfETnEp99++62qqqqCgsLXX3/9ySeffPzxxx988MHWrVvNzMxYt9nY2LA9kcvlcrm8pKTEwMBALBYfPnx4x44d6Im4KyIgNjMzwyrY1dUV11i8TakO2KYkJCSEhobiC4GkAJGkg4ODTCaDDWRvb8/L8vPzfXx8Ojo6KioqxGJxWlqara1tcHCwWCxGvuzh4QHK4+fnh72To6MjfGWxWEyd6ujoKCoqSk1NtbKywoFUUVGR7Sm1AyCcPp+NhrKyMtUEFEZBQUFYvsL5VFJSggKqoKBAjlVQUFBWVtb8/PyLFy9mZ2cXc2cFqzoGHwoKNYUCJHxKj4CMCHCEM5BjYGCgrKwsJyeH9mRkZIQSMzIy0t3djdtGeXk5cRrDw8OwHDGLofEhCyEpKSkoKCgiIqKkpERwnGlpaaHVwn+LX76yshIPeXh03t7ewcHBhYWFIyMjQr4YJNKWlhZ9ff1Dhw6xzQTWJVpaAFkA+6g11BdGJEGtSolB5yHoVI2MjDDDF4lEJIL9emIyMzPDWYYEX/LGzp49a29vb21traGh8fHHH//Lv/zLe++9p6enR+jPoUOH9PX1IWWam5ujH4F3Y2xsrKent3///o0bNyooKKipqaE9MTQ0JAnE1tbW3NxcTU1NUVHRwsLi2rVrpaWl4eHhLIYFfgFuQMXFxbq6umZmZkSFicVirFtiYmKkUmlJSUl3d/fw8DDOY7dv3+7s7ETsm5GRwVwN4yAyMvLChQuCK9pif5n/tsoI1jOsIcAIAY+Zp6anpwMDA+kH2dA5ODiAsPr4+Jibm6uqqu7atSs8PFwsFhsYGMhksrm5ORR6z549a2pqWr16NSlZOHp89NFHkLCXLl26YsUK5Bdr164lInr//v3/+Mc/EJG9//77e/bssbS0JBfF09PT3t4+MTExKioqJCSksLBQKpUGBARs2bJFXV0dfSPqIah04DgUAjTWFB2pVGpvb5+Xl8fWifgKXBpIUMErLysrCxc+Ozs79tmFhYWOjo40cUT6mpubR0ZGOjo6Iss+d+4cHDw8hpF0GxsbEzSYl5dXXV2NFbGLi8uxY8dUVFRo6SFuQOJgZmSTClQpmApSgAT+NBgBJYk4sK1btxIvAS/uwYMHL168QDXCm0txodAI4kmh6Ah+dIInJjLuX1UlIBK+kAegdVQZ8tc7OjqwvuZT0O6CgoKamhpeDFo8ODhYWlrKeyeTyTBLgmzFu5yamnr9+nW4Wk1NTfCDWaempaXh/ZyRkcE9GHL8/Px8U1OTrq4u2IVgbo/9iwDowj5BcQr+AusNeQddBVWGjGBBMW9mZkZA8H/qZTQ1NU1MTGDKwMojUVBFRWX58uXbtm0zNDR0dHQ0MDBYt27d66+//t577508eVIsFtNcUb2MjIyEH3ny5EmB8aGmprZnzx7G5r179549e9bT0xMis1gsPnHihJaWloGBgaOjY2lpaXZ2dmBgYHZ29sWLF3t7e4UAE+zCzMzMXFxcAgMD3dzc8KmVyWQ5OTmXLl3CAYz3ni8ZHBwsLCwsKCgoLi4uKirKz8/Py8sjHb2iokJIR/nfexlB572wsHDv3r3BwcHe3l5IU2wEcdjy9/fX1tamGTQ2NgZMDQ8Pd3FxOXPmDMR2QBk9Pb2qqiokC4DKIyMjCgoKv/3tb3HrwM4WmAad1/r165mSMIJYtWrVp59+iivihx9+qKqqamZm5unpCZvRysoqKirq/PnzgNy5ubnc8E+fPo0OQPD39vHxcXBwSElJgT/t7+9/7tw5Vkipqak2NjZyuRwHPB8fH4ik4eHh5CJSZTIzM21tbSUSia2tLV9YWVkpEom8vLyw5szKyjI1NU1ISEAbCROHesSyPDExMTAwUFVV1dTU9MCBAwKVISkpydnZmc4FYRccsH379hFcAR8awReEDiH5BEoRGgLamUOHDjFhbd68WU1NrbOzk7WxTCabmZn5/vvvAWVYHtOw0J4ID6DVCjqDxb7fguiRT2HHQXjhnsc/DQ4O0s4MDw+jMsdZbWRkBBEvYc38K88A2w0MDPT19dXX18OsGxgY6O7u7u/v5/SOjo5OS0ujMAlBzJRCMrPq6+tDQ0N9fX1zcnKE5mt+fv7KlSuMQqC8zBZ85FNhda2trU02IfYOePUS1mZsbIxClemJx6dPn2Z0AhJxdXV9+fLla6w5QP4NDQ0pXUavDjU1NcB8DQ0NkUikoaHBGlVFRUVBQQH7K+KxNTU1KY0CC5P4RH4/fhVjY2OxWEw6B5tU4AO81JCrWFhYEAvL7CMIEUtLS8+ePZuSkkIYKGeJTCbjcqLPhK0AQYBkLCFSEoaFVCpNTU2trKxkSfSrErOwsMBGaf5VWArufELg5NDQEA5YYEDgNXNzc3FxcWfPniVKCZgcsNDW1lZXV5doKrFYjOFxeXn5o0ePCBJkh6qjo4P9Bd4/JOCQA79s2TKcn5cvX/71119/+eWXX3311UcffSSkBgP9enp64hnOnjgpKYlcDiBMGxsbFRUV0pfCw8NDQkLQDXl6esbFxWlqaiYnJ/v5+QUEBCCIJ3a2tLQUVyoPDw+AHmAdf39/qVSKlYy1tTXdUFxcnIeHR319PVWG/352dra+vn5aWhpB5j4+PmFhYUTlYusfExPj5+e3d+/eEydOxMXFXbhwAfsrWmkC12lMVFVVQRCoL9QU6gsFhYFIkLBDgedT4EwVFRUlJaWYmBgGVagxQ0NDP/30ExECi0uJQN4lA4fCIfQmDFbUFAHEEQYlhhfBjYERCcNNCg01BWYdKXG8hkDLoaEhXsBHsOGRkRFstKgvPT09PT093d3dBBuMLTr40VwLTEmXLl1iUr558yaWoPPz82VlZVBAUQ8AzbDNJFDw6NGjFGj2SoAyULQOHjyI9oh+Qtg30TFoaGjQ7wC3/aJjam1tPXnypEgksrKyojihdkW6amhoqKamRhT5t99+C9K2du1amHhg1AT3gbycOnUKozOspHH3CQwMZK7hSElJSUhIgNqEBiwuLk4ikWCnZGpqyvIP9gGLnmfPng0MDNja2ubk5DQ3N1dXV58/f/7q1atw7VpbW4mLhtfIHISosrCw8NKlS5WVlSUlJfn5+bm5uUVFRfX19SQx4b/3P1UZVJdgwERW0sVwx2OUA1dLT08HWcDK287OzsPDw8/Pz9LS8vDhw9u2bdPS0rK1tTUzMwsMDJTJZHfv3sVwAPVTSEgIBqv4CQkmzwTL//3vf//888+JxaHifPnllzg/b9q0SVdX18LCwsvLi14DbZefn19lZWVhYSFLa0VFxXXr1mGIGR0dzQSEgjEqKuro0aOEvQnh2bGxsSKRqLS0lBBbd3f3sLAwd3d3yhDbWWtr69zcXDLeHB0dcfMtLy8Xi8XssMLDwzMyMrS0tNLS0uzt7YnfxlyG0BUMJZ2dnbdu3aqpqQlVJyEhISAgwNra2tjYWE1NDVuvbdu20bMILmt0NyA11Bo+guAIAtSdO3cK0Sg7duwwMTGZmpoinvHnn3+Guv3ixYvp6elbt24JfYfQmCz+SAXhGhbmo8UabqGjEV7GCCaAvkxGlAwBDKajgc5LJaLu/NcSc+PGjYaGBiHgFGsF6uDin8KyXACPOGkTExPT09NHRkag8zx8+DAnJ4eJUk1NTUi/YyDFKZl9LtslwGCo5+yhIMXARKGysCbmNZqamrq6urq6uioqKvb29r9MTNra2kQUQ5cCo8GMA5BFV1f3wIEDyNKYeCERa2pqnj592tLS0tHREWggOjo6NTU1OzsbAJLbKenUmZmZ2AJCzUQMgqwO++Xc3FwwF3t7+6CgoLy8vNbW1qmpKarM48ePMzMzc3NzUdBBpYcM2t3dDf2EEiOEXbBSraysJOSgurq6trb28uXLDQ0NIO2LHTk5Hr3y+hUSJmlYkF9OTEzcunULu9/Ozk5Ogt7e3kuXLhkbG586dQrAyNbW1t7e3tfX19zcXEVFZdeuXciUExISEJrfvHlTEDE8f/68oKDg448//tOf/vT2228vWbLko48+Yt/04YcfYpdBBiBJN8RuffTRR5999tm2bds0NDSsrKwIJ2GuEYlEqqqqycnJ0GHz8vK0tbVRaXt5ebFy9vf3Z9ETHByMa5SLiwtpBEAAJiYmhYWFCMrFYrHgbhcRESEWiz/99NPt27cXFRWhfnRxcQkLC/P09CwrK3N2dpZIJP7+/pGRkVKp1NjYGG8qYOPw8HBsIlAk4DRM8fXx8TEzM/P397e3t7exsTE1NRXMd2hPoGVt3bpVCDkh8hjZFxQt3KkFxBd5DtJ2RUXF4uLin3/++cWLFz/99BOS1++//56EDBqWqf980N3cu3dv6lVoiRAe8KsqIyAyQhkSLnhGGFoVEGKhRghNjTBGwQgXPAbAZaiAk5OTt27dghJ948YN4bvRLgkfF1cZoa+pqqrq7++//Sq86cGDBykpKZBlBAEkDSDtjKBoAaBhq01HQwwBpDu4+xD2DAwMhGU2L9DX1z9y5IiTk9PLly9f6+joOH78uLm5ua2trUgkYqNkY2MDmmttbW1lZQVVz8TEhG966tQpkgDRwqFsRBKWlZVFpA6hSyhKcnJyMjMzExISsBqTSqWSVweUcJQpGRkZ0dHRvr6+IpEoOjoabl5tbW1PTw+9RmFhYVFRUV1dXV1dHTYxFRUVtbW1mDZCtBOqzMzMTENDQ01NTUNDw6VLl65du0Y+aXl5eXV19e3btxe/WDgoMUK2JB+Bgakyra2tV65caWtrIzeHfqezsxPjKJFIJBaLWdKRUQtuUlJSUlZWJhhZlZeXk7XAD7148eKyZcvefvttIimwUCWC65133vnkk08+//xzYkBoc4jOWbZsGdEoVBm6A3oZEDiWx/7+/g4ODnp6emyReE1wcLCTkxNzEBZWhCXRbuAylZ+fj6bRwcEBMp6/v7+JicmGDRv+8pe/LF++HD86tE6gLfn5+fb29snJyVht4sUH6w/YGEUlIgbASycnJw8PD3yLdXR07O3tZTIZPg8aGhoUC7iILJvwLcWVHcnorl27YHzgvAOCAzQDbAzXxtvb+9mzZ99///2jR4+oMs+fP2d0YkVNdVhcR5BooxsQygfHxKJj8egkgMTCCPNfqwyT0djYGGWF/RS+sfwrYxFKAuoRX0LFuXnzZnt7e2dnZ19fH5WFVoiuR6gyi0sh91Rhl/Lw4cOEhARFRUWBI8Mmmy4GYQEdCmANFQf018DAQF9fH+IMpQQWi76+PuAsn4K6nDx50tvb+5cqc+LECQsLC4qLs7Ozo6Mj3Bk2JtiL0eawqTI0NCTKJz8/Hzt1wgNzc3Plcnlubi44iEwmo3/JyMgQhG08k5mZiQiFHoe6k5aWlpmZ6e3tferUKeLrIdRWV1cjOEYrhO8OUpf29nbUkrh2Li4Ws7OzbW1tra2tXV1ddXV1AwMDpA63tbW1tLQQWEEsxuJC86tGhgwt3iEwP+KcuGmwDn/48OHQ0FBERAQZibgoQZu2s7M7cOCAi4tLeXk5MQZeXl4eHh4ymez27dvz8/NsFhsaGnbs2PHxxx9jsf7pp58SLcoCm1hiysrKlSuXLVuGicGaNWv279+Pc6K/vz+qPF9fX2wrN23adPz48YCAAHKyLSwsQkJCcO1hknVzc4uMjLSxsfHx8UlMTPTy8oqIiPD09CRe0t3dPTs729LSEsdCxJOQd2Ee7N6929vb29jYmM00805eXh5ZK8xE+IQmJSVhKg5gLzyADWxgYHDixAkrKyuWD9gMR0REWFhY6OrqKisrb9myBX6dgoICExOZkBQUYbUk8MqEnF8uG3wMDhw4kJub+/LlS9zFsJXhgPEk+Ej9qnxMvUp6ZPwRegRqh3AxCwpJ4ZlfDU1MSVQBUBhKAw/YKjA9CejM2KtsH6oMpQdyzdDQEJiOUGIW9zJCoRG6LcEuh7pz//796OhoYQ5FVXDw4EFBh025oT0E9tq1a9ehQ4cIh9DS0hKixwWniMOHDyOHPnDgAMgOtPVfepnOzk7OSy4PS0tLzN9xM0Q2bWlpCTHP1dXV2dnZ2dk5Nja2vLy8rKzs0qVLRAiS/Ua7QUZtQUEBSZI5OTlZWVkCXitoZ+lxMNeSSqVZWVnnz5+3sbHR1dWVSCRlZWXMO52dnd3d3VVVVXl5ec3NzfzR6+vru7q6eKdh4gnVgcEHQ1bBTBCu7eDgIIHZfNWvuHn/U5XhnkY+MV6EoL+CEmp6ejo5ORk6MuGcenp6pI/r6ur6+fnxB8FD29nZOSwsrLm5mVwEErjV1dUJGOJYt27dihUr1qxZs3bt2q1bt65du5bnV69evWbNmnXr1pGdqK6ubmRkJBaLBcTE09MTOsLXX3/92WefiUQi2hb6HZY7IO4gskZGRlSic+fOkaQBTMumj2AmyL7YpAqeRgIug9ogOTnZ3d2dfJXU1FQfHx/40Ei6GanIxsWGhkkZMy1fX187OzsjIyMXFxcnJycy0uzs7PT19dE3Uln2798vXA8CNgn/nVUD2AGkeDR7wg5l//79NjY2t2/f/uc//4n7Dy55OD9MTExAqBVKw+KyIvQpY68SBQRF0mK0WMBlBFiHUkWVAevt7+/nJBwZGeFlCFwxr6S1oXwA0FBlwGsEIHlxeQIlFBAZAZ0R2hkWr4tLDD1aSEjI5s2bt2/frqSkdOjQIVzTBHiLei3ImgTXGHpD/pWyLhjIgqKAfykrKwPc7Nu3z8bG5uXLl6/19PTQoQDHYFloZmaGsMDDwwPqNP4g9NvYcxQUFOTk5MhkMnwA4uPji18dbI4LCgpAZ6gmqampaWlpMpmM/iUjI4PnpVJpdnZ2enp6dnZ2cXExCLREIiHiFrb+wMBAQ0PDxYsXOzo6RkZGOjo65HL5tWvXAMaEWYkCQZW5e/due3t7S0tLW1sbxo7Xr1+/ceMGzQh5uP+VAQwEQ5WBsydsuPGsoVpRX+CnE85dUlKSkpIilUojIyONjIygHqAe8vDwSE9Px4oRMw3CFVGyTUxM9Pf3m5mZff3112ysv/nmmw0bNpDBtHr1ajwGsWgiVWbVqlWrVq3avHmzhoaGsbGxq6ursP1BQH/y5MkPP/zwvffe++6776Bj0ssA38DEJTvJ1NQUN1+AEjzAEQRkZGTg4MstxM3Nzd3dndE4IiLCwcFBKpWKxeLU1FTozt7e3gQzSaVSEmmTkpIYx3AaB2xmew2Vyc/PD1IpUizkCOHh4fn5+X5+fmfPnuVsRuMrBLZpaWmpq6sLehlKjKCTVH91HD58mC6GGy9kvNnZWaAZoal5+vQp/YWAvAg9yOKORtglLR6pJl/RhX81PU28cq4TCk1/f39vb29vby/OnsArV65cIXCyt7cXawHKSn9//61bt+jfAW6E8kHFod/heR4IAxqvAVESOho+0m3BAA4MDGRHvHPnTsGPSlVVFYMY7B3IaBeYwWyjoFADG1Nc+CfweGFuVVRUPHjw4M6dO42NjX/pZTQ1NYWcbLFY7OXlhS0AGwG2j9HR0ZyLfn5+ISEh8GjlcjlsWk4jaBrMSuAsAC5paWmJiYlYHKWkpABMpqSkpKWlgQFD0pXL5efPn4fLhyN8S0vLjRs3KNjd3d01NTU9PT0jIyPt7f8fW+cdFfW95n/P2Xv27p495578sefuTdTEGDV6TaJRY0GxlygaW+yCgAgoVaRX6b333hk6w8DQhzrAMNRh6CoiIBo0ppjd3L17z/X3xyt+lvX+vn94lBYy8/0+n+d5P+/SL5fLNRoNb6EIohVWvvxlaZkXmZ4TExNQoRia3oFmREFhjQ0ow08Dnxd8hJGRkd7e3ocPH0JRVygU+fn56P1QD508eZLzHM5+Xl5eUFCQoO2lpKSAH0Mm9PDw+OKLL/bs2UNYlVDioO7buXPn1q1bv/jiC+h5W7du/fzzz/fu3WtoaMiQS0eApMDa2vr48ePLly9fvXo1wqiTJ09aWFjEx8dDY3F1dWVnhLs4kUki6IMqA3br5uZGyjVVhpaE2dDT0zMlJYX6wpe5u7szIrH8pqCgxsadk/V2cnJyYGAgxuPU1jVr1ujp6VlYWPj4+OCOnJqampCQgJyFzuXs2bNXrlwRSpmLFy9yc/MMUEeE9SIcMzbfohgxSaWnp//8889/+9vf/vKXvwi3Q/iWSxuTpUDM0s3RO1WG5xYK38ySS8Ax3HvYBqvV6vr6+sTERPyl4uPjY2NjS0tLW1tba2pqKioqhoaGUDDR2oyOjtL+MCixFxebb5jBlCTgHrG64rNLf/8nb038+M2fPXvm5+fH/g71Bvs4QRcQCeRdZQAAIABJREFUDQuvLZMRBZ3SQ58oNIlU/8uXL58/f154Xx09enTPnj23bt168+bNMqVS+c0338Al435lDQkL29fXFwdpmKw+Pj64yRYUFJSVlZWVlclkMs606OhojIWysrISEhISEhLoihMSEtCto1vB6Cg6Opp8GS5kr3K5HEclfX39/Pz83t5eTNJBwsbHx1E2aTQajUaDk4tA6ehlBFsX06mlfaboNrVarUqlIqGJdbXoaMSyaWnRoe7wZWgLEONTSbu7u3/55Ze//e1vQ0NDNG7okpGhg4X7+PgkJydLJBIEB2zlPD09oX6DEwUHByP5QwC5d+9eEdUkopew8kHQtHnz5sOHD5uammKIxzjj5uaGhv6rr75auXLl559/vmXLlq1bt+7YscPU1DQmJoY6wsgGHGNlZYWqQFQZ0NmEhATUTLQqcII9PT3JpUSeg9dMZmYmdGEnJ6eEhATYeggv09PT7927l5aWRt4TsQdUGc4tY2Nj0niPHj16584df3//sLAwgiug/F25cgV48sSJE3De6Vm4Ll26xPlJWiF/8k+Wr4xUwhGCohMVFbW4uPj3v/+dNdNf//rXFy9e0Mu8s5xeCqAKnYG4BLDKEuofLwEDDw8PV1ZWSiSSlJSUsLCwqqoqst+Gh4c7OjqkUmlKSoqlpaWrq2tlZaVWqx0fHx8eHma8Ynpayujj7+DEIo5ObMEFACyGOyqgKDH8b7q4uOzZswfverJ6GJ1AfAXChd6QfpMhCJGQ8JERzDiB0cACpfrv27fv5s2bvzk/mJub+/v7k/YCaEd1SEpKQvOC+jM4ONjT0xNQMysrC0diXBTv3LnDuZ2amkoKJzR2xC90Q5GRkeHh4VFRUfA14KqieY2JicHPoaSkxN3d3djYOCcnp7u7G/CFO2B8fLyvr4+ga9FYzr3lX1ImfnybZ8KS6MGDB0vHXebhgYEBqhXqbYG/LEVnfvi/F9pWQdAWb97Tp09/+uknyBeTk5PMj/DKTExMsPslNTE8PJy5krAxExMTTuympqbKysqurq7Kyspjx47ho0zgpEA9+buwOxAWtlidom51dXX18fFxcHDw8vKysrKCUPPll1/yXRs2bLhx4wZNaEBAAMUCJdHdu3dJaGPmElUmJSUF+4j09HRRZZBiJSQkQKSMi4vDa4ZYGy8vr+joaDc3N9RMtLFkFWDcSfAb4dkM4Kamplu3bl2zZs2+ffuMjIzu378fFhbm6enp5+cHuGNmZoZLKUaQenp60DqAHjk5mYkgmHGLi70JH+Tup+KwuPX393/y5MmbN2+Ynr777jsxaIjKIsoKfwdA/ccL5psoTOLiIzMzMwMDA7Aonjx5gv374OBgWVlZXl5ef38/qSZ3797V19dH2RwTE4PhydjYmECCp95eYhdOcYHCR90BIeZhEXxlys3S8Y1a4+DggO6UnC+oALyqDE3C+hfbb6AuKLhXrlyBTaOnp4fUA9iYV5s/KUBff/21jY3Nmzdvlmm1WicnJxK/BPKCbkWk8wQGBuJQzUrc3Nw8KSmpoKBAIpGUlJRERkaamJiEh4dnZ2cnJydnZWVhdh8TE4N1AGG9mOPTIpGJAdsdeRFO6zyTN2/ejIqKam1tZUtNLzM1NYXfJal9vOjC6JcGhNFGgLKPHj3SaDQQE4BmpqamiMVhYoIyw2S0dHQSJL0XL17Mz88z8YL4osEl0gBchsZ7ZmaGiQn1YFxcnEajaW1txU+XeAA3N7dr166dOnUKPMXBwSE1NbW7u3t4eFij0RgYGGzYsIF4+S1btmzZsoUQP0JscUvZtm3bpk2b1q9fj88pE66Dg4OdnR0Qr4eHx9WrV1euXLl+/XqkCV9++eW6deuuXr2KUAC9EglekF/y8vJcXV0JG6BVQb6UnJzs7e0NHYbgAW9vbw8PD4x+Yb74+vrCecHiNygoyNXVNTc318vLKyUlhYmMCoU4MCoqim0UEPLdu3f37t37ySef7Nmz58qVK5CM/P39XVxcuGccHBzYZ8PSAms8dOgQRYQm5dSpUwiIWb4SxEytAZeBQcPeBMbH8ePHXV1dR0ZG2DrNz88L9FRAvO+UGHGJOsKdIJiZ/wj9zs3NqdXqqqqqBw8e/P3vf//73//e09MDrS41NZU82YyMjGvXrh08ePDChQvIRPz8/JKTk3t6erhjOU0FaRhrZ+ampfORIO9BGaXQzL0NaRLiA47kZ8+eeXp68pog+8Jtk+LCq0SlYGMtFJU0jPjOGBoaXr16VSBfFy5cQIvA4giS3qVLl3x8fH7LMDh06JD4HlDiI0eOYMMncsgOHz6so6MDPcHQ0DA7O1smk7FOCg8PNzc3J+9dGCOSHMzaJS4ujrRA0kuZmyDjMVhlZGSUl5dHRkaGhYXRy0RGRra0tLS0tGg0GowLJyYmyIvp6upqb2/Hx7evr6+/v39oaGhqamrurXSN7c/i4iKGntXV1cRE4HtWWVmpVCrZQxOoAoPgH7OZsB1hawgfB52BUDa9fv2aVcV///d/LywsEEhMd9bX18chI5VKAwICXF1d4+PjfXx8DAwMjh8/fuDAgatXr8IGoDd+/Pixh4cHM9FXX30lepZt27Zhy0R9ISR748aNR44cuXPnjpubm6urq5ubG6m1VlZW9+7d09XVxUFi9+7dzFlffvmlvb09Rpxubm73799HkRAeHo5VuKenJ4gbAC1+VFQZ6LlAMF5eXh4eHsnJyUQ7IZCJj493d3fHDsbDwwPICUe+1NRUCwuL2NhY3GQCAgLCwsKYsAIDAzE8P3jw4Keffrpjx47Lly/DxoyLi/Py8goMDExPT/f19TUyMoKfSi9z+vRpZNl0JSyheDB4Koh4X/oFYrF94sQJAE5IaEZGRlKpFFfNBw8evDMKzb+NZGMTzD9FWWFQWtrL8GV8pQB9MaMBBpqbm5PL5Q0NDTKZLD4+XqFQyOVyKyurL7744sSJE/Ab6XHArXp7e8FlaFgEV5gGh+blHUYf3PSllU6oHMQYBbbo6urKguLChQu8MvR6jEioCrCXYzhFmU2twTrv9u3bd+7cwcLq1q1bSJnwmrl9+zZCpevXr/+mya6vr1+/fv3hw4e3b9/OIoPYE/xl2HRgzobvyalTp5ydnfFtYc2Ecj8kJAT1AKGflI/U1FRRSiC/4jkm+HhpaWlpaWlFRUWVlZWYszk7O5NngDpJrVYz3QwMDKSmpiYlJaWlpYFDA3YUFRU1NDSo1Wq0ZILEOT09TZIZvNKl1mctLS1zb33Chf3yUrWk0BlQhoQMl94HrSO2D1SZv/zlLy9fvmxsbCQUuba2lqo0Pz/f0NCQkJBAuCI6Y4B9ljuJiYlNTU3keKWmpuro6Gzfvp0FE9GiAL00OCAsmzZt+vLLL8+cOWNra+vh4eHi4uLk5GRnZ4dZv42NzRdffPHhhx+KarV161Z9fX1/f39PT08fHx97e/uAgACRKotpvqenZ2hoaFBQEBFu2IzHx8cDA4Pdurq6enl5eXl5paWl+fr6sg3w8/MT8UkBAQFubm6MV5h4I3SKjIyk5UGQmZGRQewcbM+jR49u2rRp165dFy9etLe3hxAMVxAWlb29/aVLl/BgB3OhvWedIbYhS3t+HL9o/jFVAhjmoBZAJlx2zBYmJycFLiO6lXeqzOzb2Ek6aD6IB52YkkRt4osZsUEDm5ubpVIpidcRERGtra0ZGRkszrANl0qlqMyI5ZbL5RQUQF/mfS7mpom3F5+i4tC5CGqPaNCW9uMPHz5E+yKCUE6cOEE/AvKCPJK+j4YR3h0pV7yewv0SoaLgAVOkRMKEu7v7mzdvlnV2dp44cYJDgP8A5s/ouBFiYmJmbGxMqx8bG1tSUlJWVlZcXCyRSNzc3K5evSqqTGZmJrFYgt3Ls52YmJiSksKCCQ8q9lA5OTlg7KmpqZmZmYGBgWZmZtbW1oinW1tbx8bGnj592tLSQjwYdy2nZX5+fklJSWNjY1dXV3d39+Dg4NjYmCAjIALkccKQKTU1NTs7W6lUUmXoTdBn08sA61BiIMuA1ywsLGB28/z5c77gv/7v9eOPP7a3t1dUVCgUiuHhYaTh8/PzNTU1MTEx8OJu37594sSJrVu3Hjt2jAaBhg6WoEwm27dvH9UEl1/4eKtXr2aS2r59+7Zt2zZu3Lh3794bN24QruTm5mZnZ4c9s5eXl76+Phqozz77DPO9I0eOANwEBgb6+fk5OjoGBwezA8JpHOQFbYGQMiUnJ1NuIiMjoUe5uLi4u7vza3t6eoKvwRWGAs645OPjAxgXFBSUnZ2NjgG4FzoPYQne3t5ubm7m5ubffvst1fPChQv29vYoaamGSUlJUqk0LCzMzMwMhhht/Llz5xAxMSvR9hPWwXMCbQwHSX19fRwM0O8JQ3sDA4NvvvlGV1eXRm98fFwUi6XYyuzbYEY+QtWgkWH0EJANLYyYuWDZLiwsMKT39/ejs62rq0PDUVpayi5FJpMplcrm5ubk5GR9fX0XF5fu7u7Jycmenh4SYIVUcukaWyA14lN8ViA1NDV0N6KpwUJ0YmLCyMgIMzAMetgcCeAWW8tjx45RuFlloE6i+gDTUK8Fb4D1nzDZu3Tp0v9WmcHBQfijDN7I/BiP0f7BxIOdaWJiYmNjExUVRbktKSmRSCQ+Pj5GRkZBQUGgv5mZmaKpoWERG2sKkJDYZGZm5uXlFRYWEpyECiE+Pj4qKgpTjKqqKqlU2tnZOTU1xduD+T6/XlRUFHziysrK9vb27u5ujUbDOhDYPysrC/QB9CclJYVC09LS8ujRo/n5eUoMvBixYxIueS9evODU4lMsLGdnZ/GvAo6BtI5ZTHNzc0tLC9yE58+fo3JobW3Fu5+EwwMHDuzcufPrr792d3dPT08nbrG6uvrFixft7e16enqwZr766itovhjNbNq06c9//jNeEJ9//vnp06dRSOLDQpXBuvDUqVMonvjG9evXQw4kAsXHxwe9kqurKw7h5Ha7ublBX4iKigoLC6MWxMbGshNwc3OLjY11dnaGUghSExUVxQgWHR0NjyY2NpYfHhUVRSQ2K23gBnSzzs7OuPn5+fkFBARYWFhcvHhx69at27Ztu379Ogxy/K4gztTU1CCkOnfuHDEP9CPUGhbYrLppXpDsXr58mc03Zyzn7a1bt4yMjKhBHKinT58+evToli1bbty4odFowFneKTSCYyLqi+hQqEr0PmSq8CQzm5AowBc8fvwYm7sffvihvLwcK+Xo6Gh7e/uCggIc+eLi4tjm5OfnQ/xlUS1KieBhCHE2nTufFdgNExa/A2ANcMyTt6nb8/Pzg4ODFy5c2LNnj0heh1mHuyBLaGxGjhw5gr/liRMnTp8+LZbW2O/iQcNIxbgq/kL1OXPmzP3799+8ebOsp6fn+vXrjo6OPj4+3t7eXl5e7u7uHh4exIMh/HN0dLSxsTE1NUXTHRISkp+fX1RUVFpaWlhYGBoaeuvWrcDAQKhWkNMoMWlpaenp6Tk5OfQ17Ln5suTkZD5LJJtEIikuLk5MTEQSGRMTU19fr1arm5qaOjo6BgYGysvLgaWBjdmSgOnU1ta2t7d3dnaOjIxgf7+wsDAzM0OQMwsy3EySk5Pj4uKam5uFQcQ7OyYxN9HICG8xIWV69OgRyylur+npaUwk5ubm+vr6JicnFxcX+SEYOyuVSkIgwLawjDxy5AhumIgbU1JSnj17NjExYWZmtnHjRsaczz//nBaG1gbBwerVq7ds2WJgYODi4hISEgKMhVHhvXv37t69u2/fPqwhNm7cuGbNmgMHDri4uERERNDyAJ2EhITAcHFwcCB10N3d3d3dHRIwruNJSUki5NPNzQ0aHgNRenq6m5tbVFQUJJ2IiAj+gnyJCoJlJ6nPFKmAgIDQ0FBnZ2c2TYxX+vr6x48f37x5865du27cuOHh4cEWEhVCeHh4TU1NeXl5UFAQeBZQizC7xrOKfp7sVE5RTGfp5Dl+sXqDznfu7YU7hI6Ozu3bt+F2Lq0yAmShgRV2lrzvKIOQnkC8EoSapcICceQ8ePBgdHS0ubmZhAmpVArUTWRgYmKipaXlpUuXYmJihoeHmblEb7LUcUasluDs8aeQcQsdgwB9l8qp+N2ePn3a2dl5+vTppbpTvErJz4A7QwEiLwVyMFgtLzv1CJEHtEkmUzF2CZuO33oZtVqtr6+PYa2vr6+vry9Eb4L43NzcMEyxtbXFoNfExEQQ8EB//fz8jIyMIiIimIwyMzPFQEQLg70D0wEwTWJiIoUGMRTbGfK0mJIyMzNbWlpgTPKGlZaW8uuFhoaSyOHp6ZmcnFxUVIQ+u6OjY3x8fHR0dHp6mlOI+QvgOTw8HHgoPj6+tbWVeZsK8s4m+51GhmJBy4P1ITcfOkxhJM6YBnnvp59+oiR99913bW1tBgYG0FguXryop6eHkS1hBgSheXp6joyMzM/POzs7b9iwAVsZOpHPPvts06ZNGzdu/PTTT3GB2LFjh7m5ube3N5xJBwcHFLFeXl6WlpY7d+5ct27d2rVrsdozMzPz8PCIjIzknsY5DUpeRkaGjY0NJCaqDPEpVBkcGAICAgICAsifdXJycnFxYWJydHRk/IHOFxAQQAQlkL+zs3NaWpqjoyNjlJB0s0ennLm7uwPr7t27d8uWLfv37zcwMPDw8KDrJEQpODgYw92kpCQLCwv4MqKRoUbgg40FAXjByZMnYYjhUItjG2w9UZh4cti/7tmzx9bW9tHbbOylVUbskoQvt+hlWAU8evRocHAQ6awwtxekW9EHMZgPDQ1VVVU1NjbOz883NTXZ2dlVVVWNj4/LZDInJ6fExMTy8vK2tjaVStXQ0DA8PEw7Q8+yVMMNR4aygjqBToeqRH1hOHqn1lBlcCk+efKkrq6urq6uyGJHhirUA+ybRKjpiRMnyKX95ptv6HTgFtD4nDp1CtAdwh5cbSam39zF+/r6CNkA3sMF1sXFxd7eHi4GKkqyta9cuWJqapqZmdnc3FxfX4+UKSgoyMzMDCoETN+8vDymJMoNcxP1BQ4O9Sg5OTk3N1cqlaanp5eXl1dXV5eWlvb39/f29lZUVPT09AD+o5+uq6vDXwJiDgBhWlpaZWUlWUvMsVNTUzMzM4BzRHlGRUXBeWU3Hx0dTZUR0C+4DCWGdgb/cCGV5KK1EVwszB8GBwe5pR49evTs2bOff/4Z0jDD1/Pnz5VK5bVr13jkrl+/fuTIkT179pBmy2oZKXxNTc3s7GxAQADV4bPPPqOdQSRJ1Vi1atUHH3xw8OBBzMAx9CZm5ObNm/fv3zc2Nt63b9+aNWvIFN65c6etrW1sbKyTkxNQLkAMBLnU1FQzMzM8pVg8wWbAihBXKhCc+/fvR0RECCEbFQT0RPhROTk5ZWRkcE7Y2tpC0kMPZWNjExwcDHUwIiLC1tbW0dHx5s2bHHpHjhz56quvDhw4YGhoCHmPQZJODcuxgoICJyena9euwTbCYwlAgccABRM+avT23377LQ0OEj6GKehkAnpgA7Vv3z4HB4fp6Wmm7KXEPBBcThoqCMcS5KkXL14olcqKiori4uLCwsKWlpbHjx9ThpieJiYmuEM0Gg3mNY8fP+7q6mprayMZQqvVqtVqwsXhteOAh+4U0Tbg7jvDkSg3ouIAzVCPlhYaMceJuvP8+fOGhoZjx47t2bMHIigp4xQRok3pUADU2UDRyyCbpKwAygDf4CWGGww0a9CcM2fO/G9SyuXLl/GXoWdxdXV1dXU1NzdH7m1tbW1jY3Pz5k0aoZs3b6akpNTW1srlcuxd4uPj7927R/QvGiWqDIgMvnaZmZk0MuAyDFMpKSnwZTMyMoqLi7FHmJ6enpuba2trE26mvLUNDQ33798HAoCyBd9EJpN1dHR0d3f39vZCZOKlfPbsmUQiIQSeQsOfMTExHR0drL0pHML7ikIjuhvBxBMX1o1Pnjz54Ycf2ECPjY3xEXgKMHfYWP3yyy8vXrzo7OzEF1kikVhbWx84cGDXrl0HDhwwNzenNUPAHRcXNzU1lZ6evmPHjjVr1hBaQJVhxyTyyM+ePQsskpSUFBoaamVlBXHG09Pz8uXLJJFjuHfw4EFIcS4uLgEBAXAvcRRDSWRmZkY1cXZ2Zs0EPQoDYLwgIONFRES4uLiQlJCdne3q6gp5j8IUHR3t6urKm8jyKCIigph3agoGz2S5WFtbkyZqaGh4/vz5Y8eObd++HR6zv79/SkpKdnY28xqPolwur6qqCggIYPZhXAJ5YXriyGVtRLg4cCaoJMtXkGAjI6OrV6/SyEDkO3fu3IEDB9zc3J48eSLCUsQ+m9X1UqBXeHQjQGtqaiorK2MXlpWVRToYQExXV1d5eTlZtxkZGUVFRc3NzRMTEz09Pfn5+cnJyXV1df39/cnJyaGhobW1tT09PbTt8PQKCwsfPXokcBnhSkMp4c+lKgT4eDQ+om3he6kygqq3uLhYU1MjxiJqzb59+4C9RDotAA3NC+btwiEM1gwYGQWIvub06dNkG4iyfvr06d+yJXt6es6fP3/r1i2CPu7evevs7Ozs7GxpaWloaEgiipWVFZ40xBWkpaXV1dURP1JbW0v2RWxsLCUDYwecfdEoCW+HzMzMnJwcSgydjkwmoyohsBQ7Zq1WC+Xk6dOnSAeam5tRFUMJY7LLz8+vrKwk4bS7u5sxFc3Bd999l5OT4+PjExoaSlKiMK8lXILbRcxE0PPQSdPILIUDRZP89OnTx48f//zzz8SbswEVtyZ7biwmaGrUajW+GeXl5X5+focPHyZO6MaNGwQPODk5Ybrc0dFRU1Nz5MiRjz/+WGyIwGXEP7/88ssrV654e3vHxsbShlhaWl67do0u48KFC3v37l2/fv3q1as3bdp07Nix0NBQFxcXeDG+vr5s9HGQiYiIMDY2xmGXJRSESapMcnIyIU0ISiIiItzd3e/du+fs7JyZmXn//n3YhmC9DG4cIRAFbW1tsQ0/f/68vb29iYkJgYJ37tzx8PAwMDAQqTtHjhzR0dE5ceKElZVVcHBwSkoKBxLoTHx8POFckZGRWLEJXyUcJCkW4JFnzpzBRk/oDERGGFkfeC9h+EZtunDhwqFDh3x9fVkFLH2vxf5IbJQW3kbB8s+enh78TNi05ufnFxYWjo2Nzc3Ntba2EkcTExODwgY9YFZWVldX14MHD6qqqkJDQ5OTkzlsGhsbiTmnT+np6env75+fn4cLI5fL5XL5Uqs9vhL55fj4+NjY2MTExPT0tJB9A810dHRUV1czDQil1YsXL0pLS0F2jx49KrQsR48ePXjwIJw4EmmgQbKHOv72olUEDxbsAV5SYmNv3LgBEs9fftNkq1QqvGNdXFxcXFw8PDzAZbgwsiVYEmc8V1fXrKwsSoxMJquurhY++AShiypDNQGXEdQYwBpmq7KyMrlcnp2dnZ+fj4ipsbGRAwQXZbqSV69ePXv2rKCgAC4Z2AGW/SUlJZWVlZhdqVSqsbExhiwaWlKf2W5AsSFTsbOzk/IhFgeio4EgIzIl3tk4cCNOTk6+evVqaGgIJyGaYWgIaCBEvzo3N9fV1WViYmJmZlZaWhobG3vs2LFt27bt3r37+vXrTk5Ovr6+rq6uVlZWBgYGZWVlT548MTIyWrFiBdgK6C+a7A0bNqxdu/bLL7+8ceMGLBWMY6ytrfEKcnJyOnv27O7duz/99NO1a9du2rTp6tWriYmJd+7cwRuMfVZAQAAvoL+/v4GBQUpKiqurKxg/rg4EXaenp1tbW2NdjCmEh4eHra3tvXv3srKykCCwJ8KMyt7ePjU1NS4uzsrKysvLy87ODsbzrVu3bty4cffuXXd39/v379+8eZMx3NPT08rK6sqVKydPntTR0Tl69Ki1tTXe4zS5PJ+EQ9fX1+fk5Ny6dYtkDxbVrE45NgFlOIfh4J0+fRoYWKSAwXmnQjEIoPQ7dOhQcHAwKO87rDyBwnB7cPxwb0xPT9fX14MDtLW1tbS0FBQUFBYWDg8Pj42NSSQSd3d3CwsLTJfKy8tLSkoyMjLCw8Pz8vKePn1aU1NjbW1NZYSD2t/fD6b75MkTuVxeVFQkJHh5eXmhoaENDQ0qlWpgYADxpBAZMDqh9p6cnCT0WaPRPH78uLa2NicnBwMmwGOkxenp6Xv27Dl06NDhw4cxPKXQ6OjowIzbvXv33r176VxoD6EOiA2U+BQ8SRjA+vr65Cax5waP/62XGRgYMDMzw6DA29sbyhYAjbu7u7OzM6SvO3fucCKRQAD6y4yTlpZmY2ODI4kwdqDKQIcRHDxY5zQyKSkpeERAsSFsQKFQzM/Pv3jxYnZ2dnR09NmzZ69fv/7111+np6fDw8Pd3NxEyAY+TCytYByo1WrBiZybm3v58mVubm5ISEhcXBxEVcyZQkJClEqlkMNzG4k2eGniJ1ivkH4wpT9+/Li/v39xcXF4eFilUmm1WlIN5ubm+vv7c3Jy6urqWltb29vbGbPr6+uxVc/Ly8vIyDh9+vTWrVt1dHSuXLkC7ks8ub+/v1wuf/36taur64oVK9auXUv0+MaNG+HmbdiwYd26ddu2bTM0NAwKCmLTHBAQgHmlr6+vpaXl+fPndXR0gHI2b96MvB6Za0BAgJ+fH/EyUVFR1GgzMzOqDG8xVYYXNjMz09zcPC4uztbWFr8IT09PQrskEomLi0tYWJiXlxf1Li4uzsHBgcJnb2+PFDMpKSkgIMDZ2dnIyCg+Ph79gb6+PgaMTk5Ot27dgj5HZpu5uTkLQegOCQkJqampVBwOEisrK4AY4d4GIVWwMwRSg/E4A9E3Sy7QBGYorosXLx48eDAsLGxpfVl6qAgZAZ2puMbGxqRSaXZ2dlpaWldXV2dnZ25ublFRUX9/f2tra25ublJSEkWHW2hmZmZ0dBRe2JMnTzQaTWxsLN5D4eHhzs7ORUVF0EofPXqUkZERGho6ODhOTQk1AAAgAElEQVSIhqCkpATRMhINiUSiVqvhAWu1WtR/qJfVanVDQ0NiYmJpaSkjW05OTn9/PxsrJq/5+fno6Ojdu3czBO3bt0/EcvJGcB09ehTDBxqZr7/+mlcVh4cTJ07s378fNIeXHct3eNV8GUoOMzOzN2/eLBsaGrK2tvbx8aGj5vL19b1//z4Wtvxpa2trYWEB7kg4iVwur62txcUKd05WRfn5+aKy0FICxMADhrQCb0UqlXI/ZWVlNTQ0KBSKtra22dlZTOQePnz47NmzX3755ddffx0ZGXF1dYXU4+XlhWnbvXv3UF3l5eXxvYODg6DumBJBew8MDIQq4uLicvv2bXd3d9BfsQUQHTLNMO2M0NQuRc6ePn365MmT/v5+Ei8hHGu1WtTeg4ODhYWFOG8plUoKUH19PQbgqJyvXr26bds2XV3dy5cvw3MjRK28vJzEy4iIiI8++oiltcBxiS6AiW9sbExjArzC6sfDw8PU1PTixYt79uz59NNP161bp6OjExYWhuTaysoqKCjIw8ODuDU6QThQTLsidwHnZsCXW7duYcoFgcDX1xfOVFZWFjl2d+/eRSGZmJjo4OAA3QY5Jas9aE1mZmZpaWnOzs6RkZGXL192cHDAMFQw6I4ePbp9+3ZSN6OiorCdp8QUFRVBjCgrK3N2duYWR8gnrE/gjLE6FXYQEIL5CF/M0wLpg8MWlur+/fsDAwPpXJaqlpZS78QhJHqZzs5OnMkwMCktLcXfWqlU8mzX1dWB083NzU1OTg4PD/OEs5F88OABzWBHR0dzczOe2eSjTkxMYMFDXu3c3Fxtba2joyOVPSwsDA6kVqvVarUYyHMzpKSkyGSyiYmJqqoq7LeZElQqFWsvmqDZ2dnIyMjdu3cTyr57925aGHRFfHDfvn30L7xoWCwLFSVrPlxp6GjYajNeHTlyhC3q119/raOj85vzw8jIiJOTE+xvf39/KPnMFz4+PsSzLfWyTUtLk8vlTU1NlJiampqcnJx79+5hywj4wp+smWCp4CcSHx+PyDs2NpbaDzSbk5PT1tamUCg6Ojqgvb169YrdDf64LS0tpEzxSJDejYkf1jaFhYUymQxLGjgIQ0NDsbGx0NjNzc2xmMRUuK6uTkhmRTsjmhpRZWh2xEZQeAhptdrFxcXJyUmEjr29veKwqqiogLzT39/PuVRbW4ujXVRUVF5e3o0bN7C/Q0iGuXxBQQHfODs7m5SUtG7dOiIl8RKHZUfC5J49e0xMTKgycPZpWBwcHPT19c+ePfvVV1+RbHvx4kV/f38ov6icMQMVpyK5LvHx8Y6OjoBxwcHBbKBcXFyYUFJSUuzs7Lg3AgICHBwc7ty5ExYWtnz58t/97ndnz561tLSMiIiAHePv748GCuc9BjpMZJKSkmxtbaOjow0MDJycnCwtLdHcGhgYgI/o6upeuHDBzc2NgQ44Lzs7m1Sc1NTUwsLC2NhYVkh6enokZ/N3EEpWSChuhFceThHsVkVgEwvXU6dOQQXW1dX19/eH1fL/rTLiEofQ5ORkVVUV2yVMZisqKuCpdnR0lJaWQmdn5FEoFNDKpFLp2NgYXL7e3l4UxUT9hIWFBQcHUw7GxsYgpg4MDLCWqqmpwYcQWwJi9qqrq7u7u3FQ4bEimGl6enp4eLiwsJDUkNzc3Lq6OoR4WJQ/f/48JCQEFe6OHTuYlUTs+tJJCmurvXv37t27V2DD1G7k73jrASTDKjh27BjzFxj8vn37rK2t37x5s2x8fBw7WLa8QsdIJik6XS8vL3t7ezs7O3acRUVFVVVVVVVVdXV19fX1mZmZ0DE4hXDYhJWbnp4u+heqDK1+bGxsTU1NcXEx4xI5swUFBQqFAiL/kydP6AWgDNCFFhcX19TUMGdB1ZFKpfX19c3NzW1tbd3d3Wq1enBwcGBgoKenZ3BwkAcG7k9lZeXi4mJvb29gYGBDQ4PgZS4F/ESh4Vij2RF2ROPj40NDQ729vb29vfgeKZXKoaGhgYEBStX4+HhlZWVdXV1XV9fg4CDLxaqqqlOnTmHBm5OTc/v27S1btuzbt8/JyQkBJ7kOFRUV9fX1o6Oj8fHxsGP+/Oc/MzcRWsD0JHxYUKKyhPbz8yNb7uuvv/7888+JQMBENTU11dLSMi4uDjaju7s7lnfe3t6gQiEhIRjIIwVAO+7i4pKXl2dqaoo9uDh+7O3tzczMQkJCSIwyNjYmxRhdpZeXFy84yA5DWUJCAn2ctbV1XFwcOaV4iaPDQnmEjePdu3dBlPHQys3NxaleUDpNTU1pZ8g/QUbM+SmslWhqgIT19fXBjLFcArY8d+4cVsGwTEmbZFJ+R0Pw3f+9xI3R2tpaXV1dVlYmlUqRDtTX12NT3dvbK5VKs7KyysvLaX41Gk1fX193d3dpaWlFRQV9sVQqRXCDyxLDZn9/PzLumJiYlJSUkZER9kTl5eX+/v7V1dX8DgqFAovC9vZ2UPyUlJT8/Pzm5mbGounp6aGhofz8fKD03NzcmpoacGWOVQ8Pj507dwonI2G1KTL2jh8/vm/fPkq58NMjlwZYnZcRKROGp8RF6Orq0hax/z5w4ICdnd2bN2+WTU1NhYaGwmShTNCMoKumrMLgdHZ2xn06Pz+fRgaNaXp6Ojwx6rrAZaDkibJCeiyDd1lZWUtLS1VVlUwmg97W0tKCQSGw+fj4+MDAAFZVuBMODg7ia4VkaXx8vK2tjfd1ZGRkaGgIeYFGo2GK6ezs5HZH+lRfX7+wsNDZ2RkVFSWXy6enp5dO4KLELDUTgQUD1XJiYkKj0fT09CAHB2Du6elBm0/XMzo6WllZWVhYqFQqSVPn0Dtx4sTly5c58x0dHYnQS09PZwWQlpbGgdbY2NjX1xcfHw/Wu3nzZsoNE9C6deu++OKLM2fO2NnZ8X7FxcX5+Ph4enq6urrCH9m/f/+f//zn5cuXb9u2TdgzW1lZgeCg2+B9dHNzQwDt5+eHjTwx1ZD9SKc1MzNLTk5eWmUcHR1v3bqVmpp68+ZNDw8POzs7oK60tDSWWUlJSfb29iEhIaRfOzo6EkoVExNja2ublJRE7B/ROoaGhjdu3KAPx8PR3Nz8/v370Ihw56msrJTL5Tk5OdHR0dnZ2d7e3sJihtNSJMBhcwUt9dixY4KqB/SDZSS6p1OnTh09evT8+fM2NjYmJiZ79+6Njo5mIHqni1n8vxd1p7e3F3/r4uJigr0ePnxYXV1NNz0yMgIOUFhYqFar2ZCC7zQ2NmZkZIyMjKjVajCE9vb2wcFBqVQaERGRnJw8MjIyOzvb2NiIiYrQSWKcLJfLcahobGx0c3PLy8vr6+tLSEgglyInJ6e9vV1EEg4NDZWVlQFW0CzL5XJg4NHRUScnJ4DbAwcO6OrqisBfuj96FlgwAOp8VjBlKDGY+PAt5McyOjFqnT179ujRo7t27bK1tX3z5s2yR48eMdRRYthAQ5PFcR7fIxcXFzs7OxcXF0RM9fX1crmcPj8lJQXOO1gv0W6UGBKX4GvB7m1sbOzs7Ozr61MqlSQrDQ8Pj46ODg0NqVQqjUaDNkyr1crl8sbGRogAWq22tLQ0ISEhODg4KSmpvr6+r68PakZTUxNVhi4De72hoaGurq7o6Ojg4ODs7GyyFisqKgoKCtLS0mprax+9TTV/p9DMvQ0VpJ8imwKTRJbrSqWyurp6YGAA9cDQ0NDY2NjQ0FBfX199fX1MTAzMkaamJrLoiouLdXV1T58+DVvH09NTT0/v9u3bOTk5TU1NHNScRQgpoqKitmzZsn79ekJsSXpbu3btmjVrNm3adOnSJdJg0fXSldy9e5cqo6Ojs27duvfff//cuXMODg5RUVH29vZ4Tfn6+lKPoCk4OTk5OjpShXln2RL6+PhAFJZIJKampgkJCba2tkxSKC3NzMwyMzNpT+7cuQPcgwsfEd13794NCQlxdnbGsMbX1xd9Jowqa2trAmTs7OzIyTMyMmKoOXz48MWLF2lwQkJCyHuuqqqqqakpKioKCwvDwhLrWfQ1Hh4e1tbW3NP0MhyqcOGFpIDFNmQ8rJWOHz+O3NTU1FRXVzc2NlaQ7kSJwRhk6fXdd9+hiWWdRDTlixcvHjx4UF1dTWc6OTmpUCigmxYXF7e2tvb29qpUqo6ODtz1JyYmGhoagJzISJLJZKT90mtUVlYGBASUlJQwcI2MjDB7trW1MfVUVVU5OjpyUtbV1SUmJoKIZWVl1dbWkhXX09ODpT8efTyPbW1tCwsLg4ODNjY2tHVsrykQe/fuRa7BlpoiTvnmQk6JbyHLJuqO4M7g48PXMFUdP378N+7vgwcP4uLiaGGIPU1NTYUEgVzI3d0dVpWpqSmAK2EDYmDJz8+3tbX18/NjVsrPz4fvC4CXmJiYm5vb2tra2dnZ29srNvzYxAwPD+M/qFKpcnJyysvLse1RqVQ4/bCcHhgYSEpK4nxrbW3lW1iZMyUNDg729PTA9aajGRwcDA8PJxOejiw6Ohpqcm1treApiUJDZRGWhVQcmFHwEbDp6+vrUygUKpXqxYsXPAYtLS1lZWUQiOCS5OXltbe343pTX18POzsyMpKCCw6Sm5vLdgC/qNLS0ra2NqVS6ePjs3Xr1rVr165btw5KngCAt23bpq+vj68d3Bbi02xtba9cuXL8+PFdu3atXr36gw8+wBEqNjbWzMwsJycHeNjZ2Rl6DsZXFALgZ8BFjCAg8hYWFpKfTZUJCAjw9vYGl0lLS7O0tIyPjzczM2MhFRkZmZCQcO/evZSUFGtra+g5YWFhCQkJaAt8fX1h3yC+5XY6c+YM8DBemYi8jIyMHB0dvby8CMCVSqUymUwul0Nvq6mpwVEUAwDytvz9/YVXmzCdZZP97bffkmMLaoDRAYbYFhYWaDIOHjyYnJws1klLW5gX/3D9+OOPjx49qqmpkcvlk5OTUDeBTvLy8mQyGQ1ISUmJiEuF5p6WlhYXF9fZ2Tk+Pp6bm4vVAwvm/Pz8uLg4mUwG/IcMHfD44cOHXV1dCIMHBwdZYMMCw2a/ubm5rKwsLS0NZCc5OVmpVD569Ki1tRUfS56IvLw8iUTS39//9OnT/v5+Q0NDmC/MSjCPRCdCIyOCgLH1WVo7qOmQZcC5hCehMPERVcbe3v7NmzfLHj58GBERQQNCRlJ6ejpCPkAZNqBECzg7O8fExJSUlFRVVdFrKBQKqVSKOgHtEnpIKEmAu+np6c3NzT09PUsnoPr6etAZrVY7ODjY1NTEjIp8qaGhAQ9z2sje3t6IiIj09HSojZOTkwMDAySoDAwMqNVqcrAGBwdxGBsYGBgbG4uLi7O2thYKg6SkpJycnOTkZJlMBhI28zaOVpibweJ9+PAhEgQ4eBQafn5/f39HR0d7e/vLly+Li4s5lMLCwkpKSjQaTWdnZ0FBQWNjI5zg+fl5pVJ56dKlw4cPJyYm9vT09PT0BAUFsamhzYavmJubW1ZWVlNTY2tru3nzZhBcpAYbN27csGHDJ598smPHDkNDQzIeWTcA1VtbW1+8eBGq/ocffrhu3bpLly7Rp7ArxKIBayh7e3v2huiJHB0daVQ9PDyCg4OhFzk6OhYUFJiYmNCb+Pr6IrO0t7c3NzfngxkZGZaWlpGRkbhAZGdnAwARluDi4kJULlUG7Tg6AxoQUlAuX77s7OxsZ2cH2kLUL5Za2dnZjY2NnBxohXp6erD1GB0d1Wq19I+Tk5NSqVSQYkR6GTIl8j04rskV4hC+du2am5tbUFCQnZ3d4cOHMzMzBS6zlDy1+A8X3s8QGvhKzieVSlVWVtba2grtDTAlLi4OqxPcI6VSKRFLPGXj4+PwbiQSSVJSUlNTE6uG4uJihnrWoI2NjSCeLBM0Gg0ijJmZmaGhIZIUgWCioqJCQ0MZ58vKyhAbPnjw4Pnz58PDw0NDQzi3qdXq8+fPHzp0CCIMBEVeNwBdhlBeLgYrAYQB/V6+fNnY2Pjq1avgMsbGxujg2T2BxF+9evXkyZOkBr9582bZ5OQkzvVCM52ens6shDMLjC+ExU5OTgwsCoUC6Le2tjYvL8/W1vbu3btUFh5pxLVofFNTUxsbG1kA9fX1UV9VKhWQTVdX1/j4uFQqhZaanp7Oe+bn55efnz82Nvb48eO+vj449bW1tQUFBdnZ2S0tLUNDQ/39/bSjdDRgsb29vX19fbRLJMCnpKTExsays8jNza2urqbKCB9G4cbMDQQWIzJ3IHcj+O7s7Ozs7GxoaPjhhx+6u7sDAwOLi4urqqoQNI2Pj9fW1jY1NbFNgCEKnayyspI7g26R17CiooLwMz8/PwKtvLy8Nm3a9PHHH3/66aeoJTds2EC25M6dO01MTETCBA6nXl5eN2/ePHv27IEDBz777LMPPvhg586dtBV37txJTU0FdoWaSPIRJQaZkp2dHb0qOybytkk7MTIywtHZ29sbKwZHR8c7d+6IKmNtbU0cbXh4uEQisbCwiIyM5Da4d+9eeno63RMsJyAhR0dHGDR6enq4N7m7u3PjQXqorKzk3ezv78eMVcSGaLVaNIQjIyMDAwN9fX2dnZ1DQ0MymQzvO7xmhMAP3oege3A+79+//9ChQ4jICMzU09MrLCycext7IkBfoboW1zu8qnfEk4J+hdB/Zmamp6enq6sLWePo6KgQXtKkwMeZm5trbm6ura3VarULCwszMzPQU9VqNQZ39fX1wcHBEokEFtjg4CDyrrm5ORr8hIQEli08TR0dHXxXZmYmi21hRjE/P//999+r1eoLFy7QOYJhAXWxlaPQIB3Q09NDwr40mwnJGFwkxiu4S1R53HyAw3gLfttkj42NERuIJiUuLg6xL4moQUFBgjgDZTM5ORn0SyKRIAuIiooyNDS8c+cOdz8RK+hQ4MLFxcXV1dU1Nzd3d3d3dXVhgjc4OFhVVeXm5paZmdnd3Z2fn4/pbFxcXHl5OT74OTk5rJkGBgagacHISE9PB9bp6elRqVRdXV0ceuQB9PX1MTFptdrKysq4uDjqJhZWmZmZ0K6ZmITxOGMwG2v4lBQ4Thh4TWQ5YUAPZw+Trbm5ucXFRTxo4GhR8mZnZ6empiorK8n8Xmo78uDBg8rKypCQEPx6HRwc4uPj5XK5r6/v+vXrV6xYsXr16o8//njVqlVr165l2bRr1y5TU1M0E1jbCQPTM2fO7N27d926dR999NHRo0d52XHzJeQIGSQQG9IkLy8v1kZgNHjNCNFDamrqrVu3IiMjQX+pUI6OjpaWlsnJyY6Ojunp6TY2NnFxceC1ubm5d+7cQVwWHx/v5eWVlJRkZWVFF5OamkreU1xcXFpaWnx8fHZ2dk1NjeDU059yUVDGxsZGR0fpTDUazfDw8MjISH9//8TEBCsbTpfBwUG5XH78+PH9+/cjnEEoLHw2BEEeOBO4gbU6YtoLFy6Ul5cv5YIjNBET01L0V3wZX7nw1r9KfFzIuBHWCrqwgHtECA9l6+lbRz5ho4kSEhuHmZmZ4eFhhULBGcarVFRUlJubC1ZYXl7ORMb0UFxcPDo6isAqMTGxoKBAq9WKPh0mPfJdvHVgAwBsCZKRSJj89ttvRYaESLmliEN6xLcQVh5MpWvXrhGbDcr+v1VmdHTU1dWV41SIXFhJcLN6eno6Ozs7Ojo6ODgQr4EIFXyrtLQ0IiLi0qVLZmZmCKBFR4PFb1hYGGb9SqWSkYHTfnBwUK1WR0ZGurq6FhYWpqenY4vPhIU1TGZmJsuagYEBEjYKCws7Ozu57VhCga719PSo1WrQX3olPqvRaGQyGU7DrOojIiJKSkog5uLfQewWvw/nJ1xvKsXExAR3FRISRCIdHR3z8/M//fSTRqNpamoqLS2tr69XKpW4z09MTEil0pKSEsYulHXV1dV9fX3cqdAuBgYGIiIirKysLCwscPCWSCRWVlarV69mG71q1aqVK1fCnfnoo4/27NlDaBHvDpezs7OJicmZM2d0dHQ+/vjjDz/8UE9PLyQkxMLCIjo62s7OLiEhAecgWN1+fn5MUrQzEH8ZZAIDAwMCAiBJsXUODw+/e/duYGAgwLCTk5OVlVV0dDR0PlwTCR4gRhLGZklJSUlJCfrsuro6mUzG+07JIOkZq32MmgD7R0ZGaFJ6e3t540ZHR+kfwdGHhoa6u7uZlCk0SqWyr6+vvb3dwMAAGBJwFyCGR0UQarj09PSuXbvm7++fmZlZXl4eGhp68eLFqqoqMRAtLi6iy/9HaIZKsbT6AN4JNRznlig6QH5zb2M2UL18//33AgMSbsGzbzPkRO4Sukc6bpprYayJ8BrLfa1WW1NTI5FIgPmwPeHjUEOhAqL8nJ6eXlxcrKuro+MDR2c3R59CxWGBffz4cRGudPjwYTJVhLaAqQqc+NixY8ePH6ckQR0gK+LcuXOHDx/+TWEwOTmJ8WJcXByGL+wv4uPjIRoyt2Nk5e3tjRM4Lg1srMPCwq5cuWJjY0MnAjVGuIvHx8dnZmY2NTU1Nzer1WpOIf7S09NTUFDg4uJCeeK4gwIAqTc9Pb2vr29kZKSrqwsuaW1tLRVhaGho6WppYGCA+rIUA+7t7QVMqaury83NTUhIwHIpMzNzaGhofHyc+5X7m+FrYGCAMkGjLoZ/EhTUanVbW1tdXV1ZWVlVVVVHR8fDhw+RcdIjBAQEpKWlNTY2RkdHS6VSkJ25uTmZTObn56dWqxcXFyUSSUNDA7eaSqXy8fG5evXqnTt3WGdeuXIFS02kTJ988gm9zKpVq3R1dcEssf5hG2pra2toaKinp7d58+YPPvjgvffeMzIywhgITI2VDcsjyDLu7u4MMq6urry5sPLIEUVZEhUVZWJiwr6JY4M3KDw8vKioiH4QMyBmHKVS2dDQIJfLlUol40x7ezvJfLyMjJykNfT394OjcRKwv6OgEG1OlWFEGhoaojzxqba2Nuap9vZ2rMtaWlpu3rxJdJkIxsZCCS68QH+Zm27evBkRESGRSORyeVhY2KVLl4BysanXarXz8/NYPr9zUSZEcs5SS5CFt9Lt50tcoslXE0ZFLK2Eowj7LBEzIAoB5E9KyeTk5MzMDB0fXgX8Ofs2TpcCxEQppDCizMHuEXacT548+emnnyoqKhgbMSGBF8MFE09XV5dkW6rJyZMnDxw4gJiAfbbwr8LhQcTsXb161cjICHYSxMhvvvnmN77M5OQkPCgSuVisUil4JjnrHB0dUe6np6dLJBKpVFpcXAxE4u/vf+nSJTs7O3aNGIljHwO1LzMzs7W1FQ9wQgg63l5lZWWgg1zUJsz0WWfCSVEqldBD6uvr0YZx/wkPIQEHYgHB3MTtSMVRKpUlJSVJSUkE17e3t5PpV11dzYOBDwhqNwSvHR0deXl5BQUFY2NjtbW1sOBgMCYmJmZlZTU3N3O8cJIT+QLM7OPjU1lZySH28OHDuLg4X19fBNy4xmE0u7Cw0N3dzULX0dHx3r17x48f/+yzzz7++GNRYhAcrFmzRldX18bGJjAwkBrBvgylxZUrV3bs2LFq1aoNGzYw++AIg2jg3r17WNhRdDw8POhuKCioZJGYoCROS0uDwFpXV9fQ0ADdcXh4uKenp7u7my0hcAOFfmRkRKPRtLe319bWdnR08MGenp7W1lY2/bxZ4GiE9olzAu8CHiq+klEXiFcMDlNTUywlW1tbkYnV1tYqFIr29nalUmlqasoCm06eRSwAJ8xUHhiepdu3b0dEROTl5VVXV8fGxl6/fr26urqnp0ehUOCp2tra+uDBA/AXPJ6ZcR49ekQXBn6HfP/p06fC0RW2OiMSA5RwXxSWIPzM169f//jjjy9fvlxYWBCmmQxNS2Nq+d9n3uFOY9uNomV2dnZ8fLyioqK3t5dJTfwQYYROoaGQLSwsvH79uqKiggjTbdu2QfbduXMncYM6Ojr79u3bv3//nj174NfhngctWDh1svCGIqCnpwc9DygHIwjCP6nsv2myp6amwsLC4PsChpMTkJycjLerk5PT3bt3LSwsLCwsvL2909LSKioqIMtIpdKqqqrExERDQ0MrKyuRHgn/nR+FFSY4sUql6u3tVSqV7e3tHR0dwKgBAQEYowUEBEDTRtqHTzU+mwqFAjtYiURSVlYmkUja2tqoIL29vZQb/qlWq/mvEJJNBz40NERbrlKpsP5UKBQ1NTV1dXWNjY3V1dV0Jey/gGmamppYFYeEhOApUVdX5+npGRcXBzqAVApODWbaIHZDQ0PYKRARy2BcVVUVEREBzh8VFZWcnEwzzL3Y3t5uYmJy/vx5MzOzGzdubNq0acWKFR+9vT744ANGp7179+LQHBoais+AIJhHRERQOIA8MjMzCwoK8GdJTEwEEImNjeUdYTHB+0v7mZmZib0+g6eIHHsnbEx4WdOViBLPgr+3txejH94OKrvoCpl86WgoQwyn/FiEf+JHEYCj0WikUikOW5WVlb29vZAhuru729ra4EYwi1laWpJhRrfP9kTIakQjQ90RoIxMJgsNDb1+/Tr+dRxmXV1dbDlfv3799OlTrVb7/Pnzn376iSiVvr6+tra2xsbGtrY2fhOFQqFUKh8+fNjb24sTdltbG4Ekz58/J6H40aNHjFrUrPn5+ampKZDsxcXFd7KfaGpmlgRd8wKiqBaLUcaxkZGR7OzstrY2qgzKTKQzOChB+xJy3x9++KGoqEhHRwfFgL6+/uHDh3ft2rV7925M89AH7NmzBzEkAYT4dfLBQ4cO4UZ47do1YbVx4cIFmL7swsFreAssLS3fvHmzbGJiIjg4mB4EPh41QhgjYk1gbGyMiWRRUZFCoVAoFMgCkWkQzApMGBMTQ6HhTwaB2tra6urqzs5OZiUgUqi0ISEhWDr4+flJpdKOjg6ynO/du+fn59fc3Dw+Pq5QKIAGRN4Y1Diac5addOC0Swxl4DX9/f1KpRJ0ALqkTCaDcdPR0UHfkZ+fD+7I01VXV4d5ZV1dXY8B55QAACAASURBVF5eXmlp6bNnzzo6Ojw8PNh8gbHxxiuVSiIBxsfHFxcX+/r6CB6qqqrCjujZs2dqtZpqtbi42NjY6O3t3dzczG1BTxsWFmZubu7n52dhYcGq6P333//www8/+OCDP/3pT8A03Arnzp1zdXWF0ERGEm5SAhQjHJaQz6ysLKFgwKmD9qSjowPpTU9PT1NTU11dXU9PD+RmNnSgIeJV5bHn7xqNhqFG6DloHhk229ranJ2d6+rqALaYDoRjG+0AragA6WlqQkNDXV1dAfIRu2dmZq5fv/53v/vd73//+w0bNiDk4b/V3d2NWo32ysHBAds3bCUJY2VdIpz0oPyePn0a9VZxcXF1dXVwcLCxsXFbW9uPP/44MTHR2dnZ3t6u1WpfvXr1n//5n7Ozs9SyqakplUr17NmzsbExIOepqan+/n5ezNLS0qKiIsJRVSpVdXU1/Leurq78/Hy83EZHRwk7RfcHmwwOC9UEowZGUaLTGxsb5XK5VCpNS0sLCQlJTk7Oz89vaGgYHx9/+vQpFDM2pFNTU2z9Z9+mYj958kStVpeUlDQ1NQE5P3r0qL6+/rvvvsvOzj558uSNGzdOnz4tIBgW1fv27dPR0dm1axfxBiyzGTxFTJuenh5FnJ6RooPPLGYRe/fuFQrvnTt3Xrly5bdeBsNnjjsETViQAI5A1iSHxc/PTy6Xs8ZGKtnY2FhZWWlpaXn27FmGfwFMEg+IZ3VVVVV9fT2xbWq1miOIrXBUVJSPjw9avsrKyqGhIblcHhMT4+npGR0d3dHRwdKhubk5IyODFTtPVHl5OXf/wMDA8PAw4gNYOTQyrJ/6+/sVCkV4eDgzmoeHR3FxMaLHzMxMZ2fnhoYGWpjh4eHJyUm1Wh0UFOTo6CiVSh8+fMiE+Pjx46SkJCz429vbl0aFSiQSGxubrKwsTFXLysrgm8zOzkIdmp6ehtDZ398/PDzc1tbGwksssGZnZ8vLy+3t7X19fc3MzD7//PNVq1a9//77NDLLly9fuXLlqlWrjh07RtgoW2cYBlipgt3CoxEZoZGRkbQzWPywmygsLCwvL5fL5VR85o7m5mZBxVapVJCwGTl7314CTKFtEaAskBa9JBOQr6+vQqGgjjc3N6ekpAQGBpqamt6+fbu0tJT2U/yQR48eqdVqOzu7FStWXLhwgQcYn5SjR4+eOXMmJyenpKTk6tWrx48f7+rq6u3t5bTo7OxUqVTgwT4+Pji50bmwoD127BgOMjg8AHB+++237u7uyGulUmlQUJChoWF7eztJpPy/P3z48PXr169fv8YeqKOjAzDo5cuXvb29LS0tL1++fP36tUqlam1tBVsZHR2tra0dGxtbXFysrq6G9VtSUkIiO6bOL1++bGhoAARg/JHL5YWFhcidpqamUlNTAwICgoOD4+PjOzs7cQjERR+HDe78vLy84eFhJgnAl/b2dk6d8vJyEZra0tKCMXNjY+OTJ094Wl+8eCGRSAwNDRFM6+rqEnF96NAhHR0dpJL79+8nIwXbcJzAgLfg1wgr8l27dm3duvXQoUPMSl9//TXJ7iA433zzzcGDB69fv/4b9xdfD9RGADSk5xCMzWbh5s2bRkZG4eHhTU1NNI00MvX19aWlpaampseOHQsKCsLcF/UX7GGuoqIiuVze1tYmDivODaVSmZiY6OXlhRSAbTdlAjiAmxtSNi93RkZGZWVlbm5uQECATCYT8ZLsIChk3Pc8G2AEKpUKVZuLi0tBQQGYYmlpKQRWJNS099nZ2R4eHoWFhZB9Q0JCysrK+vv7sZtob28X+6bZ2dmxsbGoqCgHBwcOjampqYSEBCqXVqsNCwvLysqCXR0RETExMdHR0UHgbEZGBmRwbrLi4mJXV9eYmBgTE5MtW7Z88skny5cv/+ijj1asWEGJWbNmDXzNa9euRUVFJSYment7A6n4+fkFBgaCmlNfqPL0fbyV0dHR1JqsrKzCwsLq6mr6ha6uLioLdZ+CwmMMmt7X10cRZ+Mj4FuQL0YevpgJoq6urru7u7i4+Ny5c/v27fvwww9///vf//73v1+2bNmyZcvu37/PCMBwOjs7W1ZWtmfPnj/84Q+rV6++cOECdMqJiQk/P78dO3bU1tYyVFZXV2/evDkmJkar1fIbUhYZnENDQ7/++uulrDxiggkew+0BV72LFy8i4s/NzS0tLaXKdHd3//LLLw8fPmRgnJiYIPZvamqqubkZp96+vr6ff/6ZE4tlU21tbWtr69OnT1+9evX8+XN8I6VSaWpqKiWgv78fd6Rff/31p59+ogB1dXWxpRoeHkbNMz09vbCwoNFoJBIJmBTMWFwghoeHi4qKJBIJO6bh4WEsJmAPLywscMfik52cnCyXy0GalUol4kQi+tLS0rRaLUZ58OVwq4KpKPyraF4oxyJinP4Fht7Fixex3cSq/ezZs0RQ4naKtgPKjLGx8dmzZy0sLH5zfkDSEhoayvo5ODhYODPySGA4ZGpqGh0dXVdXR0hVU1NTS0tLQ0NDUlISYnxyfAB9WeCLfXZKSkpJSUl9fT2cKzBgbuvOzk7iaDUaDW2OGIJoy2tqanASKCkpiY2NBZxTq9WBgYGIQcQ6ibu/pqamrKysvLycjQ8GVzKZrL29vaqqihAcoIeRkRG2P/Hx8X19fUAzvBSDg4Ozs7NSqdTFxaWxsbG1tZWEoJGREfbZrAMGBwcDAgLCw8O1Wi0C3JCQEA8PD34TR0fH3NzcJ0+etLe39/X14RVy8+ZNLy8vtVrNKoEOqLi4GFb+t99+u2XLlo8//vj9999fvnz58uXLV6xYsXz58k8//RQ3VuTdmEjBVWHTDKgs0s1B1mJjYxMTE2kqaWoyMzMlEkl1dXVvby8qczENdXV1qVQqyvrAwACv6sDAACaPTECwV3ibGBUdHR2bm5v5eEdHx8mTJyMjI6urq5cvX75s2bJ/+qd/+vd///cPP/xw69att2/fVigUQBIguzKZbNWqVevWrYuMjFQoFLW1tQhlu7u7Dx48ePnyZYEQq1QqXV1dU1NTfisIb21tbW1tbQMDA2FhYSdPnsRDj1IiYmoR7wnmmIGBAZyv/Px8mJ+WlpaDg4OvX79+8OABzfXk5OTPP//8ww8/kHQ+MTFBoOCrV68YMMk1bmhowOXj1atXY2NjuEQ2NTV1d3cTsfT06VPUbWNjYz///PP09LRcLu/v76+trc3NzQVbUCgUgLuYqAPNlJSUxMfHP3jw4NmzZ48fP87Jyamvr4cPsbCwQJ5HQkICYFlxcXFCQgITWWNjY2ZmJu6izc3NaWlpQ0NDCoUiNjaWfvyHH36Ijo7GmYGtHEZWIDXQF1lRsznS19c/c+YM3BnCBSgfxsbGt27dMjExMTc3NzMzI9DW2NhYdEA4+xw9evS3HZNarTYwMHB0dASwROYrVp6Ojo52dnbm5uZXr15lBYgXXFNTU01NDTqDpKSkI0eObN68mR0q+05qFrmCEGEKCgpqamra29tpZFpaWqhToqkRFH6aETG0q1QqrOdaW1sjIiLa2tq0Wm1ubq6Li0ttbS0LckybVSoV5hrkLuATnJaW1t7eHhoaWl1dnZeX5+bmJpfLOU4HBwcZkUJDQ5EF9PX14UiG3hL2GrCxm5tbYmKiiO+bnp5+9uyZVqslRWhiYgINt0QiycnJmZqa0mg0rIHwDWFgrqys9PHxYcgXGenz8/NyuZwMrCNHjnzxxReffPLJBx98sHLlSmrNypUr16xZw8S0d+9ejHWcnJzMzc3xUmAnTdZNSEhISEgIWXd4CBBNg5cNsHFDQwMwikBbmY8EIQUzDVAthUJhY2Nz+PBhHO2Qp7JU2rFjxx/+8IeMjAzCDBsbG9evX+/t7a3RaJydnW1tbW/duvX+++/HxsZOTk6yf6VaAf2ePn16+fLl5eXlwgqbyPCCgoK1a9fev3+f/xD9C7Ai7UZXVxcxNSDWYWFh+OABHPCE0MODy+D7i4TS3d09ISGhuLi4srLSz8/P3t5+YmLixx9/1Gq1DQ0NCIhev3798uVL1hRAbxqN5vnz511dXY2NjS9evBgaGiouLqY7gAVOrNjExMRf//rX3t5e6gK3ZWlp6dTUFKYQlKe6ujoydqD/Pn78uKioKCEhAZILnBLYnl1dXWFhYSqViioDpwb58ZMnT7q6uuLi4uRyOf01tjIoCQhrnZmZ+f7778vKyjo7O8mPj4qKQr50/PhxYT0FMU8I1qkyBF1dvnz54sWLJNgKtzDaQ0gDp0+fxvHX0NCQb8RfGVdDHx+fN2/eLBseHsb0jMGeqYS9Ms+Ym5ubjY0NtkMxMTFSqRR7F5lMhpItLS2NeBdra2u2pNBS4acGBwdji4VzF2ty5AtMoQg1y8vL2XSC6fb09MhksubmZj7IgSaTyfz9/QsKCnBFSk9Pb2xsDA4ObmxsLCws9PPzowNKTU01MTGhRSwpKQkPDy8rKwsICGhqasKiGIpHZ2cny3jsUdra2th9kAkNNGNubp6VlQUnlaeORSNrFxBNPFDggwMJi/zQgYGBmJiY4ODgyspKeh/iX4nQHR0dbWtrw7m+o6PD29vb1tb20KFD69ev37x586pVq1asWPGnP/2JoWndunWQNbdv306yjYuLC2Q8+HUBAQEmJibnzp0LDQ319fXduXPnypUrN2/efOnSJQIbSaTC7L2iogI3v6ysLIlEwrDT//YaHh52d3c3MDAYHR3t6+s7ceLEsmXL/vmf//lf/uVfli1bduTIEbVa/fjx49bWVl1d3X/913+1trbG2DA3N/fDDz+Miopi5/ry5Uu1Wr1mzZrs7Oznz5/zJk5OTmo0momJierq6v/4j/+4fPkydtlsrxmX7t+/v27durS0NErS2NhYa2vr9u3b9fT0BJyvVCq7u7uZaBITEwktYKjkoBbJQdBnMF769ttvvby8UlJSCKLGOHlkZOTVq1do0IBI/+u//mt+fh4rkvn5+ebmZo1Gg214a2vrwsICriPffffdr7/+SuoWy/WWlpZXr161trbW1dW9ePHi559/npubg0bU0NBQU1OzsLDQ2Ng4ODj4008/YWj99OnT8fHx9PT00tLS4uLi2NjYwMDAiooKNpiFhYWRkZEjIyNiV9DV1RUREdHR0TEzM1NUVJSamjo8PPz06dPa2lofHx+JRPLs2bPZ2VnyFF+9esW7PD4+DusnIiJC+PIcPnxYmLSToHTy5EkIeHQlIrqTiE5iaoigoZcxMDAgWtvExMTCwuL27ds2NjZEDBoZGV25csXX1/e3HRMWFaC/WOpSI3APcXV1tba2NjY2tra2TkhIwCq5vLwcIyuZTBYTE0NPxfZa8PHAkgELMCtAhE7KT0JCQlFREfbg8InVajVookqlysjIoLMFpGQgqq6uxgDJ3t6eeOnS0tLg4ODW1lY4YzQ+ACWtra0qlQo2c35+/v3795uamvLy8q5fv25oaBgSEqJSqRISErBBzsnJ4cwcGxvr7u4OCwtzdHRMSkqCsAt/YWl9EaF/DNVQOefm5qgvM2+TTHGrB8BjIxMYGOjh4cEtAiTc1taGPiU2NtbBwUFHR+fzzz/fvn37H//4xz/+8Y/Lly9njb1+/frDhw8fOHDgq6++ggPp6OjIeOXq6govxsTEZOfOnd7e3kFBQStXrgQKWb58uZ+fHzx0FPNY83V1dc3MzFhZWa1bt06hUGi1WoCY4eHhqakpU1PTbdu2jY+PBwcHv/fee8bGxtQjIyOj9957LywsbGZmpqGhYevWrf/2b/+2a9eujo6OhYWFhISEjz/+ODMzk9lzYWFhZGRk48aNoaGhMzMzNCZw8OCCvvfee6GhoWx22ZFDezUzM1u/fn15efnDhw+B5IuKitasWXP69GnOoc7OTri/uJdlZmaeOHHi/Pnz8DVECuX+/ft37NgB6YM996VLl6BlVlRUVFZWurm5WVpaslavr6/nzAfcnZqakkqlg4ODc3NzLS0tg4ODpLX19/d///33SqWyqqqqubmZybq+vp5FeHV19dzcHIvXxcXF//mf/5menq6oqBgYGKirq1MoFC9evGhubu7v73/16hV+MfPz80NDQ0lJSZ2dnWNjY+np6REREWq1+tmzZ8PDw9HR0aSmsKKenp7GpXR6eho9cExMDNxf3FSHh4d/+OEHMEGZTPbixQu5XF5dXS1S64KCglCQsoRGp37mzBl9fX3i8SjK58+fJ2X8xo0bN2/epD0hWtbY2Jiggdu3b5ubm1N0MAU3MzMzNze3sbGxtLS8efPmxYsXPTw8fvPK8/X1jYmJYb4gJBs0kQXT3bt3caL/f2ydZViW+db253j3nh0Tdge2Y42O3ZQgKjgqiIK0dLfSKYigICXd3Uh3Kql0KahgY7fOzN573g+/mevh3c97ffC4uQWUm/ta/7XOdQaYZXl5eUVFRVVVFXNpbm5uUFAQ6/fw8HCAK0gceNAjnqTWwJe9cuVKQEBAZWUlrW99fT3gOaI7MBRXV9ezZ886OjqWlpaCznR3dxcXF0NCge7V3d2NyWZNTc2FCxfCwsLa29vr6urwf8OpQE9PLyMjo6ioKCgoiDE+KCjI3t4+Ozu7r6+P0ywuLu7GjRucpThgNTQ0kO/H8UW4HbRu6B4wqVAbgCI3NDQANNTV1QkkTpQKcXFxZ8+ezcvLq66uhoLY2to6PDwcHx/v4eHR0NAwNjaGf5W9vf3WrVu3bNkiLS09a9asadOmzZ8/n3326tWreXNISEhQ8Wk3NmzYYGlpieJMQ0Nj1apV7JuWLVu2Y8cOExMTW1tbAvlYyUOnLC4u7urqevDgwfnz5//2t7/FxMTgmg5Zpr+///jx4zt27Kivrz948OCOHTsaGhpg9xQVFYmIiJw8efLOnTv19fW7du366aefVq1aFR0d/ezZs5CQkOXLl6ekpMB/4TRev3792bNnHz9+DDePaj44OGhgYLB+/XqACfApnBBu3bqlq6u7cOHC1NRUDFYGBwddXV2///57Y2NjelthmX3t2jWcvSFxEFTA+54bBhdxju6ff/751KlTrq6uiYmJ3Htubm4uLi7t7e0lJSVQuhiR3rx58+DBg+7ubvgmZWVl7JiILX379u3Tp09xSqPRzs7Ofvz48cDAQF5eXn9/f2tra1xcHFatbIsGBgaqqqo6OjrevHnT2NjY0tLy+vVriC1MmoTA3bp1KzExMSMjg7YF+xhh2/3w4cO+vj4gXtZS1dXVtbW1YWFh5Jfj4vjixYuqqirmrJGRkeTk5K6uLijIz549c3NzI6tHsDQF2VVUVFRRUdHW1iYnjzpiYGCgo6OjpqZGCIS6ujoGg8g1kBSQR66hoUHBImSSKVVOTu7s2bN/VBnyvQRSKQx03GHd3NzMzMyQWtrY2CQlJbFdov3DHzM2NpYJzd/fPyEhISIi4uLFi+xBYAP7+/vTGaWmptbX10P2KywshFtVWlqKGhhTvrS0tCtXrjg4OJiYmJw5c6aqqgpkEXVlQEBAWVkZe+ve3t78/Hxra2tSVglvLi4udnFxsba2dnd319XVDQ4OpkKxKBHEMrxTobSynYWTyg3AsglPeQwQL1++jG5zeHg4KyuLwkSrf/36dQMDAwxxnZycUlNTW1paCgoKmpubceRKSUlxd3cHmsW3gZ8oMDCQpGRO7MuXLx85cmTbtm3i4uJk0U6ePHnevHkzZsyYNWvW6tWrmZjk5eVdXV1JHDYwMFi1apWhoSFlWkVFZeXKlR4eHs7Ozhs2bHBwcMjKykpKSsL8EBexvLw8Amra2tpGR0ejoqL+/ve/e3h4jIyM8DoMDQ11dHTgCxsfH79q1SpjY2Nek4GBgba2tm3btomKisIuERUV1dTUFBUVPXfu3JcvX4KDg1esWJGdnf3gwYO+vr579+49evSIyN3x8XGIkZB9R0ZGTE1Nt27dev36dcgdXl5enIF1dXX29vYzZ84MDg7GCzUnJ2fXrl2zZs0KCQlhwwVNBsEkCn4UffBQebsja8Lclxh5FiLnzp1LSEgg5AfhKMaMbW1t5eXlfX19cHlZD71///7Jkyfd3d1379599+4du6f379+/e/fuw4cPr169ev/+fU9PT1VV1bt3754/f97Y2IhGLzU1lZklMzOzvb29p6enrKzszp07rMDxUUMKcOfOHVbaY2Njg4ODGRkZ169fh79LszZR7nT37l2244Jr9YMHDyDpcCjCxMO86v79+x0dHcnJyVCZX7x48fTpUycnJ0lJSXQA8Hpxw5OXlwd/0dTUBKNRUVFhIMLs9ciRI2T1qaurHz58WCAKsMWDlYfhnsC1Iab9jx0TmheAErAY7FepO+bm5tiO2dra4vqBF2dBQYEQdYKjBAb0YC7sUHlM3JqPjw9nPh7UsAmam5uLi4uJf8eLkO1JUFAQTl8gwfj4lpSUODs7p6SksKXu6elpa2sD3ImOjraxsYmNja2pqbG2tj579izUQYpLTU0NXtDV1dXIEVpbW9GUd3R0YDuAaob+nKUGZ0tGRgYJswJLNS4uztLS0tHRsamp6e7duxUVFVZWVgkJCRcuXNDV1cWjzNzcPCYm5v79+729vWTUgYYSJjsyMtLc3IyTdnt7O12Pn5/fhg0bduzYAb9RU1Nz8uTJCxYsmDp16owZM9asWQP6Ky8vf+7cOdKyTExMli1bduzYMU9PT29v7xMnTqxevZp/a+PGja6urklJSbF/XlQZtm8lJSUgDkVFRd99952BgcHIyAi+PFC85s2bJyMjExISIiIi4uLiwpzY398/PDwsIyOzcePGrq6uxsbGPXv2mJubk7wzPj4eHh6+bNmyrKysR48eDQwMwHnHgVRYYEM1GhkZcXV1/fHHH8n5u3HjxpkzZ9atW7djx47q6ur09PQFCxZoaGgMDQ01NTUpKSlNnjxZWloac0KW6LABgatLS0uBewXRMAlBqIQ1NDTwHpeVlVVVVT1//jypAwUFBVABxsbG0NNDvR0fH3/79q1QUN68efPp0ydKzMePHz9+/Pjuz+v169foKp88ecKXPHz4sL6+nsU/nU53dzer7rt37758+fLjx4+Dg4M4WCPvovcBYEZDB8cXTg0tHnoCQX7Jrlqgng8PD0PtpcUG6Onr6xsfH6+srMzJycEz4OXLlw8fPsSOk+lSUlJS8MrDGkZRUVFZWfnQoUOioqL4VQtmg0ePHlVXV9fV1SV9GHmBkGY7MUDi+PHjhGRLSkqeOXPmD/TX1tbW3d3d3d0dNjfROfC+BFBGS0vL0dERi6aioiKsEjEijI2NxdgGPjuzDytVnHWEKpObm9vU1BQZGeno6JiRkYGLAmuXyMjIsrIydlJ4mONfQ8vDL6ympsbGxiY+Pp7ehP0iUj0s7IaHh6uqqoyMjBwdHTFVvXHjRlFRkaurq7GxsYGBgY2NDRHoTU1Nvr6+0dHRnZ2dSUlJERERuO1du3YNgmlCQkJbW1tNTQ0GcRxEQ0NDoaGhbm5udXV1Pj4+ERERo6OjBQUFZmZmMM2sra1zc3OxE7127Ro1CAepqKiowMBA7FR4nowU3FhHR0e9vb1Xr1598OBBHHN1dXVnz569aNGiWbNmzZw5c/Xq1VSZY8eOubi4oCewsLBYsWKFmJgY58mRI0fWr19/6dIlNze3RYsWnThxAr8eVAXJycmIPK9evVpSUnLjxo2xsbH29nYREZE9e/Z0d3cLdSQnJ2f69OkaGhp+fn5z5szx9fXFCgP6hoSExPbt2+GeioqK4su5ZMmSioqKiIiIxYsX87YeGhriHti2bZu0tDRODoxjJJClpaWtXbs2JSUFD4179+4ZGBjY2dndu3evq6tLRkZm+fLlFhYW+/fvnzRp0ty5cy9evNjf389SjBLT9OdVVVWlqqqKiAkPFBUVFSUlJShnbEnIZqKXwXm6pKSExRyRxIiVaGmfP3/+6tWrDx8+vHv3DlnAs2fPqDsfPnx48+YN6iThwdu3b9++fYs0iS/89OkT3dCXP6/379+/fv363bt3eAAXFBRUVVWRBVJeXl5WVpaXl1dWVoaDGosnNgwCQZw9tyBT4kmsSyhDzOkUyvHx8dHRUW5YwZTryZMnlpaWW7du3blz5549e4ivAsyiKAvrIeYpXjq07HJycqQAM9lgooqPKktuBJOwbGh5/kct2dPTY2Jiwp7CycnJy8uLbsLe3h4jaAMDA01NTVgemZmZNTU1mP5Sa/Ly8sLCwk6cOKGnp0fzApsDoxngGEIdvb294+Pj6+vrExIS8ElCZ1BYWHj+/PnY2Fh4RBQpHCQxr8UQl4MrNze3tra2paXl2rVrQMJ0Kz09PUVFRTDoTUxMHBwcqDLFxcX8FEFBQRkZGQkJCURzNTQ0ODk5ofmura2FjYaxdn5+PiKm9vb2rKwsBwcHQ0PDhISEsbGx2NhYY2PjioqKsbExHJgIGNXX12cjZmVlVVpayjlz9+7d7u5uNE1+fn43btzIyMhwdnZOTU2FTn7hwoXCwkLOn6dPnwYEBGzfvh0fTGdnZwUFBRERkdmzZ8+ePXvOnDlr1649cOCApKQkHHmynCwtLVetWiUuLr558+ZVq1bt379/06ZNONcvXLjwu+++s7S0jI+PRyIfFRWVkpKSm5ubnZ1dWFjY3NwMCLJ27doFCxY0NDRUVlYGBATQ3E2fPt3JyenixYuzZ8/29fVFfjEyMlJdXU296+/vb2pq2rt37+nTp8vLy1euXEkq6cKFCysqKh4/fkyEw/Dw8Pbt2zdt2tTb2zs0NCQskvDN5j3KAOvu7r5lyxaWr3fv3k1NTd24ceN33303bdq0adOm6ejoIGJqbW2Fw11fX19TU0MOV319vbq6uqysLIOSkpISFgRsXrFigkSjpqbm6emJbqusrAx9xkQRNm3mzZs3UTYihmD1dufOnQ8fPnA/U3GoMq9fv3716tXLly+pSu/evfv8+bNQnj5//vzhF0YzyAAAIABJREFUw4eBgQGgn87OTnYFIyMjjY2NjP+CCFsYJwVnNcEDf+KHDEpgglQWIQYbIThVprOzMyEhobOzU7DgGhoa0tbWJnRJVFRUSUlJXV1dMNlUUFAQYoKpLHDzeAZTdxytMMqTk5M7ceKEvr4+/srkTJJqgDieE/H333//qre3lyx3Dw8PKF74SGNrZmxsrKmpeerUKWKAsrKyqqurKysrS0tLCwoKgBIDAgLA3jw9PSkuAQEBVBYh4J0qEx0dXVtbm5SUhA0SfNP6+vri4mJudWh+hYWFwcHBeBGUlJSwVoCiyljOqCV4yjBUX7p0KTQ0tLy83NTU1NnZmTXExYsXMdmFowH3DGY9hm/V1dX+/v74+Hl6ekKUpPtg11tVVWVtbR0eHj44OIiVV1FRUUhIiKampqOjI7iMmZkZZ6OxsXFhYSHLJt5GBAPEx8c3NzejzG5qasJ/D80U6p4HDx6Eh4efOHHC3t4efaOCgsLixYunTJkyZ86cefPmrV+/HoN+KSkpU1NTMmdNTU1/+umnTZs2Yfe7YcOGXbt2JSYm+vr6wq8JCAgIDw/39/dHIi+I6UtKSq5fv05PsX379pkzZ1ZUVNja2n7zzTcXLlwICgqaNWsWuc5z5851dnYGgbp3715wcPCkSZMMDQ1HRkYaGho2b96srKw8MDCgpKS0detWKSmpNWvWNDU1QYNGUCohIbFo0SJSz3t6ehCaYhYXHR29cuXKzZs3b9u2berUqeLi4pChYAkGBQVpaWlho1VdXc3gDIfw2rVr+G+kp6cnJiZeuXLFwMCAQDihshBfK0RoA2qeOHGCQbKwsLCoqMjBwcHd3f3x48cIr8fHx1+/fk2bjLEh+3L47tBBga7ev38v9C9CraFbobjQ0Xz48OHly5fd3d3Z2dnYj1dUVPT19TFntbe3Y1TAIQengbaOwoF9BJOR4FlDF/PkyRPOg+7ubnJ7hBKDwuDly5fXr19PS0u7c+fOq1ev8J3o6OjQ1dXF4w4eI45W+PXC5cU7BjYNy6bTp0/r6+tD5kYzifmmvLy8jo6OoaGhkpKShITE7t27jxw5oqSkhMiDTYWTk9P/cH8xBHBxcYGDZ2BgwIqHcUlVVVVXV/f8+fNZWVlCRkpxcXFhYWF+fn54ePjhw4f37duHDz67cCoLYmvmL29v74SEhIaGhqysLH9//9zcXHRGcPwgniJuQrdNjgJFhHGGgRyxiWBlhIYAjNbX17exsRF6K4wbKysrYvqIZ4Nt3NbWlpGRYWxsnJSUVFxcbGJikpqa2t7e7uTkFB4e3tTU5OHh4erq2tzcfPfu3fb2djKku7q6SIwxMTFRV1fX0dFJT0/HIDIvL482nkGPM5wtDLGWkBgJ7UxJSamuroYKzBL3zp07MD6JlyY1TVVVdcuWLQsWLFiwYMG8efPWrVuHX5moqKiOjo6pqam1tbWNjc2OHTvmzp07bdq06dOnT5s2bd++fbGxsQYGBkuXLnV2dqaRgXsdFhaWmJhICiKMIXoKaWnpqVOnxsfHy8nJffXVV7KysgYGBgsXLkxJSSkvL1+9erW6ujoMsc7OzqNHj06fPj08PPzBgweNjY3r169XVFQcGRm5dOnS7Nmz//73v8vIyJAxhjvE/fv3JSUlp0yZwsiJjIPyyokdHh6upKSEsxQZAKz5+HLBYKyxsRHKmbOzs7m5uZKSkpiYGOstERGRNWvWqKurk2co6AlQBnOiysvLa2hoKCsrHz16lORMSBhnzpxxc3N7+PDhq1ev4NfhzzA6OjowMMDpBSeQ6Z4HLKHe/nkJhUb48PHjx8PDw2/evPn48eP4+HhZWVl2dnZnZ+fg4CBkQnwYEGTQ4yDCFMRxQvYpImzB4ApoBm+alpYWuO+vX79++vRpV1fX9evXIYuyt8aUh0hoRrmOjg5LS0tKg46Ojo6OjqamJpa9DN0C5wivX4jUp06dEuSmSBMAv6SlpRUUFDDHQ6YgKyuLlQQxKWvWrFFTU/ufXoaaYm1tbWBgoK2traOjY2RkRICGoaGhurq6srKyjY1NcnIyGUylpaWcBrgZKSkpSUtLW1lZoSfw/fM6f/68j4+Pj4+Pr6+vp6dnTEwMSkvyUmDTQYTPz89vaWkpLCyEO1NXV4c1ATmNKJJQWgvkVA4HDGLpTby9vVEwsHpITU01NTWNi4uDL4+cEhJ9dHS0kZFRenp6Xl4ejtn19fU2NjYsgBISElxcXG7evAlGgFUle6ibN28mJSWdO3cuMzOT+0TwMeNPODVAd729vSkpKSkpKTxZVlZ25coV1mG+vr6VlZXwawi6q6mpcXZ2dnBwsLCwID9bQkICx985c+asXLny4MGDSkpK+/fv19fXNzMzQycpIyPzzTffzJs3b9myZX/5y1/ExcXDwsJMTEyWLl1qZWWVmJgYFxcHsYD4jqysrMzMzJycnKampv7+/vv372toaHzzzTcmJiYbNmxYu3btihUrfvjhh7Vr15aVlXV2dh4+fHjTpk01NTVPnz4NDg6eMmXKkSNH2E/V19dv2bLlxIkTg4ODlZWVmzdv/uqrr2DZge+yCjEwMFi3bl1lZSXxmyjOMOJkMUyXxIalvr4+Ly8vKysLZ39nZ2cNDY2ff/55z549ixYtmj59+pQpU7777rt//vOfM2bMWLVq1datW8XExEgix39TACOZAgRlEx3N4cOHbW1to6Kirl69SpXx8PDgPnz69OmrV68oN1B7qqurm5ub2Q2Td3r37l0YiUxM/3XRznz69OnZs2cdHR3379//+PHjs2fP6uvrAbnv3LnT2tpaW1uLCK6hoQHZF17l1BQh0ZQHAhJcU1PT3t4OiRxX85qaGgS9DETIC3p6emD6sZbC6UYwnWhtbTU2NtbX1zc1NSWsFZ9wLS0tdv+0fnDKkGUoKysDAAs+wRhoCInA8GLExMR27ty5b98+UnFFRUW3bNmydu1aRUXFP3AZyBfOzs4AwEZGRhQ5YYm1e/fu7du36+vrk/dWUVHBXJOfn3/16tWoqChlZWUJCQlzc3OAXmFEwugTqJJNc0lJSW1tbWNjY1pa2qVLlzw9PZmNoTAQHgZgwcGVmJiIhqCpqSkmJiY9PR0u/JUrVwIDA2GadXR05OfnkycvvE3r6+uTk5OpIODEXMC0gYGBxsbGLFz09PTCw8MbGxtBIm7evFlSUkL2IzZlbW1thGYJQvv+/n7uJeh5gnktbwiBksc0NDw8jFMJBL/6+vpz586xik5MTOzs7KQfbm5utrOzw6knMjIyKChIUlJSsJhZunTpwYMHVVRUjh07ZmZmRi9jZ2enrKz8j3/8Y/Xq1aKiol9//bWUlFRERISJicnChQv19PRiYmIItE/888rLyyssLMQogJ/o/Pnz33333apVq5YvX25oaLhixYqvv/56165dGAsEBwcvWrRIQ0PD19cXS4rExERQlYaGhi1btigoKNCbGBgYzJ4928nJiZ4FOu+9e/fa2try8/N7e3shkgkOhNBhr169it2ipaXliRMndu3atWrVqsWLF8+fP3/KlCnff//9zJkzFy9evGrVqvXr10tLS2toaNja2np5eUFXKykpYejw9/eXkZE5evSoqqoqTBmWJphysviA5WFpaRkeHp6fn19UVGRvb+/t7f3kyROAW0rJnTt3SBYkYOPz58+fPn0C9719+zZGEGyahK02f8sY9e7dO/qIgYGBDx8+PH/+vLOzs6GhASlvY2NjU1MTU09VVVVBQQHMXQAXqg+DkkDvpJEBdmQIRZ7CMS+EbdTW1sbExPT19U0Mxpzo0ff69evGxkbuax0dHV1dXWh4EFMJxjp+/LiKigqLJDbLDJ4YKmOfDO/x0KFD8vLyysrKfEP0YkIwE/6esrKyfzhydnZ2EoBNbo6Tk5O5ubmamtrBgwe3bNmCV9v8+fNFRUUdHBzS0tJK/ryKioqAEkNDQxUUFHbt2qWjo0NGqoeHBwilg4MDIYdOTk64oqDgKC4uxrwqODg4JiYG4zLyyUJCQjIyMqqqqgICAohwT01NJcXK3d09ICCgsLCwrq4Ou9nc3Fx3d3cEStbW1mQDBAUF4TRcUlJiaWlpZGQUGhoKX5klbnt7u6+vr6Gh4dWrV2tqanx9fWloqZto+TIzMxmh+/r6KCUsWTiiMSvjXkJ9Q0Pb09PT1NSEQRGfBvevvr6emfzRo0ddXV0Qi6KioshjHBwcfPHiRVdXF+Oqj48PlhESEhILFixAyrRkyZJ9+/bhPg/P0srKiirzzTffbNu2TUZG5quvvtq/f39YWJipqem0adOWLVu2Z88eAwODuLg4rJpTUlKIyq2trcX17v79+xkZGTNmzJg0adK6desiIiJ++umnr7766ujRo8wsLS0turq606ZN+/rrrydPnmxpack4A3py9uzZoKAgDt76+vqkpCTBRJ1h5/bt252dncnJyYGBga6urlZWVkZGRqqqqocOHdqxY8fKlStFRERmzpw5efLkKVOmzJ49+4cffiB4ABWMgYEBmwGirxC7MVL1/XlBgwoJCUExrKGhoaqqqqKiwtDE+x7LSEVFxSNHjpibm0dERJA1TFM5Pj7+6tUrYRHT09ODY15ra+uLFy8+ffqEYpv0QWSub9++5avevXuHId6HDx+ePXs2MjJCnbp+/XpHR8fLly/RSdbX11dUVIDy3Lp1C1wGxIcywT4OhhFNzdifFwWovr4+LS2tq6uLJqW3tzcjIwNZNjWrr6+voqICxyxKDKEIgu35mzdviouL4csx5igqKoK/oCM9deqUurq6sbGxqampqqoq5CNMMxg2wXfh2uCmzOdATYKbd+rUKWoTALyDg8Pvv//+VVdXFxtENzc3sixsbW2BHo4fPy5YYBkaGnp5eQGbXb16lS4GD21/f3+CDc3NzX19fVldE+Iz8fL29o6IiEDfXFlZGRwcjE1McnIyelzMn0pLS9vb2xsaGgTc9MqVK3l5eaSIxcfHX758OSsry9vbOygoKDs7GyE/wR1JSUktLS3V1dWYtjU3N6empvKzaGtr6+vru7i4FBQUdHR04F9fVVWF0WRraytiAt6+nLesRSgWFBd4qPfu3evo6EBrW1tb29rayp6oo6MjNTXV19c3NDSUaJ7h4eHMzEyyTQICAq5du/b06VNij2/cuHH37t38/HxXV9fk5OR79+4NDQ3h1BsaGkpS0p49e7gJZ82aJSIiQmS9qKiourq6mZmZra2to6OjoaHhqlWrFBUV9fX1169fr6GhERISYmtru2TJkq+//vqrr77asWMHg1JSUhKUmaKiosrKSshdxDCgnxYTE2tqalJVVZ05c6abmxuGm319fY2NjW5ubvLy8ufPn8fuDw9N9sqQPtra2mpra4uLi5OSkmB42tjYqKurx8TEnD17dvLkybNmzZo+ffrkyZP//ve/f/vtt9OnT587d+7ixYs3b9586NAhAwMDT0/PsLCwvLy8yspKfn1tbW1dXV1Ct4hcm4GLX5ngTdHd3Z2QkABNg9MVapmQMHnq1CnQBzk5OTMzs+joaAyP7OzsLl26xN76xYsXxC3BigDrFRoZbKtwhqb3bGpqYnSCbQghqLOz8+PHj8+fP0fie/v27ffv33/8+PHhw4e47T19+hQQ5/nz58QisxLq7e0lJJ7cCxphSgzDVG1tbVpaWk9PD6WQc7ejowMURghsob7gRoz0STCffvPmTV5enmDKS3Y4RjBycnJqamrgNWZmZkZGRurq6qqqqmCyArkRzQGhwLyYbJ1oFbkUFBQUFBROnTrFuuoP7m93d7e+vj5msVg92NjYWFhYmJqampqaampqMuIC9RPcCShTXFxcWlqKJhsjHAcHB6we8TRBWyDAwH5+fpGRkeTylZWVkW+LZzhKfGdn58uXL9PMw9Dz9vaOjY0l0cnV1RXrcg8Pj6ioKBcXl/Pnz3t6elpZWYWFhdXV1cXHx9PiAtzgUEPfBDYRHR1dUFAALsMIxtqCvfiFCxdQG0OEx2uSbgXhwtWrVxMTE6urqx88eJCdnX3p0iWW35gJDQwMJCQkACp5eHgEBQWhDAwJCSE84MKFC93d3aOjo2zrCf0aHR3Nzc11cXFhr4wNDYQXrIYWL148derU2bNnL1u2TFxcXEdHZ//+/RgIkaOO45mKigrHg52dHYswjiMVFRU3Nzc8TIVgOeiU1dXV3d3dWOQggAoJCWFXnZmZ2dnZCbSEnTX6g+vXr+fl5QUFBdGV6Orqnj59Gg8XUVHRdevWLVy4cPr06d9+++2kSZOmT5++b98+FCdaWlqWlpbm5uY2NjYODg74eOAuXFVVhX870CZqAzyAUTZBMBOs+TCQZ1EgcLi7urpycnJUVFToWbgx6IbgcQiZcPv37zc0NIyKioL0QOKl4M7Ln1hYXL9+fXR0lGno48ePr169YsHU3d398OFDqM+PHz9+/fo1eB++XH19fVQZNhUEXdDd9Pf3j4+P//LLLx8+fKAVam5urqysRIhQW1tbUlLCfCRYoAqI7/DwcH5+Pskn+ArX19dfvXp1ZGSEsvL8+XN+lZBlqDLUL/yJ2aPl5uYKgSfYOCAdYI2Nq4OWlpaGhoauri6WDvSAFG49PT1tbW0VFRVeaqFbJLgWIAwL9+PHj5MG90cv093dzeqXI8jJycnW1tbY2FgQXPL11tbWXl5eOTk5xIbCIyorKystLSXtVEpK6syZMxQOoghI3uACoAkMDGTaio+Pp09JSkry8PDw8vIKDw93dHT08PAIDw+HwMaW8fLlyz4+PomJiZg2WVtb+/r6lpSUREREsIvBcQZCB9RJlgJso+rq6qCHcgZSYrr+jLgtKioKCAjALcHR0bGxsZEDE68mhEsQWxj6SI/q7++Hc1hbW+vp6YmGpaWlhZrY29sbGRl57tw52ns8dy9dusQ93NXVxaE9MjLCvuD27dvJycnXrl0bHh4mbYqmUltbW05ObuXKlVOnTp07d+7KlSslJSVNTExkZGTWrVs3f/78lStXzpo1a+rUqVOnTp0yZcrMmTNxopk3bx7hTbKysqdOneIdY2pqamdnh0VObGxsWlpaWVnZzZs3mW46OjqqqqpaW1uLi4vT0tIiIiIwSGUhQOSulpbWrl27ZsyY8d13302aNGny5MnTpk1DYLV48eKlS5du3Lhx//79qqqq9vb2hEMCn3OoIvviLnr69CkFBTxCmBeEBZOQ9AaRD9d3jN9ZOQnCfU6Unp6egoKCU6dOkUYG1qCoqEgjA+7L3mT//v3a2trBwcE5OTlVVVVnz54NCQmBkgf0+/btW0ibLS0tTBmMRSAsdL5AdSibXr16xWOMSmleRkdHaRV/++03NjsIxPr6+hjBPn78iOSS/YkQBcGCCW8zYWIaHR1l55CSklJYWIiPNXyfsbExqsyLFy+Q5uJaT6ERIhZI5vnw4UNGRgZGDRQLRhtWSESm8CSEo9OnT1O1KSt8FY0MrQ2fw8tOTQfGlZGROXHiBP/E/0xMpBdji0nSIG4RNJmHDh2i83Fzc8vIyEBbUVFRUV5ejkF3Zmamrq7url27bG1tcQ5GIX3hwoULFy4I4xJRpxSm0NBQ/lE03z4+Pmlpad7e3uCa9vb28GWwbvHx8cGRjzSloqIifGdwsQYmgLfKfhTyLu00zjXssDn68MHnmaSkJGwr9fT0TExMcnNzeXOT7wGdJCMjw8fHJyAgwNnZ2d7ePi0tDZyYGG9HR8fCwkJkhLh/paamUixqamoaGhowWCQP8O7du5WVlU5OTkQ1CZPz7du3gfqCgoLU1NQ0NTU1NDR0dHRkZWWXLFnCcPHDDz+Iiorq6+uDAUOZ0dPTw6nsxIkTEhISGzZs2LRpE/EXu3fv/vHHH0VERKZNmzZ58uS//e1v33zzzZQpU4RvZWho2NbWVlFRQe+jqam5d+/e5cuXz5o165///CcGd//n//yfv//97998882kSZPmz5+/ZcsWOTk5Y2NjT09PUmuzsrLgNFRVVbGLhboKX4MiArAKCg66wSnNvSQ8A7xFWaGR4dgQst/ITmBME2Ylig6xREpKShDJlJSUUBVwPygrK3NcY8ikpqZ28eLFzMzMyspKa2vr4OBgOHXIl96+fXv//n02DKOjo6yNPnz48Pnz5ydPntC2CInpSBBbW1u7urpwkBkeHv7w4cOdO3fa29uZpxgnHz9+/O7du76+vgcPHjCC0cvU19e3tLTk5ubm5OTQ+2AhQpXhHBodHS0rK+PVxhs/Pz8/OTm5trZWSJtj/iJmnv+VgP6SJMVPFx4eLi8vj2kDS+vDhw9jVSVkMHHLCzlNqApQZtO6njx5UldXF0G2kZGRvr6+trY2b1oYSfh4qqmpycrK/pGT3d3dbWlpySabgDdra2szMzN9fX11dXV5eXlpaWklJSUHBwesxbH2gRxdWVlZVVWVkZGho6Oza9cuwlJxhCT9lqnn3Llz8GVCQkIYtXJycrCtdXJy8vX1TU5Ovn79en5+PvZXWVlZjY2NoaGhvr6++EtAVQBq6ejoqK+vz8nJyczMZBEIesJhODQ0VFdXl5+fX1tbi0ueQKziNggLC4uOjoaZjjTh+vXrwKhWVlZXr14V3tN0RrhnhYWF2drauri4lJeXkwseFRUFfw8GV0REBLbHQuwR5HFfX9+4uLgLFy4kJibilnD+/Pna2lpSmQWcjyPd29sbnIIAiqNHjy5fvhwAePXq1eLi4sbGxocPH9bW1ra1tUXKRC4oWBipnph4EEfB6+/o6EgynJycnJiY2I8//rhw4cJNmzY1NzdfvnwZOz5iuTdv3iwnJ2doaEisdUhICOqE+Pj4vLy8xsZGbmz6eUYqIYmBP9mPCBlm9+/fJ71IIMvwy2IWA/ASLqKFgMYAYqgsdAECGCREHaCY5WwvKytTVlZGSoM7P+94fDkF8eTBgweVlZUvXLiQnZ1dUlJibm4eHh7+8ePH9+/fk3ZC8zI0NHTz5s3BwcGJwSP9/f20xvfv34c/8fbt27GxMWIb+vv7b968+fDhw8+fP/f09OAgMT4+jqr2119/ff/+PSPzly9fqLzNzc0NDQ0wj4qKioaGhuBz8rrxxnj69Ong4GB2dnZqaioWqPiH5eTktLe3T4yCamxszM7ORi01PuFCJEkqi5+fH0HX1AJ6EDKtBaQGYt7BgwdhysD7V1dXx1MG/2+WUMC9enp6enp6jD6MV4LOQ0JCwsDA4A++DAQNosIY7K2srIyNjaEqyMjIqKqqOjg4YK7DNq62thapQVlZWVZWlq6u7ubNm3V0dLANDgwMZP5isQ0xDxtaoIHGxsbMzMzw8HB2q+D58IAbGhogzuGnB8hHzwlfpq2tLTU19cyZMzY2NsRgg8OBoTQ2NnKPJSUlBQYGAr5UVVURERUfH+/s7BwZGYlHCYTLyspKS0tLnq+srOzt7aVX6u3t7e3theXh5+dnZ2eHUCAhIcHDw4OEI39/fxBQPDFJPiMx9saNG+np6X5+foWFhfHx8ZWVlawqkUdikgZVHJvxR48enTt3bt26dZKSkj///PPp06ctLCx27tw5d+5cFAZSUlJnz57FSMXa2trW1hbjAtSt/v7+V65cwRkvMjIyISEhKSmJYBk4MqmpqZyEycnJERERiYmJfX19mLlxTuJkiAUnchhmGWYcHgvFguRD+IdccH/G/owbF4hknKgUEb6QIjWxxNCE0ocKVQZQpr+/n4rPzosyxIaL+iI4Q586dYqoQykpKZR+rEiUlJQE6IE9FGkZpaWlsLrZQIPOIDXCGYdJjaU7MThMai9fvgQ4Z39Ecg5Q7suXL798+XL79u3W1tb379+Pj4+3tbXdvn37yZMnfX19VKjPnz+T0MREDwBfWloq+KKxzGZcIkiHjSf9L1+Yl5eHmTk5uffu3eMXPTY2RnUTxiVef6SSnp6ecnJyUHuBxpWVlQFfVFRU0ElizXP06FEaFj09PXoZtIqamprMSnSOSMP4W4jCbLulpaUPHz68c+dOLS2tP6qMra0t3gt2dnZIh4lVBag/dOiQmpoajLXi4mKqTF1dHVKDkpKSzMxMLS2tDRs2GBoaRkZGhoaG0s5g+ICrPhmV9CnFxcXl5eV4rAokAnICmYfZL1B3+JD6wodtbW2xsbFubm6Qd7Cz7e/vx20gPDw8JCSkq6urpqbG1dU1ISHh1q1beXl5Pj4+LKoMDQ0TExOFFMre3t60tDQLCwu6Td7TzP9MT+B8WO3ExMR0dXXhXEEUbERExO3bt4uKijw9PYODg6ECOjo6JicnY/8BID04OMh9yxaAyZmMHoJEaAR8fX3Xrl0rJycncAvExcVnzZq1cOHC9evXHzp0yMXF5eDBgwSDChQBqAN+fn7BwcFE3JARSlICGeFE8SUkJBQVFQHe19TUwNQAXBTCwmH6TLS/4EUAKxGeB7SiuHBNTC/Drg2uHYctExOArlCbJo5LPEO3wj8kxGYLCZOCARCVhaYGALimpkZLS4uYFHQYgkSY0YkDHK2Tq6sr6K+FhUVkZCTiI2oN0AypScRdAgPdvn0bbBgVAlAxsuxHjx7x27x7964gLBC+z71792DigR4yf7FjImoOp0QomnSCExUGAwMDeOh1dXWBcD169Ki6urq4uPju3bvsm/AhTElJqaysJDH5vyYmHj969MjDwwMhEqMliyQdHR2GbsoxYI2GhgaWVEZGRsiUsNRAqaSsrIw9JhwlQg54qck/wJ9cWlr6D3fxwcFBR0dHFNguLi5IkPX19XV1dU+dOgXXwNDQ0MTExNPTs6SkBFymtra2srKyvLy8qqqquLjYyMho9+7dxCfjK04oNb0MWe7kcOfm5paWlpaWljKRIjLgezLaXL9+vbGxUTCpFyZwtB50NAkJCd7e3nAo6+vrfX198/Pz79+/f/36dU9Pz4KCAghgUVFRFy5c6OnpSUpKOn/+fGdnZ25urqWlZW7GRgpDAAAgAElEQVRuLhsoQOKYmBgnJ6fi4uLm5uYbN24IxuOcnz09Pc3NzZcuXXJyckKoTdvCy5WdnT0yMhIdHW1nZ5eWltbf3x8fHx8YGIjX76NHj54+ffrw4UPGfmGmePDgwa1bt65du0bBrampaWlpefr0aVxcnJiYmLKysp2dnbu7u5eXl7y8/Pz581esWLFx48Zjx445OjqSM4/5jqOjo7u7u6enJ0oOnDdRZkRGRgYHB4eGhjLyxMbGRkREJCQkXL16tbi4GLYIiyQgLX5YuGTCqCLc1cJFMeLmFxRJVAqmJ/p8bgYhxZU7cGKVER6A0fBXlDDh+4POIAQHv+f/ILgFQXTkHdLS0mJjY7N7926MbEmAJuMZv6WJZ7Wzs3Nubm55ebmFhUVsbOzHjx8/f/7866+/fvny5ddff/3ll19+++23T58+wdzHLhcl5MePHz98+PDixQsGK2KbcIcQHCEAcfCm+fDhw5cvX1BdYif85csXWMIvXrzAV+j+/ftw2RGaCKAv7ovNzc3IeugK8fclXg6fRkbv2tra2NhYoKL/XWWoRA8fPvTw8Dh+/DhVAwgG5yrEX4xFzD6amprkWJFHCOlOXFxcXFycPoj+g+Udu3Bg4yNHjgg+5CdPnvwjW3JgYADbKgKY7ezsTExMdHV1lZWVUXYjNVBTU3N2di4uLm5oaKipqampqWE6oKOxsbGRlZU9c+aMYMdJQAzLJgycUE4WFRWVlZURACT4KnKB1NLIUIAAcRExCbWmtbU1JibG1dWVBKzOzk48+nt7e3Nzc3EzRIsYFhZGkBixIe3t7RkZGWfOnCkrKxscHER51NHRER4ebmNjExYWVlFRgWk+BsBI+4AkQ0JCiHaLiYnBuN/Ozu7y5cudnZ1w7TMyMtra2sbGxrhdYUONjY0xG167do05AmrDtWvXiLBwcHDgZceutbi4WElJycTEBKd3Hx+f06dPz58/f82aNXD5z549izOrjo6OlZUVNh3nz58Hz+IBQyuqAiJDY2NjU1JS4uPjMzIyCgoKgMYqKytv3ryJA6YwpPDj/1dPx83P8+BfjC1CL0OlENR9wJZCDjSNm6C94EuoMsK+llmJf5HOiN8CnzYxGZ3/mFBrBJlbb2+vr6/vvn37YJ1yV8jIyBw4cACc68iRI1QZOTk5Z2fn7Ozs6upqCwsLVVVVslXT0tKws+vp6RE6tUePHr18+RJiHtXnX//6F04Ov/32GyXp3//+92+//fbly5fPnz//8ssvnz9/puJ8+vTpy5cvnz59+u2333755RcqFN+KUwft/tOnT8miFXQqgrzg4cOHmEN3dHSM/xmtDQEyPz8fAh7nVmNjY2Fh4a1bt5BKcP1Xobl//76LiwvraqReguQakhEDEbshVVVVgDyoMVjJ0CRKS0sjfJeXl8dtg7ZRWVkZF2EM9DQ0NE6ePGlnZ/cH+mtoaGhlZYVDgqWlpZmZmZ6enoKCAgpxeXl5LD/Z9TQ0NADKYGdFAp6tre3JkyepMqGhoZQYqgyyposXL0KZoVMld4luAu5D84SLEoNVOLVGSPzBxCgkJMTLy6u2tpY3HFrnmzdvxsbGhoeHs1Ds6+sTEpQg7LS2tiYmJtra2paWloLVkZQIbzgmJoYIBOF9zNENSFFUVIQjn7W1tYuLS1xcXGFhIeI0JgXwCI4jJiPSFAgSDAsLKyoqIrG0vb09IiIiIyOjrq6OZKuysjKI4U1NTbq6uogPEPKpqamtWLFi3bp1W7ZsodDLy8sfOHDAyMhIoJ/goAr4hSY+KCgoLCwsPDw8Li4OgCYzMzMxMRGYBkgCz1pufvyT4LzRpAithFBWBgcH/2sfxEQDa5HKwr0BDUxIbkYHhBOKMChRcfhaBjQh35Zv29fXJ8D5eIxzcfPjQ0bny3Xz5k1fX19OWsBLDJZIWZWSkjp48CBxznJyck5OTqCB586d27lz58qVK+fOnbthwwY1NTVjY2MLCwtra2uEPDo6OmfPniU0lZGztLSUEZhK+uLFC8Hd6pdffvn9f13/+c9//vWvf/3nP/+hJH358oWJCbcXzh4aDcEvRqDJgNzxmCOKsgIcI2ypwWWoiRxjDOOYVwic5nv37llYWBCoBE1GSUkJHTYrJHZPhD0oKyuz+Tl48CDWeaS+ycrKCi3M0aNHpaSkBC4SDhu0SHxzSUnJP6rMzZs3VVVVeXGNjIxMTExMTEyMjY3ZlpMpp6CgYG5uHhYWVltbi4qae6Oqqqq6ujo/P9/U1PTw4cOmpqYQ53B+8PPzu/DnxZrc29s7Pz8fT09sw7nICaTi0OBgkdfR0SEoJOllME9DKkV8SldXF0jQ4OBgVFRUXFwcb1/muKCgIGYcDw+Purq6vLy8M2fOxMfHV1dX89YE28NYAByX+iLgEay0MeK8ePEiGTqALMgIMH+D6ctxBAsmLi4uOzt7eHh4bGxsYGAgJyeHjJ709PSYmBgIXbwbeOs8efLk9u3b1tbW5BMQe6KsrLxq1aoff/xx69atWlparq6ukLutrKysrKyoRxgbgn8RXysYyiQkJBD2lpSUhI4pMzOzsLCwqqoK/x3gxolrNSGxhAc0MjQawpKIHkQAdIVCQ5URth5sYcmr5/UR2pmJ0K/wmFdSWHXz3bDpEaJ1sRNvamoiEpPTjuzHc+fOkYu4f/9+YGCBMEaaLXlDBw4ccHBwuHr1akNDQ35+vq+vr5qaGqYZqqqqkPqOHDmyfPnyGTNmzJ49m/i9pUuXLl++fOXKlevXrxc0ECdOnNDV1bW0tGQ3EhAQEB0dnZOTU1FRwTKOpT5gzb/+9a/ff//93//+N80O8kX2QQI9F9sHQV4gtISCBQQQHrWDokOtQXXNe4mlNb2SgAC+fv16YGDAwMDg8OHD6LzoZY4fPw7jDg8qDQ0NRipNTU3srIg3gBRDVygnJ8eTRkZGdnZ2Ez9NWVkZGz2sJLZv325mZvb7779/dePGDS0tLYHva2JigvMDNsLI548fP06AAfFsuAcRK1NeXl5UVGRiYrJ161YdHZ3Q0NCYmBiMOP38/JiSIOliXlNQUIA3KkAv4C7HEUAMMxFVRsBomZUoBKSj+Pn5NTQ0gP+FhobGxcUh7YuIiGhra4uJibG0tDQwMMjNzcWQ2dzcPC0traKiwsvLKzIyEsopHVN3dzf9i9CTY5hGlcFYiAcYA3MDwJ7CQwjZwUTss6CgIDw8/M6dO+hlCfcBKs7Ly3Nzc2tqanrx4gULAi7uz0uXLmlpaaHi8/Ly0tTUXL58+bJly7Zv325oaHjmzBkpKSlRUVFjY2OmNjs7Ow8PD8AvX1/foKCgiIgIRJKJiYkJCQlxcXFRUVGs86g1WVlZBQUF5eXlsE4xrxBwKAoHPzs3vKDegrIowDHCKnoiF15wdePGADtgwSFMBEIFESYsBjc6IzqF+vr6lJSU0NDQwsJC2AY0ue7u7qDsIHo0wnSgwcHBMjIyIJSQUCHIoB7Ghpb4RGdnZ8ze6+rqQOu5eaChamlpSUtL//DDD0uXLhURESF7b+HChSRkiYiIEGEOB1K45s6du2DBgmXLlq1du3bjxo2ioqIHDhwA7NDR0bGxsYHTkJOTU1paCvLI1EkPOLFewBKkaqB7oKaA6wmSa4FAIAxHzyZcIEqUJL5nR0eHs7Mz2Wz0I6zeECKhwIbBiD5AV1eXjRJlSEdHBzY5iidVVVV2FNQgpiS2eHxzOTm5bdu2GRkZ/ZH6pqKiYmFhYW5ujqrA0NAQyo22tra8vLysrKyysrKtrW14eDiJM9XV1VVVVeXl5ejuysvLzczMfvrpp9OnTwMxhoSEsGNiYuKk9fLy8vT0zMnJaWhoQFMPj5uNMu8bHH2E4FQ6HaHLQEVSXV1NMBv0gebmZugPeNkxnZmamvr6+ubm5kJLr6qqysrKamhooBHjG8K8gulAWRGOdIFpyriEJHJkZETwYRXYU1j/XblyBYM4bp6mpqbz589nZmZysDx//vzNmzednZ1+fn4tLS2kMhEKPjY2JszM7Cmjo6O1tLSQkpmbmx87dmz27NkLFizYu3cvAJmUlJSkpKS+vr6VlZWZmZmmpqaNjQ2ZE/CtL1++zG8hNTWV2Lnk5OTY2NiYmJj4+PjU1NTc3FxMOdva2rjnBaKtAP0CA1N56eYEdSiVRQBWoOEJDtgUDgH9ZWfPbpi+ib6PCODKysqamhoW5J2dnQxu/f39MTExW7ZsmTVr1pw5c8TExAoLC1n3tLS0aGhoXLx4UXAL4g3DV2VmZgpZiNxIuPOz26bQEKd99uzZ1NRUmvHo6Ghra2u0fxCFtbS0tmzZsnjx4hUrVixduhRZPPFYsIpWrly5YsWK5cuXL126dPHixSIiIgsXLlywYIGIiAjVZ+7cuUI06Jw5c2bOnInedeXKlevWrcO1a9u2bRISEocPH1ZWVia6z8vLi+SyiIgIkqHwEujt7b1z5874+DjKb8GRD/SHeiQ4yOBcIUixhSL18uVLAsUNDAwkJCQEEBdoBpKRkMEEuIvzJk2Nurq60ILo6elpaWnhOQU2jMySV4/8Ji0tLSMjIwkJCV1d3d9///2rjo4OdXV1HLmtra0FBZOhoaGWlhZLLw0NDRcXF0wY2AfRy3AalJeX29jYbN++XVtbOyIiIi4uDpKur68vwmuqDB+mp6eTsoKpIkUdSiWHFb3xxHGJtSWtR19fX3V1tZeXV1BQEJ1FVFSUnZ3d9evXHz58eOPGDRRP2dnZmOmxlkJUwl6pu7ubFQagDCOSEAINFkNrw9Et2DvT1QuWzrdu3ers7PT09PTz80tMTPT09Ozo6IA7D2Xm4sWLWVlZYE9NTU0pKSkREREkjd69e7e8vJzuGgyPJmh8fDw5ORnDVA0NDVNT06NHj3J+HjhwQF9f39LSklMahrSdnZ2RkRG+pVRzLy8vcJnY2NiEhISYmJi4uLj09HQeI24mrq+oqKi1tfXWrVt0K/xEwi4ZfKSvrw9/womsFloS4TWh2gr+1bC/ABTgB+HdPTg4iJ887tmItn766aedO3fa29uj5MYlu7a2du/eveLi4ufOnbOwsBAREbG1tYXYXV1dffjw4djYWH59vCtQGHR1dZWXl7u7u6uoqGCDsn//fjZNcDcUFBQIgZOSkrKyskpKSqqoqKirq0tISDAxMWEW0NDQQH2zbt06qsbixYsXLVq0cOFC2hmysfAVWzjhor6gtFi2bBlN0OLFi5csWcKX0AoxfC1ZsmThwoUzZ87ELmfy5MmTJ0/+/vvvEW2gTV+8ePHGjRvFxMTIljp16pSxsTFckLCwsLS0NPB7WDxol2hYsNTC5oaLYvTbb791dHRoamrKyMjs2rVr586dEhIScBRBUhh25OXlsYMA9wXEZRRixNHS0iKeCXtT8phYKp04cUJFRUVHRwcx1JkzZwit/UNhYGRkBJH0zJkz4ALm5uboMqlwGOWlp6fX19cL9BYwYFobJyen7du3a2lpAToikiQRgfsQD72LFy/iFFdbW8u3EmoBLTFvGqGXEUYn2mNcNcvKyjw8PHDMIgEyJSWF7eno6Ghvby+FIzw8PDs7+8aNGyjZuPjPE64O7QIIhi792rVrGRkZYMOc3h0dHSUlJcPDw3DSYH9yDHZ0dISEhNjZ2cGDgCkLApeWlhYcHJyQkAADAPdMHB4matgePnyIVTv+ZhA0k5OTJSQkxMTEzM3NiQcQERFZtGiRrKysurq6gYHBzz//LCYmRrwknBp3d3eqOVwB8mpjY2OjoqIiIyNjYmJSUlJQLaJgQq0K9YkfUyC8gbwyIQrrZMAaDHSAIaGT0pVQdJ48eTI8PFxQUFBZWQnv5v79+5GRkfHx8YgMbty4ISEhASD16NGjjIyMFStW7Nu3z87Obs+ePXZ2dtSsgYEBZKKNjY1Pnz5tbm4WExMjvWBsbCwnJ2fHjh2JiYlQ4DiK+PV1dnbW1dVlZGTExsZqa2vv2rWL4sKaCSGflJSUuLj4vn37zM3N4+PjoRHg5czExAl8+PBhoYWhi6HWCAWCWYmGhWI08ZOFQsO1ZMkSvlD4Djyg9EC5pOXB4Jm0v+nTpyNPmzx58rfffvvtt99Onjx5+vTpM2fOJG6U/+HWrVt1dXUdHR3Pnz+PADU5ORl0v7KyEg5ad3c3ZOuMjAwpKamdO3ey3WfrTH05ffo04wsGepgBY6Ohq6sLtYXWhugCODUgUwQ5AfEoKirq6upCGjA3Nzc0NPTx8fkDl2F1am9vb2VlZWlpaWNjY2lpaWJioqGhgT2Hnp7e+fPnMzIyqCx1dXW1f148dnR03LBhg4aGRmhoKKriixcvCjsmUpkAazhDqqur4VNiFg1HpuXPKHjB3pWhRuhHCFetrKx0c3PT1dW1tbW9ePEiode0Ibf/DJZtbGz09fWNj4/nG6Jkq6mpiYmJgYWMbRVFDZZ6bm4u8vGQkBBMatmnhoWF5eTk3L17t7q6OjAw0M3NLSEhAXjF1NQ0KSmJNUpdXZ2jo+PVq1cfPXqUnJwcFRU1MjKSk5Njb29vaWkZFhY2NDT0/PlzWHlM13A0aesYvF+/fh0fH79jxw5lZWUvLy9WfoRk79u37/jx47q6ulQZFRUVHA7t7e3d3Nzc3d3d3NzYixNTEx4eju40JSUlKysL97mkpCQSQoqKikpKSlD03blzh1JCTwepV2DEgNSAvAwNDZWWlsbExMTExGBXCmRLJJCWltbGjRsPHDiAv/r4+Limpqa9vT0Uko6Ojg0bNvj6+j558mRwcFBOTm7t2rUk20dGRkpLS5eXlz99+rS0tFRUVDQmJgaQq6+v7+jRo1u3bq2srHzw4EFcXNyWLVsyMzNhMPB+YAOAY2Zzc/Pt27dzcnL09PSAJOXk5OhoIKRKSkpKS0sbGRklJydTasPDw3V1dSUlJWVlZQmZFxcXX7JkCZWCckBjQn0Rrnnz5oENMyVxCd3Nkj8vihQPFi1aNHGqAlSmYM2bN2/evHk8QPJKAaL0zJ07d/bs2XiATJ8+fdKkSVOnTv3mm2+mTp0qJiaGQJSBRVlZGaYbYeGnTp0yMDBgAIdKh52giooKEiL6EWtraz09PWAXMgkQTGpra1tYWDg4OFhbW2tpaSkoKKA4PXHihLq6OoEqYmJiUF5kZWWB2CENgCj/oZbExcrR0dHBweHs2bOUGFtbW2Z+/lt6enrwaGtra6uqqqg1wCvFxcXZ2dnm5uY//vjjyZMnSSxAgki2ZGBgIFuPgICACxcuREVFEeVJcSHGAL4MgkY6YZZKPICPh30RHLm0tLS0tLT6+nrqdFlZWVxcHNxHxqi0tDS8qZA+dnd3l5SU+Pj4ODs7CyG8WVlZLAJ6enoyMjJcXFxw/w0JCSkqKmJfi/LowoULwcHBFhYW9vb2RUVFSOxRnOMPAgARGhoaFhZ27969hIQEMlvfvn0LGwWnMqhWAj3v8ePHxBgXFRWB4b1+/bq2tpauJDw83NbW1tzcHExxz549J0+eNDIyUlRUJDkA+i8iJpx6WO0hH4MpQ6pZYGBgeHg4MxQvXV5eXkVFRUtLC0MK9DD8FgQltBCShzFgRUXFsWPHVq5cuWXLFikpqcTERGBLQlG0tbWPHj2KVfDQ0BA7DkVFRXd39/fv3//6669dXV0bN25EmpiWljZr1ix9fX1eura2tp9//jk4OPjZs2d+fn5ycnJNTU2Uv1u3bikoKGzevLmysvLhw4fh4eG7du0qLS3l10rTirwe1Ka/vx8HTKAokE6yzfbu3bt7924JCQlpaWkdHZ3U1FSEZtHR0fr6+qKiopKSksS27t69m6Zj2bJlE4vLxCrDY6GXoehMBIOF2rRkyRLgGxAcQBzKB0jN/PnzZ/2/19w/Lz6NosO3nTdvHt8B46GZM2fu3r0bPTTmL1paWkiNlJWVsZJir0yEA4IjLGDQQisrK+vo6BgYGLAbYmiCBKykpKSlpWVoaGhhYaGjoyNYc6I7lZeXFwD1PXv2YAm8fft2rJdh1jDa/49aEkUM4SRWVlYwgNXU1KDi6OnpeXh4pKSkoGCqqKhAJ1laWpqTkxMZGamtrU3wO+kofn5+oLDMSgEBAUFBQXQKYWFhMIYFsi87JvALGFZQsODjYfXS3t5O+aBk9P95gVamp6cnJSVxdOfm5t64cQOpTlFRERSM69evQ7FJS0vD77arqwsR5vDwcENDAwZdwMCBgYHx8fHsa+/fv19TU2NmZmZoaBgdHU3q65MnT65everg4JCbmwudAQJeZmZmYGDg3bt3S0pKzpw5U1BQMD4+TmDY8PAwdw7rJMD/J0+evH//vr29PS8vD9Xs8+fPBwYGeAaASVNTc9GiRQQS0Ltqa2vLyMioq6ujkmfd5uXlxRo7KCiIRiY6OjohIUFRUXHhwoWrV6/esmXL7t27f/75Z39//5SUFOyWCwoKMKDAtWsi5i1w5BiUmpub5eXlt27deu7cOeROOJMj5wsMDDx27BhbMxbYT548uXXr1r59+y5dugRtpL29ff369SkpKc+ePTM2Np41a1ZkZCSEmp6eHgKVx8bGaNe7u7uHhoYgxWIIW1tb++jRo4CAgF27dlVXV8PTA5EBX8ODBkZSQ0NDamrqwMAAsp2DBw/u2bMH831paWl6mbS0NNT5iYmJpqamWPDv27dPTk5u06ZN9B00I4sWLRIcC4XyIbQkfDixi+FCgyoUGroY/mrBggVz5swhmmLevHlz5syZ8f9es2bNmv3nJbQzs2fPBg4X0GU+3LFjB6Ga9BeampqUG3Kszc3NBd8GNTU1c3NzS0tLXPIEX2T6DlZOqCjJzAb61dDQ0NLSggtDXgpfiB5K4OzRYmOZCtEGD2ATE5M/qoy5uTlhOnZ2djA1SJhWU1NjYjI1Nb106VJ+fj5qADbZ2FkVFRUlJSUZGBisWbPm2LFjfn5+JBag9KHWkJ2CbDIkJKSioqK2tha+TGtrK+0M6AxVhlLS9efFMwK7HCaLkFwzMDCQmZkZHBwcEhKCx212dnZKSkpgYGBycjKwS0FBAQMUIv2enp7q6uq4uLimpqahoaH09HQfHx/8XIGTL1y4AK527969pqYmMzMzvOOeP39OWYmJifHy8mppaQHpfPToUX9/f0pKyuXLlyHRQBRMTEzEOoTwBiAMknrevHmDjjYoKAgNC/czJM7Y2FiYR8eOHVu4cOHGjRvV1NTwM3R1dVVSUsL81M3NzcvLC84hf1LlsUMmRPzw4cPLly+fPHnyX/7yl7/+9a/29vYlJSVxcXEbNmwQFxevqqp69uwZVgYQfIXNPUtr/s+urq40ESzm2aaxXerr61NQUPD19WUxD83s5cuXN2/e3L59e0BAAMvyhISE5cuXZ2dn37p1a/fu3atXr0YoiNpQVlbW1NS0q6vr5MmT7u7u8PRGR0dramq2bt168ODBlpaW0dFRV1fXLVu21NTUQFOm26LnBQB+/Pjxmzdvurq68vLyent7AwMDFRQUZGRktm/fTmAec5O5uXlKSkpdXV1LS0t2dra1tTXnsLi4+KFDh9avX08RAWdhaOKunj179rx586gptDl82v+uMhMHqIlVScB05s2bRxT6jBkzZv7/Lv45ob7wIZWFP2l2Nm3aJJCbaVKUlZVVVVUNDAyEXACMXMXFxSkcoCo8r6qqCuatoqJiYGBgYWHBJ5iamqKiZOzCfFNRUZFBDEsNLS0tPT09S0tLPT09OiZcHPX19Zm8xMXF/+DL9Pb2kl3v6uqK+QNjmKGhIZLWEydOmJmZBQUFEeJDliNwDC4zhYWF9vb269atO3HiBKCMv79/QEAAPKXAwEBgGhqcoKAgkJ2mpibGIjh4AsGXdw9lhXkb6IQPaZK5GQQVH8lq4eHh5eXlxELHxcVdunQpPT2dQy8pKQlGcnx8fFxcHAKInJwcTkJ/f//AwMDOzk6O7pKSEnd3d9RowBNBQUHIoDh7h4eHQZr6+/tfvHjx4MEDDAFoE6An9PT0+Pj4wCJ1c3OrrKzEZ5tAK0bFwsLClJQU4kGIWydkJzk5mekyJCREQkICL049PT0HBwdgLxUVFUNDQ/x38AyEL4Pzg7+/P6xfqDGpqakGBgYyMjJnzpwxNzeH9GRhYYFfp5SUVG9vL7xBgXEnOGD29fUxTJG8I7g60LsRvVBcXCwhIZGfn//q1SuhymDdRIbhvn37duzYsWDBgiVLlpSVlbW3tzMA4nFFGrSoqKitrW17e7uKisqFCxdGR0dZneTm5v7www9qamrd3d337t1zcnJav349rEgq4O3bt3mHgAffvXv3zZs3T548Ae8LDAzU0NCQlJTcu3evhIQE3LwDBw5YW1unpqYScFxVVeXo6CgmJrZ3717O1DVr1ghADIUG1szs2bPpaHieRRJQ7n9xZ/gcASf+3x8K+MucOXOmT58+cVyaPXv2xI6GRfjEa/r06TNmzKCdmTJlyo8//sg2mrzHQ4cOnTp16vTp0+yGQGoxYdi9ezfGMfQvkH0xplJXV9fS0tLV1T1z5oyxsfHx48fx/cVAD90jSiWMO3Ht1NDQgA3EogrVJVQaclS2bdv2xya7r6/P1tYWDthEfxldXV2kCoqKiiYmJlFRUTU1NY2NjTU1NSRg4S9TXl5eUVHh7e29cePGo0ePwgqD4Y4LAXiBcAOEhoaWlZVB1qRPgRcjLLCZknjrdEy4qDs0yWC9gAiDg4OhoaGXLl3KzMwcHh6uqamJi4vLysqKjY3Nzc3FCRGWfUpKSlBQEHaZLIkGBgbgtoSFhfX19bGgvXbtmp+fX1RU1K1bt9grBQUFeXt7d3R0CGpjf39/FxeXioqKzs5OZkaSbevr63FU7O/vLy4ujo2NjYuLKykpwU6B9C8s9fCdHR4efv/+PdxQAn0ePnxYW1vr7OyspqZGdKSIiMjRo0cp02TgHjt2zNTU1M3NzdvbGymTt7c3f4u/D94XxKQkJSWdPhAgJksAACAASURBVH36wIEDiYmJBQUFGRkZOTk527dv/+mnn9TV1b///vuTJ08KkgL8wNhnU2Hv3LnT1ta2c+dORUVFVmNjY2O4PSFTSkxM3Lt3b319PY0ehYNtvYSExNdff/2Pf/yDdcnatWuvXbtWW1u7aNEiFRWVoaEhXGlLS0u3b98eFBQ0NDQEnZRq/uDBg3Pnzs2YMcPFxYVPtrKy2rJlS3d39+PHj2/dutXT0yP0uSRn3bx5UxhRy8rKLl68qKqqKiUltW/fvr1793KDHTp0yMnJKT09HYZuU1OTl5fXnj17qDLi4uLLli0TlkHMO0IbAuILHDMRzf0vYFioJsKHfI6wS5qIvFBcaF4mPiNc/1VfhE6HVmjNmjUqKipYMQhiaHxIWQDh4yUvLw+kQr3A64uQEzbZpH1pa2vr6enBxT1w4IC8vLyWlpaKigoIOla+Kioqenp6wtpbWVmZJCyGMqRMBApv27ZNT0/v999//6q/v9/a2trR0dHT05MQW1xmMOVWVFTU09NzdHQkfLampgazu/z8/PT09PT09JycnLKystDQUHDmS5cu4Z8E+iio9cLDw0NDQ5E1EkJAcJKgrBeUBFQQMGBhXOJ5gX1Le8zENDg4GBERERAQkJSURORNdnZ2cnIyK5XR0dEXL14g5IEYQnHBT+D27dstLS3oOVmuE7ESExMTEhJy69atFy9eDAwMeHl5ubm59fT0sBt68uRJTk6Og4ODm5sb4i8qV15eHoROkkPYIr158wYO1adPnwg25eakssAxZ4cNPe/x48cIslxdXfX09OCGeXh40Dki5iCZgIEUfxmB0EUdx3cqMTERkYGqqur+/fuTk5ORFwQGBi5ZsuT8+fPt7e3Hjh2bOXNmVlYW6VEUGhbbSJwomsePH//+++/19PTMzc15S6SlpcGR8fPzExcXZ3gUHDZfvHhx+/ZtYsNiY2MbGhoCAwNXrVpVXV3d0NCwePFiS0tLjHWePHkSHh6+efPmnJycx48fW1tbHz58eGBggJlLSkpKREQkKyuLlbmmpubatWsvXrxoZmYmJSW1devW2NhYtmPDw8O1tbXp6enonl+9elVZWenj4wNPT1xcXFJSEjNgOTk5BweHrKwslFwIoHbs2CEqKnrs2LGdO3cyDVFcKDcUlIlVRoBjhcnov3oZoY4AvghmqcIiaeIKif6FLTVdzP+3ytDjTByppk+fvnjxYiUlJQMDgyNHjuBM9PPPPwtupDQagFOCySayRAYfKq+ioqKsrCyNj6amJh56AMDEM4HU4EYuKyurra1NIVNVVT1w4MC+fftw81RRUaGEYUlz7NgxW1vbP3oZKF44lRDM5OjoiD21srKyqampq6trXFwcDNqIiAh/f3+kj76+vl5eXhkZGcnJyfLy8nv27HFxccH8ASQST2/qTlBQkL+/f1BQUH5+PntrSCtUGQgytCoMRzwWQF+BhcW2lTuBAT4pKYkdOcSTwcHBzMxMeCIDAwPj4+M4GGJqB/EU6iqM0tTUVIgnly5dqqiouHXrVlxcnLe3d3Nz88jIyPXr12EVAhux/O7s7OS2z8rKqqurQ7oG8xIzJPxK3vx58Qyhhc+fPye1R2BqCsJZVjOkYkZHR0tKSi5cuFBMTCwyMpLtflVVlYmJyc6dO/X19XHSwoMCtSRSpsuXL4eEhLBRQo2tqqoqKiqakpKSkZFx9epVJyentWvXJiYmtre3W1tbf/vtt4GBgXiyCWYLbK8h442NjTU0NBw+fPgvf/nLd99998MPP8yaNeuvf/2rubn5nTt37O3tpaWle3p6JrLgSbDdu3evjY3Nv//9799//z0lJWX+/PlXr17t7Oxcu3atnp4ei/zbt28rKCiIiYm1tbW9fv06NDR0xYoVQUFBnZ2dlpaWU6ZM0dLSGhgYuHfvXk9Pj4KCwt/+9revv/7666+/njRp0qJFi9zc3ASXIqowdAFs2z08PKgyBMufOnVq3759hw4dsre3z8vLQ8jW2tp67tw5+DUEQgkNyLJly/4vY+8Z12Sero/Pm7PVOrZdHUVRem+BhN57r1KlSUS6NBUdKdKR3ntL6C0QqvQOgjAgUgQrioMFndldZ8/Z+b+45LtZ5vzO5/+84BNCKAl57ue+r/sqFy5cAMcXQxPBeglMgxkKBei3B2fd2bMFJ23LqVOnFBUVz549e+TIEcxH/z+rDLqbU6dOWVhY0Ol0c3NzQLPEftTU1BSpx3p6ek5OThiZgbfiQAoK3KfwjbDHVFRUBEka3prgUiN3HA+2t7fHVhsudyDgAKcH3mdsbOzk5IQl4797GdDnbt++HRISEhISEhQURKfTUa5cXV2Dg4Pz8vJYLBay1rKzsxFOkp+fHx0djfAgPT09FRUVxBjk5eVlZGTk5ubikbm5udhqY7FdXV0Nyu/09DSQEVBaUFMAvgDYA9YLyhzcBtDUkDUnuP9lZWX37t2rrq4Gyf3169f3798HCxncDdg75Obm1tfXY7fV39/f1tbGZrPBVS8rKyspKenq6oLvZ01NTW5uLpvNXlhY6O3tzcjIABYAdSwMR2Aivby8jExCULlxAyxY+BjBdRVfwlt/YWEBhoycPiCED/7u3TuQj3t6eoyMjKSlpeXk5AICAjo6OiBNvnnzJrYkd+/eJboNMjFlZmYS9gAsrCorK52cnOTk5PLz8ysqKqqrq/38/KSlpZuamhCW9qc//SkwMHBrawtYDCoL0VuD3YsAoPLy8paWlsXFxZaWFgkJibNnz7a3t4eFhZmZmRHPAazk379/v7a2Jisra29v//Hjx3/9618JCQkHDx6sqal59uyZlpaWhIREd3f348eP6XT6gQMHrl27Bl7l8PAwMnllZGT27dt34cKFkpISoidITk4OCAhAaBeiwUCwxJQ9NTX15MmTd+/eTU5OlpWVZWZmBgcHW1paQlxjaWmpo6MjJSWlq6sbFRXV3t5OwMHExEQVFRVcpSkUCiG8cO6hyeaIlA+UAKCwnJtmHJygL+HgkYOzlzlx4gSAHuybTvzm+L+rzIkTJ/T19d3d3Q0MDFAa0FwYGBgAHEFcAbZFJiYmWlpaSkpKqqqqxsbGoNih0EDwheFaQUEBEg3kSUpLS1OpVDxMWVlZW1ub/C4IL1G7ZWVl5eXlaTSalpaWo6MjJq+bN29+9ZcJCQnBO/XOnTuhoaHBwcGIH4O5+aVLl4KCghCUVVJSUllZWV9fj5wTxJiUlpZCQa+rq3v9+nW8uZFLW1JSAr9x2J3gBKioqMCpDhYMKgtaGIK54IpK2BCwegEHDLQxXGlBSy8pKUlOTkaVARtlaWmpuLg4NzcXUibArikpKZGRkQiuBhO/ubkZV0JMZ5jCHj9+jFyU+fn57e3t5eXlgYGBp0+fYrQhJF0I0j58+EDS0VFo8DBgwJiDUEHev38/OjqalpY2MTGBO1Fl8KOIQG57extDSmNjo7q6Oijhenp6SUlJQ0NDCwsLFRUVVlZWsOOMiYkhVSY+Pj4lJSUrKys9PR3QTG5uLjST9vb2cnJyhYWFDQ0NTU1Nly9flpOTa2lpgRhdSkrKy8vrzZs3JCST6LYIH29tbe3Vq1d4dujaiouLKRRKe3t7eHi4iorKysoK+rj379+D5764uCgmJubi4vLx48dffvklIiLi8OHDlZWVHz9+LCwsxLpEVFT0+PHjtra29+/fBwy0srLCYDBMTU25ubnl5OSysrJIzBveFcDIX716RYQgRG+FF3Z7e7unpwcCrsuXL2tra8PUSkNDQ1FRUVFR0draGjapUBhMTk4WFxfjjDIxMZGSkvrrX//KKRpAuUGx4CwZf/3PgyyqOQ9SaAhfhrNUkUJz7NgxTFUEAP4/qgxnoQFSo66u7ubmZmpqqqmpqaqqqqWlZWBgYGlpqa6uLisra2pqiuFIU1MTG31NTU0tLS1zc3MXFxdkGMDXCtbrWlpaiHZDYCwkV7Kystra2ioqKtj340AiipWVlZGRkaurq7GxsbOzMyx7IG4C0P7vien27dsIkw0ODkaCLUAjYNEhISF5eXktLS2VlZV5eXm5ubnIP4GFOJzolJWV1dTU6HQ6hNEwZ8P0BNkkOKkpKSmVlZVg4oEFA5AFZmgLu7GB8DRBO8OpkF5eXsb7HktQdBPYZJeUlKC9RwoXk8ksKCjIzc2NjY0F1AdCWkVFRUNDQ19f38OHDwlHHu9d9BSrq6swmltaWgIGicpFtDlol4gYH1UGRQcGq6RPIaI1DEdtbW0xMTGDg4NEREsqy+fPnz98+IBTFImUOTk558+f9/T0vHbtmrm5+aVLl0pKSpDAGxERERwcjCxQiN3BzYMOHgSlrKwsiJhKSkpsbW2pVGp+fn5VVRWLxfL09KRQKC0tLZOTk83NzWJiYnQ6HRt6qJnA9yV5THi1IYCEwuDHH39MSEjQ0tJ6+PBhaWkpHx9fUVERBJAgEL99+3Zubk5ISMjDw2NnZ+fLly/37t07fvx4ZWUltv7R0dFUKlVcXPz27duzs7PQTJFQPbRLAwMDxLWH+FEQ3xm8VUAmxD57ZWXl48ePDx48KCsrgzOuo6OjsrIyrt7KysrAINzd3XNycpBPApnL/fv3vb29NTQ0zM3NJSQkIE/lLBOYcf7yl7+cOXMGIgOwXQgEgy8RnQHhyxBCDWHN7JmtOIkwnEgNDlQZUlbI7ol8ilAKfX19Nzc3KysrTU1NRUVFZWVloCQ6OjqqqqroR4DaQmaB/g47IzCGoRIwNzc3MzPDyh8PUFFRUVBQkJOTk5OT09fX19TUBMuRRqMRVbejoyPM8J2cnEDMAWdPV1dXSEjI0dHx3+7i4eHhERERCAOh0+kwBHVycrp06ZKHh8fNmzeLiora2trQtkRGRt66dSsqKgpvaLQ2KioqvLy8tra2oK7k5eUhaw2ySeAF2DcVFxffv39/YGBgZGQEcAzsqfA+w3yEEWlpaQkK4CWOA0UEnN3Jycn+/v579+6Fh4fn5+cj3QYEnMnJSTabDSYhcWbAhoiE3YDGTrwIXr16tb6+zmKxIiMjYfGJpgmg5uLi4vT0NClwpMyB0UtcPzhzKmDCCsDl48ePLBYrOjp6eHiYyPNJv/PhwwdEi4F18uLFi4qKCh4eHg0NjcTExMTEREtLy7CwMOyw+vr6fHx8bt26Bf4xiEggDaSlpWVkZGRmZiIbG47iVlZWEhIShYWFdXV1TU1NXl5ekpKSnZ2da2trmZmZAgICAQEBW1tbUJ+jYSSmOdhYY+mDT+G2JSMj4+3t/erVq4WFBWNj4yNHjoiLi0tKSnJxcRkZGaEQKCsrx8bG4pXBIhKaL2KOBXUCnG45E4hQtZHWiLkYfCL0L+TtQQxD0f+iDayrq+vs7NzY2Ghubra1tVVSUoKRlaamJtYi/v7+FRUVmJggnZuZmcnPz4dAWUZG5tixY6Q3ISMPcpw5ERZCnAHzBXIk8mDO7yUyKNxPahZWTlAPcBYXUm5QUL799luANWhejh8/jroDaaWwsLCrq2tgYKCLiwvIMqgFiOtFowGHQKyM1dTUsFBTVlbW0dHBgsnExAT0aC0tLQUFBQ0NDXt7ewUFBR4eHmlpaWgIUFx0dHRkZGTk5eVhK4Mv0Wg0rJloNJqYmJiampqtra2cnNzBgwd1dHR+/fXXbx4/fhwZGZmcnEw22YGBgRAxAYv28fGJiIiA7oPBYADWxYmN3QqLxcrOztbU1BQQEHB2doYqLzc3F7hMWloaXPUBCYOZ2tzcjHwCmDmAq7KyskKgGax+FxcXsX4aHx/v6+tDEWGz2Wh3+/r6BgcHh4aGhoaGpqamSKezubkJTurTp08RhICKhppFLtdYo8AMEZfEmZmZmpqa8PDwtLS0+fl5TAqQZb9+/bq3t5fBYGAtggoF1u/Tp0/he0BS0NHUoOXBZAReb2NjI8wfMHeQKoPFMAkDg79RW1ubmpqahISEl5cXtnju7u61tbU4/xMSEkJCQmJiYm7duhUeHg7KDEIj0tPTCUexurq6qanJ1tZWVFS0oKCgsbGxsbExPDycm5s7Ly9vdHTUxsbmd7/73Z07d7a2tvDiEGsu7JggQE9JSYHoFgIZMTGxs2fPNjY24qVms9mOjo6ioqIUCkVfXz8xMRHf29PTA5UGqsbm5ibRc6+treG5o6Q+/8+DlPIVDtdxYm0D/IhM07AoWlhYePv2bWNjY2ZmJn5mcXGxoaEhAAhEkWF6Qh4Wm83u6emBO+IPP/zQ29sbEBCApSzOeayr96gKMOx899136Eo4WXZkFX3mzBlOvwhCICa3z507h8pCiDN74Bj0LEd2DzD3SJU5fPgwHnD48OFTp07p6+v7+PjcvHnTx8eHmIGjtYGqCMZ31tbW3t7ebm5u2tra0tLSCgoK6urq5ubmIBMpKSmpqKhQqVSgKnp6etgWycrKosoYGhrq6OhACEaj0fBL3d3dQXSk0WiGhoaKioqioqJCQkLgBAPStrOz++ouHhkZee/evdjYWCjuAgICkF0Lcbe/vz+kku3t7SUlJSDCJCUlISguMzOzoaEhOTlZS0tLTEwsKCgIFrOZmZlo2uEEDK02yGw5OTk1NTXj4+OwjBkbG0PIEZvNRihCU1MTrPbhgw2Re29vb09Pz/Dw8IMHD9A2gx4Gw4St3QQ1OM6B09Xe3s5gMPr7+6enp1ksVkdHB9lPwUlgZWVlenq6tbU1Pz8/MzMzKirq+vXrycnJ4+PjaGSIp8zLly/b2tqysrLm5+fREAEVwlmBv4TkE7x69WpmZqa7u3tpaYn0Mpubm3V1denp6TMzMxipSIlBI/Pzzz//8ssvMK9GGoa+vj6VStXR0UFwsLu7+927d/v7+5eWllgs1q1bt/AvwyYbUZDQZ2PflJGRUVhY2NjYaGdnJykpWVxc3NDQ0NDQwGQyqVQqDw+PpKTk/v37jx07xmAw0NOhfyFtBSJc5ufnTU1Nv/nmm//6r//6/e9//8033xw5ciQgIAAMI3g7rK6ugoiwsbHx/v17IFMIOSISLXiqw2sClQVVDMUapYG0NsDdgBAR8g5okyQvBTIU2HosLS29f/++rKysqKjob3/72/r6elxcHK7bWlpa6urq4N2ZmprGxsYirmdgYADuQri8ZWRkYOnLxcV17NgxztGGtDCcUMsegi8pFoB+OR+MFubcuXMwJDt79iyRYpO5iXOXdHj3+Hb34Kwy3377LWrNwYMHeXl5HRwciIVrUFAQJBqI8bO3t4f4AAvpixcvmpqaamhoyMnJIYoHVZVCoYiLi8MIAkpIY2NjcIWRHSgsLEylUgGQQwgGuTbYMQYGBi4uLo6OjgoKChISEuLi4mpqasT386sj5+PHj8PDw6EDuHv37s2bN2H7gBWgnZ2dv79/YmIiqgCIJFFRUaCcwjacyWTGxcVBjRYVFcVkMkGQASyCBh7tTF5eXnZ2dnZ2dmlpKQyDm5ubEWNy586d2tpaFovV3d0NkwdO1i+U1jjn19fXJyYmamtrh4eH0bzg/v7+/vn5+fX19dra2rm5OWijsWNaW1urqqpqamrCW4r4G3R1deXk5OBZpKSkxMXF1dfXP3z4EFgAGRlQZZqbm5OSksbHx2EKjT4ILczTp0/hbonyMTMzU1hYmJ6eXlZWNjY29ubNm52dnTdv3lRVVWVmZj58+BAba1JlsI2CGfXOzg7g1efPn1+8eBHrgFu3biHJ283NrbCwEDBwZmZmTExMTExMeHg4ZtLY2FhwBeAciv6xsLDw+vXrvr6+hYWFcJmpr68PCws7fPjwN998c/z4cX9/f87GDTUa5QPOmCsrK729vbAlQxtbXV29uroKu1m8OFtbW9jKE0AKzxHkIJLlQOIKiFMyXklSZYh1HjEtx/8LcxwuEsQhmNDB4Um2vLyckZExPDz8P//zP0jmkJOTo1AoAGWgsnFwcEhPT8dUNTExAU0cJjIGgwFnA2FhYbL3wUEqBaHPkJU2GHfoVvbUGk5ohvQyhHqDFTgZlDAHHT16FHPQoUOHUGX29DLkMd9+++3hw4cFBQVBxnVxcaHT6QEBAeDrOzs7X7p0iU6nkwRrPT09S0tLbW1tBQUFWVlZLJ50dXXl5OTExcXl5OTgiaGlpWVqagoJkqKioqCgoJiYGERwMjIyEGrARw2ND2ao69evOzk5USgUGRkZcXFxKSkpbME1NDS+JqUsLy/DYC05ORlnO4LWSQp3YGBgenp6V1cXBKwlJSUJCQkZGRlNTU04l5qbmzMyMhQUFAwNDXNzc5lMJkBfGJ1kZ2eDjAcwGOBxTk4OgplAt+/p6WGz2cRAH5P2wsJCT0/PyMgIkBpizjYwMJCdnQ1r2+rq6vn5eZweRUVFeHBubu709PTm5ibEnLOzs21tbbm5udBJAkheWVlhs9lpaWl4LrB66u/vR0/O2b0DtXn27FlTU1NKSkpPTw+sfEmoxfr6en9/f21tLeTa29vb7e3t6enp+fn5eNaDg4Owd62qqsrLy5ubm8O4hBKDKoOOBhd/5G/s7Ozcvn1bXFzcxMTEwcEB8lRXV9ewsLDe3t6XL192dXXduXMnISEhPDwcuAzx2YCtDOzEQcYDp6m+vr6srAyyhvj4eDs7u6SkpNXVVVj/gbJM9ncEK8H+Hh0Z/mbUDtRi2NOi2gKfgvKTfARSTiYmyLX2tEuoMvgULziJr0RVwg3wBjExEfk40Jnx8fHW1taKioq3b99++vSpp6fHz88PJQazEk4hNze3nJychoaG3t5eeNOQreX9+/fd3d01NTUlJCRQIDinHgLfknvI0HT27Fl0KKgggGlIL4PHX7hwAWupU6dOkUJz6tQpNC+kyqB2oMQQpi+n1gmTFBQGR48e5eHhAZRrZ2fn6+sL+yHClIGGCxalqqqqLi4u2EOBB4zXREJCgp+fX1hYWFBQUFRUVE5ODvEy6H1kZGRUVFR0dHSUlJQoFAp4MZqamlQqVVRUFDxGY2NjT0/PS5cuKSgoiIuLUygUKSkpdXV1oIF6enq//vrrN2tra2hkEhMTUWVCQkKuXLkCzrKrq+utW7dA3xwaGmKz2XDJ6+rqGhwcJNa/iF7V19evqKgoKyuDuUleXh4W3uDLABJGxmNmZiaDwWhvbwflHMrs+/fvI6m2ubkZHHzkB4EjAwursbExlDAALkCF1tbWEGwApAYjD+pCTk5OdnY24qtxAQT0MzIyUlFRAWVTR0fH5OQklrjEUWVhYQFx4PPz85DVNDQ0wD+hrKwM4iMglENDQ+np6YCiBgYGXr582dTUlJ2dPTAwMDExAXHDysrK5uZmdXV1cXExEggJhQ+nLnBfcho/fvy4p6fHw8MDVUZfX7+4uHhxcTEqKsrZ2ZnNZr969Wp1dTUhIQEYPMm9Sk5OzszMzM/PLyoqYjAY+I2IjqypqWlubobCoL+/H4rkR48eoSNDlgA5t1EIyAGcG2s1EhePXu8lx4GNGyExY32GWvP+/Xu8XOiSULnQCmHGJI0Mfj7xFcYFBhQeQL8Yl7AcAK8SjlYwXdzZ2Zmdna2urr5y5YqSkhIAUSAypqamPj4+JSUlYP2iA8IlB5mffn5+xsbGIObt8a8iEm0waGBPBX4wIdSQ6nN611uP+FphMwUUZs+EhYp24sQJzEGoMiglpPQAoCElBkXn8OHD586dMzMzc3BwgAcV3BhgLmVgYIDnjoBadXV1BCcZGRlZWVmBvKurq0ulUtGqiIqKonDo6uoaGBjY29tbWFjQaDT0gDIyMhQKBRUH3D/4BCN+VkNDAz8BbRGGJh0dHTExMQMDg19//fWb1dXV6OhoKHqxEw0JCYHDDQJx4SyDSGkwXPAfhXEvqCWBgYHi4uLq6uqgbOC6CnYMbhMXCIi2o6KiCgoKWltbIYbq7e2tq6srKiqCkLKoqAiFLyEhgclkEgO9hw8fNjQ0pKamslgs1AIGg1FcXLy8vAxxM0RV6enpExMTGxsb0EAANurv70fXvbq6+vDhw76+vrKysoSEBAi18VbGmbaysjI0NAT34uTk5Pb2dlx1GQwGTmacyVhCvXjxoqWlJSsrq6mpKS8vr6KiYnJykslk5uXlPXz48PPnzyMjIwUFBWNjYy9fvqypqSkpKZmbm8PSmrPKvNs9kDqYlJSkp6enqKjo6OiopaVlZmYWFBQ0MjLS0NDg4eGBLfvr169LSkqCg4OJPBXygoyMDPRQJbtHZWUl8t5ramqqqqrgaAcvMaQ4Q5mBsZR0E0BqOWsNTPZxm8yMeyAVtDDgAZMqg4oDQgBcfmG7h48kAASSUWJajr+EMAMJAEyciQHbAw8COxzkACaTmZqaamlpSaPRYAcHzpGxsXFoaChW+JCYIOoIHdns7GxQUJCDg4OGhgY6Dk4KDGYc1AjSnvDw8BDaHqddHkyCOQclzh02p/4AAA00kygxoPOCJkNQ3j0wDYrOoUOHeHl54Tilp6eHQgBTKy0tLRqNht28jo4OnD2RAEmhUAQEBGDxqaqqKiYmpqmpaWxsrKSkJC8vr6WlhVZIV1dXTU0NxQLZ6nJyciT4TUdHB0wZY2NjBQUFQUFB1Fw+Pj4+Pj5hYWFgNCdPntTX1//111+/WVlZAUUdBprh4eGBgYGQV168eNHDwyMqKorBYAwODmIlBPH05OQklJMwsgoNDVVUVDQyMvL29nZ1dXVzc/Pz8wMcFRgYGBQUFBISgijuiIgICPxKS0tJW9Td3V1YWBgfH19TU9Pa2pqdnY10ynv37pWUlIyMjIDcOT4+jkZpdHQUdaGurg4zyMDAQHp6OrJZc3NzMUaVl5cj2Bvu38QXjlDvAGNnZWUVFxfDCRDMi9LS0rS0tLq6urq6uqGhITQOMHxhMpmdnZ3AOxYWFtbX10tLSysrKx8+fFhWVlZQUABPiYqKioWFha2trd7e3ry8vMnJyTdv3qC3Al/m3W8OtDMoPcnJyZqamnJycoGBgTo6OtbWrN7XWAAAIABJREFU1o6OjlVVVRMTE3FxcdevX6+qqvrhhx8QAoO1HUZR4O6pqamIl8zOzoajOJPJrK2tra6urqqqgl0emlAYXODkR+0gO35UHM6Ds5EhaUEETyGLNqzViLP6jz/+CIQelsCEBwCGDlIciAYKPw2jEzoa7NRQbkj/AhondpGwfYAzzs7Ozvj4eFxcnLe3N3BNXNu1tbWh8bl79y6ie5HcwGKxxsfH19bWNjc3FxcX79y5Y29vT6VST506Rdh3hI+HHTNBgklBQaFBX0PYMZzfy7nABhkP2yhsskF7IUDM0aNHUWWOHz9OoBnSwuDB3377LbZUXFxcqqqq2B8LCQkhTN3KykpGRkZGRsbAwADaIltbWwS5oVMTERHR0tLCmt/MzAziJrQ5VCrV0NDQw8MDNskQCpiZmWEhBeMYJMCpqamB7i8hIcHNzc3LywsEh0qlysrKKikpIejKysrqK/p7+/bt6OjoqKioW7duhYSE+Pj4oKGysLBwdXWNiYkhPTY4uyMjIzDK6+rqQoItcuN1dHTc3d0BRMGuHGlBCQkJuNiiC4CnHE5XAMCtra2gzxUWFtbW1qalpeXn59fW1kKd0N/fD7u8gYEBAEMzMzNAAZlMZmZmJhyCs7KymExmcXFxQUEBmOM4tebn50tKSsrLy3HRw/fCmAZaJCaTiYEuNzcXHoCFhYXV1dVAnYFNPnr0qKysDOlOIBYXFhYiqj07Oxtr/tLS0tLS0v7+fgyJKMGFhYVMJvP58+c7OztLS0uoj0BG9+Ay5OPHjx8LCgr09fUlJCRu3LiBTQGISAsLC1VVVe7u7l5eXk1NTcvLy0CLAFQB8ELFKS0tLSkpKSoqqqqqqqmpAWO7qampuroatwH0wC4PJzx6B0wxnJgUZ19Dwg+B6ZIuhmQYAIghwR3oa7D7A6DD2QQR5JhkEuEHEjthmG+g5CEvFFcX0DVJTw1dyPPnz7e2tvLz8xMTE11cXJSVleXk5EDG09DQUFVVtbGxKSgoePDgwbNnz6CDrays7OvrA+NpYWEhPDzcyMhIWFgYZlFcHD6+Fy5cINjtntZmD7V3T5XZ4yxDbKuwYzpx4sThw4fhsEn2RzhQZUgLQ+4nphBHjhw5ffo0Rh4xMTFkNMLckkqlQrrl7Ozs5OQE36iAgABXV1eYeSOBU1dXFz4yKioqhoaGmJJgNAPKgp6enr29PUxgHBwc0A/a2trq6emRnZSioiKFQhESEpKRkYF0m0qlysnJycvLQ9b7tcrcuHEDXLubN28GBAQAy0Hq7ZUrVxITEyG8xjwCU8729nZERHZ1dbHZbDqdfv78eW1t7bi4OFxF4cYA1gZAX0SyIbIDgaEdHR1QeGNJHBcXV1JSQqpMc3NzVlZWTk4OwptGRkbQfeTl5Q0PDy8sLPT396enp+fl5aE3YTAYqampKSkpcIGYmZlBGvT6+npbWxvyQ6Ab2NjYWFpa6u7uZjKZw8PDDx8+RABYUVFRd3c3Rrbm5ub19XVAkktLS1NTUzhpQa8oLi5mMBhQeGdlZd27dw8neWNj4+PHj9lsNv6Aqamprq6uBw8egAKDgGQgFDgJ0byQ0GWyb6qsrDQxMREXF/f19U1KSrKwsDAyMvL09IQYIiwszMjIyN/fH0v63NxcDEqpqalxcXGZmZnl5eVMJrOqqqq2traxsbGhoaGurg6cgPr6+vr6ejCP2tvbYf2LgkKiI0lZWf/NQVZvBIhBvUA/QmwAwXgm5EMwG9+/f7+1tYUiAg4xvpekIBJGNeEcY7GIA9GX6GLICnJsbAzEq7GxMWhQOjo6WCyWg4MD1iIyMjIKCgpgfHh6era2tq6urm5tbX348OHVq1dsNruxsRF/3tLS0u3bt+Xl5c+ePctZPlBlONNRMCKhapw5cwYMGk4CHml/yLabiCrRyEB/BG0kEF9ALXtQGAAxnBMTHnny5MkjR47s27ePn58f+kZkP6ElgRWmqakp/Bx0dHRcXFyuXbt269atq1evAiq2srKCUamJiYmbm5uKioq+vr6zs/PVq1dBAkb4CRJmANHa2dmB5mdvb49EFHB8icgA6Az4frKysjAndHV1/cqXuXPnTnx8PHoZ4pLn4ODg5OQUEBCQmZnZ2toKbtvg4CBAX7xHkXnS0tJCp9PhYlVQUAAja7i9Ya8EuBeyGqicsMxmsVjt7e3t7e2NjY3Z2dmJiYmAeyHGqa6uRrVqbm5Gvld/f39FRUVqamppaSnsL2NiYtrb28HcBV++tbW1qqpqZGQEzjKAXefn5ysqKvLy8hCHtLGx8eDBA8jEBwcHnzx5Mj8/z2azy8vLGxoa+vv7gZhiaIdr18TEBGIbsVxHfBfOt4aGhoKCAkRTLS4u4lSBKwJkxzj3yF7p9evXjx8/BoWEbLI/fPiAT+EIUV9fb2FhISkpaWNjw2AwIiMjTUxMlJSUsrKynjx5UlxcjMtRVVXVxsZGUVFRSkoKEF8smKqrq2tqampqajAlocSw2ezW1taGhgYw62HC8ODBA0xMZHXNyVUhFYfzS7hBphsyJWG7hH4EgxJRgWIlhyxN8l24QXiM+Ij7MSsBKgIEA34mHOax0kbO5MjICDbZsbGxjo6OERERa2tr09PT1tbWCgoKMjIy0tLSampqADX9/f2HhoZev34NYsHExATepWD0LS4uBgUFaWhonD9/npOMx8XFdf78+fPnzxPcFzmT2CuBEwy0hSy/UaFO/2+2VagynJtplBWQ+lBWgNSg7qAkcRYdUIGB1wgICGCiQa4TxJDq6uq6urpw+UYPgkJw/fr14OBgSBwdHBywOZKQkEDzYmdn5+rqClgKVlgWFhbwQkamrY2NjY2NjampKdBlmGPB7wq/CGXo4sWLjo6OJInFzc3tay8D6SDUMYGBgYjjdnBwsLe3v3btWlZWVnt7OwkkJtmSMOXs7e1lsVhubm6SkpIXL14EjR3EPAQbonlBfcGGFfcj0qG5uZnFYqHK3Lt3DywyeF/V1tYi2qm+vh4hk9hDlZeXFxUVQYHZ3t6O3fPq/3aQMFAAKw8ePCAKnQcPHmRnZ2dkZICdxWKx4MZSX18PEQ0mO1RGBBLl5ubm5+dDrDA6Ojo/P09OCdQyrHJRUEgQF0ksQJXB1IB8Eqy9Acd8/PgR09PHjx9/+umn9vZ2BwcHKpVqYGCQn59fUlISHx8P0xDwni9fvuzo6IjouLi4uPj4eEAwBQUFqOBMJrO5uRk0PDAScd2uq6sD7RUxGkhrIKAscFBykgMc2Q2V/ZrWBnYJnjuxSYeYiwDAwH3BgQYug7wUlGC8UITQiFGL8CrxKzAcoUtdWVlBggK21xhpnZ2dZWVlw8LCNjY2MjMzT548yc/Pr6Wl1dvbW15eDhMmJSUlJSUlBL/p6+t7eXmNjIxsbW19/vz5zZs3iYmJBgYG3t7eY2Nj7969W15eRsgkDw8P2UNjUY0WhiyVyF5pT8Py3W8c8wgQwwn0EukAofaiahDXGJQkzETkYZwTEz6iyly5csXCwgKiJEtLSxhWwSYG2iWywPbx8QkICNDX17eysrpy5QpAYnNzc2dnZwcHB11dXSsrKxcXFzjvwTLCwMAAUQRGRkZAaUEphvEgttp6enri4uLy8vLW1tYeHh4gwQBRVlFRcXZ2/sqXQWRSfHw8hjcsmBDmFBwcnJ2d3dHRgW5ieHiYoDPYMQ0PD3d2djo4OPDz85uZmRUWFlZUVJSWliI+lUQawrcNt8vLy/GRdO/gsyQmJubn5zc2NqampiYmJtbV1VVVVUHDPTIyApxvcnJydHQUCAuy2bHdxEdceDG3o3/G+QxwEVdm7JKWlpY6Ojry8/NBUMaNkpKS0dHRzc3NR48esVgsrOH7+vpwjYUhLlH04AQjZxqWuASSwJUZkxHWLsRKBqNBc3NzbW3ty5cvMSuh3ECZ/enTp+HhYTc3NywRAUUhFxjJfi0tLcXFxfBPDAwMBF8ZvuJAgmH4wGKxEIrS0tICbQGbzUbziGxpIPrLy8t4UgTlJa8b2S5x7rZJL8MpH8VPAI8GzBrinvP69WtgPW/fvn3x4gUBcSFQevr0KQGGMSWhNKPqPX36FH8/AYPm5uZsbGzImoZOp4+MjKBhaW1tra2t9fb2xpIVUmxsXiEycHR0ZLPZb9++/cc//vH8+fMbN24YGhq6u7uz2ezNzc2VlZWsrCwzMzMAvWd2I9+4ubl5eHgwLqGs7HHJI0sozspCbv+2xJD9EakynHacnIkoAGv2HESNffjwYQkJCQ8PD1dXV2dn54CAABj92tvbu7i42NvbW1paWlhYIG0NHuAGBgYQdl28eBH2ow4ODubm5lQqlUqlwuMOdUpdXR0rJzc3N0NDQyDBhoaG6urqSARWUlIyNjaWk5PDXklBQQG/V1tb28jI6PLly3Z2dlJSUl+rzNraGsivSUlJ4eHhoaGhSJV0dHR0dXW9ceNGXl7e/fv3YTo1OTmJADakteFGb2+vm5vbqVOn1NXVEfSFFgY9PApKRUUFcFncg0wfiPdaWlpqa2szMjJgWNvU1MRkMktLS5HljN5nYGAAKbew14PBOCQthA9KWKFwA4BrwePHj4lXAPYU6GUw53d1dQFtKS0tra+vR8IhFqvr6+vz8/OwjwGagPuf7yaiE5U2qTicuxJ8Cd+LFoZzab29vY3l2uvXr2Fztb29/eHDByw7Pn/+PDc35+fnB0I3mhSgWmlpaXAGGhkZCQsL8/Pzg/VvfHw8/JWTkpKQUcNgMJqamhobG/ERG32gYO3t7VCr9vb2As7gJMKs7yb2buzG9RIOC1oP3IPFM5l9CLsXECyRgKKAQu1NXhxO4eXbt29XV1cZDMbVq1dNTU0dHR3z8vIAFb1+/bqvr09JSYmXl/fq1at9fX2bm5tLS0sYB2pqaths9sTEREFBATc3N/KCFxcXnZycNDQ0kJECdxXkfiCEKD8//9mzZ1++fFlZWfHy8sLitra2FjNjc3OzlZUV58aaQL+8vLzc3NwoKCTIjTOcgIgJABKTErNHYI1q8tvehHOLRCi/WCftOfCAgwcPHj16VEFB4fLly+7u7u7u7r6+vmhb0PPCahOUN29vb2VlZSqVikUSEpBA4QW5XEdHR0tLCx+1tbV1dXUBr2CRhG2diIiIuLg4EC6EQdLpdBsbGwkJCTk5OQQbqKqqSkhIaGho2NjYGBoaqqmpfU1KWVtbgylvUlJSTEzM9evXkYOLoJawsDBwaiFdBaIJ8dHY2Njw8DCSp/39/U+ePKmgoICFCzoXnL2kqSkqKgISjAIE85e2tjaYbEdERERGRiLeBOkIQDp6enp6e3vxGxELB84ObMbB0QI6SEzwcCfe+pibCNkU5w9hl66srMzOzqJyLS8v72F/AGggoCbZoZAxgdyPb+GkyeNHkVULqS848Yi8AB8BykDrtL29/enTpydPnsTGxhoZGUlJSYWHhxcXF0MuUFJScufOHVtbWxaLVV1d7evrC/OHhIQELLAhy05LS0NTyWAw6uvr0RXW1dWxWCyIxYCv9fX1IVIWtZKgMHCWIZomAgNzKg9Ig4Oig1aOzKfQf8LXisg13r9//7e//W1jY4PNZkM5hQckJiaCZEGj0bCdiYyMxL8sICCASqVeuXJFTEzM1tYWQxPCfMlyPSYmhkKhgFazuLjo5+cHrQ1sKAk5zcnJydbWNikp6cmTJzs7O93d3ZaWluj86+rqMLK1tbUpKytDXgBkl2AxQH9JPNOp3SAUTrYeYc0Q9xnO+kJKDBBflBKynOakw4CVR7De31YZso2CKZehoaGVlZWhoSH0BNgEgcyJZ21hYQGeLoIHbt++jUIDPjQi8RCrZGRkpKuri5KkqKgI2p6srCyMoqWlpVVUVFRVVWFFAjRHTk5OU1PTwsJCQ0NDTExMRERERUUFfGszM7OAgICvfJmoqCgQ5+7evRsaGnr16lV3d3foI+D4S8h4qDJjuweCru/fv3/t2jVeXl41NbWcnBxw4bAxLS8vR5UpKytD6QFeg16msbGxtbUVKQgwoKmuroZjeXt7O0BKIHwjIyNYZpNwa1DL0X7j3U/ODZwtz3cDrdFpE5cG7LAB3KANwdaDMDXIRxyvdw+UFTTz6GhI7Nmz3Th6TqiCTExwvfrw4QNRTmKtCyyGMPSAzmDT9PDhw6ysLDs7O1FR0evXr4MllJqaCtFGaGgovDUDAgLAXYyNjU1NTQWyjiKelZVVVlZWVVVVVFSUl5fHYDAQMtnS0sJms8m6cGpqCgkKRABN2hmgvziIcBG1Bi8dOLt4vqik+PTp06fj4+MgQ964ccPc3DwmJub169dImHR1deXl5b148eLGxsbbt29fvnyJN+vg4ODCwkJ9fT3EwRBbq6urJyYmbm1tRUREXLhwgc1mz87OysrKuri4EOF4UlKSpKQkAs43NjaioqKkpaUVFRUxIOjp6SGZCLBFVFTU2tra3//+9+7ubjMzM7gfMJlMoNeNjY00Gg18XFQTQooh1pzE84FkKqHi7PGF+F9LzB49JJEO7GH3Hjp0iGC9J06cIKolQts7ePAgHiMmJoYqAD4umhE1NTV1dXUoHrF7AsPWw8MDL4KXl5eDg4OZmRmGJisrKxhfKSsrkxdNQ0NDW1sb/Qg0UMBZFBQU5OXlMRZB8i4tLY1fqqamJisrKyUlBd8Ja2trAwMDDw+Pr1UmIiICOqY7d+4EBgb6+PggkxzE34qKCujK4Hc7PT1NOovh4eGBgYHu7u7vv/9eUlJSV1e3uLi4pqYGNDAGgwHGGpPJrK6uZjAY4KEWFxfjfEBXz2KxkNwMhBJdfWdnJ6kvaJpgeYdxCUkpxPcXayPO/CBy4SVkM2IpQBjARFBDmGZE+4fygQJEbBwIvruxGxfNWZ4Aar7aPXDi7fGRIVgvkSkjt+DTp09bW1tAKzY2NhYXF9vb2ysrKwMCAkRFRf38/EpLS+FtClIvtv5BQUFXr15NT0/PzMz09PSk0+klJSUVFRUFBQUZGRl0Oj05Obm1tTU6OtrHxwd8vOrq6paWFgIGt7a2DgwM/PDDD6SyQH2KisO50iYADSrss2fP0EKSIfHRo0cPHjyAvGBhYeHixYuYNYSEhAQEBDw9PXd2dtbW1szNzbm5uZ2dnVNTU1++fImwcC8vr7t370KV/tNPP/n7+/Pw8HR1dRUWFmpqag4ODu7s7DAYjHPnzpWXl09NTUlLS+vq6t67d6+zs3N9fb2+vp6fnz88PByrouLiYhqNhis8KL8ODg6XLl2ytLQ0MjIKCgp6/Pjxly9fnjx5Eh8fj8t4Xl4e+ASjo6N6enpgsgD3RcIkGhnOlEgSbEAoMMd2E5RO7GbOEhdxKJuIopqTwosqQ26g2UEpIdgN0TShzTl8+DD5Evi4cMbDfhrya7Ry1tbWqqqqaGGw+nFwcACOi4wBOHLiu8zNzdXV1bGrQjHCj0IIHAh0yJkB2VdQUJBGo8F8D9RHOLfD3Qb5TRhdv1YZTqtweOUhAOHKlSuRkZE1NTXT09PgQZGJaXx8HEsf4DKRkZGSkpIGBgaQ5AGFKSsrA9zLYDAaGhqqq6sh6gHaivBD7FwBGfT29oI7gystMGagzgi3hT0wCZbcU2VA6t2ziEVfzbnX4FyaELyT8xQiTQ0QBFQEQhtDuSGf4h48GL+CHMQojxDtCQcPdQdiAry/Nzc3YR64vLyMlXxubm54eLiUlJSdnR02+rAuxtQJQZOfnx/iOl1dXQ0MDIqKimpra8vLy1NTUyUlJV1dXZubm1NSUnx8fJqamnJzc/38/BAyQfbZo6OjCwsL+OPxouEVAFGFlBjyypASnJOT4+npOTU1BVJ/enr6lStXAP3Oz8/Ly8urqKhUV1d3dnYODw/Pz8+/evXq+vXrp06dSk5ORndJVteenp6I0/7nP/+5sLCgpaUlIiLS29vr6+vr7e29urr69u3bgoICLi6uysrKsbExSUnJc+fO6ejoVFRUQFvr7u5++vRpOzu70tLSuro6DQ0NWVlZ2KYoKSnBlRa5iC4uLmNjYxjcKioqwsPDTU1NAwMDX7x48a9//Wt9fd3MzOzw4cMnT54kSmtUGUC/nDICTpIeccwjPQtnUAExduCsMpyKJLJdIv4yhPV79OjRAwcOkK4HjQzpgJSUlOC2iUoK1ztAvGpqaph34AEM5gvoLW5ubjY2NlQqVV5enkqlamlpwUZPVVVVW1sbsZPIroIXMtJv9fX19fT0dHR0ZGVlBQQE+Pn5JSQkaDSarKyshoYGtt1QWqLfgfGVr6/vV1wGBgKRkZHh4eHIe0MvgziOlpYWgCCwg4TOAN7gKDednZ23bt2SlJQ0MzMrLy+vrq7GFqmyshKFpqioiMlkor5AQgkkuLCwEI+H5wPaGUhsyKoVhQbencQeGBtNjOLE1Q13or1f4TgQ94ESQFitWNmScwn9DpmVcLkmlHngL0BeCNTCOUnh20kNQhNETK1IXi2MV0gNwnxEolRWV1eRsfn48WMmk3nv3r24uDgZGRlra2ss70n+TEFBQU5ODizHEIONPPns7GwGg4HQOF5eXkdHR+DrKCg3b948cuTIuXPnYN3q4uJSWFg4MTGB03h7exs7bEzHAMs3OMTTeH3wvJ4+fRoaGnrkyJFbt25tbm7u7Oz4+fnp6OigdkxPT9NotJs3b3769IkYdHV0dAgJCTk7O2OLhFcJsPrVq1c9PDzghuXk5HT06FFLS8uxsTFra+u0tDS8gMnJyXx8fK2trbOzs2Cyt7e3E2xuYGDAwMDg4MGDgoKC/v7+ampq/Pz8MjIycCOBITa4JCYmJm1tbR8/fpyfn0c3fe/eveDg4Pv37//6669PnjzR1tYG7Q3oLzSQZI3NeZAdE+c6iYxI+BRFh8C6BPHlbGQ4H0C4eZwjFadEm0C/hw4dOnXqFJbHiJSEyzdCMlFeaTQahUKRl5enUChiYmJQM3l6erq7u1OpVCkpKQkJCdQIfX19xMLBIVxWVpZKpSooKNBoNBUVFQsLCyQZAMpBC4NQN1lZWbD7FBQUKBSKpKSkqKgoPz+/kpKSvr6+urr6V1xmeXkZQah37twJDg5GJjS0SHQ6PSIior29HWf41NQU4tlQZcjSh81m+/n58fPzm5ubl5WVAZFB21JRUYHOBR9JpAFUfEBtAFLW1dWB6Ycqg4Q5UmWQPEvMREg+GUR0qBScVYYYrBFzyT1FhOCX/0eVIVQOzmRrKHTwKYAJ7LPJ1Z58imkLjQyaGmIhjrAUYg+8vr4+NzfX0NCQkZGBAIm4uLi6urqQkBAxMTEfH5/y8nLg5ehosHe7d+/ezZs3Y2Nj09PTvb29VVRU0KeUlpampKSIioq6uLi0tLTU1dXV19dPTk62traampry8/MfPXr0j3/84x/+8AcpKSkWi9XU1BQTE/PDDz/g+ULb/XzXJZM0MgQaB5fX09Nz//79QkJCLBZre3sbzdT6+vrbt2/7+vr4+PiCg4PhMfrhw4effvopLy+Pn5+/sbHx/fv3KNkYr969excWFiYjI+Po6CgpKXns2DE5OTkI8c3MzMrKylBlIiIiKBQKDKtERETU1NQWFxefP39OoulGRkbS0tKkpKSwK6FSqdiG6OrqYoAyMDCQk5NTVFTMzMzEc+nt7YVErqOjIy0tDYaz4uLix48fP3nyJGBdTsves/957NlkkzADwr7jbGH+V8ILGZE4kReCBHM64+2Zs/bv33/gwIFz587BRwbpJSRuzdbWFhFU2B8BiFVVVYWhr52dnbKyMh8fn7i4OIwa5OTkZGRkhIWFxcTEJCQkgOCKiYmBvKukpERMJCChVFJS0tDQwEAK63IlJSVBQUFxcXEeHh5UZ+ytJCUlHRwc/q0wCAsLu379up+fn6enp4eHh4eHx+XLl+l0emRkZF9f36NHj+bm5pDdNzk5SdBfUFc6OzuvXr3Kw8NjZWVVUVFBuL8gyMBpHMQZYmTFudXGg0tLS4HRAJtEkDZiucHNQTATzEQAwQA4ALMDtgBoXgg0AycHtDPru86+kAKTkYqcSOTAoETKDRbSqCzoXNDUkPpCFrQgy3OmLBGIF9MBqhv++EePHoFwVFVVhZhhgHCgUFdWVra1tbm6utJotIyMjNLSUkg0MDHl5OSAuBwREREdHY3ASSUlpaioqNra2vr6+szMTGlpaTqdzmaz4+Li7Ozsurq64DuZkZFBoVCcnJx8fX19fHy6urpiY2O5ubm7u7uhmfb19fXy8iKllpQY8qzBf3F0dMRF1dnZeWlpCZTz9fX17e3t1tbWs2fPOjs7Y/EEVPvWrVvi4uKLi4sYD1FzgXxHREScPHnyd7/73TfffEOhUFpbWz9+/Dg5OWlhYYHtz5MnT5ydnVVVVeHyycPDY2FhsbKyAgIO0Su8ffvWxcWFQqHAwhbFBdI+KysrTEwqKirW1tbNzc07OzvPnj2bmprCO6GpqYlOpxsaGvLw8Bw/fhxwL9i9gGZIWeE8OEXYBPrFR+LUS3oTzv6FtC3Hd9OvOVEYgvKSskKqD4GH9+3bx8PD4+bmBku6ixcvXr169fLlyyReFgYxkGsDGwbxX0BAAM9FSEhIVFQU5YZCoYiKioqIiPDy8sK5ihQgKSkpVVVVxOYBAwK6rKampqWl5eDgYGBgICIiIiIiAtcrtH6ioqJSUlJCQkImJiZfFQbBwcEhISHXrl3z9vam0+keHh7kRlxc3PDwMLzjYYBINtmjo6Pgy3R1dfn6+srIyLi4uKB/KS0tRRGBuhp5HdgxFRcX4yRJTU0ll2XsoWpqasCRQZUZGhqCfAlzBKoMsbMihgCkygCPRO14tut9D6CXEMmIuzgYHPCjwqSAWgNiGIoUwYDJEISrPaYGQrcjW2q0OS9evFhYWBgdHe3p6UF4G9AuDw8PvNHNzc0TExNra2urqqrgcePm5hYeHp6SkmJubi4pKRkTEzPG5H0OAAAgAElEQVQxMdHT04ORG8UaPu2wAYqJiYGlBsLqEhMT4+LilJWV79y509LS0tLSkpubC8Pg3t7e27dvKyoqMplMrO1qampUVFTwbx0cHJydnS0uLhYVFR0aGkLQNTYRKBCkkcFzJ+Pe2tqara3tuXPnhISEBAUFGxoakDT2/Pnz9+/fV1dXnz9/XlRUVFtbu7CwcGdn5/Pnz56enrKysi9evMDCHql+YAYHBQWJiIiEhoY6OTlJSEh0dHR8/PgRQxB6mfHxcVlZWXNz883Nzc7OzgsXLtjZ2bFYrPLycvwQWGp2d3dTqVQxMTFTU1MgC8g8xL7DxcUFVrNmZmZ0On1qamp7extvaYDcfX19cXFx4uLiJ06cOHPmDFkqkXLDKb8m3g57JEvENYazpmCpxMmI2YPFcEamkBaGc2LCcfToUTzm0KFDf/rTn0REROh0up+fH/JkAXQgJPvKlSthYWGhoaH29vYIGAAWKyMjIyIiIiUlJS0tLSoqKiwsDOcqqKspFIqwsDAwNQqFQqVSJSQkhISEpKSkxMXFqVQq0HTowtTV1ZWUlPT09JSUlERFRaWlpUGW4eXlFd09KBTKV9/fhYUF2DKAO+ju7n758mWY4nh7e6ekpAwNDQEKmZubm9w9JiYmMDpNTk729vZ6eXkpKyt7eXlhMoILAbSO+fn5+fn5GI4wKGG3ihIDWnBdXR0uwmw2u6urq7OzEyIGpNyOjo4iLwnmZigr6FNQcYgvLEkRwurn6dOn+BLhlRFXAVQZspMC3ebpblQI1k8vd8PnSW9PNIGvXr1aW1vDxm1gYKChoaGkpCQ9PT0yMjIkJASjr7e3940bN65fv+7v70+n00FBAjrg7e2NTXN5eXlGRkZERARUF87OzsLCwnfu3IEW1NTU1MPDA5UaG2tY9mRnZyMJ6/bt23fv3k1LS0tOTlZQUAgODk5NTb19+3ZOTo64uLifn9/Q0NDdu3c1NTXLy8uhO6uurlZUVIyNjcULOzMzU15eLiUlNTEx8dNPP71588bOzk5LS2t1dRWR2GRDR/h48CG3sbERFBQ0MjI6efJkTEyMoaGhkpLSs2fP3r9/X1hYePbsWaQmFhcX/+1vf/vy5UtoaKiMjMzGxsbPP/+8vr7u6uqqo6MzNja2vb3t6emprq6OSqGjoxMTE/P27dvR0VF1dfW4uLitra28vLzvvvsuOTl5e3u7qqoKiCwfH9+ZM2egcXNxcUGS3Hfffff99997eHiQECKgkrq6uiYmJu7u7kFBQXZ2dmpqanfu3FleXt7a2pqdnYW7KJ6Xs7PzmTNniHAJfDwiyEbRwaaJk4N3+vRpTjoMCgGWQYQdsyeHgPP4LXDDefx2IXXw4MH9+/dTqVRvb28fH5+QkBBsmpGNffnyZQ8PD1RtPHFvb2/4WtnY2GBXDY2SgoICcGJwi9TU1KAMMDQ0BGdPUVERZg7AcTB84bs0NTUR8CQpKSkmJiYlJYUSDwsrYGH6+vpfNdlLS0vXr1+PiIgICQmBThLD3qVLl7y9vdPT0yGAXlhYgNCe1BfCxO3r67t8+bKKioq/vz8qCKYkUOMrKirKy8uxxiYGbuDpYdnR3NwMQROshWEHgQUTqszk5CSJx56bm0P+IcFciIgJkgKyw8YuibNqoAaRHROqDO4hBej58+d7qLrPnz9fWlqamJjo6+trbGxMT08PDw+HDsPLy8vf39/f3z8gIOD777+HGyaTyURHNjo6ivX/8PAwUO3u7u6Ojo7y8nJUBxg1QE6BAfPGjRsaGhqpqanPnz/v7Oy0sbFJSkrCchpZtAwGg8FgYCZNS0uLjo5OTk7G9AT9K0xDsrKyREVFodCJj4+Xl5eHe05PT09DQ4OKikpsbOyDBw9A4M7JyRESEurq6sI8AsIx7Cn2TEwYT+CjbGJiIiQkFBISwsPDg3gwBQWFlZWVnZ2dtLS0Y8eO+fv7kw3Uzz//nJqaKiEhsbCwgFoWGhoqISExOTm5tbXl5eVlbm4OCwgPD4/AwMAff/zx4cOHqqqq/v7+k5OT+vr6NBoNPy0jI+Mvf/nLgQMH/vKXv2hqag4PDxcVFXFzc0MYeevWrYmJCVdXVxBAYC3g7u7u6elpZmYGfyY4JJiammZnZ4Pi/OTJk0+fPj1//ryrq8vS0vLcuXPYW2Nu2lNlzp8/j4gCTu8YZBgcO3bsxG7u9R4pwJ4qc+w/j98yYjgP8l2HDh06ePAgoN+DBw9SKBQXFxfAMXBQgK7C1tYWgiNFRUVslPz8/KytrbW0tK5evers7AyODBRJxBEZsIuBgQF+CImpxJoc8LCZmRnKGeoU8iRlZWWVlZVhRY7YOQSzgDRsb2//dZMdFBQEA2pXV1dXV1eYm9vZ2QUFBRUXF8NYDISIPb0MaHIdHR0eHh7q6uqhoaGwlS3dPSoqKrDJhsUJrt6k7sCStrW1tbGxsb6+nsVidXZ29vT03L9/H6Avkowh84crMCJNCMGXDFC4B0I+1CCS1wMLYQISAwkmHQ2nbQoiCnt7exsaGoqKiuLi4mAbaGFhgTA9Y2NjOzs7Z2dnLy+vkJCQurq6jo4OmBNjNYOAFwx06LmWlpamp6f7+vqQ/jM6OgqTF7wmtbW1YNPBRD0sLExLS4vBYLx586a2ttbe3h4YeXl5eWVlZVVVFchHTCazpqYmPz8fjhOgOIJkBc9aHx8fMTGxkJCQ6enpmJgYCQmJurq6gYGBvr6+hoYGeXn5uLg4AG3T09Pl5eVcXFxIDuTl5T169KiGhgbSFwjJCLUG0NKbN28eP36sqanJx8eXm5uLaVxAQEBLS2t5efnTp09xcXFHjx4tKyv75ZdfAFF9+vQpJydHTExsbm7un//855cvX7KysqSlpWdmZt6+fevq6mptbY1hysvLy8XF5fXr18vLyyYmJtLS0iCwJCYmYm6dnJxE5E5jYyNMWsfHx+GpOjU1hTWiq6srqK4wW4FiBox7JSUlKSkpeXl5NTU1bW3tnJycjx8/giTx448/Xr9+HXDv+fPnIVw6v3vw8PAQQTZRXRNHcc5ASNKhoPQQUIbosPewZr7dtRPHcfDgwT1fJdJt8oD9+/djjW1ra4vqYGNj4+7uDqYc6C2urq6mpqYXL150dna2s7O7fPnypUuXkIeNXRvqBax/SYobKhQsONXV1cHr09XVRcXR1tZGEqSJiQmsHiQkJNTU1GxsbDA3KSoq4oU1NjaG9czX1LeFhQWsk1xcXJCuYGNjY2Fh4ezsHB0d3dDQMDs7i5wtQv998ODBgwcPpqenITvo6OiwtraWlZX9/vvvGxsbm5ubq6qqYJ5QXV3NZDKhDAYrjMlkQjqM1RLOHxgU4EuwrWtpaWlra+vq6kI0Cqx/EcEDERPaK6THgz4DtzSC2hBlE+HgwQtienp6ZGSks7Ozvr4engnR0dGw7/L29raxsaHRaEJCQuBHnD59WlpaGlQlWL2gdKIFA3kH7m0IwJyensZfSNRVCwsLU1NTEK8jMba6uhqpUmw2u7m5mU6nBwcHA+8IDAxUU1NjMpkvX77Mzc319fUFdgPmLnmt8HJBmA4SDYPB8PLyEhIS4uHhwSkkKioaHR09OTn5/fffCwkJNTQ0wO2pqalJVlY2NjZ2bm4OaFddXd1f//pXbm5udLnHjh3T1NR89OjR1tYWAcIxThKa4uLiorq6uoiICIvFMjMzO3DgwJEjR1BldnZ2EhMTMSv9/PPPnz59grFOc3Pz+fPnIyIiBgcH2Wy2s7MzFxfX0NDQ9vY23ANevHixvb0dHBwM2PjZs2cZGRng2l67dm18fByhBUD9V1ZWIK8H5I8NOsQNz58/v3z5soyMDMouiGfw6Ad9HjtaePQ7OTmBmuTk5JSQkKCrq3v06FFUGT4+PnQxnDomUmU4hdfYJXEGnhCjKRBnvuVwkOGEXfYcpNDsqTJ7jKxQaA4fPqyionLp0iUXFxcsarBDsLCwsLGxwf2IYYK/r6mpKbTX0Fjb2dlZWlpqaWnBkhFm4KhEDg4OKBZIg9PX18duG7bhcJABPwA2w4jT09LSQsotGMB6enrOzs6amppOTk6//vrrN5OTk0ifvHTpkqurK2JWwEeOjo5ubW0lZzgaCpxOWCrPzMwsLi4ODw87ODgICQkFBwe3trbiWg2L2draWtQX1BpcvRGlAkgYTQ2DwQA2DEynuLi4vLwcqHBRUVFNTc3AwAAuVtPT0w8ePECTgjOZkN85JybSQbDZbDQmmZmZycnJcXFxMOvy8/O7du0aDENDQ0MjIiLi4+MjIiLs7e1hgAqxhoWFRXBwMPIYsrKyKisr0YY0NTV1dHRMTEwgb5cYRD58+JBkIb7YjRyanZ3t7u5GWkNfX19zc3N7ezuscNra2m7fvu3j4wORUVBQkKmpaVlZ2fr6ekxMTERERG1tLWwcqqqqUODwqtbU1MCqApZg8KA5ePCgpKRkWFiYoKAgFxdXZmbm3NxcWFjYhQsXamtrgdbX19dLS0tHRkYuLCzg7wfSkZqaurm5OTg4yM/Pr6ent7KyQiwygZev78YPvHnzZmlpSU9PT0xMrL+/39vb+w9/+MO+fftUVVUxMSUnJx8/fjw3N/fz58/4B3348GFjY+PixYvHjh0DbnrgwAFJScnJyclnz55pa2u7u7tju1dSUpKUlISr2vT0NBph0s9CdIarDrRsZJTm7HOvXLkiKyuro6MDUZ+6ujqVShUWFqZQKPhUUVER/b+WlhbkxTw8PCIiIvz8/CTsDZMRLy+vgIAALy8vcF/ceebMGXBhoDCAZQy6GM6OBmWFi4sL7QypMnuaF6iWiHDpty6/e24fOHDgwIEDhw4dkpWVhb8v5NF6enoImZWXl8enKC4GBgY0Gk1QUJBKpTo7O7u5ucGN3NLSEiQ64DJwAkYiAlTXoP86OjqampriuiUgIMDDw3PmzBkBAQFgxmpqakBk4JsF8BHYsJubm5aW1tdeZn5+3t/f/+bNmyEhIQEBAVevXvX09HR1dfX09IyLi2tpaQE/BSc2DhQakPRmZmYGBgZsbW25uLicnZ2hsa6pqYGXNTYpIODV1dUxmUzEqpLtNWyramtrKyoqMBRAnVBcXJydnQ0hclVVVWtrK1yXML7hUvb48eMffvgBC6/e3t7W1tbKykqse9PT08PCwkJCQqKjo2FYWVJSUlNTAzkyUTAA/RkYGOjv7+/v72cwGBERETDrdnFxQRZfUFAQ4NW0tDRYt1RVVXV2dnZ3d09MTBCba/AD0UwBSyainpmZGfRlYACBfAiZKBqT3Nxcb2/vW7du+fr6hoSEYK3m5+eXmpoKLi9ez6qqKqzqUJdzcnJSUlJgkFxYWJiQkHDq1CljY2MGg0GlUk+fPp2VlfXw4cOoqChBQcGamhoszmtqakRFRW/evIlWdHFxsaKiArTa//7v/75//z4XF5e9vf0ecxlCksbEtLS0ZGVlJSYmNjg4mJGRceTIkd///vempqavX7/+8OFDUlLSsWPHdHV1HR0dcSY8fvz4w4cPU1NTYWFh8vLy0tLSLi4uNTU1Kysrc3NziYmJDQ0N2Ali4EW3srq6iqUeKAvE+AajKPHWIso14PSvXr2KiopCzDNWJ9jCggRsZmaGQCLQQFRUVKSkpM6dOweNn4CAABExYVd94cIFfn5+9DUEoIH5yx6HcJQYMH3JUunkyZN8fHyclBlSSkhv8v+CezkZNKQScU5MUlJSMjIy4B9i5Uyj0bAVUlRUJNReGRkZAQGBCxcuCAkJ2draurq6QjRgb29vZ2eH4QigL6RMMJrR1NQk0bSwm5GTk5OWlhYREeHm5hYWFsZtsgiHYNLY2BgxTAoKClg5fd0xLS8v40oeHh7u7++PfZi7u3tgYGBSUlJ3d/cPuwfO6rm5OaCwhKrHZrMNDQ1PnDgBsmlzczPqS1NTU01NDcgyKCtoXphMJjAaMPdwZa6rqyMfWSxWfX09nGuhKq6trS0sLITfeHp6OoIWbty4ERoaGhQUhJMTmWepqanl5eUoJV1dXVNTUwiiBLIAoAQXRgATY2Njg4ODWGmVlJSEh4cjUeTatWvu7u6urq5Xr14NDw9PSkqCaTH4yu3t7QMDA+Pj4xBekhMSZwgYHC93A+GmpqaI+HNoaAg3Ojs7a2pqUlJSMGNGRUXl5eXFxcVVV1evra1lZ2cHBgYWFBRgUELxxZ6OE6ZBj4a08rt379JotBs3bjQ3N9vY2IiJiVVWVk5PT8fFxfHw8JSWlgLrraurExISunHjBvqCmZmZsrKyY8eOpaWl/fzzz21tbadPn3Z3dydIOfoyorrGFn91ddXKyoqfn39qaqq3t5efn/+bb77x9vbe2dl59+5ddHQ0ufweP35cSUkJLjYbGxvv3r2bn5+fmZkBHQmV4tWrV6DqQOBO8uEw/BJ4njCbCB8KrzORkqHEvHv3rrS0FGbaurq6FAoFpwpS6C0tLTU0NHDtRUgrCLIIuhUUFER6AafAmmRCAppB/uxf//pXEmiLdobk2HJqpvn4+CQkJPb0IygWe3TYe4oOZ19D1tgoXocOHTpw4AAXFxdGex4eHmFhYSkpKSkpKTExMUlJSQkJCYSWSEpKysvLw04cz0hbWxu5tPr6+vb29qAvYuWMKRJKyMuXLyNCQ0ZGBnZ5MLWC0S9p9sHlU1RUJKAvKDnS0tIA4/+dlPLo0aPg4GD0Mn5+ft7e3h4eHp6enojgACUPOAjA0dnZWRivkrmpo6PDwMDg+PHjrq6uTCazbvdAacjNzcVGCYsnnCEYlDAZNTY2lpeX4wQuLi7GxTk6OtrT09PY2BjbMuTaCQoKnj59mvgJ6enpxcfHAyVpaWmBrhKZ2SiFGPRIJDb4waiMhGEID4TR0dG+vr6cnJzY2NjGxkYWixUfH49Fm6+v782bN9ETIeK+qqqqra2tt7cX9HxSXwi7DycM1t7Pnz+fnZ1tb2+H1+fExATKU2tra0FBQURERGpqakZGBpwD4fh5//79qKioqqoqmDbAtRctHuZQoOZNTU2oOMXFxfBaTktLKysrY7FYgYGBpqamDAajp6cnKSnp7NmzBQUFqHE1NTWCgoJ37tyZnZ0FuF5ZWXns2LGkpKQvX77cv3//zJkzDg4OADvQPhCxBbbaW1tbKysrOCenpqbQ18jLyyM6BtaoyOfu7e0dHR1dWVkh1jyc+gxgKIRgDboA0Y6hBoHAjdeW/D2ki3m2m70HRP/t27cfPnz49ddfOzo6bG1t6XQ6zgpNTU2snOzt7SHk0dHRsbe3h1UlPNuAiZ4/fx7oL0RMoPyifHz33XecmUrodzjNq6DS5qwyR48eBZUWUAsh16FMYFv0v45IexqZP//5z/v27QMMjC/98Y9/FBAQsLa2hqRLUFAQlBZwVcTExAQEBGg0GnLd5OTkJCQkKBSKtLS0pKSksrIyCoS8vLyUlJSIiIiQkBAfH9+FCxdoNJqioqKEhIS+vj7QXElJSSkpKQsLCzqdDmoM2DdQY8vJydFoNOBcYNnIyclhPQcajqqq6sWLF7+iv/Bbu3btmqen59WrV93c3Dw8PIKCgu7du4dUZoCpKDfQp6GpwVTc2dlpamp65swZb29v0F5w1NTUgIZXUFAA6TDSbDEKpaenp6WlZWZmJiQkYMEGVy5dXV11dXVNTU1bW1toJcTFxU+dOsXHxyctLS0hIYHcGQDjtra2UVFR9fX1w8PDc3Nzw8PDOPkBwRKwEFc/4DUolDMzMzDlQuzcyMhIV1dXfHx8UlISiG3FxcUeHh5OTk7Xrl2LiIgA+a24uJjJZDY1NfX19cEMGKvQPdpuYjGJy/Lc3FxnZ2ddXR2czLGe7+npYTAYeXl5XV1dY2NjiH9C+UOMDKYqBA80NTXhRktLCzq7xsbGlpYW6MWw12tuboZjRltbG7rI1tZWpGUlJyczGIzm5uaenp7S0tKzZ8+GhYWBfLSxscFgMPbv35+amvr3v/99YmLi3LlzlpaWsJjCKQ0CNOTsa2trr169WllZAeUSPwH7AeIrvr29/fPPP//jH//45Zdfvnz58vHjx7dv36KmwHaTOHgSTQaYu8T3F10nUHxMT8R1GNAb6JSwQ4VU6vPnzzs7O0+ePOnr64N976VLl4DLYDLS19dHLAf2slADOjg4+Pr6mpub6+npaWpqnjlzhnj0kqBIknuNHgfKpj0WnGTNRFIisSqi0WjCwsJ//vOf9zQve4amPTDwnllp3759f/7zn1GYUHH279/PxcUlJSXFx8fHzc0tKCgoIyMjJiZ29uxZXl5eUCXl5eURwIbWRllZWUFBAYnXysrKPDw8XFxcoqKi6IbA1kWpJRpRPj4+pK+oqKgAw1LePbBv0tDQQPq4tLS0rKwsjUaTkpLi5+c/ffo0Nze3gIDAuXPnzM3N/839hRcnnU6n0+lIO/H398/MzEToItoB7Guw00F3g5YBAhlubm5PT8/a2lr4/pJlNikxqampOI1TU1OJZhL7JiSH2tnZXbp0ycfHJzAwkE6nh4WFBQUF0el0c3NzXl5eERERCMBIpi88uywsLHx8fAoKClAvenp6pqenMdMtLCzgnY02+8mTJ8j6Qi82MTEBSg6M41gsVkJCQlZWVn19Pcg7N27ccHZ2DgoKunv3LpwxkCqJMG9IYOCtBzsIUm5w5oB3s7m5OTc319PTw2KxYAY2NDSEACkksSF9PDo6GrMbfhebzUalALBVV1eHwQoVBw54oAJmZWUhDgWvPHofNpsNP2boTsfHxxFuMzY21tHRERoaWlhYODAwAI17UVHRyZMn2Wz2Tz/9tLS0BHUczIABf6DjQKXmJECjPcG8A60WVJeosBCCErnWq91kWyzISTUBtZrTdu/Fbrbcxn+GKKBVxEgFa7ulpaW5ubnBwUG8FD4+Pvr6+oaGhgoKCnJycojHNjQ0NDQ0xDkAeTHqDq7GILMCu6HRaPB8ACKD+oKJCWQ8AgCj+hBEhsC9nD4yR44c+e6770xMTCgUCjoRUjVAeOHcHHEiwb9dOR08eBBw7+HDh1Fl9u3bd+HCBWigIY8WERERFhbm5uZGn4WgV2lpaQEBASEhIV5eXpJeoqysrKGhoaT0/9F13nFR3en+x4o0exKNGgtIB+lVOgx9qDN0ht67igVrrFHsFcGGFRsiUqQrAUtsEdGgZk1MchN3Y0xi9u7d177uK78/3vK9Z3F/5w9eA44wHOY853k+z6e4uri4WFtbW1lZ8UAmk0HVMzExmTNnDndxGHcMQcQS8BUmJhytnJycqGUODg7svA0NDXH8mDhxoq+v7zsd09KlS5csWYLCIDs7OykpKSMjY+XKlSdOnPjyyy8F1ErI9MOHD1kbM2D39fU1NDQEBQXp6emVlZWdOXMGn/CdO3cyBGHywPIINLe6ulosm2pqampra9etWxcWFpabm5ufn79kyZIVK1asWLFiyZIlCDijo6NZATBd4xWIXJ2auGHDhpUrVxIg2draCqjJVE+WAI0Moz5cvr6+PkAZnCV6enpqa2u3bdt25MgRluh1dXW7d+/OyMgoLCwEt1q/fv2RI0cuXbqEmwFhm99///2bN2/QFgt2CVeCCHLt6+uDj8earKur6/79+729vY2NjUQOCDuebdu2nThx4urVq3CI6EegLNbV1cEqotxcuHDhyJEjiCehPp46dYpdHilUFy9e5KUCbHd3d8OivHnzJpA5u+FHjx61t7fv3bv3xYsXSMZxXBWyTyHjkpqQfj+YZyJAbioLv/LPgwdkGcwu+A7YVr2U5Nj+MJiQzSZL2PQI5SoUGOrOwMDAjRs34EYuWLAAwR2e2OHh4cbGxpjaRkdHBwUFhYeHkxzi5+fHBUa+GCQ04hOxp0SMY21tTVciErKloAx8X0oPe+shVQZIWCgbtbS0rK2tc3Nz58+fTy8jtEgTJkwQ5Lr/eIgqw9OkTp1ag8fMmTNzcnLYvkP/p6cgyhrVkqmpqZGR0cyZMw0NDZ2dnS0tLRl54NSx44e2Rw6Bm5sbkIqrqysbKCzyLCwsbG1tMeikO0NgaW1tzQ9F+gS+Y2FhYWBgAOQ8efJkPz+/d+jvihUrli1bhsojMzMzJSUlLy8PsgyMfi7Rr776CqQDfgq7bSSt/v7+BgYGGzdurKmpIQgF5304eHDz9uzZs2/fPgoNQCZI6rlz53bv3h0VFQVzpKSkpKSkpLi4eMGCBevWrVuyZElGRgYVlDsPtJ/Q0ND4+HgYR4sWLVq5cqVCoTh06FBLS8vt27fpZYBLWE8w0qNsevjw4a1bt+AWYpDe1dV16dKlysrKs2fPcnnD30F1sW7duk2bNm3atKm6urq2tpYYI4bH58+fC98ZkZEiXKy4tPr6+lpaWhoaGhiIent7+/r6kBERVn3t2rW6urrq6uqOjo5r1661tbWx5KajoWrg3UsIATjU8ePHCdIjGxNw/eTJk0A2UI1Zn/f29pI13NXVhRCZcQ/hyIsXL2hD3rx5Azgi4geE+58Qc4HLUkzJY5NK1ZGYU2ukrqM4b37zzTc0fQC6lGO+J8ANjoJEHQwMDPT09DQ2NlZXV69atQqC9YIFC6KjozHcxz3fysrK0dExNTU1PDxcRGLL5fKUlJSioqLY2FhEfbir5Ofnp6ene3l5wUnDiDs1NTU9PT02NtbBwYHCAcgiMgxw/2VKEq5UUsOHISYPLKq1tLRsbW2VSqWZmZkoKEMmJvGptIURJWbs2LE6Ojra2toMXwxWfHHy5MlWVlZOTk4qlcrPz8/a2jo4ONjZ2dnZ2RlEValUYnLq4ODg4OAAOcjS0tLPz08ul+OY6e3tLZIP5HI5OeJ4KickJBBNi7eDg4NDSEgIAbje3t6AzaAZlpaWNESGhoa6urooJDljnJx3uMzAwMCqVatwlsnLy8vKyuIv+umnn165coUqI5KJAX2J9fviiy94v7a1teXm5s6cOTMzMxNchtx1Y3MAACAASURBVEuUElNTU8Odds+ePeXl5QcPHuTrUvEBwReBgYGZmZnQbQsLCxcuXEhKVH5+PppR+M4BAQFyuTw6OlqlUqlUqsTExIyMjIULF0ZGRpIcQqI23uDcMIEJv//++6dPn/b19eGMA8Wedqarq+vy5ctYcDGSXLhw4eLFi2vXrqW92rBhQ3l5+dGjR9lJ9/T0fPXVVxQvodUWTjQ/SDKJfvzxx0ePHlFl8GO/fft2f38/9aWzs7O9vR2UlD13d3c3LnaXLl06c+YMEyXm53QrODlcuXLl9OnTSJy2b99OpOS+fftIhmhsbCRfGF4y3xm2DhrUGzdu3L59G2NT/HcQkQvVtbTKiIMCygAFDiVk64xIwk1dBDkIt0B0pBCIcBonAw/El1PEiL1jx47s7Gy0v/b29qamprNnzzY0NKRSeHt7p6enq1SquLi48PDwefPmOTk5UTiQEUA8ZZPt6+sL5Sw0NDQyMjIjI4PWJj09Hfe82NhY8kPIpREZtaLKvO8vAzYstNeiqRlSZSZNmuTg4BAZGWlsbAyqIhBfMTFJa8qQT3ka/0s6PY0fP37MmDFYmqI7t7e3Z1oBAwZV8PHxYWBEeeTm5mZtbW1vb89SH1sGkmTwtfPw8BBmVx4eHnK5nH0/MQZ0MXwT9jD+/v5Y5wm5k5mZ2axZs2DlODo6Msfp6+u/c3548uTJihUrxBqbBVNJScnatWsPHTqEi11zczM2scJZSrxxCcwuKiqaPn16TEwM6WK1tbUskkQvA1i4Z88eviiYZnxaXV1dWFjIon7t2rULFy4sLS0li27Xrl1r16718PAwNTVlD4erKD7JiYmJQDmLFi1CpnHx4sWbN29y/QiPTtp+YjpQG/T19bFjor/o6enB5JxZg1X65cuX9+zZU1RUtHjx4vXr14PL1NXVXbt2Db+bx48fC3CUS1QMSiRhk6b4+PHjq1evNjY23rx5U6zAuru7yZyh1nR1dbW1tbW1tV29ehVTGHh3aMGOHz+OHxWcQEy/ANdhzTA6HThw4MSJE7W1tcxcdXV1ra2tomliB4cS4s6dOzdu3CDMl1MkQtoAaEW5EQaATDECRqF2C9k6v6wYdig3IjHmv/7rv3A4fvPmzXfffQeHgLKyefNmQsJ0dXW5SnV0dNTU1EaMGAGagAKYt7W3t7eRkZG7u3tsbCyFxtfXF0EwmIuXl5eVlRWgjLOzMwQzPz+/wMBAxHvEMyUnJysUCjqalJSUxYsXp6amosYWPr7SKoNyUqpjEqG0/7HKjBs3bsqUKZGRkcXFxba2tpqamjo6OpjCCE7d+/2LOMa9d4h/Gjt2LMZAJSUlrEeEHYyhoSE68rlz5+KSCeeFHoQBB2yFUwolmmJkZ2eHEMnGxsbBwQHTXy8vL4SRIL6osZmSsIAg9xbM2M3NDbaOt7c3HBx7e3s9Pb13E9Pjx4/LyspWrFghzGVSUlIKCws3bNiwbdu2kydPQmDrHTwYNL744gumkv7+/paWFiyjw8PDL1682NTUdP78edgudCtsr4mCg85bXV198eJFPK4QIpSVlUVERFBl1q9fX1ZWtnz58rKyMgi7CoXCwsIiODgYHxbeZKg6VSoVtyNPT8+EhITa2lqQI7jnrDy5ZthQPHz4EDLhrVu3kErwuK6ujl7m4sWLbHA6OztramoWLly4evXqdevW7dy5E/+EtrY2EuCfPHny9ddfU2JAMUT0EhfV77///re//W1gYKCpqenSpUvXr19nFwb629nZ2dnZSceBISmzEhxFjEqJHzh37tyVK1doEkF5QYWrq6thynz22Wfl5eUEcl6+fLmuro50NxEy0dXVBS4DF1GINh4/fowaiBGPoiDMdIbEVwuJNlC6AIYxkSEbE2+NV69e/fHHH3/88cc//vGPf/7zn//617/+93//99dff21tbV2zZo1SqbSzs9PV1Z04caK2tvaoUaNGjhwJ02y8RMhjbGxMGxIXFxcZGenm5mZubq6vr29lZRUQEEB74uXlZWFhwdsdXbiVlRVrWmdnZ9JRoHuwKJDL5XBk5XJ5cnJyZGSkv79/ZmZmcnLyvHnzhlQZJJH4y4hUJlwg3t8xSauMjo7O9OnTExIS8LvQ0tKixAypHe8jvkNQG0YqHR2dCRMmYAGhqamppaWFrceCBQsUCgUrJAcHB8wWzMzMMBv39vaGnpuSkoLgiKcBnVhYWCDpcnBwIAjFxcUFJjSYbmhoaEhIiKenJytqb29v/I+Y1BDHuri4sA52dXV1d3eHYsP6ycvLi7bx/1LfVq5cWVZWtmDBgoKCgry8vMLCwkWLFm3cuLG6uvrzzz8XSkVuQcJlhn02OqatW7dS844ePdrc3Hzp0iVhLY51nlAtocymuKBawvnh008/ReWZl5dXXl6+du3aVatWlZWVbdy4sby8PC0tzdLSEqcvlJxxcXEqlSolJUWlUqWlpZWUlERGRspksmPHjgH90miI60E44/X393d3dyM4osrQywB8gLMCsjY2NtbX1y9btqysrIyI2JMnTzY3N4teRigtpbduVrnYhv/973//+eefnz59itABvgxyJ4JKREonpGQCyFkVEWvN6ERZoeggoWI/xX+/cOHC/v374d3k5eXl5uauXbu2srLy4sWLCDLY3GPS3tHR0dnZeefOHRhDlJu+vj4pfEuVEf2LYKmIyEdC9TDHEKgNu2R6Iqlfz+PHj+/cuVNXV5eRkTF16tSRI0eOGTNm9OjRrEvgkkyePFlktnKhfvDBBySvi8h3jGxB5Tw9Pbk8MLUm6CM+Pl4ul1tZWXl6erq7u1tZWTGDA94RAk2wfEBAQHh4OEoaole9vLyMjIzAXEQjI4gzAMDGxsYGBgbSDCYpMW9ILzNr1izipaytrTU1NUVBoYAOKTRiaOJfqUfiU1Fx2GrjLKNUKnNzc1NSUgICAmhJWP3gtosS0s7Ojlg7VBQ4M6CinjdvHpWF08gKCVCGjgbcytPT09HR0c7OztfXNyIiAhMsrE7Bm/FXRuiEuxWlioEDiOfPP/9Ue/bs2apVq1gb5+fnFxYWLl26dNmyZdu3bwfjgCaLwoAYA0Dfvr4+WHnXr1/funWrs7PzvHnz9u3bhwgQ7rxQDOAswwZEGOidPHkS4nxNTc2WLVuUSiWq0A0bNmzdurW6unrnzp0VFRU0FLa2ttiv48aOHgyvMIL1YmJibGxsDh06xFIMo0Z0khA9RKohNukPHz5E8wklD2CVJENePH3Ztm3bFi9eDMh6/vz5lpYWHEKZvL6TpLu9fv0avBO7PAx9f/311+fPnzOCdXR0gIbcuHGjq6uL1qa3t7ejowNn9atXr5ILTBI5AM358+fRhbFd4lOGTV4hzJrW1tZTp06ZmZmNHDlywoQJurq6uKgAadOCdXd3U1agJt66dYsxqq+v79vBDDYwbLEve/HihVgv3r17V5j4QIrjYHj8/fff//nPfz548CAnJwcUkGZeX1//k08+GT9+/MiRI8eOHSucscV1NWkwJXqiJDlk4sSJsDzgsFpbW5N5EhsbGxMTg9galbxSqQwICPDw8GC1hLpVpVIRRK9UKuF/ZWZmJiQkxMbGKpVKJu6EhAT6YqVSiZZd9CY0MhjHMDEJrzwRni0CDGh/RCYk3cesWbNgzZqYmGhpaQ3BVsToBGQzceJE7PW0tbWlhL1JkuiCSZMm8XzWwwkJCSkpKVC6oAVBXvX394+NjcWXMzAwEBcB5EgymQwWiLW1tbm5uaenJ9CMu7s7FBvxJ7OxsQkNDcUDCEgU/EU0QR4eHhYWFqampra2tqCl8B4jIiLIpQQbIjXl3SZ7yZIlixcvLiwszMnJyc7Oxghi69atzc3NYiwS22upDwP2zj09PYsXL8ZUddu2bdyKRcMPi0zwfU+fPk1aEPR5NE01NTU7d+7EIAPcu7CwEB7wsWPHmpqalixZ4uDgEBgYmJiYSLpuWlpaenp6ZmZmWloa6XlxcXGiyjCVwPQRcxOiSjBsoSznYuvs7KSyQEihnWEZvH///hUrVmzatGnv3r0XLlxoa2ujF0ARjq5H5LcBTwBAUGJIjGxoaGhoaKAxfPz48a1btzo6OoBLROaMMAns7OxsaWmBgHf27FlkFhDzGJcgPfJqIdFcuXKlra3t/Pnz9vb2NAsjR44cPnz4mDFjsGIxMTGhfd24cSMLcuL0MPTp6+t7/fr127dvpdEuQNditUyDA0vl2rVrbOLWrFkDAzUlJeXUqVPt7e3Lly8fO3bs8OHDR4wYoaampqamNnz48NGjR7MrERePIMJSWaSH4OMjyYM2ZmZmZmxsjFd+Xl5efn7+0qVLk5OTMzIyVCoV0mGmaUdHR3d3d5Lhuc0qFIq0tDSFQsHNljcYFwOxHhEREf7+/ui/BazLJht7B6nagEIjiL9IsYXTHVVGS0tLV1eXlbm+vr6Ojo6U/MJJoEMRZYX/DgFPWn+lbp7jxo3T0NCYM2cOjJPo6Gh8FJKTkzMzMxUKBWKilJSUxMRExNkZGRkxMTEBAQG5ubnBwcFOTk5ubm4mJiZIBxhzKCVmZma6urrQ9thMyWQyLy8vvNwhwuBwynlmaMLePCMjA+s7jBYJaXJ1dbWzs3unlnz8+HFBQUFBQQEEhMTERJyEtm/fjkseakluaPQvbJpQwT548KC3t3f16tV2dnYymayqqurcuXMglEKWLVRLeF+L8GymKh4cOHCAU6NQKIKDg9PS0iDCHTlypLGxcdGiRZaWlgEBAQxKycnJlBi0ndnZ2Sg8bW1t9+zZQ9tFHRSOnCKujN8IX1GWTV988cW1a9cgm5w5c0ZIE2kf9u/fv3Llyo0bN1ZUVJw/f552gyaur6/v66+/xrKAQAJRYmhk0PV8/fXXRNlBF/zqq6+uX78OMReUhOaI4oKJF1pKODInT55kYqqtraVw19XVAb7wBMKwm5ubL1++LJPJNDQ0Jk2aJOhb0CvGjBkzfPhwNTU1TU3NGTNmGBsbs3Eg0OvTTz+tr69/9uyZ4N329/ffvXu3q6ursbHx/PnzmzZtKi0tzcjIkMlkSFQyMzOXLl3q4+MzatQoNTW1MWPGfPjhh4aGhpMkhthiEKBbGT9+PPAExWX8oIPB+3JBnjBr1ixra2tTU9Pp06djwubg4BAaGkrkO76TVBkWjqmpqZGRkfhgA77Y29ubm5uTtYgqx93dHQVTeHg48A1PDgsLMzIyoivhIzORmI9EyCSCbKEzEOgv49KkweRZMzOz0NBQlUqFwkC6ORJVRqAw1BrRxwmCr2h5xJCloaFhaGiYm5ubmJgYHBxMU0+sHUmN8fHxKpUKHxkUvyqVytPTk2QlZ2dnEFw8fakFHh4emG8aGBgwAQEn29nZIcIm54AFE8Y9eEew3k1JSVEoFMnJyYWFhSSuoAoCEk5PT3+nMMjNzS0sLCwtLYXpn5KSsnDhwr179/b09ADHQN8SubHCHQpldm9vb35+vqmpaWho6IkTJxoaGrjNMjExIkH2xXfyyJEjqIoR5gAMV1dX5+TkkMmQnJyMfR9E2GPHjpWWljo6OuLQk5ycnJqaiu0gt7WsrKy8vLzMzExbW9v169cL+Th8ZSYmzPREobxx4wbWUyyz29vbKXkUF3TPjHKHDh3ilRw8eFA4h9IK9fX1UcJIQRFVhuhr2pnffvvtxYsXoCEU6EePHvX09DQ1NdHOXLt27fr16zB32tvbmZIYgpqamqg1/NyamhoRXwUuQymH3cM5DwkJ0dDQGD9IS+cuKuVlaGtrjx49GivvkSNH0vKMHj164sSJLi4uwcHBbm5uiOumT5/OBa+jo0OFEscnn3yyZ8+eCxcuELGko6MzZswYTU3N0aNHa2pq0tsLuoeOjo6Uvfo+xvkf5cjjx4/X1dVFB8RyxNTU1MzMzM7ODhs3Ly+v1NTUJUuWIEfi3hMREZGXl5eamgps7O3t7ezsDDseDUFsbCwMkbi4OD8/P7a24eHhQUFBc+fOFSFKQqZElWFuotCIdFpprpuoMrz4WbNmOTs7BwUFpaSkWFlZCYWBqDICDx6yyea8af77oaWlhQ573LhxmpqaJiYmrJyJkeVqZx9ChGZgYKC3tzcAOTwXig5NDZ6+OE5hG+jh4WFlZcVGXMQYQBoG8NbT07O1tUXZA45D7CSnFKoeEnweu7u7BwUFEV/5LvXtwYMHubm5ixYtKikpwf08Nzd3yZIlFRUVn3/+OXd+JiYRHQvqwQAFxTsxMdHExESlUl24cKGhoQFGL8uampqao0eP4udGhPaJEydg/SLCFg9KSkpCQ0MJvsOzi/tnXl5eWlqai4sL1ji0Z8xK2dnZ5O0Srujs7LxgwQJeGDsmqYEezgzcpT///POenh5Wy/gqkRsFX0YIx9EibtmyZevWrXv37kXTePXqVTIVoPw9f/78+++/F3CMqDK//PILgOi3336LvwRbLSh5gL7AIiJCr6enh+4GEg3+5MxuFy9epCgzNBETTM94+vRpgPba2tqYmJgxY8bwrhXvY9Ey8FHcWik6GhoaGhoa6urq0joybNiwESNGjBw5ctSoUerq6hoaGpqamnwcPny4tbX1uXPnrl27tmPHjpkzZ6qrq3Mx8G25HnggJgLRxYjXICgkEwfD5wVjjZc6e/bsefPmwW9AI0MSkJeXF5BwcnLymjVr5HI52WZyuZxaExMTY2hoaGNjw0aJ52dnZycmJqanp5NUHx8fT+6CXC5HPynE1oJ3JwzxxPQkuHlitmKHLdLaaDrs7e3DwsLwsrOysgLklrJg0Byw3p4wYQJFR9wYpDVaW1ubCs7/0tDQsLa2Zr8GRKVQKGhhoqOjU1NT4+PjAwICAgIC8HtnQxQZGQk/iCkGU3ERe2JjY2NoaCiTyZydnY2MjCwsLNCpk+Xk7u4OH4dcFKxnAMLMzMz09PToMZkzwNHs7e2hCISHh2dnZ//5559q9+7dy87OLi0tRS2ZnZ1dVFS0cuXKo0eP3rlzBz4eAAeOTYizaQqgAl+/fl2hUMyYMYMMCkANNiMsbuDg0csItzeuFnw5KTRlZWX8yRMSEqKjo7GeSE9PX7BgQVFRESM0bxTAPDoaxqXs7Ozs7GwPD4+4uLgbN24II06RlCJymvr7++H4oBIAhb106dK+ffuOHj1Kq4IPDhv3EydObNmyZfv27fv376fKEC99//592GtwWIeUGAzifv/99zdv3rx8+RLKb3d39/37958+fXrjxg3gWJHSCaB+7949CP70OHD5kCxxiqjOnFJYAjU1Nbzgc+fONTY2ZmZmjh49WiCIjB6iZRA7C9GHSzt5KQmVuiAuA/Ffxo4dO2zYMDc3t+bm5t7e3iNHjhgZGY0cOZLLQxyiyohPKTfSAieqDD9RWmX46UZGRvgzQYTx8vKKjo6GaREWFpaWllZYWJiVlSWTyXByCA8PB9cTFwaSFLAYlMT4xaWnpxcVFWEzDmbp7e09a9YsaeaslPsLDCwFfcV2CZEBtYZ5Z+zYse7u7iEhIY6Ojj4+PnPnztXU1JSiv1gLzpgxY8KECZqamvwXKaGGx1paWvQyFHd6HG1tbZlMhj1LVFQUvT935dTU1ODg4NDQUFYiUVFRrKX9/PzIh3FzcwN5gVwDc9fW1haYJiwsLCAggG6FTlAul2MuA5EP/Rc4Di2St7c3MigfHx8IB7g90BQjH3uXk93X15ebm8uVzKqvuLj4008/PX36NJpm9jIiMEB0CmyysTWIjY2dNWuWv7//2bNnW1tbL1++zMpGJMAdOnSIKgMHj2UTqA335Jqams2bN4eFhYWEhMTGxiYkJCxevPjEiRNFRUVbtmxZu3atm5tbaGgoqyXqS3p6OuuD/Pz8nJyc4uLikJCQqKiozs5OLlphi8mCCT/ghw8fYhAhGodr165duHChqqoKJxcaLpZixNHt2rVr9+7dsH7q6+tRGNy9exfdDesYgJg//viDoMg//vjj7du3TEw//fTTnTt3sJXB7Ka3txeJJogM/B2Omzdvsp9uHjxYZtfW1sJIpg6CeTHfgVhfvnwZJSRDCn3KuHHjJg1a3gsy2JBlx4RBETCFRtQU6gLveCnEo6amJpPJGhsbW1tbq6urrayshg0bxg/lwuDnCmQBTpp4AnPBkD3u+2tdbW1tMzOziIgIfJdR34SHh+fn5zMgRERE4BZO1hI2smhu/f39/fz82HDzFT8/P4SC0dHRaWlptMNoeUCCnZ2dqSOUjylTpoDFiIxaqZc48LA0JBs1NlVm3LhxDg4OPj4+4eHhYWFhs2fPBnORbtCAe+liEHCLUy0925QY/kb8RSZNmhQSEpKVlZWYmMjmKDk5GVAyMTER/ScxJNjlgYvDo3NwcDA0NGQVxRBEUbC2tnZzc4uIiKAZgTgDfRFOsLm5+fz58wMDA3ERJ/QWL77g4GDo+DKZbP78+SSjQ/NDavDOkbOvr48dDSqPnJycxYsXl5eXNzQ0cJUyHzFriKFDLLZv3rxZW1tbXFwM7e/s2bMtLS319fXglBQRRg/44/Bl2GrT7IjVyc6dO+FNYbAeGxublpYGZTMiIsLd3V2pVCYNHqAzYH45OTl5eXkFBQWxsbGRkZFkm7IO46oG92VoevTokcirgxfb1tYGl//o0aO8Wgz6hJ6zoqJi165dwB/InXFmuXv3rkhu+etf//rbb79Jqwy9zG+//fbXv/713r17XV1dUPKePHkCbRpbKcEVuHfvHuklEGeoNVeuXEFj3djYePnyZcoNfBnGTFGArly5cvXq1Z07d86aNUuAI9ra2hMGRTFUmSHEMNFNCOhkvERBI33fc1+FmBsQEEDgxKlTp+zt7YcNGwZgyXMoT0OqjLg/i0lBSkv7jyw1PT295OTkHTt2kNwcGRnp6+ubmJjInVzcYHkzwKYHucvLy4OwFxUVpVKpioqKKDfom5RKZUhICGk2NDiwb2bOnCnsOBFnv5/0Jjh7Q8zxsOZkHzR9+nSZTBYVFUUtMzQ0FPCtGAalPcv7h7SmM4rSZmpoaEyePNnf3x//XNqNyMhIqgxG4izmMQAmholmhLpgaWkJ28jGxsbFxYW1kY+Pj5OTE52RMNlEgYk9jbGxMVxH1k+WlpZE38ISdnJymjdvnoGBAZXXzMwM1aWpqemHH34YHBz8559/qn355ZeQfXNzc7GGW7lyJdnYQBuisoDR4AIBH4/slObm5pycHJQm0NspHKLQAFJi7suBp29NTY14Dt0E9mURERF4jpJuERgYyCCKN3Ly4IGehXamsLCwsLAQykxNTQ2sPOxvSJuk0OBiBT+N4EqqDGMIB7MJhQ9B1uHDh8vLyxmXmpqamLYAWfjmuOSSJCnIMm/evKGdefXq1cOHD6HeQrcFchZBwCJtCn4gAm4O1AYMTeywawcP4eODEQRV5uLFi46OjqNGjRIYwZDtxvtV5v1DvNfFA9G9a2lpDR8+3M/PjzaqqqqKKgN2AMQjUAb+O90+kCcPRAESlWVIL8MQMXPmzKCgoNzc3KCgIO7SZOZlZWUlJCRwJWdmZhIyHxwcHB8fD29zyZIlvr6+NjY2MTExCQkJCQkJoKGRkZEQ8FxcXFJTUxUKBVZyAJ8guIxFwqeKuiN4NEPkkdIMJnAZHR0dXV3d8PDw2NhY3qv6+vpUXmn95SRztodUc8629uChI9mCa2hofPTRRxEREcXFxYmJiaDXEIUSExMVCkVWVlZSUhJbM5R9fn5+KpUqKCiIK8jJyYlCTCIl6m1qjUKh4I5O0jacF+EXYWtra2FhAd8X9jCjFrZYWNuQGAcD2NXVlcL9ji9z//59lUqVm5ublZWVnZ2dlpa2YMGC7u5u2Gv4PA9JHQH6ZSq5e/duY2NjZGTkJ5984u7ufuLEidbWVhxtL0iO8+fPM4nAi9+zZ8/WrVsrKyvZmzAxHT9+PCcnh7Ui4BZvEVD0+Ph4LCnIckFKS63Jzs4uKCgoKipKTEy0sLDYs2cP+Ast2LNnz4Q5NoYPN2/eBPggjAX6LJcrDQKmoox1NGLbt2+vqqpqamqCO9fV1QUN+tGjR4JbLN1ng87893//9++///7TTz8hKQAzfvjwIZAz8LPInGFuunHjBgxg0aEgm2QTR12+ePEiKyeW7mJios9SKpWjRo2iP2dckkIt79cU8bYeO3bskPf3+zdVbW3tESNGeHl5YVe8cOFCKyurESNGjB49muxtoGLxPXV0dPhUW1t78uTJfCvpy5CWPFFluAgxEECnxw4VwFIulzPmIDHhVpSTk5Ofnx8fH19YWAinHukTaAIXCXPB/Pnzzc3N4X3QxUAhET6boDAiQBJLJxAZrPPodISwQIQWTJo0SUNDw8zMTKVSQSkODQ2dPn06v69Apqi8onZLz7m0yohCzAPOpLW1NYsajMRlMplMJmORTO1gTuSKpgYRopSenp6YmKhUKpOTk0tLS/Pz8/GNg74Irc7Lywt9AFofVntoMpFNhoeHu7i4mJiYgHlZWVn5+voSAWZoaEimQkREBJQ8W1vbuXPnvstjunv3Lr6EAKhYnK9du7ajo4Pt0uPBA2gGA20ADopOfX29XC6fNWuWu7v7kSNHOjo6Ll++LFADQW/DpxYaHmGJ5CsKTs3p06cXL15MGh7Bo2gIYASkpKRwXlAV8CkTkxB55ubmEtgiQg7YMSHAefbs2cOHD+HIsGNCLUnzBZOQQsMaWyyJT58+TQQCcXQNDQ2EumGdi5rp2bNnQsHEvunt27f//Oc/3759+1//9V/4bGJ8df/+fXxwIOnxejiogEicmpqacO0DTedlnDt3jnGJPosFNnWHlqe9vb24uHjMmDG8NUU7Q8v9H/tz8V7n3S/e9KKLkTYy4DJubm4HDx7cuHFjWVmZi4uLmpoaxUVdXZ1ywzOlVQbIU/p1UWverzIsZWxtbYEnQXA9PDzQZLPOSEhIYCWalZUVHh5eXFwMZAPHNz4+HgI+2WbWOEKbTQAAIABJREFU1taWlpbOzs64RnCRREVFKZVKXETmz58vtEvUF0NDQ9gxc+bM4TEYjWAAS8kyIumNBZNSqWQR4+zsPGXKFPoRhkQxLrEEFH3fkIIudnMCXxszZoyGhoZcLl+9ejXRSww43t7ewcHBSqUSpAZUISYmxsvLC8OqkJAQlUoFHsKlRJhyYmJiQUHBsmXLwsPDoTJSxOlr5HI5HCWCbj08PCidVlZW8IaROBE+g2TB0dGRFbuPj4+fn5+tra2+vv47d3GSUnJycnJycliDWVlZyWSyM2fOiP5FbK+BgTHoZMfU399PlZkxY4aLi8u+ffukvQwYMAebpqNHjyJrYo8DIZgYkOrq6pUrVwYFBQUHB1OAcZDB3oHVUmpqKl+BIS5mKDqakpISb2/vvLy8mzdv0jUQn/Ldd9+RLQlcffv2beFfdfv27aamJsg7QEVnz549ceLEuXPnuMhBQKqqqnbt2nXq1Knr16+3t7djocCKTRjufPfdd1QZnFaAaUB/Hz16BGOYNhCOTG9vL+MSCmmxzIYTDHemqakJdz64v4L1C86FmwzipkuXLjU0NHR2dm7atOnDDz8c0m+LuYmbqvgn+he2GHxdFBTR5oi3voaGBhw8Nze39evXb9iw4dChQ3K5fNiwYSy86WWYnkQ1EReMdCITN3YxMUnXT+iY0AFzYwwNDaW4QP2Kjo6Oj4/Pz8/Py8sLDQ0NCgoqLS3lflNWVobx49KlS1NSUvAYJ9E5KCiIiCLW2wqFgv0uXiqUDEGNwVt62rRpopfh+PjjjwFohHkVOyZBRMSMAtsES0tLqox0MhLTE7VVWmWG9DICMtPQ0Bg5cuTEiRMDAgKysrJUKlVYWJhKpSLdMSgoKCwsLCIigmwfhULBJojLBDyhrKyMdBQMj7mLJyUlIQD08PAIDAyE3+ju7o43MMRrsmIcHR1DQkL8/f1h66F05zk2NjY2NjZ4BmNyzqJKJpOZmZmFh4e/22STvgSpxs7OztbWNiEhoaWl5dmzZ4KVx0pb2CkwQ9HjNDU1JSQkwFDYuHHj1atXARTq6+uR4XBh0MUQKoQFPx40wpf/+PHjmzZtCgsLQ2oF0SglJQXGNOlWPKbQUGVAwthtFxcXy+XyqKiojo4OZhDQX6ILKJp3796ll7l+/Xp3d/e1a9cuXbokNdziBUPep0rW1tbCpjly5AhdDCYYDx48+Grw6O/v//bbb9lkIzUA/f39999/+eWXZ8+eUVPAX4RznTRaCOMbhqnu7u7W1ta6urr6+vr6+nphx3nhwoWDBw8uW7aMaltUVFRRUSESI4Bmjh07Zmdnp6Ghwa3y/aWStoSwN6TKwBLmtsl7fUiVGTNmjJqampeXF8kztbW14eHhI0aM0Bg8+O8waKS15v0xTTrKicdioACAyM7OBpvk7hoXF7dixYr8/HwGavTW0DhzcnJIZS4vL1+9enVWVlZmZmZcXBw+sywfCWMir57gV3AchUIxb948QFz8fUXbAglYCgOzY6KsiDwmNkc6OjpTp06FF4trlIWFxccffyyFXTiZor97v8RIYRoBY9Enzpw5kzUrDQEF1NHRkYgSkUCgUCgIbEtISMjMzMTilkyOkJAQdinh4eHQApCGsUspKirKzs6GNMBWDnsqVOl2dnbAuihXZTKZp6cnFD4rKyvgYbysDAwMwIANDQ3f+f4+ePCAnxEXF4dBVEJCwpo1a65fv/748WNxrxZrJlFlsO9++PBhY2NjdHS0oaGhqalpTk4OpFWprSRVBiiBEnPixAnhCoxykuqza9cujD+EvQNVhlLClCREBojfICtnZmZmZWXl5uaSpNfe3o6DDI6i7LA5QKxxyUGpiFGxsG6BxQOjnxJDGaILO3nyJLBOS0sLhUbEGHz99dcYPvzyyy/4Xf/973//xz/+8fbt25cvXzITiRHp9u3biKEoMU+ePBE7Jhbt7e3tjEsNDQ1QHIFjdu3axZIlIyOjtLT00KFDgvsrXm1cXJwYfN6He6VvYulbX+yJKDoUKWmJ4Rg2bJivry9x4HV1dVQZSoOAZkaPHq2urk5fI77bkDWKtMqMlVBpKHwTJkzw8PAAkkRGS3xqSUkJ7UxqampaWlpMTExubm5SUhI+AyTPQ4GNjo4ODQ3l/SOXy4EVvLy8AgICoqOjaW18fHyCg4Ojo6MdHR3x2RRJTEKsJLoYcBlDQ8Pp06dLXThFldHS0po9e/bGjRvXrVvHftfX13fq1Knq6upScFdbsoyTDkrSs835EWv+MWPGDBs2zMDAICIigg5FqVSqVCoPDw8MT+gy0JRC1WMejI6OJl4yJiZGpVLFx8fLZDI/P7+YmBjKCqr0goIClj8qlSowMNDT05MXj9sGLR4zEQQZZ2dnXV1dQhFww9DT0zMyMpozZ87UqVNnzZo1d+5cZqu0tLR3vQySEFbuKSkp+ImSxCSl4dEOSKsMS5z29vbExEQIhUVFRc3NzXV1dTT8JChilA2SCmXm+PHjZKdUVFRUVlZWVlYeOHAAFWVsbCw+MngvMhCpBg/YjbQzCQkJbO9QtQAtqVQqBwcHUjueDR7C93tgYIBxSeySUWMz3EnpyLQzXLrMUAcOHCDpsbW1FbO7q1evonLGa+bx48fIJn/66adff/31jz/+wMr/73//+3fffUdkgoigZBHe39+PKIyOBunmzZs3kTjBCbhy5QrnkH0TpjycQzjWvGwOuHmrV68miU1TU/P/t1QachflzT0EppGCMhxQhIOCgs6cOYMAIjIykh2T6GWoMqNGjaLW8E/vDwVjB13gpFVGvMIZM2YI7xIUAPDuUlJSsrKyUlNTi4uLY2JiIiIiNmzYkJeXFx4eDn0jPj4euxlQ4eDgYNzzWACDTfIVOzs7vP4jIiJsbW0/+OADSL00LNKKQzsjOhrhksesJHJpdXR0Zs+evXTpUjwxYQ9OnTqVtkV6zjlXotcTmBdnW11dnSYUIqWOjs6YMWNGjBhhZ2fn7+8fERFBI4a/TGRkZGJiIpsd/Iypm9yJo6OjhZUX21sQrqioqKSkpPT0dNw5iZQkU4nIB6y1o6KiHB0d58yZw6Dk7OyMRN7e3n7OnDlWVlaEF3FmeKCnp4fdl5WVlY+PT0FBwbtNdlZWVkFBASg0fITPPvtMVBkRSv1+lWGDc/PmzQULFlhYWLi4uOzevfvSpUtYOnDvZTdMI8OCiV7m8OHDlZWVhw8fprshf/Lw4cMZGRmcyiFVBik21ZCKA+VRunjKyspKTk62srLas2fPixcvBFYtys2XX34JBxfsAztRJiNmOtoBLldaMGBsqgwrniNHjty6devrr79GxkWN4GwII6jXr1///vvvb9++/eOPP8hvxSsLsTjJVoxLkGXu3r37/Pnzx48fI60SBlcNDQ3QZM6fP48lBfsmiDwit4ApD0lHY2Pj4cOHLSws1NXVx0tMBsTB6AQuKzY+vPU1NTUFtiJ934sDAVRcXBy1r66uTqFQqKmpoY2SNi98Rcxf79+3x0roOeIxA4KmpqapqWlCQgKDEswXRh7qy/r160tLSwMDAxMSEhYsWJCdnR0XFwfsisUBFifc5CGn4ToeFRWFDMfHxwdo2dPT08fHx8TEZPLkySJYUjD0pNcPuyemJEoMlUh4VowbN27u3LkoBgFfraysPvjgA51BJZdo5cR55sxIJUtUGR0dHUHUZozV1NREhxUXF6dUKmNiYhgeIXPgkZ6QkJCRkcE9GP5LWFgYD/z9/W1sbAB33dzchIkKaiZ7e3si3EQCHO4zqampGD7Y2dnhWyiIMzwTUJyE3+nTpxM1SX6LnZ1dQEDAux3To0ePBEM/PT09PT29pKRky5YtTEzCd44qw0dhOAIbpbe3Nykpadq0aT4+PidOnDh48ODq1av37t1bUVGxffv2Tz/9tLKykipDwuThw4cPHjx48OBBygq+cNSgmpqakpISKMwUGrYJAoJh407RYb0NYZzdE120nZ3d8uXLefEIGnnB+MKRWMCOqbe3lwwTVmDUO2STSJloE3htzHf19fU44zx58oQgNGKeqGJ45WE0AxsYuzxq8c2bN6WBeXfu3IGVhz8LB8WITRM2nbh5ijwmpk5oAZCVmZIAcRoaGqALJyUlYfsgugMBjnA9i7IiqozgvPDg/V4GDHLEiBH5+fmsEevq6hISElA8IXoiM5vvJkWCpYsqniCtLO9XGVtb27S0tMTExKysrLS0NEyzs7KyUlJS1q1bt2PHjpycHLSR2KkkJSU5OzuTOQF4R4aBq6sr4HHg4IHhm62tLZ5vLLDMzMwQjgPNiKFJGFaJeCbIeKgQhHkVVWbs2LFmZmaRkZE4P82bN49t7pAWkirDRDmkyohJikaGs0GlHjdunLe3d1paWlFRUUpKSkREBHxUaLTLly9fuHBhRkZGSUlJXl5eRkYGigEcAiFPE34SGhoKLzk5OZmZCN9fU1NTPT096HZEX/v4+EREREDhg4nn5OSE0hqe0fz584HJEVVyVk1MTKytrfX09PDie5eU8vDhQ1Zc7HHy8vKWLl26ffv2np4e0cWIvDeu1YGBAdp73FtaW1sDAwOnTJni5eWFog8jbrIlDxw4wJ6YmzDOD6gNhFeedFeyatUqFvjMTTjjiYKSlJTEm09MT7GxsUTNpqSkYATh6uqam5srUiVxR6f/evDgAdAvOyZSq8FWybqEl4x8icWTsIA4c+bMwYMHMY7CQaq/vx+fBLydcOfE0RKDy19//RXB5IsXLxjThHmd+Hjnzh04ytREYBoQYmQQNDXNzc319fWkGnA+BZOQRRismfr6ejK8P/vsM3BHBiWBOGoPsoGlG2VKgBS1FUQy6cGOaezYsYsXL66srCRaC1yGA2sbUapoZyhYfH9q0Ph/1w1KJQ4CJzIxMaHVJ28rOzsbg/eCgoKtW7cuXryYuQArvODgYPbZpB2QuoO0JzIyEoMLlr5YxmHU5OHhQfKkq6urgYEBnBe4MOyzWVejYxIxBkLlhGZdBMvy+m1sbPz8/NAlkzPn5uYmCDKcdgFyaf6ng1lprETmSkkaP368r68vvzLuBfHx8SUlJQsXLly2bBkWdNxxi4uLk5KSEDQSBent7e3u7o6oGhU1GQYWFhYhISF0f3Z2doaGhn5+fmFhYc7Ozsxf2HriIsa8RtwVBdrW1nbOnDkGBgYYfTk7O5ubm8+cOdPS0tLU1NTOzu6TTz6RyWTv0F9M55DDFxcXL1myZP/+/RijwZFhjSKy3zCdQ3/w7Nmzuro6f39/DBDZZGNcwE2VeQR3Szj7cGSEqhjVH3fmc+fObdy4kSk6ODiY6REIRqVSxcbGJiYmpqam0h/iL41pGFMV0IxMJouOjr5z5w4bd5TZNGL37t3DGh2Etbe3FwdMpM/0CEC8wptC+C3Q41RUVDQ2NiJKqKur6+/vp5eB1IvUgCpDFBQdzTfffEPVAPSlxAjrDGhH5Jbw8d69ez09PcTdilqDx3tLSwtgMGomQR1k1qutrW1oaGhvbz9z5oy9vb2GhoaoMpqDeiLRMmgPCo6kGAFXvhSbFJMO6MD06dPLyso2b95cVla2bt06lUqlo6NDieE7UF/UBw9xu+bSEiCFsJ6U7rMFe83S0tLLy8vZ2Rk7GOjpW7duXbZsGem0sMOVSiWUGb5eUFCAinLZsmXIZaKionx8fKKjo7knw1s1NTXF883Ly8ve3h43P3oZhiZUSwKjEdEFbJewhhAMYIHLjB8/Hi4s+AgaK2dnZ379IQSl94uLAODHDapbOSEffvghuDKten5+PpSZ1NRUYoWysrJoamjW4uPjGZFww/Px8YE4g0k7ObM4gZuamgKB49Bua2uLyhFrCKw2HBwcCLq1sLDw8vJydXUlHSU4ONjFxcXKyoq0OSRROP7p6+ubmpqSHvcuJ/v+/fsgGmDRJSUly5cvr66uFogml6goNAiCKDQc58+fZ5Eml8v37dtHk980eAgjCOGPzX2YqQRnGZqIysrK6urqzZs3y+Vy4gowH6WaUGVYKkknpri4OMYlvpKSkgLW1dnZiTyCjwiy8KlgVYxQAIiXBkFa+6D8QpwhpeTo0aMXLlwg9vvatWtYBV+5cuXJkyfffvst7rb9/f1MTMDAuP/++uuvT58+xd+bgykJxQbeplQZzLcAehidkDL09vYyQHV0dGDWCTePLuzKlSt0gpcvX+aEY5oVGxurqanJW1ZUGdHdiFLCxEQREb3M+3gthUZNTc3JyYmwrYqKijNnzmzYsGHatGkjR46UFiMpTCO9hKQNlNgo8QpFd6OhoTFhwoSsrKyysrK8vLyioiK0SAsWLFiwYMGiRYtgi8CjcXZ2jo2NXbZs2erVqyMiItzc3HJzcw8dOrR69Wp2tLBd8aBFwmdubq6rqztjxgxdXV1S6w0NDadNm0ZjwuaI1dIQ8wf4vnDwYM1MnToVWxzGpYkTJ8I18/T0DA8PDwkJ4c4v1BUCU/+PVUZbsvJnBBs/fjx/QQ0NDQsLi5ycHEbCvLw8dIwgTTii5OfnMxiy3sKFB3EG2DnqduoLXCTsHaysrCwsLOjvbGxs0BOYm5tbWlrOnz8fju/cuXPxdbewsDAxMbGzs8vJyUER5ufnhwGzk5OTvr4+xobEXc6ZM+edjqmvr481DZhzUVHRmjVrzp49i6OlAICllyulhxtvf3//4cOHcceRy+XV1dWdnZ0IdrkqMOiHwApOye1XcGSYoWCjwLIlmpM1QXR0NBSsgoKC0tJSmJ0CFYbvKDZQdIwKhcLBweHy5cs//fQTZDzRkYmIEoKu29vb4c5S/jhoDQA+uHopQHD2CM88f/489hEXL15sbW3FMY9xUoSloGN6+/YtVebGjRvIwQlyQc/JcIRcAxiYr1O+eQIr+Rs3brB1amtra2lpoVsUXnkswqQs6vPnz2dmZnI/HD9oajVuMB5AiA9ACsT7nqKgrq4OyPL+lTB69GiVSlVTU1NdXV1ZWcnCy8LCgiozYsQIjGlGjBgBT086f0k5Ixj6ffzxx+MHXSkFCVhdXX3OnDnHjh1jxrx8+fK6detycnIWLVq0atWqFStW5ObmxsfH4yNpa2sbGhoKNowZbUpKyqpVq5KTkxETBgUFpaWlKZVKllBEINrb2xsbG8+ePZstrK6uLsa9jD9ol6TQDEjwx4MHIsm5c+cyK7EJ0tTUnDp1KmJCExMTVEIymczGxoYzLO0Qh/QvmoM0SNHZ8QdCu8TJxK0mICCALAFsMaKiosLCwkJDQ5OTk/Py8nB+wAoDjYWLiwvpbr6+vqmpqRQFV1dXT09PguLYHNnY2CCPJH8SdyuZTMbz58+fb2BgwBSpr6+vq6trZWUVFRXl5eUFAxgpA24bDKfYSkybNu3/klKYmDCFKigoWLNmTW1tLZCkaGQYPbBooe5gOvfkyZPy8nJ8/ZRKZU1NDf7YbW1tLLMxZGpubhZ+BaiW6GIYlIRlJ/BwcnJyUFAQwBVkzZiYGCwpcnJy0DcxNGECwG6b1JScnJyUlJR58+ZVVVXhU/v8+XMxLt28eZMNTkdHR3d3d1NTk2C+CZrvEOUkD9iaEYR06tSpysrK+vp6xpkLFy50d3fDl0E2+csvv9DLYDQDKw9FOylIgjYtHghiHhMTnReePoRhfvHFF52dnfX19c3NzVevXq2vr6+pqSHliuC3jRs3rl27dtu2bVu2bNmyZcvu3buLi4tnzJjBhC+tMuMH7enGDspkpO91Rp6RI0eyIaIf4YG6urq2tvaqVas4CaBpZ8+eDQgIGDVqFLVDLLBHjBgxpDMSHDMWWMLLViDTXGMaGhouLi7Nzc2IvC5durRx40ZcOHNzc4He6GdR9BFJqlAo3N3dfXx8GAqcnZ1DQ0NRJPj4+GC2ItzzuNXT2hgYGGAe/vHHH9OViLRsoF+hlmRvLZJqxaBEOdDS0rKwsMD1kh7B3NycXcz4wewBDikRaUiVGS8xMB07KDEdNWqUjo4OVi9QEyle8+fPh21I4BSZdow8np6eEPNg/YeEhOCbRyI4rjqkifORTAJiSDhFbJpkMhm5cZaWlvr6+gTLgROzxqbFE1IMzGUEmvN/Vaa3t1epVIKkJiUlFRYWrl+/vq6uTtDzRd4IhYYH7Ji+/PLLgYGBHTt24CgRHBx86tSprq4uvAuwy+7o6Lh69SpQAtCGyHsDYQX+OHLkiODp5efnCxUpWIxgACNRoazwKUYQgrzHvsnS0nL9+vXYifNq6QgExoGtjDDZZQahI+AjB7oHXhjbnObmZtICjh49WltbK3Ipe3t76ZuQTYq8lN9///3169ckqw0MDJDQQu0YwqIGaAcAFvktKA/a29vBuZjvwLYqKiqI6ySJCROcY8eOMc5cunQJEjDwqmC4C/XduEGfKjp5zX/fBIGhUGggv9DgTJo0qby8nJUcg3BdXV1RURFtDt9BbMSl/ZGmpqZ0lTt+0M1PtFqCJaiurp6QkICKtba29uDBg0xJWBlACse0LTg4WFDj4+LiIPIKTTAwzeLFizHHk8vlvG3wQEAfaGZmZmVlZWRkNGvWLKJaPvzwQ2kvI+YmwcSDIIMROjjOlClTKOURERElJSVEd1tbW7PWNTY2njx5sqgyAvQVLEfR4OgM5i4JdwjuDSjsXVxcPDw8WIwQ6ki/T6l1c3Pjn1iiBQQE0OYD4mINY2Ji4uHhARExPDyc3CU8xm1tbefPn8+2297enq7QyMiI/BMYj35+fhQdFxeXefPmmZqaCkre1KlTAX319fXnzJlDRoKpqamBgYG/v/+ff/6p1t7ePm/evNDQUGiFCxYs2LZtW0tLC/uj58+fEyH47bffCi8oJinGpa+++urUqVMymUxfX584JLJT8WHCdxLBAUbZjEt0MXwKD5j1MOWmtLQUEXp4eDicRfDd+Ph4tPx4ETIlpaSkIHFKSkqiUKpUKoLQyWN+9uwZhQZItbu7u62trauri/cxEBIsfuF0Aw9YOtYB05w/f548Jlg2Z86cuXTpEm6biEuxm3n16hWZuT///DM5rfhdwZpBosmDzs5OKh1DEGEmCJdwySMNDhcIsq7hBMOOESpK4bBBGSKloL6+PjY2Vkicpcts6W5VkMQERittXqg1LI9GjRo1Z86c7du3M1Hyo2tra/ft2zdnzhw8xqU9kba2Nu0M31kAE+MlThTiZQhRj6am5vr16wcGBq5fv75nz55Vq1aVlpZiCYLQmYwUvJcwoLKxsSEkWyaT4Q7h6+tbXFy8YsUK7joQxPPy8tLT08lXxEUFhgg4JTZUFA4pJW/G4CE8ZUQXA5FvypQpRAsUFRUVFxenpaUtXLgQGnpSUpJMJkOrLbZLYtk/hITNmcGkhnPC84cPHz59+vSQkBC0iGSwEWiXmJhIs+br62tvb8+ghA6b3Bj88YyMjGbPnv3xxx+zio6NjY2KiiJAkk0LFcHV1ZX1s4eHBzps9tlcWSEhIYxIpFMCzAcEBJiYmEyaNGnatGnMnnp6emzxObfvnB+6u7vNzc3Dw8NB8ktKSsrLyxsbG4X/ExfMy5cv4dGD+1Ji+vr6BgYGTp486eLioqenJ5PJTp8+jQcdFw8XMKYE9fX1Z86cYW5COSm8Zo4ePVpZWXns2DFWTuvWrQMthwFMO5OYmMj0xF6JVwvBJy0tLTc3Ny0tTWROYnb/5Zdf4ss7MDDw5ZdfIke8ceNGa2srQiRsMWm7iA2g54IdQ9t14sQJ0WfhlYdjQ1dXF0yWrq4ukTz9+PHj58+fE7FIIhoYMJlqL1++vHHjxpkzZ+Ar4qx+6tSpixcvEl3S3t7O/gsVwq1bt5iksCWHGQxA09zcLHytLl68yLgn7JZramoaGho6OjoKCgomTZqkOehQLeYmtqQCkhSoAfPREOau6GVGjBhha2tbUVEhlGh0NCdPngwKCoKbJy1YFCkpT0d7UEI1hJEsXTNpaWl9+umnz549u3v37okTJ/Lz82lXfX19yUcPDg4ODAx0cnKCh8oSxNPTE+/b3NzcXbt2rV69Ojc3V2huo6OjwWLDwsKI/iCMEb68vb09vQzuDZMmTfroo4/EgknESCJ0AiFGUkDvQ6W2s7Mjbig1NZWw423btq1evTosLGxIlRmCrEtvAFKbK7H+HzVqlIODQ0ZGBlCIv7///Pnzvb29c3NzMQaEw2Jra4vWXCaTxcTEYE4qk8nmzJmjr69vYWExb948Dw8PNms44wHi4EdjZGRkbW0N35rNFD9u/vz5UAogATFkyWQy5JqxsbFeXl6mpqbGxsakmDCUhYWFwXUMDQ39888/1W7evAn5muszPz9/w4YNTEwwzf7yl7/88MMPBIAxFEgpZI8fP7506VJkZCRJ4KdPnxbRQiCUzCMC+EAlxLZY5NsiOKDuYObCVBkdHQ1DkTBJEHWKDtqr9PT0rKysjIwMVBjx8fGpqampqan8qm1tbQxNwKsEvPX09BBN3dLSQpAAG5mWlpbW1las54TeirYLDz1W3dXV1a2trcgUgHIpB0jAyU7BABjNpNQO4unTp/fu3cNZ5vr163ju3blzB4RLpNBBfWSwopRT1onBglVIjbt8+TJcHsgybLKRkvMbqVQqqChcD/B9xw46PGoOelbzFkeSJ9BfepnRkmPYsGGenp7YIVdVVfEnA51ZtmzZ+PHjaXkgyGtqaoIfiwGNHypl/UoX2IK0NmbMmKKiot7e3qtXr1ZWVubl5bG0DggIgISKJhDncAR7BgYGBgYGDg4OuMMR9J6cnIyoR6VSubm5zZ07lyvBysrKxMREJCKgLZ4xY4bUIRw7qyEZtUJ7LTxl4ObSg9jb25NSEhkZuWTJEjrcPXv2pKSkTJ48GUhL2s6Ig0I87t/DJMUYy5nnUpfL5UCzdBkQxBgV5XK5XC5HDOnr6wugCUyD5iAqKoqEEi4fWK9gDgEBAfn5+XK5nAxJ7tbQi4hM8fb2BmrBi4d/8vf3J5dx6aavAAAgAElEQVQGJYfQPTBM5ObmRkdHm5qavpuYuru7vby8WBUTBbt169aWlhaBQT59+vS77777y+ABZQZrS9Dfzs7OhIQEfX19T0/Purq6zz//nCuWuQmolbrT0tLCsknY/QLN8Jh822PHju3Zsyc6OhprTrBeaZWBnidINKzh8/PziebBRi8wMNDGxub8+fN/+ctfxHyHvIDQEugnZJW0t7e3tLTwUsmWRD9JsPfhw4d37969bdu23bt309dUVlZ2dHQgtgRAQfw9MDBw7969/v5+kZr2888/Y2315s2bH3/8Eao0ln2QgPH0BOECn6ZtoegI4jWsZTAd4Y9DqDa+v0Lu1NjYSJtDcVcqlWLaZw9CZeHQ+nfHfO6cXOejRo3iYgAGpu6oqakFBgZCWaTyimX/4cOH7ezsRo4cSakSt26uLh2J6zCvRyiwpSIDUWWKi4uJ9D516tTy5cvJHvLy8oJXBpog0FCARisrK1dXV6VSidsbuAwbkJCQEKYqc3NzMl7JA4EjD19+5syZkydPFn4OwqdKmOMJf19hjoekQCzs/P398XBiu7R+/frLly9XVFSkpKRMmzZNOHsNQWTEAk5A8mJc4gkU7sDAQHTYeBt7enpC+SOpER4NjuI+Pj4hISFcMlz/KSkpbGnXr19fUlJSVFS0efPmRYsWYcZOLm1MTEx0dLRMJlOpVCUlJSRkOzk54ePr4+ODycP8+fNdBw9wMYINGM2I0I6Pj0fwHBIS4uHh8U6T3dPT4+3tjXxp4cKFK1as2L1799WrVwkA4C3+zTffEAPAxMQMIvYj169fl8vlWlpadnZ2J0+epFNgW9w1eHDrbmpqEhJtKgvoDBNKZWVlVVUVRIz4+HhwGYVCQS8DzZf4WmAa9koJCQmYcuI3DjEvIiLCzMysqqrqxYsXbMoePnx469YtcA3WXg0NDQA02OvivLlr165t27atWbMGu/XFixcvW7aM+PAVK1ZcuHDh+vXrZMLyO4Kw0MggZXj48OH333+PoIlN0+vXr1+/fv39998TFPv9998jXBKySTz3qNrCXHlgYICKIyoR227+CzkHra2tjY2NUndOjP5Aba5cuRIbG0vvIO6N77NgBKGGt/W4ceO4hcJ8EWEpI0aMGD58uFKpZKnPohAgn2V/WFgYCgNhHEHrRKFhx8QlxOpXWmVE0WFiKikpAba/f/9+XV3dmjVrEhIS4GQ5OTl5e3tjpsl9Gz8XFDq4q+Ad6e3tDVleJpMRFUJ+kFwuh6IGDw0jmGnTplFl8OKUHtIqAzlY5HnTfejo6Ojp6cXGxgLKwrXFcysoKMjOzk7Y/Qxhykg5RO9XGU7jyJEjp0yZkpaWtnjxYhZtrI3pHeLi4vLz88l1WLx4cVJSkp2dnbu7O0QhPH3Bg2leoqKiaPSKi4ujoqIYl+zt7X18fFQqFdMl5lu48Dk4OMDC9/PzgygbHBzs4ODg4eGBDh4Woo2NDfRfyDKWlpZmZmb29vZOTk7vNNm3b99m315SUrJq1ap169bt27fv7NmzDx48gBpDfcHUksWwiILt7+9/9uzZ9evXfX19tbW1jYyM9u7d29nZ2dbWJu0RwD4wZMJ5ExcrYacAzkojA0aTlZWFNw9yLzoa9tZitYSqgAfCD5gouISEBGNj440bN758+ZISg1PUtWvXuDKh/LJIOnXq1OHDh/fu3cumZteuXTt27Ni2bdvOnTv3799fWVl58ODBEydOnDlzprm5eWBg4MaNG8gm+L1Iuf7iiy8Yl548efLNN9+8evVKhNv/+OOPlBu8QV+9evXo0aPbt29TppF0w0uiT6Tl4THBwXSOaCZQWvb09EBEAvAiLIUpj8eEw0VFRQ1BfKW4o+gg6CaknjJDYODRo0ezmc7MzMSJnXEJXx7woPT0dHZS4jtQuUaMGCEaKFFTxkuy6ERkrVAYLF269NGjR/QyaFAIDly7di1i2piYGAqKv79/SEgIs3N0dDTKY2traxTGAAQ4YCkUioyMDKz8IYzwMSwszM/Pb8aMGcAxdDHSjFrYd8JInHYGXIaXzQ47KSnJwcGBEYyXAZDh5OTEjknwkjix4mwLlIpTIe4HnPnhw4d/8sknwKbp6en4WpSWlmI/kJaWVlxcXFBQQIPPHt3V1RUOES79hMAJYyo3NzcgKsAXylBgYKBCoRBeyPPnz1coFLQkycnJwnbP2dnZwcHB1tbWw8MDp04AYOIosXqgWzQwMMAG7F3q2507d9DLL1q0aOPGjbt27aqoqDh+/DjOLAMDAy9evPjLX/7CmonRia8LNk1nZ6dCoZg+ffrcuXN37tz5+eeft7a2UmK4DMCAeQCUwHwEDY/kbBBW5hTWTATioZmMiYmBFyMy4XCuwtcKQR1LKJbZqamp5ubmBQUFNBfgHYQiAWcA9EI/obVpb29HnYifCzta1sbiVdXV1X311Vc//PBDU1PTkSNHWOUIKlBtbW1HR8e9e/dgzdDF/PTTT6y6fv75Z0bO169fv3z5koGIdgaXGQTuYr6DBsnEygkXBsx3794FmmFHJiw7oQWgPr106VJ1dbWDg8P48eM/+ugjNL7aEh82wXYXo4r0fjukxADK6Ojo5OXl7d69u7y8vKKiAmIef7uLFy9u3rx5/Pjxo0ePFiQ0sdIWP0V4pogkSQHNCFPxCRMmbNiw4ezZs4WFhcXFxZs2bVq7dm1eXt7WrVsPHTpUXFxMolhCQgI5AXgPBQcH4yAJ9UOhUNDpgEqwtVUqlWR6EKFpYmISHBxcUFAgl8unTJlClWHBJFVmiyojCo0IqwVE19TUNDExUSqVhB/hzwLcQ1Mzbdo07X93OBULbAFaiSqjra0NiE5HOWzYMD09PS6E+Ph4FlgIHWEqFhYWZmdnh4aGsjvDvpdLHTZNdHS0r68vqIq1tTVFFtg7OjqaTgcDf0pYRkZGQkICIVboyxExzZ8/H06jk5MTi2oaNxbqmJAjcPfx8aHCmpmZ/V8vg9fhggULVq1adeDAgdOnTzc0NIg8I1oYFkxcBgiauACePXvW1dUVGxs7bdo0PT29LVu2dHd3QyphHgGj4SOEvfr6ehjAYrFNsi30X9qZ9evXMzQy5rFpomAjL2DvwGM6GtHX0FhaW1srFArUWMQDkCTJZp3Xgy2mwFOBhBFGAsoIzIgO6/Tp01999dVf//rX58+ft7S0HD58+PTp09jo0DtQtr744ovnz5+/evXql19++fHHH3/88Udkk998883Lly8Jinv8+DH+MsSQM0PRrQjHYsiQbOIRdgwMDADfAD+zy4MlIPKCgasvXLhw+PBhMzOzcePGietZ9DJD1qhaWloCTPn/VRk1NbXJkyeXlpbu3r17//79NKRVVVVVVVX0UNXV1ba2tmpqalqSpES+m3RXLe1iRFMjCo2Ojs6MGTOqqqra29vPnz/PHwUaJLeoAwcOfPbZZ7S6/v7+0dHR6enpkZGRhL1heYVfBP2LNKTV09OT1FcyhojfJnD+ww8/nDBhAmtsqHdAv9Qa4g0EOwbKLwWRAUpPT8/BwYFVjr29PdckQAZen+KcCO6vFBSj1HJCtCWyMnV19bFjx3p7e+MKiF0DNomEVRPjgcMDOEtkZCTrM0ZFPz+/yMhIpVKJshGnC2NjY3Nzc1dXV6ZOf39/hk25XB4YGIi3PzrS4OBgdtvz5s0jGoUHuOc5OjqCkclkMmNjY74/GXLwmGxtbTMyMt7tmAjuLiwsXLFiRUVFxenTpzs6Omjgea9TXwTJTUxMjx49+uabb1paWvz9/T/++ON58+Zt2bIFd3GaF1FZuru7hbiJtCZhXltVVbV///6dO3fu2LFj+/bt5eXl69evJ+cBABjuL84a2NYD/eIKTJQtN7TExES22rm5uc7Ozs7Ozu3t7Wx28MeDjCe4vwiF8Pq+evWqoPbw2ojcPXfu3IkTJ8CMjh079vDhw99+++1vf/vb999/TxYVtt5s6/n+bW1tt27devbs2evXr9++ffuvf/3rX//61z/+8Y9vv/325cuXSMOZjKgpqCWBwPiK0HbwxadPnwptqkCyyeGlylBohC86abZ79+41NDQEeRG5kQIIEAfLJnBfaYkRPr4UGuKxd+3aRf0FmkGDxtx04cKFuLg4QJyxg6JHrhkRJi8gGPGpQE8pQxoaGkZGRpcvX3716hWxExRchsf+/v6mpqby8vLk5GRYv9nZ2cHBwSqVKiQkBCp9cHCwj48Prv1+fn5cCVZWVvr6+iIl2tLSEi6fIJJRiIVgUhQaFJIYPgg4hiczgVJ3Zs6cifAHQwlnZ2czMzMjIyMS1GbOnCmtKWMlDElxEoQDvOagKQRLug8++ADcAJe/yMjI5ORkUpujoqLom9zc3IRZikwm42WYm5t7e3tze1YoFB4eHjB37ezsbGxsIPUZGhra29sjGwRXouJ4eXlRX5B92dnZzZ07F4nprFmzrK2tDQ0Np06disLb0dHR2NgY/yoDAwNTU1OSISwtLfX09CIjI9/1Mvh6lZaWrly5cvXq1RUVFdevX4eDhyc205O4nQrI4PHjx19//XVHR0dYWNiUKVOMjY03bdoEsAqJg/UHe1YW2NhBbdy4cf369Z9++mlpaWlBQUFWVhbAbV5eXl5eHstp8pjQ3eKRgfF6fHw8NF82TVhYiSrDV7KysjANOXfuXF9fH8tm/C5RS3KTZN8EUE3zhcGCiNaF8CZgCCKZfvjhB2w3X79+/ezZs1u3bqFgpEXi2xIL9/Tp0zdv3vzP//zPP/7xDwKzv/rqq+vXr9+8eVNgLlQWTiwjEtcVpQRcmY8Aw5QnYJpbt261traikLx06RKNDBNTU1PTzp07Z8+eLXbJUkq7tMoIfwYpLVVaZeDLqKmpodtgwUTzQq2BWHT58uUVK1YAW4poNw6UBNJGRgr6io5mwoQJo0aNsrKy+vzzz1++fEkfLTLOHzx4UF9fv2zZspCQkNzc3KVLl65atSonJ4fQe27RZLPq6uomJCQEBwcL4bWJiQn2KDwHr9zU1FRsa2fNmkUzRcmjcMAAFiJJJiaRMk7FYVwaO3asnp4e9Hfcm8zNzWfMmCEEU7NmzRIFXZAPh8yPwv6Ckw9faeTIkdOnT4+JiQkLC4NEhy4RCCYkJMTHxweiM8xgDDRZ0hsZGQUEBOBEw4iEqMLU1JQR0t7enoJib28PYExHA/tOoVCQMIOUwcLCgjYNuZOjo6OhoSG6ShMTE2NjY2NjY5aADg4Ocrnc0tIS5vQ7Vt6dO3eio6Pz8vI+++yzzz77LCUlZdGiRT09PY8ePWIVh5wPWwOIGwKn5Kro7u5WKpXjxo2bNWtWWVnZ8ePH9+7du2fPnh07duCBumPHjs2bN2/fvn3fvn0HDhwoLy9ftmxZaWkpdvNlZWUbNmzYvXv37t278b46ePDgrl27sIAmLpJ4KqVSybIJJJgHrPGwsBL2wGlpaYGBgbq6urt27YImA8ONwCMSsikueFnBbqCXEdpxHPPOnDlz5MgRMM4zZ85UVVW1tbUhUHr79u2bN29++OGHBw8e8A1v3LhBjBxOnZzGH3/8key3gYEBCMf9/f0//vgjaTPgMqK+0NpAlhE5vAidOO0gwWydbt++DXGGDpEWDKZfY2Pj1q1bCQMaP2imq/me/+64QesZQcyTrlqFdy9GnG5ubjAPGJQqKiroYjDuOHPmTEVFhbGx8ahRo6SNEvdqwfeVjkvSRDquW3V1dRcXl3v37gm53IMHD9ra2k6ePAkPGJem3Nzc5cuXFxUVFRUVJSUl0fazcCWozNvbW09Pz9DQkG7C0dERO/65c+daW1sbGxuzFGei+eijj3idwi+GdkY4bwqHB+H5IjxlmJuMjIzgqnDt2dvbs3xxdHS0sbExMjIS9YVfX/QyfEqVYc0PjKWurj5q1Kjhw4cbGRmtWLECIAbbCmDakJAQhMSAzThRIQugcTM0NLS1tYVoZ21tPWPGDGYZS0vLzMxM2joojrgpREVFYc3JdURL6O7uDk8PygzLaXd3d0QGOD9APrKzs1MqlZQ8WILQBbKyst75/sbHxy9fvnzTpk2rV68uLS1NT08/ffp0eXl5VlbWZ599durUqbNnz4I+9PT0CDtOAR90dnZGRkZ+/PHHNjY2sbGxmZmZy5YtW7duXXl5+Y4dOw4ePFhTU0NTI4KfuYCFfAnkEnSGzUVlZWVOTk5ISAhYN7Mio1O85MBcBtYMSDCZTTk5OQqFYubMmStXroSVJzbH8PpZrmP4Arnu888/ZztGCwb0i01nZWUlbjLnz58/fvx4RUXFkydPMI757bfffv755++++44Wgw4Fki7LOPqUv/3tb69evSI38uHDhwgpX7x48eWXXxKWwiIJMh7AMFQ94R8mHawo9Pfv379161Z3dzdwEgZXnNhz5841NTVt2rSJXl1IlrTfM6AVQ43moB2k9JCaaQ4bNiwiIgK+YtXggduhyKW4cOFCYmKizmCu05A79rhBTzzRy4iDy5tYOLlcjpkGjdujR49u3bqF0L+lpQV91vbt2/Py8kh6gyQSExNTVFS0ZMkSmMEuLi5Er86ZMwcLOH19/RkzZuBg8Mknn7BwBWhAmkiHwiEwYClNRvRcQiEJnXrs2LG6urp0WOzUaQfwc4mNjXV2doZcI+YjcVpEczdu0HmTg22dmpqaubl5YWEh7FsrKyu2ZiEhIb6+vhD/ufhhADs7OxsYGBgZGQmECCmAq6sr+yA8vchI8fHxQbvk5eWFZURiYiIZs7g6iCBKcB+KGrJvkm0RnVpaWkKVdHV1tbW1dXFxcXNzQ6Lp6emZnZ39559/qt26dSsqKmr9+vWbN29esmTJ3r17YezY29uDaYkmraioqKurS5iKcx/m47p161xdXX19fT08PLKyskAfhTwHEATHbFJW0d1AsWcwAaA5dOgQg0l1dfXixYsBZRQKBcQZVtrUF0g0NC8IOtCqJCcnoyxPTEycPXt2ZmYmtt70Glz/bW1toouBs48JJobhcJQ5GEOqqqowVYABXFlZ2d3dTV4tkuuffvrpu+++w4KHqMmBgYGffvoJERMhcAMDA21tbY8ePSJE5eeff3758iXOD1QT2ElCTwBZGRINcu3bt28Lf3KSGJCYc1bhE4p4zIaGhnXr1k2fPl1rMFmJVnyIHlJr0A7m/zX23nFVHNr6dxIrqARNRFF670UgCNIFpauAiGCiYEHsghqN3agxagIxYgVN7GLARhVREEEFlGj0YMOCNI296zn35vfH173eOeSe+975gw/BHd3Mnlmz1rOeAvr7Px78L+3atZs0aRJitIyMjE2bNlFfKDSMlrm5ud99912vXr3YNCkXKP+/VYbnubq6+siRI8+dO0f4J1k0NM4XL148fPjwxo0bV6xYsWjRovnz50+bNo3HKXo3vMcZEBiUgCEYo0hugyVMkwKOoKurKw0FmMtnn31GnoFUGUAZQZFoxMCS1NXV+/TpM3z4cO5GV1dXV1dXHI64dwYOHOjs7Kyrq9tNkcokZGhpZJCb8kHAmYaj5OjoyF0QHR3NLhmQmzsCGm50dLSE2CGthiAzfvz4b7/9dty4cchxIA2yhMKcwd7eHuIiuyHshENDQ8eOHRsTE+Pq6orqEp6heLyjkEIShTUn+2x8wtA3sdQLCAiYMmXKB/Q3Ojp64cKFy5cvT05OhpNmY2NDx8hQ3bdvX3t7+/j4+EOHDlVXV4trJI/TmpqaTZs2EW8SGRmZnp6OLyTKIEjASAFxnMG4QGyxEcJs3bqV6zUjI4ON7PLly9Eu8ddyCpDVjho1iorDjokximUTA1RSUlJ8fLyJiUlISAhtSF5eHgGvqCWBfnnzVVVV3K4nTpyAOws+zX56x44dEokpNJ8zZ860trYSVotqCXO8O3fu4ATMwvv58+evXr16/fr1s2fPSJVEQsnK6eHDh5JFA9BOBaeIiLmMEp2prq5GbMnfBgno1KlT+Ioq/TRycnKWL1/eu3dvSHHKOaiNHrJDhw5Atm2Y7+Kt2bFjx08++aRdu3azZ8/Oy8s7cODA9u3bGZdgsmzbtg1u3pEjR3bs2GFvb9+uXTulSIfntmyaBAxWaiZFhTxr1qzz58/v3LlzyZIlS5cu3bhxoyT50uquX7+eLmbOnDlYVqekpAwbNszExGTAgAHjxo2TiDjMJbk5sXTD5IFqoq2traenRyOD+lH4O2IALD4PAtBCxpNOpGvXrn369EGfOWDAALz+xZKOO7l///5GRkbKk9BVlbonblVqKtMMYdMg1GBHTiZMbGwsBP/o6OhRo0YNHTrU29t72LBhOCKPHz+eSBlcu8LCwhISEpYsWYJ9J4VPXClY+bOEQhvk6+tLBeEvB7shncbf3x9ZA+szT09PfkEPDw+QZuwB8VTHbsbb2xtjvUmTJn1IsP3qq69mz549f/58vg4fPtzY2FiY105OTlFRUTNnztywYUNRUREkeh6wOLbs2bNn+PDh3t7ecXFxc+bMwQc7Ly8POSLSxOPHj7PPRliYn5+vzJbfu3dvZmYmakn2x7t3716zZk1CQsJIxRGrOCDRUFzEwgpxE9NTfHy8tbW1s7Pz2rVrQRNIEcEFCk12TU0NNyqNDOgvHB98KhgEsPVjRgCjqampaWpqampqQgb54MEDMpgeP358//595Ne3bt26f//+ixcv3rx509zcfPnyZSyBsel89erV8+fP6+vrGYhEgwqsy0kWth4H8xckYEoPCXaEQ7FNByXZtWvXwYMHV61a1bdvXxErCb6rLDT0MhQaiRxQSmzUVHmSPXr0WLlyZUFBAUAVLG2G3B07dhCokJWVdfTo0REjRsio1abKCBjRppeRF2hqai5duvTOnTulpaUbNmxYsWJFWlra1q1b0b7zSDh69Ojy5ctXr16dmZm5devW3377bcuWLQkJCeQfLly4cPbs2bS6U6ZModAQs+3g4GBkZNS3b18tLS2swnv37i3vQYkW4TJDlcE8XNlwKTEmKhSrJUITvby8/P397ezsLC0tAYCcnZ21tbWVHMg2TAINlVehmsqIh9Oura1NRCRFJDY2FjiG24E2H605Wb3h4eGRkZGxsbGDBg2iiHh5eZmampqbm5P9aGNjw7bIy8uLXdWwYcOgDtLggD/ExMQAKnl7e/v4+JDrhqwUlww3NzdSU/B5AEtmlKGLocxZWlqOHTv2Ay4zYcKEuXPnzps3b9GiRQsWLBg3bty0adMIQsvIyMjJySkvL5frHsUNKw/0OBs3bmQk8/DwmD17dmFhIRscHrNAqhBk0RwTNU3YEFUmOzsbloeYp+zYsSM1NZXOTamZlHEJ5QWCAxSSYDRjx46dMGECuWiYLX777bdbtmz5+eefN2/evGfPntzcXN4bzpgCBtPjsHqHowx1kKc099WWLVsyMjJ2795dW1vb0NDQ0NDQ2NgIL+b58+fk1YIKP3v2DPYdc9O1a9du3ryJgd7z589fv35Nlbl165ZIIkloYlaqqqpikkLnKWcbMqTIEeABCadZnJWzsrIOHz6MVya4jIYijvbv4IuYPHRSHBQdfkjkGFakkACVYlc+L9rS3NzchQsXdu/eXalgEnrxf6oycp936dJlwoQJ169fx6uUQZJfHAi8qqrq+PHjlZWVf/zxR2VlJeaK33///axZs7ATnzlzZkpKCrPzl19+CetMop2w78XOVl9fH/ILY4tUE6oMsmzcZGheRB4pvw7Yk7a2NoghBFkotlgfYMKiq6srsBdFRMn91VDZPggrkqN9+/b6+vrDhg2bOXPm0qVLSWijiGBhQR42SEJwcDCeOwwykFxYWltZWdna2g4bNmzChAkRERE0Gsga8XPA0YodFmOXj4+Ps7Ozk5OTg4ODmZkZzQ7OMmyvkHo4OjriQErjhisFUXDwlXR1dT9osquqqhITEwlboJ1JTU09duwYuw9oMjxmxV1J6ed27dq1Xbt2sQ9zcnKaMmUK3QolhppSVFSE5kDWrrIW4QkMxYOHMOhvVlbW1q1bk5KS4BTFqA7GpZiYGPRN9DUslcBoIP6y3vbw8NDX1582bVpqampaWtpPP/20fv163PwqKyuRHeIUxYabrTZmMbBmEBzz9Kap2bp168GDB8nepjFBFQk1BpdfpqTXr18TX9vY2Hjjxg1mJTw6Hz58yGx148aNWtUh7Qn4C90iaSoC+oKGguOQxltVVQXrp7i4mBEVmVheXt4PP/ygq6srMqI2F7GQUBmXIGjIDpsqI40PqbXHjh07ffp0YWEh5hJ8asKaoVs8evRoWlqajo4OZuMUsjbPbeG5Sunh5927d2/fvn1QUFBdXV1DQ4OwtFhji50gei6Kcnl5eV5e3rZt25YsWTJjxgx8tmNiYqZPnw5HNiQkhAx1iCQmJib4nvCI7tOnT8+ePWWPLsVOTPPE5EFaLU2V/5YQqXV0dBISElauXPntt9/OnTt3+vTpw4YNQyHl7u7u5OTUq1evNpICEUnKsklmKOHstWvXjiCH+fPnL1iwIDo6Go5MUFDQ1KlTJ0+eHB0djQjL3d3dy8sLrAR5AaCqm5sbtqTQ+b766isiCiTcKigoKD4+PiIigt6EaNnIyEiEYODNaFAJZoCYR3Ehx5Y50dLS0tbWluHUzs7OxcVl8ODB1PQPm+zz58/Hx8dTZUBndu7ceerUKYwjeWCK8pgnrWTa4kC+b9++hISE2NhYc3PzuLi4kpISWgP4aaglT5w4Ia4o2F9j1ESQtiQHwIXjwfjrr7/OmDGD7LfIyEhqNpJ22kUQX0Df8ePHSy8D9QbBi66ublJSUm5uLvagOTk5hw8fLi0tBZehGpIDR3b12bNnyWBQ7rMhKEv2bnFx8b1790RyzaxEfXn27NmbN29ev3799u3bd+/evX///vHjx1evXr17925zczPtz7Vr1xhzamtrGZSYkuhc5JyzaaIAcbaZnvg5T3igGbDSgoICukIsIAoLC9fFz3IAACAASURBVNevX29sbIyxgFI9oFTrwZeBkqeuCjORdgZRkrq6+kcffTRixAg8BgsLCyUplE02dG0q8tGjRzds2GBmZqasMl3/XTkloEYbfxn4Mq6uruXl5USDiq6Crba0cjzzTp06tXPnzi1btqxevXrhwoWLFy9OSUkhlmjEiBE+Pj6RkZEIduCzEUbq6+trZmZmb29vaWkJHCNpJ5qamlhkiPaa/kVTZU8hm2xKAztpXV3dqKioKVOmpKamfv/990lJSaGhoVQZFi59+vShVZTTLku9riqLPJmnpLJ36tTJ29tb9Hpg28HBwV5eXsgm3N3dkQtg1gsmwsPYzs7Ozs6OIFq20bhA2Nrauri4hISEhIeHs4GKiYkh7SAoKAhEOTQ0NDw8fMyYMWyU4uLixowZEx0dzZrc29ubCAQvLy8S9WxsbIyNjQmfcnNzc3BwgCjUv39/PT29D5rsc+fOffXVV998883cuXNRGGRlZZWXl7OllqRaLnfASAmcZM+6b9++hQsXTpo0qW/fvsHBwXv27EFhANUNNTYJHgxNiLMLCwsLCgqw2qX35itVhvDJOXPmoMOmxEiqHl0MPg80MsTvQpaR4IiRI0fq6+uPGzfu0qVLXKD/+Mc/2DeB+FJcysrKkBpQd6QpwM4K+3FAByTIRUVFd+7cAffFdhPw5eXLly9evHj9+vXLly+JlGxsbKytrT19+jSo7blz56jRMF8AjJlDmYyqVAfrbYlqQgcPVU8owugSYABJXjDK7EOHDmHOYmVlpa6ywvz7rMT9T9vy9yrTWWH626FDhylTpsCTLioqAmbOzMyEHs1+EKoOZp3u7u74jXdR5UApS4xs1uU/pZfp2rWrubn5oUOH7t27J572EPOwOmJ0unr16unTpzdu3PjNN9/Auvr666/JWpw8eXJiYmJoaKiXlxdYBs54ISEhRKwQDGJjY2NmZgZGI1be3bt3JylF4BihKSvnPk1V9ALVwdDQELnztGnTFi9eHBkZaWlpif0lI0yPHj1khSeAl7pKk91VkWWupF+rqanFxsbOnTuX6DECDIg9Acf19vbGIRCbFOIKiC6gggwcOBAGHVARZCIgKhsbG5ZuBDmAqpAtAwN2woQJZNQgDxw3bhyGwUOHDqUM0cuEhoZGRERQ+2xsbFxcXJAy2Nra2tra9uzZMyQk5AMuEx8fP3v27OTk5BUrVvz00087d+6E1gFVDIUehDG+Ss7k1atXb9++nZWVNWfOnM2bNzs4OAQGBh44cEAcFRAZFBcXo/HBzwVvF4zm5O7FYRcJJQZ6mZmZ5O9MnTo1NjY2IiKCcwouw0obibY4y6Bymjhx4sSJE0nYMzc3HzZs2NmzZ69fvw5jnSnj7NmzxI+IPR0GV/hLweVl484BeZ99065du2pra+H+Pnr06MGDB/hLIPiqq6v7/fffz5w5A/UGTSaL8+vXr//555/Pnz9/8+bNu3fv3r59W19fz6rr/PnzsOwgDUtUE40Mwg5kBxJYTl9DPhx8GSk0Bw8eLC4uRsfERUwRUXqaqCvESnhWtVk/sVoiTFJTU3PVqlV4vvBp8mwQe0OiOKEd5+XlDR06FE/sLqr01TZdTBs5ldy03bp109LS2rJlS0tLCzLR+vp6aOh4KgOrX7t2LTs7e8GCBcuWLVuzZg0httgDc91j5sY4gIAbc9yAgACSEjHl19XVFdc7uhiEBbhVKRsuDYU/jgBJbJ20tbXxBp02bdrKlSuHDh1qaGgIK8/d3d3c3JwOhYKrRNaltemiMDDkhKipqWloaEycOPG7777j5p83b15CQgL0X3QAkMgIKmFD5OPjQ4yJp6cnbr7W1tagRWhEw8PDGXD09fVNTU3RTzBCRkdHf/3113FxceAvWK8MHDgwIiKCBQsLdVAYhkGaRPJSvL294SKSHmdhYWFqatq9e/fhw4d/mJhiY2OTkpJmzJixdu3a9PT0rVu3iru4sBWUNt08Xfn+xo0bOTk5SUlJ6enpkH8yMzO5V+lo4N2D/rLVps05efJkXl6e+EVhvybZKZmZmRs2bGB5sX379lWrVs2ePRtdHA5dFBqmzcTERPGakUBb1ExEzxQUFHCZ4pmAPwtvEr4/5BQwmoqKCtbtYuXNfh2RAbuV/Pz8K1euNDc3P378uKGhgcpFMwKWjAizqqqK/dHt27d58dOnTwFu3r179/Dhw4sXL549exaTGgAXxlJOMrwkZZiBlHiaSoAbTjWr+pycHDrBgoKCLVu22NnZcVdIq/L3dqYNWUZuA4GE27Vrp6urm5mZSWYeJh54fUlcH5g93xQUFEyePJlJTVlllMNRGzmldDrUnaVLl4LL1NfX843kZ8AqOn/+/L59++bOnTt+/Hj2iTExMTiZoRskO9HHxyc0NBS1CoYpX3zxhb6+vomJCb4EUmJEHklWAetqKSVKJUTXrl2lvlAX+vbtS9p0YGAgQbp6enomJiY4e9vY2Mg0JEPr36sMCyyRs7dr1w62F+jS5MmTZ86ciTEVSDZs1aCgIEhxISEhAQEBuJRSRrE3Z8mFdAA2nbW1dd++fdFbMNPRAQE+4Pjp7u6O8R0nkJVuSEjIgAED+JuNjIyoMt7e3l5eXsRsk2nLUObn5+fi4qKlpTVy5Mi//vrro4sXL3711VekHa1Zs4ZrtLCwUEKmr6sOHqFQVCVBpa6uLisra/DgwURneXh47NmzB+4JoC99DWUFrRDU22PHjpEoxJ2MwThdNyArXK/9+/fDW0EYtXbt2ilTpsTFxY1QHePGjZs4cSLRGUiZyDOAm+fu7u7i4rJr1y56b1ZLLIDpZYCBBdiuqakhp6m4uPjw4cOY423YsGHt2rUbN26E5Mr6KTc39+rVqy0tLay0sa1qampqbGxEFdna2gokjO9va2vrkydPnjx5Ily+W7du0bZA6gXZlclUZASAnVQiER/IPEWBAwI7duzYkSNHEEwWFRVt2rRJ1JLKTfbfcZkuqjSyNoWGm6FDhw729vY5OTm1tbV8spiZgo4D2EsqMVVmxYoVmoq0VkazTxX+vjLEKUEKHuOsmW7fvt3Y2Ej7iYDu5s2bFy5cYMl16NAhImJgPCxZsmTBggVwZ6ZNmzZ27Fh0Bt7e3li6+fv7E4fm7u5ub29vampKvhK1g3USB0sl5UwkG27l3MT/SNUwMzMLCwsLDg52c3MjhBuvcgcHh9DQUHt7+zZDq3Ju4lBXV/9U5cLZRZXhaWNjAymMJyuOUwMHDvT19UVFPHz48MjISE9Pz/j4+Dlz5qCcZG5ycXEhxsTCwsLc3Bw3Bg8PDzc3t379+tnb2w8ePHjo0KE+Pj6EXhMp4+fn5+/vz99JfWHIQngN6ItVjZOTE6gQkBDgsa+vb3BwsLOzs7u7OzOUp6fn/PnzP+iY4uLiZs2atXjx4h9//JFlyokTJ2R1SjUhO010fQLKXLt2bf/+/cOGDbOwsNDT0xsyZAhCBNoWMVhgcQNRBdEQVYZVDlGTBMgKQMP+AtLX9u3bjxw5wt1bVVWVnZ39ww8/pKSkMDGxVxJBE1WZ/KbAwEB7e/v09HR+kRMnTtA7KBdMVVVVrJBZlJ49e7asrIyoJrZLmzdv/umnnzZt2sRNxbFjx46ysrK7d++KrS/H/fv3W1tbW1pa8MrjTx88ePDo0aNXr169evVKIBssKaggEpbCJgUaHj+B1CNCBFqec+fOVVdX08tUVlaShQAzACJSYWFhenq6oaFhF5WFuLpCQ6Dk9XZWWeqLoElJDKOX8fb2LioqwqCHjAqqMPssTgs+Hvv378efgfWWso6AvHRXRUq22d3K9NSpU6fw8HD2m+zR8MRAalBSUoIdGuwnfn2MRIjuXrlyZWxsLMsRpidEycHBwXT4bm5upqamokvS1NTU0tKSRFqlFED2TSywKZRK1gy/CPHSrITRfyNrYKns4OAgZ0C5whPMS/Av2XOrq6t36tQJqBX/TQJh3dzcbGxs3NzcQA+ioqKIkWX9hCEBAu6oqCh6FhsbG319fQgv5D3ixx4VFYWXoEQvBQcHgwoHBQXBJ0S8jsews7MzKDJ+gAEBAQg4TE1NAaEg7OFKQ4KKi4tLcHDwihUrPjhyRkdHJycnL1myJDU1ldH61KlTPGNZJClNlSTWVhqcgwcPomEbNGjQ9OnTi4qK8HkoKSmBL4NLLv2LrLdxYGLzioGe0nKcfZPIDjZv3pyVldXQ0PDq1Ss4+7du3aqurt6/f//XX38dFRUlfuOAwfHx8RMnTkxOTh41alS/fv2WLl169erV8+fPl5SUCDGfjTs3MPcwcxNP7OLiYtZMyCCk6sEN2bt376ZNm3bu3Hn58mXeD1vtJ0+ePHr06P79+48ePcJjnOblyZMnL1++fPPmzatXr168eIFDDQIrih1nmzuKsiIdDdqriooKiiM7b3EIPnPmTGlpKZ0FijNQpNzc3LS0NNTAf68yUmhEny1DE7cEi21o75988klUVFRZWRnuGTJUYvclMy9moHxz4MCBfv36ASrL47qbKobpP1UZCk3Hjh0DAgKqqqoAnli9CRolxRdHQeTaMCp5dKWnp0tA/dy5c2fMmDFlypTk5GRkzYGBgQ4ODiYmJkZGRtra2rQqMH3FoYrmRaJpJbqkuyqPjcWTcGfs7OxQSJMugMi7f//+w4cPd3Nz09PTU8pQ2+DrbWCaLiqvwk6dOjk5Ofn7+yMXsLOzI0DWzMxMRJ7MgIQNJCYmEuPBdnns2LF+fn4WFhb29vZWVlbEQlERaEmIXnJwcBg0aBAWn4GBgbB1nZycTE1NLVQHGlRra2sYMZQeV1dXW1tb1KcGBgZaWlpEZXt7e/v5+dna2pqamnp4ePTr12/mzJkfFAbA40uWLElPT4eKVlpaKto/nq6UFaZi5qabN2/iB7x79+6UlJQ5c+bExMQsW7YMiBd8F6yXDBBsXMThBYcEch2Z8IWcQqAtjFucOrdt2/bbb781NTW9f//+xYsXz58/f/r06cuXLx8/flxaWvr1118PGzaMcGImJkwkcEI1NTWdOXMmT8XS0lJWvyC+kj3CgomORmj7eHdCdWOrgrYTnh5U94qKCkYhnPFevnz59OlTuphnquP58+cvXrwAi3n58uXDhw8BGu7cuYPjOgHbVVVVmGxQB8nSbrN+ouG6pDpkhKGzwIcBVl5BQUFqaqqenp4Ir+UKVtYamZXEsldZZUBt2rdvP3XqVEYziiBOPXSjBw8eZGjCoI/UKgBg+hepaLJMUfLQ2pQYqszAgQNra2sBYgT9BR9khOeH7N0goJeUlIC4ceGVl5fTau3YsSM9Pf3bb78dO3asGPGDZaBg+lxxKEWSNDvssykolBjsrEQw2atXr7CwsLFjx8LEZ/WDb4uPj4+pqemnn36q9jd7sDZVpg0kj5e7t7c3ix4Wxr6+vjhUOTo6Ao5g8U369cSJExMSEhBVYL7p6emJBwWTo6+vL3oCFk/QhfT19f39/VECUiVh91pYWOCVgSVwaGios7Mz7hYBAQFE9IKgW1paGhsb6+joGBoassO2tbU1MDCwtrb28vKysLBITk7+66+/Pjp9+nRwcHBiYuKyZcvS09OBIUpKSvDiZF0qGKQYcUrE6s2bN9PS0nx8fExMTAwNDZcsWcJ6mKU1cxMPW0m2RUMMl5+kZ56H3B5UGQYopAZivHD16tV3797h1cIA8vLly4sXLxYVFa1fvz4uLg44HVujadOmzZo1KzIy0s/PLzU1FUSjoqJCtsVC6mGNDfDBUICQkhKJcoduC8YgdJ6cnJytW7fm5eVhN4PjDPRfhiZovtDwnj17Ri/z559/1tfXX7p0qb6+/sGDBwDknGHc/ERXVVNTQ2vDlERNEb4Mvw6KJ1by6JURZLNjEueHT1VJTMreQXlZq6uSmLjiO3fuLMlKRNMuX76c+5k2ClSLRF2WTYBBYpdRWFiYnJwMnUT+lS6qKOj/pcpoaGh06NDB3d39/PnzJPbBmmELgf80HTTuM1ATqqqqEMphuixDPVaEp06dOnTo0NatW8mr9/LyAnQwNDTEw4F60aNHD9oZCo2Ojg4lRnRMVBleLy45Ojo606ZNS05OHjlyJMb9sbGxzs7OZmZmrq6udnZ2UPL+j1VGznnHjh2DgoLGjh0Ljy4lJQW7+8jISLbRHh4eoaGhLJWHDBmCoPHLL79cuHAhy3s2XDY2NswyXl5ecXFxRCDIit3W1jYwMHDy5MnTp0+fMmXK0KFDwTFxonF1dWUogxZgZWUFzS8wMJAISjKeaJQwtendu7euri4rNicnJy0trcTExA8TU3h4+KRJk5YsWbJu3brt27enpaWdPHmSRwcba1EM83nzYBEnt9TUVAcHB21tbRMTk9WrV5M3xAaHgkJsAOFqRCDBx4NIBpoAMwW8gwcyJYZ4AyapmpoaKgsCaKBBUu7v3Llz/vz5devWTZgwgTxwFmejR49euXIliyQy7bl1xTOhoqICjAM+Cy9jdKquri4vL0dyhSCbt4c1J7unffv21dfX//nnny0tLaiZnj59ygCF7IARiYnp5cuXt27dQmV669atZ8+eXbp06fTp0zQIbHBKS0vpsHgDVVVVEJSgAotyUjyDEVtCmcHoj3N77NixVatW9enTR0OVTi03s5IBDBdGrvI2VUZdXf3jjz/u0aPHhg0bSBTg7EHUrKioIJsYdSslhvp7/PjxtWvX9urVSzom5T5bqMCyc2lTZVxcXC5cuAAxT2xJCSBsbGwU8ReO9/jpVVZWVlZWXrlyhRmKzOW6ujrW3hcuXDh58mRWVtb3339P3oi3t7e2tnaPHj169eqFFQPTXM+ePbW1tbW1tSXQVskAVtr99ujRQ11dXVdXlwgBSoy/vz97LtY6zs7OvXv3li7yP1UZJUcG6PfTTz8dNGgQtgyjRo1avHjxokWLZs2aNX78+IEDB+IuSmZbWFgY3joYd7LwhrYXHBzs7u7u7OxMsAwQD34XgL7Ya+KiTQK9n58fBriIITEYB3VmgxweHj5+/Hh/f3+sauzs7NDxWFtb29vb4/hFxdHT01NTU/vgLl5dXR0bGztz5sxFixalpqaifysrK2ONLaoZCo0EGPBHtDPr1q1zdHTU19e3tbXdsGGDdAc0NUC/LJioNQUFBfA70E8KOkPLwDoJ2SQsOAxoDh06VFdXR7PQ3NwM+xOtw61btxoaGpqbm2/fvn3mzJlt27alpKR89dVXy5cvz8nJKSwsFLwD/culS5eQ/4j5A1+VGA08YOQRMjRBdd26devGjRvBpLds2VJVVXX//v179+5RaEBh7t+//+zZs7dv3wIkyV6prq6O5JOWlpY3b95cvXo1Pz+f2gev+ty5c0L5FSm2uHOCR7DMFmIkfRAjDM44RN8uW7aMKiObY3WFozUjUidVwJu6Sn6txCYxr9LR0dm9e/eVK1eUo1xtbS0fcX5+PmoDDhJaioqK9uzZY2VlpbyLpJrImCYjmxDtNTU1O3Xq5OjoePbs2cbGRmE51dfXYz4t/vbyzJP4Ta5YmbNogsSY/eLFiyUlJampqZhC2dnZgbOIwyblg7mJQgNhj3aG18g3GqoEq379+iUnJ0dGRiIvdHFxiYiI8PPzY/VrZWXVp0+frl270i4pOzvlLo9ekpOvrq7erl277t27k+ERGho6efLkZcuW/fzzz4sWLaIZ6d+/P6xibHTY+Hh6evr7+4eHhzMZRUdHI4zG6jwgIADoFzs7PKgAVsLCwoYMGYLwGJJRTEwMWgFfX1/apaCgIHTbQUFBiYmJISEhUH6NjIzw4jQzM7OxsUHA4ebmZmtr+9lnn7Vv3/7LL7/8wP0dNWoU1uLp6el79+4tLi4GKeDjUTLx+Aj5dNk9Xb58OSMjg/7TwsJiw4YNDO3E1JeVlclggv1lfn7+vn370CUyQEHPQzYJSS8nJ4euAZIe1K9jx441NTXhzILzbkNDQ0tLC5cd62TCSRobG3///fcjR45UVla2tLTcvXv31q1bGHqfPXtWRM/KfEiwVUFVSVaBuQ/kQdVDOI5sEifgn3/++eDBg4AywL14ygAAo4qkyrx9+/bx48dA5o2NjY8ePXrz5s2dO3fKysrYobBKB2uHkifCVIopnSPPaj4UCv0ff/zBAp64KxY9+fn5CxcuJE9SSSqF7iFAibrKZZamhm8Er6XKWFpaHjp0iNJMNaT8iUozOztblGiMTiQ6+Pn5sSbv+u+HbKz/xyrTuXNnOzu7kpKSe/fukdKDL6dgvZInI2IulC6ANdD2+J5rFUJARUUFGqukpKSgoCBbW1vxo5ID2EXiCpiV+CFlgolJDCK6desWEBCwbt26cePG+fr64vMQGBiIn7m7uzsrbYG62yywldCvssqQjjJq1Ch0M/Pnz09LS+MJl5KSMnz4cPoIBwcHc3NzMzMznPEQEPn7+7NFwjXd39/fzc2N1TI1BSsspjlQXhr/oUOHjhw5curUqRjlwHwJDg5GogGsg78M2iVbW1t9fX1tbW1dXV0jIyNDQ0MimZydnW1tba2trYG94+PjP/Bl4uPjqTI///zz0aNHKTEShyJVRow4hTJDJ5+ZmRkVFWVoaGhqapqRkYHBJbZVp06dEu9LDjwKioqKgGzAhgsKCsAUMI4iKxZ1DKjwjh07KisraQf+/PPPZ8+evXr16uHDh6QdNTY2Njc3Nzc3Y0nH5EIBIkAWoOT3338vLy9XOkLBXaYDF8hDHKQk2+DIkSP79++neaG3QgmxYcOGbdu2bd269fr163Qr4C8vXryg4oDIPHv27PXr1+/fv3/06FF9fb28q2fPnrW0tEhYCg0XRZBOjSpD88INw+eCtTvbFqJgWELhMgMuc/z48YULF/bs2VOJy6ipwtg6d+7cXZXyIXnY5EkqgWE1NTWMOEtLS4m1pIsBgcZ1kKGJoRL6L5j90aNHU1JSNBXZ2EJOU1a9v1cZNTU1CwuLw4cP37p1i5aNuYnnnPBCL168yCICWJp6xJUJCZuzRL54SUnJzp07N2zYsGTJEvYvZmZmGhoaUl+oGtQXLcWhrDLQZ1g5wQzu2bPn7Nmz09LSYLW4u7vjAUq4JdYHnEZlEPD/yIFsU3GwRho3bhw2OikpKXCCEhISyFqztrZ2cHDAcxf9t6WlJdXE1dWV3DVPT09if8mENDY2hqTXv39/Nzc3IyMjKTrh4eEBAQFRUVFTp06NjIwMDg4GIB88eDCuYE5OTlQrWL8kq/j6+tLFUFYcHBzwBtPT0zMwMNDX19fR0ZkxY8YH7i9uhuQxFRQUIAjmoQEpho/24sWLssZWKg/WrVsXGhqqr69vbm6+fft2FjSUGAAahEuQ9Nhw08VQg9hwQ8YHrGFdAiMOE5Nff/21trb21atX3JwvX7589erV06dPW1tbqSBYQz1//lwKTVNTU0NDA+ue1tbWK1eulJaWnjlzhruXbfHVq1dBE0WmyEQA8ko7A+SBF8S+fftyc3PJTqG7+e233zZv3pydnY0DHvgLUqbnz59j2Ym46c2bN48ePbp3755Y0rS2tjY1NUnbwm0jMjGpPjSVoAzsdDEMJmKF249k3tzc3MOHDx85ciQ3N/fEiRNz586Fs6/x7/4ynTp10tDQ+Pzzz2WFJKslJU9MXaUMjouLI6KXPTolGGjm3LlzZWVl+fn5ubm5aDXBZbAx27Vrl6WlpfjmKQvN/15lDA0N9+7de+3aNTAgWhXgFdZwQowWFTsjPOeQWkOLR4eYl5e3devW1NTU0aNH+/r6Dh482MrKqkuXLkKHUVYZCg1fpcERUwi+wfvKzMxs+/btqampLGJwpwY6Jc5VV1eXwVNp39PGlrCzyn9TWXSsra2ZmBISEpKTk4FaUCThLOHk5AQ0wy7J2dnZ1NTU0dHRw8PD1dWV/ZGPj09AQAAMYLY//A2EJSE+6N+/v7PqcHNzI9CVEE623YMHDx40aJCzszObbDc3N0dHR+h/5ET7+/u7u7tbWloGBgbClAHbMjY2NjMzmzNnzocqIzbdy5cvP3nyJH274DIizGPHAXNBSZz56aef/Pz8MG3ftWtXZWUlcG9ZWRnAB5saiSKBPkOPU1ZWhmgbUwjitHHezcnJIXMSHvCVK1fev39PfXn79u3z588hv6GNRqwonQ79C3zcxsbGS5cusXaFvy8cPDHNEScXHtfwg4TAglCbQBJWTpjmQZKmD//jjz/evn1LR0OJefr0KWMUBzyahoYGmexaWlogGYqE8rIqQBKvAwm0FRET+yZKv4yxV69era6uppRTZegWZ86cCT9V+DJyTXdReYlzAyihASU0wzF37lzaK/EPFadE0lpKS0tRURGlgCIc1H/kyJEdO3bU1NRU//fA1v+lynTp0oVIJlw4aUYoxMxoQtJrAxrSdNPxMfwCV5WUlOAxsnPnzvnz50+aNGnRokX+/v7dunXr8e+HdC5smqgyQDPCoOFNEhdpaWmJlW1iYiIB9ZMnT46IiABYNTAwgGgD+N2GYK08BGtnwdS5c2dPT8/hw4eTJZCUlBQXF0c0LU5UxEgx44SEhGBDhcocU3EXFxdTU1Owmy+++ILVMugvDN3g4ODQ0NARI0a4u7ubmZlZW1tbW1v37t3b3t5+5MiRwcHBZF3JrATTd+jQoQEBATRQDg4OLi4uDg4OgwcPpnWKiooiUJhnmIGBQe/evT9sss+ePYv0OyoqKj09HUsEPi2xbhOvWZ4Vsl2il1m/fr2Dg0Pv3r1tbW1/+eWX06dPnzhxAo4MSDBjEWGvuAeAhrDw5jUSYIJ9CZsLGDRkyNbV1f33f//3u3fvXrx48f79+1evXgkt5fnz5+CsIK/0O0+fPmVoOnfuHH4oR44ckSYFhpv4FtOm8cCka6CAcr3W1NTQznAbCwyxY8eOgwcPco8dOHCgtbWVjdKLFy/kXwe8BC+4e/cuJKNm1VFfX4+KirPKqrhOFVNLveOxLDAEYx1nK6DgzQAAFk1JREFUXox+YPdhy4CR+7Fjx1JSUpiY/s5tp3wINUbsZqXQ8JNPPvmkS5cuP/zwg9ibcw0wiTAvo9gqLi7mwQCZKDc3Ny8vr7y8fPbs2ZI2KRiwVBapOMoq07Vr1969e69fvx5v0ytXrggFkX9XWjwJIJTtPhWHbyiLrLGzs7NPnjx55MiRjIyMDRs2ZGRkhIeHd+3aVZmvBEwjJQbrGakyssbW0NCgJFFlQkNDg4ODp02bNmPGjNjYWFAMrCpx4RQZJIc0lW2qjOA17du319TUTEhIAHCNioqaNm0a+ZAxMTE4/vn4+KBpwiXT1dXVy8sLI/H+/fszIsGRQ4Xk6OiI9ZSfn19YWBjeTBh34s9gbW3t4+NDukNUVBQKQYIl6YwcHR3ZVYWGhqJacnJysrOzwznYycnJ2dl5zJgx48aNGzRoEGs1TU1NmFYf0F+cKRITE3fv3o1NARw87jHc5LiYxD+JKsOCIy0tzcTEpFevXoaGht999x24L0lvIMG47WIBQa2hxxYDPSYp0VgePXqUCyItLQ2/8czMTKrMP//5T9ZM3MnCqcU1CsIe7JXW1tbr16+XlZXRDf36668FBQU84qDeCZWWOxk7O6Vii5PApIDxOHGxNDXoA3fv3l1cXFxbW0vs1IMHD5ARwM1D2QQYeefOncbGRuIlmZtaWlpu3LhBjZOuSpRNlBjAF2oKQKY4AVN6uNkuX74MSoJgEj+duXPn9urVS0AQIfsrxyIRNKqpeMACImCR17dv319++UVpYyalmVkGEmNubi6UaCxmsDovLS0dPXr0xx9/DOSsoTiUamwNlZGVuB9oamquXr26ubn5zp07yjlIAEFOC1iM7ChYeHN98rTgA0X9hM7r119/xfBwwIABGhoarKjZLimrjFDylLgMf8q4RJUxMDBwdXX19/dPTk6eOnVqeHg4xisESxobG1NJla4Oair1hvJTUC6227Vrp6WlhT1bXFxcXFwcXhbjxo2bMmXK8OHDiWEaNGgQ6kdi24YNGzZq1Cjc8MgqwKl30KBBSAdwAiddMzg4eMiQIVOmTImPj/fw8Bg8eHBYWBje4F5eXgS5SSKKra0tix0XFxfESk5OTjY2Nubm5tjK8Muit5wwYUJ4eLi+vr6mpiY7pg+9zLFjx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<br />
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>A primeira imagem representa um
anônimo brasileiro. A segunda imagem foi retirada de uma manifestação de jovens
no Tennessee nos Estados Unidos em 1958. Sobre as imagens, responda:</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">a) O motivo do protesto do cartaz acima</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">b) O nome de um líder americano que lutou pela igualdade de direitos
entre brancos e negros.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">c) Pesquise dois grupos sociais no Brasil atual que sofrem o processo de
desumanização.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 10:</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Leia o discurso do atual
presidente dos Estados Unidos Donald Trump e responda:</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">"Quando o México manda seu povo
aos Estados Unidos, eles mandam pessoas que têm um monte de problemas e trazem
estes problemas para nós. Eles trazem as drogas, trazem o crime, são
estupradores. E alguns deles, eu confesso, são boas pessoas. Eu iria construir
um muro. E ninguém mais entraria ilegalmente. Eu faria o México pagar por
isso."</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
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<span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Em sua opinião, o presidente Trump cometeu uma desumanização com os
mexicanos? Justifique.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Questão 11</span></b><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: Em sua opinião, o que deveríamos
fazer no Brasil para diminuir a desumanização?</span></div>
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<br />
<div class="MsoNormal" style="text-align: justify;">
Trabalho sobre o filme: “O
expresso do amanhã”<span style="mso-spacerun: yes;"> </span>Professor:
Sanger Nogueira</div>
<div class="MsoNormal" style="text-align: justify;">
Aluno(a):</div>
<div class="MsoNormal" style="text-align: justify;">
Tema central do filme: é possível
voltarmos para uma forma de sociedade estamental? </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 1</b>: Os membros dos vagões superiores promovem uma visita ao
último vagão. Eles buscam uma criança com medidas específicas. Ocorre uma
revolta no vagão e uma pessoa é escolhida para sofrer a punição. Qual a punição
que eles estabelecem para o revoltoso?</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 2</b>: Um membro dos vagões superiores (Ministra Manson) é
atacada com um sapato. A ministra aproveita para fazer um discurso de
convencimento aos moradores do último vagão. Segundo o discurso, o que
representava, simbolicamente, o sapato arremessado sobre os superiores?</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 3:</b> Leia o trecho retirado do discurso do membro do vagão
superior (Ministra Manson) e responda as perguntas:</div>
<div class="MsoNormal" style="text-align: justify;">
<i style="mso-bidi-font-style: normal;">“Cada um de nós tem que ocupar a posição que está predestinado. Vocês
usariam um sapato na cabeça? Claro que não usariam! O lugar do sapato não é na
cabeça. O sapato é para o seu pé. Um chapéu é para a cabeça. Eu sou um chapéu e
vocês são os sapatos.”</i></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span>A
fala do membro da classe privilegiada é caracterizada por quais valores:
Liberdade, Igualdade ou Hierarquia? Justifique.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Utilizando
da metáfora do chapéu e do sapato, escreva quais grupos da sociedade estamental
da Idade Média estariam caracterizados como sendo o chapéu e como sendo o
sapato.</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Algumas
pessoas argumentam que a nossa sociedade atual aboliu a diferença entre chapéus
e sapatos por uma igualdade de direitos. Outras pessoas afirmam o oposto: que
pessoas ainda são vistas como chapéus e outras como sapatos. Em sua opinião,
qual grupo de pessoas está com a razão? Justifique.</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 4:</b> O filme aborda a explicação que a sociedade dividida em
primeira classe, segunda classe e parasitas foram estabelecidas para manter a
ordem da Máquina sagrada. Durante a Idade Média, havia um argumento que
explicava a origem da sociedade estamental. Escreva qual era a explicação da
Idade Média.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 5</b>: Curtis e seus amigos do último vagão passam de vagão em
vagão para chegar até o criador da locomotiva.<span style="mso-spacerun: yes;">
</span>Um vagão específico simula uma sala de aula. Escreva qual era o objetivo
da escola dentro da locomotiva.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 6</b>: Curtis se encontra com o dono da locomotiva (Wilford). O
membro da primeira classe explica que as mortes são necessárias para manter o
equilíbrio entre a população do trem e a quantidade de alimentos produzidos. O
pensamento de Wilford se encaixa em no pensamento de qual autor abaixo:</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Mussolini:
“Tudo no Estado, nada contra o Estado, nada fora do Estado”</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Karl
Marx: “Os proletários não tem nada a perder, exceto os seus grilhões”</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Nelson
Mandela: Ninguém nasce odiando outra pessoa pela cor de sua pele, por sua
origem ou ainda por sua religião. Para odiar, as pessoas precisam aprender, e
se podem aprender a odiar, elas podem ser ensinadas a amar.</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Thomas
Malthus: População, quando não controlada, cresce em razão geométrica. Recursos
de subsistência crescem, apenas, em razão aritmética.</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 7: </b>Escreva qual é a proposta que Wilford faz para Curtis.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 8</b>: É explicado, na parte final do filme, o motivo de
selecionar crianças de 5 anos do último vagão. Explique qual era o objetivo.</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
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Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-86167589689456958462016-01-03T05:42:00.000-08:002016-01-03T05:42:30.866-08:00O menino da internet: a história de Aaron Swartz<!--[if gte mso 9]><xml>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLwCt4b2wHinG24lbnJyi-49h9M9Gk3FgE-5LpUdQOxVEtb46PGWpSBvC-MZePv6QHcOVOeAE9dK55UODoMluVqv5z4FWG0C4A3ynRFi9_N5t5cTqFVYmlwVL6BPSpSIo6o8x7j0k_Ans9/s1600/2014_08_filme_internet_boy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLwCt4b2wHinG24lbnJyi-49h9M9Gk3FgE-5LpUdQOxVEtb46PGWpSBvC-MZePv6QHcOVOeAE9dK55UODoMluVqv5z4FWG0C4A3ynRFi9_N5t5cTqFVYmlwVL6BPSpSIo6o8x7j0k_Ans9/s320/2014_08_filme_internet_boy.jpg" width="320" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
Excelente documentário sobre a
vida de Aaron Swartz. O caso ocorreu depois do vazamento de dados de Julian
Assange do Wikileaks e antes das denúncias de Edward Snowden acerca da
vigilância dos americanos na internet. A obra retrata toda a curta vida do
personagem. A história é bem conhecida para os familiarizados com os gênios da
informática: um adolescente com altas habilidades no mundo da informática cria
um programa que gera muita atenção, uma empresa grande gosta do programa e o
compra. Nasce um novo garoto milionário.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Ocorre que houve uma transformação
aqui: Aaron começa a discutir transparência e liberdade no mundo da internet. É
aqui que os caminhos dele e de outros mestres da informática se separam.
Participando do movimento ocuppy, Aaron começa a denunciar os entraves para se
ter um real compartilhamento do conhecimento pela rede. Um dos seus alvos, que
se transformou em seu algoz, foi o sistema de pagamento para a leitura de
artigos acadêmicos das universidades<span style="mso-spacerun: yes;">
</span>americanas e de grandes editoras.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Pratica muito comum nos Estados
Unidos, é preciso pagar para se ter acesso online às principais revistas
acadêmicas. Como aluno do MIT, Aaron elaborou um programa que possibilitava
fazer downloads dos artigos sem a necessidade de pagamento. Aaron conseguiu
fazer o download de uma quantidade imensa de artigos. Entretanto, as editoras
entraram com um processo contra ele.<span style="mso-spacerun: yes;">
</span>Temos o começo do fim.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Aaron é indiciado pela pratica de
13 crimes cujo somatório da pena daria 35 anos de prisão. O caso chamou atenção
pelo tamanho da pena. Para os entrevistados do documentário, o caso Aaron Swartz
foi usado como “exemplo”. Era preciso punição exemplar para quem tentava roubar
informações de instituições. Para o governo americano, Aaron tinha se tornado
uma espécie de Julien Assange dentro do seu território. O aumento da militância
do garoto em movimentos sociais que defendiam uma revisão na lei dos direitos
autorais, na maior transparência do governo e o fim da cobrança pelo acesso
online aos artigos acadêmicos fez com que ele fosse visto como um conspirador e
antiamericano pelo governo.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Aaron Scwartz não aguentou a
tamanha pressão do governo e se matou em 2013. O mundo da informática e dos
movimentos sociais choraram a perda de um garoto genial. Atualmente, o governo
americano acha que o processo contra Aaron poderia ter sido conduzido de uma
forma diferente. <span style="mso-spacerun: yes;"> </span>Assange, Swartz, Snowden.
É impressionante como a área da informática está fornecendo os contestadores do
século XXI. <span style="mso-spacerun: yes;"> </span>Nota 10</div>
Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-28224651147003083792015-12-11T07:14:00.000-08:002015-12-11T07:14:01.462-08:00Como a música ficou grátis: livro excelente<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Um
dos melhores livros que eu li em 2015. O livro “Como a música ficou grátis” de
Stephen Witt. Aborda diversos temas: o surgimento do mp3, os grupos de
pirataria organizada da internet. Dividindo a história em capítulos com diferentes
personagens da indústria, o autor analisa as transformações da passagem do lp
ao cd (momento de lucro extremo), como a popularização do mp3 e da pirataria
dizimou os lucros da indústria e, por fim, como o Steve Jobs “salvou” (apesar
da era de ouro do lucro ter ficado para trás) a indústria com a criação do
itunes. Várias perguntas são respondidas sobre o mercado de música (jabá,
exploração dos funcionários, a relação entre artista e gravadora). Momento curiosidade:
No auge da indústria musical, anos 2000, o custo de produção do CD tinha caído
para 1 dolar americano. O preço base de venda de CD nos Estados Unidos era de
16 dólares. Nunca se tinha tanto dinheiro até o aparecimento do mp3. </span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg67G8IuHrFzHK7PIuCXPZcCxzfeRiEknt6iEZRlJE8YCuA0_XUaWGiB0w9yfXnpuul7o-pJSEuX3es3tGrcu9B_sGWHSsAySvEcTaBs6Y-9qLnwZe_fxH9SIg0BU4cv9WH8NuK-JY1u-Zk/s1600/90835859.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg67G8IuHrFzHK7PIuCXPZcCxzfeRiEknt6iEZRlJE8YCuA0_XUaWGiB0w9yfXnpuul7o-pJSEuX3es3tGrcu9B_sGWHSsAySvEcTaBs6Y-9qLnwZe_fxH9SIg0BU4cv9WH8NuK-JY1u-Zk/s320/90835859.jpg" width="222" /></a><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Citando a
página 66<i style="mso-bidi-font-style: normal;">: Em vez disso, o mp3 reproduzia
música de CD com uma fidelidade quase perfeita a 1/12 do tamanho original. Adar
ficou impressionado. Parecia uma maravilha que ia além da compreensão técnica.
Um álbum inteiro com apenas 40 megabytes! Esqueça qualquer planejamento para o
futuro — seria possível implementar a jukebox digital imediatamente! “Tem noção
do que fez?”, Adar perguntou a Brandenburg [criador do mp3] depois do primeiro
encontro dos dois. “Você matou a indústria fonográfica!”</i></span>Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-24838846202876921882015-11-02T11:48:00.001-08:002021-06-09T04:10:37.720-07:00X-men: Deus ama, o homem mata. Trabalho de História sobre intolerância e direitos<!--[if gte mso 9]><xml>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaU-tKjBsnjQuvdCsSM1nPnwaeDrw50GGrHJ8wgDOmmNbSk5D8ZzGyyPfRvTqfE0bXXLOKona5DPJmjYpwUv8mbXw0m6Ov7QmwFnJvxksjc8N1vEa_vfBrwy_M4cmmLCIy1qyJ18vJh3Q-/s1600/XmenDeusAma.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaU-tKjBsnjQuvdCsSM1nPnwaeDrw50GGrHJ8wgDOmmNbSk5D8ZzGyyPfRvTqfE0bXXLOKona5DPJmjYpwUv8mbXw0m6Ov7QmwFnJvxksjc8N1vEa_vfBrwy_M4cmmLCIy1qyJ18vJh3Q-/s320/XmenDeusAma.jpg" width="240" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Trabalho de História</span></b><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">: Intolerância e
direitos com base no quadrinho: X-men: Deus ama, o homem mata. Professor:
Sanger Amaral Alves Nogueira<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span>Aluno(a):</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Ler online: <a href="http://issuu.com/lasquei/docs/graphic_novel__01_x-men">http://issuu.com/lasquei/docs/graphic_novel__01_x-men</a></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Questão 1</span></b><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">: Dentro do universo Marvel,
o uso do termo “mutunas” é um termo pejorativo para se referir aos mutantes.
Infelizmente, termos preconceituosos são utilizados em nossa sociedade atual.
Cite dois termos que utilizamos de forma pejorativa para designar grupos
sociais.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Questão 2</span></b><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">:Dentro do primeiro
capítulo,<span style="mso-spacerun: yes;"> </span>ocorre o debate televisivo
entre Charles Xavier (mentor dos XMen) e William Styker. <span style="mso-spacerun: yes;"> </span>Qual o argumento utilizado por Styker para
convencer a população a ter medo dos mutantes?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Questão 3</span></b><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">: O medo da supremacia
mutante marca o discurso de Styker e de seus seguidores. Assim como ocorre nos
quadrinhos, o discurso do medo é utilizado em nossa sociedade como forma de não
garantir a igualdade de direitos entre os diferentes grupos sociais. Pesquise e
escreva a reivindicação de um grupo social brasileiro na atualidade.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;"> <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Questão
4</b>: No capítulo 3 é revelado como William Stryker se tornou um líder religioso
anti-mutante. Escreva como isso ocorreu.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Questão 5:</span></b><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;"> Magneto salva
Ciclope e Tempestade das mãos do grupo anti-mutante. Ele divulga então os seus
objetivos para o mundo. Sobre o diálogo entre Ciclope e Magneto, responda as
perguntas:</span></div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -18pt;">
<span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">a)<span style="font: 7pt "Times New Roman";"> a) </span></span></span><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Qual é o plano de Magneto para
o mundo?</span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;">
<span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">b)<span style="font: 7pt "Times New Roman";"> b) </span></span></span><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Qual é a avaliação de
Ciclope sobre o plano de magneto?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Questão 6</span></b><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">: Durante o quarto capítulo
da história<b style="mso-bidi-font-weight: normal;">,</b> os x-men conseguem
libertar o professor Xavier de sua hipnose. Contudo, ainda faltava combater o
reverendo Stryker. Os xmen aparecem na pregação do líder religioso.</span></div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -18pt;">
<span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">a)<span style="font: 7pt "Times New Roman";"> a) </span></span></span><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Ciclope acusa o reverendo de
estar provocando o aumento da violência entre as pessoas. Como Stryker rebate o
argumento de Ciclope?</span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;">
<span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">b)<span style="font: 7pt "Times New Roman";"> b) </span></span></span><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Qual a explicação do
policial para impedir o assassinato da mutante pelo reverendo Stryker?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">Questão 7</span></b><span face=""Arial","sans-serif"" style="line-height: 115%; mso-bidi-font-size: 12.0pt;">: Leia a reprodução de uma
fala do líder político Marco Feliciano (Partido Social Cristão/São Paulo) e a
fala do reverendo Stryker do quadrinho e responda a pergunta:</span></div>
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span face=""Arial","sans-serif"" style="font-size: 11pt; mso-bidi-font-size: 12.0pt;">Primeira
Citação</span></b><a href="https://www.blogger.com/blogger.g?blogID=4533900880809857708#_edn1" name="_ednref1" style="mso-endnote-id: edn1;" title=""><span class="MsoEndnoteReference"><span face=""Arial","sans-serif"" style="font-size: 11pt; mso-bidi-font-size: 12.0pt;"><span style="mso-special-character: footnote;"><span class="MsoEndnoteReference"><span face=""Arial","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">[i]</span></span></span></span></span></a><span face=""Arial","sans-serif"" style="font-size: 11pt; mso-bidi-font-size: 12.0pt;">
do Marco Feliciano: “<i style="mso-bidi-font-style: normal;">No Gênesis, a </i><em><span face=""Arial","sans-serif"" style="font-style: normal; mso-bidi-font-style: italic;">Bíblia</span></em><i style="mso-bidi-font-style: normal;"> conta que Noé,
quando saiu da Arca, embebedou-se e ficou nu. O filho mais novo dele, Cam, riu
do pai e contou o que havia visto aos dois irmãos. Quando Noé soube da
história, em vez de puxar a orelha dele, lançou uma maldição sobre o filho de
Cam, Canaã. Disse que Canaã seria escravo. Os africanos descendem de ancestral
amaldiçoado por Noé”</i></span></div>
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span face=""Arial","sans-serif"" style="font-size: 11pt; mso-bidi-font-size: 12.0pt;">Segunda
citação</span></b><span face=""Arial","sans-serif"" style="font-size: 11pt; mso-bidi-font-size: 12.0pt;"> do Reverendo Stryker: <i style="mso-bidi-font-style: normal;">“Nós somos seres de criação Divina. No entanto, há em nosso meio
aqueles cuja existência é uma afronta a essa Divindade. Deus Criou a raça
humana! A bíblia não faz menção à mutantes... Nós somos como Deus nos fez!
Qualquer desvio deste templo sagrado... qualquer mutação... Não pode vir do
céu, mas do Inferno!</i><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Pergunta:</b> Tanto a primeira como a
segunda citação utilizam um argumento para explicar a discriminação que negros
africanos e mutantes sofrem em cada sociedade. Identifique qual o tipo de
argumento.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span face=""Arial","sans-serif"">Questão 8</span></b><span face=""Arial","sans-serif"" style="font-size: 11pt; mso-bidi-font-size: 12.0pt;">:
A história dos X-men gira em torno da posição de Charles Xavier (líder dos
X-men) e Magneto. O primeiro defende que é possível uma convivência harmoniosa
entre todas as pessoas (mutantes ou não). Já Magneto, não acredita em uma
convivência pacífica. A disputa luta entre mutantes e humanos sobre o controle
da sociedade é inevitável. Qual posição você concorda? Justifique. </span></div>
<div style="mso-element: endnote-list;">
<div style="text-align: justify;">
<br clear="all" /></div>
<hr size="1" style="margin-left: 0px; margin-right: 0px;" width="33%" />
<div id="edn1" style="mso-element: endnote;">
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<a href="https://www.blogger.com/blogger.g?blogID=4533900880809857708#_ednref1" name="_edn1" style="mso-endnote-id: edn1;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><span class="MsoEndnoteReference"><span face=""Calibri","sans-serif"" style="font-size: 10pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[i]</span></span></span></span></a> http://veja.abril.com.br/blog/ricardo-setti/politica-cia/veja-entrevistou-o-controvertido-deputado-pastor-marco-feliciano-leia-e-chegue-as-suas-proprias-conclusoes/</div>
</div>
</div>
Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-27483061401305759402015-08-19T18:07:00.001-07:002021-08-25T04:29:08.157-07:00Trabalho de História: Meritocracia e competição no filme: "Whiplash: em busca da perfeição"<div class="separator" style="clear: both; text-align: center;">
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<br />
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Professor</b>: Sanger Amaral Alves Nogueira</div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Aluno (a)</b>:</div>
<div class="MsoNormal" style="text-align: justify;">
História inicial do filme: o
jovem Andrew Newman estuda na melhor escola de música dos Estados Unidos. O
objetivo de Newman é desenvolver ao máximo o seu talento com a bateria. Ele
encontra então o professor Terence Flecther (considerado o melhor professor de
música da escola). Flecther estabelece um método de aprendizado radical com o
seu aprendiz com consequências imprevisíveis.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 1</b>: O filme apresenta o seu protagonista: Andrew Newman. Um
adolescente que deseja conseguir uma vaga no grupo musical liderado pelo
professor Flecther. Escreva qual é o objetivo de vida do aluno e qual motivo
leva o professor Flecther a convidá-lo para a sua banda?</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 2</b>: Já inserido na principal banda da escola, Andrew se
depara com o método controverso de ensino que o professor Flecther impõe ao
seus alunos. O professor deseja estimular a competição ou a cooperação entre os
seus alunos? Cite uma cena que justifique sua resposta.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 3</b>: Na competição de Jazz de Overbrook, o professor coloca
Andrew Newman como baterista principal da banda em substituição do baterista
Turner.<span style="mso-spacerun: yes;"> </span>Ele justifica o ato dizendo que
Newman tinha um talento que Turner não possuía. Escreva qual era esse talento. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 4:</b> Para conseguir seu objetivo, Newman está disposto a
fazer sacrifícios em sua vida particular. Cite duas coisas que o protagonista
faz para se dedicar aos estudos de bateria.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 5</b>: O relacionamento entre Andrew Newman e o professor Flecther
é cada vez mais polêmico. Segundo o pai de Andrew (Jim Newman), o protagonista
deve denunciar o professor pelo seu método de ensino autoritário?</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 6</b>: O primeiro encontro entre Andrew Newman e o professor
Flecther após o incidente ocorre em uma bar dedicado ao jazz. Na conversa entre
os dois, o professor explica o seu método de ensino ao aluno. Segundo ele, qual
era seu objetivo como professor de música?</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 7</b>: Veja os seguintes ditados populares e marque a opção que
representa o pensamento do professor Flecther:</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a)<span style="font: 7pt "Times New Roman";"> </span></span></span>A
palavra é de prata, o silêncio é de ouro.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b)<span style="font: 7pt "Times New Roman";"> </span></span></span>A
voz do povo é a voz de Deus.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c)<span style="font: 7pt "Times New Roman";"> </span></span></span>Mar
calmo nunca fez bom marinheiro</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d)<span style="font: 7pt "Times New Roman";"> </span></span></span>Deixe
como estar para ver como é que fica.</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 8:</b> Segundo o professor, o pior termo que uma pessoa pode
ouvir é a seguinte expressão: <i style="mso-bidi-font-style: normal;">“Você fez
um bom trabalho”</i>. Explique o motivo de essa expressão ser tão odiada pelo
professor.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 9</b>: Imagine que você quer desenvolver o seu talento
individual. O professor Flecther aceita ajuda-lo a desenvolver o seu potencial
através do seu método de treinamento. Você aceitaria o método do ensino dele?
Justifique.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Questão 10</b>: Um grande debate que existe na nossa sociedade é sobre
a formação das pessoas de grande talento. Duas correntes disputam a melhor
forma de explicar o talento: <b style="mso-bidi-font-weight: normal;">a primeira
corrente</b> acredita que o talento é uma característica que a pessoa carrega
em si mesmo. Certas pessoas são, sem nenhum esforço, talentosas para determinados
tipos de atividades. <span style="mso-spacerun: yes;"> </span>Já a <b style="mso-bidi-font-weight: normal;">segunda corrente</b>, argumenta que o
talento é o resultado do trabalho duro e paciente. Qualquer indivíduo, com o
esforço e o trabalho adequado, pode se tornar um grande talento em qualquer
atividade. <span style="mso-spacerun: yes;"> </span>Qual a corrente que você acha
que está com a razão: a primeira ou a segunda? Justifique sua resposta.<span id="goog_880736641"></span><span id="goog_880736642"></span></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><b>Questão 11:</b> Estudamos que a meritocracia é uma característica defendida pelos pensadores do liberalismo para explicar a distribuição da riqueza em nossa sociedade. O filme whiplash promove uma elogio ou uma crítica à meritocracia? Justifique.</div>
Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com3tag:blogger.com,1999:blog-4533900880809857708.post-10152711870160159622015-07-14T19:01:00.001-07:002015-07-14T19:01:15.932-07:00Stanley Kubrick sobre uma possível sequência de 2001.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzYIpITMDVDeZc9oQJ89yPtVV7lbPkdaVTaZNm2c3iAxKXzmMsXynuMY2mRRHtSCvG58UsWcItH15JiZ1ZhEX8JxK8XsdyGQ17PR7p4LsasLs_MEI9uZXDKDqMtUmRMOGFv9y_0kGIz4FD/s1600/11745335_873308776051148_2163452203874470051_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzYIpITMDVDeZc9oQJ89yPtVV7lbPkdaVTaZNm2c3iAxKXzmMsXynuMY2mRRHtSCvG58UsWcItH15JiZ1ZhEX8JxK8XsdyGQ17PR7p4LsasLs_MEI9uZXDKDqMtUmRMOGFv9y_0kGIz4FD/s1600/11745335_873308776051148_2163452203874470051_n.jpg" /></a></div>
<br />Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-9320032718021223372015-07-11T08:02:00.002-07:002015-07-11T08:03:25.258-07:00O inferno na Terra"Nós não queremos solução, nós queremos punição." Surgiu aqui na
timeline uma oposição ao lema contra a redução da maioridade penal. A
frase é sintomática: não estamos mais discutindo a necessidade do
castigo para combater o crime. Não estamos nem mais discutindo qual é a
melhor maneira de combater o crime. Estamos agora escolhendo os métodos
de tortura.<br />
É o ponto em que a sociedade brasileira chegou: uma
parcela da população abdica de pensar em soluções, eles só querem
condenar os outros. Como não foi possível transformar o planeta em um
céu, que consigamos transformar a prisão em um inferno. É a vingança.Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-30207378211734289862015-07-08T07:16:00.000-07:002015-07-08T07:16:01.478-07:00Assim foi criada a burocraciaTexto reproduzido do site: <a href="http://www.literaturadegaveta.com.br/#!Assim-foi-criada-a-burocracia/c1y1i/55871bd80cf27a6b7457d080">Literatura de gaveta</a><br />
<br />
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<div class="font_8" style="font-size: 18px; text-align: justify;">
<span style="font-size: 18px;">Essa
história começa com um mito de criação: no início do tempo o
carpinteiro do universo criou vários seres, alguns com capacidade de
desenvolver habilidades de transformar objetos inanimados de acordo com
suas necessidades. A essa habilidade deu-se o nome de trabalho e ao seu
resultado, de cultura. Com o passar do tempo, alguns desses seres
começaram a se comparar ao carpinteiro. Diziam que as transformações que
realizavam nos objetos inanimados os tornavam maiores do que eram
originalmente. As criaturas teriam ultrapassado o criador.</span></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<br /></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<span style="font-size: 18px;">Entretanto,
existia uma característica do carpinteiro que os seres criados, agora
auto denominados criadores, não conseguiam alcançar: a onisciência. Essa
capacidade permitia ao criador analisar o cumprimento do trabalho
realizado pelos seres. Capacidade de descobrir se o que os seres se
comprometiam a fazer era, de fato, feito. Mortos de inveja, os seres
criados tentaram emular a onisciência do criador. Surge então a
burocracia. Em teoria, a burocracia tinha como objetivo certificar a
realização de algo previamente incumbido. Ela se destacava por estar
acima dos atos de transformação dos objetos. Uma coisa só poderia
existir se tivesse sido examinada por um membro da burocracia, um
burocrata. Munido de sua arma mais poderosa, o carimbo, milhares de
burocratas foram sendo treinados ao longo dos séculos para garantir a
fidelidade entre o mundo que deveria ser e a legitimidade do mundo que
era.</span></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<br /></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<span style="font-size: 18px;">Contudo,
não seria a primeira vez na história em que bem intencionadas invenções
esconderiam objetivos escusos. Do aparecimento da energia nuclear à
queda das bombas atômicas, do surgimento da metralhadora aos drones,
existia uma tensão: ao criarmos uma coisa nova, sabermos qual será a
utilidade dela no futuro? Se a utilidade de uma coisa se modifica ao
longo do tempo, temos o direito de questionar a necessidade da
existência dessa coisa?</span></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<br /></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<span style="font-size: 18px;">Vamos
imaginar a existência de uma instituição de qualquer natureza: qual
seria a proporção razoável de burocratas para os criadores que nela
trabalham? E a relação de salário entre os dois? Um criador deveria ser
remunerado da mesma forma que uma pessoa que fiscaliza o seu trabalho?
Ou ainda, uma instituição sem qualquer burocracia seria possível? </span></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<br /></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<span style="font-size: 18px;">A
burocracia, assim como a energia nuclear, a metralhadora e o drone, foi
uma invenção que teve suas funções primordiais pervertidas. Dizem até
que a burocracia foi um castigo do carpinteiro dado à sua criação por
tentar copiar sua onisciência. Existe hoje, um conflito aberto entre
burocratas e criadores. Os primeiros dizem que quem cria nunca o faz do
jeito certo. E que por isso eles são essenciais para o correto
funcionamento das coisas. Já os criadores argumentam que o burocrata não
tem conhecimento daquilo que é realizado por eles, que os burocratas
são pessoas que não sabem fazer aquilo que eles inspecionam. Na visão de
um burocrata, o trabalho criativo deve ser capaz de ser contido em um
relatório e, quando ocorre choque entre os parâmetros do relatório e a
criação, a última deve ceder espaço ao primeiro. </span></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<br /></div>
<div class="font_8" style="font-size: 18px; text-align: justify;">
<span style="font-size: 18px;">E
assim, aquele mundo foi se transformando num mundo distópico (pior do
que o que existia) onde os criadores estão em extinção. Nesse mundo, as
pessoas que criam são vistas com extrema desconfiança: todo criador que
não cede ao instinto burocrático é um potencial vagabundo. Se o criador
não anda com os carimbos de seu burocrata, significa que ele nada
criou. Nesse mundo, o sonho das pessoas é garantir um cargo burocrata
com o direito de possuir um carimbo personalizado, de preferência numa
sala só sua, onde sentaria numa confortável cadeira acolchoada, atrás de
sua mesa reluzente e enfadonha, cujo objeto de maior destaque seria uma
placa na qual se leria: “no que podemos atrapalhar o senhor hoje?”</span></div>
</div>
</div>
</div>
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Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-49852199046809869652015-06-07T10:13:00.000-07:002015-06-07T10:13:12.939-07:00Cinema, mercado nacional e Brasil: vamos conversar?<!--[if gte mso 9]><xml>
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O Brasil tem
uma curiosa história com o seu passado. Nós nunca conseguimos superá-lo. Como
um fantasma, ele sempre está à espreita esperando para pregar um susto na população
atual. O debate proposto hoje é um debate que ocorreu em São Paulo no ano de
1922 durante a Semana de Arte Moderna. Trata da relação entre a cultura
brasileira e as outras culturas. Entretanto, o nosso debate ficará focado na
sétima arte. O cerne do problema é o seguinte: qual o motivo que explica o fato
do brasileiro não prestigiar os filmes nacionais? </div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
O cinema
brasileiro vive uma condição muito singular no cenário atual de filmes: suas
obras cinematográficas são mais bem vistas nos países estrangeiros do que dentro
do seu mercado nacional<a href="https://www.blogger.com/blogger.g?blogID=4533900880809857708#_edn1" name="_ednref1" style="mso-endnote-id: edn1;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><span class="MsoEndnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[i]</span></span></span></span></a>.
Dentro do Brasil, se consolidou uma versão de que o cinema nacional é muito
ruim ou que o cinema tupiniquim vive dos besteiróis produzidos pela rede de
televisão Globo: filmes baseados na inexistência de roteiro apelando para o
carisma de atores<a href="https://www.blogger.com/blogger.g?blogID=4533900880809857708#_edn2" name="_ednref2" style="mso-endnote-id: edn2;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><span class="MsoEndnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[ii]</span></span></span></span></a>
específicos oriundos da televisão. Existem vários argumentos acerca do fracasso
do cinema brasileiro em conquistar o seu público. O objetivo do texto é mapear
algumas explicações sobre a separação entre filme e público brasileiro.</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<b>Primeira
explicação</b>: o descolamento entre os filmes e o público é por causa da falta de
acesso do brasileiro aos filmes produzidos no Brasil. A origem do problema está
na distribuição dos filmes.<span style="mso-spacerun: yes;"> </span>É muito
comum observar que, para a maioria da população, o cinema brasileiro só produz
filmes sobre comédias de situação. Isso se deve ao fato que esse pequeno gênero
é privilegiados pelas distribuidoras de filmes brasileiros. Filmes brasileiros
que fogem ao gênero romântico, não são distribuídos de maneira ampla para a
população.</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
Em sua defesa,
as distribuidoras de filme alegam que os filmes escolhidos são aqueles que com
maior retorno comercial em bilheterias. Funciona o esquema simples do público e
do interesse: é consenso que os filmes de comédia romântica nacionais conseguem
boas bilheterias junto ao público nacional. Logo, as distribuidoras procuram
filmes nacionais sobre essa temática. Produtores, atores e diretores, sabendo
dessa visão de mercado, elaboram histórias dentro desse gênero. A roda então se
fecha perfeitamente.<span style="mso-spacerun: yes;"> </span>As distribuidoras
alegam que entregam para a população aquilo mais desejado por elas mesmas.</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<b>Segunda
explicação:</b> A separação entre filmes e público se deve a falta de roteiro dos
filmes brasileiros. Entramos na polêmica discussão de que faltam bons
roteiristas<a href="https://www.blogger.com/blogger.g?blogID=4533900880809857708#_edn3" name="_ednref3" style="mso-endnote-id: edn3;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><span class="MsoEndnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[iii]</span></span></span></span></a>
no brasil. A falta de roteiros promove o aparecimento de personagens pouco
complexos, da ausência de reviravoltas nas histórias dos filmes, do não uso do
cenário como parte do filme e não como apenas uma localização espacial. A
solução seria a elaboração de cursos de roteiristas com o estabelecimento de
intercâmbio com os produtores de cinema internacionais.</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
A segunda
explicação coloca a culpa na falta de formação profissional das pessoas. Os
roteiristas brasileiros alegam que a má formação é um mito. Pior, é uma
desculpa para não discutirmos a dificuldade de se fazer cinema no Brasil. Existem
ótimos roteiros sendo escritos por brasileiros. Contudo, entre a elaboração de
um roteiro de filme até a sua produção, existe todo um procedimento que está
para além da vontade dos roteiristas. Existem questões comerciais
(identificadas na primeira explicação), questões relativas à procura de
financiamento (público ou privado) para o filme. Muitas vezes, é preciso
simplificar o roteiro para que o mesmo seja aceito para ser financiado.</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
Vamos pegar a
área de livros como exemplo. Estamos vivendo uma boa geração de escritores
brasileiros que elaboraram livros de literatura fantástica. Caso um roteirista
queira fazer uma adaptação desses livros para o cinema nacional, antes de
qualquer coisa, ele será obrigado a levantar o debate sobre se o Brasil tem
capacidade de fazer um filme sobre mundos fantásticos. Um debate que demonstra
como o cinema nacional é está preso dentro de uma antiga concepção de filmes
que define aquilo que se pode e aquilo que não se pode fazer. Qual seria a
diferença entre um filme de literatura fantástica feita no Brasil e outros
feitos nos Estados Unidos? Porque nós construímos essa barreira sobre o que pode
e o que não pode ser filmado? <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<b>A terceira
explicação</b>: O problema do cinema nacional é ele ser produzido para o público
brasileiro. A questão que devemos debater é como convencer o brasileiro a
consumir filmes nacionais. Podemos ter os maiores roteiristas do mundo, a
melhor infraestrutura para a produção e circulação de filmes, enquanto o
brasileiro associar o filme nacional como sendo de pior qualidade, o Brasil não
conseguirá construir um mercado nacional.</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
O interessante
da terceira explicação é que é muito difícil justificar a opinião do
brasileiro. Ora, se a questão de não assistir filmes brasileiros se deve ao
fato da baixa qualidade, isso também deveria ser critério para evitar filmes
estrangeiros com a qualidade duvidosa. Isso não ocorre. Citando como exemplo os
filmes americanos distribuídos no Brasil, muitas vezes, sofrem dos mesmos
problemas dos filmes nacionais e, mesmo assim, conseguem boas bilheterias.<span style="mso-spacerun: yes;"> </span>Está se desenvolvendo, principalmente nas
camadas mais jovens do Brasil, um sentimento de desprezo em relação ao Brasil.
O cinema é um reflexo, mas podemos observar isso na música, no esporte, na política.
Tudo aquilo que é nacional parece ser visto como algo menor em relação aos
outros países. Brasileiros em conflito com o seu próprio país. Precisamos de
uma manifesto antropofágico do século XXI para demonstrar para as novas
gerações que podemos misturar influências para se criar algo novo. <span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div style="mso-element: endnote-list;">
<div style="text-align: justify;">
<br clear="all" /></div>
<hr size="1" style="margin-left: 0px; margin-right: 0px;" width="33%" />
<div id="edn1" style="text-align: justify;">
<div class="MsoEndnoteText">
<a href="https://www.blogger.com/blogger.g?blogID=4533900880809857708#_ednref1" name="_edn1" style="mso-endnote-id: edn1;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><span class="MsoEndnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[i]</span></span></span></span></a> Nenhuma
produção nacional conseguiu ficar entre as 10 maiores bilheterias de 2014 no
Brasil(Malévola, A culpa é das estrelas, Noé, X-men: dias de um futuro
esquecido. Rio 2, Capitão américa 2, Transformers (A era da extinção), Jogos
vorazes: a esperança (parte 1), Planeta dos macacos: o confronto, Como Treinar
seu dragão 2. Fonte: Filmes B (<a href="http://www.filmeb.com.br/">www.filmeb.com.br</a>)</div>
</div>
<div id="edn2" style="text-align: justify;">
<div class="MsoEndnoteText">
<a href="https://www.blogger.com/blogger.g?blogID=4533900880809857708#_ednref2" name="_edn2" style="mso-endnote-id: edn2;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><span class="MsoEndnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[ii]</span></span></span></span></a>Os
casos mais conhecidos são: Leando Hassum Marcelo Serrado, Heloísa Perissé, Pedro
Cardoso, Luis Fernando Veríssimo</div>
</div>
<div id="edn3" style="mso-element: endnote;">
<div class="MsoEndnoteText" style="text-align: justify;">
<a href="https://www.blogger.com/blogger.g?blogID=4533900880809857708#_ednref3" name="_edn3" style="mso-endnote-id: edn3;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><span class="MsoEndnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[iii]</span></span></span></span></a>
A revista de cinema do site UOL elaborou uma matéria especial intitulada: “A
Problemática do roteiro: afinal falta criatividade? Link: <a href="http://revistadecinema.uol.com.br/2013/09/reportagem-especial-sobre-a-falada-crise-na-criacao/">http://revistadecinema.uol.com.br/2013/09/reportagem-especial-sobre-a-falada-crise-na-criacao/</a></div>
<div class="MsoEndnoteText" style="text-align: justify;">
<br /></div>
</div>
</div>
Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com1tag:blogger.com,1999:blog-4533900880809857708.post-82684669438518011612015-04-26T09:12:00.000-07:002015-04-26T09:12:20.312-07:00O que uma pessoa precisa pensar para se considerar capitalista?<!--[if gte mso 9]><xml>
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Umas das principais discussões
sobre o livre mercado gira em torno de comprovar a seguinte ideia: em uma
sociedade capitalista, todas as pessoas são capitalistas.<span style="mso-spacerun: yes;"> </span>Existe um intenso debate para comprovar ou
rejeitar essa ideia. </div>
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<br /></div>
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Para os favoráveis, ser capitalista
significa ter acesso aos seus produtos. Comprar um pacote turístico de viagem
para a Europa, obter um carro importado, ter uma empregada doméstica, usar produtos
da apple. <b style="mso-bidi-font-weight: normal;">Ser capitalista tem uma definição
clara: toda atividade que proporcione prazer ou interesse obtido por meio de
pagamento</b>. Sendo assim, não é possível não ser capitalista em nossa
sociedade (com a possível exceção da pessoa eremita) e, aqueles que criticam o
capitalismo, são considerados hipócritas: querem ser passar por descolados e intelectuais,
no entanto, adoram um produto capitalista.</div>
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<br /></div>
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Já as pessoas que não acreditam
nessa relação (os hipócritas do parágrafo anterior), defendem que, muitas
pessoas consumidoras dos produtos capitalistas, acreditam também, que exista
algo errado com a sociedade em que vivem. Eles exemplificam sua crítica ao
demonstrarem casos de desigualdade social em suas próprias cidades. Como é
triste para as pessoas (com iphone ou sem) observar a existência da miséria e
da fome. Não é incrível como hoje podemos jogar uma game com pessoas distantes
milhares de quilômetros ao mesmo tempo em que outras pessoas estão na fila para
consultar um médico ou para garantir a matrícula do seu filho em uma escola? <span style="mso-spacerun: yes;"> </span>Como determinados grupos sociais não tem
acesso às mesmas oportunidades do que os outros. A possibilidade de ter acesso
se refere à igualdade ou desigualdade das pessoas. Aqui está, segundo eles, a
principal característica que uma pessoa deve ter para se intitular capitalista:
<b style="mso-bidi-font-weight: normal;">a pessoa deve considerar a desigualdade
social como sendo a desigualdade de talento individual.</b> Se você acredita
nessa ideia, você é uma pessoa capitalista.</div>
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<br /></div>
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Se o capitalismo fosse uma
instituição ou partido, para possuir a carteirinha oficial, a pessoa deveria
falar alto e em boa voz: <i style="mso-bidi-font-style: normal;">“eu não sinto
nenhuma tristeza ao presenciar a miséria e a fome das pessoas ao meu redor. O
capitalismo distribui suas benesses de acordo com as capacidades de cada um”.</i>
Como isso não ocorre, é sinal que mesmos os utilizadores dos produtos
capitalistas percebem o “calcanhar de Aquiles” desse sistema. Utilizam as suas
benesses, mas percebem que o sistema pode ser aprimorado. </div>
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<br /></div>
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Ser ou não ser capitalista. Eis a
questão! </div>
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<br /></div>
Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com0tag:blogger.com,1999:blog-4533900880809857708.post-2109192556284980872015-04-21T09:04:00.001-07:002015-04-21T09:04:47.918-07:00O quinto poder: trabalho de História<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Trabalho
de História sobre o filme: O quinto poder</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Professor:
Sanger Amaral Alves Nogueira</span></div>
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<span style="font-family: "Arial","sans-serif";">Aluno(a):</span></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLemLWnss6gIlnkXRPfGlWtrvRrRpKblSuksU5DE0kwTS8v4xrikwxGo9KwbgOW2UXCl27U2U7jBUyBL7Ke_xXfw6jr4VlovMwh7LXDCuc3nON08Gt06mLeHlNzrX0dGB7Erxxp9MPi202/s1600/21031750_20130823192227331.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLemLWnss6gIlnkXRPfGlWtrvRrRpKblSuksU5DE0kwTS8v4xrikwxGo9KwbgOW2UXCl27U2U7jBUyBL7Ke_xXfw6jr4VlovMwh7LXDCuc3nON08Gt06mLeHlNzrX0dGB7Erxxp9MPi202/s1600/21031750_20130823192227331.jpg" height="320" width="224" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> </span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Questão 1</span></b><span style="font-family: "Arial","sans-serif";">: Durante a conferência tecnológica de
Berlim em 2007, Julian Assange apresenta o seu ponto de vista para a público. Segundo ele, o
começo de toda corrupção ocorre quando duas pessoas guardam um segredo.<span style="mso-spacerun: yes;"> </span>Quando maior o esquema de corrupção, mais
pessoas e mais segredos são compartilhados. O aumento do esquema promove a sua própria destruição. Isso ocorre quando apenas 1 pessoa resolve denunciar todos os
segredos. Entretanto, a existência dessa pessoa que denuncia as coisas é cada vez mais raro. Qual é a explicação
de Assange para a não divulgação dos esquemas de corrupção?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Questão 2:</span></b><span style="font-family: "Arial","sans-serif";"> Segundo Assange, qual é o objetivo do
Wikileaks? Dica: Lembre-se da frase de Oscar Wilde: <i>“ Dê uma máscara a um homem
e ele lhe dirá a verdade”</i></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Questão 3</span></b><span style="font-family: "Arial","sans-serif";">: O primeiro grande caso de vazamento
de informações do Wikileaks ocorre com a divulgação de uma sonegação de
impostos bilionário envolvendo o banco suíço Julius Bär. O banco consegue tirar
o site do Wikileaks do ar. Assange argumenta que o banco não compreende a
divulgação da informação no século XXI. O que o Wikileaks faz para continuar
divulgando as informações?</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Questão 4</span></b><span style="font-family: "Arial","sans-serif";">: Julian Assange convida Daniel para
fazer parte do Wikileaks. Ele começa a conversar com vários membros: Jay Lim, Bellman
e sugere um encontro através do Skype. Qual é a surpresa que Assange faz ao seu
amigo?</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";">Questão 5</span></b><span style="font-family: "Arial","sans-serif";">: O wikileaks divulga a lista de
membros do partido nazista britânico. Anke (namorada de Daniel) reclama da
publicação dizendo que eles tinham vazado informações pessoais dos envolvidos.
Qual o medo da namorada da Daniel com essa atitude do Wikileaks?</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Questão 6</span></b><span style="font-family: "Arial","sans-serif";">: A partir de qual vazamento de
informações que o serviço secreto americano passa a investigar o Wikileaks?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Questão 7</span></b><span style="font-family: "Arial","sans-serif";">: Julian Assange mostra para os seus
parceiros o vídeo intitulado “Assassinato colateral”: o exército americano
metralhando civis no Iraque. Qual foi a explicação dada pelos Estados Unidos
para tomar tal atitude?</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Questão 8</span></b><span style="font-family: "Arial","sans-serif";">: O Wikileaks recebe todos os
documentos vazados pelo soldado Bradely Manning. Contudo, Julian Assange e
Daniel divergem sobre o que fazer com os documentos. Escreva qual o ponto de
vista de cada personagem.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Questão 9</span></b><span style="font-family: "Arial","sans-serif";">: Existe um debate filosófico que
envolve todo o filme:<span style="mso-spacerun: yes;"> </span>a divulgação de um
segredo pode tanto revelar uma verdade escondida como pode causar possíveis
vítimas. Se você fosse um membro do Wikileaks, qual alternativa você
escolheria? Justifique a sua escolha</span></div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif";">Revelar o documento em sua totalidade
mesmo podendo causar vítimas</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif";">Revelar o documento promovendo
substituições em nomes de pessoas para evitar vítimas. Nessa opção, você
poderia ser acusado de ser parcial.</span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif";">Não revelar o documento e manter o
segredo sobre algo.</span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Questão 10</span></b><span style="font-family: "Arial","sans-serif";">: O título do filme é o “Quinto poder”.
<span style="mso-spacerun: yes;"></span>O título sugere que o Wikileaks foi o maior
exemplo do surgimento de novo poder na sociedade. Faça uma pesquisa e<span style="mso-spacerun: yes;"> </span>identifique quais seriam os quatro outros
poderes.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Questão 11</span></b><span style="font-family: "Arial","sans-serif";">: Como você classificaria a atuação de
Julian Assange? Ele seria um defensor da verdade ou ele seria um terrorista colocando
vidas em risco? Justifique.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b>Questão 12</b>: O filme trabalha com um dilema político envolvendo a necessidade da <b>segurança</b> e o <b>direito à informação</b>. Para os defensores da segurança, todos os países escondem informações de sua população como forma de garantir a segurança e a estabilidade. É o que chamamos de razão de Estado. Para o Wikileaks e outros grupos, a informação deve ser pública e todo o segredo esconde uma forma de tirania. Você concorda com qual lado? Justifique.</span></div>
Sanger/Regnashttp://www.blogger.com/profile/00801632984568217633noreply@blogger.com1