tag:blogger.com,1999:blog-78853615517486622792024-02-07T05:20:42.571-08:00Terceiro anoterceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.comBlogger45125tag:blogger.com,1999:blog-7885361551748662279.post-69411853844853403182020-06-16T11:28:00.000-07:002020-06-16T11:28:19.343-07:00Vamos continuar nossos estudos por aqui!<div class="separator" style="clear: both; text-align: center;">
<span style="color: red; font-size: large;">Olá famílias e crianças!</span></div>
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<span style="font-size: large;">Vamos continuar nossos estudos por aqui!</span></div>
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<span style="font-size: large;">Você pode ir fazendo as atividades aos poucos!</span></div>
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<span style="font-size: large;">Organize um horário diário para os estudos...faça conforme a ordem. Essas atividades tem texto, leitura, escrita, matemática, além de trazerem elementos da nossa cultura: As comemorações juninas! Vamos fazer?</span></div>
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<span style="font-size: large;">👉Você pode copiar no seu caderno!</span></div>
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<span style="font-size: large;">Bom trabalho!</span></div>
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<span style="font-size: large;">Professoras das turmas 31, 32, 33 e 34</span></div>
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<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-956879683579032622020-06-05T18:39:00.001-07:002020-06-10T17:40:11.695-07:00Atividades para junho!<div>
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<span style="color: #0b5394; font-size: large;">QUERIDAS CRIANÇAS E FAMÍLIAS!</span></div>
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<span style="color: #0b5394; font-size: large;">Aqui tem algumas atividades para você realizar ao longo do mês de junho!</span></div>
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<span style="color: #0b5394; font-size: large;">Faça um pouquinho por dia e acompanhe o blog!</span></div>
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<span style="color: #0b5394; font-size: large;">Você pode copiar no seu caderno, mas se quiser imprimir, fale com sua professora que a escola imprime para você!</span></div>
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<span style="color: #0b5394; font-size: large;">Acompanhe nossa pagina da escola </span><a href="https://www.facebook.com/anosiniciais.augustoruschi.1/">https://www.facebook.com/anosiniciais.augustoruschi.1/</a></div>
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<o:p></o:p></div>
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terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-6810712621778402512020-06-05T06:50:00.002-07:002020-06-05T06:50:46.534-07:00AULAS DE EDUCAÇÃO FÍSICA<div style="text-align: center;">
<span style="background-color: yellow;">QUERIDAS CRIANÇAS!</span></div>
<div style="text-align: center;">
<span style="background-color: yellow;">AQUI TEM AULAS DE EDUCAÇÃO FÍSICA!</span></div>
<div style="text-align: center;">
<span style="background-color: yellow;">LEMBRAMOS QUE SÃO QUATRO AULAS PARA O PERÍODO DE DUAS SEMANAS, OU SEJA, ATE 15 DE JUNHO, ENTÃO FAÇA UM POUQUINHO CADA DIA!</span></div>
<div style="text-align: center;">
<img alt="Smiling little kids characters doing different sports and playing ..." height="200" src="https://i.pinimg.com/originals/5e/f8/e2/5ef8e21840a816d8ea7e911a4af0a1da.jpg" width="200" /></div>
<div style="text-align: center;">
</div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%;">Escola Estadual de Educação Básica
Augusto Ruschi<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%;">Educação Física<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Professor:
David Dorneles / Turma: <b style="mso-bidi-font-weight: normal;">31, 32, 33, 34.<o:p></o:p></b></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"><span style="background-color: yellow;">AULA 1</span><o:p></o:p></span></b></div>
<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Texto introdutório<o:p></o:p></span></u></b><br />
<div style="line-height: 115%; text-align: justify;">
<span style="color: black;">A coordenação motora na
criança é estimulada desde cedo, mesmo que involuntariamente, no simples ato de
pegar um brinquedo a criança está desenvolvendo a sua motricidade.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
<div style="line-height: 115%; text-align: justify;">
<span style="color: black;">Em cada idade o movimento
toma características significativas e a aquisição ou aparição de determinados
comportamentos motores tem repercussões importantes no desenvolvimento da
criança. <o:p></o:p></span></div>
<div style="line-height: 115%; text-align: justify;">
<span style="color: black;">As brincadeiras e jogos
infantis exercem um papel muito além da simples diversão, possibilitam
aprendizagem de diversas habilidades e são meios que contribuem e enriquecem o
desenvolvimento intelectual da criança .<o:p></o:p></span></div>
<div style="line-height: 115%; text-align: justify;">
<span style="color: black;">Lançamos um desafio para
que com o auxílio e participação da sua família, vocês realizem no mínimo 4
atividades de coordenação motora.<o:p></o:p></span></div>
<div style="line-height: 115%; text-align: justify;">
<span style="color: black;"><br /></span></div>
<div class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">Coordenação
motora em casa <o:p></o:p></span></u></b></div>
<div style="text-align: justify;">
<span style="color: black;">1.Realizar 15 polichinelos no mesmo lugar <o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="color: black;">2. Caminhar como aranha (apoiados nas mãos e nos
pés – 4 apoios) – distância 2metros <o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="color: black;">3. Colocar 4 obstáculos no chão (almofadas,
garrafas pets, sapatos...) e se deslocar em zigue zague como: aranha, minhoca,
correndo ou saltitando num pé só <o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="color: black;">4. Saltar como sapo – distância 2 metros <o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="color: black;">5. Caminhar em linha reta equilibrando um livro na
cabeça – distância 2 metros <o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="color: black;">6. Pular corda (sozinho ou com a ajuda de um
adulto) 15 vezes <o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="color: black;">7. Colocar uma corda no chão e caminhar sobre ela
(um pé na frente do outro) <o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="color: black;">8. Corrida do saci: segurar uma das pernas
flexionada e com a outra saltar e se deslocar; <o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="color: black;">9. Corrida da colher: carregar numa colher uma
bola pequena (frescobol, ping pong, tampinha plástica) distância 2 metros <o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="color: black;">10. Corrida da colher: carregar numa colher uma
bola pequena (frescobol, ping pong, tampinha plástica) distância 2 metros.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p><br /></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%;">Escola Estadual de Educação Básica
Augusto Ruschi<o:p></o:p></span></b></div>
<br />
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%;">Educação Física<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Professor: David
Dorneles / <b>Turma: 31, 32, 33 E 34.<o:p></o:p></b></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="background-color: yellow; font-family: Arial, sans-serif; font-size: 12pt;">AULA 2</span></b><b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">Texto
introdutório</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">
<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">A coordenação motora
na criança é estimulada desde cedo, mesmo que involuntariamente, no simples ato
de pegar um brinquedo a criança está desenvolvendo a sua motricidade. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Em cada idade o
movimento toma características significativas e a aquisição ou aparição de
determinados comportamentos motores tem repercussões importantes no
desenvolvimento da criança. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">As brincadeiras e
jogos infantis exercem um papel muito além da simples diversão, possibilitam
aprendizagem de diversas habilidades e são meios que contribuem e enriquecem o
desenvolvimento intelectual da criança . <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Lançamos mais um
desafio para que com o auxílio e participação da sua família, vocês realizem
algumas dessas atividades de coordenação motora. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Coordenação
motora em casa<o:p></o:p></span></b></div>
<span style="font-family: Arial, sans-serif;">1. Esconde – Esconde:
esconder 5 objetos dentro de casa e outra pessoa da família deve procurar.
Cronometrar o tempo e depois trocar quem esconde e quem acha. Vence quem
encontrar os objetos mais rápido. <o:p></o:p></span><br />
<span style="font-family: Arial, sans-serif;">2. Balão: Rebater
um balão para cima utilizando diferentes partes do corpo (cabeça, ombro, mão,
joelho, pé) <o:p></o:p></span><br />
<span style="font-family: Arial, sans-serif;">3. Acertar o
alvo: colocar uma ou mais garrafas pets no chão numa distância de 3 a 5 metros
e tentar acerta-las utilizando uma bola pequena (pode ser uma bola de meia ou
de papel) <o:p></o:p></span><br />
<span style="font-family: Arial, sans-serif;">4. Cabra-cega: de
olhos vendados, um dos participantes será a cabra-cega que tentará pegar os
outros jogadores. O primeiro a ser pego passa ao posto de cabra-cega; <o:p></o:p></span><br />
<span style="font-family: Arial, sans-serif;">5. Colocar 4
chinelos no chão dispostos em linha reta separados 30cm um do outro. Saltitar com
os dois pés juntos sem encostar no obstáculo (chinelo) <o:p></o:p></span><br />
<span style="font-family: Arial, sans-serif;">6. Saltar 8 vezes
para cima com o corpo totalmente estendido (braços estendidos acima da cabeça),
flexionar os joelhos antes de cada salto. <o:p></o:p></span><br />
<span style="font-family: Arial, sans-serif;">7. Posicionar uma
garrafa pet a uma distância de 3 metros. Correr até o obstáculo, tocar nele e
voltar para a posição do início correndo de costas. Repetir o exercício 4 vezes
<o:p></o:p></span><br />
<span style="font-family: Arial, sans-serif;">8. Sentado no
chão com as pernas cruzadas, quicar uma bola do lado corpo 10 vezes com a mão
direita e 10 vezes com a mão esquerda <o:p></o:p></span><br />
<span style="font-family: Arial, sans-serif;">9. Permanecer com
o corpo estático no equilíbrio avião por 10 segundos <o:p></o:p></span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">
</span></div>
<span style="font-family: Arial, sans-serif;">10. Saltitar num
pé só e quicar uma bola ao mesmo tempo<o:p></o:p></span><br />
<span style="font-family: Arial, sans-serif;"><br /></span>
<span style="font-family: Arial, sans-serif;"><br /></span>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%;">Escola Estadual de Educação Básica
Augusto Ruschi<o:p></o:p></span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%;">Educação Física<o:p></o:p></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Professor:
David Dorneles / <b>Turma: 31,32,33 e 34<o:p></o:p></b></span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"><span style="background-color: yellow;">AULA 3</span><o:p></o:p></span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">JOGOS COOPERATIVOS PARA LIGAÇÃO:<o:p></o:p></span></b></div>
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<span style="background: white; font-family: Arial, sans-serif; font-size: 12pt;">São jogos que buscam sempre estimular a comunicação entre o grupo que
joga. Facilita a comunicação verbal e não-verbal, pois estimula a expressão
gestual. E através deles podemos criar novas formas de comunicação.</span><b><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">JOGOS COOPERATIVOS DE CONFIANÇA: <o:p></o:p></span></b></div>
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<span style="background: white; font-family: Arial, sans-serif; font-size: 12pt;">São jogos que estimulam a confiança em si mesmo e no grupo, preparando-o
para um trabalho em equipe. São jogos que potencializam a cooperação e a
criatividade.</span><b><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">Objetivos:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt;"> <o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">Estimular a cooperação.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">Reforçar o trabalho em equipe.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">Afirmação enquanto grupo.<o:p></o:p></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">O ESPELHO</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">Em pares,
primeiro em posição sentados, um imita os movimentos e o outro representa o
espelho. Primeiro, alguns movimentos faciais, depois, incorporar movimentos do
tronco e membros.<o:p></o:p></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">LEVANTE- SE</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;"> Todos formando duplas, sentados, um de costas para
o outro, as duplas devem levantar sem a ajuda das mãos.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">Faça com um
membro da família .<o:p></o:p></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">QUEM RI
TROCA </span></b><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">Junte os
membros de sua família num círculo, exceto um, que ficará no centro, esse jogo
é todo baseado no silêncio, o participante que se encontra no centro do círculo
escolhe uma pessoa do círculo, encarando-a. O jogado encarado precisa dizer
"muk" e então ficar em silêncio. A pessoa do meio tentará fazer com
que ele dê risadas, quebrando o "muk". A pessoa que não resistir e
der risadas passa para o meio do círculo, trocando de lugar com o primeiro.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%;">Escola Estadual de Educação Básica
Augusto Ruschi<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%;">Educação Física<o:p></o:p></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Professor: David Dorneles / <b style="mso-bidi-font-weight: normal;">Turma: 31, 32, 33 e 34<o:p></o:p></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background-color: yellow; font-family: Arial, sans-serif; font-size: 12pt;">AULA 4</span></b><b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;"><o:p></o:p></span></u></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">A partir das sugestões de amarelinhas expostas abaixo escolha
junto com a sua família aquela que você achou mais interessante e possível de
você realizar na sua casa ou apartamento. Você poderá usar materiais
alternativos para delimitar ou desenhar a amarelinha (giz colorido, fita durex,
fita isolante, folhas de jornal ou revistas coladas no chão, etc...)<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">Tipos de Amarelinhas: <o:p></o:p></span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">AMARELINHA TRADICIONAL / REGRAS GERAL<o:p></o:p></span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">- Uma
pedra é lançada na primeira casa e o jogador deve percorrer o trajeto do
traçado pulando (ora com um pé, ora com os dois), evitando o quadrado onde a
pedra caiu. A seqüência se repete enquanto a pedra avança de casa em casa e o
grau de dificuldade aumenta. <o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">- Comece
a brincadeira atirando a pedrinha na casa 1. Pule a casa 1 e vá passando todas
as outras casas. Seu objetivo será passar por todas as outras casas (pisando
com apenas um pé nas únicas e com os dois nas duplas) até chegar no Céu, onde
pisará com os dois pés. De lá, retorne do mesmo jeito, só que, dessa vez, pare
antes da casa 1 e, com apenas um pé no chão, se abaixe para pegar a pedrinha e
pule em direção ao início do jogo. <o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">-
Recomece jogando a pedra na casa 2 e assim por diante, pulando sempre a casa
onde está a pedra. Se você errar a mira e a pedrinha cair fora da casa certa,
perde a vez. Isso também acontece com quem pisar no inferno, colocar os dois
pés no chão nas casas únicas ou na hora de recolher a pedrinha que estiver em
casa dupla. <o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">- Perde a
vez quem: pisar nas linhas do jogo; pisar na casa onde está a pedrinha; não
acertar a pedrinha na casa onde ela deve cair; não conseguir (ou esquecer) de
pegar a pedrinha na volta. <o:p></o:p></span></div>
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" 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DUcpwCWmQvLyIVj5gNhOeAXCygCOx+BlScgCexceA5dViYcJxPxxAmEYQ5cLwOunw3Ly0bSyoRDbkRgemVQAb9HOzq787Fh0xQMGPwTjJv0Ag5+shYASettXLxSB0/1SZTDKEZrPlRHyTsCrZJK5tgVIPgSwTDyIydJiMJK4Hi+JWIZw1/qLYxqKPvz6Hra1fwpkPwNAHJvwh8tvESS1QxFAGMY68nQEjLj8AQKS4/g7bnDMW7i73Hi9Brc6ixHhItw7AYoVS/A8LxKWHYhXLcQEcrFGgRhKYKgHPF4Lny/ChGq4bolCPwKKL8MppUFmxxBFcGyqXfkw7YLYVmFcJxixJK5SDhFcMIqtF/ag0PHZ6CsahVsr0isTzyRKa+JokpYZhaS8bMgQBCUIrALoMwcuHYWlMpFGNJqZcFxMxBPnIRpZ8BTebBsgrcMQVgG2ylGwsgXoPhBNbp7C5CdsxrDhv8YU6f9AcUlB+H6N3Hj5kUYVrfmG54LnzUoIghQTNSRie0w2iHvoBQfijxAQYzkk1oHw1jRpJm5DkhWeT+te/DvevxPAEj65NPHBz+SJ8ukkcf0usjMltRPcFXc6b6CU+c2YtKMZ/HOvFdRUr41ZTHOC8/wVQ1sswhBUIUwKBW+QJcQRaXw3Hx4Xj4sMw+eU4IwqBBgJOPZSCazEIblQjTJNSyLkUceEmYmLDsfnliYYhhWETrjOcipWI0Zc3+Jl4f8Z+w8OAG9ZhYst1Bew8iFE5xInBWiqpx8hHRJdiF8pwBhQDAVCLl1HH6OFtx4fkHAc6f7KoJSxfA8uq8iOE4hPFUCoAZhWI+Tx+dhyOAfYMgbP0ZZ+VHROmgVuKhUCNhKw8NRCq7vSm7HcWMpXYTX/Y/9e9QC5mN/3r+/gQVJAyN9Ig9+sA6ldIWX5AuklkIhYd3Cuk3z8MrAx7F5+3Rc/SpHeIbnNSKKGhGFdYjCGii3GJ5TIGQRIQldrRDJRIKRBwFShCioFvdhm3QNJITkJwRQnnCLhJkhK9h0cmGQWzjatZhOKfYdn4XXR38Xr4/6DrYfnozPbxxFn5WDngTdRKnoIJ7Kh+3kwFcFiIISuBTd+jOhHJLZIiG1jHz4eVRmOZQq1ODwCQ5t+TyvCBwEix58bTWUW4XDh97CoEE/xKRJL6C2MScVmRAgIVwVwXIZ6dGa6BJKLjAtnP0pgDw4H3/pvb8hQL7+0RRhaD2ob9AcJk0W5iSQtG5iz6E1GDn+t9ix9x3culMI4AKCsBXd3bkI/Co4ZhEcq0ByI6FfCseivy9AEJRJ9GFaucJB5AKrCiTiuUgkciSqoYWIJSiEMQzNRcLOQcKmYJaHhJWPazeOIWYUoOOz/Rgx+YcYPeMpnClYgj6rCC6qYfklSLr5iFu0JDkwzEzYTq7oIIEiQApg9mdBkQzbBAR1kRy4Lo/pKImA4fnSclDSLxD3SBIchmVCiOkuLbNQFkIyWYpdu+dg6LCnMXHqq2hoKhYX4UPBDRQSBuV31p4GInhR66BF/vf+9+8KEJ48faHjGloRDGOwnBvYd3g1fvfiP+HQieWI25q0WV4VLLcciWQBAr8aiVg2jEQ2Ap8upRy+VwQzSaGK+kUJXK9EfHoymY8+PjeZD8PU4lXMyEZfLANOUALTLYDhFSJm5sGgNQqrcbPrLPqShTj/+WGcyF6EovqP0e+Uwg8b0GXk4GbfGSTcfJgqH6abB8POEc4Ti52DbeYhVCXiYjyKZWa26CQaIAyX82UQFBogRXKf/IcgCYJSRFGFAMRzGQWVQXkVcJwq3O4swIqVozFs1K8wcerruPBZPQynG7YyoAKWNiRTBUYhbNsQHvG/HkDSnoZ1ulEk2j/rFKgOmuZXOHH2Iwwa/hRWbhiP7kQ5FOpFHhcdg1FHUIqkkY14/1mEnOBkJmwrVwDiOUXiQhyH4CiBYVK3qILpFCOMqmA4heiNZyFhFSBu5YkloDVIuMVIuqW43n0O3bECdPbn43p3Nm715aMrUYweswR9dgn6zCLcSWaj186DFZQh4dCK5MJjFIQKWOQxsUwEXjFo1VyZdGoqFN7IQ6ihpHiHT/fBUSKWgwChxWAkFYWVAgzHLkI8li1uMghqALQgbtTgyPFlGDTsZxg+9llk5h2Ua2ex9DFgQo85GV8Erj8lcv0twPO3tyD3AYQnSPZMsce0b2LH7qUCju375uBWXwESlKijciTdPMStbDHprspHf/9JJBMECHWLHCRTKzfwy+A6JTBNkr1y2F45klYxYmYhunozkF+yDJt3jsTOAxNQWLECPckcxN0iJLwylNdtxO4jb2LngRnYtGsKtuyZge37Z2LJmkHIK1+DPosgaJFzStCNhFXoSmShl2C1ctHTdxaKrieZLVZEMWw1tTvRLoZAyb8LEoJFg4YuhlaE94sEIASJ8krhOsWwLXKVKljy+Q3w/Hrc6SlGZt4GvDbkXzB24vO4cKUSPmKSBWaW27JpkVmRRjHsbwGDb36Pf3eAkH9b9h0cPLwBw0b9Ams/nohbvbkww3L02VlIejnoNU4jbmUgYWciCAvhB/nw/TwYybMI/EKRtbl6XbdYfDZJplJV6I3lo7LuI+w/NhNLV72EcVMfx+jJ38eAkf8FE2Y+gbL69eh3ipH0qrB09UAMHv1PGDL6hxgw4gcYOvZJvDbsn/DqG9/B9gPT0J0sgh3WoqLhYxRWrUavmQc7KEe/nYeGtk04cWY2evsyYNtFMJK5Ao40QNI5Gh4JEgKDgKDVuEtKvVKxGtqlMAorEYB4qhSeKoPjMmSvQ2d3FmyvGo7XjGOnl2HQ0Kcw6+0hSBrXYJidkuJ3XQpeJKlpdKQDhUcdv3ny/5y//O0B8sCn8gu4qKjMwMQpL2LZqtH4/MYZGKoUCZWLpMpEwj2HmHMWTpgLy8tEf+yEpN6pSNrWOQktSVDJ+k0zH4lEHlRYDcMsR23jNsx691cYPOofMGHGv2DPJ9PRdGEXlq17BS8N/s/IKl6GZFiJrmQx5sx/Fq8M/Q7mLXsdR88tw+4j83Dw5ALUt+8Rd9PvlKOoZgNmzXsGW/ZORMwuAS1Jv12AvUcmY+S476Dt/DZwQrnqCQ7PKRSLQWJqi86iXQ3leh3S6uiF506rcb/loPUQC0IdxqWgVwZD1OEKOKoCKqxHX7IMH3w4Ei+99s/YuHkubPsW/JBCGMHBbGy66OdRwEg/9sCE/MV3/mqAsJFIF8dGqV4QnoMuF6TM29pWgSnTBmDuvCH46kahiFK3+07CC/JhemeR9M7CVOfg+Jmw3LNIJE/AME+BGVbPzYRycxHrOyO+3EjmIWnkI4hq0di8C6vWDsGAYX+PnYemoap5M271Z8EMKnG18zT2Hn0TxXXrYYa1qGnfhSHjH8egsY/j/NXTSIYtuBWrhB22A7iICG2Iu5XILPoAA0f+d8xd/jxiThnifhl6rUJs2TMGL73+/+CT4zMFIMlEHnxVLhoMSSoBQquR5hyMVAgK8g/yjDQZpfXg6x4YQTn81GBlWxBWwA1K4agyKXi68uUpzF86CK8OfBKFRUckqcdFR8vMiIa5LEYzOqIhYFhBxgScLoK+p1z/xdiQF/zVAOGJshBFmpAkpOXJMfzyYTvdeG/eRIyf9Ac0NX8CVzWiJ54txTtx8zQMdRqmIkCYimfS6wxs5xws+6xYD8fOhGNlS7jL6MUQGb0MCaMI+UUrMXL8P2PijKdw9c5ZhGiFEVQi4VUgrspwvS8LX3adxc3+PJwrXIFB436AUdN+ipN5K1HWtAe5FVtx6OQi7D70Ji5+/gmsoBaFVeswdPwPsPDD10CL0u/xfTLxwfoBGDT8v+J0xnuw3RKYFsPbYomyLIthrgYIhTtGKhTCCBCGs3weLYXkfbxSEfOo9N4dYaWAQoNE54VUUAIvLIeKqgG0obZxNyZP+x0mTX0RhSXHUm0bHmw3KaRVX+97151ElqWGaQ1Ky2zfEkCYkWXiiBKvUqys1kXErG0oKT2Ol195Ern5W+CoZiSsEsSMHK1PMHdhnYDpZsB0s2C7mbAcAiPjvpGJRPyMRDOxWAZMswARatHdl41TGfMwcPg/YPXGoei3y9FrlCDJzG5Uh6RbhW6zEDbq0GuV4WTOYrw++nt4edg/Yvjkn2Dk1H/F1Hf/gEGjfoTJM59GTsEK3OjOxsmsRRg58UdYv30cuq0yJINa3IznYfb832DYuO+iqHwlOrvPIggqxTI4KY7BrLBWbAniHIl2aDWo2aRdCQHiuaWS/2EOKG1FlKQFyqF8WpIyIcKSQogqEUh+qFnKG0ortkkB9tSZA1Bdny0FVUqxmsyBqK6pdgcm5jjuddz9da7mr7Yg7E3hIIpdlZDiFlaCVdWcxdvvDsW69dNwq7NI2LnlsiSwCHGL1V2ZMKwzUrjDGlBdF0pwMKy9N0hURcI2KVjlSfY2bhTg6Kk5GDjiH/DxjnEwvVodqjqliHllSNiV6DIL4aJB+Mfeo3Pw0rB/wNiZT2Pvibn4aPcMHMtYiUOnFqGgeA0+//IUvurMxNY9UzBy4hM4dHouerwKmGiU48Q5T2P0lB8iv3QFemPZiFAjE28ymZcSwNKRCtVdFhPRtTDiYrSSBgcBkgZJGiAM030BSYV2NSHzNuUIo0qEqILnM4n4KYLoPI6d+gBDR/0Sk2e8hrYLFNK4GBnV9EsNK8VIlh1SViBItGX5tgESBlCBLrpl1bkKenG7sx1vvjUQ02e9gM++yEBvvBiOVynZVpG7nWwkDLoSVmzlwXYpjzOZlgPbyhaAOPwbo5zEWVFOuUKpntICsYC4vuVjDB//PXywbgg8NMFFI3rNUjhhXSpkpcupwtXuDGzeNxlvTHgcn2QugIs22GhLlRBcRFcfVdwrUmeyedckjJ36E5wt+ADddjkCnMeVOxkYNO77GDzmu8ivWIUI9TBT+gUtGqMrgkSIKJN4tAIMk9MhrIS0ZQKMrwOkAmFYgyCsBXUQP6C70SMMqxBG1fC8GklYhlEHnKAdx06txIChP8bb84fiwudMarKbkKWZuvzQD3jUtSL/IQDCSIstj5bDAhfWk/Zi666FGDrypzh+din6kyUI0YCkqWVyrq6e3lMIghIYSQJEs3jXYYa1UPIcrp0D18kVDcQyM4XsmcycekXo7juLhFOAuF2AhR88jzfffQatFw/idl8+7KAOcaMcl786jguXD+PStU9g+FXYfXQmXh3+9ziauQDXY/noNEtx+VYG6jv24eTZBaip2wLHrUNFzRYMHftDLPpwEKrb9uLzG9nYemgmfj/w7/Di4L9DXtkH8Pxq9PRlob8vS1om0tEKLQhJaTpaSYez5Bq0FnQr9wNEP68KUdQgZJRJO4IkvDuqEUppQCssuxqWW4sQHbD8Vuw+/B6effk7eG/xSNzquiCRoiautBwECCvNdO2I5h+0Iv9j//56FxMyEadzLawGu/JlJQYP/xlWrB6Fzr4CaTOIolrxrRYVR1UMy2IImw/llUOpCnhy8bQIRrWUORcOVmwxW9rTfRzx+DkEzKrauTBVIUxVgtLaNZg862nMnvs7nMlZirLaj7H78JtYuPJlTJr1FPLKV8LyalBevwnjZv4YY6Y/ia2HpuPgmXlYtGYgxkx7CpOm/RSLlryEmMHioiZMmPGveG3k97Fg9RC8ufAP+P3g/4Y3Jv0IM+f+BlXNW2CpcrheuWSQKZFri1GcIqcFYjk4+cwua8X0waglTU7DoApBQBLKXuAmSVASJKHfgNCvS416RGETPLcWftCEIGyBoerRb9VgzoIX8ewr38PJszuh2EIRsM/XliN5ibgaiWa+RRcjUrrPQhSGXS5svxNrN86WHpHqhp3yxVlQbFOCDot1dbhXhDCslNxJGNYhUDXwPZ3R5AVXrPJyixB4JQiY9fSKcPPmESkadgKGyUVww2L0GJmiU5TXbcLcRS9h8crXMXHGTzFu6o8xftqTeH/FH1DXvg3dRj6coAblTRslpT9i0j9j6tu/wFsLf4+FK1/B8pWvo9SUb6wAACAASURBVKZuKwynEpZfi8LKjVi3fRJGT3sa42b/AtPm/Q57jr+F4tqN6IznSY8Nyx1DRkzxHMmtSDib5iKscpP8CgmpJqW0IARGFNJiVOtjWCNFThogzQKEMGxAxJLKsCk1GuGrOlhWNXy/GW5QD8OtgY82VLfuwmsjnsBb742RJKgKdL9MwD4atoz87TmIVuV0GXzaJD18TJuptILHPTsC2RuD2yJ8ca0BU2a8hM07ZsOwaxCiXkhlfzJDajaDsER8dhiUy4XyVaWAQ4OE+YlK+G4ZfKqOzMt4RUjG6WLKhYfEEufAdgaLSTRVKLkWwy3Hra5sVNVtQknlWuQXL0d9yxb0GLnoSmQj6RWj18hF0itBTzwX+WUrkFW8GBUNG9CdyEVfnAVFDbjTkwPDqYDl10hEU1G/Bdd7c3AnUYg+uwwmM8xBpZQ29vVnSiTDyaaLoXsRxZR1ItQv/HKxJJZJK8n7FQKoNEBYssCOPi6QMGxEEDYhDBpl0GJwIGKDeIsAJgzbkEiUIwiaEEZtcKMm9BileHfRAAwd9Sw6ez6XrSjIAVmi6EepnE2qmCg9Ww8eeS/9iM6bPUq2f8z3WXGkK5AoeknfRMo06S2cCBL2k3KLAd13z6qmVIOkiDJs+nGcHixZNh2z3hqA7u5a2G49uCLYxugFzDdQG8iXFLmU8IWVcO1i0QmYiyDj54VMF/+kIwSuTl0kVKZbDpi6Jy8JS2AzXe4Uw7JZ1Mz2ySLRKKhKApVS+8GelniSEn4Z+hLsfylB0slBjKCNWF9CYJbLa1nxRdmbhTxBWCU1r0mWHKJBJHYWHQVhNUwjB46RJ1lm6iA2619DvrYQrlcIVqARPORXtJaMSFyvFJZdJOEsUI8oqoPj8HnNiKImuVa0JoHfAF/VyzGKWuC5rN4/jzBsB8suPb8REc7D9uqQV7wJQ0b8GrsOroWtuhAgCR8JKlBgra/LvUhk7wNIS6vHxrSIBQScT13Zx1yZLuriDkxUZ/WgUst/jxEctBppy+GxTyXVskdFTva3YNgUefKmot6FGiD8MLYqMNyKJa5hxszBOHpsNSy7FUHUAuXXiIxM3kERiRXlrKGIgjKA5E2EI1qTmrtCEoUlXrwg0ClxndPIE1NOgqvzHlmiXFI844rt78uUrKjvc8IZGaTqLRwm/s6k2hhYxcVoowBRVIxE8gzCkJ9VKu9F0hyFzNDmwTZzpRDIs/NhGTlyvnYyC56VK7d9VpWpIiDQlWxSGB2kgcFySIKlRMJWAoXANSyS9GpNSsMqeB6/HyOUWh2p+LrmlqC4a0XQhjBoRuA3wVcEUTOUagSi8wj8Fly9lo9ho5/BG6Ofk1YRH3H4SMIOkrCUCcUeGNeD5bESTUFR9Zb9lPh/T+aUpYu62TvVMK932ErhAXhMAwMik5tmut6A+3KxqJWpZVZTkxkzxcyO8wi+IJEyr27eYYHtqdM7MXf+GNy4xbaDDqiAmclKhCHrQ2kFdCqcafKQJE5x0PRyQqt0fYddBNZ3EDC6eJipc4Z9FJCK4bgFYJ0ojyxC9llbgUqpQyXZ1ZNRKMVCLC3kayiwKXIXtju4+dJ3a7AXxslCFJXAYmjtsDyQSTN+fhYsVq97LA0kSS6DYuLNyJU0v2drAg22V9gERbWUMRpWrpQcsPmbvTGWXSDfi+6E38F1y+Cwks1mwRPJOUlqLcKwBSHdStQkhFVaOvxGBH49fL8BiDoQ+I1wnVptSYJmeYwgcZ0OrN04By8P+DnqmvIRsK+GmXM3vX1WBBWE8Jm3YfeiCPCBbK2lKLBFbJfgAqcKS0VcwXE8eG4Az1OwLIcWRPshWhK9Aw7BQZLDJhxdIMuCHypzrqvrJGUnQVZXp7q7+mNfYvKUAVj30VvwpBL9MxgWu+S1jMzwlJaA7oLg8CkY2cVQbplcPJ/WImCPSwVMU5vlIKoU5ZRZTroMVqjzeaaVL4ARV2Hkycqk6aZrMK0ixONslSyUajOChK+TyInWhGBR5YgnWYKoC59ZcWYybe8WpTr8CSxtGdjxz+IeCcHtQgSKFqZQyiDFhVAM80rktTwvVq7zHAkISuc82jZrT+vEctBqOE65cA+GtJZVLlI6q/VZZhkEdD2tiEKS1jaEIW+3pSwISzHb4SuWY7ZKC4XrnceZrC14deAvsWzVW3D9XqmAFyU1UkgY7MpjxyLzNmmCwHljY5XHndQkuKCO4jisWONOSAECP5JkIG8/Jjv+uUSQ/scXc0tHLbZQldO9F3xD9nZqn0XXwsSQB6X6ceFSBcaOex4HDi2HYbXA89uRNMuRMHkBS2VFsR+F1gRRNUKfZJThX4WsJEnfs66Uq9Epg2kXSzMUG6F4mwVBhsVIqAIGJ4pV5m4x+uM56E/kwCax9Wtg2SXoj5MTsF+mUrr3yVFsrwRxIxeWWyQqKBu4vaAM/YksKTgiz9AugD03bMQioNkjw1VfrEEmEYnWOQTkzM5ScvdKRdCiVM4CJgKQgCBX8f1KcSWsyFeKVpGTrENaAsL32QTWLMBgiEtOEgZ0J7QcreJeCBi6GHYREjB0OVHYItbEdTvw+bVyTJo+ECPHvoimVnKxHumj4Xw5Lskqo0wF19O9NKQK3C6CWgl3YwrCZKoRnL1JuoQxXWviuko3byeTSQS+NjN8MRtwyCvYPU5WzEZibtiityJId5nTvTiwnFs4dnIT3nlnCOrqj8JxO2T7BRa+uAxfqST6LKsrRcBwj/G/Xw3frYBjl8F1OSEVcP0qOTp+FeJGkZQfstfFD2tShUGFsFkmwCqyqBoqJEhK4KlKeCk9gRebhci9sRwYdrE0V7MXxfFZXFQq/bsqrIDpFEk/DSvPuC2EyfehO0Q9XJ8gLJJohYBl5RpdHrUc6jWIahD4bIMoksepiYjOo1hxRlCRX1TCskpFJWWyzVe1Mvm0EIxafJ8WheBgNpmqLiOWdvmbHAkcAkRcTwdcp044CIHBxwkYyu9RdAUqvIotOxZj6MhnkZt/BLZzR/Zj4+Tr3QJSDdy+5pYMgfUebbbsWUKrE0bcNktvXeVzr9mA7sYXN/MY0cVEm95XgghiMSwBQWWUDcBsiUzAVV1yZMeX8vtTYVUMtnMNi5aMwzvvDoRh0PTdhKPq4cqK4X32tbAhidXozGIyt8ALwJVSA5urBs0I0YikVYYwaoIX1MLxq0WB1TpB+j14YRpE7ra8MvTEmLRqRmdPFq7fPg0vYE9su7wuAG83IUKDiHV8nkuTr3QVmqxm1ENJyMkJ6kBEyT7U4lX6ffge5AX8u5y33GdYSovQikg+h3/n0O/D5ymfn88NaggCHtO3+T4d8FQtenrzcacrB909+bDsGhhmhYhhDHtZhsBCbg66GVoSfZ+AYlsIm8quIcQ1VNYex4ixv0N13TmZI80pOJfsnuNC5u10WEvLfy/zy/nW97VHYNce/zHkJVAeYwkbG4OvfXUJtzrZxcYWyDi+utWCm50t6OxuhfJv4PYdniDBwp3/uL0S37gft2/XYfyEZzBrzku4facMd+6UoaFpFxqat6GxdSvaOrbj0uW9+PTCLjS3bMaFT/ei504OkskKxPqL0NnFEn9OTivu9OalvnyrFBXf6DqH2z1ZuPzlJ2i/uE+qx8qq1yK3aBnOZs/HgU9mILdoBXYfmIptuycgI28xyms2oKr+YzS178TlL4+gqz8HN7sy0JcolMnvjuXIsS9ZgJ54Hm71ZKGpYzcqGzah6fwetF7Yh7KaDSgsXY38klUoqVyHU+fmo6R8LcqrNqCw5EO0tO/G5StHcPHKYVy4fAh9/SXo7S3Glc+P47PPT+CzL0/g/IVDuHDxCBpbdqGuYTsqqj5GacUGVFZvktsZWUuxd/9MbN42Hjt2TcbJ09wwbzZy8z9AQdFqdFw4iAuXP8GVz04iFq9ET18J+vrL0XH+MLq6inDl8zM4f/EUWjpO4fDxlXhtyE+wc98SNHfkoLr+DCprzqCq5hxa2otx/lIlLn9Wi7aOElTWnEVe4SGcy96NzNy9KCz5BOey96K0PANf3biY4pUQLkIr8hhR1tt/FR99vBTbdq3ExSsVuN3VisLS/cjI3YyMnE2orv8EBcW7cOFSHto/zUZLeyYuXynDlSuFOHBgIV548e8xfuIvcPiTeTh2Yi6275yMI8dmY/uusdixczQOHJyE/QcmY/v20dixbRwOHZyFo0fexsEDs+TClFdvRHH5epw6twBVdZtRVLYWR0++i90HpmHnvslYveENrFj9OuYt/j0WLH0OS1e+hI1bR2DD5mH4aPNIrN80Alt3jsf2PZOwev0QLFj6ApaufAUbNo/E/iNv4uDRWTh0bDZKK9fh+On3UF7zkdw/eHQ2Dp98B+OmPYVRE5/A5l0TsefILHy0bSzeX/wC1n08EouXv4I57/2byPELl7yEBYtexIaNI7Fx02isWTcU6zYMx4FDs7Bz9zQsWzEAKz8cjFWr38AHqwZj1Zo3sGPXFKxeOxTvL3hexvIPBmDt+mH46OPR2LRlHDZtGSuDIFm1ejDWrBuGZStex7oNI7B67TAs/2Ag9h+cgz373sTe/bOwcPEr2Ll7OjZ8NA4frh0lJZzvLRyI6W+9gPlLh2HzjnewYOkovPP+UCxcOg4fb52HHXuWYP3H7+DDdTPx/qIxmDlnAN5bMBxzF47ApOkv46XXfoJBQ3+L3LwTYNjLiOauDkIX8sW1RowY8xzemz8ah4+vRk3TUTS1n0B1434cP70Mh48vxJmMVTh6fAkOHVmELdtmYd/+BTh6dCnWrp2At95+DouX8Iu8hczsZais2Yj287vR0r4NLa1b0N6xHR0du1BXtxHZ2Yuxb990fLRhJNasfgMbNo7C+4tewLyFz+PDdUPx/qLnMX/xC1i+agA+XD9UxoZNo3Dq3PuobdyClvO78dm1Y+g3uRdIJQyX1exVsuUUt53q7i9AS8c+ZOUtx8Gjc7D2o+H4cN0bjxx834PH38HQcY9jwvSfoqx2E5o/3Y+kW43zn32C7kQxPr18BLe7cnHps2OoqtuC1vb9qKnbhpOn5+PUmQU4fvJ9mey160fi483jsf/AW9i2YwoOHn4b5zKXo7F5D9rPH0RL2340tezFpStH0dtfCNtls3YdfHKSsAG2W42+WBE+//Ikauq3ynU8/Mnb4PuuWTcC6z8iIEfI/U1bJuDgoXdx6sxSnM3+AOW129D66VE0dxxBbdNB1DcfRlPrcTS0HEMd57L1JM5mbUBF9QE0tZ1ES8dJqPASvPAyGttO48iJtRg36WWUVbDHmHyEwim39AYeU+FtFJcfxahxz6KgbC964k2www4odMANmqHCJkmF+2GzqHi214CEWQtL+mZb4fvn0dtXhniS4V0TPL8OflSHCI3wGP+zHoK5CcroQuCq4LrVcB02SVfjTncuGlt3o7l9r5QFNLTsFOmck829NUynEgmrHIqddmiBrQiIMnhRDZygGkmbpLICjl8rXCZAk9y2PGZAq5EwyxE3ymTEjFKkBx8z7EoBwaZdk/D+0pfQFS+CEzC72oo+owwKLVBCJjsQRq2SC6E7pHaRSJbBY2ItbEEszmbySjiiHnfAsuvgS+TRLpyC1W7cmcC0awQUms+Qk7QhCBsQMMSNGiV3FZCbBY3yPMerlddYTi0cr16Gq6gvNYqyGoTtMOwqKNFQOuS8FYU2Elh8Ci9qh6KOEl1AwqQiS95yCYZLgnwJvvCiL3HjTjXmLRyLzJyDCIKkAMRxWIgU4rEg7ERR+WGMn/I8zl8hH/hSwOExNheGzTdrBElfILmVeuELZNQMuUiYePJcCSRqJKeeELgGiTS0bE2hqFyEIqWqRQeQ9spUJpMT6Xg18KNGmDb1E052w12SqlgvQXka7PjX0Q4Llxm9EIwED58j5FZVwVFs5E4TT14wkuAHB8HGCTJUjbRCLPrgNSRsXZwToR0qpKTdDi9sgBc0wPXq7u5NQhGQq19PdDvCgPyMxJGk8qKEo5q0klCSpPJvHTq/IjmWdolGdDjL8+RgnoXhLW/z3O57nbye70FQ8TN4+7yA1geBxflpgBvWwGNGGC3w0QRb1cr3CNACV0JqHTXxOwlohfheRk+iDnPeG4yPtyyC65FfpvaaD4HHuGVjV3c75i8ZjbKaAzA8yuQdiFnlsqMft3ZikQzDyiCqEfGLhJJfJFANKavBk9Jpa8erggpr9GsC5iGqRDyiSMRBgFCzYCGMy6FqZfWQpVtOtaw4R+ldCS23AhzcZsqwy0Qj4e6ErPr2mL+hnhJpi6WBUivgsD2qudQimAjjaBBllxObHnycoElYFdixfzq27p6ChFMJL2qWCU7alRok1B8oXnFlRu3gCmcIryONNokw0haBSbXAb06JWZTMWySvQm1Di1+pLC0BEPF5Olkni4X9yLQiQSMiJuUCqqk63OX7aLmd2V0+zpyNXqAEPyM1LmAvopbEKI/RVTP8SAtvBEwYNQt4GOkRVNypUVvFZsTtBixeMQbrNr4H02a0qqAU97Sniwk6UdOQgTffGYSrneVIuM3oN2uggia4BERYIaGcLwkoagFMMGmASM5ATBoRzwvYCE8sBLvWq0WwolZBMYkbvhFkKuDKr5J9Mrjqfb9WFEWqihSTurvZW0IFth6WTaWVeRlOdo24KApQTKS5srcHWzArRAuhMsmQM4rqZSUyU8r3o/bAQe1Bhqq/mwwjQGynFrsPzMShY+9I7QhXVhi1iOkmELijkbaOetV7Ht+HYTvzJJyodPh5XiyqRzcjljV9TSiN8zkaFDpsTlmMoEHOiUlN/Tif0yaD11jnZfiYBgPBoWitqaZGtAYd8OkSo3pt3ZnDIigoyAkI6sUq83swKchF44hVaRBLbXtcnC2w3SZ8vH02duxZBtslQJjAi+CrCI/Z6jbOXy7H2MnPo7blBEzVBtdvg+3XS4rbUqUIIpa/sZahBsrjkStCI52ZR14wRcLlc0J0Kpt7dbCJmuV0VAk5eQE3Z/ErRPhy2dUe8rkUjjj5zFnUIpFgDoR6CaXoEsldSIM2xTSPOolWO7m7EIcIb3Q1PgW4KoQhcxZ1cp6myRJAnVVOA4XZUg5ZqWiB49Zi8/YJ2LhlLJIWdwE6D0cRlHqCeHHvAoSm26cv1y4l9BtBQEQRtY12IGxL7Z2WlsvTaXvtRriA9HmkU/0ENGV2LbUTKLQa6aEByGutXY6oqankHbURfibPjfoNXaZ2pU1iRbTbIZchf+HiaRHrR0vC7LAftIq19qIG3OrJx/I1Y7F15wIkzJvCQaiFeC51kCCG/sRVjJrwArIKd8LyLyDEZfQaFTD9GtgBzTmLaMkdONm8uA0AV4nwEBKm9BfnhJO4sYKMyTRtfbj6qVSy14OKJtVNWhFyCE4iBTO+Lh5nxrMBjs16CsrnVXCcUim9IxCUKhOpnOCTuotUoi8KWZ5XJdI9t4wQkxvUSzY5YhEOAZo6b547i3Kk5gJtcL0GbN0xCVu2jYdhUyS7ICV+vPh0C/qC6u9KtyBJtahFvjtdgQYIAaHlb7oYAiaQ+g59rQgMWgiWF8piIYmnKxC+od9TwEEw8/ykJoTv1yrWQlukFJ8RCZ4iI10UeQuBQcDSrWhXQtCQz9FCSq1J2AwGGS4FTK8entciAOGeb37UjOtdOZi7eAA+2vIuEuaN+wAS4bEgSqI/8RXGTX5NyGrCOQ8fl5C0a4Xo+FGt7KehC2trxfzRzIFbWYtv5BclSGgmeSGYW6iWsjxK5WxToHshMLhVJJNyIqEzCiFonGr4HjeIqYFNqZr8w+aReRs+VgxEtC5sNWArAfMVlVIewExw+nl8rq79ZIa4BpBJYXVWvR4CDIKD4G7QFVtoRdKoxOat43Auc4kkGJnvYPWW8AbZMK9DrI3n1OhqL7QhohXizkcROQjdrU6oERi+RyCkZPOIFofWgkow1VFakvS14vUiAPX14zWUweKhkK6LlpXWQ4NP52D4eqqqOi+jFC1HO3x+DnM4fB25IXmUcKZWoQriisiHApZg0NUQMB1wyCHRgu5ECd5fOggbNr8D2+WvWASS2WXS7jFfAHIdYya8jIKSA7A8hkiXYLl18IM6+QKeV32XC7AmwRMTTKvRCJ8+nqaRE8BJEbCQg2irwOhFcXVzO2yPiSySIy1/q4CFOQ2SxSVnETleCnxLAbo0ptRd1mmw8kw3Iem2Ae41Rn6i8zp0KRzaFVVKrkdbDYKDYOCqfHBIWR9a0NmVixUrB6GiapMAhCQWkS7OIZHlyqSFVF6tuFVZqbQOKR7Ciy/XxNPuImAyLcXRaIX4Wm11SDxpUbTL04AhEGjdtIXhY+nKMl5bWiPNX9KWgO6ElqJNjrRuwoW4UOl6CK67nJDAbZWQmYAin+FzxTLyPQhm1ruytcMow/S3nsOpjE3w/B4p8UjvHPAYJfP+2HWMHPMCjp9aL8k2hmoW42tVk7qw2o1IoilguFcvISXDSjFjRCwvmtRU1gERQ0A9aZLeJoGMGiSBRUBZ7Dnx6O+bofxq2SuMWVTmbbihCrv4yXfMZC7ADHBYIWUCgdIV4nQ94u4izW+4Qr8+aM4fWp3pVZo6kjjevpODRUtfQ0XVZgnXdYKsFY5HwsdVnx6cDHKK9EgvBq5Gkk3e11xBLAMnWKIXTnoTIp9HXqdmfZsJN7qwgO+nCS2P2r3wWuoCIfk8iRAZputI8d6RACKJJRhSJJigeeRIn3eKP0oU1yQW5GpnjtQRnzi3CbbXmcrLcW+XiFK7i56+q5g6YzC27piHZIKmr11MY9oigG+WqpkkODgYc3NogJBlpwHCFUvzmwIKGbbPSiq6HsbltbAULQpPTvvfpFEMT+pOK2Ea7HFllVc5ErEcKdhhiWLoVyDy6V7IN/TeXtqnayAQDI8ad033Q+CQ74YW9PYXY8nyAcgvWgtfog+uTgpYNN8pUNwFCS+yBgaoWYDAqJUEo16ZjEDIB1gFpiMO8hjfq0fg0UroRB1v+y6vE10UC4YYWvOzdMTC15BIk/jfA8jD4ND3NRj+FDge/B7payLV9GjDlevnMG3289i8fQEsp1Mar6iiilDGbF9/7CssXT4DH295B6bFuLpdu4vUBZI3TBXWPgAQuiBeDJI3QXzKxwtAdDRD8ui5rBqjQlgLxThcCFSbtEgKoQrqJU3Pgh9aEXILdtDT5dC9RCS7fiXAkj1GPiSdj5jwv/QxTggVYALkxOlF8P20BWiV78XM8j0LkrotYhbdkAaIuA+SQyrOQob5PJpyHQaLYJYKU7V+oS2JhLNgtRjdjI5eBCAikPH1etGlP/+e1XgQKI+2Fo+wIveBPH2dqN7SxdyJlWDCtN8iK28PwiAGkz/QKOUfspk/9w67hS3blmDHrvmwHa6AT+FL7JwmVzRL2j/SnN61IHcBov/OD75LCiMSWj1Cn/J6JeIGi3eotPJ92xF3q+BF9bIhvmEzUuLE0/pUC0FlWR+BkQYHuMW1TNA9n53+st90TF/gRx9bkTSrsGLVEOzcOxOOx0lv0+EghSbykfsurNx+ACA8Dz6/UUJJ6gwiiImP1+6CllUr0u0SAiuxJFyAjHRIJqm7aFJJ/qDJJSMYvejSn//vARA/aoAbNeBOfynGTn4GRWVHEHInKCsmzfgMdR9jet+0b2Pn7uXYtW8hkga/9EVoYqqJJk9S+0Yy5QYZHgtoRNbVErYOAe8BRMJNIar10hxlGCzKYTTSLMmvrzpz8OXtLMRs7p5DE9guwHMokomlqJHKs8ivBhiV0HKkJ0eer/32NwEj/Xj6Aj/6SPW2Fus3jpFhOvy+baK20gVyIVBjeOC16XPgUepcqKySl2lwiXtOKbh8L8/n+3DVc+Fp+TxkjsRvkd0OuOOBx8FdpKmriDjHa6zD1K8DQ6cg7k9FPHB+D5/vI+6nr41+7zZ8cTNbfr7k6MmNcDz+ZAmLhVhHIgAxJbTZtmMJduyZj1icruHC3dCMK1qGxOYMo3T2kT/Uw0EXw3H3JFNhJQFCrsCTEZnd58Vvx+fXTmP5msEYN+2nGDHhX7Bz/5u48tVZqEA3BrGQRqrMzDLJ2YhFYiGQDAKQHOA+E/qIC3D3XP7k31rhqSbJQq9aM0zcDXmCyPMRv+tD4OD7PQQQUWlJhiV/Qv7SImDha2klKLylJ1/nUi5KmOkpXjNdEKQfT4ltEqWkNA25tg+6lDQw0sc//7ve+y53ASLf7zxu9BRi0oznUFl7Wn7Fk1K7/t3flAVx3TvYtnMxdu59H0kzvRL4BUietOqXtiD84gQJk0McXwMILyAti+xdyvK7algmBa4WGE41Dh1/BwNGfA8jJjyJV4d+F4NHPY5Zc59DUcUmWWmSK2EY7TfBMspSukUjQAVT6dbEiGKUlN/dB8w/CYZ7F+jeRdXaANPyy1cNRk8fO+YZ/jWmLAKt1EOvewggmoNozsJz52spSN24nY3m1v1ImkwtkJ8QONQlWqFCPbglBm+z5ZO/kkU9Iw0auh0mBHmt9UpPJy/TlktHitqKpR+7//jQeae/R8p1cT45l8z+3uguxtjJv8P12yTmFhwneS8XAyThurexYzctyDzYTgs8ToTIwpTOGTHUSZSSflN9wrQcaTOowURAcYVF5CYCEKqvDWACzw3qUNW4TSzHhJk/R8vFo2i7chJ7P5mL0ZN+hlnv/QF1zXuhWNEtiSxGCOQjzQAFK8rjqWggpECUqs+Uv6e//COP952bWLr771PjaEFhyXos/WAgbnexSUq3bHBytKT+EAgfBoiUB7LMkQIUXRJ5TSXOZi7FzNnPoLZhJ5IWo70LsFQjbOEgF2F4DWj99AhOnlmCYycXIit3JVraD6A/Xo4wRVQVv/Pd0PZvDxCes6nqUNtyAOOm/A4VNWfgqX7RQZiLUV5IDhJHwvwSO3Yvwp4D82FY9bBdugatYxAcaRfDydAWgyEqh7YgWjJOITZlQShUszrxbgAAIABJREFUhUGqe4zWw2bWdJpYjwMn5sHhSsUldCVrUN18AG+MfhKr1o+GK6a3Hb297CvRrYdULgkSSttaWdTqpY7/H5rAR4LkG1aTJBjbUFa5CQsWv5KyIOfFCujJptl/6P3vAwivi/J02p85D0NyORcRS1ZK5dcbw7+PwyfeR5/BMoJLsCjNs3UybMeSVUMxZdYzGDH2SQwd9SMMGfHPmDLzl9i0YzIM+eGCNqlXSVsQJt/oVtLzwkJpXe9Lwv+oQS7JxaYV2ruWMOWeudg1QOpRXLUd46f8Hpc+Z56L7Q8sYAbCQHSQBJL2VRw8sgrnsjfAchqEWfPNWeRDQUrzEO37NUCaUwDhh6f4QHpi7ruAtCbcF4Qml0U/R07Pw+RZv0ZB1WYobtYvPvhLmEEHRk/6OWa+/Ry6+soQog2Ow4vRkup2J0C0sJTOdlLt/GsBQp3DdutQXrUZ8xe9jM4u9sRQ6W0S867bHB8C1/3fj8XJXq0UClHG9rwmOF6TqNBTZ/wCA4Z8B7sOzMGXt1hncwkhLqIzVo4jZ5bgxQH/Hb969j9h/daJyC5cizPZH2Dh8oF47Y3vCi8znWp4Pl2gLigiOFgTQ4U6PdJiJMFyb+iFTY2IqjUBchccAvZ7mgnLAOygGfnlWzFp+gvyC1jkH9IQl2rbfYwV63Hzc6zbOAd5RVugVBtspxqGwYYlZm7/GEBI2r4BIMLwebFbEDdZfdWIS9dOyxaUyz8ag5u9FVC4gghXUVK3B68NY9nfr3Cju0hXRvnNMJIUyCiX6zoK3fnOxBlHqx78/DQ4/8IjwW5Y1aiq3YZlHwwSF8OchoSulKHFZfwxgGhZPWFWCI/gb9okrSrUNuzAkBGP4zvf/9/x0ZbJ6IvTglyGF5xHb6wGwyf+FC8O+kccP7ccX3VR7/lM/t5y4Qjemf883hj1A7RfOowgFdlRFkjXu1BF1tV5LInQm8wwTcEh95mslDnTQNEcRVsTbQ119Ke9QRviTj0On1iGSdNfRE/ssu6p4S+PqgiBz97csAeWfQ3zFo5ARs56BEE7HJdZVnaE8eKkXIwoiGkXk7Ygfxog9MmmyzzLefRalVi4agh+P/A7WLB6BPYcXyhj9oJXMXDkDzFl1r+hK1YhFiSRZJcdhTFarvsBkopkUsnCP81BHprg+0CUtiB0MZTbe/v5ndvFgpJwEtxfA999FoQElc3Vrkcw8bnnRVeZMfsZPPfyf8X3nvi/8P6S19GfrIEbnUfMa8Slq1kYPPYJzJj7vFhRZs7dqAOm3wxbtaCsZiuGjvpnbNo5SardqBOxnJJVeqym04VX6T3NmC3XP4PCDLdsWyUASVsRnV3XIOFC4jky3E6BBO1IWI3YsvNtzJgzALH4F9JrzZ2cmagTgKjwDq58VolZbw9AU9tR2V7A8/QbSxHOX2VB2B/DKicCqgMJux5f3MnHup3T8OaCVzFg7I8xcMxTeH7wD/DUr/8OE9/8DfoNhsMdsJ0GyC8/CPG9BxBmY3VG9iHLdd/Ef21Sv+FvBAhD0KKSDXh33h/QG9MA4Yoln2CS649zEPbMcjJYe9oOPyBvqBUrMH7q0xg44vuY/vbvcL27CHbUjljQhFOFa/H0s/8FH++bjZjXABVdEIAk+CsXuIjL185i1MQnMf2tX0mNLOs17gEk1anHGt9UOQXrY1jWyaEBopOempeQH2lXc8963A+QDlhuCz7cMBlvzx0Gw+SvbPL3ZsJ7AAnQhYzcnZgy80X0GzRlTTBMthPWS1c6/d03c5BHrM70ChNCxWrtWgnfbEmdX5aaVxeXcbWvHNnl27H35GK8MuJJ/N//6X/Dgg+GwmPBktQ5tMN6wIKQpGpwCEDu7qHxiHP4BkB8HTispehAXcMuLF72egogbZI6Z8GwtiAPubD09xMfr/fr0AXdTVL36QYtuPT5WZw4twzDxz+JURN/hh6DP/J8CQGuoLBuF/7ff/w/sHjdaFjogBkyAroCFx34qqcQh04twL+98HdY9uFgdMeL4bIlM9AWRCrxWG55FyAsn+A+ZbQi7G0ukxocDRjKEwQOCSxBwu+RtiIpHkKXaDdi0YqReHvuCCTN6+DPr7KincVCrDp8zI/uoKjsMN6eOxidPUzNN0gK3w9YN8pG4/9xgDAMlosXNsH0WFTbjqudRbjSWYArXSU4/0UeDpxZhldGPoERk/8VLZePI4g+RcKskWSerGDhH9RWNEBEKKPb+RsAhNoMxay284dAoayrtygljrXpVDj5z8Nguw8gJIAMh1lpTgsSyOYuXKFfIe7UYeTEpzBgxOP44nYe+r1GJO1WfNFdiPFzfoMJc36L+vPHcPlmPj79MgM1rQew89DbeGPsv+B7T/yfyCpYjSBqFbWaSVFdlE0QaPdCMHDTXaW4mCtSe5CwFZWaE5OjLOfkUVOEu9/jviiGlppbdSxdOUaq2i2bv5mX2g6EWwGwJhXoRW7BPkx78yVcvcl9SFvAwmBuyHIvpNLJsXth7n0c5JsuIFl3VA/LYejEwt8L+OxmFmbNfxHLN47HeyuH4cURP8RLI36EEVN/ibL6vTCjNljMT4RpsYrCWJ3oKvdyPKlEGXnJo5TOh8/nj9yni+Hk8seZyUGog7AGldeAZYdM+Wsh7D4rdR9AeNHZopAw+VMmdXD8Rty4k4+EUYeOK8fFggwf/xSOZ67AybwPcTxnJTrNatRdOIKRM36FV0b+EEvWjsbY6b/G4NFPYPCoH2HM1KexaOVAdPYWgpI8a0jZ3kEOIhaEWW/ZsZk7F3ErCe5xQoBwwxs2mnNLDA0QbjEhZREiVeiIJi14StkBOhAz6/H+kmGY/c5QGBbLDVmwrMBcHX9/+bEo6kVu4UG8v2gU7vRVCUGUmFtKDP+MKObhCUhfwHQUEzbLxaaLKa3dgsmzf403xv8YE2b/Bm8teQ2b9r6J4pod8IJPZdtJCjcsy2cOhDUe3J4q9Gs1SMSsk5GniOtfCRCSNQKEHGThklcRS1aIkkmBTJNUWgOC436FMq1gah2CWVzWsjJkZC5ny/bJ2Lh5PEaOewKvDPoHvDrkHzFw+PfxxugfYv6Kgei3a9BnVyOn/CO8s+Q1jJ7yNIaPexLzlryKHXtnoLR6E2ImfyalUfZNc7xqIadSya/KBBzccoLN8LIXmvxEG/dG4Y8ws/+IDeYESKrIm+URjHACRqMEvC57lNIItEqB+pKVo/HWvKGwrFt6Nylf8dfb01Xt3cgvPoKFS8bhq1skaWwaJjnjSkpdDJkYHbE8qIPcf+H+P97e60uO60r35P8wa15nHu7DnTVr5t5uqaXuvt1qSd0ylCg60YhGIkiABEB4ECQAwntDEiAIOhDeO8KjvEdVASiYgq2CJXwVUCifNiLtN+u3T0RVAQQpsefOPJwVmVlZmZFxvthnn72//e1HP+aELAOcO6Fook5tXWVqvV+itq5ydUVrFE9CXmbSz7ogHLyO8EegumPZ3dBqPHwM7uxwq/1DjzpjcZDtO6ZbNRyZXcudIDnJNhcmnZ0DYGBwPdhZER9ywnQQrgmSsRx291ZpzLif6zVSCYP/Tm8M+XsNH/FPWvbpG/pq1dsqrfzAalU8k+uk2KxeLXcL1XKvUB1d5YqitOgzoceUSmERUENApclZdCgQA2W9UVJCDw3WHWABJAwe8xqSXoAF9p0T9Q0kN1K1Jk1BXOV+d7W+WPeu3p81SLH4Lau5pnlROkMxt21zu1VYskmLPhynlrZ6V5FF3Yep38DtDCfF7RocQPojqQ/eXd8FkiCNb5xV7koAyJERbCX7vsflcgjXM/q/PzyPh4/BbuaHgoP3cwf11OnLr0Zb/SvVcZwPNTv4F0w+yovomZgAnakUMmk1JtyPeC5kbvi6PT0QnY7q+o0d2r1nsjZvHqvr13fqxk0kPCvV0VGoaBSNFLLbzjK73x5eMxcNhe8S6qoigMf3plI1TrnZr1A6aIzI0mL6bdZ3xlkU485QWhL0ouHIa4DFNRUYqPxc7fRY/GNavnKM/vzmL9XefVGpLH1p0C/Lmx7AY5lcl65eP6Yx415UVzeTdcnS3DClXBQu+AHBBPxwgGAd3Ge43VCQHcYysNMJQ/nBc3sv+RwjBYUeeHgRH3H8zwAj/B+dtcr5pZ+8qb0H5pofQWibABlZ5UyuwcjXmG2TrjDVoBqTvqKjAxOERcGZZ8CRZddARwpA4SwOaz8qyixfDaY4RFPofA7pqkpTQQxlMrnj3eBO5zvRGOFu57sgbKM/QlmIk/um3StdNN35ueWFxwwEcLxAtIclCZ0056NQLoKcV5XVKUVTR/ThZ8P0+tBfqzd2Tek8mjAIBEm9kYQeQzzkXHON3hr2pOmLxROYeEw3FEG3g3GT9p+1IHxW4Dc8sJYz2dAUg2zxQIB8632PAIa956HUfzjxf+tRZxVNHNGiD18zP8TC5UH1XSxBoRc7FCoCw8AUdT4MtpM1woKgR4YKI5Pf3VNgklS8h2uGLBUT0RMpNOcRwDBZDG4W979IZ7Ic0AkiHCwZDNSbAQd5qUrlc+5xEplyr9gE+VBVZDfjlBTdZ7P1ZZdDn2EeW48bOmQFIOFoI3XIGiEcKF+qEeOfVv3RA0rneuWnafPuyUNhKKdenW2q1oRJf9bRE9stQMUSkExC3GEfHUxOcNG/bUHCyf+uY7j/HggU3uv8ByroYLazJXYVYaSc3d/c8/D1Rx0HRHL/VlAMfJ/OqrOnRtPnPKeSiiVWrJ6gAg/HM15rBUhWmkHRFus6gna5OmXyFJPXyE8jjVWivJyGWlfPfltyEMWLxoptcpCxisWQHK+Qn6aVCGIxaKJRcVhuyovIZ9qgfTzNiGixaq9xRGcNhepSpTM8Lpa1ffeLlDFxvnKlAUSuzjTS0EnjPFN8b7LcWrvS3hXJLiS4+gbKi36NdcMorf1CQ0c/od0HVpkkFcLIqXRaqXQOgETU1XNV8xePUdMlkM6EnjVNTtZUkP59FiSczHDCv30Mw7p8rpt4d3TAgT9BZjikELD1ZIRA7E93h+958NiXCxo48X/rY51Ve3eVps99Tjv2zlQ8fVxxW1pOWSYVygOSWKgZ0akCrTPTfc3Vys9WyzO5S+7UEtORRzCvN1KieLLYwgT0tzEd1hzbz3JrrYpCY9KnIzc9fQ/Jz5SLPn0evWZSJfLovZsqEdKafpo28zQ7KHIjVWTqjLHkAXmpIhMnRm+N80qmqxVJlimaLFciVWWD50maGtH/F3D6lYqnKvseAxCkvQurPtUrg3+h0ioaFnWZyB3Cd2mq+5GZisRuaPkXU9R00QEERjeF1SSG/hpAmEBA8l3DOWKuLPDh9zgQhJwSPuNBcPQD50FQDASNcTet4s3xSH7Ic26ESOKIPlw+WCvXj1M01aBElm32KUX9+iCKeVSx9CHFvBrF/SolWd+ztUpyV5qT2qD7HXsUp2W7jqqnt0Bxr1Q5HVEkWmRWJkGrVLpf0hET65OtVpT2rlilTKWBwAHHifIaQOhBg/VIO+nOhFekZArBPgcSL1WsVKZMMa9cUa/CRiTpHsfMOmAhKpVAhXEAQACPlz2kRLpasVSN4pkTKq7+XG8M/60uXTuiRLrDlpgUGmVOYSiqzu4rmjJjsCqqEYY/YxzLRNK1qnBLDEuCswThnd3PBxk4ef13vns/uxVXZMz20Q1H/XePQ+0uqHehhpcj3/D5rgo93DE9+uisjTuHhx+73VJ4Dq7ifeB7+HvUa9Cnq0dq0bJB6krQkOiE0hBpKDtFS95ajRCsqpdH5FJHlBXaJLV2kSkI64kimhdIYOqwojQaytJSrN7u5Lvte83yZPJ1JsSXTNOps9TUFJHcRJ8VnwZ/wo7WtfuQ0lnaxFa5dikeQTz8jaoANKg2lgeWo0KRZIWoo06ytLCcEGkNzjNNGB791swhK8bP6Kh7TivZzHFVHl6tt0Y9oSs3qKaMmAQq1iPppfQYYnXR6E0NGfqEistXOA6ClVGyBWV5CZcFJja82OGk8xrvC7UreMx7mmyJwNFDmI09/q07+3Xtxh7dvL1Pt1sO2PH6zT26cXufbt7ebwVMvdFDQdCJ5ScEVPhdAIjvc8Tffh4n3/fw3xBKOaNIjPZlxBuIt7gtrDvfEJDnlaA2d/04TZr5lDpiOJdUFiLGctoaEnXHa9QRpTFzhTojtG/FTFeLi5y12IgrTOeGyNnzE1Z7nM4dtgni+kVi+BXsYsj6ch74deH1dfEVdj40KqJJNNYHSU0Xe+G9lLCShGMQiyEV4WqdkefIySkbhP4i54EqA0qPXdESG52RYnXHSu1xT7xMUa9S7ZEydcTqdLB8uV78y79qf9F6ZfMIF2Ztm0url8ey+R4lEnc0eerr+mDpSF2/WaAbt/bq6tWtunlzp+3lr17dpsuXtunqlZ2631FqqkCk4zs6KxSJ1aqjo1KtrUW63XLQJvvy1Z1qOP6Vyio+VEnZYu3aM11r1481va51G8Zp4+YJWrNujFasfFtfrnpbHxNIWjNS+wrmaH/RXDWeW6ebdw7oOmC6W6BbrQVqa69Ua1ux7naU6M7dQnuONBQga2kp1oVLW3W+eZMuXtmupubNajy9RkWlC7RrzzRt2T5RpeWLdebcep1r2qhrN3arrb1MbR2l6uyp07Ivh+nt8b/Qheu7dfXWfp27sk3nr2xTY9N67S6cqS27Jmlf4Ux9ve997dr/vnYfmKKGxs91+fpWE7JrvrRZl7/Zrtut+62t6f1OmgRUKBqvUXd3tSLRWl29vlOtbQf1zY2dunJth65d26sz59aq6dIGNV/aqH0Hp+t44xfaXzBDZ5vWqqRsvk6e/soeX7q6RVeubVPzpU3iu65e266r13fY/529sEZNl9eq6fI6nW5aqbMXVts4enK5ispnafeBSdqyc5w2bR+jfUVT7cjz/UXTtHHHBG3eNU1vj39cLw36uQ4fL3C6uCmElHMiVvZYPh/VnbtnNWzE0xo9/ilt2z7NLurWreO1ffs72rZtgjZvHq8PFr+szz97U9t3TNaadaO1a980UxYsr/pI69aP1Wef87f3ha4WQm6LP3xZGzaOt7/t3T9L9Yc/18nGNdZ6o7b+U1P7azi+UjW1y7Vz91Rt3j5Ra9Au+3yIln022OQYFn30ir229JNBWrVutFavH6MtOybpo2WvadX6MVq/+R19svwNfblimBZ98JJmzHxS8xe+oJGj/kVz5/3RVAMRjJu/4HmtWDncxOfmzPujpkz7vYnQrV4/VnsL51uPmEHDfqKVG8dp8qwnNXvxi5q14Dl9+MlfNPcDHj+rOQuf1aKPXtSMOX/Q2Hd/pnHv/kyz5j+t2fOe1Zx5z2najCe1bPnrJmq3ecsE7dg5RQcK5ujTz97Urt3TtXYdN8hIE66bPvNJTZz0W7036dcmijdn/rOaOPnXGjP+XzVvwfOaPvMPmjXnGY0Y9S8aOfpfNHnK45o5+2lNmfYHTXz/cU2d/qT934xZT2nS1F9p+Ogfa+iIv9dfBv8fGjn2pxo57qeaNvu3mr3gD5o49ZeaMPnnGjH2J5ox53caNupHevf9n2vqzN9qwpRf6b3pT+lPg/5Rb458Qu09ZNvT8tO+kh7NG6TH/EyHag/vsyVm7caZ1j8ec9zRUaLu7hJ1dBTb45Y7B3XyxCoVFi8wgKzfPF4bt47Xth2TVFAwV4cPf66m85t08+Y+3W/jf6vU21Ntw0ui34E6znElE3SZpuia2tUzSqdPqTdyyIRcCMVjkQg/X7+1Tw0nVqr60DLt+HqKWSKsETKS23ZMtudVNR9r965pOt24Rp0d5Wpo+FJ3WwvVfr9UrS0FSsTrFYkg9l9po6e7SkePfKGS4oXauuU9s2jrN7+rKbOe0aChP9Znq4Zrf/F81TZ8oeq6T/TNzd2qObxcN+7sM+G5nmil2jqK1HLvgOqOfKLCknmqqlyiivKPtG7dOG3Z/J4WzP+TPln2uubMfk6LF72k6dOf0scfD9LqVaO0detEbdk8URvWj1Nh4UIVFsxXTe0nunu/WKfOrLVll9/LDVRTu8z+xuOikoVmdRGv+2LF21q7frxWrh6jTz9/U5u2jNee/VNUUj5PG7eM0f6C6Soun6v6o8tUXDZXjWe+0sUrm1Rbv1R373PeH+tex0HdubtXHb1luttdrc/XTNSIcc+qrQtaJArMWSWSyHWLQFlUXd3faPnnU1RVu84E6ZwfwRoZrpX4IeeV8o8pGq9TZ0+F2jrLxDLDZDDpSBFA4KWM0PkP5HTwF5zzGdb29juvKAY7SiK6ZBlqe9meBoxuvo9sKgIv3b0IyRwzIHleg9XTet5x+1uSZjtpHOizdi5wVq2azTRA+Lxmk7Ymi8l7KK+EiBSLHda9thLd76rUvqIFGj/51yqu/FCxRINa7rGtPCF4oTQa4pzSRFdNHJfPOa2k5UqOKx5DMfqI7rYWKxKp1/Vre9XZWanbtw6ova1U9+4W687tg+por1BnR4XuB6/53kkDsCM6n1ZPhGDbGaVSJ8xnQo4LKgHXBpZ8V0+12trL1d5ZafU7kegR9URqTJ6L9vS0qe+OlFkJa0+0XDEaQ6ME6R+yI31xeK2zB+cWBxaH9IRi6RNavnKCho5+Sh2935jwLgCJxX35sNop948lb+vj5ZN09QZRwfPy/KNK0tSP0gVqaTMNikXrAgZ3k6XDDTBWTYYziYaGq1WhnoVJBDB0JPCSML8dAdkxtACN0xwHIGRO+R+a+qDNwXshI/O6KztwTq8Th3P6Xw6AOKLus9ra6ONyxqr2qHJH36O7i9A0xJgz8j1yKseCyTwq38fRC53gy7rTVqQRY3+mm60HrUzSWP0oE2YhPKFw0GhJtGgU7gWT2KA4GVcyzylIxJCX3WdSeukSnjjUTWY1ARQ3TjQKV4MYE10z+V+kMFFdOqIEeu5IWOiEPXblqU1BjAgH+IyRuVBdpBIxw3ULI965o4rHablSp6RXY4KBThYcfbmTSiRJDxxVbwRS9hHFEygzoYt/WFHvpJZ+Pl7vTX1N0QTiMSlrUun5OKqWrIsoEr2hUWOfV+WhtSLUTm809D7Q9nBSC+h9ERYn3H7W6lDZ/hmZNk3eBA4H5Bt0KM4pm3Vibr5PbQu1J0wkIKJBznGzRIACAHhJCrSdLAJ3O+8x7QpIOMF7+E60MhCJSybx+mG0owDkZKKwLk6zC0ASuzkl3z8pL4moDLkfJ/QCaBPxw6I+Fq0x3od0ZW+8VpOmPK5jjUQSz5hOSE+0xsofWA7NKuVOq6uLtiFch5MGjniMm4jPB9x85hGTzEDi0/dZSmsVjdBgmeTnMcXj5FeOKZlE153ed0HdUAa9+cNq6yowTRYIykhk9EThepy2+uXuWLUYtCWj6xTXmyxyNMqN0NCnyERCkHMCLJEI3UQPmZRXLEYHL9dtIvw7FYTtvYc1FT7IlNcUSdy2dD8WhOUlhUaZlFRb+0WNGvuCzjTRghTdLndnuIzuCWO4M2nJ5FErqkL5BqZ62i5Mo7sbfLbE7m5H2A15JJT4mEjXpYCJ5y4/a4NJw+ogpcRj5BBSyRNKeZCETitrSj3uLjS5BLMszcpSNIVlYPB9AciQlHR+Dneys2b4INy5AJsLzbJiKoQmPueK0SlzuNVyQIs+fEXVtcvkcWensRjIL7iqeywid7zxT4XFo+aHbC/fScMC1BzRVKsyMRy01KgIIIdDOxNUC0jYcdd2d9MjmCww3bgOq6u3RCk0UHRc3bES2yLHaZeCCKBXp2jykDwUHVNOPipNDid9VAn/sJI+RfHcBFQvAiY00+gscUTJJJbkiIECOS8eAxpAApUgHqs0GkZv7IRmLRqimfOHK5ZsUTqbkJdCrz+vDHUx2VyXjhwv0Ohxz6mjhz19s6joYllxPkij5WWYZO4+qt0oDYBris9gKkP4H1btxsTwGhbB9Tpxoig8d4Io7q53E2vm2O6Gs8plTsmLI0fVqBzWyibHgSftU6nHZ1BIdcr+zueg9sfn+h7KfydsKUHcjfPkHExwzmQpnJRCEmIPSjzhMO3Qs7Y9n7fgBVVULTGzbzEKOy/8DZa9BiFBhYVzoHESVICEJkEkxugfY0djl8MRpZtUSPBxem100YrFy8wqW+fMXK21OUFeNOHVmMgfum3EKZDpyumY4mi6oRBpshnHlUaWCyFAulyYaCCCe3TsQsbrmNI+IIAjQhPF42ZZ0j7xHRj4tfZ3+CFxLE0OPsxZzV78pmbMHaZYolWpTEw+ZFRsCdtcP9eiC5eqNWT4b9Ryn6KlC3YnOsFbujvCyWBpCZxKuh+Zs+bMu5VHWpQVsw9AnDNofkZABHKZYSfoBhEH0w5dEMSbbBKKzqbu50oNrHmfhfsh5zjzzGfAguL/MOes6+iMOvkm992cC6Y3acsMTnZ4Pk6KgYsU/q8TiyMBeEr3Oys0a84fTUQfZxlrgx/GUmbnyv9RBkFLMPNJ4Mdi6fC1nLwWk0nAiiAVg1YiqQzKjJCK0UVBAtRZCrLYSb9KGcG/ITnYoGiiwqS6yG7TkgThP7pT8FmAgrYnPsG3PlFhWHcw/+EN42sAFLggTpqL4nlUH32f1mcE2Lg2DUqbz+SOLPtUESxYMlxTZwyxtnLWRIqWDgnavqCTqtu6fqtOb4/7vdq6+AGXTIOMdZIJyVACYcThM2becSKp9nIssUDDFHJPyDoz5rTL7Bp10TS6uLjsbnDg3CTxfgACVY+yCDiggAqhV0wovIwEP55eLRY9dBeE/+/L6fRVjfVnh/l7+D3uMX9j+ePIOfQ/53Pwpdq7qrRg0cuqqvnE5LWxFOygUBwyat4A9aKQPG1kJmqQIQDlmGQqAtxwhe2E6RHLcYBBXNhLs+S4vrsZ2F8oFDGRJtIHMw0LzWRyo7DU4U8hQU6NsqvNJTdGXxuODHxEuCY2cgArKKiyYipAznV2flI4R31HCFPRBi38aLiWfjK0GBLUAAAgAElEQVRR0dht6yyWSWcUiyaViPt6LKsW7S3+TO9OeV73e/iyRie+Sj0LQEC8zXq5njEZJQDCus4FgWmNVANrmsv8MslB9jegCYROnIHBxO6cHqo7SXyWsyZgC70fTx3NER/TmYeLcdjUnbkDuZhuOICQsHNePID4vgEgHj0s6Zc/Y1zURR+8qsLiRVYmisPLbsOVPjggc/6Mfla9U08EQNAVQt0UjoDbxG1tMmH2N8iHOpiiEyeK0XVKwVS3xkIOtDbxdqOF6Q1E7MKqxn5AhMAIj1aGaRxUeKjh4IYNB+f/4G/o+y06r1iiUdNnv2ZhDlQeshlfac83wnJvT4JI6n1V1m3WpOkvq/mbA4r7DUqmaOlZZ+bJTCoAYd1OsZ0LAIKATJZ11klrO4eWk3oQIC7ugdVwQrvccUwYbHHuUCrvaDuOHjrJOSyI0wdz/A9nul1zAMcPGZjxdSQmWwK/FySPBhCJR7akXb2HrHi7qPQDV8ZgOxwKoTiHh/53IDVywIV3oHDaKQ+DxRGPWYJCaXBku04o4VOc5a6HWY2AXRcCmmsaAuG7ju6GDG9MPiv8PHfeIRhCNvvAIzdnNHFMH386RtNnDRVlD9ZyLofKsrkhJOs61dl7QeMmPq+KupW2v0Ymyoizfp2xyt1d02jaoGwbbelhXcw6buXDJ+9YYhB/3Q90pp07hcGJY7rpXoAJZKdCiJe4xnl5GVQQj1hMgG5QBHQYoWBKfzbWZY77+CAPT+Tf8NzVxTSrta1UU6Y/pVNnN9qOioaMtpW0wB0gGjgetkZuIkwuwyzHgyDBSgE0kn/EMNCARycFa2m7Olsm+UyWYceuC68XAAkff/8RgDx8XiEP53tIVTonL3Va6zfP1IzZb6m394ZyuYTyNEHMBtX96fx99USu6o2hv9HOfR+YwAl3sbvjjwTEYb6k0QqpHaqZNGo1oNtDKiKWASBc5bkLsLFEsc93fw//ZggPCMFkWlvulZpGVntXjTyPSrVzFl+xdL+t6a7LBHcoF7sPEOboDrAg/4nnWBCsWMu9EhOya2uvsF0cagTmF7G8BsGofpA8PBEh8N1a329JAAqKx8h2nVbWWPvnlIIUzc4IHRJTQObzHABDfydcMnkePv7+48D3hWAOAGLXxWmmstF4YBDIyzTrYNFyfbB0nO7eI3iYUo7G2dmcvGQWC9Kre50XNGT477Vj72IlCG7RAsP8CoJEgTZYUKPCpJN6xgOHiGKVXmy5rJMDe3DXF8aBgwvMltlJanME6UTyTp78Qus3jdGcBS9p8ow/avqsF7Rp6/u6fuuAyWOmc4S6keumTUi/0s7/bIDga7R1VOjDpYOsss4VS3Fxzw2o7g8vOsfvBgh3eQgQ/COqCimoyuehF1xShshy9owi3gnFfEhUF205dQBh1+V2dv3P+b6HlriHnptf9Kgbx2JSgSznw8AIn6tJ2VyTCks/05Tpr6ujCyvuK5P25ZGLYZuLiN397iuaNO11fb1/iVWYm5qvra9sM1E8bjCtU/bXAAKCbIqmxKkK4z7ymrGjgn0/z/GmKQnIWFNhyDA15jjxg+/e26MNG97Wm8N+pHETfqMRY3+lYaN/qT+/8WNt3DbZ8iVwMkwKiq1ZoBHfdzEGXpCHLljfBf1Oi9J/FwEOwuE3bh+00svbrUVWu8M2l9ddbuihCfqWD8JN0L+UmuNruyPC4XRSAFBX1Js4rsPH1mv77nnauH2G6o5tUJpiMXRSzYK40Dm/maXPBR2DWqE+CmZIyOo/9t8wwe8KgRFosjodFRd5/tZjA0izDhQv06gxz6in55oymYgyac/EY6z0MpWNKBJv1Yw5b+urddMVTUJ4wSnE/IY0fPbXCOzDraTlONG9csX8kqA3vdtqGXk2qB2FTU2fW4ARAogIIrkC6P53Wr5W45lVarq4UzdvVejcpV16edCPNGz0z3Wvs9w0uzgHwPHdAHlo8gaC5W8EiJ86aaWX8xa+ZJYE+Qu23pRg/lV9ELuJvg0Q5yehW0bJ6UXFvEbtL1qiUe/8Tq+8/o965Y3/oXcmPauv9y5S3HPLGZUE5H74TtOdte4NTszOfCV7jtUZOLA64SCdwQhzTOERH+/Rw9QWs2es5HbqjEE6fGS/Mll6JqNymHEWhHaokfhdzZgzUsu+eFcJ77SZRpenoKX6IVejkXa1GvSkh0eZzJQqkS5VlloRsxbs67EYJIwAAh2vDykSLbXHbMGoG4HNDWDwRXA8YygOq0Xx9CmNm/g7vfjn/6YT59YpQSwEB886SrE1djEHZ+IBhgu2ccRJ5u+h+bdtnQXT+Btmu1/Gk+ht32BbnTmp8qqPg+r+GrvALA9MEkttn0UKwfeQBXEML76b9xKrcPRH2poxMelMs3YdWKChI/9dQ97+pVasnaR3pjyv5//8U7054pfas3++lX9izXK0gUsDErb0tE512W4c2u8afZOfD1l1jwZD3/sGgMWYc3nKL49pzoK3dLBwnXI5WpLllEz6Vn75GPn/7liL5iwYq+VfvqdoAqE1R1gGDBQHUcBjTZHxObLIZsOWLnUgSVYYg5uJBxxMPo8BB6AgF4EVofCItuvdPcX2d2h0WIasmpTInNOlGwc14p1/15+H/FifrHjLWGV+YD3IWbjtNF27icuQC0Hi21XeEWoOo4UGPNsNsN0bsIbjbJoykdMaCcX8SSEAENSWu3sP2V3ozDwCt4+wUD8IIE1mPabMekGvD/1XFVV+ru7Ead26U6+Cii81bMyvNWHSE+qJcMM0CWlMNFXxXdJZp8DI7ue7wMFOi4y5G83uOAAAjwLFwNdQ1OZ5e2+9ps95Xdt3Llci0WYidshg2hKDBYkn27XkkylasWaqIvFjivssGYSBiXEAEAp2mORqpbPUbjiAeBnqNogM0n7dVWtxpGCHwhxeh1tJ4Q7giSeoP4XuD1gqdPmbrSooX6KPvxytafNe1o/+x/+qJ5/7L3p50P+lLTsmWlU7kUhCz669eZ1ydLQikEbUEQ01K32kip0IJDsmzpndE1vEh51Kng8cZJrPqrLmE5OgQpabiXJxGCYI/+EhkPxAgCT9M5o29yUNfvvnunK7VC2dh3XxmzLtLv5Eb478d02a8rR6Iy6CjaISk57npiHLnYcfS7jftQD59hHfAmAMGN8JkHAJ6j9itfj8jki95i58y8SUY4m7BpBMJhOK+acVid/Too/e08efvWN6Wl6W5FGlJZ9SKaq7KgKQhAApN+sBQBAuCau6wpI+wAFIGD29FA1VWfUXQHFgqVXb/b0qq1ygl974kX7x+/9Nv/rD/66//+f/RUNG/LPR/GqPfqo4dANyGhQGBZ0e8pnDCkfWdkyu2i1veQ3nCwFaBxgmGEvizH+4BPVPumujgQzmgsWvqNdqcwOA5J0g7l8LlH33EsOdf15+5px2HVykVwb/VPOWDNGCj4dp8Jhf6elX/l5/GvRT7dg1OyA8XTJ2XT7HEnHBsuqE/IUYrwn2fYejmWuWBo5HAgRQuKi1HdnFBC1F4JZ0x49o2WfjTSvXT3XaEoMMZiqVZReTVne0RXMXjrOGvO1dVI+dUG+kWAm/RKlUudJpiERYEfwHV/2VNCtSpgwVZlb7WWFAwIFF0MTETVC8yWBhqgLrUaJorESeX6lItFhNF9fr8zWj9fGKkXprzM/18uD/ruUrh+nyrd2iMaFlMlPsliqtOj0F0GhLlq5VPl1nj3ktk61WXgAF9R1AWG2PHSscSxJGGMOj26riTKK/UVL+kVtiAlNvFuRvBkj4mQ/7IKeUoe7Gb1D10ZV65c2f6vHn/6vGTHlaE2a9oPHT/6iXB/+Tyqs+dfQH48xcNIoEHBpHkGIJYXwHOHgdQA0cfe8N/5cjtIuBg3gSAMZfOqWId0yffzVRH338rmLxe30dpzKZLJTDlGLJ+1r+xUxNnfWaAAj/xHJgy0mqTKlUmQEEkKQY5qRiRWghFtSpZvgbVgdfBNDgm8D0qlOCiq9YsZIe1WUsOUwq5YA18nRK7bEjemfaH/Snwf9dB8sXyUPVDxIM6XAKg5KlSsTLlEyWKQ0gUjXK4exSzuiXKpOrVE5YN8oZK4L6EgdUhFXCIF3/0QUCiVlA6UPEFp1UyjDZCYRLjGso9FeWmHDJ+ZaTylb0rHpih/XRZ2/plTf/QV9ueldHm7bqZle1zl0/oGHjfqW5C15VL8J9UBl0wQASj7FUNruGifSm65v07wHKt97Tv53v3woHgUWWTdO85bedVSx1TJ+tmKBpM99Ud89N5fMu3W/yD+kcWu0d2vr1p3pv6su6116pdB5aGpNbrVSqVL5ZEqrIA4Ckqc6qMIAAiLCY2U9RQY4lYXkpNVDwdz6L11DCceCpNJDE/WrFsyd0va1Ufx76D3p95D/qbneZCci09xRbYVIiXaG4X24V7b5frkyqUtl0tXIGFABSYiWI2TyVaJQ1UrYItc6dKxYNn8e23bRR7RtHjGMBJ7SgeJHppDopbuSniEX8jU7q9wCE9T2ePK4J036vt8b+XJ3GKbmhlC6q+U6B3p3xrF75y4/Uft9JgLOcEFRLxAEwy8KFYIlhmfmO8cglZcByEhS8uZzYQP/LJT3ZsUX9Bn25apJmzB6qSNTRDhGys34x+XxS2VxE5dXbNHHan9TRjQWBoAuVDVZSSR9A8EfMggQASaTLFI2zK+GuZWuLhXDVYbk8xc/oaEGagWmF7ECFlSNiUQw4XpXudper/OiX+sOL/0XvTHtcHfFqdSYq1BUrVRxAsoTlACfLXIUyVJ9R0e6XK0W1WZplDmtXpqRPaWKxlTJSBJ30caI5Z3ZVzv+xgB5NFSHV0FnTO2IWBCFd0v7cUc45dUGqfn8lsCQhIB4+focFifhHtHTFm3p9xD+p5uRKXb9XrnM392rximH642t/pw+WDJaXYCverFwGEFxSNkPrEDgsFwL/oknKfcf4FkD+FnC4JZYwA+4EAPlqzWTNnT9C8Tg6ZRnhpBpA0rmosvmISqu3WFOZO/dLrcQwmixWLEEvd/rYlvcp29Azzi0z7o7lcc7iIHTXdjsYLAlV7SEoOAIYXseaYEXQvaBcsTtRo6ojn2rkuz/X2i1jdber2KrXINlGqF/NAK5K84V8nyXGASOVKFEyXqhMhpJEalhLrLCZGlZ2WRQ9x5FJsKJoZBicZfOoTWWgkZGGmdWg4vKPTKOsowdRFRf/MLachdW/b4lxOaqBWmkszwy6aTkl40bVHPlCo979D/1l2E81eOS/atj4f9eLg3+kmQtfUksrBd4XHPUScWCb8CZTbYaO+VeXl4HOpz0OcjAPWA5eG2g9AAhZcWcprbpwzXt6f9og9fTeCACSMtrhY1kl5ee7VFa3VW+N/pVu3jugOLWiVLBTbe6VukAZhNd4tbw4ehY4n1gEHNgacyARQXHdKNkOI41UZ6Cie1QO/QrrUMmdi8oNATgmCge0Rq1t+3Xo8Ec6emyZOrsKA00LHGJEUCDelspLlJjFyKcrxcCC+F6xPM8VM8eTBWKElfAJr1CAhXpWVyFfbFXz6QzWxr1GIXMsfUTFlUs074OX1BGpto7jyD9EEkSLXet3gnVhptVJcIa8EJhmbhgLzmiRjoBNLAOVQhh68cRxfXN9v75cOVqLPxqkA0WLVVP/hZUxhHQIlxR0E2eTZ10rB07qoye+L53/1zpwhaqQRJgH+CC0cPdyJ7W/ZKmGjnxC3b3XrXgKK5LOpvSYn4+qPXZTJYc2adKsF3Svt1TRTJlFSZPpUiUSpQ4AtC1P1Cvt0SKsXmKnwo7FWpQSbQUEtB9z4DDpJN8JrQEo5JCQQmJYyN4czErjaFrEtbdYXZ0HzUcAULFYsWxJ8yqUTJQpyVIWL1bGKzNwcPSSRUJMJQQHoAAgVL7zmNdTBPT8IsUSBxX3CszSuNcKFU2WKOLXqaJ+uca//2udat6gJM5xvkFRD9+qwWppicMQW7EEpKkuQhZyIHGxiaBEg1IN6yVMz7lGa2vaZwV0UffvV6i1hSUZdn1AdWBi0TO1Hn8kRgn+MRDHYQSSW8H3hd8bHh+mWvQ/dwSnEEDfdlRxik/JyzconmtQ7bG1emvE79XZfdXJcefTSqaSMMp8JdKdKq7ZpKHjfq2jZ75Se/ygon6R+RBwHJn0DByG1DGLZMJ1RIIxl621bC9ZWvfaYUe/TwMgCppqrdct/W7RyGIADgNKCrBUmVwTwa084msZp9AHmOLxEgNgFt/BqzALEoLEx5okSvoA4qxFPzhCgAAKwAFQeMwIQcRrkWSR7kdKdKB8voaO+ie13itSd6JCHbES9SbLTSbBtDc4V3JKdBK3xookMOHDkgJwLWHDcgizBAPlKKwkhGUKEHF0cQ4Izy4mAQDYijP6Q/b9MRvnL4Qc3nDC+X9HBwhjPOExeH8Y4Hs4JzVg6QEgpDO8/AmV136lwcN+q2MnWdZ7lfRjymSzeiyS7FFWcZ27XK1p819V8zfbjerXmyhSb+Sg+Rc2+RQbQTim5sJn4ittqeHHhQChRwx/I8KZz0G5B1xYjn7rATgAgAvds4xxp9bbEcZ3v4Whur1OeXI9OJlemfxkad9I89grNR8pXFYABr5I6I+EAAmtSQgOxFd4HPWK1Z0sV9XRpRoy4kc6fnqFetHUSFcrkalSe2S/ooi9mB+DoIuTm7KocgAW6k5o/Qo5GAKzk+0KJ9pNFq/xHpcOgFXvqJrQNF2MhvcziKnwPwApPIZLS7A0BBNvzLABZKP+YODDPtMjODMBSEj8mXxn5oROX9ytMROeV9NFwgJJZXJpZXJZPZZIxeXlenX+8iEtWjZc93sqjMEVT7FVrQx8iVqlEuRA6LLQqJSHf4GjCaMMRWZMsIs3hLwQci+E3QmU2TaTI5le/BcTg6PoyOVuyN8QdbXYC+Kw6RolEuXy0NgiZsLA8U1VmpOKo5oJnFV2WQDDDcDRr8qDlQAs/I3djVPw4bkb8VSpOmLFOnRimUa99y/aWzxVydwhdcYKFUuxNFUozjKbRtjF/Q+OsjntfqVZQNIJKdsV4V8Fw4Tk+ikQ3ABcS64XE8n1MOVCbhZazkPdJJ+UYzjxPPoLM7jLHxwBJxcCl/kd7IDgrD64pPQ9D1rJhVRDFzBzMRLnUJ9VNHVchxs3a+S4P+rYiTLlc558KvzzOT2WUUa93n1V1u/S+7NeVWtHmaL8+BxBI3gg9fISdfITDVbMlKMfbFCQwzLCumy1IdZbxoEF0hB+RTyJ4Aks6/ogFlGnlJGMXC0JdSRh1tdAY6xsFw1FEzQRL1cCITgPQFSZJWGLm2b7ykTZNtdJNYWTHgKE5/FkYR8Ywr+HW2E7pssV8Sq1r2yGho37B1Uf/VDJPLpdB9UZ22dKQYAjkQ6VffB5KHziWGL+GTsyYi1pev2mEZGrMuVBosUALJEsVz5fb9v/JJphPoqDpC7QOEPWqtbqfK3WN31YHgOCFX1oUoDlQUI0NAQGsRr+ZkCwdqz4Mo8ACU2YbFCqgU8TtFGhVDUP0+2Mer0G1TZs0OjxL6j5IqzAtFIpdMoylD1kFPd7VFi+xYjLrR3l8shx5KmpoC26K8im0i3jYz2OKeVT61pvjimWA/MZyj6HFiRtFsQtHyFALAbBroe7LohLxAACcpBYl0CZj1wONAI0Pl0EtVwp5B7NglTIR8GHiGyKUkhUeMoDbS+sh9viovXFXZ/wcFj7B1vfvuGXmjPa2LRaYyf/m3YemKQuJj5faT5Ye3S3Yn6h4imnEWZLVLJIiUShEolixeNEh4m/VCiZqpCHLCUBumy1idylswjXlJkyIuDhccIrM+G7eLJUKA1ZKQT1K33jiDHgUybg3+CkuNOUTLjH1CQxKHuFGuosTYMr2ex77qyP/Y2evOYnoaYQ1CGZX+T6HQMQLEj98c0a9+7L6ui6abmYXD7nAIIGRDIV0ebtn2ranEFq76kxyj60eSaOwiVzprJnlfZOKplA6NXxL8z3yB6z0gfS8W5tdfW8sKxs6QlqNgwAAeMsBIodM/VKoPgXDLK/nueSe6b36VFTioNILKRSPnchdyUST1kq4uuVybFl5uKzFAASrIobvDZwIDAXSwCSYkWSpeqKl6snXqNJM36jTV+P093ug4qgMKgaRfwiA0rUttL4LcVKJLAcxW5nlSxXLF6qSLJEUa/MIr5JQAJA8uS0Drk0gV+hVA5tM2prHROvO1pk4HB6Z3VWFOXhi+Wgcx5XCutNIXf6iJWCWEuQ3HF7jGOJXDlLBBV30CZMyz0HkfyYqRCgRNA3rFs6/Y4dIclZn5NGoibam8ydVknVSg0b+axa7l5SLucpnc06fZCc8oolurRu41It+XS8uiLUbJAyrzUqnWMsEfa9qIxPCSOROjxxgjo4UiD0mBX6WIeIdL3VpYac1DAd78Dgwt6uwoz0PI4ZASUnqUTeBGtD2SJZYqyMOw8kGPDy2R3hBFepu3O/pMOKxYuDRB1gocFOnclLElwjkprwsCRYFaK95YolAEixKRPG2ELnGtTSVaqR7/xMFfUfqTtZpbSOKoW+GDqomQql8ywHFRa+5zv4XkDLsojV87PU0tYpjUBdnj7AtcbZzYjmSEcUZ0ufRQivzHTLWL6x0FxDdMRwSvlO6n5g8HfHKqzlbG8Cqavj6oxUKg25yuM7jgeSFOR5SFK6XnbuOlK4xXVyji19f1mGyDm5I/6L69AJSHBQmcuUzulg2eca9+6rikZblc7E+yWo8kiGpKIqLNmijdsWKBoHucfV2VWgaKxaPT21ununWF1dR3XnVql6e1Hyq1VXT6Xau0qtmzZFQqybnCw/liNrqwMQWynMI9IHfDYicEcUS5DRLVdvrELoW0Ti5ersQZxlj27e2amW1l2617ZXd1p26vadHbp6ZYOam1aptXWHbtzYpIKCyWpqWqGKytm6fnOT7rRsV2vr12pvP6i2+7vVa+K1/bkhgMMIw/6kAIjk3u+t1LXWAk2e+aQ++fJNXWvZp9v3D+hG627daNmpG3d26O79Pfrm+mY1N69WW9te3b27Rzeub9OdO18bdfL23a915+5utbTttvO/c2+Xbrd+rVutX6vt/gHdbNlpj6/f3q67bft0/fY2fXNjqy5cXq9zF9fom+vbdf7SWl2+sVnNV9Zrz8GpOtO8WgdLZunk2RXac3Cazl3coKLy+TpxdqUKSueo6cJm7Tk4XecvbNDZptW6en2bbtz+Wrdadutue4Hu3NsvBG8iiWrFkodMKSASP2QVg2iR3GsvsQL8tu4K3Wmv0NLPxmnS1MGKx+8pnUmYg4oc92MkZbojbVq97iN98vm7BpDuSIUaT3+u6pqFKi6cq107pqq46CPt/nquqquWq6LqY1VWL1FF9Qc6ceorXbi8RSdPr9SN23t0u3WfurrK1XJvv2637jElm5Z7+3Sr5Wu1dxToyrXNdnHKKufpQOE0lVTMU0XNYlVUL1BB8Qxt2zleazcM19r1w7Rx0wjt2j1Bm7eM1OJFz2jxoqe1c+cYFRS8r61bR+ijj57RmrWDtX3HaG3dNlKff/GKNm4arrLymao/vFg3b23RvbZdunZ9k27f2a6Ozv1qu79Hd1p26Nbt7XYehxo+1879c/WXIT/VuIm/VXntx/py7Qh9sfotrdk4QitWvakVK4dozdqhmjXrca1fN0xLl7ygr1YM0epVb2nFV29oxco39OVKdxz4+IuvXtcXKwZp9bqh+mr1EDt++sVf9NmXr2nugif1/rT/0Iy5j+u9qT/Xh5+8oJnzf2eyUVNm/lpzFj4pjiPH/UQz5j6hxUte0Hvv/1JzFz5tklJTZj6uBR8+r1lzntDkKb/UrLm/F9+3YfNIO9/ln7+m8qqFKqucb+pDBUWzVVA0RyXlC7R731Rt2faedu6eYuy9VZve1dBRj+ut4U8pEmmR78dti4vK0GOZTFqRaLu+WrVAHywdrTt3S3X+wnrVH1liAGk4+qkOVX2sY0dXq6bqM51sXK9jJ1fp+OmVamj8UvVHl2vHLrTJ3tNHS/+sVWvf1uZt72jbzve0dsMords4Ujt2vadNW8fqsy9f10cfv6RFHz6vjVtHadvOcVq/ZbRWrR+u1euGa+fu91RZs1ANJ5ar/uhSA01J6WwVFk1XZ1eROjr2q6N9vzmunR0HdO/ebh0/8YlZmPrDH+rI0SU6VLtQa9cN1foNw7R02Qvau2+iVq0erNVrhhjYeDx7zuP6aMlzdl4btk3UgiVv6NU3fqKJ055S3fGV2vz1ZC37fJBWrx9uAOHcq6oXa8eOCTpcv1SbN43W1i1jtXbNUK1bP0zrNwy3I4/DwWsMQL5qzZtat2G4Zs56XKtWD9H6DW+rtu4DVdUuVN1Ruo2+r8Zzn6mkYqZKK+eopn6xyqrm6lD9Byoqm6XSirk6cmyZyqsWqKbuA5WUz1Ht4aU6VP+hSkpn2e8qLpmhDRuH229du26Yfd/ceU9o1uzfac7c32vmzN9p9uwnNH/+05o+/bd6//1fa9rM32vyjCf02erReu3Nf9OgIY/rfsc15fJOq92kuGEOeV6vvlgxV59++Z5i8WMmVYSDmvSqTQglHq2Tlzimnu5aa5+BDFXUO6TuWKWZMZabe/dLdP9+qe53FutWy14b1bVLDMWVNYt0+ZstOnzsEztev7VTd+/vU2vbXt3rLLDR1lFg8kgsNXGvysx/b6xc8XiN2jsOmg+Cj8LWl2gsbTAI4fu+i5uwk+ruLlRvb7G6u0t1/cZW3bi1VSWlM23U1i1WzaGF4kJyvHJ1g2l23Wgt1LnLuzXh/SdVWLFEHZFa9cTr1N5TqvbuIntPd6TEyNd3Wnapo+OgWlt26X7bfvV0F6mj86Dut+8zhty9tj1iwJbjtfaO/Qbejs4DfX9vaaX7A/6Q2+YSkGzv2auYV6KO3n3qTRSqJ8b2HN4NEt91am3brftd+00v5FbLTmsPgpwmS8OaNZQAACAASURBVFt3z0GLGXV07tP9dr5/t3p7S9V692t9c22Tbt7a1jda7+5W2/19tnzzW9AsQ9KqtatKX6yZqGGjnjY+iO+jlZpxSsueH1c82anln83UyrVTTb/LReVwIInKhQmjc6b5AQ2OwA1/sypz0ScWh/OcOUKJlHO+0jqmngQ6neRb6tSbqDJt8Iw5m3wue3DyHofFa1TCm3NIHQ25DxxWHVFvBFY8DijKOscsbkIiECeRbgYha554CttjnEYXe6lTNl+nzq6Dlu/hb0wYE0fIHKfXtL2yJ3Ti3GbNnP8nHShZpFjqiOVn8MMQpu2NO8eSXRg0RtIHRsZOsquC+OSy1vg2ZKsZA/0c1w0KCQgEYcqNTcc5odkeTxQrmiBfVK5I7IDiJBdzFeqJ7jfHG712P43OWKl6owXmHNMYACeZCDScm0iswHZXmSwCu3QMO6ru3oO2S0NXFXYfSU/iNSE91Lgxpu/OXJ1WV+Kwln81Tu/PGKTuyE3bxXh+Urk8AjLZlHy/Rxs2LdG6jTMVTzjCMsLz/Ci2u4CB5BOsJzS60kEBtin25mnFRfU9Vfqw2I+rs6fKBPHptcZAdwvJCNSKe4h7ILgWrVAcJZ5AEKU3WWkxCR9CD+F7WmwhgR13fVi6uoutL6ztGoKOS9YDhVA9kUmCTmiRJ8rt4nMBeS9g5zHpfSY25M8m+T5E3WI1qj2+UpOmP6VrNw7Izx9XV6JCXrZOSFt3RQoVSRQrEiuyHVMiDj+GBCKEqEIlkuyI0GYnIVhog8f2Glvp6EF19ey1yeM1ODY9kf0Wt4GWgEB/XtV9Ed9MFrDst88BNFAusiIiXaHeSIHt6uJJpwefy7nPQqKbzyD41ta+S7EkGXEI46QeKmwn57GTS3GzlioW5//L1RMrUXeyUq3d5Vq5YbJGv/O8emPEQWiujBSmByc1p57eFn25YrbmLxxsysTcqXyZY4G5bROCc0Th2HsnM6gLNShJYVQeWecTpp1l9azpY9asOO4hmIIMwklLmyf8OlMrptIdhRwq27EqCbbFljUl+MOWkNgBQvlwTKn3Pa6e3jLF4qgVH3J1Nek6W0rYSnNnR6NlBmQaC/Mech6E7gFIGNVlu+z7NSa2j9WxQB09W7xjKq1dqkVL/2yyU92UZnjl6ogUyMs65lzUMsOF6urZo1j8oJLJQmWz7JAIwJEAPKiEX/DAiHtkj/tf9zOE+l3ADTH+8P2R2F4lvQLFE/sVi+9XOkO6ADAi2O9yS+kMYOTvhYpD3UwWq7d3n+JxAFmgnEh6HlBXzz5Fo3wHHSGK1N27zx5HOWdLNdBPr9AsF8CJJEoVSVULUtOXayboyT/+SCdOAdiEcUISXgKAZBSJ3dW2Hcs1c9ZfFIujW+HiEAAkY01ykHkiBNto7cPiRFG5802P/ITpiaBx6uo5qOtoVE+sysDhp1HKOWKTTjjZZJMIwnl1SlAywSRT+ETtrwAJDQJrjcyTyhxW0qMdl2vOw+ST0MM/or43EgU09YrGsDKAw9XkABAXwgfkLgjHssL/06yR9Z+yjmSqTvHUUW3c+Z6+Wj9CPYkadURKRAuQKInAXLn8XJlFUsnpWFY4vl+eX6AsDDYm1meyDyiZLpBno1DJNBMCcPYr7u2Tny5QJles3uguJTwmbb9S6UJFYnvU2fW1PL9UHZ07FYvvUyZbqnjigH2259NcgWhtoaIxlsZSxeMFSmKpogcMqCQqSS90de8y8KaxNFH8FQJ7RfJTLEMHDMy8D4tGkDCTrbSIbgKr012uZV+M1Ktv/EJXrmEQSNahtpx2AIkl21VVs0sLFr2tWPyk0plGJZJOKjFLjYllcBFhcy1TkW1ME4qndobywxwNhomkknI+Y8IoiKVkrSEPjZUJ2DQYCJJkNXP4EoeEvIOp6tjfjyoBU9161MB0cs18PPM/SK1TPIViX4VisTLLGPega06RlNXGsMzg1PWXemJdSIwBFl7HybVaH1uSDhkIu+KV+mzVW9q0Y4Jifq2iCQTnTsgiojm3/ifsTi415hoEpXSmWCnyMwAk6YCAFUkaWPAJ9iuZZCL2KRJh4vbK9w/aY887IM87qHS6SPH4fiWShUaL7I3sMyBglaJRQIgVOWiEKN+HGwN5i0ZCRYrFDshP8H8sd5SVYFUKBf0yHj9on0kDIv6HZkRJmg+lsJplSiaKrC1JmshzokQxn2W0XFt3Ttfod57W1RskDnuVySWVFw2FciklvB6dPlej8e+9rKYLNMVpViKBxQi1uCDIOBkpTD7qP2kScMgcoYqDeG4fgSZIGlkCiYlFPokAGnkAmFmuPBG/BuZ6IskkQhloMC89FKRBjY8lBOeUsD3EJEYWEFEjAzEJh5GMMr5S33DRWBfldGWh2fyDCUML+wOe/FF19JTqw2WvaNfeKdaSHoBguTp7sARVSloRmIvEwkSzGqEsTDoueIkSyQIlAAOEpMQBN0FYgESBgcT3CuV5BfLILENY4pg8KI/JDyaV0D/LhueVKBplCYPmCVmr0FhzMOd8koTkgGIHlIwdVAqAQK8EsPByDRwFSsYLDAwZyOZesVJGOC9xRx7D2YWJlyy076FViZc6pD0HZmvw0F/obHOZUpkOii/lpaN6LJVOWnKmq/emho14Rtt3UlDMhDaZ3mYOYbjM8b6u1456R6Nfl8k1rS4AYipEIRXPAQvuiMkoBco5gMOloRttGYsnyKdgTWCQYbFc6B1Zq3gMx4wwNFaJfBCsqyMSS14wIBnRcJDlom+ww2E5SbEFdiWfUA8GDhKJDANId6nmLX5OB4tnu9xImqWHTLRrymPc1YDPSp4HCiaTB9sfgIR3NXewjUShTaS9niyyCUmnipROlSidKlY2VapsqliZYLKoO4pDfoK+GfSjMzoBr8cLjXfLXW/sOQATjIxXojwlKR6fW2YD/rC1Kgue+x7n516zY18musgsiSUdvRJzVnfsnqrX3/o3XbyCa9BtrLK416vHaIFJ+SUld/MWjtYqyi9p0U4W0Oh1/e3Q4WOGAOHimjgMk/pIgLj/cxNMvobknRNpAwgeWp3JQ6Yz5qdo9gc/hHJDCDWoIcM1oegacZqjgowEcSkHtTFdZ4VTUByNzGSK0A6wWB38EXNOB2iW8NwNzsENfB7M6+z5z6iqbonphnG+8SQ95UiAYd3It5DGxyl1zQSZwBS0gzTHUqVIEHolNjx4I1QCcAczksVKcSczkT6j1I52Z9vd7UpE+HyrAEhVBeUlFYrHi4xJB1GK/wck4ciwI7LPB6ycR7n8FDsV6pjcc8A8cEBRGDiwWICeTlSFpYv09qjHdaLxoFLZDmWzMfNDHqPDoZ+Jqjd2S+s2LdKXK99TMnnG9Nf/ZoCE1oPjAO5kCCgILbY0WatVBFUguTidLqd/jsguwrVM8kDlRITckHN04ICpFi4xWI4wIegE27BOfDYgdmoAAA1QOgoCKsjUxbjCdJY0aP9t7SWaMuMJVR5aqpSRdY6pJwqP5ZiSfk1fTIUdESl72pIS/3CVhpRjuJKMcFLCY1im4RnzzXFXUgBrwDCgpeGHMLlBUyFan1qZCMsb4Cs3khQ8GAdElocipRJFAWkbi0b5B//Xfz68BjjC8+HoiE4DjoApU6l4slLFZR9q3ISndOs2G4V2JfwuZfM+CkNp5ZQwld3V6+dr6bJRSiaZMO7kAeRcOJAD+ukS5OIucy3TA2DAubQq+n7iCqrELuAGJxOyy/G+gUYZTYdcFb3rCEXgBgCZ/2PcTiftBLXRkXsh9uJpsxzx2SEXk+AdSyPHcCmjRy1apoADPwdwAEAAhPxEowFk+uynVV69RNncKUuRk9xCZI6YTJaldADpiSDdQBJ2yPC3SWVig+GK3h1734EpVEpwx7730d4saFPK1pvtuYEFqwVNAA4MHaioNAAkA6iX9tjI3w5UA7+T/w3/38jfBPCCEX433xOLlZhSNAXsYyc8pQOFqxRL3lUun3BOKgDJ5GLy/HtauXau1qybqp4Iaz+a64GDac4qAGGpwBqgG8YdCE81AFEIjuDYR3mzCYMaAMubnQm7GSbSpaRDOp0DCbQCakIaTP6biQ0pBcbuNlAAjBAcWCIHRgfCfj5m+Drn+/AwR9nav59SR1eF5i96URU1S5XNnbUlDxBzPrb76rM4geVhqTKuLYI6tDFFZIewvwv9h0f3OhFfGP2w/lmqat3/wosJZDHCwB2+DgE9An0cIUzRExc2HROdScGocyCxwjFKP8xiYNHc5BOEY4TPAUL4eOAxBAjtXKFBeqlak8AY+85TunuXYGhMfqZXOaXoOOXJz3TL8+5p49YPVVz6uTq62B0gvhLckSwJZkH6AQI4TODVAAKQAuth4fn+ibMLDT3Otsjc2YAF9ZvzJvEEP4GOCu2dZerphefqpA6oM4HDwMSHVH6AaU5x+J3Bzqqfb9lP0A1fe9TRGOH8Hp2y2pR5C/9kBdwe8t8mG3XUzonlL1wasUC2XBEAhIOLP8WOyhj9WBUYdjDr4MM40lToC4X+Dz14aZBAOw601OOe44UQMWYJo46ZuI09zvPYVQNA5MZSGQAoTA9Gzvrsujbs4Xt4H48ZVB4Y2YqtP7Ef+DU2KE1x32kpilStjh5frTeH/4dOnCxUJt9tFiTpR1licFLjFmLduG2xqg+tluc7IklfHmYgQEwcP1D9DRR/Xe3GwLyNu5MBGJFUTDnAAAzZXKO6e2p0+swGHTg4V599/paWfPyaZs99VkuWIYP0hXEWABEMqH75BSyFa9tuVsvqRcIttStGDq2SHUO6P5YqfBxIhfeBRqdFPe7CD161OyjukTJwKsv0anFCvc4/wvrRzSHlHTZw2M4uFPZjJ2UAYQeFM+zqaAjYAW4T1UWJGfHhDLEfRHWPmIIB8hYAxHXtdh26AQpbcyif4cRbAZox/A8pDf3SqgOqrSCNyfc9ByJASjKT16BshhaOo/sMwgXouDvZjjTBznyDrt08qLdH/07XbsKDZRfjyU/H9VgqG5PkKZq4qa/WztSdVsjKqPKdNz+gzzIMZEfbpDuQ9PsAWBtGAA5L5mGFCJxhCdxn9kRr9dXqUZo05ff6y+t/Z2PU2F9o+sxntOjDV3W+ebMSaK2ryRoGMUn9IAEIQUFR+F02+aG0wcCK9oGvhY8fOuqsunvrtGrtONUfXWH6IFDwcvnzJk2FhTFg0xAAi8MuDnko883cuRDnce3lcZCDwRKcd0wuY42ZHKbTuEdy3LpbBDcOjrJpsueOW/NDNN1TxHtC3wedOEpbgzhQzpY0V5zG0mb5pZwDJYFC55AfcvooNBhg6QsSjRYmwDWwGiRCAyQt4bgeVuPZTRr/7rNqOH5A2VyvyWGmMhROWcQsruZLdVr+xWR5qfOmj+X7OKFcUMw2FyO8uC67i2owP64fIOFjBxCsBpPrp44ZQHqjZA6b1Rs5qkGDf6wXX/4/tXP3TDUcW69jjWt05vxm3bhVYFFcNLpiCdZ8twwwUXYeAfhCEPZbhoHA+AGPdU49vfVauWa8VfhH4wTc+P0IzLq+LNadwnTNnM6Zc8IHyFjZteG3P3iD8Ps571ywZJGnSsFG5zrqvBLp47rZWqDL13Za5JlUAyw84kv4BLDyYjECc/XmJ/QBJARKcCQrbUw9UhZpZ8GwRraBkOMFW7sSqvfsvSybbkdH25I4LUyyDWo4sVaTpvxJxaUb5ac7jYaayfmE2n31xFq1e98qFZWtVizhdCricbRPiYQCDi5IQJcPzLW7AFyUEBjuyN3OsItjSomY6LOW48EJTPqNevW1v9OsuS9IuiqJJjbXzLSjyMPSgvoeul1W1hhwKNlVGc1gwHLRD5AQvD/wqHNKJI5rxarRWr1unDyP33BRKWt3go9FIyKq7BlO/A5J8r5hnS24IfqvwcDfzw2C7mo6c8pab/D7MjqnuuOrtOzL4Zqz6GWt3ThOSY/lhhwUfNzT1v6su7fSulqx82LCw0HsZ+BwkWYmnZ0Z7yU+xc3tHPnwtT7rhpXDwpmuW72Q4GBDcudumSZMel6Xr9YbQOJJlpmMA0hX722tWrdYVXWY93Py/FO2k0jTrel7AfLgxeFCOeA4gFDhjjCb6wZ1UalMo06d3aQ/D/qRps96Tlt3TFNZ5cdq72BZu6FU+rQ8GhHRvMjuYPwWZBioAHNV8/2g6HdI/9OvieZG57Rz9wx9vHyIEknyOufkp3Gq8eYBBvW2/UPZM+ob1n7swWsw8PejEJDKnFbCP6kEnbl0QUca12nijKf13Kv/t4aO/jeVVS9RNEm9EFUEtP3A1zojWquaChB+TjDxFvdBvXrAMHAG+vihM/+o18K/PXhkN0ru5YRa7pXrnYnP6+Jl0hMsMWmlMpbu9xVN3NXnX81Vw8ndSmcuKmmhdgTewuVloAVxy054IcK7J+zGEL7uzOsp1xwwybp3XqnsKdUfW62/vPEPem3wT/Tiq/9Nw0b+XEs+eVP1DauUU7MiCcL40ArouIBmKY8ZrkyQZa9/6ft/CRJksdONKq1YovmLXlJPjPwM+qhYxibb0fQvrYF1yp2WwoE1s6WlPx4z8Pdzg/jpU+qK1SmVPau7ndWaMOUPevmNH2vlxok6dGylLWkebcpM9vuc0S2ILFv/HItcu7ACuymzDBZZdtLnMksB8MLlrf/Ia3S1Cpc+CyASRDRt1/7X2Y0Czpt3ijVr3hCVlG1WKtNl6Rc/Zel+T/c6r2jGnBG62UJznGZlqIFJ05eNE3l4iWGN527GSvTfPfgjbrjXwzseq0AnyTQ91jKnlMic1oYtU7V+61QVln6sFWve0cjxv9Zfhvyjmq/uUcIjk9usXL5JKfrdfYcMZJ/VeNgv+QHPWbKQoDpU/6lmzHlG3bEaA6NptVNcFPo+j1zWgpvHlhfMuVtmwusCONBpjyYR4eManNS67e/rpUE/1suDf6KdBxfo1IVtunWv2Ey8F/TWo/UYbWkzdNKybTahARcsHHj3u/gTflKwS3yoRJPzYAfZF2cKnvftKgN9EHZV+IZdvfWat2iYyiq2ykt1yE/FwyUmpbvtlzVk+DM6fByH6bwS3nFb/1j3+yaizwcJAeJA0n9hvg0Q1uBogs5LlPmdV8osA+1Srylt7VIRK7muk+e2auioX2j5ipHy/dPK5i7aUoN8k9PYCK1I/7HvvAwQ/XdO/06K1wDwdw8uHjusM00bNXv+c+qy1qQXg3akSGwO+P2PfBzeIGHgzkVnre1HICKDz8HScuNeqQaP+plefesf9afXf6yx7/9Bk2b9UfM+eEWNZ9crGj1qfkqafn25U1Z2aTs4S0u4Lb4DigMMAAEw4YQDiIFgeBRAQvCG7wVc8QQ7mXO6d79GEya9qMbTpSam2xsho5shDpJUd/SWJk19U1dv0umxWTlU8yzSGVgPLs53AKTfcnwbIDhcOKbRGDuS82rrqNaVGwXWihN56rhP69EmXbiyV1Nnv6BJ059VdwTa4imzNlgRlib8gv6lph8kdocbAPqdxBCwf8vRmeYzamkr1LzFL+jKtZ2mDUaklxQAIf8+IP5VgAASesK460D1mxPBPa+0zqkrfkSjJ/5WT7zwXzV2yh+0cvMkrdkySWPf+7WGDP1Hbd72vmLeUREGQNzXxY343eGN+DDQ3W8GIADpu0ZoyR99pACcZeeUenqOa8SYJ3XjFgCMWxQ1l0/rsXSuV9FYq+YtHK+quk1KeGeMhufyIQiZBBfpWwAJl5IQGBzD1/hRrjgYLfR8/qISyRPauGWyxoz/jQ4UfqCK6s9UVLpU+ws+0PvTntWQt36mDZvfl5fm4lxSNnfewGXgACCPBAk+wMMXLryrw+N3g4fJZCI7eys1Z8Fzqqn/xMw7dxThdu7IB4JvFnSjshB/JDgO2MEAyoHLLOo9vqUVLqgzVqfJs5/V2+N+qfPf7FY6h092RrdaCjVr7vN6e9S/qrOH0LdrZETlW4rePH1L+aN+54PACEsqrSibwuxg9N9cbtkMwQK4+J00c+rqPqop0wepvGqHRdZTmYT8NB2nlFBb51WNfefPqqzdqIyZd1p4OOfIAeTbd5I7cdAGAAJzbneZi0PQfZLOl+kUP+yycrkmnW/aqVWrx2vGzOc0esy/a/jbP9Nbw/5N48b/Xps2TdPde1XK66qyuQtKeQAlUBC27S9WbaCobBjveMQyAGg4l0eCJ7zQ4WSe1J37BZo9/4+qrlumuO86baNdlja1Q9SI+4edg2mBcT5IVH77e8JILXe1a5BMM+Vj+mr1aI0e+wvV1H3mHGC29DqtXbun6Y03/k5nz21Umt0bZZH5s4rHYOxxvi5v9cijXXOuQXA9Ao14d54DrpddwwECd+ZHBoFAXdTdtlpTOaw9fEDpbFSRWJcy+RTbXE/t3dc0edpb2rX/EyV8t7WkD5tdYLMgDwGkz1LwHi4QgxwLg4QbJ+Y0xPNZLiR+xxVls82K9Nbr+vX9unRxpy5e/FqXLu7T9W+K1NVJ86ILNtIp2qSSr7ki0WtloFB9nx5oCJCHjw8B5jtB4gDCubd2FmruQhpLL7UJJSVgjYBsXQ/B4QKIfRc+vOA2MQ9+ZwgQoq/EksgveYkjarlzUJ8uH6wRb/+z9u2dqdOn1ur8+Y1auOBFDX7j73X58nblc+dcT0Br+Rpe0x8CkPBGCm6uUB1x4DU0YLNUI9jH3F1W6/0jmrtwlC5fZUfmyaP80sVBkoomWvXVmgVau2muYkn+AUFXkDwgCdeHVP4eLiXfBRDAEZxg9rzSqTPyEqeUSYFgQu5XgjZktCLDUb1lzqq9nrugfO6i/X8WWUhkpgf+uD6AhKKyPxQg/UsOywHLSFtPuS0xxeWLLCZAHgYRXECCeXYWxG27fwhAAApWNE4fX5pMq0nfXPlaW7e8q8kTf6O3hvzYgDHhnV9qz+4Z1oXclZecCFq9M9nfAw5b6sLfH16P4HrluYYXJZPSDObDQB1aPpcby+ebrHfuybN7NP69V9Ryl64RiIKk1BPv1mOZfK9SmU6VVGzRijXTlUjSDuSsMqTlofxZ7uO7LQgm0DlzYRTTSUBzJ+RBry0v9OJtkk24WRfatCP0dlpp/4xymYs20qlzgeW4apYj7RO9fOjH/U8GCD5IV6xGs+Y9axYEjVQ6XWHikVh4uNvCg7KUTI6LCw10ZkMLYgDJNCoeQxEguLOpH0oc1YnjK1VTvUyVlct0qnG1YlGSaY3Wtp7vQGIjZd2qHrr2A29Ue/y3AATQYImdVTcrT+Nos/iENS7p3IWDmjrzTd1rv6yE362s0vLS5GLyMYucVdV+rQ8+HqueXkov2XKxPrlGxn2OanhyAyxIuDd3y1H/Wuh8kLPyk6fFxDsr0CxavIdKgEhJZDPNZjFYUrAw+Sw/JrAgacD2/60Fwcz2JurMgpxtdk0NXRb5rNLsDh6KwzjtdHcTuHX/weUFoAwECL+VruTd3bDlsb7NSqWxYtw8oTXFSnBDuebVnmmwQPlk9/jtzx8IRncOZ/v12g0IgOGSG1hjrEhwTfussTn+LJ/0pWlSfcNWzVkwSj2RO/LTUSVSMcW8OD5IUqlspwpLN2rq7NfV3omgCxnHc8Y058c+GiAPJ+v48fzQwBGi9ywNCv3TyqTOOC1ydMfZDQUOlbsgTUr555VN4bew5LD8XFAuc07Z/58A0t5doXkLn1fr/aLgTnfbanYhAx1UHvf7WvgHgZMa3jjBcSBA7LeqWdFIvdUWed4xeYT0s41Kp07KS8KhBQSoK59Qym9wNUjZM8Hrf22J4RwQ9Q+UmMOl5QGAcMMBmMCfM0vidoZZSy2cU3n1Gs1dOEaJxH3L5Mb8qOJ+AjF/HtxTRc0OTZ8zWC13q6yNBT8+kTjkWp+HW93wQpgFCZ28MEgV/hCc1MBRtbuESW+2PnSZTBAmt1Zdp5Qh55E+J987bYPdi43seWXY7uLg9plFZ6IB3YMjiBnAN7GB5RswguRhmEQLUwLh0c82mLLj7AXPqSdGTsiZXvwPlhgcVjecs9p3AwQ3wgPfFXwvBWZunLTdIHVG2dwZkSH3rH4Iq8I2+qw5sSw/dN+kOI1dDCAkUeky6uGNF17fB4991yLXFCzHge/BzZa/rHzuUuDTARBnmbEi/B/LKAnEbK5ZFTXr9O7kQeruua28UvKySflZ5B/yEfnpDl28Wq+FH45U45ntwnHhh0OQcf7FgHUw2BWEAaHwiPVwkTzusiBukYe2yN3IkcQYlD7X8sz27DRWBtVIUWfZ/59VOnNWqfQZZbKI6ffvHFwa3j3//thIf2LP7fdDhzo8httbJr/R6omrjizX9DnPqCdGLa/zPWwXY1wUfhfj0QB51He44JUjS+HTJP0jSsDSD+IqxssNupezFSYpaF2+LfxNUXujo2aSd3qgR923n/dfC4KKLFuXLI6Uz18RI5cjxHDRvaaLlsZwqYzAgth1v6Cjx3fqzeHPqLOH2tyMUrm04r5HHCQuKabOnsuaNut1HT22IbhDaX7sGFvGVB9gPfA3iEIyqIIHJNADiY3wgym9JOBDFNXzT8q3WIgjDFH8DdeC95hcNfESAGmqATTz4cRd9BTAQBxyR8DRrDRh++B/OAK4cPJwuvAfiC2EkcUw0NR/dADhvJmIROqoyg99rI8+fi0ASJPSkKMACuJvNoFQDcKlM9x6cpc7WqT77QCfz3aRT8IETC6AIwHIeblrg//B6+etsXT4+TQzJKIZMtmgYZpfElgw/sbg/Q40UAh4zM3swGEtRCwSTljhqvJYEBvojvEabU8ByQXzBQnrk1Yh9dFy76hGjHleN+5w/T1l2eQig5lTTDn1KhK9ruGjCLXSqJAvPaMUHbih/VkpgyPJhIExo9FZLgC+Ayp8hy0vwA8gXY5JZQJJ9xNF5UekzWJAJ2iwHIt1eAQQOZr/kVklNxJaDlqG8rcmJT3CwTDcmk333FmXCwa+DPkdAAh+hwAAIABJREFURv6MAc763tLzNn3cLnY/MFzyygEDLS9S3YT7j6isZpnWb3pX0QST0iw/06hU5pTimPycm1wmnixymrgG5R1EivEjMsfNQtgSYRlZIshOUdBqiyzoRQdRByaY/Fhn6ARO5tKRomzi82cseQgQAIE1FrD28FzH4Kay586SkMzjejHxlpbINSvpcWNfVC4HKADEFeu8mc1eUC5/QTkcVny8HLQG6BgE4q6qte2w/h/a3vM5rivL9mTEzB8xERPxpt/7MtPxXnvfrzraVFd1V3eVVFLJq2RLEkUrUhRFL3rvvQMJgiRoQAsCILwjAYIgCEcDkqITvYFN73NN/Pa5FwApqVTTPY8RN25mEpl585519tlnm7U+HfuSyqsOKZ4KKJmNK5lNQ8UdVDT5RA+eXtRnX7yiW9/QpEx3PwGe59Y/UAxvp1ExnlE85TrsAmHI/5uNcc/5H3w5f8cPwXcAvRes3oGZw2yiiJmbDGgYFMBEmYFbckA5JYfnDRw+aFBiAkQAh+UqHm+1JSwUQW2TH8usZalqMXC4UsehGe8cTL7Pj6Z2GkD2HJymTVtHKxwhn3LJdnGBMD00zmdyhG8ElVrNh0h6ZYOuwBpZs/P2fQw83+Gi0O0KhE45i5Du0ECw3tLqZmUyrQpHKCsETJ7VZeCxrlbJRxCr3d4biaK/h9V1AbcMxUueBcI3ovKO++csA74em4srSiZ5zcWbCFDyOJVGONHp9HG/ucfuvdc1EGrT3EWfqqK6wCKpBMqi1IOks0H1Be7obOtJjRr/gu4/RLoDlLWaD+LMoeexm5nFAcXcYiZ5HevAjcViuNkVRNrLqte7nN+RumT0mfFYszlnvDcOGW+q1XTa4jF6VtqUSnUqGmlSYIC+XD6/S3Gr8nKm0bx1M5PO8eWmwFnC5/K3Dpw0fVHwSz9MmxhM/wDYNEy5/hiqr84rEDmtXfsmW0XZkx5YBLqssCmZ7lQgTOO5M+nuRnKj/Yp9rp3Pc1tWBhGKDGtw92IYfD/beuIZFi8htO7V9rJVTdt7vaXL7ifOI7+b7yEcMDzMfsmsF59FjMRUJjwLzQ4JQcR4HKt/UY8eVCsa7VQ6eVHJOI7wZaUSTCrG44Ld41SyRTBFkQpgkj7tb9KUme+opGyPUumAIsmQkpmERgSjjy0Ocvdhu2bMeV9tnQfV3QO7YY1isdMK9NfYERyoE1RUkTDEufRSUJndqGAQbZhmBYO8p1Ld3eUWBAoFG9TTXaPzLblqOrNd51t2KDBwRm2tO/T0Sbm6uvbq1Km1qqtdrTONG9XYsEnnmnPU0Z6nM42b1d62SwP9VGi3mJZKAhLf+Hk7wqGzioSptMLxxdS7WcGMJygVCtTrYudu1detUVPTRjU3bx48zp3bJP9oad2u2tNrNWnqz7Rl+1ihFxNPsfPoVB/fHQe0rNNnNBA8pf5AnRH0BYP0ntC116Qw7En9dTrfkqPbt47qQmeehdAf3C9We1uuHj8qU/dTOuSg8OJ9rWJw2KVEI/DZuwFnB0MUNRqluxC6UbcF5nX+nvqc7u5KBYNn1NGxS3x+W+tOnTmzSQcPTFXO9rEqODhLjQ1b1XBqqw4fmqfT9Vt1/twe1dZsVHPTDp1tytGli/t068YRtbfn6nxbjprObVZ13RqV12zUuEkvacZXnyoceaJENqp4JqoRqTRCukE1t540OYhjJ5apvmGjCk/M0cGDk3W4YJp3TNfhgukqODhNhw5N00E7vtT+A5+rsHCmdu8ep/37J+nYsVlatvRN7d83VevX/Ubbto5V3q7PtWXzKC1d8rYO7J+i3J3jlZMzWvn5k5SXN167do1X/t4vlLdrgrZuGaXdeRPtPWvXfKidOyZo86ZR2pc/VaUnl+nY0bnalz9Nhw/N1bFjC1Rw8Ct7reDgDO3Knai1a963z8nZPka7cj/Tjh1jBo+dO8dq587RduTmjlFu3mcGDCThp818UUcL5+t8+y6db+PI1YGCWdq9d7I2bPpYy1e+reUr39KyZW9oxYq3tGbNu1q+/E0tXPCKNqz/UPPmvmSP58972XIra9e8Z9+/edMnWrL4NW2ivWPFr7Urd4KOHJ6pM42bVFw0X0ePzLKD144d/Up790yysDu5Gv6P+71n9+daueIdy+PMm/uytm4dZY9zd45zvy1njIFk547x2rzpU30162WtX/eJli76tfbkTdXOnIlaMP91zZ/3ipYuftOub/myt/TVnBf01VwYFN/WppwJevmNP9e4iW+qP3hXGcWUylrJYUSx5FOVVedr2lfv6vrNEj3trtXNW4f19df79M3tI/rm9lHdvnlEN68f0tfXDuratf26fCVfl6/s1pWru9XVtVNdXXnq6tqtO3eOq6Njpy5f2qfW8zt169ZxfXP7uG7eOKrOjnzdvVOoGzcO69ato7p9+4iufb1fd+8W2evXrh7QzZvHdO9eqW7eOGbW5NLFfB0/NlcHD8zUoYKvtG7tR1q96kPtz5+h48fm68D+GeLGHDwwTcVFC3W+ZbuuXtmv618X6PatI7rzzTF9881RO+7cOaY7d454x1HdvXtCbZ27NXXWi1qz/hOdb9+t2tPrVXRysfbun6KCw7N08PB07cmfpENHZqi2bpXOn9+mtrYcO59p3GAW8dLFPWo4tU6dnXvMarSez9GlS/vNqjQ3b1Vb6y4dKpiurVs+VVnpYh05PENbNn9igAAUAAGAcABq/pbXAQnnkyULDACNDRt0rnmLLl/OV1fXQfc7rx/Qo0cl6uut1r27J+xeX7pYoK6uAl27elh375bq62uHdKFzj842bbajvX2HOjpydeHCbp1t2ajznTlqv7xf23bN0NgJryoQopA8rkCsl0hqWKH4QxWX52npqvGKWUKNNX94sAtHE4fGzyf4jp8LkkGtwN+T3BtK/fM3+Ao3vffhI1w3Ynn3WXwH6y3fw5rr1l2+gzyN+xuq3i+rt6daT59U6/GjWt24UaSb10/o8eMa9fTU2es3bxwxYUDWYueL8N18rvPY3Wdz/Ry87v+2LnNI128drdzdk0VrRk9vnW7fLdL1G4V69KRCPX21evi4VN29lcaL7vwu32/wv4dr5zP5Tb5/dNlC7Ox0+N0PH5zU40c0Xrfo6VOW3hw9eVKpnu5KdT+tsP978rjMlinOvN7zlP8rt/8fQC7Ndk84nr7jz/fz3Zx936XLu3+8zv3z7wHv838/1++PpdssRNNtOnV2j8Z89opu3SGWFFEkOeCF2lO9OlmxR/MWj1Rvf5NtQXFE6bTPkvb3U/6eg8XWF28cbjGqqFwJvWuINseNbChbWuIUKdZTdgMdFjklL5Hyah5IteOUsTPCuWMXQP4hHqeanveQ+uZzuPnshDiQzCKY40Ly7gZwMxgYMsf4LJDu8Xl8hu9UOgEeR1/h2gTYThIH2LZrkrbvmKhIlMF0atdusLmhXZ6ygtvacq34HpanomTRaneJJRAqx1nutN2fAwZtpPTTtLu8ik0iN6j4IA5U3qDZDuiC58TzexhA/pbtPTJnhBu4PuqFvftDs7ndS0fuY9cQb1aEXI5lj2GmJGLN97vrsOuzCciuDG53JlW7ktk2Xfq6SJ+MeUHn2lEe7VNCQULtUcWTvaqqK7BQe3efy2SaNw5XGSX1FAVZA3eL6zCzIBfk8K6TjNZL1B64GXyZsyJuS2zkd/ZDyccQkaWQiO0pA+hC0px5TmDO3RhumutJSQM06+MlFsAugUDOZWU4Wx8v4HFxG24GTp1rU3DAcFaN7wKEjlrC7WSotG9XONaiZas/0o68yQqECVa5todglEYvp6GbSBG38YJgBL14bk3sLRasSiAXT1slwCHuwe4EcNrv9bLcBg624jS9E9W9YIqTLvoMAPjtTBDuN9aAe8NjrCmvU0DOODCBuHYccxrTaIYnGstk61AyScyoUxQ/8/tsC05vju24CO87kLnm9GaljKEJgHfqcc8pfTjyJ6quP6BkplvscK15O5og3b/PABIIcaFsiWAYdBRQYvvqMw15Wy9+JLWb/Ag3CEOiNkNxBgcYfqCfgeRGMBM4u1nODxt+OGvDj+VArsLC8xZFJFrJcwJjhPCdmXSZ4zZljKrTl+riu4kt8OMxo478hoFl12UARfg40KRV60dr046J6rXuv6smsExGm/YHYj0oKWAtjZ7TLKeruKPqn7ZFa5VMe5MJkDOoxJDooRlMTg6V+6V1XkmdV8q6E10KwN0z7j3gAhjekYFBwbEoWNFyhug1FfMuWkxMxOJKVv1GjISAodOTIbjnR3D9eAtnGzuLAgMYJ6QAyJ501xmJTFXdXiUzj60MxFgOE6l+lVbkO4AEuZkOINA6QSYHH4dPQ+UQzRrlIpN+ZNVM6fDyw8FgFAPl2hbtb2yZGgKJmxWehTLA0QPrlCNRuPq+tgcAQlDMYiOWwBuerAMYLCOYfADiKsCNtsKjg7A0gjoUCDUrv2Cu1m4eq0CUbror6gug+dupaJJg4BkPHM0WfWVp5XAWFq62RiP0gxbUWVsvb+XX8Ppnr8SP6C0yH1CHcvCce+mq8bn3XLO758aDwjJuh/sN3G8GOUU01t7LUuEAAVg4/OcAhMfDweE/NhfBVgCCjAhPn9OT7lqNGvMTVdbtViz1QNHEY9ebiwU51XhcC5eN1kAAMZp2Rxdl6xM3GNoFj1KK2WE/1gHkWWvhgcEDir/UmAUZLE3EZGJC/cO955nP8b7DfY8LO/s/3j+7fAudb16628+V2OdinrESPtEMS6GrsR3kBrE6WiKUbdq+a4pWbxyt3lCj17Dl5WHgNIEz1jssTO9Ja5jfRMd+9qwxRPN/5KTcb/WKmn1wmBVxFuT7AeKs3BBAKNZq8sDhiHr4DQ4gWJ/WIYB4jeL+ckWoHwBY+4UByjWS+5MaImQLkJkPybJNVLdVt++U6NPRP1FhyRalsk+VyQY0AiY7aA+bW8u0Yes0BUM0E0FDwFpL0aw3Cy0f42Y+g8mXOeS7NdIf4CGLMtzUPw8C/z0Mvkv6uTNRS54Pnf3klwMGf+8lw/jhtiYzGH6NCZ/Ldzmfw1074GC5dBaFgfWvEScwnmjX5h0TNXPua+oLn7FSQ3Ig8L6yhjPofv7GBwgDYAOlc6bnkvLaHbj2ZwCCI+qBw1le7hmfRx7IHTx39/GHAeJ6YVyW2KwIyVLuA4lHrskrocRC+a8DEgO4Aca9zpIJkQ85NKLKsBqRbf7m3klNnf6qquv3Kp58qHiqm2wupWX9unqjSSvXfq5HT7kxF71cjEf3ZFRTMBc6b9lmj0cB4a/vblCGTPnQgAz3UXwzOXR+5uZbhpUs69DhD7i78QyAt07bbHXm3O0S3M4FH8P5Hf7f0W/rkdbR0+oxLtpstF1Ih3btmarps15Wfwh+eHZVHYMAYdBpT4RRydFu+Z/PwDLYbqlgIBxAsIzDrOQwa+j/Fj5v6PgBgPiMjhkcYBqzn13q3O9xyxsTwVkZd/abuOEpAQj+REkkSEWgNHrKuPDhkI2nzurRk2qNGfevOlmxQ/3B28qwiyH3n86G1XGxTl/N+0jXrhcrYV4xHrIjNuHCYPYBIC6f0WSoZCCHgODPUGfaHQ8YJt4fVH/A/Jnizm4GuZvtbhqP/QYkrBfv89blwTOfy/u95Q5aheQQHxlNzj79AfyppjJpSpRQKThnkuvGApEAPHZioebMf029A8iIsTx12A2DD5Zr8cExyOxopt4tKcMB4kDiWcfhwPDDBNYr634LKlt89uDs9iyc3WvUMT1g+KyOjgjGZ2h0jjOWABYjnyDY51LjN9uk8LhFDAAekTB/A4sRzEJGF5E6Y0zWWJTmllxNn/m6SipylEg+cQCheyqa6NOdBxc0aepbajiTq3SmXZEIxCMkzSimpSXBiSrDG2ZUTFxc1pkoP/nln31wOB/AOYnOWXTbYky/cyK9nYGR9/MYKXRH5O/OzHi2cdAf0K/K9dASyRbUgQdTbzsi2500eYR10EB5155FgRNKbjjAnBIE4CF2g3AgXO2VNWv1xZR/VW8ARYR2a56iniMCyyEszt4N9wfAgcxxtPnOJuAYAgiWjfIIdjQ8ZmfiHR7I3SRoVgK6TbbIRt8AYTDd+w3Ksrzze2Ef8o5BnrNBSk+nLgrPGYev4uA/Nz56jxiPZcT/f1tSjCyvVn39JeZK0MB9/dYJjZ/wC1Wf2q9I7KGoFRqRUVLpTEzB0F3NmvuRauu32fYOBmTMlUNug1PcTjpaSTNP0C6ZZi6cpBCSuMMHCWdmss/P5XN3JeJoxkJye8rkVOHrcketiRsicBiJ1ww+TkDCnwDx6NfAVVpjvKXcBCNE8Rw3swgeRypAMH6vOHIdQ+/nNUAGKw/XBsNzOHpGeXsna9KUn1pNKmQq8WSDnvbCYOz089JydE2DAPEovRnkhMmYuKWG7SsgMatncSO2qoDk+wACu1CzHVgDeOq5LqOLghUIrjO4xYYd0JH7TEKOehxl0VMm+5FI1YoDCRBeM4lWT+EhHCk36VbkW50UiVN/CIag8kaRs0GNZ3M0ctRPVVK2y2NbDjkfJJkOKxR+oHmLRqu8apPj5rCAzOlBdpt0okmphFvLsAww4Rjbsrdb4DW33DA73QAw0wACpG6xOBdWZaYNPd1wmMe16g+Uq2egVIn0aRMSQrcukTqjnoESBVG4NHA4/VnEBYz5D17QFJKtTsyZwJe/9iIw5IjgkF4FTMhilJlWLVq2xHaYQdEoPKR1isQadeT4bE384sd62lthMQ/oLx93FxppC7MQTRhuOORyzOIMwosmwNioBKIGAC57zoQJMvDOp1jicNJZCgGJI99jm89EikHwm3E8ZXQPhLmv7LKyzQohguDp4WQzkOXVKBmvUSYDWFAgh1oTTnpHegdToenKxCsHSXLhRPU5U1OpauNHTaG4CUdrskrBIKzQ5UYMjGwI48N9qKpdp0mTX9bVG6RO6O6PaEQsETHi9kj8sTZu/UoHChYplmB9p8iWuo4zNhApFB4SDDyDwdoJ4qFs8gNQQ4Pk2HC4SeyG2EI1KJaoHRT2QbEhECxTBH0XsxanFIhUaQAh5Wi9BoJVQpEykYFDFGWHckWiIB7e0CojiE2laiTMKoGqBL4FSxGDz2fwt0ilVimTgWYJjdsyBUMwICMJgr6LU4qgXnT/wamaPuPfdPd+oac40aAnPSfM+vB5TjgIvV8nmgw3GERwRq6Lti/AASjxemWyTTZ4toylGhWPAahz6n6C8AD3CsYDRAPoqr9k0qQhlm3jvz+r/oFyj4fVqXimTZa+Spk07IUMNmroWF8nZoREKwcy9T5pLiS6Ue91tIX5P/SFjbk5hjAlShFO3jVi97ZafQM1qqpZrxmz3lYoSiojqnCsTyPCUUjsUgpHHyovf5mWrxgpuLrgzMIiyAj7YcuDF935BFgGZoADCHUZFOc43fqhZYXdkCPWR40BS4CYDarTpjUbcrq13f20GrTq8rU8RU0J6rJJlUUSNYoiRhzxBHAiIB6AII1eoTQAkRM/grjNLRkNBsJgCACUm/wpMycSK/XEf7AkTuuWgUfqJBCq06Ytn+jLqT/VzduHlEqfUTxZr74AUho1Zo5jRm2N1Sn32I9x8KDnrlUMk52oVRwwM2ho6BgFJZyojks1Hjutnu5SC5NTMUYM4sHTch07MV9XvzmsGFKn8VMKx7F2cLbXC4rLLCpR6ToTkk7CFx9xzMvpNDSa8KdCU4XQ80njj4canAMuedOSCSEowORAUKBMoVDx4P+hXA5IuFdYo96BapVVrtFnE36pYPC2UukBReMBuNoTktLq7f9Gm7fNtn1wD+LKlishKeQsCN71EMMxFgRiFADgmIxNRDmFP4JclpPlYL03zk/j/6xWMISGbaXQsoXAHsmNvoFKXbi8S8tWva7Dx6ep/cIOBaLV6g+VmxUBUAx2FKvATUIHN1auVLxK2Sx+kuNgx1ph+llfUVriO1CAcirbxQqGS5TOuGUHhuFgkL+pNo29bTmjNHLUX+pJD1IZtQoGy5VMoppN+WWZognHec5gcAAUZ81qzcJhCdGYA3zQdcewfiwNRkXZqJhJq1C72ixYDh92V2rj9jH64NO/1KGiOQokGkwrN4jMmfGX1slZjgplWRqMq71CkTCc70wOJ0cWM2l6ll2sQYlCoSI7eAx5P3IgyMibxky0xM7IgySTfIbjc0cJHMc/FmvS3v0zNfLTf9WjJ5eVTPeb4Rgh+5e2jqoNm2eZ6tRA0HW4s8SYR822a5D+mjAwAGk0SRBmrs+H7ohjT5sZx5TjIHLDODD7hlbTYUPOvMzUqdGVaTy/Uas3vqtps/9F02f/i862blAINSpMumnTAQzHOIy5xKTajUJ5GytlEV8AfMYDYJnpwMUSDHCJEN0JhIrEssR1JFI1CiLXlahVX6BSGzZ/qMlT/kndvThsNRoIoAmD41aqSBzCe240pvykImFk2eFJr1QqieMMJzpq4W7mwq3O/yXMX/JVwxuNqCYUa9DTvlpt3jlR//hv/0V/84//lxaseEtPQ5VCGgxLxI4JADMZouFSpVPVSkRRiKhSnKUkWqZUotK0XvxlBYsBSJ5RdjClB4DjAAJIeAw4kDTBEiNkZArkQSzrGa3bMFoTP/+VHj/tMrWHDN396WzGLAi0Q7m7l2rz1i8U8+RAohHI6+s9kPiBGse6h1OJZsy3AGK7DtZrBxAcPBwhBiYUxgFFMh1LUqpYCp26avWGa5RQi46XzdYHI/9I6za/a0oQ7Gack+ooqY1OGq5yPPJ4pa3LkMXCA4qAH0sOshrItKcQ1Emh84LEV5mC4RP2nQDFl3HPykl/rFr7tpYufUVPnpwwiweQGXgslSPFR7AHMR+n2YJuC7OagTKVByPOR5YDdQfOlY5T3bTtcMZR0DqrlNq1LW+SXnn7j/XWRz/SH//tf9O4yT/R40C5wjjpOMSZRoV8i2nfUS6T/sjU2DkWYZkoNfBAyW0y8VEsHv4W/CI4sQCXZYblx/koIZQ0PfUH/pbX0dZD7QHLPhCuUc7OSfpy6huKRu9Zhz9KICOS6ZQRlkXj3crLX6Gt26coYoXC1DWctXXUtl0es55ZCUCQOmU7D5wxtrRsCZ0f4JSf8P5hDHaK1zibmHzksxCwKTOttVC8TDfuHtTx0nnquLxbqza8p0/H/5XOtKw3mmoAyIxm18EMBSAAA+uRSVZLWccejFePoqPJsqPpgtJSpkqJFEsZilDIjJYaYGIJwMnr+BjVCsdqTbN32rQfW1SR72PXA4jCAGHYzLTHUbRWShSLoOJUYXowiPTEIiUm6oMSQzrpHEOuF38EdXFSBu2X8vX6u3+qTz77ifYcXajlm8do7JQf6253kWI6oyACRjjRLJH4G4lKpePlQvojm642gCAYhCCQWZckChBcg/PLOANOO0z9oUrxmJMHARzsaOwMgMKAvkzJNAXOVQpF6g0g4z57Ufce0KsUlRHpZpQ1CxKJPtGOXUu0J3+eBxDS7jQQO5ZfdFsI4vjxjCRBHAR+iDSaYpTbcvoRPJYXBk1iuTqtaLxCIWQs0pWKpyps0PrDxdq5f5zeG/mn+sUrv6e3P/wD5e4dr/5wtUUviYmw+8Fjx+TiGDJrAEkWgKjB6KaxID5AorEy02rDegCKQOi4wrETSmerlExXGnDQcgMgLDOBUIX27BmnTz75Y/X0slsi1sLhab0xGLESO0wCLFaqiJnrEqf/Ej2pVLxEsVCRMliQcLEyyUqn8xJnO893ntHNu0c1dtKP9dG4f9DWvdN1u6dB42e8qHdH/YWu3S1QJNOggXi1IhD6xytFfIIBT7F8hIuVBqieXh1aM4AUeZAkSw/OMwMeBqho0lQqk6pRJs22uMIec9/w2eJR9xyH16xjotJ2dRRLb8v5XJ+O/je1tJYrm405gOCCWD4m1q2du5aoonKr62Sz1ksGgEGm94L9vAMJ21Y3+F7Y2MLELtZPmNcPKJlua4bdTIO3e8A3QI2y2mRCg9Fy1Z5ZqU05o/Tx2L/WF9N/qid9ZSbYjEpmIMSgwnvOjgBlBcjya5SIAZJqZTM4qTARUKzElrvBrIMJ/aVwLks8ocFipbMVJkroQINoIFaiRoFIjdZueEejx/2Vvrl3yPweLF8wVCLUItGOQ5cOkBhAEqWmSIkqZdx0W0o8gBQaQKLBIqWISYRxbGsUi5/S4+4SzVv6ml759R9qwoxfqro5TxfvVujDz/5Zr77/R2po26q+WJ0CiTpFzUmtFUsCQEzGTioaPGEgCSNWGPG06UzyrFShYIkiQbfkAQxfEYLHAAfA8BpAyWbqFWf3lsC/cQAxLd9UvXr6qlRZu0Ejx/y77tynbCBhFBAjzICgUBZ9oq3b56mufof1xRJ6JWCERbADBl8/DGygwXqwvDjVJ/6PrTDU0Sb8w+tpJ53BEmXyF7FahUM4WAj2NNguIhSvVzh2RrfvHdf4Sf+gppbNBpDuvnIrxiEYx24Jy8VOCd+Gz+IANOyaEkn3/yZynK428cF46qSpUSbSqFEWmfIkrwEQBp7lji1qT7BK63NGasKUf9KjvjKxkyAGE01WCjnUaIL3ADQeF9sRiSN3Cmic7hz6cWjAARgGJIo2cJRJcNqCb6Mn/INeePX39euP/0aL143S9v1zNW3ph3rp/b/SWyP/WutyR+thoFLR7Fn1R/ChsJYVCqNWGUHA8IQS6NyZ7JlTswyb8+wcdr7T3+kADMAAADgIsMUJTAZP2qRK4+egKcxWHFFoJkOsRo96K1RRv1Efj/k3VTccUTjdZyQyHkDSCgUfaNWqL1VZtUVxYztuMdHjIYCw3W1ySSQqzSwf4kABOFySid6OIcDwGsGh/j56Q5ASdXIioSDCxPgWtdaRRx1oNEk2+V0tXfmWHnWXWkNSX6BKMYBB0Y6F8smxuOAYsRiORJJ8kLfMmZpltTmj0QSDWKj3GljYAAAgAElEQVREmsEtsiORRru21Pk/OGjJWj3oK1XuwcmaOufn6g0Ttj5vgspP+o4rjDOI1q0Bo0jRBBKohXaEEu4cizqBQV8qjO04AInF6hWM1Cov/0v9H//lf9f/+d/+N/3br35fvxn/E7349p/rxV//pV758G/081//gVbvGK1ADB+kwdS+2dYH+o+brl0G0eREidKe7h3OMuAORMsUYssffRYcPkCwsgTWUP4mEhsNAxw0ZlCLACBuggUJC8SQgW9VdcNWjZrwgr6+e07hTK/6Yj0aBEhw4J7mzx+j8opN1ltLQQ9Frf5yYeCwtD9FLB5ASBJ54LBtsLcE+a/xHoJEiTjnUyZcGI0gfNxogCkrm6dNmz9W58U8HTo6TeMm/Eh79n2uILQTKD4hJ2bWAW2W4cBz1sv8HwQXrRaWpN0Zc7iCoWKFTHv2hBIpnNFiOxIp9ORc4MiEBJN1ethfro25YzR9wQt6PFCm7r5SDURZfuqEyiUObiTGklRoerc+QMJxtGkLZQDxZjcgccE0pEhrFQjX6ETpAn005h/12jt/qs+m/LtWbx6vnfu/0q6CeXrtw7/SK7/5MzVf2aOBRINCKYJlNaYLE4sgO1aiVLRYmViJ0kij4gzHEE0uVQgr4cWFnPVwy24K7TuEgizQVm8JP0L2g3kd1EIThO09LZlUoyLJegVjjTpUtFgfjvqpmtpLlID1IR3WiGyabW5GodBDzZ49UtW125SCaloQ71OK5iKiPgCIgQhLwrpvigOeZfEkwxik4QBhq0yklNkeDOC88fy8WZXCwhmaN+9FLVn+uj6b9HfK3T1O39w/KvwPVDD5O9sZsXR5eiwsV25X5aXuKfa11Do1ro02ewMBAkYnTLI0ngAgCBRzdqJ+6MVGTdmpXk8CVVqXM1JfLX5JvaFqhaLViqacwCAxFIAWQSk7etwOQAFIsCax+AkDiMmcRt0yQ7wEkLDEhCLVuv+oUNfvFOjazUO6eP2grtw8rke9dbryTZE+GPM/9cXcF3SqY4uC6dOKZE47KfhAsYkYhgeOKzJwVPFQofkgKF4SQrcteByVKZdfASD4FlgNcjeAQ5l6KXPKLMagtcd6xOpMFBKQxMhHJepNILsnVK2um8c0ecbrKqvLVzjRraziGpFOJc1NDYcfa+asj1R7KscKhcnFhKLEMoYDxDmqBhYkJ9B0IwTvWRFAMHyJsfxIGtKUevX1odqITKnLneBPPH58Qp0dOSotX6C6U6t0+5tDIs2OXGoMTo0w+m7OcqQJp4P8OAkzLwWeOC3RBJ5uVYZ6kPhpxVm6wmWK4ORFfGFidgSoUjovPxqpUMxyMac0EKnX9PkvatyXf68gZjfboAAypcly9Q8cVZj4iYFkCCAIKBs4PIBgRdDF9Xc7FlSLoRBeZaGAEIpRONM6r1jmrAKxBp3ryNWbH/wPvfPpn+jS9X16EihVKEn+qFI9PYfV87RASaxG+ISS+CDsWlgWQ24LjHSZfT5baYJ1pO85YoQCagbVpSKoknuxrDiACJP8O6UkWfQwlWRV6kYjON6sC10HNe7zF1RYukMDkXumnTsik3YACQTva8q091RRtcnkMKBpRr/EdixWG4nlIG3tqsyylptx/gCz3PcJGFAbVMvoElQ7axKnoVC1IsipB+gvJahD6QBZQyraSQ5eVDRKyNcBKBY9rWjUk/rCanAtHGRTvVS41Uzgf8SblYw2KhGtU5JsZ6xaMSKfaNYTWEKAGIDgRBLjiBBsI1lXr75gtWYveVmvv/d/q7ljoyLJGgUjpertO2YSo+YYRlDLRg3bP4YAgqM6dAyBhPyPBdqSNeruK1SQ3BBZZAKImTO6ej1fi5b/SuO//JGe9pcpFK3VQJi4BA5que1OkvGTSsdKlImX2g4pReDOfBxUs11mnJB+goBizMmXxdimR91zXgsFicmgRoXFqLVJiqQaIOF1dpjBcIW1TVAw9NEnP1Z1/T7FU0+VsXoQL1DW23dLk6e9o+LStYqmWpRI0zNBUUyTqNi2ekjTiqM/gwIilpIhMHw3QM4ohknjfaLiq8lorQjhkxEGNDQhubYJejdohq4xhzccqvIkUckie+BgJqTcuiq6+SgiijcqCaiipxw4zAEjwknUs1jhUJFQvwYg5iOYFm2FmWTKAvpCVdp1YKLGTf6RahuWmVdP3Ka7+4jLfbCVjRUrES8yeXX/HIuzBR4ODv+xA4nzXUoVwakMFyuRdOHxQJDEGhnqCt25e1AtFzbpfs9RDYSI29Ra3gf1bbamkeBxJcJFSqORG69QxsQNiQWhOMUOk/ILpyhFsJBdXcI/TM6MXZ4nKu3J3mPVzbJThoj+cJbqMzRimnTvYblmzHxTNfX7lIH9Mt2nEfE4yttp9fTe1KzZH6mserPiVJQZ/RR1ltSH+jWOrq6BrC4OKAfWgzNbXpxG6i0Ai5X8ZbEe/AAviGa7GCgTiFucVzyOlag3oPA5PLaCohiljg1KxGoG10u/aMZ54DVKR2uUjtUqTjogVq9MEutSJ8t6DgoQl9hWEUl0HDxiCA4wBJMoCahVMFarFRve0fzlv9Lj3iKl5LTiCCIFBo4pHT+pTOKknRNxgMaBP0PepsRk2Z0T6wOEswusRSxBxjJXpmCg0EBLaD4wQDyj1AJXaZ1WMF6hB08Pu4hxokzd3YeUIEnoxT9S0TKlY0RVa5UGHEwYGwMG2ys5pIiJwab6LuOy3Cz3TEzqU7jX1Mzg15Gl93eF1LVQiEWj1dPeOs1f8IGKTm5XItmtRLJPI6JRKKjS6hu4rfmLxuh48WpFE44KySq3YeLhSLsPTScBBlKodNkx+ykKpp/ELydEuI+LpBYE8LjX48Qw4gSguBjK47AWiPKds6UHgFhXXuaswiEKexotzM8yIgR1UqfNb2CdpWgmEalWAjMbJtpIkQ3OGesxiTTC4SwtxYpGCpWIA5BiF6uw/3cOZTJVo6d9JzV+yj9owpR/tHqUgXC5+vqLLFeRSVcpnShTJlVmkUyk1VNJAmBEYovtTF7J4ivxk86ZjRVbcC2ecBHYYKjQ8iQsd4CULKotW0RjoyWKkClOUyYAfUahZWVJ2adTdYqFT1p4PR2vUiZRqxTxn0its5bs8GIUdFHbihVwB41QNF1hJbj/1O7S+YeSOWNI/Q6PkZ4FONxXiqxoBQ2EmzVn3nsqLN5mPTHUhIxImw+SVn/wjhYvn6ANWyZpINzkFCppqQQYltLHGpBzwUrQKnlOqQQXQ5cXfRZN1mRECyDbVOo9wzGkzQEQzUZcXKvtUPBvhv7fgcxC+Wb+vFJFABXDIaXWg+9sEssOyw1LHCBh+4ZDyt6fm06yLBI+oXSKtbpI0ehxO5JJ6iKOKRo9oUyavynUQP8RpTI16h4o1dxlvzKA9AQq1d1bomS6TsEgoCpXOFSsZMItT0isZzP4UiXq7z/uFK8Z8CQZ39JBSXZyQQDEj7ziLAMs26ZGsUClLnyewtEkOOfyVNkMS0K10mniFJVSxtWDEM/A98JRjwR5jIU+r6jVDTeaAzwYUMR6W1MbLEuApsWqxehTpleGdggytzAy0ZbJPWWJh5UJgKxa85k2bp6tcPSxJexGpM0HSam3/7ZVlG3ePkWxeIe1BUIR6cT4nJSna4buUCzapEiYHQyte+cNQHCUcZgGCVVU9NtmzikcO22vAxBr1TTCO96H/BglA7Qv4quw3NQpGnP1qlSJsbUFJIEBcg5kbOlHgUu0ToG+UvOBokQRcUDx+BN0zxcpmSxVPM4MPa5wBGeTbe8RBQKHzaqEI4UKBo8pna1Vf6xGS9a9o+lzf2FZZSwbEVYy0JkMpDknzeElpM1BAs1lRSvNyg0ES9TbX2jBKyKTVLBFiFOECYlXivqLTIaAFXUmJ2ypyWb57GoDNEExc2DDZGRrlErxf+wc+b0NVsKAn4EUfYYdYYR76yr+aP3kHlLgTXdAMousOkXfXsW9lT22qT9Alhf+eUQCXB8vtbixeJPCFnYgltSuvoFmrVr9mfL2rFQ80WN8qSOisYgVhgQj9015e/P2L40ILQkFFY5k/JSiFAFxMUhlJZAGdZXkWBNYhrAeVJhRl0nQiswggx6Nk+FtVSwJQ0+NBqi3zLTYj6JyvnegSsFwvaiTiCfQTuPHuSWN2k5X+d6saAwNWJcHCoerDfVmTdjumnmuVCZbrWSqXJks1dsVSmdJCroYSCZToUSSnMoJxZMumooTGU/X6GmwQpt2jdXsJb/Sg95SDUSqZXWxSVdcZGqTJjtKDSvLCxVpZQpQvmhiyJjyBkUSVRoIsvRU2AC7nR2RX1cLw3WSigccHORaKIMkqYnfRk4pZhV0VNxRq0EdjfPF2P1hQaMxZ00h/zPmA2urPG/A8Iuf6dxj8tFYhdQZLaowJNEEBrWnawYjU3/RlhWsh2sCb1Ew2K45c3+jgsObFI33KEMcJJNNmw8SjT/Rxi2ztG3nNPVZC2KHYtlmRXEorTufrvdmk7UgiEacBJbgQBDPG61XTJvTSWNpASCco3GsiguxY1FAfE9fhaODQA2BXlnrhnOfmcw6AFErahaGGZ3E2TpvcRFqNrA03DBuIEEjAlqk8QPkLrwz20yeDwSLnPn3iof4f/wGopED0Qo9CVZpY+44jZz4d7rbfVJRCqDSjaKanoozq4IjtmDFywwmTNS16g9W2hEMA4wKBcIAkrAA0d96hcJVCoZwhOvU01dsn8NnkAiklDEUonCnwd4XMQVulugGKwRPWKyIuhD+Hqvgmse5J0xUKDKRjuUcTTRZmgIw0D7hAOIECIwBIHtBwQhBRZgMWPap3e1QOEbRl+PZD4WxWBfU3XtW8xZ+qj371iqS6LWE3Qgc1HQ2qnD0kTZtm61d++YoaGy/lxW3flP6U2lzpKURqgU4xeH8cB35XLBDJwyDbaLvM5qg4p0q77NK0jphvgeDzPvbbb0zhj602ayZmSWtXdFUs/qjp00Fkg52uEnRb+kLoiPjvo9ZRG6GKjaKhEk2xVKuFpSgD89D0QrF6AeJExmtstkdZQtJIIqBzp4SitOR1Cn1xRu1ZscYvfXJn+tuN/pxlyyYNRCpUZwkI+V4SVcAFbWWjHrFKVJi3U41Wzg9aYyQzr8Khmk9cKWYcVtCqd0lZQFTAPKnrqI9HK1XBB8thX92TiFyNwQSrSHMEcJwH2NJAmytCkROGRcbiU2WCyYWZ2g6UaZwtBkXFOOzAE2Kjr8OxeA6w9eIn1M6A4neZaWNXRmJOJq8Oo2XDb6Vh0+bNHPORzpatFP9kW7FoaCiaoiQajj20JaYOYve17nOPers2qvzF3aouGyRjp6YraPH5+hY4TwVnVigE4XzdezoHBUVzdfd+ycUCJ+2VkV+CAOLdTEgAQajOWg1lEfiTbp+67C6ru3Xpav5unAlX8dPLtSxkgUqLFukYyfn60jJXBVVLFZtwzo1t2zX5Wv7TXy4P0h7ILEZ11GXYftGeN/aH/HkaT5yZygZzOexzv52JVLMtEZFkw0KRVkyT9tgRdJNCqTPa0v+l3p/7P9U7bktikCh6V1z0rrqcMAblUw3KpZuVDhxWgl2brAhp1hi3e7LLCpLsF0fRDeXHe2lOeT4BO2Kp5k0lEg4H4+Jhdol74lZK4lr8HZMQFBbXFIocVaR1FkF442KpugFZlPQZjTh1sCOcme21QABVYYRzphO3iUDAhQZEBBHU0zw68qoS0mjzbhmAIJOA3AkMpf1uO+8vpj2nm7fRQ0roqSg4s7EbYmJJ59q47bZevP9v9FGyNByR2v77rHad2iqDh+fpb37pmj9xk+0bv3H2r79MyNLW7DwNS1a8ro2bPlYW3JG6dCxmTpePFfl1UiOrVRZ1VKVlC9S/sEvtWvvRG3aPtJUFeYveUVTZ/1Ms+b/UgtX/FqLVr2nJavf19K179mxePU7WrD8Lc1f+ppmL3xZi1e+pQ3bR2rzjtHaVzBV5dVL7aioWabK2hX2faUVy1RRvUJllcvF47KKFabJe7RwnnbmTbJjz74vlbv7C+3Mm6jd+V9q597JWrl1tEZ++S968Z0/1OR5L2nN9pHKyZ+o6tNr1Hk1T11f79Xte0cUSVL4BJ2TYyAiXH7vUbGt95e68lVWsUx19etUVbNau/dM1rYd43Xk+BydKFmo7TvHG1lebv5kHTo+V0XlS1VVv06dl/brwuV8PXxapnCcONJV3XtcpvZLe1VWvVKV9et0rHSxCk7MUWH5YuXun6yiymXKyZugHXsmKGfPBJXWLNex0vk6XDxH1Y1rdenqQd28U6Svbx3XlZtHFI63qOv6UT3qrVXbhX2qbtioq7ePq+rUJl28dkjVdetUWb1OFbWbte/Qco2a8Lqe9N1WVmlF0vggSiqeDIm+mK0752vmgrd1+tw2tXfuUcelPD14fFIPn5Tpxu2junB5n7quFuj27SIjpTvfukNFJQt0rHi2Nm8bqbWbPtCCxa9q6co3tWzlW1q0/DUtXfGmvpz+U63f/JG27hilgqMzVFa9VAXHZuh4yTy1Xdyrcxd260zbDjV35qr98j61Xdir0+e2qrx+lUorV2jfoWnamjtW67d+oo1bR2rhktf05bSfajGMg6spEXhbCxa/oeWr3tfCpW9ryfJ3tWjJO1q++kPNX/Smvpjy75o991Vt3DJam7aM1YZNo7RpyzhtyvlMe47O1cQ5L+mVD/5MC9d8oA07x2rNlo81Y/6LWrLyTS1e8YaWrX5T23eO1oFD07Rn32TtLZiqnLzPtGLNu9q+Y6xWrX5fS5a+pZXeedacX2rZivdMqHB3/hQTbYYkb/OOCdq1b5q2503S4lXva8GyX2vpine0et0HWrbi19p3cJoWLX9bC5a+pc+n/UwLlr+tpWs+0KqNH2vFht9ozZZPlLN3ojZsH6UV697Tui0fa+HyNzR30Suav+Q1LV7xlhav4P1vaP7S17V01TvaljtBK9Z8qCUr3tW8xW8Y5efiFe9qycr3tW3n51qx5gONm/hjfTHtJY39/CV9MeNDPey9pYzSimaSdNalFIr2KBR9oNw9i1VWs8ljR3acXxa8wuSy5pE1NfMERZTHrWW6ay169OSkrt3cr9bWbTrXtkXnWrao6fxGtZzfqjPn1uvO3WN69JSQM1FXzJq/FGEC4brwu9wxrcxUmIAxi12KJ87oSXeZ7j2AIbHAuE8rKharoWGdms5uUkPTBp1qWKfG5s063bhBjWc3q7Fxs8625Ki9I0+nGzer88Je3bh1VHfvndTVrwv0zTeFuveoVHF16nDJYn007u9VXL5c3f2ndOv+CVUze0/M0eFjs5S7e7wOFEzRmnXvKwegbsTTd+yHe/d+oYqypWpu2qqms1vUfHarLl3O1727J40E796DEt25V6wHj8v18Eml7j+p0Nd3CtXQsl0lFctVWDzfGrc2bf5EW3NGa9+BKSoqWWRW8NSZjTrfkatLVw+o/dJu3bp7XDfvHjOLc+vOMd1/VKQz5zaq8ewGnW3ZpPrGNSopW6hDR2fo0NGZOl40VwWHZ6qoZKHReXIuLJqvwqKFOnsuR2eattkyXlyyTMWlq7V6/UTNXThGgchDW1XSytBZFzL6h2jsgXJy56q0Yr1i8RbRjpCwIBXZWvIvjkAGMjWCZEnCteYDENNgXWUwOfzB92kQeM5B0M3L3WQJ9EDdTTEQFNXUXpy2g90DFfN+LSyheit35P3UhNiaz+chFYI/wve7XA+9stbmaM/pkeV6kGbl+i5YBJfngRBbTscgkFSbTp3Zoo8+/Vs1t+wwRxBh5SE/AEECQH1JDx8Q8Gq289DvdY67c8CZNBDQcfAYsDsOtaHHTl7E/T++Cn8D2V2LHjwsGnzuCPt8ojs+w/0df+vuJ2fu8fD77T/377k/Bpx5PwfX5jFX20Tks2FDvKbCwlX6avbHRoMJoT/ux4hwbMDoH+Lxh9q0bbq27/hSgdBpxSjVjxOtJLR+dpBhyLUPtjjaAqN5cpVdFvK1DnXaM100lDOvAwYeUzbo8jIuYZRM0jcDQCjVp0e03g5iA8YsYKWKRE5duSPlAvHIKWVRiybCG3PlBgTUrBzRawinvMA/ABjZS66D5CDJKz6HdAB1J+wGzpzdqkmT/0WXuvYrGj9rHOucYTB0xHo+bxpkcs1Ks3PDErJ9T56zA+K6LLUp7PaGUT/gzLIDo6odJ96cdt5njd6wNAFedmjnFQhQWOzAzrbeHUyC33bw914PsE0MUhvcX9fxyOcSm3IHBEBtRq4HIwIHOzH+Lxpr1e69c7RgwWgFQneUzkSVwgehYBlx5VDkrkmS5e2ZqXiCLSszk5vgkcj4DEPD2HWe5Qdh28Xhyv8Ij7uDiyVUTpLOpf+5CTxnUGltSFo3OsVJhObpxnMN39b7aqF1BxCiqono6SGAxB3gButVSWF7B5/tgwZw0C9MZhnguAAcOxt6hs+ponqVps74uc6351o9bhi18ATiyo3GKW85KSOm6VAC3Zd0sxJxGA+g+xwKHA5XmvIf+wBxIHG0XX7IGyYAMtjOEhD6dhOH+8NjB5bfBo7h/+cDyp25ZiazszC+RXFMTBamIFRhXCj8XatFz3fkztCqVV8oHLlvwoZpuNozSiiVCalv4IYWLB2l+tM5QjM2Ztm/4WRqzA5HvWQ3zGMB+i5088P8A1AABv9H85j3WJ0IRUDGv0EwjSZvV8HmAySRPGXhdt+CkOnFavgWhGZyHwjDz76lIprpMscuq2ycIAmnRQtoLMeUalNx6RKNHv/3gsyfABSJK0BCQMkxMJLVhrf9nLIE9sx6uCWMQfDBgOXwH/sz9LcBhLwI4XK+g3vCTCa+w3IDcJhg33V/h7/m7rO7lqFlz+OG9RgpHQBZkvzDXxahzWSinlUo3KLNW77QipWfmwUh9BFPRFDeJt2fUCB4W4uWjdGDR3VWZR4KExZmeXBpfZ/E7vkl5vtM4XcBxAcKP5DHZHgJRJkVwZJYl5zzUxhY/2AwM6g0QJOQOGOPmcUMFGB4/uB9LtTtljiekzl2loDfBBlug8VOyElAvb1s5bu6/4haVMLTSI50mKTJEBkvSgpuMFliHJep44RloAGCf/AcK2ExGxt8fACnjgmAAA9nBtTYFkl4mqmHUYHrgwPVTcbhg/5dj/lN9lmD34O18L+vw4KaWIwhsj/8kKFNhpsArYrH25WbN0urVk1SJPLAWRCk2dMiDhJT17UGTZ/9niVsSNCRwieF7HwQKKg8J9UoDIZ8EB8I/pmBH35gQYb/H48BlQEkTg6j3qqsYha8erZCzSgU/Go1yGuZVUkHFp/xyK23zufxAfX8mWUF3g2AAXA4CNeTGoCIdseuCZo971fqC1LI1GkgoQsfhmOshuNWZVlkOXFMS4AEXpLnwQFIeM0HifkjgwPmLMwgQGxQHeEw8iiEw9G0AyC+X/JdoBh8bRAUWAbfkcUJHQaCb8nIDhdAhO6U8oxzpsuTv3+e5sz5RANB6B8SiiWMYSihaLxPBw9vNp7Uh4+5cXwhNw9RQ/wQyg2/f4nxAeCfhwPEX0v5P173AcKZinXCz+QgoJIgEkp01DEAEqJ37+F9fA4HloTDARYT7DtlDiT+suJbEd8n4QyYfGvDc6KtCP1s3jZac+a/oqe9EM5g3TpNFtaBxCUg3XoOQa5jDcp6/oKLFMM0SBR56PCB8jxAcGKHO7MsXaQryHNhrUisIVyE70AK3rE8Oif3ux4bV+ygRcAyECLwJd78HRXBPXeYMhXKU3YgEMky6vQEyyrWa9q0dxQwgCSVdtLsKYVjPcrbu1pHCtcZV7vbdhG7J3roBmGQr93bzvrkc0NLzHAnyffE3QC79dU5Xgw27wEgxsRjXj6evk99ibnGy3eyYT6wDBwAzONKAyBWtDS4cxpiNbIlyatqIxMKaPgczgmqsTwrQo4kED6lrTljtWEzOilYzQ5F0Wih5sXC0NxAtwtgvTbnD9/AeFZbbFeSMO0+Bw5/t+IvN98LEKPpdvkmHxxYAZY42JGZpFzDd4Fi6LV2J0VmmnUMutOu45zOoGbpwuw+ONwZNa+r3gGFueNTQ8mrunaLxo79pQYC8OHHhPsxgpaH/uAjLV42WTWn9igUQTgP04p37YHD4gseMdu3AOLW0kGz5/2//5wb6oMIE++e8x7nZaMAycxj3bTZZET5LhnlzDcZ4iHn2HjjjffLEcS5nRLWwz88S2PFR1TBUe7odlL8DaAcrMvMnlN/oF4rVr+nzdvGGHFO0vhhW2QpdYsxsJ6732hWhN9gNbb8LsdNBjMB21Z3+EDxeGSNZtyTOGWLiThBslUZdopQjVO4k+kUsmrMZLTtkmkmyyXjiiNfQ2Lzuw/YpqFqQKSQQfceo0lnFgIL4osguLMDByDhcHSnbiwuqbp2qyZMeMX8USmidNYLtfcGHmjGV6NU15ivZBpT1GEFPI6r/YcsyG8HiH9zv+uM1aDFk9oFklbEJJBFZ5sNZxYO1OBMfA54/uf5Fmb4MuRvsZ/ddjvg+EuVWSSdNyWpdRs/0fpNIxXCgpAhpd6FwbOGrOd+3zOEdA4gRIGNvNbOwwCCs2q7oouKR1mqWf87JdQvUnDLt5uCFwOFMigk/FbpheBggnvD7snJsX73GQvhSZ4CEAOJP/ju7IJiBMZ8qzH8/7EgEP47H6SyerM+//w1PX56RclM0Hq2R6QVUyD0RHMXfKaKWuIAly3ziKgydaGDVsQzRf7ADC0xz93A7xlI/33Dzwy+MShbPWSDWS4cLLK+AAer4ptTtwR913cxE9222h98/7nNcM938f9v+BnzGo40asXq97V952cKhc+aMCJtiJHoWTP1w6/XHn8LIGRqXQWXuyeO6dCADUBMXw7u+U5PWo3WEYSjAQhyHm2KRimGAgiXLYqN/AmTBLA659Pflj53NtFpX1Xbk2L3Fbd9BW6LmjpR5ay95uvHXDZfy1tW0JYAAB3OSURBVEmgoe17Vpe6jmr8+Jd09vxJpTMokSVdsi4c6dGS5V9aNi8Wv2DEauzHB8Hxn1hivnWDhwHIIotIg1DfkDyvWPycevtO6c6DEqMChw6cWexA4pnsYe93n00wyPk8BMA4/Oc/CBC1Cal0trhkd1GQRH6U2RpBaNEkOp4D5XMAIc3gOE99MmD/7K6bZYTCKvT10LFBbXxIdIjdwnXFoudM9BHd26Rp2iF+cMmANBQi90Plw87Zy56a9vPg8FW2WVac9XCq2540e+aySbmz/YUPF98K5/ZpT4PGjntBF7qoZutzJYf4IPHEgHbmrdTWHV8pFsfRwflBd8S1MhhQ/hdYEAY/jIqjietc0aWrBcZZSuAqGIa2CYD4HrwDyLctyfM+DoAZes0tMzjL3z7wecKRJvM/Nm4ZZZq8bDWtGCcLaN2W/BmQDwcIj9lF2eFyQo4vHSfTXW8yhYVA4ZNruqFgsFGNDZtVWrpcZWWr1Hp+l5UPJhPtTgTIsy6AxWIXgzmUYcDwX/tdAIKC6eABoADHRXfYfUcmniq4dt27X63RY3+u2/eYrD1KpkM4qWklU0FV1R7SqnWTFArjEOH8tFvIO+v1u3z/LubZ3IN57ezPf4eDgFTCBIMuK5boUH7BLL397p9oz74pCkcA5yVPDsQHyXf5JEQh3Sy3oJE5xf6sdzkO//VvndWmULjRAMIygwwIzik9IuxkTKT5eT/kOwDyjKUdzJu4nQ8gwwKiI/zNnZPat3+GPhn5I733/p/ptdf/uyZO+GddurjfnElAgqWxbSrq4ujNfFccw3/NrMzzSwzPhx8eKJ4Bhi+j4gX60hD6N+veg2pN+PxlHT2xXclUvxKpsONqT2WCunC5TjPnfqBb35Qrwa6BBJP5IJ4V+T4L8jsA4fvAgpQ6wgHopZ3r2K2Z817Ry6/+PzpzdrsFe1h6fB9k6Pz8UvMfBwg+Ds7g/oKZWrzsbfUHocxC/7ddsThbXgZr6PMNiN8JkGGWdhhAXLCLmAq+TpMWLXlTr7/5B1q15jc6dnyBjhcu0gfv/4WWLnlHkQjW6poiEWTgcB4vmV+Cv/K9x/8XgNjf+sBAzYsDEJ9VPEbN6iUFgi1atPhTrV43U+HoE2XI5sJkh4Ddg0cXNXn6W6qt32o7CtZvd/zALuY/CZBEul3dA42av/QdvfHOn+jDj/9a9x9Snd6paII+DhzV4UBxAHl+d/O8dfCtym872xITbbJk3adj/05PeqG1cirXpuJESPx5n+c7ATIsJOD/v/c+LFIkRkV6q9as+0gLl7ytR09qlNFl3bpzUuPG/7PmzXldvT10vl1VNIyqBqC4qkxqWNSTAf6uw6zFcB/Etx7+cuK9z7c6iC9Z6J3wOwBxoQec4mj0gjZumqL1m+coHHmqGDyp1B4igUkGb/6iUSotX29rYcpPIlnMAc/bi4MMmlwPQL8DQJ7JFdjfu7wENNRJKqwj7fpy5i/1qzf/u0aN/Xs97qZgmG0fS0znDwLEB4efJ/Kffz84uHZ2UG22pFTXr9a4CX8vSv/webBcVHrz+ActCE6xHT4fu7e8WbqizdTFnYTaRT16Wq3eAYKP1zUQPaetuZP07nt/odqa9UI+nSXGiopTqHij8eeJJQ0b3G8vOf4SAjD8x364HaD5VsPX1CE/4wQOuU8EDZ0fhTwbnXUfauuOReoP3FeWSCoWJKuYorHH2rJtjsortiiZvKhopNFL8Hj6a1RAD4IBsPg3ZPjr335MLCOVYHdBRBL0cgPZriEZ3qJwlC3qFd19UK5Vaz/SyNF/p55+qtXJBw23HM4PGbwGf2b71+Q//9bZt4TDz1hFBxJaMarrV5nI8JOecrsuS8NbURRmf/j7/N887MxOZ3gdyGARj9uS0n8SJ+aRvaiMBa2uqy/con1H5hvj4ehx/2CVZ+wiCPEj2Ig8a4qgmm1j3WQa/N3+77UJy/3m/zkAk//4+97jjQ/3yMBPAJL8FBbwgvoCTVq/8QvNnjdaodAjt81NJl02dyBwV9ty5qmgYIliMQYV9UbyLz5AfIE+vsS3Jtwo78sGL/w5kBha+bxzCgVOKRqmWx85ciKSrPcXlEClMdWm3flTNeOrF9Xdh+IDu5uhOIjvgwzeKB8I/vf6z791fm6Ah0eHrcuvWVV1KzR77ot68pS2h05rADMdGC8t4IPJzvZ7/d/datwk8JOYspTFLfBbPEcze1ExdifpywpEqEjvUkpXVFyxVq/++k81ccq/6/LVQ7bFJCgWDFGKQA6GSnyiuW439IwlfObeO5A/8//f+v2+w/5dZ5YXx6ePtl1vf4PWbZik5au+tNbLZCakETgiZO6QA9mdv8wAkkgQoOkaSioZSJ4DiF3IsBs1eOE+eJxeStr22Hjk6NlCq4kZbVc0gqkljN2lhDoVjNC084Zmzn5JIZMn7VIkgdTWsz7IIEB8YPjn770xvw0g50Won8r4mXNe0MOn8MajGkksAykvfh/LjMdi5J9t2fUmAhYx3f6dAGE3kk5fVDzJoHcpkurQwWML9d4nP9LYST/TtduUGN5SAq1g7g1OOTUh9LSQqDN51B9ykr9r4H/X17g3fra93Xpz16ybqCOFW5RI9iqVtW1uymQfItH72p2/VLW1OYrH+fGdpnRpJXSDAPFNFxfAvv4HAGKiwq7hKUHDDz863apwqEHhILWmnUaeZiBJdmr6rF+aE5fKsM2+pKSpXrLMDC01//8ChLxHiwPI3Bf0sLvMAEIOyHZxnqLV934n4IGuC8vhH15RDuHzbBZwUBN7WZF4h3YfmGV8ZS+/+Uf6YsZLJsW6dv1Iq8gnF/T1jWPGyByJ0njlQv6WTBsO/sGlnXv/n7cgkBRasC/bpoHQWa1YOVY19QeVTPdZuH0E/ZcI6IYjd7Vq7Re6crXICndpzEbMd2g58cHhLTG2NvuBpKHA1PAgFesbUTryJDi96ORSsheP4t8wM7pMZfL+k2p1XDig6bNe0uJl76ju9EYVly012XTWRgcQLMnvsMYOv5n22L8235Jwzf7hAFJVt1qz572sxz2Vtr12M5dlAgdv+HcChuePYeAYFhoHIK4vlmXiilov7NOrb/+RfvHK7+snP/89O7/78d/Ytv7nL/6e3nr3D1VaudzS/iTssD6kAXAkn1lCvgUQ//f9R874f/g7py3R+LT3lJYsHaWquv2KJbuVyoYpGIqY9FQgdFtTZ7yj+w/rbD/OTCenMQQQ37dgCeFiuOG+s+ff/GfP1LX6JXRuXUYRmhB+q54+LdehI9O1a8+XWrbmI82Z/4beeOuP9eob/0PvffgXtt2lTcAFy3wrMuSJf++s/hZAfHP77LVx/baLSZ9XTf06zV3wmrp7Ic4jE8oS60Uuzfnje3ECAYOnZDl4fg4gXtzCAEL6Psl97NKVG4VatvYjLVj2rqls7in4SsWVK1VetVony5epvGKVrt865tXidCoao+KOa/av3zt/CyDf/l1ubH6X150T7uJdnerpb9Sy5WNUWrVbiVSv7W5HJLMBZRXSleuNmjT5Nd29jw4LmT8v5W/r7XBHlMf+l/92gHChZFYxk46whOdcVIfu3j2iseN/pH9/4b/q1Tf/UKPG/pM+/ORv9eW0F7Rpy3ht3zlJ3X1wsPtbXba73iCZDKqb2a5kzi1j9viZ+hK2sv7BssEBMPyjzfpSAcj8RW+pt6/eTQ6rRSVTigVhq8j3emcLUwMSwtW8/vzhtpU+QNjG2xKavaDHPfW6eqvQy4/cVNoKfW56z28ZeSDxH3Z7/YE6t0X9wUCdPxb/kTPWnSAfpZkdBpDFSz5V0cmdBhCK2Uek4MNMdavg6GYtXj5G9x7SKH3ByuvQprPah+E7Fbtg34I4BP42xJI9pacmEoHhkJpOwMLSc1a19WuUt3eacnZNVWnZOtWf3qqbd0ok3VYqSz0EOaELzxyDM9lAgmX59k7H7XieDaj5gTU/C82ZSYC6VlXtes1f9Lb6vBhFKkXa/YJSZiW8pJlFIgEFgadhZ9/S+H0wXtzBv24ytAQDk4TNdVWxdLvSZG3TXHeX7eLilnPCH3NS6qT8Cfe7hvn/dRbEoqho2iCsmDqnnv4GzZv/GxWX5Sqe7FEaEjsqh0Kxh9qSs1AFx1ZbTaoFp0x+HHT5PKRDFdsueOT20G42+jPz22cXvCIOAMIpkDmrQLDGvHW37NxQKMZuhiqm6wrH8AsABXUpfpUU67lb013gx5+1/tLj52oAFI+5+c8CxO1MkCpnZ+QzHrUpmmCJ2aT5i3+t7j4XzbSglQcSl9wCJF0W2cymsRCXh6KcWLgMEwqfBSvjliYAQhyDpFs4RnUc/39ZKWo/qFpLtSoGEIwCgyJnCpWpAnM1MkxSssmA+Jlgnb/EGA3YD09QfzNh7oK5Bb6vwha3WdY5QON4ukXB8DnNmv2uSit3K5NhZYnSFxNV0NouV6j29B4FwyCWwWDbxfKA7wH62622gfoGtz3FO3+2mvv5QXHPmQ1nXYW3sTezhaON05GZMKvSumYlcKkMSkdYjotKe3WTz5bLDY8MMlBsCwEJsQtXdcUNxoK4MgEHEnYl1JdQHMNM4WYkKB8U+rhtqm/YqplzXtWjp3VWiZVOd5kFcdVYZEOvKJu5omSiQ5kkwb7LSsXxS0indymZ6jT6ctu56LJZPKrEDCBUhhHXYCtsXW1dZpniKWdVuO5ogkzzRUXjrr2VaycuAdiJi3wLIBmUwNzhW2+/BsYvkvKfAxC/BoZNw9Bn8RjWJ9dBiWP+tKdeEz5/SacajyhtilMxZ0EGIg+0fstc1TbsVSRB4Yrrl2XNptXQVWET+nW8IA4gDjRD5tzPtD57ZsBgJkpQQzq4HOAXMKB8z9dKZ68po6tKpCg1uGpVbakMNxIrQgWUK7jlbCZ+MHzMLL3ggeOiletxQwGAu8lYChfrMEAa5whWjNnDgF1SMtOpiup1mvjFz8zEZrNfKxKlkYiZe02idoJriuPzEMK+qnSCcDUFwtRaOCtHwA8rxznJ4KeGMrNprAFhA1suAT87M7bBlAhesO08v4NgGQM1CGKvot4VTDNxuSYsOvcSS8Br/BZX+wsQKBX1JWo5s4Nko0CbB/8//O+tNyiF1cQ37NTtb0o1dfqbetp7WYlkjzLZCAVDMT0N3NGcheNVWbdL4USnt2YSLCJm7zmotsa6imnCwASwKAkYilEwkwHH8DN/w+x2r/t/z6DxGazxgCCSvKhU5opiCQb8utIZQHFdaWauAcQ/ewDxk1bc6HSbFeEADHwbspTQZGH52FZzEKDzWw3YNkL4QjsDS1Eqc9EA8tXc1/S4u1bJFKa9y0CSyVxROtWpdPKC4lH6WbBgV5SEw80A0+Ves0pyrAnWg4Gnqtz1npglMYsMgDsMBPgY0J0T5yFabNaPckOSaADGyhQBHN12WGyAAKBpm3RtF5ypsPcLtMmpUMnvV+37Z17z21B5zN9z9h+zzCDu2Ntfq57eJs2Y+Wvdf0QwM2hJ3BGUlfUE72naVyNVUb9LiXSXrZH+LMRvMDYhbo4VxV622YFDZVFOmw2Yei9e8dw5ncZSuNnDmZtIAMndROoov1bSLMh1JVL833XFE8wyZ0nIXwwHyfMZTZff4eYRreXsspVct+1qLNTfqTT1nQyCxWXaLD4DYKPxFtWd2qzJU3+hh0+qlUh2KBYnPA6rQLtlVlMJOL26lE7i+1Cqd8UAY8tOEt8By3fZliUAZpYO3yR70e6Ve07tKK9590OwA7UKSiiWGFpA3VLjWh/IuGJJKNj2lwXAQl8Q4ODgsT/Yw8+ABSAQRuex33XIY45B8KTR8cFJpcOgTTduFWvSF6+ot/eqJeuS6aCrBxkIP9L02aNUWpOrVOZrxTOOlsiqq7PtVgaXiLUrncQ3wfO+qGTGM5u2DQUcbEe/fU6kXc1HMu3yLemsM+uxJB77RUWTFxVLYqavK566rHTmmsJRPHp8EZy8Z4txlenS0MH/u20l4OAxJX3cXM7uOGfRWywJwTl8KM4sM4CIgdl3cKY++/wnevgEsSPnG4TC9OJcdLWiJM1ICcTpaSEJd0VpciwGHKzFFaUpF0xjCbkHzg/hs2BKwHKwfXWHA4izrPhx5KMAWaclKLEgsAvY/1s6HmDjRxBTck1jfgwIkAwHhv94CCDsGp2mD//H65z9XiHHpQYDdK0CwXo1NOVo2vS3FArdsoIhW2KS2agGIo81b/EkHT+5Tan0Dcs62i7CbswlW28z6S5lbYa7GkejMvJvBjfkew4XNr9qMyxhhblXDGQ8NiuRuaZ05obtYjLZm8rgk6SvmS+CdfkhgGRSrvjFqq8w5aZUgRXhdZc99n2ohHXLsc12zjcWBnN/tHCBxk/8Z/X303pwRfFEm1kSJkIqhVW6YuDAGuKTpJNYp8uKx87b38UT9LMA6otKZi+4yZNm4LE8WA22zDiezupiOfzHONhxQG1heZx+lj1XaomFc9bDVX5ZH6/16/J6q2si85gUGHjfMvgWg/PwJcW3HkY3GoXF0bEoQqZHX8ztO6UaM+7nqq0vUDrrWB9GpJRQKNqrtRvnK//QaoVil2wH4Tz4y0ol3f5dIqDztTIZAOJ2HfEUDiLh8u85sl2KJ5lx122WxTHR9jkAAX+Gz7wj6a7Sma8t/pHJQlxzS5xxYAcBgj/CruE5C2L1lhaLcFXaOJ5kid2OgWURx47nLDOkD3DIMNvcZAbwgsqrVmrW3JcVDMNLD8h432W3M8FC4cx6fSy2zLJs2uC75cT9Fq7b3SMXAMOhBfhXne+RxGLx+7F6TA78Cueos3vBZ4kCXLte7ivXeMFYkZ2TSoWf1zjODoatadyXq6WlA+sADQYMB9BfwGSA/rGzGrAb0MYCVQY+CX8Dm4LJ2BsFx3k1t+Rp3Ge/0KUrkPwHnA8C1VAkPqBV6+Zq6arJunStTF/fKtPX10t042ax7t+DDJYfC+vMXWWz/Oi7kpDOJHZBZTbHbW+wGXCec+bg9Ue2pt97WKe792p0seu4auu3q+50jmpP56quYbeq6nJ0/VaFHj2hgAX6Ab7DP/PYP/hs//s531YqxYDeVPdTFA3adftWiZ4+rdM335ToyRMkQM/p8aNKG9RHDwnfXzWz7ga0S4eOztekyT8Ty54bVH4jgGXQr+nRIxQ3WzUw0GCWhMnz4M5J24U8eFSjm9+U6/79Ot1/UK8r107o9Nkdaj6/R9dvlOje/QrduFmkBw8rbYfj7hkOLcDrsmXs4ZMaReNt+uZeqe7eL9GjJ1XqulZgbEgPHkIQTMTabakd2J0/6NIBfnEQyyAA5GBC+Affw2M3UeCfhZo7ZTsaLBdOMEenuq6d0NjPfqm2C9CUhhxA4AcJhJ9qZ95a/eaTl7Vhy2zt2bdcx05s0t59S1VwaJUOHFyp/QdX6tDhdSqvzFPjmcM63XhQDU0FOttyUGda9qmlrUCN5/br3PkCNbe610815etY4VodP7Fe+w4uUd7eRdqTv1jbds7W9h1ztHP3AuXkzbcs8s7dC7X3wDLtzJunw8f5nh1qPndYbR2Fam0/ptb2o2rrOK6zzQdUVr5FR4+vUmHROh0vXKe9+Yu1Y+dcbdg4Vbv3LNKaNZO1YcM0LV8+Qes3TFV+/hKtWTtJOTtna8OmKTp6fI225cxU7q45yj+wQOMm/kK/evVPdKBgkYpLN2jHrlk6UbJOeXvmaPuOGZoz/33lH1iovD1zlZc3245Vq8ap4NAyrVozQctXj9fK1RO1ZPkYLVw6UguXfaJFSz7VoiWfaO2GiVqxeozWbZig/P3zVVqxUSVl67R3/zzl7pmlvL1ztHUHOanZWrVmnFatG6d1myZqyYqRWrl6rNZvmqiNmz9XUclak2ppOpuny13H1dS8R+2dB9VxoUAtbXtVXQcV1Q4VnVyhk+WrVVqxSqUVq1VRvVZN53J192G5Veo5oAF8AHddPX1n1N3fqLsP61VasVXv/+Znau2sUiYbcul+HJFwtFtfX29XTu4aHS/crbr6E+q4cEq19cdVUXVIe/I3aMvWJcrNW6PCojwVFu/SvoMbdawoR9tz52njthlav2WatuyYY88PHV9vlJobtnylnJ2LtTNvuXbuXqbC4lxVVh9UVW2BLl4+ra9vtlgOiDzQpaun1NBUqKPHtmpbzgItWTFJs+eP1sIlEzR/8VjNWzRay1ZN0oo1kzV/0VgtWjZe/29VV8MbRRGG+WP+Bo3EYNREjRK+0w+KgILloB9HvxGkpoW73rUHEpSPQmmhaIhAEwwkoPJZaERiTa/27np3O7O7M7OPed69LdhkOrszs7Pv+zzvzO3tvfPO8GgKvQN7MXqyF4NHDiCTHcTJsUFMFIaRy3+L7NhRZ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/></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">A lógica
do jogo é sempre a mesma, utilizando-se das pedrinhas e pulando de um pé só
(nesses casos). <o:p></o:p></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">CARACOL OU AMARELINHA REDONDA<o:p></o:p></span></b></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">Esse tipo
de amarelinha também é muito divertido. Agora, no lugar de quadrados ou
retângulos desenhados em linhas retas, encontramos as casas dispostas de
maneira circular, formando um caracol. As regras são parecidas com as das
outras, mas algumas adaptações. Os jogadores também precisam de pedrinhas. <o:p></o:p></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">Quem for
começar joga a pedrinha na casa marcada com o número 1 e começa a pular de casa
em casa, partindo da casa 2, até o céu. Só pode por um pé em cada casa de cada
vez. <o:p></o:p></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">Quando
chegar no céu, o jogador vira e volta pulando da mesma maneira, pegando a
pedrinha quando estiver na casa 2 (sem colocar o pé no chão) A mesma pessoa
começa de novo, jogando a pedrinha na casa 2. <o:p></o:p></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">Quem
conseguir passar por todas as casas vai até o céu, fica de costas e atira a
pedrinha. Depois, escreve seu nome na casa onde ela caiu. Os demais não poderão
pisar na casa marcada, mas o dono poderá até colocar os dois pés sobre ela. Se
a pedra cair fora do jogo, ele não marca<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: text1;"><span style="mso-spacerun: yes;">
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n4MIu/R9DvqBOrKKJ1htqm7IcSN27DQj85T5UiZ8QIyszbj+rWcJBHbKYQmMzYpIxmsPZbAMMtBpt1yymX5gT4zS1oEgi+RKBQ366EJEY2Bcxuqmj7BzgPzcOLCUYT1OlFu6HbTYJlIuVKWie5YMt+akdHn3xu0YL41Sx4V41+FaKxQyOGEVoJgKB8uGhDRyrBy3XOyInopwloJ4kapfAbGWpqej3gsRxYtIi8mlr/U5yuFYRWp5+j8XiqRMHIxEExHQs+H7ZYhEsuBZhTK80y7GJZbBNcrgQtaL75OKTSrHHGjHOEEL5hOHDi6CqPGPYF9B7fAsK4BQpJTaWIjECLNxHOpluWYUGQwafbfb0zuZWC+6b5vDTbNYM2OZSUH4WhksM4Zi2uiMyNRe6P3GmyQoA0h7txA2+kCjJz8b/h010Lc7mUJiJRBC8jkR8KFSMR5lTYJ3yRAc6rEchBwtCBk3BXrTrBVIxo8Ls9nAnCrNws22nA0ZxVmL/k5psx7CqNSHsLeI0sk0Ygb9RLAm2T5rRpYtioVEVR+AsHbPpgECIyt7Eq5T8A35LmazvfQJBcFL5CBUAEMuwZTZz2I1PQFYuViZqlYPQKFYDONQpharhxZieDf4Oc0rFKYtGhmkQArrudgIJqOqJEDzSmAhTLoTjEiWh40uxi2WyqWUEvkwNDzYFl5sOx8mFYBdLNQAEmQ0+KTJknP2YjxKU/i7W0zce023fgAIvFeOX/0Ouo8WkjotHxM5liZ+PNZvm8JNhbRXTieAhuvC8fj/6q4TsKWQkAStVTJ9oXOIbdsD14Z9RhWbhkH3TsBi9QCWgVYVpLUJIvOjFHTS8WyEAQ8+TwpPDKT5OO2XS7uBSRs7Qr0D+TIie48sxejJv8An+6dhYau3Rgx4QcidPRwAtduZ0tGyCoDwc0aKJl7lo544l0CKbn4M+/3F3/21+Bz3FpERRXSJpaERfXOUzswPuUBnDi7S2K0hF0uYCOQLKtEQGYb+eIq+Rn491kG0/ViAQjBphkFiGt54iY1uwj94Qz0BNIwEMuCiUqJ1cKJfMRiuUjEc6El8qBrudCNPFn8/YRegFA8T2LIhFWHULQWTe0HMWfBi1i5dgxc3JKSV0xj9cEQ5bByrTY0TQHum6zUf+T+PwPYgFAkLO6TICPYeGUoENKdGlLbtNCL3QffxmsjH8MXqWvg4ZIEstGEKtFEI0XJjE4x6wQYXRNBRWvCK5/gI+D8+8hDMY5htqasYxsC4WJs/WAkdh6cK/q0qNOCYWO/h4z89QjEqxA3qbZg9tYuma0PNB9sPpj849CslADj/Xwuf0+WzfdWKdklLVwgWoTMvOUYPeGfEdVJedQgblWIGxXLxSTAKFCWyCxSGaiArURCAVIbEsuZhQK22wNHEdXzJbZkTKY5FbBQA7pnqlBMUyUSTCYMvUBem26aLjeu5SOqFyKmlyEY4/OV7Kmi7nOs3zJOpFe1jceTCmZ6qDgMMyIqG1+Y+h8B1Tf9zrcGm2/JKOzjIsjoWkNRXi2UOwfRdbICk6b+ClNmvYCZC55Hf7wRJrrQH62QTIrWKhItECARWAQVwcbbPrB4QumyTIvxVb0A0yc9qbi4ffOYyIGYWJz98gg0KIVt25n94k7r2j9HxKD7bUckXirWiJSFUB6i2qgU60gLOXT5Llvql26VKDz4uNAV4lopoqwX3oxZaMKqwqZ3XsaSNc/CQL38HDPLkTBVTEY3SrDRChEcpDlInzC7ZsBPsDFRMKxiAQv/Pq3T7UAmArFC3OzLQtSqxK1gPizUK8tslMvrCOAM6uto1RTgElYRgrFcAXwoXobeQIlo+LrPpmLpqmEYMebHuHSlXugnw+6REhfrqvEEZevJf76r8n8ePP5pLvZbg003CDDlNmnRKGGmNeNVEtNv4djxz8BMaP6S4Ug9vgkps5/C0ezVuHwrGx4VsG6VBM4UITIu4uJtP2Yi4JQbrRGgUV8mmSgpD6saoQAL0S1JxUYjEgYB2g7da0HEbMCE6Y9gf9pi9IZLoKMBvcE8aFalBPa0RJIJ3gUiAolrKOh4W0mJSMRWySJQ+X6EyXdq0R8ugOnVYczE+7H3yFyEWAmwq+VE829SB0d1h4BJL1DulFo5s1KoDC1eKNSHuFq7RCRNMYOcIjPvNly6cRTvfPQmNmwbji8OzUNIq0IsXgotXgo9UQJDK4ZhlIB0im8dGdsRcL2BLElUeLHFjCr0BArBsCIjZytGjHkch469Axc9ItZkTZWsgXKlQwSHgyDjjT89cfjWYGOB4E5B1xYzzDd7u+88Dh39CK8OfwwFJZ+hL9SAmNmKI5krMHH6Q+g6t0dOQphfsFkipRg/AdCMYgEbqQTGVCxYC8WRPKovvzHpdpsQHMgVNp9f5NUbGVI2Cuu1SM1ageUbXkKQrL1Ti7BRDloZglO3K+Tv8uQPWqoksToUaD7BStJ1KAgJPLpV1i75en0BxleNIimaPOshZBevFbAlXOVGKcTUSdtYipcTq2YWwdKK4VnlsvREkQCGGSozU5angtF8uTgoQe+LFuNwxjL8duc0TJ//M2x4ZwSi0QokoqVS3mLcR7dKsDFbZczG7DRGS8cM1y5FIJKHgXC+EoaiCSGtBhm5mzBm4hPYf5i11T5EY9cRDtPKJS2Xb03+s8HmKwiYuahSSBw9/efwyfa1eH3Uj9F9Ogsxs13p+9GO6/05WL7+OcyY9zB6Q9nCO5FuoDCRIGNcQ/AxCaCVi8cYUCvA+Roz0Z15DQIwS8o1TTCNKqkyMNnQ7HoRK46f+q/Yd2QB0vJW4LVR/wMzFz6K7rM7caMvHQmrRNEp1u8y9z7YCCif2efRB55/pESIlo3kMF0aXWjLie2YNPNBOUatahBsEbNCYixKyvk543EG8/mwzCKYiSKAPKJdIcCjOyW1Q8DRwpNKGYgUYiBSLL0QtNYhvQEbto3B8FEPQNPqYGrVkuwwwVLJhrKK0XjuYGbrWzhyfL6mry+YLa/N0lp9605Mnv5vOHTk3aS8Pg7bYvfWvf75Vu1Odehez7r7vm9t2VQ5in+c7jSGgdAlnLlQjZRpz0sfJRtJegZKRLUaijPgb0LHqU8xdtL/xMatz0ssE4oVgCeC1sbyqtWyGaOVSkwl2aBVLZaM6ggqI3iUgDlRDqonpE4p7qZDguGjxxdj7JT/hZTZD2PUpO9h8eqfY0/qTLGmEV39LZXZNoiF4muxDMYEgCdMCFhbWS8CnwJKvg9asWi0AD096cp9o14SDromD604lPEWRk9+AKcuHUDErBKC1USDZKX8nKqYzoy6SsDGWNAzymBphXCMYondyBkyfqNlJ1dGhUf7iR1Ys/llbNz2JsZNfQTDxvwLTp4/imi0Col4BQxdlfKklEbqRrLcEqFSmAULH+eUCAdHHo7L9Crke6eLJjXS2LIL06Y/hwMHtiKeYD+HkibFYyxxAbquiy7Rd6HscPtT/n1LsCmEs3WODSjUUbGYPnby09i+ezGiRgsiCZKm1OPXSoMIXQlPXveZjzFi9N+goGQVInQfTqUsXm0EHa8+Eqb+yScAJEO0qqVwTXUEi+i8mgk202JWyBPO+mMDTp3fBwKu+8xuNHZ+KtbFYgBvV+LWAHm5BiE+md1KMmLXSJLCL54/k36Rvy+gVoH4QCBb7ifgGO+FI4UIRlhuYt2zRTLdqXMfwebfDMfV3iwEEmW4MZCLkF6GODNWl2ClMKBaXJ2hF4r7ZAnK1oukREWrKnGXpWifW32ZAvy27u1YueFFDBt1PybNfAL7ji5Hf4R1Yr5XypKqhDdkyCFLsmZFgvvg4lG4PvJ9ycX3wu+bpb5wvAYdXUewZOmb2Lf3XWh6L3RdSc+V+NJNCl/ZOkkB7J9WW/3WYKMwjy10DoIIxS6JknbxitfQ0X1QYqdQrEgC44FIppSCevuPydXGk7Vl6wsYN+l+tJ34VKwEmXYWqaXWFysWwlW5BbowVazmkYGwo5eL7l8F+Y0qUDcq1O97KjvsCeSiL0RaREm9eZt/wwbdXh16Aznw0CgxDKsJfC0W6hlf8XYgQkFAkzxOwSNdGlW24XhxUiLEakQ1qOYIREvEoqbMegSrN/1aWHsy9zG7BgS54dYK2AjkSCwPQSGiK8WNMm5zzTKJHVkXZczFigKfSwtrOrXyN6735eHM5WNYtOpXOHx8DUKJehhGnQCNnCEXQw0fbHJxCjdYkdTy+Zq+SiUoFcVyPQYi2cm+jG5Eog1oaDqAadN+hSOpH4kBCYdvSQFfenUNTcheVW34U+wa8C3BZg9aNDYBr9k4BWMnPomWrv0CtL4wM8UaJKxCxBK58FAhgWs4mi1mPhDMwdQZ/4r1W16UTI7cEU8oXUckyhJMnUinSXEwlvHjJloEWgIG9uTBmLGyPupnhsz8mCEyliLXxXiKLjzMRhavDsF4URKEzMzI2zUjplXiVn+2ZLPMKoMRxo3tcj9/nxaP1ql3IF+4NEqFSCXQffaFWAXplKSHyc+RzGW4GSxEX6xMek01r1b+HmNUhglMhFi853tPxArk4pHY0KZVKxL6I6EXSfw6EM6V74Pvhb2rA+FyXLyWKfFa9+kDIsZkJUSqIUmw+YAT4tn5ZkUL/z4TCh4p1AzH6HVOIRCsQ/fJ4xg16qc4c46ApxuNS0zucnIBXGkpNC2Ws/74f98abB6iiOvXkHrsfaRMfxbdZ9PQF1EZX4glGRRDM3OkjJLQWOsjQGoQDjKDrEVz2yeYNf9x7Dk4S4BBt9Q7wM6lFuHVFLOuZDdUQrhspaMyQi+EyxqgViRBN+MbWgJSKSzRkNeihTTdGgSjhUJBEDQ94XzJSkmD3AzkwUQTeiNF0jNKK3Tm4iEBzekLB1Hf/jFS0xfjaPZSfL5rqtAOH3wyDqs3v4jpcx7DzHmPYcnKZ5CWtRQHjr2F05cO49NdU9F1fj9iTj10gtiphY46AXsoQYCRxqiX+mZv71HEYvlSOWCWyhNPEDKLZDapEqVGnD6/G7v3TcP5Lw8jEC1DatpSvD7yn+GKy1ecI62Zn0DxNr9bJlK+/k4k7L6k3T+iQeJTFbuyyZrvrR26SUroAnbvXYGRY55CQv8qWcDXYFgJobpsx4NpMU394/99S7BZMrciLfNjjBr7UzR3HEZIqxUy8+bAUdgoRVRLR0zPgGZkQtNzEQofly+YMddAf64oWI/nrsLoCQ9IEEw5EF0TSVxh5nWegGIpS1EJ4ZrFsFgH1PPg2EVS/mEWyxNDi8HYj2BjryeL0QQb3SItGN1oUCtHwq0TKuSrW1lIz12FgxmLsWT1LzBmyg8wbsoPMWnWjzBywgOYNv8J+Xn89AcxNuUHWLzmF/ho+yQsXfcC5i7+GXbsm4ltH76JBUt+KnTOlNmPgs/d9JsR+GT3VJy8dAjX+nMQodybrYBWBXoGMtEfzpIAnRcdEwFeMIzT+DlJ5vrxlNRJnTKcOLMdi5Y9hdHjvoPN776GMRO/j5LKrWD1RcShSY2duM9BoClRqAJbUsYuqmM2B7HXokU1+aAZAbm4KVJtw8AAQ4du3O6lZb+ANRvGYss7s6GZN4Sg161YcmgPpPb9x0PtW7tRS7p7Jk59DnsPrpP5GAORUjDbi2i5iBrH4YI80XGYNq1aGaKRbAQHsiUWcux6BKOVYglXrXsJ7388Fn0BfthW9PRmimtkFiiKDrpOqxgO4xktF1YiF45ZIPIfwy0VHkm4JKMYdEEkQwk6WjWJsaiB8+okYF++7pf45at/g/FTH8Kro76DibMexarNr2DP0bekgN92Zh+6LxxCbfvn6Dx3AP2JKsTdJvREy9Efr0TQqEXEqoeBFvTHSiSeOnnhoIDvQPoiAeXG917HsDHfwYIVT+PDHRNw4sIeib8cuk6rRKwX41deKFykRJipkoz15U68zQoKM3UXdTh7cS8aWz4UeTl7YOn2GGqQKvFrtcqasQmHVqo5KWPn0V9tCmhO8ijPI41UKzQTLZvSELKpiGMkLmHm3Jdw4gzr1XrJYIoAACAASURBVKxzs1DPpiQgof2HqQ+fOxl6vBdu+Tj/CDORCDZsnorFK15FIFyLUIzar0b0hZhBVSJhZkK3sxGIpEI3sxCJHhdhINP9/t4s6ZFkyxsBd+LMAUyd9QiOpi8Statq9lAlHBabWWgWXsrIhx7PlkWlQyyRh4heOLh8iybZLRl+rx6tXZ/i4NG5GDvpAYwY9x3MmP9jHExbhNTjS9F1fi/CJsFUh4RXj55IEQw0IWrXyH10g32xEoSMSnk8oJWDi7/TGy0WvRr5taBWitshErvNYj2pKes8uxu7U+dgytxHMGryA1ix4RfYeWAa2k59LkLKOAleu0IsMDk1Eri8UEjokm9kIuHS+hmlUgFQ9d8W9PQrSRYbZwgygs1XGg+2GoKqjnuBjZ1kLYAPNkme2oUUpmVj7wOP/N1onOMoGnE0421MmfFr6NZtNlvCtFkhwn/UjQ4FkN/wmkStBzi2WqwUKClKXJpTDqVtxbRZT0hg3tuXJSQsaY2+gTRYDnVo+UnXmQ7bKUI4kolIVGnqw+Es1ZRrVEqneDBShi/2TMP8BY+jrf238mFDoVyJY6iGZXGZokK+BuM+Ai8czUIgxviuGV/ePoKoVSEkKuMycly0NofTFomLnjnvCSxd9e84nLZQEgUmC8xK41YJomYBwnoeIkY+4nYREk6xHPlzzCyWFbGKEebfNIsQMgoHF3+OOaXyOmGtAFwEESmWqFEmYCSg9xyZi8XrnseoaT/E1MU/xb6sZag/sUNKaMxkNbNK4krKymNaOSIJ1jBrJJRgLEraRcVWLZIQMe4j0O408Ph9FZS6+z0Z7IFlL8XQXtrkbem1HdojS0vI31WKGrpnij4DEdI1F7Bi3Tjs3r9VRo/F9bCaKfcndmclYzaCjZaKQCNRx6MCG4GmJdirD7DBlciOajdR35GN8VOfREPL+/KBg6EMRGPZAgYeTasICequWBCmVMZVBWgqUXlfLJ6TpEDakldqJy5fScWw4f8dI0f9vXyRJFlDzOCsEpHS0IoxgGY2e/HiTgm2eaLPXTsgV2N/oghBowwnLu7H4lXP4Y1x38XkmY9i1caX0H1mr7g71ippfVnUvtZzBFFaRzN3cFE75i+5n4BLrqiZj7tX3C5E3CuG5hbLYywNkUukxWKSQqvHMlnEqoWGZpy9lYnXJv8LJi9+GqNmPSI1zgtfHRWerj9cJBkuu7SkKuHWSZbIcRBMmCgc6O1NE0AwziNxe2+wETQED5utVTPPnePdwEs+R57P32P2mRRAyH0n0ReuQXt3ujSJ1zVTgcLhimxW+g/zbASXb9XugI1DIDn1RuymSCSj0Oyb2PKb2Vi4/CU4Qr5mC4AMsxAEHS0PlQe0Yj7IaJEIQP5MwPFxguf6jSMSwPPKJl1x9doRzJ7zMPYfmCoSI35hbGOjmtZwy/HVVdIqzJYa0RPIQNgsQdyrRF+8EMeLVuD5V/4LxqR8X5pNDqQtkOzyZl8ODFeVk766eVRIXcZANqpExqNb+TCdQvAY07IRTWSp+01mhnfA5oPOPxJ4BFvCYd2xWGqQjBVZg2RyQrCRemEcdK0/D5UtH2H9+29i+5H5CKIZnx2eK8nI6Anfxf7UuQI0ziEJ0T2HC5PcVwsGArkisSLggkF6BGa1TQiH6U5p0YYuZZ0U2PwOsTsdZL9r5X4f2Ej5dAifl7BOYM/BzZgw5WVoVj9Mh4kCcfLH/xuSjfpxGNHKlXSjZFUcVarg/VRydJwqwYTpz6Dj1EG58m73HIbtlMD1ysS68Uhr5lsxgjAQTBegEXB8Ph+jnIbugMV4nhiy5YFgHtasfRYTJ30XX15LRc9AtrgUBvlMHMjFsUm3N5QrxKyBGnRd2ImJs36AF4b9V3xxcDr2HZ2Da32ZQnOQG6PLpIVhswlZfAc1Yn1u9KYqabVTKNJqAk4z80SGTfEh1a4UMPqLIBOdmElqogBxs0CsnjoWiO5M9GPJ5IQ6sv5gvvB3pCm2fPAmfv7if8Opq2mI8bN4Tbh8Mx15xeswe8ETGD7yH3AkbYEIQAk6Kn6//OqQWG1WOkLCW9ZL1koBgbJqQ4E25LY/JkKsU9LK+XGcKKOpjubYCX/UxFA36ls2XqAE7xlYOAMXVzF34Uikpn8upUmb42n9Yv0fgbn7lMXiM/24jSDj4s9cdJ8qCzHtIE6fq8Xct4Zh/dbx0KwmKekQTFx0n1y0aAQb7+sfOCYWja6T9UA+funyThW7eQxGG3D2/A5hzCmQpPs5c2EPFi75CabNfkiIVJa7WBv86vZxoS0oIYrb9Wg7tRMfbh+D6Qsewpwlj6Gp+yPcDGRL6x/dpJSuUIeb/RlgXZKUQyCaBcMlwZsjMmtKqxkL+p+BFwOXaMK0PPkc/CyydMag+QI0Pk7AKUWsEipSrCiFdq1QrDLJaVo1An73gZkYP+0HyCndiK/6chA0q9GvVcBBq9AylJNnZC3BzDk/wsYtL0l4oi6wFrmgmXUyieDFSZD09tKD3CFsB62bDzL/+Dtg8+O55PGeYKtVOkIprbUipjN+O4OEfRqXrlZjxKin0R++IPHbUKP0+/HmYgjYfMD5IFNH1r+Y7qpYLoTtu9Zj7MSfCnnLxpJwRIGIlsp3oRKPWUVivXgSeYLoRv0Tytt8Pldv35Ek51SHaDxfQEGQVNW/i7lLnsKRrCUImzWieNDRiks3s9AXq8CZr47hrVXPipJj4concbUvDbRyUbsMt0JZQr+EtSKxZL2hTOUyzUIBWUTPxo2+g7A9lsSUclYsbfIC8d8zP4eAywfZkCNVG3yMwFRCRUXEksagwpjSI/KEt3sy0drxCebMfwKf70qRxIXZrkY1R6JMZEnk/+g2w7EStHV+ilVrn8P02Q8iM3epaPiUjIngYDmtShIxVlW4BimPZN/rnWyUlmrougtkfhLxNbAp6yaCVVZmUC/8YDheLYMNewK0cl/JeNgN78yEDY7K+GNdqQ+2exDBqvalRlcRaJywHY1fwtSZL+BQ6hppIGbJJhzNlaueXzxPGK8w3qZbpRUjBcIjyVyCjPfT/NNS8D5aO94Oho8jGM5EIMo4pAVxpxrL1j+PNyc+gMrmjwVgMbcZ/YlqZJVsxpipD2HSrEex69AMuFReuOWSmVKfb6EKN3qPwvTK0BtMRzCmYjC6SQ9lsNwCxPUsqWwImDSlkBVJtkYVbYFIzSk3J6jutczkYwQbX4O/y1ITyVkG8qQQCDZ+ltRj8/Hm6P+Ja7czpPOqP1YkFAlVt9TXMfNktUMUHnqZ/Hw8ZwlGj/8nvLXox0nQtEmPBYFHAQCzRYYVg6WpZMVAwCYg88E1FHD3un3381Q2SqBx6Q4B1i0N0BymGLO6cPJ8LsZM+inaumho/P5T30h9k30bCra7AMcf2W1D5Ebjt6QTh2Oq3hz1MM5dSENfoEi+THI8ff1HBUQEDQFH10nrwBNBoCnQ1chJIcD4mFAgjO3i2bIIQiYMdBNXetKFt+o8tw8TZj6CY3lrEDTq0ND1BVZseg2T5/wE0xf+G05cPCyx2O1ABhJ2KQyvAgPRHKEy+Dp9oXSE4gR8LULRDFmReAb6AodhIx+8zffLDFfUswzuE/lIxPPA+itbBCly9BdBR5AZfNxfeoG8hnCBWpFIkWKxQiFIqRxpav4AC9/6MTpPbJcYjOU4guTarTQhakXjZpSKgIBuk0IEnuQbPRk4d2kfps/4ISZN/h5aWj+U2I3NNf5IVY6fGFp8JzH7dbCpROoOFeID617HO0BUtAfB1iC1X46BNdAqw6w9nEXEaMO6t8difMq/JwdO+zH+7wMcweZ6MqCb4RmzTiYDHO+uegss6DJ6KYATp4swfOSDuHA5SyZk9/XniOSHVzNPmJw0BtUMnBn8a3kCNoKK9xF4Q59Ha8DHohFat2oBKJuEmXH2hPOEmSddcChzOcbNehQ7Dr+FpRtfxcRZT+Dg8ZU4cSEVA4kK4bKYATIwZ4tbKJ4jAKNrYz8lQeaA1rQG/QOHEQgeAVCKWJyWNmNQ59/Xly5lND5vYOA4QsHjcElhJC0dQTZ0sYLBSga8ckQjWQJYdqgT5LduMhmqE8nT2nW/wPIVT0udlz2w7KNgMZ4Zti8YZanNbxVkIqAae1SvBd3qhs0vYu6Cx9HS/rHEoZF4uXT4q1knzaJlUxl6A/p6OZahTSoCgy71d+I3H1iNYhkVQKmM4VKJg5JNNYpihXElp6RzZCuTBU5QP3s5EyPH/lg67WmQEhp7FhToIhHKze7+R7CRSLMduLY3SHEoq0bLxrmt/MU+7Ni9Ah9+PF3m0FJmw3iBRWRRKSQtGkE1FGx+jOZbOT8QJ9B4H2kQI5Ejlo1W4+btw1LT7JU4sBO3oyWI2A2Ys+JZzF35HMZOexjdF1NxY6AYvdFykUlT5uz3UZpeqQT/cStPKAzSGHSdwUi6gCsSJbnMchhHUdFdVyAQyhJahWQmQebTCqLn11VPAAE3FGi87YNtoP+YWEGebAKWymLGSpFoMU6d/gIzZj4oR6pYevuOC5AYerDQzouLRXdf4cHKgQgm6YZ1Nkgzu1S9qLPmPoIZsx/G+UuHBrv+OYeXxXNq2e5YNcX+833QxX4NcF+L4XzAtYkmkO+Pbp+v508X4ORMUkaGS0t4EhbacaOfpHczTLRj49YJGDPhBQRCbHpW/KwCnY1gcEDm8g2F3H1wTMC24BJwyTmjBBubizm31XB70XEyF1Nn/Rz1zZ/J2FDKoSnvkW6eZAJAS+aDjbd9QPE2YzU/Q2XQTRqE9xF8tA42JUhRursGqQOye+jL28cRtmvRcmoPJs1+DM+/9rdSl7zal4uwzKPtFNadFk1lgfkiY4rGcwRoLPobJmVNxYjGMmAa+fJ32NUUDKSj5/bh5IVCpl4pRZjtcTFRIejIY/mWzY/bpLmYapbkCgWZFdYJ+cyQgtaLJOyNm+nYum24WCRmpKRB+Hf4XNY8GVrwO6AL52IBnuJGWjmxeDqz5GrpBEuI9L0N02Y+jNff/EdcvZGJvhCpIE52IrhocRoRCnJOSA2iET6WvN+3av4xWSXg+5D3YlCFQ+A1SxxIuoXiUw7zUdOYuqUjy5DZcxwkrRZ7F/alrsD4yc/j4pd8HzGEIhypbyASHUjuQjMUaizEu5rsruI5VGG6xJ1syWPBhuGR8hjA+rcnY92WN3G7jxkY0/lGaFG6kErpECLICK67F+8X62UWDrrSodaNjzP24SgCxkq84nlS+qKFCOoV6Lp4AGOmPoh3Px6HU5cP49xXR6UPU4bhxUskM+NJ8vkwPy5jJ7lp5YkV0/RssWKuw0lDpRLs8yKRPgJLCSIHogViUVlPpWqYfBbrkgQPZ20owKlEwQcZjwQuYz1WOHp6jkm2SAtBUras8m28OfY74vp8mRNDhEDoeLKTPVtGJsgFJ7M/qFopEwpIVCxGmWr6kR7XFgyEitB5YidmznkcI0b+k9SSOU7fcRoEYFR3EHRULUfCjAvbxMqqfg1/DBifQ2upgKaODVLMV5MBlCVlTwJnobA2SnBxHwjNakRMrxN3Wt/2uVRlUmY+CYowVqyeDs28BY5apZCWgLt56+ogdeZD7j7Y0WT6qsBm6I5s6MAdlRwOH7GuYPyUn6Gla6/4dDXAuA5GPF9p5jlzIsmzDQWbD0DGagz++RzGbDz6FYae3lQE+3iSqsE2NsqwGSSztnnh+jGMnPR9zFj4E5hoBdvihJhlVxOqcOH8dly5ukfFihbrpkxICuTouJy/wTJZlsiQ4rEsRMKZMm4qHs6FzY4ouxahYD6iWimuCmfVrESVwso3Sq8mJUuiLWN2mryYpOs8adV4m1ko3b9UNAYyQWUy5UzUuVH3xpN+sz9TXptgi8SyYdgF8t5cT303/I4IOtaAxZWaJeJOpeFHr5DEglaM4Grv3o1psx7HmAk/wNnzqdB1AqQZYbF0VGq0i1tlcsJGIV8FwkL9IBc3WHEg6NR+DqzesIxHeXhMq4ZhMbk4hVCM9ddTiBsNOJC6CLPmPYkJKQ9i3eaXhdRfvnYsRo17Fl9dpyUNCeBUi4CFeJzYuvPvPk96B2jdqCn3xLL5btRGDEeOf4SUWT9PCiL5gtWikqXpZZMG51bI1elTAEPcKU8Qs08e6T6ZpdKdEnw8ktzl6924RpacBeZa4Zu+vJWBF17571i95WVJu6/0ZIqsmqrVpqa3xeXGwnRf1YgnshXrr+WAMRldJt0nF5MAyyyQ8QTMMOn6IwM5CPZmwzNrEGNMqFFk2SiA0+UkNKI/kgsH1VIOUzHVN4ONnVJ8Dktf7M2kdUnLXSpNNiSdWRcNkndjA0pShh3TMkXfF42nqbkcyViXoKOlFtlRsvufczrIwRFoFCtwQw+6tA8+noiXXv5bVFa+KyphAi4eK5fslHXQcIixadvXwHY34MinKaKYMRnPbYu4T+UqT8io1kC4GoeOLMPYCQ9i+uwfC+D6QyTjO5GwW6FZpzE+5TmcPl+FQPiibIukm/7gaGand/7dB5sJgA82R+3+wU4ax8BA9AYmTX8RH++cj0C8IhlzVEETLowjOpUbJXgIOIKKMZpv6Xibi49x8bbvWnkcCKSJ8pYg+OryfqkBXr+VgTcn3I/N741A1K6TxhGeMPYMUJfPuRZGIgvwChELHYHBoSsiyjyGW7f3oaf3AGKJdJgmKY1sBAPHRJ4Em19QE1yjCo5eBThNuHD+gMxRO3PlIPanz0Xbme2iHLk+QCA3CY0iPZdUzg6GCRQSKBdKy0Y3ywvv9kC61ENDiWKMmnQ/dh+eLTKliF0JA3UCNs7pYP01mmAGzriK1Qq+thIniIWTHgRl2ZiZ0lJRUmQlR399eS0TLjpkA4/Nb7+Ot976GdpaP5HnuU6DAhv7YrWKpHulWpeat5rBpSwcS1L+/DmlaGZsSKUH5+J1n9yPg4eXIGXKE9iydSQystYhYXLEGF0sY7SOZHZ6Gbv2r8ecBSPAsaqUnXFjFGambIoZ/OdJzKZ8rOdyGiFJXFVz5/iEi1fahEs58yVlPe1ST+QsMsY8iQjTfGZCVB+UKsUsydGvgS0H0VimxEz+wBNmgbF4llgkPjcYzJFMimMVuDvKmvXPY9T478hwlphdldwjqgG3+tNkbBStGU9UoI9KjyLE48dlbgaBRcsWT2TCdtVEnyizT0vJxzkTJBTIQSxSJPNrT3TuwJQpD4INKiMmfg8z3/oxho35R+xJnSXWiSUuUioKbH48mgSZzi4rBToqUFjXZbzHem1u8SqMHPdPYN8Bu6pidiWu9aTDkcJ/hbhRmekGAopyecaz6iLkBUlXKpOObBWzKcVHu6hyDRml2o2EwXJSB8LRKqxc+QvMnPkjtLd/Ju6UHWbUufF8sb1PWhwHR7Qq4PkZqiKGW0RBzAZrAqjzxC6s2/AKps14HOs2vCqAi8ZrEQwzU+2QRQ0iQcnYTjM70HEiA1NmPI8Tp5mJhxBLsMHZ+nr3FcFGfZrM42JFVHTlap9OZhdLVozHhrfHgzPNmBJbUA0ZUgR26uGYjAMaocWLEeg/Dg6p41hOZm6BgaPwvCKxMI5TgFDoKBKJTLlP07LAJbybXoGeQL60wW39zTBMnflDnDy7Q+gANtkqN5YvxXHOKRsqB+LPJIUppiSFQsD5i/GaxGxuMfoGGBfWSuDPbnCeiO1fTML0eU9g9JSH0XHhGGrbd+KDz1MwfPT9OH2ByhIy9lRYqMSAQk1aUUvnyoJt5IpVorCRsiW649MX92DGnIew//BMKVnRRcW5kQbdqM4uddWEPXQWG/lA9nSSBmE26rtt9iQwgGd3mboQOcarVtgAj/o02UWmVTZyW7TyWWzc+op0d1G9S1ASDBxtL/FcmCBQ8Rw3IhElR4iypW4ZVXGjPx/H89fhrRXPIWX6I9j2AYcz7hjcbkllu+TfCEh/MYNthKHz51NYv3EMduxcKeQ/oHYUZG1dNljktpMucJ+M6XNssHfBJMEroNPQ23cOU6a/gIrqj+WNck4FS08qg+EfbgVnnLH1X6XObTKeIDCQLq6O2V8kkoZw+Bg8rwCGkTW4aI04S4wUAJtMyJnlFG/AiHH/iHc+GCbumlMfCUblvnKTYMsWsEXN3KR2jEBQEnG/L4HuU1yokSOWg5lqfyBNpNhsymV5qD+Sj2M5S7Bi44swcAqXeksRdzuw+/AiTJv7E9Q0fihxEt0YYz1ePHx9AoxgM7VMWbRIbA2kUJPdWweOzMGwN/5fSXR4QUqjMRui2VsgMzjUYEO+LgNyig5UL+edfk6/t9NXdQy24yV7C/zB0XSZ3L2GLq311C4sW/cLbNz2GnqDnEbJ89MpxC9b/Qgq123F7du80E7K6Hx4Hbh+Mw97Di/E3CXPYOL0R/DZ7pk4c/koolqtbBrCi5JgVQDzeTn/yNdtgGUwwz2FpuY9mDf/14jHL8H1GLOxZnoX2Eitccnuw6K8dGWfy/zC/Rg/+edSMWCrG3XzLkjmFqvOcbsWtlWXZK/bZIBfIKBKQ5wRS3fJrDAUPgZmXaQi6Dbo5hjUU7nL8tRAvBQd5w5g+Nh/xtYP34BNQjRRJNSDTFiUWEm5rK9ZtqTch2AjDaHAwAlAXwcbVRlUDXOSD+eZKZlRNc5dPoD5S59GWuEmzF35EibNehJjUh7ExOk/EiKTPaWUZt8NNlOjFaXFY3jA6ULZ4JgFfkeb330Fx44vlHiPlkl1pav5Hn73lAz94/gvq1JiPA43JMB8kDGOYhWD6lwW3f1Yi6QtF6kNLjXIUPWkUgVT0/KhqEpS098SkSi5Mlo4jnUNhDn/Q4EuHObA6VpkZ6/BkmXPYcqMx/DJF9Nx6mKqlKQ4SDGSqBFXrazh7wcb+0j4PMPsRMrUp1FfT3GnygO4Qe/vWDaCjVtEqzF+NqLx21i7fhY++nQhuEUhSxf+xEe2m1FBS15HS9DSdcpt7rnE4jMVpHQ9tEjBkMq2GAQzdlOBsLJW5N/YHMuS1Kotr2H9u6+juuW3kr2xe/7KjVTplmIAPjQ49wGnlBasYyoX6vNfvhslvyZ/z8yT4SphKkyCx1WjsAgvc8WN/nrUdzF+1k9wIGMFjmStwrBR/wyeMF61bEAZCjYCmmAj0GidmWGLtNypxd5DM/HG2H+Q2iazZloyViQ4s4Og84FHqyaz5iz2aJQJoGnhFanLmb5qXi9pDz6PYBNlhwCN3e4KaD7YwolyGW3B88CWw0nTfojKum3SFOODjdsaSTHdqENa2jLMm/cUnn32/8HBw2+hrWs3ImKdTsr+qgQaYzE+n720X3ebvlXjUVk2ijFlE7pEM3btWY5t2+bJhh/MSAVsHKLmu9G4we2iFdj8wnskdhPjJjyPi18xbjglEmVe5bz6VIBeJ0H22TN70dnxebL9i7FAk9T4rl4/iDPnPhPyklaF4kP2C/A2LQ1jMXYQUe1w9koaXh79PRw8vlw6mG4H2V3UIioIXt0E79cBpwSMgwBMqKI4LZzEVYytdFYw7ljDQCgD7MCiXJsjR28NZOHkud1Y/84r2Je2BD3xGsTcVvREyrBp2+vYd3gWbveQfL3jRv3X5khRApzcHS0z+wwYCixb/QyOZi6UInp/yFfQNg4G/L8LNl/JWygDnfnemGT4DTAEGoFJspXLb9Pzj7IjjF0jbY8M7ikQ5Vqz8VfSh3v+yyOilSNo2PF24vReTJ/1KEaO/A7WrSP/xz1Xk0OtZfx/h1AqFEty+DXjOmXZhsZo9wCbxHDdGAhU48q1UtnftTdwBpbDzXlN0XYL2Jgg6Lbat1J1zFiyYSy3kh424glYzmnZEocNGDKkz+DwPGXa9Xg5zp/bjwkT/hdy8tdKDEfa4tZt0gYtcoXSmvCE8Oi3pbEUQ5dGYpZTGuctfxaT5v4Ub0z8IVKzV2EgVon+aJl8cV9dPyLB9b0AR7AxlpLRU6xdku8zCwYXm224WBuNxDMlzdfJ77HNUC/G2cv7sCd1DtrP7kdfvAoXrmWipXsX3hjzTyir3Cw6PYYMQxMEyUATDAVUVYLBPCmZz/ZMRsqMH4ITAHzAcIz+rVtHJEtnheF33Shdaflgfyt/z/9d6XdNjnRlciAJAreqTI5WoDvlNkRSDxVKREneCbqzlw6CMvPla56Xhuade2dg4tR/xZTpD2P5ql/g5s1sRKSJnJkkvVanVAYYp9EdE5w8su5KCdkfsmzMePk7mtEMwzqBMWOfwqGjH6jN2yzSIJZ4TO7qc5+iOqjyUCNJadWy8nZh0bI3EEu0S0bCWRNC+CVnTwhPww1cjRq8894beP6l/4bsvFWiSCUwNacKl68eVB1HiXxps6Mun5JstqvRuvALbTnxGUal/CuyyrZh56GFGD3lQRzNWikDmBMcrsz2Oj+TS1o4v0bpHykFkoHIAjbFW9Ftc/lg4xRtv0eA8SAtMJn+xraPsGj1c1i95VWs3PQSXhv1D9iy7VW0dX0iBXOCTWqXyXIcYzTJoFn75X12qVQGuN/B8dxlwsBT4n6jJ00sMl3xYO1TtG5qpAKzUVowsWJOhXRisYGZHVmUGLG8JZ1VvH032JJzfTltU3VXsYxED8RRESwldspAnReH/a0kXQfTlmDtltfQdXqPjBJTLrVL9l1lxs2ylJS92FDDfth4ZXKzX2avXN9k2ZSV4x5bTBZJi5AG+c37s7Fg8Sjh2zird9C6IQk27sxLhYfMVLVv4fDRbUg/vhUxjcHhCSmXkJPhKFIBnVOb3F+pEnv2z8aR9GVIz16BnXunSYDPcs3ytc/g5Pmd0tbG1rZgvECYedYh/e6m/cfmY/yMR9Byaj8GtDocyliOCdMexme7p0mQy2YRfpEEHJuVaeGG1ikJOCVwvKM5I8B8To9HNq/QuvUEFP3BJIFd6XThHPZy7koq2k7vRkPHJzj/5UGlK4uoQjzdNwlqv/TGcIAzS1j4Z4zF7Jb7HZDEPXHuC7FsjMPI+/5TGAAAIABJREFUzFMNw9+X+JVxJ2usUnDnRHDlMmnJGJ8SaHSBdMn+YB2CTaZVJt0orZqs5EBpbjvETJV/ix3/fD6l5Rxiw+57kuILlz+DqFkv3oLWR7nHTuHsCCRufcQEggDk3loq++RmwM2yB4XagPf3g43ZKidIEbSm0yn7WaTM+BUst0c2JGY3nrJujrJsbMnittjckCGufSlbLV64lCfJgUJ+g7DQ/LAcvicD+Kwa2bOprXMHWjp2SmNEZt5KzJr/qIxlX7fll+JiuJMcm1S4ONCFQJSMUyvDqk2/kumQgUQNuDgHd//RRTLqYOW650W4xy+Qw2Z6ejnCoRjRaI5sQsHivZr1oU7knbhOxWp+zEbpt9QiWTJLsHmFHVNU13IeSEWyXNUk1AVpETY5M0hnCyEJVrL6TARIxFJJLLIgiz0M+eDsjjVbfondh2fK1U2w0LIRhP39zMqUCplg5Z4NJGtFUaIXiVVjtYHELwlg9lcQKLQ2VPBK+Yl10eQYCgKLHoUWzZ/oxHGrdM+UJVFUyUSOHoEDaChaGDH2fhw6vkyK54zFlFSIahkmAc1CopOz47qzCbDanumORftDYGNVQfWYklaJJTowdtLPsffgezKJ3EVi0LrdxyxUJQbUI4WQlfsplq4ajt4B+mLKSejHubNvcqdhX6rCjcKsWtlHk9tTc+AJpyMey1wkgDt1YbdwUHQNdKsEHa9ixmm0WBwkM3n6v6Kq8UORDEXNWjA54JBl1hTHTf4+Vqz9Bc5zqB7nxurc9FUlDFRacO8mdnEJyJKW416AI9DYMTXUKvlgE0LWqQLfK7NKNsUQjKFIlsRaaqxVtdR3mRxxXEKEQ21QLY3L577ci/HTvo+OMzuFvwvE8oUiUtL2arFqBCv7LAYG0sWyEWzU0BHU/Ju3QwU4f+2odOm/OvLvsW7zS5K8MP6l3McHG8lduk21kVqJqFY4GVOmZLqVyR38GpMJQ7PMEGY31/QFT+JmUE2t5EROkr0qLGpKzrNT4FIbkHA/L86Po5XzQeYfhyYH/u06ib15XhjyMOngVlAbtqbgi72bpJXARUx6jWnd7lO75tmSPdjowQcfL0R6zmapg7Hwq/yxGikqja5JJSe3qxYLx4KsVSdTgGTy4rF5+GLf1ME4hNaCYGOHEacIcTQ8r+DVG16UXkl2TnGMJ90IJzSyDqqjTmZjLFr1tJSuuk7vTEql09AfUIP86JJ4AoVq0dl0oub+D1IirC4kFyVHyv2pormaN6umHzF2ZGzFIYSqQbdWLCfdIDVnvhulVeTvyd4DpH+sMmzfl4IJ0/9F+iXYzcVQgeQ3KRa+FuM7Zu+0jLzNi0PJiErE+vEC3Ht0Hl4b+x2k5a2RgTUcaLNo1TPYc3CGXJhC/hoVMjpMJnCSLtGKFdhcFt5ZY1WVBnZgEaAkdcmXcUL6uGkPoe00FTvdsl+9btUKIPmZBVBJ4zGoDiFoeN89hZY+yPwjEwwapRpwzy4aHe6ieCzrHaxaPxnB2GWpk9K6cb/TZN8oC6YxdJ4swax5v0T3qUPigxmf8Q0J6h26UqKcaXEDwFomB/R5nO1RqLpwEqVYveF5KduQpRd/zgYYjp7XytSX59ThxNk9mPvWUzhzfr/0itIM82Rf700T1ztAAaNViZMX92LL+8Pw+qi/l9iIbo+SagoMr0gXfLW4RFoqtYaMZE8CzW869sFGwPhgI4/GJYONQ1liuZQ1q8fNWxxmWCVKFUq9+wPpMneDHVs93PvTrsS0eQ9j+74pSLicCF4mizIi7lvg98lS3cKap690IVHNE0TrV9fyG5mcdLxogwhDuateXetnMkGJFAZdKmM4xm6UdtG6cY6bzKqzSmSXPipvCGiZXcc9GUiHyE6FJ+Q12cOxfOOvRULPSgc9FXschMOjyuXPBrZqIcPjehM6Tqdj3ORn0NxRCBdhDIKNe06qbQEj2LFrLZavHCapsK8OpUkVs0ruhRu7shjMeI37EXBKpGSqnZLB8IOyyZYTG3lFysQedoVrxRLA0h3yw+47OBtb3hkuAW0goGZ3MKbp7P5ApDrcWOLclYMi/bnen4Xs4tUYPfl+4bGiRol0ThH0Qroms9VvAhsTBOlwT5a+/OyQFpG/z7kkQqrKCHiOoCrHteucOFSN1pYtSetUKfEarRqtF4HWdW4XRk6+H6cv70NIV5aO2TafQ06PYCPIevsOS2ZMsFHlQhfN2IsqkYzcJVj37uvo1aoRthpw4lIqAlo1Rk1UIcSN3kyxGPwuZVg0d6HhdpEEmlUKcHslDhUkEcz7uQsOJ2ey/4HiSa8ZhzJXYMSE76M3WirzfWXkrMttlGiROIohKaykRfPXn2DZyJ2yskSJFWNx021FWG/HhKn/jsz8nUmwcUMPE/cRbLpBRW4Iq9dNxJE0cmbdarSnUZpsGaNFS871Mutl51/Y1LerWbbswuH4BJpSihEpf/al1gQag2YZEWpWCMDeee91NLZQFkM5cz36+7gjX7m4GwoRo3LiW0RjFmYnuFmOkxf3YPiYvwcTD5OuSacWjSoT9miqQvfXXOlQF0rW35eqc48AvVDcL2uXdAFsVGYQTzHml1/tlMoHZ7+RyKXQs7efsziqZOMLJgG0ZGu2vojxM/4FtMLc2nEgmidUD6siVIoQrCL7Nii5Uv2ldMlMMOgZqCjpPL0dKXOfQHb5u7jaX4i8infw81/9VyxY8Qwy8lZLbMuZHz7YWI3gnqNsxBGwOeXw6EY5p9hjmYvlqXqZdpnwmgVsp748hrHTHsJXPblCPjNeprUU+ortgN8SbPzuuKj/I5BtsZznsWDp6/jt9lVwEQTjtiFulNloHxYseh25BVulmMtUWmgOzv+i5JhWjUPkHK46GaVO081Nzfq5D4FXn9wsjCI8NXyZwTbJYJpsCiMpl0lLX4h1659HKFQMbiHU33MIejxDVCGc38arhIMEad0IMLLcRTWbxa03nfgES9b8HL/57A1UN24Vi/mHwEb6Q2WmpEQoCBgKtjxU164DY7ruE78RuY/nlkh1gFUC9i3QOvX0sSOrTrJP1lZp1X79xt9h95FZCHOit1Mlj3F0F3sigtIvyw72HAEau7h4m68llIldIokEaaDDWSswetojeHnk/Vj99jBMm/8TvPDa36D73H5pYBZLZaq9rViFoKqGYONQRM8qAbg3qVycqnzEQYp0o2zoTqAFpU2/xevjH5CslDEVa7g8r4z/pLnHoyutBXi+/cWf/2DMRgPEv1mtdgUEPVmDVCG4J9nW92dixbqUJNhozHTcx45319Nw6nQt5r81HKfPpSVJvTZRL/BNcSK3TQ0VuRjpoK6XADUeJYNPUo8TttW+BQQW3RMtBiU2bABhYy25GLrjTZtfxGefjxN3SgkPnGJ4dp7UGgNBcmE1MiKhpesDMD7iGKzbIV6VldC8GnSe3Yn5y57E5m0voevM58LDkYujpVP6szsaNJHvUP2a5MoItqFulBcDLwxpAYyobRXZB3H67OdKqKmr5hdaaVI31Ndx8459xxZizLQfwuaenk41CBpWEtTQvhqZsqR6ZbkHKQWkORKzyQwU9qVS2esqbux2uBhnr2ZA81pR2fgx1rz9GiZMe1BcHpMmJhGSNRtsiCkfpFCYGHBx7KsRV59DLCYbazxKjNpFTs/X3fTeSCxe84Jk/Rw2zczRb6AWi0irKLvWJAH3R4GNSQLBVgduWamEmA3C5WlOB/alrsOy1eOlh0UNEdTJs6nRCsHwRbzz3hzUN+0SyoPg4bx/kbgk+TVT4/7lFE/e2cGOsYSae5tk25NFZQbxqjmmXSYkkpk+cXo3Nm99Gd2nd0h/KCdFcpqkX2/kzDXGNayr8ophEM2aIasOpBX4xdONNXf+Fu9+OBxjJv0zGjs/hi4UQp64N2aFLEdxcwlaGZ5YxmScB0fhJ+kRZrGUS7H2SN6Ptc3LN5hBduJaby5iVh36OEGT1I5dh4EE9y/tQMisx7WBIsxd8Tw+OzAfEZs1yUoZXsiKBK0sQcS/R7dNkLOsRotG4QFpEAX2YiGpyY1FtAroXhOOZi0XEpb7NnDrSAKNiZVaancYqZ+65dLpT20hXbtkkdSvUYLkb73E0MCrF76N+xscSV+OlGmPi7qXIZLl+pvtNsjuzBbDCRlUk7RwvlWT2I1d90q3yL9hSrWiTuJ14fxETcxEskWGbquqwynsP7gS06Y/D928ITs4u55BsBmI6b3oD5zDvoOb0NdPE9qVlA41wmUjBIN9ssQ+i03wJfffFHGfbGGjRqoT5ZwFKzu1GBViJdl6phkNKCrdLIOIWTLqDWfI3pk8IbdvHcLlSzvVJhTMXsm2m0VobH5bSFCSrGJdEkXC3RFQ7Sc/w+H0eZg6/0fYcWCGtP5d6TsuFpBWhv2kLAfRupKxZwMxiVaSoCRrqcjo688UUHHX4caunaho/AhZRZvQfHIPjhdtxPYDc7H32GKUNX2K2s5duHArD2+tfQnPvvo/0HUpHRwHQdfEsfUME2jVOQGdnVl010wKaOFoUQk46cQySiWYF74sqaitqN2KlBkP4t0PXkd9ywdCMNMlUfnLpIMhBbfn5ogJLnb+c8wEd2VW9EWTCnW+1shC+qIRjteG02cPY8Kkh/HF7rkw7TaYtnrfZAu4swxdMy08rZwwDMnzTKqLIRRbA9l5P0iJuDWqaSjpkvl3VL9sq3R7BYNlaG7ZK3XSC5caEItzq0kT93HsEctU4egl7Ni9CqbVJXUuSllES+VUq/0GkpkKryQWgAk2WgZaPl/RIAXn5C4iUpIxK6UFjVcTN7FduuJZ4Y+4haGHGvQG0+QksJje33dUegWuXdsPLgKCpR5mmXR3/pgCv6ZIt8mKxKGMBTI+9NWRfye1ViYdN/qO43Z/ltRf/QSFXyZdJAfhELyq9NaM2qYPZOTp1DmPCbGaMusxjBj/gMzanbXoZxg56V+wcNXzsrPf86/9HWYu+jdsen8UPJyR4TZf3aDkW7XDXb3GzJMnrkla9hifDYKN+4yaxUJRsOdCMnm7UuZ2sKPsynWGENy8o2Gw/KTqo6pA7xfqedGRy1PZH3cupFWjxk1ZNl8PR/fGsGUgVIKTpw8K2DKz16M/SGVJk1QT2GzOfbOUO1RgU6DjBHK6yBapLiCpAJGNTXTVsSWbniR7UwlE4oLhllQmrCaUlH6IlCnP4uRpbgqsGmCSYIvh3IU6rN04CZrentxwtll4ncGgMQk2JeBTqTMBR0De0WypzITEJeMLFpFJIvYHi3H67CEsXvYMOk5uFz1+97lPZOojr366UnaWs/wUCGTI3k4EGzuXWKIiSMju+0CjZSSIyLnRzdAyfLx9nOzxeShtLjpOfS4njRJwZnLsemKmzLplX3+2gJAD9tq7P8XsBY9hTMr3wPIYtwLirDR2dxloRGXT++BGuWX1v8GJiwexYNW/C/gWrXlBYiteRKxDcpQ+kx8u2UWQnVb96ULg0krTqklfAftDdcX+c9tHCT+S+8pLDdiskIHTHDJD0HH4NMF19+Ln5hKBJQULsuGG2u9KXGtyciSTNt2qh2m3YPiI+7F2/WvSsMLK0M0+ZtqtKilAnewKqEDHBK9R7a/gNQ5KzBmXq+3U+bjf30AvSEEGQdaW3P2GDMNJlJZ9hJQpz6C5lcQ2d9iWmE1DwuxD6tHfYsmKkbCdE0mVJslbLjLKStJCNEuyQDNLi5ZUklLCrAD3dbAxCOVms2yQoFDv/Y/GSO/ntZ5jCMRJEeRLKUfJg6jGqBP2nvVPNailQIBGS8Qvke6JwCOQScQSRKp9rk24vX2HZmD85O/i7W2viDtin6lULTgSPsD+hXJRRpw8vwuHj86TzdrmLnwMl6+nCtFJnRsJT5bYKPNmzVLquGaF7O/JIc/cmmjV5hcxbd6jGD7mH6UxR/GHLfIeGLcxXr3de0zIWxLIDCsINlWcZ9zG+LZUph3RwvKCoktnvwKPbJLm67DI7n/P3FDE17bxNt02F92ckorzxPuUhspMBTQes89TeGfbGLw67J9k55lgjJvuKsvlWzX2kfD5tGYs0FPpyxkflBsxLmWViAV6ZeUaJXSQ6pJbL5ZV/W6b1FtZ2Nf0Voyf+CT27N8CDwF4SOA+y43CdAfw4W9XYOPbKbBsVv1VO7/aGIzmtVY2JuMGZT7Y+EF5ZQ21bL4bvTtmoyw5I3MVPt0+GSQqZcSVRzEjPyD3nyrCrZsH0dd7RKwZOSApWkdzxI3y5NGdEmzMdMVFW6qoreKxAklmeDLOntuNmXMfxkefjcHuA9MFZAQcFa28Itlcs3bTLzFj7qP4fNckmSTEIYHBMPc/rZWk4tot6vCLVTasFePqbRbV2xSnZlWAs0jOXNorrzNu4ndxMHWOTB2iFWVRXOJZl51UqvDP+JMulFaOdANVvCqxYiOK2vGFJLO6uHmBt0gCIS4/OY9NRBDcz17iZX/bIIKNW2Gq0IZaQ2bzCnQKcDzx/YFS7Nm3ALPnPoW+IPfRIjDZsVWm5oGwl0BcoLJe0QRfp1t6VNdtehVZeeuE6GfwzwZm7lXB9ygsBEGbHINPpTY75BQgT2Dj5nFYt3EqHK9XOuXv45QiDxG89/4S7D+8AYbJwnuX+GBegSo1ZpbCDETtfkdXymxVqv3JmI1ycX6hTBAYq/BqJeVBhQEJ3K3vvonT5w4Iz8PMkpO4A9FMac9jlva/23vP8Djrc92Xb/vb+Xa+7XPWzll7lWwSUiEhgUAghd7Bvcndcq9yt4xtXOiB2LEN7r1jYcDG3Vbv3Z3ipjrS9H6f6/f855VETbLScy1f1+sZSaPRzLz3+9T7uR+uMHflHzLrRrxGVwF32snuBCjdyFjFkavPs3iOn1NzYiUPuzqxFuyJxwWR0UGRRkwQ+lB76LhJOiBJT8a3at1oGxPESsIc5vlx/7STaJYDeGIj3gfvEwuaoPLfstfaUrhy2kgvLH9Svfp+QyteecYK2rB0rzc7Aik9UuJNLhYSJp4LUPFZeXEuYQPvG14e1ry5aYfzEjH60q7x7nqi7kKPR7g9qUTU7apiBoCYDRDiXZwXOGbuHIMAQEgSlizto779b1X9eWqGVdZihOrlSiAOsIAEIGHReMzx/N/of/xft+ipPv+u0hr6qzW2+ht8cAQC1P3oQlAGKTX1JkDM77a2H9e2HQs1LaePTVwl0526hepuLN2suQuG62wR/cB6i7PQGLMrjfqLVae95itXnqOVcBKsDhf/MDM9xAbfHr1HamzRk9qweYLNIlbVrtOnN9lJnm8aalg261myQMMyxN1m0ZwFePczoOLnnAwO7mP5Av53THOEWlOHDRafNtdEwI0bLKpapWHZt9vqxPKG9dp+YJZJOmzcNVXhVIHaAx+otZ12GYIwFGDfMxBjiQAdrSW7aOi9xl3HgvIDZRXiKDojLb48UzkfmPUfyhpxqy5c2WjxFAkM1tHkrxI9ZBXYVtMFtsMZPt67Nn9LOQbQ8XqQoyCRIGslvvOoXQY2ABeh9onbRBfXUcCcRcMqOQvH+ekI0IIrV0XVeo3O/onWrBsr3CjUe9qLXe4v4ybRYgNInza/p+zJ92jekqdtG/WW3TMVtJHOCtP9IDRyHrDMAGfZqpVMXKkL171uw0wNHfkrpXRDiZRPtyQtePNp/KTndO4SVqlEPhvPKzCz78wyL8oDG36dw/uaW7ff0iyT7Sd3DW7qSPj+jVsmauGip8RWEgiL9Ddt30Dc1cG8GM3ccMZywZKwYuxXKD96TF1aNaEO+o2sJ9plYOMqA9TUz8pq37aNK1nZd2jAiO9p4YpnrE/IjnVOFK/Z174roxP3odGJsLTUxzzWxvWbDN84xkZr+x6bxcBSYcWa2w9ajFdZv1q9BnxDL732nOmVAEIuVjJKQIl7Jf7ywgAsJ3/bqFJMV8UQIswzS83gNwVzLvJQ4H1byU19y/HYXBmKkIbDy0QJZ3hOmvy2hih22DJjEjR0OxKpUg0YdJs2b58mPxmlqRRx7jKzI/Ezdq489zl55q80ZvI9CiZLNHXOw9r5znwFEoU2FBM361VpxMskHSU5QRsyUoeNMvubVbU71G/QXbr8cb6tnbqFhbSh+FWt37RElz45rA7/SetzOjBhhnkTXwe202a+qV/x4WHZsAyeG2Vodsv2KdpAETR43PZHQQuP6ajJj1J09dwiv89hJQ9PM+RrwMZEVaB9txLhPJ2rfd3t60we06WPEXopM81aNuPBxEWkZuLM+3Sm7Le2wcXmVX2OAkRRGZkGeqEAjIMiLFnklY9xHyQn71g5A14bQb+5xfhRK79Q1+OkwYtDmnThkoctCzYgxo4ZBZ3MnBgXt8pBrAltCeZxOvWhzVIANmpeLIQjLHB8NdaKO9ID5RIOG3YhSWO/qgXombJH+phdFC6UcZkxYQxWqDNwSsNH3q6XXx9khWQGq7kQ0JHjojACJazbdKGRYXPmP6IPz7ymiMr1/Iq+Wr1xgiUaiALC/gWUxHZfBBsALjIJh+q67Row5GcqKWdH2U3d0tpxxbKFXXtf05WrbpqK/hr+nxjs94GNOpsD2heLusQDCMotXPyENm2ZYlx33iTLZZs79wrxPsBmIKXaT12NCXTo0+hr2Mlwgy3eqN7nb4V6UXC/2m5udbMIiQ+tGApFiZVANzsP63LTAds3sGHnJNvAh6Ytr4M2EFbV0cvz7KTTZeB7dBk46AhwMgDIzeZd9jXW6VqT26RM3NN4eaNNbFGEZa5hzITbdeHyFgvAgxE3ReZ6zfkGMhfHuT3u1lSnWAsBNPSuNdpptmPdAB1sDu9wbpW9q1CNnGv1wEY4Q3jhkjO3kog4GAoYFx5GhDlRdoTRsuL9O6oR7I8yY+oSsxGvbdw6RfMWP6VAvMCEFxcu76Xeg76lPXm5mZitxspj5kpTZKjdlo0LipiZkkttw3aNHveAQtELNt53C8lBYdkhrV23QGXVO9TmI2ujlsKoP/c9y+ayG2cmu91ozw4C4HTroTM8+9hxm9CZNPUey0bJSomlouiepQ6rtXOvgc2rQRGPcaIBH24FERnPXX4eZHwdDx2Qvx3GyGEp/YGqKl8xiwM4ThS+ZLunOpOn9MrqwbY7qrh2lfU3mWKH0g0diOSD0osF6JmSCyfJbVJxNCbARYmC4JufEYd58RrP5VwRQXWR8fZy5t6vZ3v/i30fNgyDKGSqVPzJVMmssY5YSS/J4e8DOPqdUIi8W+py3bW5D7uABwCts4N4X2Y3PGCD8oNl47l5rVzsgCkUOatFS57RzLkPGe+MSSwW+/KaLZyIHLeAnyRu4NBv68ln/z/teme+psz6tZ4beKv6DP621m6aYAVhrJ/PDzaqlDaRQAc2q8GyMhzBw/hpNV7YrRHZ96u6jl55m26JJG+q/sIZ24BcXIH7qbZhEKskW6DppdNfDjYvQSDo9UofvFGvXYX+67CR39eBg7lWzabnR1YXSQO8A/ahAzZ+10sAeoLt8yADYJ85wvvU3rzJhoeZsv/o2ia1BFl5U6qLN3ap5vJGDRn7XS19/TkFUid0o+OA6i+u1bUMk4O/aX8vTtZ70EBG3ZANMxWVb+iG7YKHyXvQisKAhmIrFyS3kESvtu43hvG1tneMicxeUCjvJZWrLBs3wGXIAmZNyTyx2jFWWLo9o553oDTCwddkrACo5wE4sb4cxKnuYj9qj+dn0H28Cx4rY6yR6GlrUSEYM3v+I+ZGidmwtvw+IAGQcBOrat/S1Jn3a97Cx7Vt7ywxnTVzwSMaMeZHuvIpsbEbYAZoLS3vZcBWarEjMRtxKckTycflT/Zr6Kh7dCp/iykc3ZJUm9asX6b5z2fZCkf6ZphX4hRXkvh6sPVsVxloMu0qi2kiRw3hA4d8S/vfWWA0oUjylDXVcaNYTyt6UjLJTCORiXIfa4NV+1qwobkRwp19qPb27SbpwNXcTH0rfVJBndbJ0lc1bOL39cbbQwxoXESwPMiCfR17rWfKybXyAsvN/Id04cI69er9P7V8xZOWCLEhkM+EFhgbW+oa12nT1nGCrg7oWgKs/ikS7pnG+tWmA3rp9b62mI2NzE4K4ZSVRuhiUJBmQstiv6ibGgNYHOgUw7PzSiOAChABOO+iJJa0w1pgjggBOB3tnAvd9afpZhASURtLpEo0d/6jWrD48cx+rGIDG+WiSAjr7DoDWLlPr++zwn4wetbqazXnt2rAkNtsFBDvRKHeNdzLPwu2jGQEYIMIcPXmuxo2+l5V1eUprSZKH63auP1lLVwyXL4QJrXK0nln2RzonCv9csvGlcEbdVdidweBAJiTxP7QydPu1XsfvGCml5XYyEex+Y513pZMZAZWzA3HHHvEho8phnpaHl9i0eLhfVI6T/6OraaKxDAyDX7AdqMzT22xI3prR7bGTP+xSupWqcl/0BgTPlsActD4axRY+cDZLeCpeR94J8f2Z1VUrhQx1/lLm238EHdIJse2mZFjf6jps3+ugorfWPOf9UVYB1Z5U53ftH2yDQdjKbDufPi0pGi5MX0VRIkT+X5IAgFUM11tzMVzsF9PWH3Otf4cgFxZ6ZBbdxRzs6suZia+PmKNf6wajyN2o08KnSieKlQ8WWxgW/jCk8Z0YRLL6qSsOGcPQ+yEcROdW2VetNI04fyRk7pyda969/t3q5O6gm1FZidpZp0k86cJrKPreNBK4/mb24+of9Yd2rFnuaLJT2F9tGj2vKFau36+wlFXrKPhCtiocmMpLDO1QNP59+7SBzvcXTEXoOA+YaIS2xCbGJEvflpjxv1Yb68fb9kLpQ+yN/YVsBQDK4aeBsGxBcSse8wEy/RMP2vdDpi77HKjgC11SL7WLUKWCxJkw+U1ajOeWqmudR7U5n1T1G/kN40XB7kR6XqufDRBIEfCBiHmCfhdTYx4bPacezVlxk/syoc6RAD88dVdVrYhuGbx2oWPdpqrHDL62yrBwsfyAAAgAElEQVRv/J0N6dzofNdEZtjWXFy1RkPH/FD78uaJZj0jdtT1oEjB4vDWRdKzNXqSzVe4/q07WWeNn0eCwlwD9T0sIkcX1ShjQajak4xRPMZaAmJ+x8iMzJCoUv5YvmYueFSzch81ChXnwUozdo5dN4AOAA19mvudncR8blCZjJZ5Eb7nZLjK1dpGaafC7S7tAtsZd+6tLlus1sAJDRlxtwpL6cA0s07oE23auEjV1YzG1SsRL1UwiC+nfuL+WIpFqGm0H2rtezRkLZWHT6WjZiEoSLqg9KxV1rmiODGNl7Zp8LDvad/BBZZWY4JZm2P08dhRk0qNZ3YMIOYM6DjISimJ+Hz7rBYF8GDPUqZQ6n1FgrjQvUqglRZhD4Gjfts+hMgHtgoSOvnwiXdo6PjvqzN2VE2+A3ayuPqNio4mWvSIWlv324XFyVq/cYjGTf6ujp7JdclA8kO14c6heYdJauDKUc+q0JmSNzVw1K0aOuE7OlH6ssJ0GvwfKIbGbeyU+g+/TblLn1IomW+jdSy8hYAJlRxqOWRQhKp90ZNuYW6UoeV8G3bGMkDKtAY9xNHESQMyQysezy6QLNAN34eWNVKMdf1ODEKxrU4PqVAt0dPypYp1tm6z+o76kXIWPaNQqlTBBMkB55dSBQal5+G2+dnsiSURPPYrDtjbiARajc2VyrhYAtETCsSKNHo8TJ9F1kW4RfpI69+ao8ry7Uona5ROVSgRB+m8kCprUShdrVSy3L6fSJDF8AL54/kGNAJzq3pHmbI6Zc122BA0b6+1vm9T7hu2TDazzAQ28QFXD+4LF81OAQqz8fAhK2q6+M21dVwJxllPCIkuQz2oMCuCOnebZbOs1Iee7gFLTKBud8aO2YmfOv+XmjT7HgvgmzuwprR0jqrDt9dUyjtNBKbYhpKJM3OX/EL9ssgkz+rjlq0Kpg7rZud+tYYOmVwpewHgsLlguUoVF95S1qTvatnKPrrStk+B9Bl91HJAMZVq1aZsjZv+cysiJ1VugLrpPySkT9HZbQ0fVnPoqAJQkqIn1BI8YmOObGU2ZjDE1JQrUzACyWwtAPMnC9WZKFJ7vNB05di60tRxVAXlq1RcsVINFzfqVMnr2rhvpp5/Y7AGTLhbAyfeq0cHfUdbDy5WVNXqiDg5rS8HW2ac7zODL18OtqQpJBVZkkFCwvlkHpaMtSOcrz6D7tS23S8rEr/GKN8VbdsyX7XVOywTTadpxqK+U2iaXskEKb3LQPgZUuj4ep40mf6wq83jCp95ZtVgv1Kv4eoJxPM1fOydWvZSX7V0HLb2Cf03pDgBG60mJY5IiaOO4kyLB5mFyBEjIxq1PHTIBnvpYVLZN+23xPtKxvLMuiUjB5WK0+B23Ddv0pw6G/Kl85a6sThElCl32ERVGLcNG+OoLlyAnVxo5Y2Va/urtPp125jsTx1R1YW12rx3kvYfnqvrSNZjWaKn9NG1fWoLfaipC+7T01nfUGHtb9Ucfl9t0WNqCh7WzcARLX9zgKmd113eptOlb6q0bq3qL2+yEcVm/yHVXNqgssa3daZipeqvbLdhZUo2JVVvqrp+jSpqVqmo7HVt3DZOv3t7hPYdWqCt+2Zp5vOPaczUezVv6XOaPu9RTcz5tUaO/4lGZP9AI8d8TwOy/lN9s76pEZPu1KT5D2notPv1zIg71H/s3dq4d561JJGapyzizqWLt5x1474Xn2NUvOPrwYZlA2zGVBGDzmX6tOkDDRvzC1Vl5E9vUapB69+epqrKzcJdplJFGcIcDVUsHGDDylVnQEfWwlKGYzacAsjcoCoS59RYmBxCpA4OfJltAxk/7T4tXPK0DckSLBPLuQbwGQU7DtgoGmk8/UAyMV40KTTtIJaHQRykrkXTnICZCj/ZmNHJWRcUo/JOc/uItYNg8iJrACVoypz7NWvRA2rqPCQsG0PJPA/BLM136noA7cpH9IWLzFXGla/TZa+q8vzbZoV+s3aoho79gdZszjbxQtwhnwmT8MMn/UBv7c5WQCflT59QCJpU8pTKz23QUwP+TU/2/VcNH3+77YlnGmvE+B/YFP3T/f5Fw8d9T0PGfE+DRn1HT/b9hp7p/w2NnXyH5i9+UL37f8MkX6FAjZ14u7KGf0v9Bv+nzSdMnfuAcpc/q+dX9NashY9r9Ybx2vPOHO0/OEen8lfo4kdbbEY3kDwrX7JAPpWq5MJODRx/t85WvKWmTsomVQqhr2fWywNbz1sPZN7tl4PNBqEyLS87b0L+wc1AFFVtVK8Bd+rja8UKhD/VLdFYlfbsXagLl/ZaxoLVoTZD9gR/Cbdn/KSYq0YTi5G+MxvpstSzlgzgVk18TsVq7TimzkiBrQ1s8h3XxBm/0IzZD5j7cTypfJtPIAGhKs6UFkCj+U92hZul4IiFYloel0K8RI2Kv+2Koh+YvD0gQ6Av2LnXYjySEwJjOggAjBM9e/GDRnLEssHeuH4TK04/94gNp3Al0zinA0D5oqj6dwYS9mYFUoVqDZ/Uxt0zNGnOL1RSu0aftO5XYeUbGjD8m5oy/+fyJY6qPf6hs2yRI7p0Y5c9bvTkO22N5ar1I7V2c7aBk8ms1RtH2Mzotn1TxIGUPd9HkxehmqMnF6m07DXB/C0ofFFIh5FEOOkKlAVKzKVevnZAHbYHAQXvwi56OgaCi57dEbz2mGr1u23T1XvE7aps3OIUJk0xstjNMGSoYlyA3YcHMu/2K8CW4ufEbYVmJKwrAddOFdr1zhKbH2WXRjByHTfaqNIy5NyxVlizMgMZGYjr6rskwVk2tD/gu+UbLdlmBVm6Gj5u6TV0Y5KIYLxUCdUppQa7P3/xs8qecLfVaWCB8PtkfaT5cLCgMrnMF62JM1ZucNkS09tFFgMi3wC5EfYtK7dpbJNE4IJRhLRYLsJcpuPm8/jW4AfKXfaEZsz/hQ2QAF5A5SzbSd1o2m5jd8ypMnxMnFdWv069s76t7Gn3q6Bqna51nlRYlTZE/OJvhwgAzVr0aw0bd5uyxn5bRTW/VZiOQ+g93Qwesvt1VzZp8uz79OzAfzPGLxtrIGJSj2sLfWC3TI7B64NuRUfFhHf871pBlPfntiYXWkmEuQbet0kcpM9aeYXsFuvkJA8YG3Trh2jId3a+6x6vIsVVobDKtWrzZPUa+j0lVSVf8JiNXjK4ZEMyqZNuBCDTzHeA80Dm3X452NIJuHS43QJju2AkGCVMqEIvvTFGsxcOsQmrlDp1Syhcq3MXDpmQWzCC23S7idjogeZ9NIHbrJdUZxJa/jCMTb5XYixYAIkuP7/XGWRDSI0iSZZqNag1UKzmzgIteXGwRo+92/pq/hAmnCTBxQZeQdV9r8SsKlcwWZ9dmQEGlDeqouFtvXN4vorK3zDLRZZGQE/ZhBlKhokpgJJRQu0hbmTMbs6iBzUx525jOTCd5Rar8X7py75vbbOwjtkmwLiKteOduRow8nbVXNynax1ntWbbTP1m3ST506VqChzT9gM5mpF7n2YsvFcV51fpesdBVV9cr6CdqDKzjG++laVBI79l1oquAmDDQsMA5nNjiIUQBcYyBVAoS4QKlDkgXEJ74qLhPheVlykyrQb13BVqj9p+BOqYLswpNc/g52JMUbpiYDjf9rQ2R05pbM6vtGD5c7rRTgEX8W1ew9kusPE7HnPkjwIbCZMBP98uBs4jYAsnSzVxxmOavXCogrFP1RE0y3Zdvg6yzitqasFKlai984wqa7arvnG/yit3qL7xoM4WbNTW7bnauXuRaht22pqZdj+blM8qFC1TZ6BE5TW7VFm7T5W1B1RUsUu7Dryk7XuXasioe9R3wHcVTbodTKZdET9icR+LYB392VXYnR5/hT5tzjMxu1nPP2KMDWpWT/T+Fy1/pZc7cfZhFWf6iI4tYoXlTLvEk8OClYv4C+BDb4SSi8uij9tJpt7HAE5T4D0VVq22zX8bd83RzUChNu9brEFj7tGmfbnyp8t1tmK1/Awkxw7LFz+koI7ok1aYxyX2+2SZjBaOmfwj7Tgw3XamRnXWSh24dgZ02B5zs32//U0uClZBcoEALO5TzHUcO1pMLMg9akVferPct0JsCiUCp0jJnAF1Nj5Ht+rplDXpGQCHiUvczCbDpwfcqrVbJ1vSRnjEcDkMEsKWntbtj3ajUJXMshVmwFZsK9U7okXqn3WX1mxwakZphekgNGvOvFEaM/YZPfXsj21Tcu7iLD3+9Pe1eNkozZg1QKOyn9CkqX2M4rvg+WGamztQ02Y9payR9xjPfOCgu5U99hHNmT/YHp818kENHfWQps8eoNwlI9Rn0E81dPjdCseKrbALfdvFe1xd+fYhwiqlgUujnrrNTd8HJuqMsPPqTeN14eo+PTPg37VoxbO2+rGlAzeEsiOFX1pchx3VKXHcsTnCTlxv4QuPauio2yxo5bmb2kgISu0WqhMFYH/yqDpiJ1RiGwB/qpWbpqm4bqd6D71TU+c/q7Dq9cbbY207YFHNSnUw2Q5FKpKn64zuUX1PndL19oMakf09kwwjo2QYh94pbtLkuKJH3JBOnMY8bBCXPVMQd+UeZ3EBHFaOMAOrxmwCFyTtJ9ppxLYOWKVm6WzhLbEuRFfk7qNubxUWjxIMEgx9h31fhZVv2VQVZScsq7FIMnMkznpCvnAAdHUzV29zEg3c/5KDbX62pK0wE+cXGwWp/tIB9R/Genc2RV8VI6O3xOPtisZadPpMnmrrT6rh3EkVlR5QInVNscQ102wLR64pEr2paOyGmlvrdeXjItWf+1AFxbtUXpWnssqDuniFifBLQnYrHLuqRLrJCnmRxEfae/A3Gjn6PrX6TilmXCj4Uycs83QUbFJlEpJ8YyRQEKSmdLUNxSB2S1Vo/Y6pmrHgYZ0sfN0q4NTxoPdYu8ZOlitjWOeCKn2cWdNTWr1uuLIn3qGy6lXmVvj+hStkntSBaAsVqS1yxKxaSlW2OPe5rB9q7IxHND33OfniFTpWvFZDsu/Uuu2TrA7WEjyo5uA+dcRcnMckFjprh449r2f6/IsYqKHWRxEZoqjFZAAresTcOGriDF7jKilaE3taJ4VCdhims6PVU/ahlYVV430R5zoXWWwNdEDnLJ1ryPs7DioSwK2eMddGAf2m74hmLXpCfYZ+TzUXoISXu/guioU/a89DX9hzo92uNBP4e1ogXwa0dEZKjfVFJiREOaVMoVSx8ss2aeDw+3XpkxIbqGIY/pZ4AhHAuPwB9E/9iiXa1Oq7bBJayTTbccNKpkL2GBYpwCWPJxELaTNAIWcJuCJxt7cI6S0ImfG0zwZpWCFZULJfvXrfoYtXGN51y1Pdm3JjgM66OXCgmkgzG9p2DJ3XdJHK6jeoz+Bv6Yle/2rBLR8YfClWLfI8uE+udDtibkEsZRgyo8sfbze6T0HxaxlSKHFpmV2FtI9Kalab0uWQMbebzOr1jmMaMOJHenbID5RfvVkni9coZ+ETmrnwUX3S4qzidRaLQGlnVRGjfO2HTOJ12OjvmNI4sqUE9J6Kky+YZ3VCEhPAZCDrfMcSFdguMJLpljC1jzslibGsO0Z5icSNSSdkZl390cKAODGqI7UCStwoNcNo+IgdLgauUkXDZltzvnnPPCVUY+LYWHZi5Z6sERI0D3TmShEFxAL+HrC5AZcyE2zksyCej6tKm3bmasS4R9QR/VQJhWx/remzdXZ2Kh6PKpF023ABGOBD3Qgw8jPUntnYkUxFTRtEtlcyYKB094PCL2MuQXE8FVQw0ioEoS9+VKRBg3+u6to9UrrS9FpdgIo5Z44BDQtca4EBiLYLWRYV8dET79KzA7+p7Mk/07zFT1oXgjoeTAY+UFwL/Vk0dykEE1BjARx/7Ixq6t+yQufBQ3MNYM1tefY3oP3QUB8+5oeavfAxvbFmlHYdXKi20BlVnNtm2ejwCXeb5i8W9Wz5SiF2iFtEqQjr0ezbZ5l4w8WtNtGOjtwnN/aYxUS315tXQEaCeAzXyCgiv4tFB3wQRWEFc+L5vrV6bH7hiI0eov3LTAUJEfGmje+lXYwG6LDU/NwlEoU2B0o8Fg6f0M2297T30GI90f9bKq7fqqgqM22qMgs54M15jXwuVA9wzlucsDlQAOcOwPfFg5iR82AqVpS/Umj6Vitn/nOWHDB2kFRUbBK6hZ1C7BBKJtmGwBcJRWOACIHAVAZkbveQLb9NJAyAPCYW9yuWDNiToTYeT8ZstzzPlDZBcqcj4g99otGjH9fW7c8rFiWTLbVpIHhjTEa5ETTKJkV2hWDd6ECUVK81LtWAYd817nxT22GL+QCaoyMXiRlKAmc+bJgTHHxN0ZiftfveNarQ1Bk/07Wb+6yMApcLdsaiZU9ryPAfWA+PPp4/XqTOWKGJvBRVv6UJOfdr674cnSh61Wp2uEaKy8RQBPWUJ1g6yzzsmHF3qLxqldo737eT75EkyXphtsDC4Lh+fau5TS4Q3jdsYFwpFo/HYtVw717px3hniPYowxqhO5Nygz0Uvil6k10CVN63N5LX1PSuXnszS88OuE2Dsu9WXI36qPWw6bY1+5i/KDRrinXEogE0GDwAzQMbokG/D2ycM7eYrdh6s5S//PESSw4273xZcflsI3c4HtMt8ZgDmwekcDgof6DdNqqFw2HbrgwYWenNlmX3z4ESQDpQZXbDJNOKJNKKpaRkSool4oonQurwX9ULL0zQ1GlP69qnJABM5BATnLQJKa5QCruuV1pqFoh6HBqwtY1bNHTMHappQByw1Nwn9SWWujJKRl2OD52DIJoqNieabA2w8fMzZ1cIsJ27uMkSBYaXSTDgdm3bOVuhaInag/nyRwsVThXr4+Z3de6TXao495ZlnzHkWeNO1JDhYeY56XRwIvLyFujRx/8fU00nIIc0SHmFIJ8uCwBzwtEQOo9bIZn4jJMNd433zvcBGvU1p7Obp4qGtTpZ9KrOlr1hiubUGwGgN30PMDywmXBzzOmawNzg8yXMWP32WP3f/+8tmjD7UVVd3m8ZNSUqE3nm942c6cAF4ACZc81OkbIbaE427cssG+/DzTGwtRERwhLVXNit3oN/qppzrL/0KaGYoskUkllSMIQsvdQZ8Csad4LODkSyrcr8jMeFwglbDZNMpxSKBO2x3AdYHImkFOd+Zh8WvxeNsWIyqKrKIxo95iFduvCOYrECC2BpsjtRk3wR3BLwYvXoUriFD6XGC+sz8D+tk8EH6PVpcRNcVZwsrnRzLyQZ6TNdZQHA5ggDBeo/6N+1ftMY+0Cut+DKKpQz50Gt2zhNkRhrFbEO9RZQX/x0j7LGfldvbRuVacCjPUYL7ri5Q6sNxo6ppvp3tnTk1dcHq6n1Pd1oPmgFaWI1sm0IkoCtvWOvETWttZc+pvPnV5slQpGcGQx6vrhVXC/Spy//tp9N3PfJulXDxt1hLTd2U9EGosZmUvTxY9Z6M3FCJvgD79tnwBIMWDkI+ezcv0BP9v22sqc/rOeG/kj51RsVtcJ9hVptz1i+WTVARhjD4d0HaMRr3YD7ogsFfLjRcITYssA+W9qUG3bM0uBR96szcsnAlmQdpOSk6QGFdyTTCSFV77nEeKL7Z+GI20eKHXOgdBaNdTEADcAZMHHAuGYAmMB0hhUMfaq+fX+murp9pqSDFDoWiOGO7m1/xab3xnAzoKP9tWnrBOW9t8DYofDasWbRKCAqz0isMmDrhnQBF2UVSJsc3MfC8VxvbxhlU/CVdS79JybctHO6Ro67R02+0wolyozzha4Z+xl6D/7fqru8ztQk26E+QRZQQWbzcJHFM3Pn/ULDh3/HyJH8DKtGXAXzhQl7LBu9XNwobpejtu53eu3150xzhHgVV4xFIwFAmSl32WMamv190Y/Fuq7dMl5DRn9XL77Rz8YTjQzJsIrx0YqMH8dF5w3UcOLpedbWb9agET/Qlj3zdLZ8g+avGGCJDyN5XExYP8iiRhVjY4wJ1JyyYi8rvwEts6Bu2t51CbzJez5vG1hPuVVHlKwgmaJdR10vZ/6zlhzE1aRwsl1JJSwoywg4e+7xv3gLwnr86/llOp1UMsXihU4NznpEs+cPVFrnzV25uIQkAfBwcN9rj3BbYFcNC1tt16YFo7RNiO+45TH8To8jkz1xxZnCD6pA0ZMGiJFj79BvVmUZSQBzT91p2Pi7tHLDBKVUrfbQSVsxRKlk3aZRVgcz4KAP15ln1X5zG8Ejtkxt2MjbVF2z0qySxZ8RJ89F4E82ye9S7iDW471SVN6wY6L6D7tVNec3W2boBkeQNTiuvQdnq/fg/1Bl4zrjxN3ooM111vYsDBr2f4wHaJ2b2AkF/QzGnLREiNeEtSNZwPIxUZW76HH1H/xtm2SPQ56MFmrxigF6rv+3NGfhU6pr3KFIosiWbXDhc0FaY55QhX5riqy91EQgEYL0RCBh9dqYIbvMYu9b18YxPc6Y6kA0Xa0BQ3+uqbMQAuxUQhElFHcJQg+M/Nfu9kSWPQPxHIf3L6VgqEPJdECFJe9r0LBfqbJhr6gwu/XPnwdMT7A5DQqTg8rIPXhgpL7kTL1zWV2A+xzYYJngMslgd+zN0dgp91jzuj3MpuMzenv7VA3J/pHGz7jPXNaocbebdAPZnwXiPaanKKdcbzkgNsGwemj5K8/aeB/ZJPx/MksyTitxRDPawvR6Y8d1rQ0efoXJccFxu3wzz8o6xFDNbe+r2feB7ZtiMwsqSgGEmM0dl2ryrHv04ivPWQkERnHTTSjopWZdeN8O1E4rl67BW+tHa+yEn2jX3pn2N5kFAFiECZU1mzVszF3q3e82LXqht/VXIVpAK6MGSmkqEDipWCRfQT+zqfmKkZDZog5cKyqVx0zHl11hJiGb+MC21ETSxaqo3aVR4x7VmaKDiqVcvJYw25b2pOk9YPwXbn8P2LBsJBKhSKsViBctHafFK4brynUSBfqwnoX6LMjc950sfjdZk8c68iaxmU0FeZqwXdbNVb2xbBwu9iszMl9+yZtG5Hx7yyTd9LkZWQT93to2xboVazaPU3nNGnNXlByMwUBDv+2gdTdwkUyHZY38tpa+2stEawAXfVnqZVbGsP2hR82i0ffEmpFRwn3LL1tpSzDQfCtv2Ki0qtTU/n5m1aLbOTVr4YPWW4Tty+jhlNn3GhWJfVo04t3FdtZkGegmGK0cgkH0mAk+1zSu1+QZ92jitHuMP8i+d4aYwtECtbZz4dUqEi9R3qEXbEKeYaSi0je75kC5MEnAYGtbImeVA7dXlvII7Bw/ItWsKw/n2Rpym5egt6oqrd2Qo/FTnlYkeV0Js2wx/dXAFgyynJ5ySqfiqVbVNBzTo09/T9Xn9llnwAvyu0HnAOWBrfvW0Vi8rx2YvKJjRoTYc8OZLSU8hg+P8gSlFKrbW/fM1Lip9+pMCTOkhYqoVGEWusbPqt220FWZDgYWArDR+DYXw2Cwzujl3/SxLkFLwJUn+KC9oixZJuAjs4Q3R6LANBlHnH5k6ow27pgipCAoVCOpynNDD2KXBEVm4rN5Sx42dvHwCd/XzNxfqrD8dQsdGCd0YoPFarqx24J5amxk1wCaoiqbcdgsCFEV0KBCgLAMFzasHsAXDKMcxRa9Qi14/jGNHnu75uU+otqGjZZY8Hif76hCIWhYmXCEmC4zkA4HEAIEFxkJENaVi7A9dErznu+nN1fPUSiO2mQw40KJ2v4Klg1bSTnFFtSnOxRLXbeFDHvyVgihX0djAmCY+Z633Vas+/s8hliC28zje1a5Pbo6QiuZnUzs3nJ/A7JBhVauGWWxzLDsHxnAcKVYt7SRQ6vsJLUHjlj5hWkqAl+ucG6Ly97QkBG3afeBmcaPs0Y3MgqBg1Y7c0PCR63dBIsDK8TsAGDoMMmuCrUGjmrmgod08VMuNqrtBTbEzNQZ74mSBxy3TYga1q82HWEGZLCS1PjoFlC0pk7HScZy8r6wnK+vHqIJU+9SVf3b1vajxEH8xvvHRYbDFINhdwC+crEvHssPlZxpsb6D/kNbd02zkIMNfbxvLlSbKmNxcQQiwGkLE2BTkwCR5NB+o5RUUbdF2RMf0PkrJxWMXTNJehevJa3q+qcnCL/HjQI2Z90o0tFlaNWOva9qyMj71dwBXQl6EmUH7/CA5MCEC7XDFq56PwNw7rAmsAc4D2y42gzYuLrZOEfNjg+yd/9vavnL/dR70K3asH2qbnYcNcvmsw+32gAAMFra37OqOCk9Yn+VNas1ftKP9e7hhfrkxj4TR+Y1EJ8xDQbQSHJgatDbpBNAm4mOBe8NyhQnhDh17JS7tW7rZJVUrrYsubD0NbNwcNoYzDFLStMd1kf6hC5f3Won1K0+KtbVa5A/8624DNhgDtdd2qxBI2+zxIVOB0Vr2n6AyY4gwIAlQ/iRr0iY/aVuch2wcoG9vSlbA7K+ZUnUhcs7dLMlLyM2U2oXGyQGEhEuJGuRZZKgay3EkBU69OHLyhr1C8VSn9heDbT/vOSA6sRfHGzxODGbFIuHzJUiednUVqsBWfdp94FlSqraAIeJdwf8OA9UjqLugIO+a/ehdIk4SMcNcF6j+HO/i3ISATCyXYOH3qYLV9DALdOcBY9asXjtlolm1RBMYTiHSSg+OAZbuPrpZmAhfvPbQZo555e6/DHat+XWugKEzGbC2vDaTdYqixKnuWUZWD8rV5jVLrMeKlZk/JS7bRRw8vSfavP2bFM4h4VywzbeQE9/36hINPMRbUZDl7YXluV6C2OFjjkCCYBJrgEjvqPBo79vPWXnQt32PbeBxxXRkSP1+ygol9pGxXDoqF1QV1tpv3HxltkUP0KJ4yb/RLv255iVJAzg5yh3WmaNQA6rpNh3wSB6kjZbqV5bma0Vr01QOP6xZaJxhf+SYOvuLBjCyEszianbtxDN9FLbtGvfGyanlEzX21wjs41YOQ9wztL1BF2xzUcwI5FKlSidRA+21K7SrwIbbqIogRcAACAASURBVAnxk0UvPCUC4Zr6DbYUgj3o8XSJ6V4wKJJfsVqdUcon7ElHO+60jevxIQI2dsYPyrpVFdVr7EpnUAQAYvVoWgM2Wk8cXPEurqJs4+YtWM3EBbR2w2jroY4ef4fWbsi2580vfsXqbFgwgMVJtf0PURgpSK7iLlkw5+T26csyIWbbbRJHRew4f+mTGjXpJzZUw2eIa4ZpjfsjbqV1B7+Nz5TVAjTrA+2HMvMHZTavAY8Q4FA4hnRJojRw6DfVe8C/6sChOSKepHxjKp7hw5YckWUzQUfSUVy5UVmj71Vl3XuivhZTh7WpvOTgL2DZvgg2z7IlEvRaKRj7LVGoqjumx5+6XWfy2RN1TvFUtSJxaOm1Jl6CgJ039mdXorlbXC6HR1WvyFCWKmxjDJNfPNbqRKqw27kLHtbIMbfr5JlXLGAmMwPQdCJYVT1i3J3qO+Tb2nlgrk2CMRHGQSU8qiLVNG5U7wH/oQOH5lncxUnEAlDPMlqNVd4dyxaXSqGaNhJlEzJmfwDQFKit4z0BusYLm03/jliINhOukYY9AMJasTgEIFFExopZLzZ6xIZ/cJ0AkQO9FNwuO1tHTPixNmyfbFNfAK3Nf9gUJHl+LJu9FivEnnQ7x0heABYLOtD7sH2hBbZRhvu2byJy1LiFKHj2Gfi/bS357gMznDAQ5E1jeJTbILJ0XivXTtWMuWxQvqm4WuARic7BXxVsSTCWlmKxhFyBF7pSUFdv1Gr+82NMxzcUATznFYnTWyw1kWEUrgGcA5cLaLuAlq6SOLpmW4n3KjJT3FXmbgOB45o69V7NnvdghiFSpZstbO2DO1duWRdzFS2+DzV/yVN6qs+/Ke/IC7YItsXPIoxi2+BCS2v+oseMzcDfd7T2cl1vQmQFcHNlk/YTozkNNkDifuaK0lgUBoi4EDztDzeLUWDFXw9gDFgDOlwmgLuK5Cl6KCgWoSLQcdBiOOYWPr6xQ4tefEIDhn/LFnaQeJDtEheSGcIMtpkFxJ4zzXVUj2zvAdL4JsV13LX3MqsjIXtCXedwyz5OWEkFa7cvb5YoLC984XGdzH/ZugWMaYaTlSqr2q3+Wfdq78E3FUvfUDzdpqTCCsUDBjasGqShP3PM9kXLRgMfsEUjSWHloB/Bi4MTd+L0XvUbeI9qGt5RQo2SLpp1a+uAblNroiYAw4EuY808oKVrDHCJRJEAFvEc2RaAiEbPaO7cB/Xmm0N07SblBSdc5zKsGpsiC4Scso8lEKkC26OOhXv5zSxduX7QOgqvrxmhrNG368Inu9VpvVheQ6ltrMG6Ubmn8c8B1annYXVATmLMZaVeBk1XA9eGxcEywuDFVcLchfFBzMfz8JyeO25rz7PxPP42Y4pV597SS2/20dP9/pc27ZpswT0XG24Nqg9tM9pWvD66DDTZ3eGm2WDoIjQILdzaewnKN8e7uxAJlwSQ5PA3iTlxsacKXtGKV/uKTsyWnVOtXpfUBb32xjSNGf+0OoLsF2Xlo2MCheJs505b6/KvArYuyxZNG+BcLAfgwvL5r2j6zP7atmupfIFyhRMUebFwuCmsFTUvlziY/EO6UkpxVEupWndLrGeCdFUZ2lGppky5RytW9NLNm2SCVSav6s8oYAfDZ8y6EZ91Bk6aviwuFfp03cXtGjn+p+o18Fat3z5N46bdp+lzH8ooLdYYcZP+LCeWFhrWCxflgcxjn7hbZl+dhLz1H9MsjzvspNsj0ITQeXPFXza2YLls+IUCbfB9c8eUfJqa91uyYZmkzqru0kb1G/5NOxhydjMbrjRDwuJdBPQ9AThWDaB1if+QQcY+zFDCjwmWCK8DapL3+sk2oSvRciMRgAjqvEipxbLrN0/SqLF36q31U3S2cIcmTOmr0/morfustgan0R+Bx5b664Kti8IUl+y+JQ2U+GjQB1TbeFx9Bv5MFXVYoCvqCOEyz9t+etYJfhFsHtAc2CJhXFmNAQilnuk5v9Lrb2SptHytyURh+WjB8Bju+/2uboYFRMPNTYpVmDtl8RmN5Le2TFafId9V36zvaPv+uWoLAixPl8zFjG2teSbC4mqAuEgOXCqlGkdz59azLlCqOnzvWeYcCTurgzXhMdCXbMTQ1H9gURxVZweVekdFgi8GkJDa7zXo3zV70cOqubhJV5r2WDCPu/QoVc590z1xVCuPyQElCc4asxpOGt/V6uCsQWRFKNpztzZog5SXyWM4HTonKujCj0DojGrrt2jUmPs0YvRjWrh4slLyKRRrkSt3xNQRAmyOkOHc6J+9qPtFN2ocOHx2ynHiXPwW66IeSa22vW3JimzFdCEjtXpOzLN2BFBOrLADC2VHuk7iSDXYbSxKyl4j3GLOrAdMXZH7vk7cF26vRp2dfJCUTQCyU2ry+bAC5damoQbH4yh/dEa5X6uqc9uVu6y3ssb8yKjVZKt0IToCEAwBb1lGRM+L2wBaN9hwo1g9s36myl0kSg1mbUxeysVzAIXFbiQCuFIHFp6TjkmpuUN2Y23eNtFoR3MWPWyaIXwuCcYp06zWpPRCZlzcxVQG/ObiM7QhZ92ctJYHONpP3o4LhmQcpZzhm8NmCaGAuZ1UpWppeTezjKXGOhD0Wde+PUO9+tyvohKKvY6ZHU4EMyyPtEIxWN1GwTUS7l88ZgNkAM5apB4JM5FSLAYTJKiO0GUFExc1cuwj2rxzqVk3f6TcZlSZVf19YEsmsH7l2rt/vubOf8wCf4TvABqxHlbNgQwXja4YHziAKlU87kDjXCyzrmXyhUnvqxRiKUWyWOu2TdfQ7B9r7qInVFD6266EJRgArG5nFcDyrJkHMmIlXBP9W+vhdi22cDsHKNcYHYgiKfFZ6pSxNlxdrMDoPe1t76qu9m2NHXuHhgz7jt5cO8LqaGwKvN75gZoDuEreB24x49ZZqhaGjUH8WthlrTwXya0jl9LPhU94WiwqTkVdScTbP29xXZrCr4vbHH+Qi7VC4RB7wE5rzNhfa9eeVVZhiCbYKUr2Gc/koFIwGnNuVOk/E9i8gprdYtm8I/MDSw5SZtmwahbDdbnSiO01wrqt27RcOXMHyReoVjRVZ+WQtGqtuQvguiwbzfselq2+bptyZj2orGE/MGDS9wNsAJBbp8hUo2DgdEYGrNrIm87qsRSOD5DJ+xIrubg6Fdw2pr0QxCtTR/Cktu6codwlT9i68fXrx2SKoB7VCavSs3cLCF1P0VkchPfybecqAyJQeihUI0VBTYu/T5mCcorVBmOnVVDwml5c8axGj/q+5s17QJU1a93FEkFeggFxLDqjfFg1LChbcZBAdaDDynqUb3OP3kaejMXzyiEpFAqiJ912bIaNAV7imJPFYJkuk+5mmYvV2u7IC6FwsfbsXaIhWfcpmWpTLB5UJM6gk2Nu+8MhTrUdliAY2JJ/hmz0M2D7Y7/gxQG4oKKxJs2dP0bbd72qcPyckukGRRNoWCBoUy9/EE00XGm9eLO42d07czUz5yEd/mCFggGslZP2clIRtdZsZsCmK7lAY+5zBzEhREp6qDTErVthFsuxRhxYAFOJWlsPafe+WZqWc7+o323fNdVUKSmeAhYrcmbWOuKiaRNRGLbRxIhz65Qngujb0eqyFp2r91XXb1J59Tq9sKyXRo7+kfr2/z9asuQZvfturm7eZKqL7JcWlSvyAm6Ywy6I53t8JoUW2ANC7hP7eVmxY84AbN5LZv4TbbVoUeYokLD4FKtt7SfhAm4dokC+FceDES6oiyou36H+g+9RbT0/Z0jKMzDcOpB9GRL+dDf6Zc/6B3+PF5dQKNRmL7q07KgGDXlYVbXvKZW+qLQalSKwT1cokSIwr1U8yUKHEu3YOU/P9bpVDfXb1dLMDia6CeV2eFYQF+vABuC+eGDFABuWogtsdiLO2vokNhLGAQ9T57GTGXIhVrZcRWWrbWCGFtbseb/Upu3jjZoEKOguADBnPatszpXX5AufUFTFYnsyI4pnylZp07apWryslwYM+Y5Gj/uppub8Slt35qiyeoNZauJNBx4HNjeFxoV1ytY2OZAVm8A0pRQee/UmTFwX82FhORzYAFpB97AxYIuVSNEyKVYsIQCZcItrLbFInbRsmOds9/M6GhWM1qj/oHuVu3iM0nKrHf/Q0/03BhtJQ1zJRFixWKdlpyt/t0grXp6ieOKConFXCmGSHovW3nFSFVUbtXR5Pz2/COJfg32fE4mIIWC0OC9VoXgMF4pi5hdB5n2vJ9hgRniWzYZxUOexQiwtM050sYGNXqv9PcRmgietYf/u+/M1L/chjcr+oSBfsk5y664pqqhdq/K6daZQuX7bJOXMf1BLXuqjiTPuN5rRyIk/1dCRP9T8558wN11Vt9GWY7j3UalIDMDwGZR3UX1cAoGLPGHzp1CM6FHCLqH6j/7v9l2T1Xhho3UsPKB1gy3zvnhvLDxDf48yU5xFtwUSUgqpU+aCSTB47+ws5XOltYg+7oAsmu1X1RH4JDNP/IfB7W8ONpc5JNTeft3cqeTTvAWjdPLUJksW4slaxVOVSqaqzLrlzHpYs+c+pkCwUL4OJr9LRUbqwIYADu4T4ZTirwUagPP6sTTmXYmlJNPsZ/kXM5j5CnZ+qCALwcxN4cZr5A+eUiCCdQEIJCNl1os8f2mrVdd37puhRcueNG7ZqAl3uiHoUd/XcwP+Q6Mm/FSLVvTSms0TjHVSe26TbrRCL3KEBJ4zTt8XhaIU4ovFikRg0AIwt5SMoJ04DCuF+8aSMgO77OVn9Gzvb2jE6O+amjldC0DWDTTPhWZYzoCNdUDJYnfbdYG5GJCkx9UVa9QRyLdOQe8Bd2v77tfU6jtvxgHP9If++9uDDUdqQzEUemllBVRQlKfFS8dZsiBdMmHpusZdGpR1uzZtmZ45yQCr3rlNrBcF4GS5gQywOfABhkzJ5EtuiQE5kCD1rJyzYjT5ASuWxS2WIIv1+08Y4ZDHJkke0m60EE07C/aNOwY3rtiYwWjvHjv9ki5/ukcV9RvFlubKhk263vaB6Ze5GJQkBBC49Yrc0lLjb0TjRYpFySix7M59k0CYa2Tto1neCm3YOlEjsm83q3q9Kc/6ohYvxolze8RpXogACNFkY/8BALODVZ9u3WfXRLz9LuFLvd774DVNzemleQtHKprAMHSqzXfVwqB/KLC1tkIZ5wqJqqXlitHHDxxco41blioWb1RVzW7NW9Bb6zcBtEaFo0XydRKzYAFIIMhQK82iATjnhqqddfsSkHkA5GSj78Hh7mcSCHObuM4y4+K70okDLZkxQIinyjO8forDxUZSxApwkhleYebBMSKqTHGTXQJM958tXdXFMKF2B/eM+A7AOhft2mm8L5eFA7IKpVNMsQM6Z0mxtCh3U1Nk+dnocT+xC4M9BYQEcPgcQAkDMhYtAzYbz6PNhgqBR6s3ynm3RQOkxLFY8LaOs1q8bITm5Q5Tu/+Coolm80KJJKRYlxT8IYD7m1s2KEiBABaNJJmpehe7hSKfaP3G5dqwebGmzHhG4yY8YAlDIMyH5wq+xBHxRIW5WNxsKg3wKJs02H2y1rRqvvYgAeFwjwN4nnt1lCdrZSWKbfW1c5u15s5jScoVlUa7dhlssbkcd5Jd4Zj9A7BxYwitFK80Dp1HZWrxoyBJJuwEcgAGIMGdY9mwahxcRCQ6LgYlXOAicFaOiwDCwrZdM7Vp2zRbzVjfuNW2IJ6/tN2AjyX8DNjY3JcBmks2KLd4hwc2x3ROpgkvapQz62mNGP2QrXIkzKF6kFJEEZsJ/gcCm3dFpFIpBYL01tycaSiMqW7TkGEPavDQXygQBEjECeeFaCFxnDv5gIuj1gAWi5crEi1VIsnP678WaAAsZQqZFI85apRKu+cBuADPPY/7G2TCkVixkmlONi6avwG92tXMSDBcouFKKdwHbGRyDRe2a/joO6z1BcjiKlcolm9NbihI0LehL9Fyc5aXGmOFAc2yarPgvI4qRSMUfQERLORSNZzfpaEjfqSZcx9W9ri7tGTpc3r62X/VvnfmZixhD8BlXKhlmzYBz+S+4+JZxwE+W7rAapR8xjt3L1avfj9RMs358CkSwwtFFY5SV/vDgcZ5/ptbNq/450DnSiHU3lBCSqtDpeXva17uCJVVHlBCF5VI1Sscw41heQAH7sbdAgzuY/k8q+dcKifOs17u1vt+IgmILyocqVAsDngcty6teuti8Ld4PlQ1wzHqV/VWfiF4d2Dj1kssPDdHz7XMBk0YMAGYNQ1bNGLMj4VyJy4ylioxS+RYyTwGQHA49+3VBj//ut3Xzu3j+h1Dpl65i57VqrVjdPHyHrOM9IZHZd+hy5d3qqODbS+uZ+t1M8hqSTIAGq0tZCWgsfNeUBLngt699wX163+Xisuo87UZUwegEfKEo65w6xmLP+T27wxsvGTnTj3ASe0qLM7TwsVj1NJOC4p1gheMbIm7xJJ5LpRb7753kjxQeV97t+77JBnn1NHJSb5oRyyBtWtQWeUWHchbpsVLB+i3vxtvgEukq8yqEbNhdWCQuBrYV4MN0GGtKmo2WB2Nv0ti4awXFtKzOtxm4jErPLuSjfd6v3jrAMdFxYUQisJKxvIW2sH6pt59/1Pt7ax6AkT8TW89t0sajJUCtdvUOIszE1m1JkVRXMrF8aAOHlqj9g4+80AmxCGRSykSjVvf8w8BmfeYvxuweRYO05wS2iMxpRVSONpimU9J2Xt6YfkEdYZq1daJ5TgvK4skyBaxZtTcGox6lIxXicNoSKYHXO9aXF4Tn1vv+zxPguAfsEEAuKAtO3PVf8iPNSXncW3ZNV+dkRJ1hMlMGxUIF5hcK8wH50qp5fUEG5YJa1hmPVlLJpIl2v9OrhYuetp+l9/rDFI6oS4IwDygfR5sWG3PxXu3zjJ7iQ3vA8ICt7w24qxNW6Zqes6v1Xh+eyapcK8JAgE75V0MV2yEApYPuxiwRr4QWXCDKmr2auzEx3X81DYRO6NmwJA5IkHdGjAYhT/u398p2BzJEsCl0rRDAmr3XVJ+4X4tWTZWze18eB8rEELvo9aAlUpUdwEK8AE2+54Hqp5A6wG2Tj99yzolUnX65OqHqmncp6yRP9PGbfOU0jkFYmXym8xXoyIplxTgBl1shbX4erDxWACwbsNELVvRVx1BFlNUZtwfbtsN7nzRqvF+qjMxJHGkd/C9aiu9UH7h8IewVDXauGW69Yjt7/hP2t91mTTLa904XzJOBwFQu50X/N6FT/YpQLlI500TeVDW/dr3Dnp0LUIQkqQtlXbuM55MKGYk2K9uS30VBP8OwOa1ar1b50ihkDtWbzxTz0Ezrk0fHtuqxUtHq6KGOIIySaNZtni0QrFIubNoHsAgWHr3vwJsJBzOsp23ZGHH3sWaPvsplVRvV1XjXkUswyUxaVR7EJpRuViNSFnAWTAHNoZv7LCYq9uyYb2YRt+1Z45mzn7IXg+MCV6XK97SUvMOSi+4Twc0LHM3yNx9esUeyLh1xWXeZ42Jal+9/q6u30QNili00i1SSbI1r8T4fDYolKHbp5Lsm6hVp11Ml1RQtsNmerfufM3W/2DRYOY4L0MfW4rEol1ggz70x/z7G4MNgPEmHFvAM9F8F6VLDjJUF5TypumhtmrdxhcsQy0q3q64sXtxf+fNkgE6Y4WoIeNeXfHXvtcTcB4I1aDmlpNyiUKDuc6s0fdo3NSHNHrirzRw+J0qr9+my1dh/bqTCkU8xrI0K/p+PdiI7ShPrN84SYuWPGsZbjBMQuASjc8QA8iwewANsH3WjRJPdtcGU1YCqRZrBFBi50IIRbBytVY2waI6F8ln4tUQXd1O1O0SaKrxnJdUc+5d9ep/l3bt+22maMvF7SRwuejBFfJoPa1aPPEPlY06sDGF0w24bnYnP8XOhSOdisZ98oeoWAO4Zr2xcpbGjX9Mhw+/oetXYT1gfc4pEavsApnFbR6oegKthxu1k2sgclkoVm1Wbi+dLl6vtC5q854Fmj7/CQNHJF1icxEsreAkdoOtzFk1rJudYHdiqYm5EkW1Xn51iDZsmiq/xWrEYlWW1ZolM6q7R3f3mMj1UorSjYvVvHpgN9ioy7kSDIqcrgBcY3oe3LcaXVd5BneNpcNiVknJCjvSqSrbV7F193I9/swPtXv/m/b5hqI3lFRQsWTI4mdEHcPRiKIxp8/HWbEzw39/xL+/I8vmWbfPgg31S1JttELclYbOb5OS6SZt2vKSBg/5ufbsWSa/H9d1QbFYjZIZPlwyReKQsWz2wfO1d2ClOOoso40lye7qLTlYv4361EXd9J1VftkGDc2+S8WV6xVMUEfjJLuA25Ewu12mFx8BRBIDZ1n4e3VatTpbO3bPN3ccTfA79fZ3u8EGyDygQXl3hwc2slGv+Ox1PAAsVhMQ8fe47/1d/jYHX3uFap6DbB0r7pKqc9q19xU98cydqjtHGaQl01wPmiYy0rUpJc2iYcU8kGHdwhESuD/u398YbLxYTLF3fNWL937uZk/RDXEHgtHtmjVvuMaMf1blNQxmfKpIolGxBHQk54YMUEYf5+omM61SsJMMrsoKwEnVioNs9mbLCb34+git2TBNlfU7NWX6wzp4aIV8fpraNdax8FwdBV6eg4DfOxwY6be64B2AUBPMXdRLazdOtw04aJhZrAi4zG32ZKZ43+txaxcIF00m4864c37XS4achebnNYpGikxw0Vx1qlwxLJlZ/osKxlhBdEGRRL1mLxiswUMfU1kl9KGAKcW7Czps3sS1EL3P/qvOzR/+/b8DsP3hL/aLj0wokQ4ommxRztzR6jvoAb3ymxxJVw1wlEewWAT3fPCwdROxIqVZ1uudMJFlIlWAteFx53Xk2Gt68ZVhmjX3CR099oY++ZSAmxPZaG7aK6tQBEaQxgELnRBOJEdN1wGIg/FyLVjSV++897KiqVqLk8j8oOwA4G5r2+O+ufoMK9kLATwr7X2dblAyWm1HPFKuWLhMuEb3Pmoz1PpG+/uRdK06wrzej9XUUa7pc/tr/uJsFRSxEpy4OKxguCWT/UetzPHfYPsM4jDtUbV1fmraEtv3rFTu4rEaPuYR1TaykOKSWTdfR74Cfhc4Y4msz2gaulUWQ7nSQaORNLGCNNldn7Ve/gC1KywDFrFa8RiBtYuVPNfm4ijn5lxsxZI4dwDSlrazmp/bx6T548k64+nBRKamxWLaLyQvBqbM97kA0tz/kiNzcbga4XlzvaFAsaLhMstiAd2NVjLfSwon6xXXZZXX5WnwyAc0f/FotfmpLbpEgCI66u8uGYuaWuh/g+1zYOsMttn+BV/gmgGOBKKq7kMtXDxKq9bOVjJ9zk5uLO5cl5PGr5eSVY5cSeyUJAZzxdGWdrb6UfV3MQ9tKUoUzDJYqYBaG81wsjtiJat5Yd04artARvzHgfW6ePmQps14Qs2tZ82903IDdOl0ox0OSB6oPndr7i/zvZRLGuzxVoA+r2iwXGF/qQHMZeEuM4fl7FwnC1Q+li9Yqyk5fTVhWj+temuJwgn3eSVSHWbZ3GIVdlhEDGguA3XdAhfmfOaD/y998Q/uRrFsKQUjbKKJytd51fp3LFINhK7oQN7vNHzEr7V6zUyFw9UKBADVRcUiZGfnzUJhtToDFFpdUO/aSLivcoVCWIVyq8K7vQsuMUgni0RxlITAtci8Bj4Ac9bKuyVhqarapXHjfq1wmIUjuMrzSiQalEqdUzp9PgO6L7/1OhsAM5XidxocQDNgcz+/aJYvnayz5IjHcJElkueVSF/RW+uf19CRj2nStIGKJm6aNWP0rjPYZHW07g0+cYXCHT32YBAj/3fM1nVlUdFu83Xz4Yg/KEbCUGjvOK+amg+0detyPb9wmM6fO6xPPqHxfEWtTbjVi8bqcBlbuVmwDv8J6w54g81U2mnzoMDoNcvRN+Nwsl2Vnyu81me+5paMs1pV1Ts1fsKvxSJhDrLmZLLeDu5/8XBtM6995lnAz9/y81CgTMl4rZT2LBmF7o/V1l6u2tr3jfU8PSdL9ed4v5SQ2mw9VDxFcuUlWnQH3H235Yf7CUWiuNj/BlsX2Lw7kUjINOBYgUSwm0xi7dCdgOjXqnPnjqtfv3s0fsIT2rb1BSXiFxSN1ioac/EYVX5n1XC3tTb2B1kRaQdIirHoKdvd0CXPZYRExzdzGWUme6RkkckSrbyQrtOVS3maM+tJeV0OSzasO+CIAGmd02ePxszXDPxwePEd3+/+mp8Rj2ElOQBZJNqoM2e3atmyCRo24jGt2/CigazDfy2jaxw3QW0+L7o0iWTE1kixJsrFaC7jR+KMx/w32DyEITIY48NhKYhX9aFeF1MwiLWDSUoDuUmRMMMZrSoufkc5OQM1bNhD2rljuSqrdph1a/eddvw1GLixYoVoTXXRsREdzFfaJNwpdwCyfOsiuAo9qkqArdLo6FDSvYOEg+mvpS/0sRgxQkM/M4RDguFiOwcigOQO3LG77/TrcM0AC4sHMB3gXDZ7QcEQ9bNLCgTrtHv3qxo69EFb61laRrG7U01NlyzMAFihENbK/YvHvZjMrYhKpeES0vsM2b6ybqBh3f70f//gMZuTYkIhx/a4dX0efDiAkKuVojCtrk4lklg51/I6k79fubkjNXTYfcp9vr+g1CDdxXJftkGTMDjaeb0VS51bJdZDE87Fcs6t4hYd3Yciqg2pZAqqrqhbZb1RWlUlZQwa89y1mSmqShPQYeFH3EoxDkiUYkKJClGPA1jIUkWs2l+rGHU7qwvWK5ygmHtZ/lC9tu18SSPHPK7xE3urpo5QgXJGd8vJfR6ZD8irzn7m8/Lc5edvux70J9/5JwUbn4sDXDDQrpStsHSuNZFk1rHDFHcisU9tV+qWHUs1I6e3xk16QrNm99GefcsVDMOdazRCJRYI4FkbCJasWbxK47PBH6Nyz1yrV7VHbZvHAkw3nV+mmbMfEymYrwAABQZJREFUVHMrI3E1amphit2rqbkOB6USmBf+aLFiBl5n3dAd9pIAX7DE6nSwUajXITX2xsocjRn3lKbNGKS9+1fbTlim1AkjIhEuLBd/dSHFA5p3az/4PMB6ft31m3/ynX8CsNGw/7xl6/m5ONC5D536UUiRWLvtTcXFJNUsX4B6E7fntXnbi5o8rbeGDPul5i0conPn31dngFYQHYaLCoVLjVzoWMFYHr7vLCEWi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explicando qual das opções de amarelinha você mais gostou e por que .<o:p></o:p></span></div>
<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-28973138242761334382020-06-05T06:26:00.003-07:002020-06-05T06:26:30.102-07:00VAMOS RETOMAR NOSSAS ATIVIDADES!<div class="separator" style="clear: both; text-align: center;">
COPIAR E RESPONDER NO SEU CADERNO!</div>
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<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-61116147194446376662020-05-01T15:10:00.002-07:002020-05-01T15:10:15.313-07:00DIA DO TRABALHO<div style="text-align: center;">
<span style="font-size: large;"><span style="color: #0b5394;">DIA 1 DE MAIO: DIA DO TRABALHO!</span></span></div>
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<span style="font-size: large;"><span style="color: #0b5394;">1. Faça uma lista de 20 profissões que </span></span><span style="font-size: large;"><span style="color: #0b5394;"><span class="st">você</span> acha importante.</span></span></div>
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<div style="text-align: left;">
<span style="font-size: large;"><span style="color: #0b5394;"> 2. Pesquise qual a profissão das pessoas que </span></span><span style="font-size: large;"><span style="color: #0b5394;"><span style="font-size: large;"><span style="color: #0b5394;"><span class="st">você</span></span></span> ama, escreva uma frase para cada uma contando o nome da pessoa, a </span></span><span style="font-size: large;"><span style="color: #0b5394;"><span style="font-size: large;"><span style="color: #0b5394;">profissão</span></span>, a importância.</span></span></div>
<div style="text-align: left;">
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<div style="text-align: left;">
<span style="font-size: large;"><span style="color: #0b5394;">3. Quando crescer, que </span></span><span style="font-size: large;"><span style="color: #0b5394;"><span style="font-size: large;"><span style="color: #0b5394;">profissão,</span></span> quer ter....</span></span></div>
<div style="text-align: left;">
<span style="color: purple;"><span style="font-size: large;">a) Faça um texto (em torno de 10 linhas) sobre isso, explicando qual a profissão, por que escolheu e a importância.</span></span></div>
<div style="text-align: left;">
<span style="color: purple;"><span style="font-size: large;">b) Faça um bonito desenho imaginando </span></span><span style="color: purple;"><span style="font-size: large;"><span style="font-size: large;"><span class="st">você</span></span> trabalhando.</span></span></div>
<div style="text-align: center;">
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<div style="text-align: center;">
<span style="font-size: large;"><span style="color: #0b5394;">BOM TRABALHO! </span></span></div>
<ol>
<li><br /></li>
</ol>
terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-77997551891362550832020-05-01T12:54:00.001-07:002020-05-01T12:54:22.028-07:00MATEMÁTICA<br />
<span style="color: red;">VAMOS LER, INTERPRETAR, ESCREVER RESOLVER NO CADERNO </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0_hR1kSmXjOsQb5Bhl7NDVH7sFscm3sVNYW6Vd5tO7xbKEWQesK9ek8UR17cIzbdXbGqfTWBFgbipXa0923UButsEJglD1kbVtKUPs50kxBYRggS0xc2n-wtXZL-JZbhp7LH8eMPG_Jo/s1600/MATEMATICA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="985" data-original-width="702" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0_hR1kSmXjOsQb5Bhl7NDVH7sFscm3sVNYW6Vd5tO7xbKEWQesK9ek8UR17cIzbdXbGqfTWBFgbipXa0923UButsEJglD1kbVtKUPs50kxBYRggS0xc2n-wtXZL-JZbhp7LH8eMPG_Jo/s640/MATEMATICA.png" width="456" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJEkdBhAEFDf7cOIq72df3egjaYnEBy_T1CHzWlGD-MwAP2oxJlyYoyRjNHCmS5JD7BaNa-ZiypOn5Zjixze6499uyrykCiyjZgEMKA5IQy1i0khqpjNsExSWlN7cqdk_tLjRo6nOsBwM/s1600/MATEMATICA+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="996" data-original-width="720" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJEkdBhAEFDf7cOIq72df3egjaYnEBy_T1CHzWlGD-MwAP2oxJlyYoyRjNHCmS5JD7BaNa-ZiypOn5Zjixze6499uyrykCiyjZgEMKA5IQy1i0khqpjNsExSWlN7cqdk_tLjRo6nOsBwM/s640/MATEMATICA+2.png" width="462" /></a></div>
<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-61411060288143564532020-05-01T12:48:00.001-07:002020-05-01T12:49:33.646-07:00MUITA LEITURA E INTERPRETAÇÃO<span style="color: red;"><span style="font-size: large;">LEITURA, INTERPRETAÇÃO E ESCRITA SÃO FUNDAMENTAIS! ENTÃO: </span></span><br />
<ul>
<li><span style="font-size: large;"><span style="color: #3d85c6;">Tire um tempinho por dia para ler e escrever</span></span></li>
<li><span style="font-size: large;"><span style="color: #3d85c6;">Copie os textos abaixo, um por dia no seu caderno</span></span></li>
<li><span style="font-size: large;"><span style="color: #3d85c6;">Capriche na letra</span></span></li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHZRA2VRrt5tvLl7SLF4R_I9GPQb8-doNA0c_QnUAyUQseLG3WFWIjmQi8KI56YYnoqH5zh9JwYuOMyA__P7lsf3CykDVrQgVb8wMXoVs6UUEJ1GxIzHzyIJ0sCrfA-Z1N2X23bFDgrx0/s1600/4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1176" data-original-width="720" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHZRA2VRrt5tvLl7SLF4R_I9GPQb8-doNA0c_QnUAyUQseLG3WFWIjmQi8KI56YYnoqH5zh9JwYuOMyA__P7lsf3CykDVrQgVb8wMXoVs6UUEJ1GxIzHzyIJ0sCrfA-Z1N2X23bFDgrx0/s640/4.png" width="390" /></a></div>
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<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-6577058417547835892020-05-01T12:36:00.001-07:002020-05-01T12:50:24.336-07:00VAMOS ESTUDAR CIÊNCIAS!Estudando ciências! O Corpo humano<br />
<br />
<span style="font-size: large;"><span style="color: magenta;">LEMBRE QUE:</span></span><br />
<ul>
<li><span style="color: red;"><span style="font-size: large;">Podes copiar e desenhar no caderno!</span></span></li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9-yljgPu3RGr-olHuoqroVDo1s9yikOEMZZHfPrdA3ymQo9Kn59oyyWhzAzH_OAaw1YLWycIfoglIPeQr4AqSpWnMlkuYqnj1BrHb4fYaul-gBttc1yXUz8LTyA-hinnJOiWG4rn3VK4/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="862" data-original-width="556" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9-yljgPu3RGr-olHuoqroVDo1s9yikOEMZZHfPrdA3ymQo9Kn59oyyWhzAzH_OAaw1YLWycIfoglIPeQr4AqSpWnMlkuYqnj1BrHb4fYaul-gBttc1yXUz8LTyA-hinnJOiWG4rn3VK4/s640/1.png" width="411" /></a></div>
<ul>
<li><span style="color: red;"><span style="font-size: large;"> Podes desenhar e escrever os nomes no caderno!</span></span></li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBHDnR_t35kv9Kg5pzviNyUY3Xr5mZuZpn6hON3CWl5GFzUxg3o1JoUfUsSWNxYNoJfkI96gss9tdKyomnsP2myZZG8HLEgQahR50eanHlgAeh5piOOhe2uz7S6YA_coKaO3j4AJtVckk/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="863" data-original-width="531" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBHDnR_t35kv9Kg5pzviNyUY3Xr5mZuZpn6hON3CWl5GFzUxg3o1JoUfUsSWNxYNoJfkI96gss9tdKyomnsP2myZZG8HLEgQahR50eanHlgAeh5piOOhe2uz7S6YA_coKaO3j4AJtVckk/s640/2.png" width="392" /></a></div>
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<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-51764172636429681962020-05-01T12:06:00.001-07:002020-05-01T12:49:55.581-07:00ATIVIDADE DE GEOGRAFIA<span style="color: lime;"><span style="font-size: x-large;">⇛VAMOS PENSAR SOBRE NOSSO BAIRRO!</span></span><br />
<span style="color: cyan;">↠REALIZE A ATIVIDADE NO CADERNO DE AULA</span><br />
<span style="color: cyan;">↝COPIE NO CADERNO E RESPONDA </span><br />
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<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com1tag:blogger.com,1999:blog-7885361551748662279.post-39220339441729016522020-05-01T12:01:00.001-07:002020-05-01T12:01:07.988-07:00PRODUÇAO DE TEXTO<div class="separator" style="clear: both; text-align: center;">
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<h2 class="separator" style="clear: both; text-align: center;">
<span style="color: magenta;">VAMOS ESCREVER!</span></h2>
<h2 class="separator" style="clear: both; text-align: center;">
<span style="color: magenta;">Se nao puderes imprimir, basta copiar e escrever no caderno! </span></h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFGf3f-2qlbojvm1jnk93kVTniyQynvzTHYyTbRj3YLcympCHEen9J-4VyuNvhDaJxxgTOHki0LhxykkNQPKyCbqGanL6QmV1JkSwVeDrBuYM6K7P9ozBEfn4MVKkdpVUBk-vGZ3KhRac/s1600/ana+texto.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1435" data-original-width="1001" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFGf3f-2qlbojvm1jnk93kVTniyQynvzTHYyTbRj3YLcympCHEen9J-4VyuNvhDaJxxgTOHki0LhxykkNQPKyCbqGanL6QmV1JkSwVeDrBuYM6K7P9ozBEfn4MVKkdpVUBk-vGZ3KhRac/s400/ana+texto.png" width="277" /></a></div>
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<span style="color: magenta;"> </span></h2>
<span style="font-size: large;"><span style="color: magenta;"> Se nao puderes imprimir, desenhe e escreva o texto no caderno!</span></span><br />
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<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-63634217447330540532020-04-22T16:56:00.000-07:002020-04-22T16:58:50.076-07:00ATIVIDADES DE MATEMÁTICA<div style="text-align: center;">
<span style="font-size: large;">QUERIDOS ALUNOS DOS TERCEIROS ANOS</span></div>
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VAMOS TRABALHAR UM POUCO COM MATEMÁTICA</div>
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<ul>
<li style="text-align: left;">AS ATIVIDADES DEVEM SER COPIADAS NO CADERNO DE AULA</li>
<li style="text-align: left;">RESOLVA E ENVIE PARA PROFESSORA</li>
<li style="text-align: left;">PEÇA AUXILIO PARA UM ADULTO SE TIVER DUVIDAS E PARA CONFERIR SE ESTA TUDO CERTINHO</li>
<li style="text-align: left;">SE NÃO CONSEGUIR, NO RETORNO A PROFESSORA VAI AUXILIAR</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim7j7bgbhtCgYNbROK_yZ7JC_zwIXUo5c6SE8rYWTZRTjnj1jJERHunvGtjDEQk98FAIMYZNXMRrN_RkZrsw9gXK2qiUgQ0km5elxpFCMYyn01pEo5qvUYYKWUxTHA4GjXPqQeG4fCiu0/s1600/FB_IMG_1587596040180+%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="509" data-original-width="544" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim7j7bgbhtCgYNbROK_yZ7JC_zwIXUo5c6SE8rYWTZRTjnj1jJERHunvGtjDEQk98FAIMYZNXMRrN_RkZrsw9gXK2qiUgQ0km5elxpFCMYyn01pEo5qvUYYKWUxTHA4GjXPqQeG4fCiu0/s320/FB_IMG_1587596040180+%25281%2529.jpg" width="320" /></a></div>
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BOM TRABALHO!💚😅😍</div>
<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-90605702534652497892020-04-16T06:52:00.003-07:002020-04-22T16:37:57.654-07:00LER E ESCREVER É MUITO BOM!<div style="text-align: center;">
<span style="color: magenta; font-size: large;">Olá queridos alunos dos terceiros anos!</span></div>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Vamos realizar uma leitura muito divertida?</span><br />
<br />
<div style="text-align: center;">
Clica no link abaixo👇</div>
<br />
<div style="text-align: center;">
<a href="https://www.legiaodosherois.com.br/2020/turma-da-monica-hqs-gratuitas.html">HISTÓRIA EM QUADRINHO</a><br />
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
Que histórias legais né? Qual você mais gostou?</div>
<div style="text-align: left;">
Escreva no seu caderno o resumo (reescreva a história como você entendeu) no seu caderno.</div>
<div style="text-align: left;">
Não esqueça:</div>
<div style="text-align: left;">
Letra bem bonita;</div>
<div style="text-align: left;">
Parágrafos;</div>
<div style="text-align: left;">
Letra maiúscula e pontuação;</div>
<div style="text-align: left;">
Grafia correta das palavras;</div>
<div style="text-align: left;">
Faça também um desenho bem bonito da história.</div>
<div style="text-align: center;">
<span style="color: red; font-size: large;">Quando retornarmos, mostre para sua professora!</span></div>
<div style="text-align: center;">
<br /></div>
terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-18835895962431801802020-04-09T08:25:00.001-07:002020-04-09T08:30:09.165-07:00UM POUCO DE DIVERSÃO<h2 style="text-align: center;">
<span style="color: red;">
QUERIDOS ALUNOS!</span></h2>
<div style="text-align: center;">
<span style="color: orange; font-size: large;">👊Esse período de isolamento e um momento de proteção para nos, nossa família e toda sociedade. Vamos continuar fazendo nossa parte!👊</span></div>
<div>
<span style="color: white;"><br /></span></div>
<div style="text-align: center;">
<span style="background-color: purple;"><span style="color: white;">👉Mas isso não precisa ser um momento de aflição ou tristeza, pois todos colaborando, logo tudo estará melhor e nos encontraremos novamente👈</span></span></div>
<div>
<br /></div>
<div>
<span style="color: #cc0000;">👉Enquanto isso não acontece, que tal uma diversão em família!Olha que legal esse vídeo que ensina fazer brinquedos, fáceis e com materiais que você deve ter em casa!</span></div>
<div>
<br /></div>
<div>
Assista o vídeo clicando no link aqui:</div>
<div>
<br /></div>
<div style="text-align: center;">
👉<a href="https://www.facebook.com/596957497129686/posts/1608143559344403/?extid=vljDqrGWMrjLHhF5&flite=scwspnss">VÍDEO "BRINQUEDOS"</a>👈</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
ASSISTA O VÍDEO COM A FAMÍLIA E CONFECCIONE UM OU MAIS BRINQUEDOS, SE PUDER FOTOGRAFE OU FILME!</div>
<div style="text-align: center;">
DEPOIS VOCÊ NOS MOSTRA!<br />
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="color: magenta; font-size: large;">😻BEIJOS😅DAS💝PROFESSORAS</span></div>
terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-79401933733260782042020-04-05T20:29:00.001-07:002020-04-05T20:56:16.241-07:00LEITURA: LIVRO SOBRE CORONAVÍRUS<span style="color: blue;"><br /></span>
<span style="color: blue; font-size: large;">➤ 1. VAMOS LER, INTERPRETAR E ESCREVER UM POUQUINHO!</span><br />
<br />
➥Leia o livro digital acessando o link abaixo:<br />
<br />
<div style="text-align: center;">
<span style="font-size: large;">👉<a href="https://mail-attachment.googleusercontent.com/attachment/u/0/?ui=2&ik=75c76b3230&attid=0.1&permmsgid=msg-f:1663193565828273675&th=1714d9bc73e8d60b&view=att&disp=inline&realattid=1714d9ae7a7e3dbd62c1&saddbat=ANGjdJ-4fMQshbqejwUtSfAHPvZqZMra5BfkxjSS6Dh41JanYQ4efmq2t3uIlxLRjXyRi73j1TDCjGsIjQ3KvOkgriS6XtcuQtu7Cl-RgazVIiS85gh7o46zt3cJ-EGACT59AGxBYNuGgsQPqMoYHMiHK3Gkzn0eUb_S25LF2YfBnd6lV-wVkXLcLhCUnOFoyoCEeKFZzcWgQpeqfb-0gp8E-TLIn5WeHShYRHWfJ_eDnDCZ1phxqjvmgqZ1xQnUzQNEQ9UT4T8178IMQRFhI8yJ7NZJGwuaGRJg698yxsqVpcQ9fJvz41SiJFrWFQKttjNLLIGu06c8YzKMiee08Yiv3ErGjkqW81IDnG1whbYH68JGMQDHHq-lJcA9X0A5_Ch8krzaM7Us7qgOsQmmMQfBbz6k-PjAAEogWuzVMSPNrvoRXZg-JFxpwgfE2VuOiLi0Gx9ssG0LccbM9fAHseKFXVGV3m79wXFblTHLH1Eq11q7nI9M0eHeC83_5FW5UYSwy-PRjcm4zjCk1fv8EXd7Nvn3k_tmllAXHay6uDofDlpSZRkMtSkkYTbKksqPEiGkBEC8YLv98a5b0Y0CDrx3apyEWKmjT-PfiA_9vJFRM7VyHqr1tUKVA2uOKts4ub-2Kofk9xlxejSK0avrX5Q5AgBQDNfyqY3DOFrgP7p9sLKQRVuBzNfcATH8NDw">CORONA, O VÍRUS</a></span></div>
<br />
<br />
<span style="color: blue; font-size: large;">➤2. Faça um resumo no seu caderno sobre a historia!</span><br />
<br />
<span style="background-color: orange; font-size: large;">⏩ Não esqueça: </span><br />
<br />
<ul>
<li>TÍTULO</li>
<li>LETRA MAIÚSCULA NO INÍCIO DAS FRASES</li>
<li>PONTUAÇÃO NO FIM DAS FRASES</li>
</ul>
<div>
<span style="color: blue; font-size: large;">➤3. Faça uma lista de coisas que você e sua família esta fazendo para se proteger e evitar a propagação do coronavírus!</span></div>
<br />
<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-37940040396382842362020-04-01T17:34:00.002-07:002020-04-05T20:36:45.292-07:00<div style="text-align: center;">
<img alt="A imagem pode conter: texto que diz "AULAS SUSPENSAS ATÉ 30 DE ABRIL RS NOVAS AÇANHAS"" height="320" src="https://scontent.fria1-1.fna.fbcdn.net/v/t1.0-9/p960x960/91953184_3545181718842296_2602208976841998336_o.jpg?_nc_cat=1&_nc_sid=8024bb&_nc_ohc=foibYdqUOSwAX8kKjme&_nc_ht=scontent.fria1-1.fna&_nc_tp=6&oh=b369fa6807c122ec58a49cbc213c06b0&oe=5EAAF868" width="320" /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b><span style="color: red; font-size: large;">QUERIDOS ALUNOS E FAMÍLIAS!</span></b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: large;">Devido ao isolamento social, necessário nesse momento de pandemia devido ao coronavírus, estaremos pertinho de vocês por meio deste blog! Estaremos disponibilizando e auxiliando com atividades.</span></div>
<div style="text-align: center;">
<span style="font-size: large;">Não esqueça dos cuidados básicos:</span></div>
<div style="text-align: center;">
</div>
<ul>
<li style="text-align: left;"><span style="color: magenta; font-size: large;"><i>Lavar as mãos frequentemente com bastante água e sabão</i></span></li>
<li style="text-align: left;"><span style="color: magenta; font-size: large;"><i>Usar álcool em gel</i></span></li>
<li style="text-align: left;"><span style="color: magenta; font-size: large;"><i>Não compartilhar utensílios</i></span></li>
<li style="text-align: left;"><span style="color: red; font-size: large;"><i>FICAR EM CASA</i></span></li>
</ul>
<div style="text-align: center;">
<span style="font-size: large;"><i style="background-color: yellow;">AGUARDAMOS VOCÊS!</i></span><br />
<span style="font-size: large;"><i style="background-color: yellow;"><br /></i></span>
<i style="background-color: white; font-size: x-large;">➤Podem começar estudando e fazendo as atividades do livro que recebeu das professoras!</i></div>
<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-73912641369589102402019-04-28T17:19:00.001-07:002019-04-28T17:19:14.192-07:00Criança! Você pode, você consegue!<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
<img alt="Imagem relacionada" height="235" src="https://thumbs.dreamstime.com/z/letras-de-madeira-coloridas-do-alfabeto-em-um-fundo-branco-86964954.jpg" width="320" /></div>
<br />
<br />
<span style="font-size: large;">Vamos exercitar!!!</span><br />
<br />
<span style="color: #38761d;">1.<a href="http://www.edinfjogos.universoneo.com.br/index.php?task=view&id=153">FIGURAS E LETRAS</a></span><br />
<span style="color: #38761d;"><br /></span>
<span style="color: #38761d;">2. <a href="https://www.smartkids.com.br/jogos-educativos/ditado-do-b-d">JOGO DITADO DO "B" E DO "D"</a></span><br />
<span style="color: #38761d;"><br /></span>
<span style="color: #38761d;">3. <a href="https://www.smartkids.com.br/jogos-educativos/jogo-relacione-magica">JOGO DAS CORES: RELACIONE MÁGICA</a></span><br />
<span style="color: #38761d;"><br /></span>
<span style="color: #38761d;">4. <a href="https://www.smartkids.com.br/jogos-educativos/jogo-ordene-as-frases">AJUDE O ANJINHO A ORDENAR AS FRASES</a></span>terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com2tag:blogger.com,1999:blog-7885361551748662279.post-80152273961599685472019-04-04T04:50:00.003-07:002019-04-04T04:50:58.831-07:00E a Páscoa vem aí!!<br />
<div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
<img alt="Resultado de imagem para FIGURA DE PÃSCOA" height="297" src="https://presentepravoce.files.wordpress.com/2009/03/pascoa_sorte.jpg?w=200&h=200" width="320" /></div>
<br />
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><span style="color: lime; font-size: large;"><br /></span></span>
<br />
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><span style="font-size: large;"><span style="color: lime;">1. <a href="http://www.atividadeseducativas.com.br/index.php?id=6417">JOGO DA PÁSCOA</a></span></span></span><br />
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><span style="font-size: large;"><br /></span></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><span style="font-size: large;"><br /></span></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><span style="font-size: large;">2. <a href="http://www.atividadeseducativas.com.br/index.php?id=6223">MEMÓRIA DOS SÍMBOLOS DA PÁSCOA</a></span></span><br />
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><br /></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><br /></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><span style="font-size: large;">3. <a href="http://www.atividadeseducativas.com.br/index.php?id=5102">OVOS PARA PINTAR</a></span></span><br />
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><br /></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><br /></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><span style="font-size: large;">4. <a href="http://www.atividadeseducativas.com.br/index.php?id=7493">JOGO DA MEMÓRIA DO FILME HOP</a></span></span><br />
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><br /></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><br /></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><span style="font-size: large;">5. <a href="http://www.atividadeseducativas.com.br/index.php?id=6844">VAMOS PINTAR</a></span></span><br />
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><br /></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><br /></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><span style="font-size: large;">6. <a href="http://www.escolagames.com.br/jogos/operacaoPascoa/">OPERAÇÃO PÁSCOA: ENCONTRE OVOS</a></span></span><br />
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><br /></span>
<span style="font-family: Calibri, sans-serif; line-height: 115%;"><br /></span>terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-46142949646401786602019-03-28T04:48:00.002-07:002019-03-28T04:48:22.365-07:00BEM-VINDOS TERCEIROS ANOS!<span style="color: red;">BEM-VINDOS ALUNOS DO TERCEIRO ANO!</span><div>
<br /></div>
<div>
<span style="color: lime;">BEM-VINDO 2019!</span></div>
<div>
<span style="color: lime;">QUE TENHAMOS UM ÓTIMO ANO!!!</span></div>
<div>
<img alt="Resultado de imagem para IMAGEM COLORIDA DE ESCOLA E CRIANÃAS" height="368" src="https://i.pinimg.com/originals/dd/d5/a0/ddd5a0a8613b652d4f1636d842337a2a.jpg" width="640" /></div>
terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-38658111328469122152017-11-09T03:11:00.002-08:002017-11-09T03:11:20.784-08:00<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>USANDO O RACIOCÍNIO LÓGICO: Vamos praticar?</b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b><br /></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>1. <a href="http://www.homerjogosgratis.com/jogo-gratis/aprender-a-tabuada">Aprendendo a tabuada</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>2. <a href="http://flashdejogoseducativos.blogspot.com.br/2013/06/batalha-matematica.html">Batalha matemática</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>3. <a href="https://www.tabuadademultiplicar.com.br/disparo-com-tabuada.html">Disparo com a tabuada</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b><br /></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>4. <a href="https://www.tabuadademultiplicar.com.br/memoria-tabuada.html">Memória da tabuada</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>5. <a href="http://www.atividadeseducativas.com.br/index.php?id=12233">A colheita</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>6. <a href="https://www.tabuadademultiplicar.com.br/baloes-spuq.html">Balões</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>7. <a href="https://www.blogger.com/:%20%20https://rachacuca.com.br/raciocinio/tangram/">Tangran</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>PARA EXERCITAR LEITURA E ESCRITA</b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b><br /></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>1. <a href="http://www.nossoclubinho.com.br/encontre-a-palavra-sinonimos-e-antonimos/">Encontre a palavra</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>2. <a href="http://www.nossoclubinho.com.br/jogo-da-forca-ortografia-b-p/">Ortografia P e B</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>3. <a href="http://www.nossoclubinho.com.br/ditado-ortografia-das-palavras-com-f-e-v/">Ortografia V e F</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>4. <a href="http://www.nossoclubinho.com.br/jogos-de-alfabetizacao-plural-e-singular/">Plural de palavras</a></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><b>5. <a href="http://www.atividadeseducativas.com.br/index.php?id=12221">Formando palavras</a></b></span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-87719222180077241092017-08-30T11:54:00.000-07:002017-08-30T12:16:12.986-07:00<div style="text-align: center;">
<br />
<br />
<span style="color: blue;">22 de AGOSTO: Dia do folclore</span><br />
<span style="color: blue;">Vamos brincar um pouco o nosso folclore?</span><br />
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<span style="color: blue;">1.<a href="http://miriamjuss.meusjogosonline.com/jogar.asp?id=7596356&jogo=jogar+Lendas+do+Folclore+online">LEIA SOBRE O FOLCLORE</a></span></div>
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<span style="color: blue;">2.<a href="http://www.turmacoc.com.br/paginas/jogos/educativo/brincando-com-palavras-do-nosso-folclore/">JOGO DA FORCA</a></span></div>
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<span style="color: blue;">3.<a href="http://www.smartkids.com.br/jogo/jogo-da-memoria-folclore">JOGO DA MEMÓRIA</a></span></div>
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<span style="color: blue;">4.<a href="http://www.universoneo.com.br/fund/index.php?id=140&task=view">CAÇA PALAVRAS</a></span></div>
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<span style="color: blue;">5.<a href="http://www.planetadeagostini.com.br/microsites/monica/jogos_online.php">Dia do Folclore</a></span></div>
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<span style="color: blue;">6.<a href="http://jogosonlinegratis.uol.com.br/jogoonline/jogos-de-folclore/">Sobre o folclore</a></span></div>
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<span style="color: blue;">7.<a href="http://www.umacidadeinterativa.com.br/jogos/brincando_com_o_folclore/">Sobre o folclore 2</a></span></div>
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terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-73545335697552710442017-08-09T18:49:00.000-07:002017-08-09T18:49:00.773-07:00<img alt="Resultado de imagem para IMAGEM DE CRIANÇAS" height="243" src="http://www.escolaparapais.blog.br/wp-content/uploads/2016/10/3o.-brincar.jpg" width="320" /><br />
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<span style="font-size: large;"><a href="http://www.escolagames.com.br/jogos/tabuadaDino/">ESTUDANDO A TABUADA COM O DINO!</a></span><br />
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<span style="font-size: large;"><a href="https://www.tabuadademultiplicar.com.br/">COMPLETANDO A TABUADA</a></span><br />
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<a href="http://www.smartkids.com.br/jogo/jogo-da-adicao"><span style="font-size: large;">JOGO DA ADIÇÃO</span></a><br />
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<a href="http://www.smartkids.com.br/jogo/matematica-jogo-da-multiplicacao"><span style="font-size: large;">JOGO DA MULTIPLICAÇÃO</span></a>terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-518917154973920782017-07-13T05:45:00.000-07:002017-07-13T05:45:56.800-07:00<br />
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<b><span style="font-size: large;"><a href="https://www.blogger.com/:%20http://www.smartkids.com.br/jogo/jogo-ordene-as-frases">Vamos organizar as frases!</a></span></b><br />
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<b><span style="font-size: large;"><a href="http://www.smartkids.com.br/jogo/higiene-bucal-quiz1">Higiene Bucal</a></span></b><br />
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<b><a href="http://educajogos.com.br/jogos-educativos/matematica/contar-corretamente-os-numeros/"><span style="font-size: large;">Você sabe contar corretamente?</span></a></b>terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-30540887340594180082017-06-06T17:45:00.003-07:002017-06-06T17:45:35.595-07:00<span style="color: purple; font-size: large;">VAMOS APRENDER SE DIVERTINDO?</span><br />
<span style="color: magenta; font-size: large;">OLHA OS DESAFIOS QUE TEMOS PARA RESOLVER!</span><br />
<span style="color: red; font-size: large;">VAMOS LÁ?</span><br />
<span style="color: red; font-size: large;">VOCÊ CONSEGUE!</span><br />
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1. <a href="http://www.educacaodinamica.com.br/ed/views/game_educativo.php?id=13&jogo=Material%20Dourado%20Virtual">JOGO MATERIAL DOURADO</a><br />
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2. <a href="http://www.escolagames.com.br/jogos/blocosespaciais/">JOGO DAS DEZENAS E UNIDADES</a><br />
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3. <a href="http://www.smartkids.com.br/jogo/ditado-do-x-ch">DITADO DO (X) E DO (CH)</a><br />
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4. <a href="http://www.smartkids.com.br/jogo/ditado-do-b-d">DITADO DO (B) E DO (D)</a><br />
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5. <a href="http://www.educajogos.com.br/jogos-educativos/matematica/socializacao-matematica-2014/">DESCUBRA OS RESULTADOS</a><br />
<br />terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-39087845442781492252017-05-18T04:35:00.000-07:002017-05-18T04:37:00.686-07:00<div class="MsoNormal">
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<b>1. FAMÍLIA</b></div>
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<b><a href="http://www.smartkids.com.br/jogo/jogo-sequencia-logica-familia">Jogo sequência lógica Família</a></b></div>
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<b>2. </b><b> ÁRVORE GENEALÓGICA</b></div>
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<span style="background-color: lime;">Eu sou o João, filho da Sílvia! Hoje veio uma ventania que bagunçou toda a minha árvore genealógica. Você pode me ajudar a organizá-la novamente?</span><br />
<span style="background-color: lime;">Venha comigo e conheça as pessoas que eu mais amo nesse mundo</span>!</div>
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<b><a href="http://www.escolagames.com.br/jogos/arvoreGenealogica/">Árvore genealógica</a></b></div>
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3. <b>ALIMENTAÇÃO</b></div>
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<span style="letter-spacing: 0.85pt;"><span style="background-color: lime;">Clique nos alimentos da esteira e arraste-os até o seu devido lugar na pirâmide. Cada acerto vale um ponto</span><span style="background-color: white;">.</span></span></div>
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<span style="letter-spacing: 0.85pt;"><a href="http://tvratimbum.cmais.com.br/jogos/jogo-da-piramide-dos-alimentos"><b>Pirâmide dos alimentos</b></a></span></div>
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<span style="background-color: white; font-family: "arial" , sans-serif;">4. <b>Ajude o Stress e o
Relax a</b></span><b><span class="apple-converted-space" style="font-family: "arial" , sans-serif;"> </span><em style="font-family: Arial, sans-serif;">caçar</em><span class="apple-converted-space" style="font-family: "arial" , sans-serif;"> </span><span style="background-color: white; font-family: "arial" , sans-serif;">o</span><span class="apple-converted-space" style="font-family: "arial" , sans-serif;"> </span><em style="font-family: Arial, sans-serif;">almoço</em></b><span style="background-color: white; font-family: "arial" , sans-serif;">.</span></div>
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<a href="https://iguinho.com.br/jogo-cacando-almoco.html"><b>Caça ao almoço</b></a></div>
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<b>5. FRUTAS</b> : <span style="background-color: lime;">Deslize as faixas para
montar as frutas e conhecer os benefícios que elas podem trazer para sua saúde.
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<a href="http://www.escolagames.com.br/jogos/frutas/"><b>Jogo das frutas</b></a><br />
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terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0tag:blogger.com,1999:blog-7885361551748662279.post-50450572067395326622017-05-02T12:38:00.000-07:002017-05-02T12:38:17.123-07:00<div class="MsoNormal" style="text-align: center;">
<b><i><span style="color: lime; font-size: x-large;">1º de Maio Dia do
TRABALHADOR.</span><o:p></o:p></i></b></div>
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<a href="http://www.smartkids.com.br/jogo/jogo-relacione-profissoes"><span style="color: #cc0000; font-size: large;"><b>1. RELACIONE AS PROFISSÕES</b></span></a></div>
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<span style="font-size: large;"><b><a href="http://www.smartkids.com.br/jogo/jogo-trivia-profissoes"><span style="color: #cc0000;">2. TRÍVIA DAS PROFISSÕES</span></a></b></span></div>
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<span style="font-size: large;"><b><a href="http://www.smartkids.com.br/jogo/jogo-da-forca-profissoes"><span style="color: #cc0000;">3. FORCA DAS PROFISSÕES</span></a></b></span></div>
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terceiro anohttp://www.blogger.com/profile/03680227029517541812noreply@blogger.com0