tag:blogger.com,1999:blog-30989455620324886992024-03-14T09:35:37.875-07:00SLOT CLUBE DE MATOSINHOSRua Tomás Ribeiro 132
Matosinhos slotclubematosinhos@gmail.comSlot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.comBlogger61125tag:blogger.com,1999:blog-3098945562032488699.post-89166504665472258632012-05-31T15:08:00.001-07:002012-05-31T15:10:40.814-07:00www.scm.ptPois é.<br />
Neste clube as novidade e mais valias não param.<br />
A partir de dia 1 de Junho o clube passa a ter um site onde todos os slotistas podem seguir as actividades do clube e não só.<br />
Amanhã, vai ser feita a apresentação do site a todos os que comparecerem para assistir ou participar na prova de Turismo Clássicos 2.<br />
A não perder.<br />
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Levantando a ponto de véu, na próxima época vamos ter uma nova classe destinado aos clássicos, para além de dois troféus vocacionados para a iniciação no slot, mas abertos à participação de todos.<br />
O carro é pertença de cada um, mas persiste no clube, sendo o chassis sorteado antes de cada prova.<br />
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Mas, mais ainda. Vamos dispor de uma pista Ninco de 6 calhas.<br />
Venha ver e adira.Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-78908511230679194632012-05-28T04:56:00.000-07:002012-05-28T04:56:20.166-07:003ª prova de GT-NSR. A estreia de Pedro Azevedo no slotFoi com a presença de 7 equipas que decorreu a 3ª prova de GT - NSR no SCM.<br />
De assinalar a conseguida estreia em slot de Pedro Azevedo a substuir Diogo Filipe na equipa Putos do Slot. Com carros de elevado desempenho e pouca capacidade magnética conseguiu rodar tranquilamente sem "incomodar" os conjuntos mais rápidos em pista. Parabéns.<br />
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Desportivamente assistiu-se a uma nova vitória da SFT, de Hugo Machado e Lelo Ribeiro, após a ausência na última prova, com a equipa BM Competições a não ser capaz de acompanhar o ritmo dos vencedores. Mas estão mais perto.<br />
O último lugar do pódio foi para a Scorpion Team de Nuno Abreu e André Sousa, logo seguido da equipa Fun Slot. Desta vez a Fun Slot voltou ao F50 que tão bem se comportou na 1ª prova. <br />
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Em breve mais detalhesSlot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com4tag:blogger.com,1999:blog-3098945562032488699.post-7329173326848668422012-05-12T06:51:00.003-07:002012-05-12T07:21:33.257-07:004ª Prova Grupo C - Slot Clube do Porto<div class="separator" style="clear: both; text-align: center;">
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Com a presença das principais candidatas decorreu no pista Adérito Varejão do Slot Clube do Porto a 4ª prova do Campeonato conjunto de grupo C.</div>
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A equipa SFT vencedora das três primeiras provas, inferiorizada por um motor de muito fraco desempenho, não foi além do 4º lugar, minimizando ainda assim maiores prejuízos. </div>
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A sua principal adversaria, a BM competições, venceu com alguma naturalidade, impondo-se a uma sensacional Absolute Beginners / Sebringslots, que com este segundo lugar recuperou o 3º lugar do campeonato que já fora seu.</div>
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Em 3º lugar surge a Star Racing com apenas mais duas voltas que a equipa de Hugo Machado e Lelo Ribeiro que foram 4º classificados.</div>
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No 5º lugar surge a azarada equipa Scorpion Team. Com um andamento que lhes permitia outra classificação, viram-se atrasados por variados problemas. Ainda assim, partiram para os últimos dez minutos com o 3º lugar no horizonte, mas de novo se viram atrasados por problemas no carro. </div>
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Bastante afastada destas lutas surge a DSV de Adérito Varejão e Tó Zé Oliveira. Sempre aguerridos, conseguiram com este 6º lugar o seu melhor resultado, impondo-se à equipa Fun Slot por 8 voltas e à Adan Figueiredo Racing por 13 voltas.</div>
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Em último ficou a equipa LIMPEM. Habitual na disputa pelos primeiros lugares, não se compreende como é possível participar com um carro de tão fraco desempenho. É urgente reencontrarem a antiga motivação pois o resto seguramente ainda está lá.</div>
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Após as quatro primeiras provas a SFT mantém o primeiro lugar, tendo na sua peugada (onde é que já li isto?) a equipa BM competições. Para o 3º, 4º e 5º lugares é mínima a diferença pontual e a luta está em aberta.</div>
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Dia 8 de Junho será a 5º prova na pista do Slot Clube de Matosinhos. Lá estaremos.</div>
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<br />Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-30329584162759212552012-05-05T08:37:00.000-07:002012-05-05T11:45:08.343-07:002ª Prova de GTs NSR duplas<div style="text-align: justify;">
A ausência da SFT de Hugo Machado e Lelo Ribeiro retirou uma boa parte de interesse à 2ª prova de GT - NSR duplas.</div>
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Lelo Ribeiro esteve ausente por participar numa prova internacional de slot a convite da prestigiada formação da GT Team, confirmando que de facto estamos entre a elite de slot nacional.</div>
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Após um equilíbrio inicial, a equipa BM competições distanciou-se vencendo com relativa facilidade. Desta feita compareceram com um Ferrari F40, melhorando o seu score máximo em 15 voltas. Ainda assim a 13 das 505 voltas que a SFT cumpriu na 1ª prova que venceu.</div>
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Em segundo ficou a Scorpion team de André Sousa e Nuno Abreu, que desta vez não conheceram problemas mecânicos. Com um Audi R8 da Ninco imprimiram um andamento rápido estabelecendo as voltas mais rápidas da corrida nas pista 1 e 3. Onze voltas separaram os dois primeiros apesar disso. Consistência precisa-se com urgência.</div>
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Numa manobra suicida, a Fun Slot deixou o F40 que tão boa conta tinha dado de si na primeira prova em casa, e compareceram com um McLaren também da Slot It. Estiveram fora da luta pelos primeiros lugares, terminando a 7 voltas dos segundos e com menos 9 voltas da sua primeira corrida. O carro não sendo uma carroça total, não era grande coisa. Oxalá o Ferrari ainda esteja em condições.</div>
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A 4 voltas do terceiro ficou a equipa mais nova do campeonato - Os Putos do Slot. Sétimos classificados na primeira corrida, mantendo o mesmo carro mas claramente melhor preparado, foram dos maiores animadores da corrida. Ainda vão melhorar mais, mas isso já se notou nesta corrida.</div>
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Fiel ao Corvette da NSR a Adan Figueiredo Racing ficou em 5º lugar. Com este carro vai ser dificil melhorar.</div>
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Em 6º lugar ficou a JJ Racing dos Jorges, Martins e Regedor. Os GT "não são a praia" de Jorge Regedor, mais interessado em pensar nos GTc. Jorge Martins compareceu para viabilizar a 6ª equipa. Obrigado. </div>
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1º BM competições (Manuel Melo / Francisco Bianchi) - Ferrari F40 - 492 voltas<br />
2º Scorpion Team (André Sousa / Nuno Abreu) - Audi R8 Ninco - 481 voltas<br />
3º Fun Slot (Carlos Strecht / Jorge Cardoso) - MacLaren F1 GTR - 473 voltas<br />
4º Putos do Slot (Diogo Matos / Diogo Filipe) - McLaren F1 GTR - 467 voltas <br />
5º Adan Figueiredo Racing (Carlos Adan / Pedro Figueiredo) - Chevrolet Corvette NSR - 464 voltas<br />
6º JJ Racing (Jorge Regedor / Jorge Martins) - Ferrari F40 - 449 voltas<br />
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Campeonato<br />
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Próxima prova dia 25 de MaioSlot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-12094786081819056552012-05-02T14:45:00.004-07:002012-05-02T14:52:47.012-07:00Prova da Liga de Clubes no SCM<span class="swb">Crónica de Alexande Bianchi</span><br />
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Realizou-se no ultimo sábado a penultima prova da Liga de Clubes no SCM. </div>
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Na qualificação o SCM 1, por Hugo Machado, entrou logo a matar,<o:p></o:p></div>
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conseguindo a pole, seguido pela Trofa, SCP e GT-TEAM.<o:p></o:p></div>
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Seguiu-se um excelente repasto no João Ratão em que o pessoal não<o:p></o:p></div>
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perdoou os bifinhos com azeite e alho. </div>
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Houve um artista que se serviu 5 vezes. Impressionante… Não foi Zé Manel? </div>
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Depois, a muito custo lá tivemos que fazer a prova. </div>
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Começada a mesma verificou-se que o andamento da Trofa era superior ao dos restantes graças a um excelente ALFA, que eu já conheço bem. </div>
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Até que na sua 2ª manga a Trofa teve problemas com a cremalheira, entre outros, que os fez perder cerca de 16 voltas. </div>
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Quem aproveitou foi o SCM 1, com o Hugo e o Lelo imprimindo um andamento rápido e consistente e eu Alexandre, tentando não comprometer, que aguentou o 1º lugar até final ganhando com 9 voltas<o:p></o:p></div>
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de avanço sobre a Trofa, seguido do GT TEAM que desta vez e pela 1ª vez não ganhou, ficando em 4º o SCM, só a 5 voltas do 3º e em 5º o SCM 3 de Stretch e Cº, que se insceveu pela 1º vez neste Campeonato.<o:p></o:p></div>
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Notar que nesta prova todos os carros foram ALFA, só havendo um FERRARI. <o:p></o:p></div>
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Na próxima e ultima prova, na Trofa, será o oposto. Aí está tudo decidido <o:p></o:p></div>
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quanto ao título, que será do GT TEAM, havendo apenas a luta para <o:p></o:p></div>
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o 2º lugar, entre nós, SCM 1 e a Trofa. Acho que vamos fazer bonito. </div>
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</div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-66549530443848132952012-04-23T12:02:00.000-07:002012-04-23T12:14:23.244-07:003ª prova do Campeonato Interclubes LMP – Corrida no SKCM<br />
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Até que enfim, a tão esperada
vitória!</div>
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É assim que começo esta crónica pois
nas 2 provas anteriores foi por pouco que não conseguimos este
objectivo: na prova disputada no circuito Adérito Varejão perdemos
por uma volta e na prova caseira perdemos o 1º lugar devido a uma
penalização de 20 voltas por o carro não ter arrancado.</div>
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Antes do início da prova foi
necessário que todas as equipas chegassem a um consenso
relativamente à participação da equipa SCM 4 nesta prova, isto
porque não estava previsto no regulamento o facto de uma equipa
poder correr com menos de 3 pilotos, enfrentando uma penalização, e
2 dos meus ilustres companheiros de equipa não puderam comparecer.
Ficou decido que se permitia a participação desta equipa com uma
penalização de 50 voltas, de forma a evitar que no futuro equipas
tirem vantagem de correr com menos elementos do que o estipulado.
Decisão acertada e mais do que justa no meu ponto de vista.</div>
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De notar o facto da solução adoptada
por Ginho Rodrigues na anterior prova ter sido replicada por 2
equipas, a do Slotcenter de Matosinhos e a SCM 3. Tal já era
esperado depois de observado o domínio, em termos de rapidez, do
conjunto apresentado pelo rapaz do ISEP na prova anterior. Pena nesta
ter faltado para se dedicar ao seu Punto, boa sorte para o troféu!</div>
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Passadas as verificações técnicas,
tempo para a qualificação mais animada até ao momento, com os 3
primeiros separados por apenas 0,031s, cabendo a Pole-position à
equipa SCM 1 por intermédio do Diogo Matos, que se apresentou com um
carro muito bem conseguido. Hugo Machado rubricou o 2º tempo pela
equipa SCM 4, enquanto Nuno Abreu fez o 3º melhor registo pela SCM
3.</div>
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No que respeita à corrida, a
consistência e rapidez da equipa SCM4 conseguiu sobrepor-se à
penalização inicial de 50 voltas, conseguindo mesmo a vitória com
9 voltas de vantagem para o 2º classificado, a equipa do Slot Clube
do Porto. A fechar o pódio classificou-se a equipa do Slotcenter de
Matosinhos, que a correr em casa tirou o melhor partido do
conhecimento do traçado para conseguir um bom resultado. Quanto às
restantes equipas representativas do nosso clube, a SCM 3 quedou-se
pelo 4º lugar a 8 voltas do pódio, sendo que o seu protótipo
revelou alguma falta de fiabilidade que se tornou fatal, ao passo que
o SCM 1 viu a sua viatura sofrer muitos danos decorrentes de colisões
e despistes e acabou a prova no 6º lugar.</div>
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A próxima prova terá lugar nas
instalações do Slot Clube do Porto no dia 2 de Junho.</div>
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Votos de boas gatilhadas,</div>
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Hugo Machado</div>
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<br /></div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com5tag:blogger.com,1999:blog-3098945562032488699.post-55605886053527076262012-04-21T03:03:00.001-07:002012-04-22T02:44:58.143-07:003ª Prova de Turismo Clássicos 2Todos os recordes foram pulverizados na corrida mais rápida de sempre.<br />
Foi um Manuel Melo irrepreensivel que dominou toda uma corrida em que praticamente não cometeu nenhum erro.<br />
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Numa chuvosa noite de sexta-feira, onze resistentes compareceram para mais uma prova dessas maravilhosas máquinas de Turismos Clássicos "mais de 1300cc". De notar a ausência de alguns habituais animadores desta categoria.<br />
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Logo na qualificação Manuel Melo manifestou as suas intenções ao realizar a melhor volta em 8,728, deixando Francisco Bianchi em 2º no mesmo décimo, mas realizando apenas duas voltas lançadas. O terceiro tempo foi para Jorge Regedor com 8,808 e nos lugares seguintes ficaram Carlos Adan, Nuno Abreu e Joca Craveiro no mesmo décimo. Em 5º lugar surge um sensacional Fiat Abarth 1300 TC conduzido por Hugo Machado com o tempo de 9,122.<br />
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A primeira manga foi dominada por Hugo Machado, que apesar de dispor de um TC1 (competitivo) não se deixou intimidar pelos concorrentes mais musculados em pista. Realizou 113 voltas, a uma do seu objectivo, deixando o 2º classificado, André Sousa a 6 voltas. Com este resultado obteve o 4º lugar da geral e André Sousa o 6º.<br />
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Nos lugares seguintes ficaram José Carlos Cidrais e Jorge "Cavalo" Gonçalves separados por uma volta. Em 5º lugar ficou José Sequeira que também conduziu um TC1, o habitual carro de Nuno Abreu.<br />
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Foi na última manga que se apurou o vencedor e os 3 primeiro classificados.<br />
Todos os recordes foram pulverizados e o novos máximo de número de voltas foram atingidos.<br />
Partindo muito rápido, na pista 4, Nuno Abreu aguentou a pressão de Manuel Melo e Francisco Bianchi nos primeiros 3 minutos. Nos minutos seguintes Manuel Melo instalou-se no primeiro lugar ganhado progressivamento avanço sobre a concorrência. Venceu com 119 voltas, mais quatro que na prova anterior, deixando o 2º classificado, Francisco Bianchi a 2 voltas. <br />
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Em 3º lugar com 114 voltas ficou Joca Craveiro que seguramente realizou a sua melhor prova neste clube. O seu carro tem de ser evoluido para poder acompanhar os da frente. Aguardemos.<br />
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Em 4º da manga, mas em 5º da geral ficou Nuno Abreu no Ford Escort, que foi perdendo fulgor ao longo da corrida. Segundo o próprio rodou em ritomo de passeio.<br />
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Em 5º lugar da manga ficou Carlos Adan, 7º da geral, seguido do azarado Jorge Regedor com problemas técnicos que o impediram de concretizar as boas indicações que deu na qualificação e nos minutos iniciais da corrida.<br />
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O mote está lançado, e os desafios não param. Será possivel ainda melhorar?<br />
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Classificação final<br />
1º Manuel Melo - Alfa Romeo GTAm (Fly/slot classic) - 119 voltas<br />
2º Francisco Bianchi - Alfa Romeo GTAj (Fly/slot classic) - 117 voltas<br />
3º Joca Craveiro - Alfa Romeo GTAm (Fly/slot classic) - 114 voltas<br />
4º Hugo Machado - Fiat 600 Abarth TC (Reprotec) - 113 voltas<br />
5º Nuno Abreu - Ford Escort 1600 MK1 (Superslot) - 112 voltas<br />
6º André Sousa - VW Golg GTI (Spirit) - 107 voltas<br />
7º Carlos Adan - Alfa Romeo GTAm (Fly/slot classic) - 106 voltas<br />
8º José Carlos Cidrais - Alfa Romeo GTAm (Fly/slot clasic) - 105 voltas<br />
9º Jorge Gonçalves - Alfa Romeo 2000 GTV - 104 voltas<br />
10º José Sequeira - Ford Cortina Lotus (Revell) - 99 voltas<br />
11º Jorge Regedor - Alfa Romeo 2000 GTV (Fly/slot classic) - 70 voltas<br />
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</div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com12tag:blogger.com,1999:blog-3098945562032488699.post-58091232841533704552012-04-14T13:15:00.013-07:002012-04-17T03:53:21.511-07:003ª Prova Campeonato Inteclubes Grupo C 2012Com a presença de 9 equipas decorreu no dia 13 de Abril a 3º prova do campeonato Interclubes de Grupo C, a 2ª disputada na nossa pista.<br />
Dos habituais participantes faltou apenas a JJ Racimg de Jorge Martins e José Manuel, embora o Jorge tenha marcado presença com espectador.<br />
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Ordenados pela classificação do campeonato deu-se inicio à corrida com uma manga e três relvas.<br />
Mais uma vez a equipa SFT de Hugo Machado e Lelo Ribeiro venceu a aprova com aparente facilidade. Com as armas habituais, rapidez e consistência, deixaram os habituais 2º classificados a 15 voltas.<br />
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A BM competições, de Manuel Melo e Francisco Bianchi, apresentaram-se para esta prova com as habituais ambições. O inicio da prova foi prometedor com um carro muito rápido e seguro, mas que foi revelando um comportamento agridoce, com alternância de desempenho, que condicionou o resultado da equipa. Ou então os pilotos estavam em dia não. A ver vamos.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXQyjy3xQpyUmKlgjlsT4bgPprvkB68EAyD6JkWcUwjAaZUPC7ZL0jN_Fqr7KuTGLBlUMvJQsUx5LyNcrkWw2wypKrS1xn8MI98Kbd7tPUgQ-dkqwnlbMNNXEfbX08eu3UiuXmVE1aK6LD/s1600/IMG_9433.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXQyjy3xQpyUmKlgjlsT4bgPprvkB68EAyD6JkWcUwjAaZUPC7ZL0jN_Fqr7KuTGLBlUMvJQsUx5LyNcrkWw2wypKrS1xn8MI98Kbd7tPUgQ-dkqwnlbMNNXEfbX08eu3UiuXmVE1aK6LD/s200/IMG_9433.JPG" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Carlos Strecht no seu melhor</td></tr>
</tbody></table>A equipa Fun Slot de Carlos Strecht e Jorge Cardoso, ocuparam o 3º lugar com 8 voltas de avanço sobre a Scorpion Team, 4º classificados. Sempre bem disposto como é habitual, desta vez o Presidente pareceu-nos ainda mais do que é normal, após um magnifico jantar no 5 Oceanos acompanhado dos amigos do Slot Clube do Porto. Jorge Cardoso esteve bem e com iss ocuparam um lugar no pódio.<br />
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André Sousa e Nuno Abreu ficaram desta vez em 4º com um carro que não colaborou. Ainda assim foi uma grande evolução em relação ao 8º lugar da primeira prova.<br />
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No 5º lugar ficou a primeira equipa do Slot Clube do Porto, a Star Racing de Luis Alcino e Raúl Pinto. O mau resultado na pista 6, 77 voltas, condicionou um melhor resultado. Mas também marcaram pontos na boa disposição. Não será por acaso que também jantaram no 5 Oceanos.<br />
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A 4 voltas no 6º lugar ficou a equipa Absolute Beginners com Márcio Teixeira e Luis Faria que desta vez não conseguiram repetir o brilharete da primeira prova em que se classificaram em 3º lugar.<br />
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Bem distante ficou a Adan Figueiredo Racing com um carro que nada ajudou. Assim não é possivel fazer melhor.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiO8Si-I5VgJHzwCevUYpYhSF06KrjHYbpf9Pf8JEvyKB6k20jOQK4iwe6nwwn7SzP7E-S88HtJRiH1HxuXthpyTA-eKI1ZY8ZX87QDcyrVRXl89fZifiF9fduYdnzX-dKPEnJVdOj9oMF/s1600/IMG_9430.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiO8Si-I5VgJHzwCevUYpYhSF06KrjHYbpf9Pf8JEvyKB6k20jOQK4iwe6nwwn7SzP7E-S88HtJRiH1HxuXthpyTA-eKI1ZY8ZX87QDcyrVRXl89fZifiF9fduYdnzX-dKPEnJVdOj9oMF/s200/IMG_9430.JPG" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fernando Vieira atento ao Mestre</td></tr>
</tbody></table>A LIMPEM teve novamente de recorrer ao piloto de reserva, Fernando Vieira, perante a impossibilidade de Pedro Machado poder comparecer. O Mestre Lino Marão foi-se desdobrando em ensinamentos ao seu pupilo, e com isso fugiu ao último lugar da classificação, o que era aliás o seu objectivo. Levantou o véu sobre a próxima prova de LMP, em que a sua equipa vai estrear uma colaboração luso-brasileira e estrear uns novos pneus com o sugestivo nome de "suga-suga". Ginho Rodrigues ficou notoriamente preocupado.<br />
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No último lugar ficou a equipa DSV de Adérito Varejão e de António José Rodrigues a apenas duas votas do 8º lugar. Foi notória a evolução desta equipa.<br />
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Mais uma boa jornada de slot, com boa disposição de todos os participantes e sem problemas.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKoFOy_I6R3kqo5BWqx9P6TPYU7FmQ6RmYrxfNwFTdKdkl-KGm5DfJAuIU_PGLkQ4gcM1aqXqvOrsLOAwR5IljRf5cwL387IwCcpcfIo4cNbUSW9Ek_T62cfDNiiTTmm1Egox334QQkzik/s1600/GrupoC-duplas.bmp" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKoFOy_I6R3kqo5BWqx9P6TPYU7FmQ6RmYrxfNwFTdKdkl-KGm5DfJAuIU_PGLkQ4gcM1aqXqvOrsLOAwR5IljRf5cwL387IwCcpcfIo4cNbUSW9Ek_T62cfDNiiTTmm1Egox334QQkzik/s400/GrupoC-duplas.bmp" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Classificação do Campeonato</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4-5qmhEXnrXyTah4k1Xu_c_E_L1hU4oMGbUeMuPHiSusK3neGeZbFyqDeaki3PxjFI8nCu4Z1kDW7ghVZV7FO2uAWkNr0hiF1WmWZmWPtFwS_JvhIhUGaDrYyrAhtaGuCpkkJAtoeUCf_/s1600/IMG_9471.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4-5qmhEXnrXyTah4k1Xu_c_E_L1hU4oMGbUeMuPHiSusK3neGeZbFyqDeaki3PxjFI8nCu4Z1kDW7ghVZV7FO2uAWkNr0hiF1WmWZmWPtFwS_JvhIhUGaDrYyrAhtaGuCpkkJAtoeUCf_/s400/IMG_9471.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">O podio numa pose já anteriormente vista<br />
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</tbody></table>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-74692017054624045862012-04-09T12:53:00.004-07:002012-04-10T03:37:21.892-07:003ª Prova de Turismo Clássicos 1<div style="text-align: justify;">Foi com a comparência de 11 pilotos que decorreu uma das provas que mais expectativa criou entre os participantes. Pelo menos a avaliar pelas mensagens do FB.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Com a ausência de Jorge Gonçalves e do seu Fiat 850 "Abada" grande parte da expectativa foi gorada. Confirmaram-se porém todos os prognósticos sobre a evolução de quase todos os conjuntos, com os melhores tempos por volta a serem pulverizados. As 105 voltas suficientes para vencer na 1ª corrida, não dariam senão para um 4º lugar nesta. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Destaque também para ausência do o lider do campeonato e de outros habituais participantes que assim empobreceram a lista de participantes.</div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW-wb8RqAMr7UdVIeDkfxBkYqW0XLoFj7QXur6A6J1IdkyugafYCEgFxcBtAYfIIneGIiTPitd5ngvk7Oa67hhgG3LWKvLJUeWTQURWAtiw3osROoR40QRJAR2Hv0OKT8PF-PKtXeL2mgR/s1600/Pole.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW-wb8RqAMr7UdVIeDkfxBkYqW0XLoFj7QXur6A6J1IdkyugafYCEgFxcBtAYfIIneGIiTPitd5ngvk7Oa67hhgG3LWKvLJUeWTQURWAtiw3osROoR40QRJAR2Hv0OKT8PF-PKtXeL2mgR/s1600/Pole.bmp" /></a><br />
<div style="text-align: justify;">Logo na qualificação Hugo Machado, de regresso aos Turismos, rubricou a melhor marca. E que marca. Com 9,017, deixou Manuel Melo a 1 décimo, com Carlos Strecht a assinalar o 3º tempo, num registo inferior ao anterior record de qualificação. Num comentário por si colocado no FB, classificou o carro que utilizou como "carroça". Será?</div><div style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6e3gHHHtpV0r0wUtaEbyaF6pDXYII-E_J4j8qJd2ssvABVDmF3EcCfDFXOYGckrT-ctf1OrgrqUcswEGqM1lTmAkbrdXjkA0pR2WCN8jMg2fI1UIm-fUi7Ox3M6IgGKY_diD0iuhJ6jqZ/s1600/Manga1.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6e3gHHHtpV0r0wUtaEbyaF6pDXYII-E_J4j8qJd2ssvABVDmF3EcCfDFXOYGckrT-ctf1OrgrqUcswEGqM1lTmAkbrdXjkA0pR2WCN8jMg2fI1UIm-fUi7Ox3M6IgGKY_diD0iuhJ6jqZ/s1600/Manga1.bmp" /></a>Logo aqui Nuno Abreu no habitual Ford Cortina rubricou o 4º tempo, confirmando a evolução do carro e da sua apetência para o slot.</div><br />
André Sousa venceu a primeira manga após uma luta intensa com Diogo Filipe e Carlos Adan.<br />
Os três terminaram com 101 voltas e ocuparam o 5º, 6 e 7º lugar final.<br />
Uma palavra para Diogo Filipe que esteve muito bem na sua estreia em Turismo num carro competitivo. Na próxima vai ter de repetir.<br />
Óscar Lemos e José Sequeira terminaram nos lugares seguintes separados por apenas uma volta.<br />
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A segunda manga definiu o vencedor da geral e os quatro primeiros classificados. Hugo Machado venceu com 112 voltas, deixando Manuel Melo e 4 voltas.<br />
Com menos 6 voltas ficaram Nuno Abreu e Carlos Strecht separados por metros, com vantagem para Nuno Abreu no Ford Cortina.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSaBYJt3Bo7OTyZy8An-OjD2SOWUNQe4pqNTVz4B2oa1cTMLEncZNNRf9dgdHUb205oYepDpFsF8U4jw9AfukYw4DJ9IqvdTx1z1PGNYXOl9dpP5Ce4cjBLUst1CxcOXFdmAdbclAY_ctq/s1600/Manga2.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSaBYJt3Bo7OTyZy8An-OjD2SOWUNQe4pqNTVz4B2oa1cTMLEncZNNRf9dgdHUb205oYepDpFsF8U4jw9AfukYw4DJ9IqvdTx1z1PGNYXOl9dpP5Ce4cjBLUst1CxcOXFdmAdbclAY_ctq/s1600/Manga2.bmp" /></a>Rui Queiros ficou em 5º na manga e no 10º da geral, seguido do azarado Jorge Regedor com problemas de contacto no seu carro.<br />
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A aposta nesta nova classe é uma aposta ganha. Nas próximas provas mais participantes vão adeirir e seguramente outras opções de carros vão surgir, quebrando a monotonia Fiat Abarth.<br />
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No campeonato Manuel Melo assumiu a liderança. <br />
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<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvFEi9G52-vKkp6yfKyovp-LpUR9mtm6vZ-6EktzrcRSmq66P-0GHAwik6Ytk3ue6bxDWiygCv7xYydwDuZyW0BnEe-A0Ao6hGzh-xmgzLjKLYZj7g7X_bRJQ1kvbRQY6nLPoyK_u8SpfD/s1600/Classifica%C3%A7%C3%A3o.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvFEi9G52-vKkp6yfKyovp-LpUR9mtm6vZ-6EktzrcRSmq66P-0GHAwik6Ytk3ue6bxDWiygCv7xYydwDuZyW0BnEe-A0Ao6hGzh-xmgzLjKLYZj7g7X_bRJQ1kvbRQY6nLPoyK_u8SpfD/s1600/Classifica%C3%A7%C3%A3o.bmp" /></a></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkXJzIbc6G0vgch7LsAN4UTjC-ZOSG0MYVoFe1hcGIcF0TgV05XL7FzK13sjyqM4KPAo3ya40FgmX-236CfpSbdpK1JFVUOO23zE6S4BENK3VVrP9Exf28rFfdgjabj24IDrMEktVhjYvb/s1600/TC1.bmp..bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkXJzIbc6G0vgch7LsAN4UTjC-ZOSG0MYVoFe1hcGIcF0TgV05XL7FzK13sjyqM4KPAo3ya40FgmX-236CfpSbdpK1JFVUOO23zE6S4BENK3VVrP9Exf28rFfdgjabj24IDrMEktVhjYvb/s400/TC1.bmp..bmp" width="400" /></a>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-34648165162693201982012-04-01T09:00:00.007-07:002012-04-01T14:08:49.791-07:0030 de Março - 1ª Prova de GT NSR Duplas<div style="text-align: justify;">Iniciou-se no dia 30 de Março o Campeonato de GT NSR duplas no Slot Clube de Matosinhos com a presença de 7 equipas.</div><div style="text-align: justify;"><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiGATIC_Alh1YGisL-qf3spu6HjDc0lD6XpfS_nyRyWW0ED3M36jOFtRUvXQQ0qZZBoZyT9YF40NW7MT3OPKaTH_4_q5cmnXnuVnxORz0pxgQaZYzjKMoPNgjJxNaN_fHPY4ia4h0-zRzt/s1600/Participantes.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="245" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiGATIC_Alh1YGisL-qf3spu6HjDc0lD6XpfS_nyRyWW0ED3M36jOFtRUvXQQ0qZZBoZyT9YF40NW7MT3OPKaTH_4_q5cmnXnuVnxORz0pxgQaZYzjKMoPNgjJxNaN_fHPY4ia4h0-zRzt/s400/Participantes.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Os participantes nesta primeira corrida do campeonato</td><td class="tr-caption" style="text-align: center;"><br />
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</div><div style="text-align: justify;">Trata-se de um Campeonato muito interessante em que os pneus e os motores são fornecidos pela organização, sorteados entre as equipas inscritas, criando-se assim um equilíbrio entre os participantes.</div><div style="text-align: justify;">O material foi fornecido pela própria NSR que estabeleceu assim um protocolo de colaboração com o Clube que muito nos honrou o que desde já agradecemos de uma forma pública.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Foi grande a expectativa criada em torno deste campeonato. O número de participantes foi razoável, mas aquém daquilo que um campeonato desta natureza merece. Tratam-se de verdadeiros carros de corrida que transmitem ao seu utilizador um grande prazer de condução.</div><div style="text-align: justify;">Para participar basta comprar em GT de NSR, Ninco, ou Slot IT e montar o Kit de pneus e motor fornecido pela organização. Não há desculpas. </div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5S_O8aLMqmr6PPmIIQ0IMBaoQMcOK9vlSyp-XCLjS1pXMvNQxEFCqQ7cuLUdaNntQgaFv3rUCEkfxfS4milxjpp6xQ3w9x8IOkIVbB3TXeAd36PsCKrRb2N1Pv2Efbxip5Fme2TXuz82a/s1600/GT-1-pole+c%C3%B3pia.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5S_O8aLMqmr6PPmIIQ0IMBaoQMcOK9vlSyp-XCLjS1pXMvNQxEFCqQ7cuLUdaNntQgaFv3rUCEkfxfS4milxjpp6xQ3w9x8IOkIVbB3TXeAd36PsCKrRb2N1Pv2Efbxip5Fme2TXuz82a/s1600/GT-1-pole+c%C3%B3pia.bmp" /></a></div><div style="text-align: justify;">Após montagem dos conjuntos presentes e de uns curtos treinos livres iniciou-se o evento com o minuto de qualificação.</div><div style="text-align: justify;">Após o minuto de qualificação logo se percebeu que os Ferrari F50 eram as maquinas a bater obtendo os dois melhores registos. O primeiro NSR ficou em 4º lugar, cabendo ao Audi R8 da Ninco p 3º tempo. Hugo Machado da SFT realizou o melhor tempo com 6,803 seguido de Jorge Cardos da Fun Slot com 6,953. Desta feita Manuel Melo ficou com o quarto tempo num belo Corvete, já bem distante dos 3 primeiros.</div><div style="text-align: justify;">Este escalonamento manteve-se durante a corrida que foi totalmente dominada pela dupla da SFT.</div><div style="text-align: justify;">A equipa Fun Slot de Carlos Strecht e Jorge Cardoso ficou em 2º lugar seguida pela equipa BM competições a apenas 3 voltas.</div><div style="text-align: justify;">A equipa Scorpion viu-se relegada para 5º lugar por problemas com o "stoper" no seu Audi R8, atrás da equipa da Adan Figueiredo Racing que também apostou num Corvete.</div><div style="text-align: justify;">O 6º Lugar foi a JJ Racing de Jorge Regedor e Jorge Martins e no 7º lugar ficou a equipa Putos dos Slot num belo MacLaren</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Nesta primeira prova notou-se alguma disparidade de desempenho entre os conjuntos decorrente ainda da pouca evolução de alguns carros.</div><div style="text-align: justify;">Aguardemos as próximas provas. Com mais desempenho e mais equipas.</div><div style="text-align: justify;"><br />
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</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjunuvMS9BCfi5DO4au0vqa67m3d2JfItQAjY0UYO8JIMw80X2zFaRBuK2se1OxZCxamTQvPhL4YM7dUKZJe2aBN8BxKAfy08CpgJH5b110y_1apuYSSMZG3sn8W8AlBhNzLOFZ9R4-8C5/s1600/IMG_9359.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjunuvMS9BCfi5DO4au0vqa67m3d2JfItQAjY0UYO8JIMw80X2zFaRBuK2se1OxZCxamTQvPhL4YM7dUKZJe2aBN8BxKAfy08CpgJH5b110y_1apuYSSMZG3sn8W8AlBhNzLOFZ9R4-8C5/s400/IMG_9359.JPG" width="400" /></a></div><div style="text-align: justify;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQkIyaXrhnWnvnzyD5feAaZA_Xxg3fKyKEQM5OcmNTZHA_CDJMbK_LqKjOd4ypxreM0dWXujb7MjhWI5ZhxUTbTk72Rn12hBPTzHb-stn_4gJDAfMW_GtmZnBhUXsZVFx4BcVQn6MECFq0/s1600/IMG_9361.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQkIyaXrhnWnvnzyD5feAaZA_Xxg3fKyKEQM5OcmNTZHA_CDJMbK_LqKjOd4ypxreM0dWXujb7MjhWI5ZhxUTbTk72Rn12hBPTzHb-stn_4gJDAfMW_GtmZnBhUXsZVFx4BcVQn6MECFq0/s400/IMG_9361.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Desta vez Carlos Strecht aparece na fotografia não porque entregou o diploma, mas porque recebeu</td></tr>
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</div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com2tag:blogger.com,1999:blog-3098945562032488699.post-4509860083986873942012-03-25T12:02:00.004-07:002012-03-26T06:52:56.528-07:0023 de Março - 2ª Prova de Turismo Clássicos 2Muita emoção e muito prazer numa corrida em que até ao fim quase tudo esteve sempre em aberto.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFjyas_emxQJTP_PYNOjeV07a6gbJ4vHoGUmCx39-xnHkIwVBtWFiS3W_x_l3NLAMm5uiX07ti4XlZU6IaMOS8FwPmIsPExkXCLTMfNi26NXmDKiTD8RxrJchdwHJHZGPeo7yxpL9nnklB/s1600/IMG_9294.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFjyas_emxQJTP_PYNOjeV07a6gbJ4vHoGUmCx39-xnHkIwVBtWFiS3W_x_l3NLAMm5uiX07ti4XlZU6IaMOS8FwPmIsPExkXCLTMfNi26NXmDKiTD8RxrJchdwHJHZGPeo7yxpL9nnklB/s400/IMG_9294.JPG" width="400" /></a></div><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPNk_VVQ25y7mZEjco9qzYhO7a4QpQKO9VZGaAtaUj4JLHskunaEz_qPC_yNDAp7jcNhOqsMCWWn8V5S201TJeWUjJP83wy0zKn1Sp2KcBrQ7bXlcdfUgm7mJttlRJYnG89qvD7NgSt056/s1600/Pole.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPNk_VVQ25y7mZEjco9qzYhO7a4QpQKO9VZGaAtaUj4JLHskunaEz_qPC_yNDAp7jcNhOqsMCWWn8V5S201TJeWUjJP83wy0zKn1Sp2KcBrQ7bXlcdfUgm7mJttlRJYnG89qvD7NgSt056/s320/Pole.png" width="320" /></a>Após o minuto de qualificação ficaram claras que duas situações iam ocorrer nesta corrida. O domínio de Manuel Melo e o intenso equilíbrio na discussão dos outros lugares do pódio. Manuel Melo realizou um tempo fantástico e na mesma centésima 4 concorrentes<br />
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Manuel Melo venceu mas passou por dificuldades e os seus tempos por volta ficarem aquém do esperado.<br />
Francisco Bianchi alcançou o 2º lugar numa prova em sabendo ter grandes limitações de desempenho no seu carro apostou na regularidade e no auto-controlo e conseguiu o objectivo.<br />
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Nuno Abreu fez voar um Ford Escort que apesar de melhorado de prova para prova ainda não estava preparado para atingir o pódio. Um grande desempenho. Ficou a poucos metros do segundo.<br />
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Jorge Regedor esteve num nivel a que há muito não víamos. Rápido e consistente. Podia ter feito ainda melhor.<br />
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Em 5º lugar, com o mesmo número de voltas do 4º ficou Joca Craveiro. Joca desperdiçou uma oportunidade de atingir um grande resultado ao ter problemas com o patilhão que o atrasaram na luta pela vitória.<br />
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Carlos Adan e André Sousa empataram com 110 voltas. André esteve rápido mas um pouco desastrado perdendo nas saídas tempo que nestes carros é precioso.<br />
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A seguir ficaram os Jorge. Cardoso em 8º com o seu BMW e Gonçalves em 9º com uma perfomance que merecia muito mais. Realizou o 2º tempo na pole position com o Alfa Romeo da Metropolis.<br />
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No 10º lugar ficou Jaime Campos num Alfa Romeo GTV. Ainda nada habituado à pista e a este tipo de carros não deixou de assinalar bons tempos. Tem de repetir.<br />
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Carlos Strecht num BMW que não andava por nada deste mundo arrastou-se até ao fim, ficando à frente de Óscar Lemos que já merece há muito um carro competitivo.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggNgc6Erceu7jvhvBjhjAFu-n2hVOUiMMWQj5otYfCK0eb6HOUHjT3UtVGv9K83V3u5x_tJ_Qn32ONT0eCnHJxnGLCbmvQMEeuak4kKMeLbXq7GdrmzQZLaAIid6gG1ZKB5TAnAKpGhKvx/s1600/TC1-2-1.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggNgc6Erceu7jvhvBjhjAFu-n2hVOUiMMWQj5otYfCK0eb6HOUHjT3UtVGv9K83V3u5x_tJ_Qn32ONT0eCnHJxnGLCbmvQMEeuak4kKMeLbXq7GdrmzQZLaAIid6gG1ZKB5TAnAKpGhKvx/s400/TC1-2-1.bmp" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiISIslze-ykkezpm-8Z_7rWjjfI7QNGj5-8TxjWXkWnxXJczfivczdD5S08tCXyQwU99XHVV4ScHjJj8wIg371mVk2OGoPMmTFA8eDEbylC3Bgcrvuo-XUYC7bDhtqlv6_PVLOUAz60M86/s1600/IMG_9318.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiISIslze-ykkezpm-8Z_7rWjjfI7QNGj5-8TxjWXkWnxXJczfivczdD5S08tCXyQwU99XHVV4ScHjJj8wIg371mVk2OGoPMmTFA8eDEbylC3Bgcrvuo-XUYC7bDhtqlv6_PVLOUAz60M86/s400/IMG_9318.JPG" width="400" /></a></div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com3tag:blogger.com,1999:blog-3098945562032488699.post-21945500073747658312012-03-23T04:15:00.000-07:002012-03-23T04:15:55.540-07:003ª Prova Endurance Século XXI em Aveiro<div style="margin-bottom: 0cm;">Crónica da prova realizada na Slotspot – Endurance Slot Século XXI</div><div style="margin-bottom: 0cm;"><br />
</div><div style="margin-bottom: 0cm;">No passado dia 17 de Março as equipas do SCM rumaram às instalações da Slotspot, em Aveiro, para disputar mais uma prova do campeonato de endurance do Slot Século XXI.</div><div style="margin-bottom: 0cm;">A equipa SCM 1 não se apresentava com grandes expectativas à chegada ao recinto, dado que os testes não tinham corrido da melhor forma e via-se forçada a ser representada apenas por 2 pilotos (Lelo Ribeiro e Hugo Machado), dada a indisponibilidade dos dois Bianchis (mais que justificada). A forte oposição presente neste campeonato não augurava um bom desfecho. Também a equipa do SCM 2 enfrentava dificuldades já que também só se fazia valer da bravura de dois dos seus pilotos (Carlos Adan e Pedro Figueiredo) para enfrentar as 2h de prova.</div><div style="margin-bottom: 0cm;">Contudo, e contra todas as previsões, foi Lelo Ribeiro a alcançar uma brilhante Pole-position, seguido de muito perto pela GT TEAM - ART SLOTCARS, pelo CS TROFA e pela equipa da casa, todos separados por cerca de 1 décimo de segundo. Já Pedro Figueiredo teve alguma dificuldade em adaptar-se às exigências do traçado neste minuto de qualificação, não indo além do 10º tempo.</div><div style="margin-bottom: 0cm;">Para a prova a equipa SCM 1 escolheu ser a última a entrar em pista, tentado gerir o andamento em função dos resultados dos seus mais directos adversários. Com o decorrer da prova rapidamente se percebeu que o andamento imposto pela equipa de Braga iria ser inalcançável, pelo que nos restava a luta pelo segundo lugar. Depois de um início de prova algo tremido, Lelo Ribeiro realizou 3 calhas de grande nível e colocou a equipa na luta pela segunda posição à entrada da última calha. </div><div style="margin-bottom: 0cm;">E que emocionantes foram estes últimos 20 minutos. Com as equipas rivais já com a sua prova concluída dependíamos de nós próprios para cumprir o objectivo, mas tal não se revelou nada fácil. Um pequeno problema de contactos tornou uma tarefa que, à partida, seria bastante acessível numa prova de concentração máxima, em que o mínimo erro podia significar a queda para o 4º lugar. No fim, conseguimos o 2º lugar com menos de meia volta de vantagem para o Clube de Slotcar da Trofa e cerca de 1 volta de vantagem para a Slotspot.</div><div style="margin-bottom: 0cm;">Quanto à equipa SCM 2 cumpriu a prova com alguns sobressaltos, principalmente devido a serem só dois pilotos, o que dificultou a gestão da prova, algo perfeitamente justificável pelo facto de ser a 1ª vez que esta equipa realiza um campeonato deste género. Terminaram no 8º lugar, intercalando as 2 equipas que representam o Slot Clube do Porto (Absolute Beginners no 7º lugar e SCP no 9º lugar final). Nota para a brilhante prestação de Carlos Adan na montagem do carro.</div><div style="margin-bottom: 0cm;">Feitas as contas a equipa SCM 1 ascendeu ao segundo lugar do campeonato, com mais 4 pontos que o CS TROFA.</div><div style="margin-bottom: 0cm;">Preparamo-nos agora para mais uma viagem a Braga, desta feita às instalações da GT TEAM, para a 4ª prova do campeonato.</div><div style="margin-bottom: 0cm;">Até lá, boas gatilhadas!!</div><div style="margin-bottom: 0cm;"><br />
</div><div style="margin-bottom: 0cm;">Hugo Machado</div><div style="margin-bottom: 0cm;"><br />
</div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com2tag:blogger.com,1999:blog-3098945562032488699.post-42047607624640186852012-03-19T04:57:00.001-07:002012-03-19T04:57:58.766-07:006ª feira - 23 de Março - 2ª Prova do Campeonato de TC2<img alt="" height="422" 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" 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Classificação Actual do CampeonatoSlot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-53665501927481072982012-03-17T04:38:00.001-07:002012-03-17T04:40:00.338-07:002ª Prova de Turismo Clássicos "até 1300 cc" TC1As corridas de Turismo Clássicos em face do grande sucesso da primeira prova e do elevado número de adesões foram separadas para eventos autónomos.<br />
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A 2ª prova de Turismo Clássicos "até 1300cc" disputou-se no dia 16 com a presença de 10 concorrentes. A insuficiente divulgação da prova fez com que alguns concorrentes habituais tivessem faltado.<br />
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Mais uma vez a hegemonia dos Fiat Abarth foi total, apenas contrariada por Nuno Abreu num Ford Cortina Lotus que conseguiu um honroso 5º lugar.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkRb-22TV77rTrI72ZplC_EMQs4UtKiHPJmZpgfXUtEsVfJyMTLlGj0BbTid1BLBwwkANblCMPFWcl-Ljn-l22iQHf2s_AQrucaTOJV_-7BclPZUdz1XnDHccDWt6xX9XjNkCO6yk1O4x_/s1600/IMG_9286.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="117" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkRb-22TV77rTrI72ZplC_EMQs4UtKiHPJmZpgfXUtEsVfJyMTLlGj0BbTid1BLBwwkANblCMPFWcl-Ljn-l22iQHf2s_AQrucaTOJV_-7BclPZUdz1XnDHccDWt6xX9XjNkCO6yk1O4x_/s200/IMG_9286.JPG" width="200" /></a>Manuel Melo levou de vencida o seu habitual companheiro de equipa Francisco Bianchi voltando assim às vitórias (e às melhores voltas de que tanto gosta).<br />
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Carlos Strecht ficou em 3º lugar na frente de uma aguerrido Carlos Adan.<br />
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Atrás de Nuno Abreu ficou Jorge Cardoso num Abarth ainda pouco competitivo, seguido de Fernando Paiva e de Jorge Regedor que se viu impedido de melhor desempenho por anomalias mecânicas. Óscar Lemos ficou em 9º lugar seguido de Rui Queirós num carro totalmente de serie!<br />
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Na próxima sexta-feira, 24 de Março, espera-se uma enchente para a 2ª prova dos irmãos mais velhos, os TC2 . A não perder. <br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSvJySDlXuOBaSapiZ23yy0HQJohmMGgXfXXTrP6G7xAgBZLeEmEKiwSzpVnpJhCZwfl04lIf-07JOSnvUtadhERHKtjn1klLc94o-keDhOQYfhQ6jvrSCXR2aRHgp2ht9yYspqWyPuCU_/s1600/2TC1.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSvJySDlXuOBaSapiZ23yy0HQJohmMGgXfXXTrP6G7xAgBZLeEmEKiwSzpVnpJhCZwfl04lIf-07JOSnvUtadhERHKtjn1klLc94o-keDhOQYfhQ6jvrSCXR2aRHgp2ht9yYspqWyPuCU_/s400/2TC1.gif" width="400" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEz7XIQrvYatC7qAMG6X1ZU3oGJMcrpPo6ZEYjUFf4gyxWcQ9Q6vnBTqs0AFRScDFA7IVqFMUjT6Cd8amN7z7molg2KVHOSDPzzSdP0WNZzqhyrIHfhrTbMx7FwQKHMz2cU3LsY5hC1Srb/s1600/2TC1P.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEz7XIQrvYatC7qAMG6X1ZU3oGJMcrpPo6ZEYjUFf4gyxWcQ9Q6vnBTqs0AFRScDFA7IVqFMUjT6Cd8amN7z7molg2KVHOSDPzzSdP0WNZzqhyrIHfhrTbMx7FwQKHMz2cU3LsY5hC1Srb/s400/2TC1P.JPG" width="400" /></a></div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com4tag:blogger.com,1999:blog-3098945562032488699.post-3733159010275390802012-03-15T10:03:00.003-07:002012-03-16T06:00:54.938-07:00Calendário de provas actualizadoSexta-feira a não perder a prova de Turismo Clássico "até 1300cc"<br />
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<div class="WordSection1"><div class="MsoNormal"><span class="swb">16-03-2012 – 2ª Prova Campeonato SCM TC1 (Até 1300cc)</span></div><div class="MsoNormal"><span class="swb">23-03-2012 – 2ª Prova Campeonato SCM TC2 (Acima 1300cc)</span></div><div class="MsoNormal"><span class="swb">30-03-2012 – 1ª Prova Campeonato SCM GT’s – Duplas</span></div><div class="MsoNormal"><span class="swb">05-04-2012 – 3ª Prova Campeonato SCM TC1 (Até 1300cc)</span></div><div class="MsoNormal"><span class="swb">13-04-2012 – 3ª Prova Campeonato Interclubes SCM/SCP Grupo C (SCM)</span></div><div class="MsoNormal"><span class="swb">20-04-2012 – 3ª Prova Campeonato SCM TC2 (Acima 1300cc)</span></div><div class="MsoNormal"><span class="swb">21-04-2012 – 3ª Prova Campeonato Resistências Interclubes KCM/SCM/SCP LMP In Line (KCM)</span></div><div class="MsoNormal"><span class="swb">28-04-2012 – Endurance Século XXI (SCM)</span></div><div class="MsoNormal"><span class="swb">04-05-2012 – 2ª Prova Campeonato SCM GT’s – Duplas</span></div><div class="MsoNormal"><span class="swb">11-05-2012 – 4ª Prova Campeonato Interclubes SCM/SCP Grupo C (SCP)</span></div><div class="MsoNormal"><span class="swb">18-05-2012 – 4ª Prova Campeonato SCM TC1 (Até 1300cc)</span></div><div class="MsoNormal"><span class="swb">25-05-2012 – 3ª Prova Campeonato SCM GT’s – Duplas</span></div><div class="MsoNormal"><span class="swb">01-06-2012 – 4ª Prova Campeonato SCM TC2 (Acima 1300cc)</span></div><div class="MsoNormal"><span class="swb">02-06-2012 – 4ª Prova Campeonato Resistências Interclubes KCM/SCM/SCP LMP In Line (SCP)</span></div><div class="MsoNormal"><span class="swb">08-06-2012 – 5ª Prova Campeonato Interclubes SCM/SCP Grupo C (SCM)</span></div><div class="MsoNormal"><span class="swb">15-06-2012 – 5ª Prova Campeonato SCM TC1 (Até 1300cc)</span></div><div class="MsoNormal"><span class="swb">22-06-2012 – 4ª Prova Campeonato SCM GT’s – Duplas</span></div><div class="MsoNormal"><span class="swb">29-06-2012 – 5ª Prova Campeonato SCM TC2 (Acima 1300cc)</span></div><div class="MsoNormal"><span class="swb">06-07-2012 – 6ª Prova Campeonato Interclubes SCM/SCP Grupo C (SCP)</span></div><div class="MsoNormal"><span class="swb">13-07-2012 – 6ª Prova Campeonato SCM TC1 (Até 1300cc)</span></div><div class="MsoNormal"><span class="swb">20-07-2012 – 5ª Prova Campeonato SCM GT’s – Duplas</span></div><div class="MsoNormal"><span class="swb">27-07-2012 – 6ª Prova Campeonato SCM TC2 (Acima 1300cc)</span></div><div class="MsoNormal"><span class="swb">29-09-2012 – 5ª Prova Campeonato Resistências Interclubes KCM/SCM/SCP LMP In Line (SCM)</span></div><div class="MsoNormal"><span class="swb">27-10-2012 – 6ª Prova Campeonato Resistências Interclubes KCM/SCM/SCP LMP In Line (KCM)</span></div><div class="MsoNormal"><span class="swb">24-11-2012 – Finalíssima Campeonato Resistências Interclubes KCM/SCM/SCP LMP In Line (Local a designar)</span></div></div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-65023618409825397212012-03-11T15:12:00.004-07:002012-03-11T15:13:49.445-07:00Classificação Campeonato LMP 2012<img alt="" height="285" 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Bnpmdc2zrq2cdaMxs9e1zhrRuPMGU3XX9t4/bU3XH/tDTOvveH6a2+4/s/mfObPZn/6f5/9qT/97Kf/dNZn/vRz827+3Dz5vYR0hHS8uqSj2eKPxYNYIoglynKL/poMgmtisVQ8nozFUormicUCobiSiRjJME0sxRLxWCwR8IBUMhFLxGNxccVi8ViQjAepWOyaeDwVj/9JLPa/xeP/Kh5PxePxeCyIBbF4kAyCVBCkYkEsFsQSsXgsSCXjFO14MhYrD0XFUnRbECTiQSIRS8SDJAnGSbHCWFVQ+Z+T4jaWDIJr4rFUPJaKBzRG9q/i8Zb0DS3pG2zWiKLSA1WdJuPlgbbKUFeQigXJIIgHQSwWxGLl7IrFYvGy+p28kkF5TC0ZCDk6KXVSlaE05ZEgOVWJuaWpQ6/aqpBnOIowKw9oxmMxIZWNMYzHglgsmDvXINQnByKTQZwKPRFLJGJxtZYmYolELJmMJ5PxZEK9JsVTIhZPxmlAIZ6MJ/jiABOJWCIRL/9PPK6M0pqu+NRrSiDKFbddcR7amBLhZPlKJNRrMsBkUr3oznLM43FLHCo3xOKxRDLWfGNj840GiV6CdLyKLkjHKUA64ro6rlDp+B/Xf/Wb99+38f71G3vXb+xdv/H+9RvvX//N++/75v1f/caGdd/YsO6b96/b2PvV//vrX93Y+9VNves23f8fNm74v/7j1/79A1/99w/e9x++seG+vo3f/H8e/sv/8t2tz+x5+m8P7P/p0N/94h/+/oXhnxdPHP/VP54Y+ccTvy6+8D9+dfJ/vvjLV0+9+NpLL73+61+PvvTS67/+9f/69Uv/659e+v9O//p//dOp10d+NXrq5Ogv//E3J18Y/eU/0vXar4r0yysvDP+Pnx/79U+Pjgz93akfH3zxv+079dx/PbX/mZf2PfPSvmdG9j0z8tx//fXB/b/+8XMjh/a/9OPnfvl3h176yeGXn//7/3n82Msv/PyfXvjFSy/8YuSFY786/tOTz//3f/z7wy/85McnjhwY/tvnjh185u/37frvg//lb3dt+393Pvbjp7YefHLLgSe3HNz12MHd2w/8zfYDf/Pd//Y3392/e/u+XY89+9T/z955BrWVpQlbYGx3T08Htw2KBGODyVkSQgihRM4555xFzjmDyBJCWUI5gALBgAM4AU647Xa726l7enZmZ2d3woZvt5Pt78e1MR125td2V0351FOqc6/OvTrnLVXd8/C+QA9vopNFa2UMN04P1E30VY91VQ63lQ40F/Y25HbUZjVWZnTWF3bWF/4g4D/ayrx+tB8+mEIB0hFANuMnfrL+Or3zcucEes2r5OrBxA7I+BBo//DlpvBHW5OD2QZj0Mv994/zBi+V4BDoZfr4FcYHMDJ+zYGZgUAmLwcbmXw/jwQMBjbxr7a1xkZHjYyPGhm9DQK9BQL9an8/9zqARsbGoEMYHz+Mz/fEBrjZ/qIOGxu/vCPo6CHQ20aHjIwOg4xMgDOHTUBvmxi9fcjo6CGjI8Ygk0NGrzZ/JkDOxQRYj5GxkfEh41d59lfLNwYAst4mxkZHjY2OHDI6ctjI5DDIxAR02Bh05BDo7Vd5CWNgVodBJodBRw6DjhiDDh1IUJiYGB0C2M9RHAy+yaGf+Ibs28jrjATo5ebe5ICuAIE1AXb/xsB2dj99ATpk/DJWxkZGxgf26MbGRkZGRsbGxkbGRuYW8J98Pnq4O3q4O3p6Onp5OSGRTiiUk7e3Mwbj7OPrgsW7+fi5oX2cvZBO3mgPEt43LIiSlhhbWpCTnZYQEuiPwyG9fVzRGBcPTwdXF3snR1snR1tnpzPOTmfcXB08PZyRSGc02hmDcfP2dkOhXJBerl6eLl6eLm6eTh5IFw9PZ1c3B1cXe1cXe3c3Rzc3RxdXexdXe2cXO2cXOycnW3dXB6S7ky/aIyqQmBEVnhMTkx0bkxARERwYhCf4+/p6B1GISbFRyfExoWGB0bERDfXVLc11efmZcQkRgSH+aIyLl7sd2dcrLTI4Kz4yJiKQ4O/thXT18nRBozxweB9yKDksIjgkLDAgiEQg4nB+3hgfTy8vJw8PB3d3eyAmXl5OSKQzgJeXC9YXHRhECg8LCgmm+PtivD3dkM6OeEeHYJRHHM47heBbmRBdmRD9k6F+8eIFztsL5+0VQMAFEv0o/r5kPJbg6+2DdEe6Obk72bk72Xm5Onq5OqLcnVHuzmgPF7SXmzfawwfjhfH2RCHdPD2cXZztHB1sHM+cBnCwPWVvYw307W2s7W2sz5yycnW083BxdHW0s7exPmWJsICBLeGQU5YIm5MWp63MrS3gFjCwBQxshYCeskQAZ6wQUEs4xAoBtbaAn7SEW5hDYVBTAAQcbGkBM0dAEDAzBMTUHGoGXGsBA8PBJ6CmH0JOHIOZHYeDTwCH4OMfmH34PtT0QzPT4xCwKYCZ6XHTEx8CmJkeB5udADAzPb7/1onjx45/+MGJ48eA/onjx04c/+DE8fdNTxwDBu+f3x9/4vgxZyeHH8dZKJoSiqZ4/LE51sDUTPvYRMPQKHVwpHJotGxkvIw2WTE6UTY8VjRIyx8Yze0fyekbzu4bzukbzukfye0dyt6nZyi5byS1fzQNoG8ktXc4pWcouXswbZ+ugdSugdTO/pSOvqSOvsSOvsTO/iSAjr7E9t6E9t6E/ZNdA8ndgyndgyldA8nAhT+msy+tsy+toze1sy+tqz/9x3QPZBwg/eBkeobS/za9wxkHDzv7Uzr7Uzr7X37oj2nvSenoTR2bKhubKvsbG+xfXHt+Bq36xefwM6zxjTq+bm/U8Q3/GPxddawpyq8tLvgBNcV5NcW5NcU5NcXZANXFmTUlWfWl2fUlmbVFGdUFGVX5GZUFmZX5mbUlBa21VX0dzZPD/fw5ukIsXFBIDQvqFZ123aC/sKTfXFm+sn52+/zGza2Ld65cvrez/WB3++GNnYe3dh7vXX90e/fRrZ3HN7cfXr/6eOfKo+1Lj3cuP9q+/HjnypPdK092rzzeufz4ytajrfOfnV97sLb8ybLuE63mU536M536U536U536gUHzYHnh0xXtZ2u6T1a1D9Z098+tfra58fjqxUfbmw93L316/fInu5c/3t38aOf8nWsbe5fP7m0t376gv7G2sL0sv6YVbCkYFyXTm5LpC/NT58VT56RT5+QzGwr6upy+pmCcVdCXZdNLkknD/JhOMLLA7Veyu6Wz7aLpRv54DXu4gtFXPNmRO9qa3d+YM9xSMNxS8IOAAxv9A6mA180Y9KqADbTvjUbGxibfr9Yz2uflACD3cqCm1+QV33OzA/1Dxq/N7hDwM3pjE2NjE+CGwFfC+ID7/UAFjYzeNjI+CgIKgV/KohHI2Ogt0KG3QCZvgUzeAhkffl0kDDIBHToMeqlShw+wP08g3QGkN4xBRw4dOjBVEMgEZGRiZGQCOnQUdPgw6MgR0NEjoKMmoCMmoLdMQG8Zg97yw+D9MPiDQd4vdT5sBDr8qqb6JYeMgFSSiZGRCeiwCegdE9CHR0DvHAWBjoBAR41fJVWMQUCBIujl2o2MjIyNjEyMjY4cMj5yyPiQsRGgjUaHXlr80UOgo0bGRocOgQ4bg44YG71lBHrLCPQ2CPT2y9ps0FEQ6CgI9BYI9BbI+G2QydtGR17WQhuBjgAF2KCXY44aGQGdI0ZGR1+VTL9UbyPQYWMjExDokNHrzAnwXTr0soTb6KiR0VtGRkcAT38VSSAFd9TY+Kix8ZFX9d7AMl9He/+LZPyylvtVugl0EgH5yecjnoAC8CeiyAEYSiAmMBgbEuYXGoEPjfSLiCGGhOMpAdjQUFJOZkpVeVFna80ErXdkqK24OD02LiAk3DcgBEOkIPEETyzOFYtz9fF18fF18fVz8yd6kSgoShA6MAQTEOxDDvAmUbyJZLQ/EYknIQkUNIGCxhE8ff3ccXgPf38vP7wnDu+B9XPz8XPD+rlhcW5EvCeFgAoP9MtPiq7Py2gpyG0qKqjMzc1MTYmMjoqICMlITaKWFVeVFecXZFdVlzNnp4U85vBgW2N9SXZmVGgQOpTkVZAU2lGe3UHNz8+KDQ/DkyjeJBI6IMA3MiYwNTcppygjIy8lNSM2LikkMpocHIojU9D+/p54vCeBgCQSUUQiikRCk0hoAgFJofiER5BS0qIzM+OT4sPIeDQe5UpAuUWgPFJIuMKwgIro4I7s5I7s5P9tN0Ly8ST5eIYSsREUvzCSb7A/JtAPTcZ6+aJcUB72Xm5nkO52aE8Hby9HtKeDD8rZz8fdz8fd39cTj/XAYdx8UM4oD3tPV1tXRzsXhzPO9rbO9rZOdjYuDmfcnR2c7GwAmfR0c8Sg3JEezs4ONrbWlqcsEdYWcJuTFnanT9qdPmlz0sLaAm5tAT9liThzygo4c9rKHNBIW2tLW2vL01bmJ81hVgjoSXMYcB4YYIWAAsIJYAmHWMDA5lAzSzjkpDnspDkM8Ek4+IQ51MwcAbMwhyPgUAQcCodBYFAwFGIGh0GAM/sAb8GgYCgEDAVDYBAIDAqGwyBQyEt3tTCHWVoggFvBYZB9gGHubi4/jvPuDf3uDf21Xc3W1fmNTebKuXHtao9mqWNxud1wtmN5vXNprd2w1qZbbV5crtcYajQGqtpQpTZULSxXLyxXa5aomiWq2lCl0Tdq9I0LhqbFpWagr9Y1qLT1Kn2lUleh0JYrtOXyxTLZQqlsoVS2UCzVFEo1hbKFIvlisWyhCECqKZQvFgMotCUKbYlSVypfLJYvlu0D3AdAtlCi0JbJF0sBFNoy4BDoKHXlKn3FPsA0lLoKpa5Cpa8EUBuqgNfXC1mi7veBkUpdpXyhQqYply9UAJ195AsVisVKmaZcoikTa8olmirt2Vbt2da/scH+xbXnZ9CqX3wOP8Ma36jj6/ZGHd/wj8HfVce60sL6soMU1ZUW1pUW1Jbk15bk1ZS8tsea4uzakqy60sza4syaogxqQXplQXpFXjq1IKuuNL+1tqKvrZHW1zVDG2bTpwQsppjHUQj5apFgUTJvUMjOalTndIuby4btc+s3L27sXTp/5+rmvZ0rn9zY/vTGzsPrO4+u7zzavfpo9+rj69ee3Nh+enMH4PNbu7+5vv3FzpWn1y49vnTxyea5pxc2Pr+4/puLG4+21h9trT+6tPHo8sajK+ceX7vw+Nr5RzsXnmxf+eL69pe3dr7Y2/18b+fp3u6TvZ2He9c+u33l05uXHuxevL997t7ls3c3l26f095cle/oBNcWuDsa7jUV+9oC96qWd1nP39LzN3X8izr+BS333CJ7XTN3VslYlk7p50cXBANqbq+M2SaaauCPVbOHyhi9BZOdeSOtebT2Qlr7D7OOXV0dXV0dnZ3tnZ3tQL+rq6O7u7O7u7O3u6e3u6enq7u7s6v7Zevt6ekDzv+Y7t6evr6+wcHBkeHBidGRydGhydGh6ZGhSdowwPjYKG10mDYyShsZHR0dHR0ZGh0eGRkaHhoYHOwfGOjr7+8d6Ovp7+0b7u0bGhgcHRkdm5ianJ6enKFPTM+MT06Oj4/TaLSRkZEhgOHhweHhQVo/bbRvdKR/dLhvZLhvZKR/eHhwZHSYNjQyODw6NEgbGqKNDo3ThifGBifHhqbGx8ZGR0eHabSRiYmxqamJmenJmenJ6amJ6THx9Jhoepw3PcGeHJ+ZnBibnBidnBgZmRwfHqMN0UZHaKMjI0OjI0PDQwOjg309g2O9Q+O9Q6P9w0ODtIFhWu8wrXt4rJPLYXE5rINBRrk6oFwd3OxsXM6cdjxjbWdjZXva8vQpi1OnEVbW0FOWCDsrcydbc083SwzaAoe1IPie9MfY+Hidcneysrcxt7ZCWJpbWFpYnrQyt7aEWVtAT1vCz5xEOJ4293C0RrvZYD1tcKjTOJSNj8cpb1crTweEhx3C097cwdHG7oy1o91JV4fTXs42GDd7Xw97vIeDP9qOiHGg+DoH41xD/NxC/DxC8Z5h/l4hBNcQgmsYwTXU3yWM4BpBco8me8YGIBMCMLEkVCQBFUnERBIxEWRsKBEbhPcO8kMG4VFBeFQg3puI9fJFuWG8XLy9XDxd7T1d7FBu9ni0axAeFU7wjiB4B/shSVh3P7SzH9rZ39uVgvWIIPokBPsnh5ETQ4hRZN9gPIqC9SD6uOO8nTFIRwzSEe1h5+1+Bu1h5+lq6+Z02s3hlKfjaV9PRzLWIzky4CefjwQSikBCEUhIIhlFDvCmBGICgnwCg7FBodigMGxoBD4swj8o2Dc0lJCbm9rV3jA83MliTbBYY20d1Jz8uMg4/5BILDnYi0D2xBPdcf6uAH4ENwLZkxyIJAd6UYKQAcHe5EAUKQBJCkASyJ7+RC9SoDcp0NuP6IkjeOAJnv4ET7y/Bw7vjvVzw+LdsH5uvn5uJIIXxd8rjITJiAwqS4yuS0usSU0uTU1OS4iPiIiIig7NSE0oK8ytLCssLSuob6pm0CfEwjnG9EBnW0V2SnAUxSMt3KciI7ytLI2aHx8XQwgMRFGC0GQKOiDAJzKWkpqbkFWUnlWQkpodm5ASGhHtHxruSwlAEUleRBISgED0IpKQ/gRPMgVNpqAjIgkJSSGxcQEkItLb4wzW/Qzew57i7RpFRCcFYVODcRWp4RWp4f/bbsTpFMLpFMLL8TTa5Qza5YyX42kPe2u3M1ZOthZ2p+FnTsFsraG21lC703C703B7G4SzvdU+jmcsHGzN7W0QdqfhgMsB+gcAKCLge7bWlva2J+1tT9qctDhpDrOEQ15nFM1hQNZx/8x+yhE4CQwArtpPTgJaaImAAc4GOKGlBQIBh+4LoTkCBqgdBGwKhZgBXmf+6hJg2L46/sAAgbcgYDMoGLJvj4A6miMgVpYIC3M4MHj/WuD+CDjUw931x3G+fFVw+apg8xL7/ObU2vmh5fUO3Wq9ZqlKbaheXG7SrTbrVpt0q02Ly/ULS7UaQ41KX6nSV6gNlSp9hWapSm2ofMlSMYBmuUS9VKwyFKkMRUp9IWBfgDruI1/8nn39WMaU2irgVaWjKrVVwFX71rffB/RyH6WuFEClL1Ppy9SG8n1U+jKVvvygNO6rI8C+MQLSCAAMUGjLZQtlB2d4kJfnF8pkC6UyTaVupU230vY3Nti/uPb8DFr1i8/hZ1jjG3V83d6o4xv+Mfi76lhfWXSQusqiuorCuoriuoqS2vLimrLC6tJ8AGpJHrU0l1qaTS3NppZkU0uyqcXZVUXZ1KIcalFOTUlufUVRW11VV1N9X1vLcHcnbaB3eniQOTbKnhzn06el7Dkln6uTis9qVBv6hYvL+q31lasXNna3Nm9dvnz70qW7V67du3bl4+2rn97YfXjrxsNbNx7fvvX0zt6TO7c//+jm070bT27feHzz+uMbO09v7Dy5vv359Z2nN7ef3Lj29Mb205vbT2/tPLm18/T2zpO93Sd7tz//aO+Lu3c+v7v39O7tJ3dvP/no1qM71x/vXX94a/uzG1ce7Gzdv3rh3qX12+cN189qtpfk23rptk56TSvZ1suuLcsvr8gvrcg3l+UXl2Xnl8QbetGaVrCq4RgUTK10WiMaU/CGJMwe4XQbd6yRPVI7O1A53VtG6ygZ7yof7yr/QcAZDAaDwaC/aoxXbXZ2lsmYZTJm52aZDMZrZmfnmLMc5ixnjskFXueY3FkGm0Fnzc4xWRw2l8sV8LkSoUAm4iuEfIWQJxXxAcTzQvG8cF4omheK+Hw+71XjcvkcDo/F4gDMsvizLD6bIxCKxFK5TKGQqTVypUoqkynEYqlQOM/nC/fh8QQ8HoPPn+VyAJg8LpvP5Ql4fD6fLxAI+HyhQCASCaXzIrlQqBCJlPMi+bxILhbKZRKlUqLSyNUamUojU0lVMolSKlXJpCqJTCGWyuel8nmJTCQRKUQCyTxPJObxJFyWhEOXsCelrDEWj8bhj/F4YyLeuJQ3qeBOKjmTavbk4sLc4sLcwSATfVyIPi5+KEcfTzuUu42n22l311OuLtaOTjaOjmfc7K08Ha1Qridx3raBBOcIol0U2TWU6BWA8/D1cvZ0sne2t7G3PXXG1tre1tbutO0Z61P2p6wdbCxc7OFINzgOY07wOUPGelB8PYkYVz+Uo6+XPQ5p74eyR6FcUJ4OSM8zaM8zOLQ9wceBiLEL9HUIxrqE+blHENwjie5xFI/4APeEQLfEIPfUYGRaCCotBJUajEwNRmaGoHPCffIifQsicblhPlmhPtlh2MwwXFqIb0qQT0IAJo6MjKegkoIwcYE+kSR0CN4rwNeDjHXz93YmYpwDsK4RBGRikE9KsE9SgHc0wSvMzz0M7x7m7x5OcI8lI1NDsPmx5LLkkOKEwKxwfDwZFUX0CMO7Bfq6kLFOZKwTCetMwroSMK44lBPGw87b3RbnZR+Ec08IxhUk/bTPBAZjAoMx5ABvcoA3iYIGIAd4kwPR5EAUJcg7KMQ3KAQXGIjLyUnq729nc5kSuVCqEE3ODDW2VmTmxoVF4YNCseQAbwIJ6U/08id64QmeeIInoKNEMurlPb+njkhigDcpEONHRuFJSDwJiSd4+eE9ff3cfXBuPq8Sj0R/L4qfVyjBOyWEVBQVXB4VUhkbURQfnRARHh4WEhEZnJwQk5eZWlFaUEUtrWukjo0NSqU8Ln+6s6UqI46UHITOjyeVZ4aXZ0elxZACKSgyBUUJxFAomOBgfExsaHpuclZhZnZRVmp2fGxicEQMKSTMLzDIh0xBkcheZAoyIBAdEIgmkb0oAShKACo0FBceToiIIhGJKB9vZ7SbLc7NjuThSPR2Csa5RhK8EgIwJSnhJSn/qzoCFsH6cAkAACAASURBVAfo2b627QOIHyBsgNpZWcAsLWAW5lBzBGT/FcAcAYHDzBBw8MGTFjCoBQxqhYBaIsDWljArBNQcCoGDzQCXM0fAAMEDVM0cBgHmYwEDIyCmcPAJBMQU+FxLOMQcagbkD4HJWMIhCBgYCjGDgE1hUDCQMDwohAfVcd8egTEH5NAUUL6D3gi8CwGbHlRHKMQMBjWDw8wszCHmCMgPUpT7lyPg0J/MOq6dH147P7x6rn9lo9uw1qZdadAsVasNVWo9VWOo20etr1XpalS6GpWuWqmtAqRuH6W2SqWrU+nqlNrafRSLNYrFmn0P/J5xLZbKtYUAssWC/f5BlPpilaFEZShR6ov3P0itrz74ucBH79vmjweo9dUALxV0sRJgfwnAuxpDjcZQc7Czf5VisUq+AECVaajyBap8oUqqrpAvVCkWqfKFKpmmUqaplC2USzWlUnWVdrldu9z+NzbYv7j2/Axa9YvP4WdY4xt1fN3eqOMb/jH4++pILWyoLm6sLmmgFjdUF9dXFdVTi+sqixuoZfVVpXWVJbXlxbVlxTWlhTWlhdSS/Ory/Oqy/OqyfGpJbm1pfk1Jfl1ZYXVxLrUou6Ykh1qcXVOa11BR3FhV1lxd2VFf293U0N/WQuvtnhzsnx0b5dGn5TyORirRKuTL2oWNJcPF1bNbZ9eurG9sn7u4feHczUubty5tfby7c//67sO9248+uvPw7p3H9/aefHznyccfPbl75/HdO08+2nt8Z+/xndtPbt94fOv6k1s3Ht/cfXRj5/Gt649u7j66ufvp3q1Pb914tHfr4e0bD2/uPry189mt7c9uXHt4ffuz3WsPdi7fv7Z57/L5OxfP3tpYur6qvaZXXtMrtw2qawbV9orm6urC5dWFS2cXL65qNpdVF5YUGwbZWe38soa/pODoZEyNZFrBp0mYffMzncKpVt5449xILWOQOt1XRR+opQ/U/iDg9B+1fXsE1HF2do4+M0efmWPQWXQGkzE7N8vgMGe5c0zePrMMDoPOnmWymHNsNpst4HMlQp5UyFMIeQfUUQioo1DAEwp4fD53XxrZbC6bzWXN8QD21VEgnJdKpXK5VKmUKxUSqVQuEokFAhGPJwCkkcvlc7n8Wb6QKRAxuYJZjoDJFsxxhByOmMeT8gVsvoAt4LOFAs48nyMRcGV8jlzAFYiEAhFfKOJKxHyljKdR8BYV3EUFW6PgahRcrZKnU/AMCr5ewtWJ2IuCOY2oXyXo1gjaFwQti4I6raDSIKpYma+4zkm4zYv7SBj+iYj8SIz9QubxW5nj7xRn/ns58r+XIw8GOYTgFkJwI/s6ErEO/hh7X7QdBnXGG3UGiTyDRJ7x8bDx9XTCobxIfqjKQnxn1ZnGEsvidKvkcNMQv/fwnu/4uLyLdv4A6fihp8sHLi6/dnZ638XJzNkB5uZ00svNxgfliPd1Ifm7kgnuBD83P6wLBu3o6+NC8keHENEBfp7+Pi5+aGeCtyvR2yUI6xHk6xbu6xWBQ0bh0bFE7zgiKpGCTglGp4agsoJ8s4NxADkhfvkh+KJwYnEEqSQaVxjhUxCOKQjH5Ef45oVjs8Ow6UHo5EDP5ABkWrB3agg2PgAdRfQKx3uE4N2DcK6hePdIomd8IDopCJMYgIone0X5u0X4uUQR3KNJ7rFk94QAr6xQTGk8qTotqDyJnBPhm0jxiiG4R+BdQ/2cQ/ycQvycgvHOQX4eFF93f4wzDuWAQ9oH+DjHkVFZUcTKzJiffD6GR+HDo/Ah4b7BYb7BobiAIB8iGU0goUhkNImMIpFRJAqaHIChBPompUT29reI5bIFvU6t07D4c10DbZV1xYmp4cFh+KAQfEAQjhyAJZIxRDKGQPImkjEkig/QJ1EwlECfgCBsYDA2MBhLIvuSAnCEQJwf2QdHwuCJGDwe7eeH8sUhsTgvDM7L288L6+tFwKHJvqhgvHdSkH9uCLkomFwaEZITFhJOJgSS/QODiDGRoZkpCdWVJdU15cVl+cPDvRKZkMGeaqgtzYoPyoulFCcH5ycGxoZjg8koEgEZGOQbFkEKD6fERIYkJMakZafmlRTkluSmZCZFJ4aGR5MiIonh4cTQUL+QUGxomG94hF94hF9YOC48wi8yyj8ighAZSaEE+uJwnhi0Cx7lSkS6hmCQ0TivRAIqLQCbG0qoTYupTfvpUL948QICgUAgECgUCoPBYDAYHA4HOggY3AIGt4QjLOEICxgcAYHCwRBzKAwBh8PNETAEHAKDAkDhMLg5ApAowMf2RQ4Bh8IgUAgY+AVFM3MEGAEHw6BgsKkZ2OwEFGIGXIWAQwG1A3wPSAwevJUFAmYJhwHOCQebWcCglnCYJRwGh0IhEAgYDIZAIMC0Ia8aFArdX8vrkxCzfTmEQcGAUv5AHb+fdQRDwVAoGAIFg6EQMwQcgoCDzRFgGNTsB6p58NDVxenHcV5YqgfQGOpeyWGtUlur0FYpdeVKXTlQ+anQviwW3S89PXh4IA1Y/qNhpT9GsVjxWro0lYCbAR3FIlWprVYsUhWLVLW+VqmtVmqrgYrT/Qzn6xrUV2nJfZXdt76DvBpTsV/RCixt/56apar9DCrQBw5V+peltorFfekt3y+IlS2UyBZKgBXJFoplmiK5ply33KpbflOw+stP4/96jW/U8XV7o45v+Mfg76pjU3Vxc01JS21ZTVleU3VpI7W0qbqsqaZ8cqRvZmywr6O5r6NlZnSos7FutLe7r72luqxwfKh3bKCHPjo42N4y1NE6OdBLpw02Ukv7OxpnxvpqK/KHuls6m+p6WpuGuju6mxtnx2kDHW3MiTExh8WZmZLxuYYFtUwklAh4Sxr11tr69ubm6qJ2++LF65c3b1659PH1nXu72w/v3H50986j+3effPrx00/ufXzz+pcPH/zTo88+v//xl59+8uTe3cd3P/riwb3Hd/c+v3fni48/evLR3sfbV598dPvJndv3b+48vHPzyZ1be1vn72xu7G2u7W2t7W2u721u7G2u37p49sb5lRvnlq5vGK6f1e2uLG4b1DtLmp3Vxe3Vxe013bV1/bWNpSvnDJvr2kuri1srmnNLirM6yfKCaEXJ00qZ6vlpBXdUOtsnmekSTrbyxhtZo3Wzg9WzA9XMoXrmUP0PAs6YoTNm6LN0BsDBPp1OZzCYQEaRPsOiM1gz9DnG7ByDztrPNwIwZzmzDPbs7ByLxeGyOXweRyzgSkV8+TxfKuRKRUIA8bxQJOSLhHyRkMvjs7hcPpvNZbE4c3PsOeb31ZHNY3MEfIFIIpHJJFKZVCyTioHLBXwuj8vm8zg8LhsoDWWz5zkcMYct4LC4fDZLwGbOs5li7qyAL+bzhQIuR8xlSrhTCu64mjOq4Y0oef0aft+ioMcg6l6TdJ6TtV6UNW3KG+/Is+7K0+6r4j9Vh3ymwj1UezzWOD7R2PyH5OR/SC3/U2L+/ySw/5GCv5aBv5F++LXk/W9lR55Jjz4Tv/VM/KsXwnefC99/Ljj2nH/8+Vnk87Pf+/+Z0UGo6CBUCNEtiOAa6O9KwrkQsM7+Pk44jCPOx47gbUv0cQnwRwUFnhYLXf/rT6f+68+//q9/f/+r/4L+6+/BDz56f3PjkFwImhwGtdSDSgtAGcmg6BAQxQ+ER4P8vUFkX1Cw36Fw/7ejyB9Ekk4E406Q0CfIPhbhJIdYsnl8wKkIwqkQP1sC6jQF7RCMdYv0Q0UTnaOJrtEE91iSVwIZlRLkkx7mmxGOywnzywnzyw3H54bj88Lw+eH+xdHkkhhKcYx/YZRfQSSuINq/KJZYEO2fF+mXFeqTFuydFuydHuabGuabEOwTQ/GOIKLCCMhgvGcYERVJwcSH+CWE4GIDMZEkZDjBM5zgGUVGxgSgYgKQ8UGozHBsaVJgVUZYaUpgVqRfQgA6mugV7u8R5u8e5u8W5u8WTnAP8XcL8HMjYl38Mc4EH6cwf/fUEJ+CeAo1+6d9Jj6BFJ9AiksgxCUQQ8OwkVH+QUG+FAqOEoBNTY8sLEqNjw+OiwsqKEhLS46anhgQK5XalaVzmxeViyoWf65vuKexpbqqtjg7LyEqhlxWnpWdkxAeScopSA2JJueXZsclRmZkJ6Znx2XkxFVU55XXFCakRZXkZxYXZ0bEkElh2Njk0LyC1OzUhPjwoLy81IKc9MKczOSMpMKs9NK8rKz0+JrMtPqy/Oy4sOaYJFp1Q3NmQWFGak5OSnxoXF1lTQu1mj5OGxzpHRzokjBmzy/r5xXMkaHGempGa2txaWZ0VgIlMRyTEOIdEU9JyIhMzE/IyEwuTknPKi2mVteXtDVQq8uyyrKyczLSC3LzczNy8qPyc6Jz8+MLc2JyC+Jyc+OKshPK8hMr8+JK81KzM5JzogJySd75FJ8yCraRjOkgoWlY1xm0K9fTVeTmqvfH6/3x/9tu5KA+7Wf/AGfzRiO90UhHBzu7MzbeaOQpaytPDzd7O1tzBAyN8kIhPX0waEcHOxdnR18sxt3NxRwB88GgXZwdT1pZYLxRp0+dxPp4W1udRHp6ebi7nrG19sWifbEYa6uTDnb23t4oOByKgEMdHeww3ig3Nxcbm1NoNNIXi/HFYtAoL280EuON8vJ098GgfTBo65OWJ60sfDBoD3dXF2dHbzTS0gLhjfayOW2FRnt4eLpgfJB2tnZYlC/WE+vlYOfl6uLjjbE+aW4OOw4Df2AGNTsBRZyEHENArcAIUzDC1BR+DHLCGnHCHA45BoEhjlsesz5xEg4zMwefsDIzg0A/hIHNEMdPwswsoWAw1AwBBZ+BmluaIiBwGBQKMYNA4RAoHAKFQmCmcMhxC1OwxXFzhBkCBoO6ODv+OM4aQ5XGUKXSV6oMVRxJruJVEk+2UDXNzphkJc+JMnnSYho9jSUqnuXnc2U5ImXZGD1zkpkzNpvClxeOzyaPTCeNz6bJF1vGGVl0dqZEWT0+lS+S1NOZ6Sxh9vh01iwnb06QMU5PHJ/JmJdXTTKyaTOZUm2JeKGAKcwaY6TR6GkCeSWNnjo2kzMxkzk9lz5Jzx2jZ05yssaZpROz+dLFKqmmbpyRyxTkzfILJmZzZbqyGVbFLK94nJE9zsidmsuTqGsn5zKm5tLp7ByWiDo+WyhS1cn1VSpdmVpbptIWKXQlCk2zTEtVGErkSxUKQ61qqUa5VKrRNy4YalQrhYrlUtVSi1rXpNXVKJcqF/RV6sUypb5MYqDO66sky6UyfYVcU69Rt6jVLQpNjUpfqtQVaDRlqoUyxWKxXFuuXW/Vrr9Rx19+Gv/Xa3yjjq/bG3V8wz8Gf1cdm2vKWmrLW+sqqopzW2oqWuuqWmurVnQqDnNqjj4uFXHpU7Tr25cH+7pkYsHO1a2pseGH9+9Ojg4tazXnV5fmeWydRjE3MykWcFQy0WBv+4X1JT6Lcfv6Nn1ynM2Ynhkb2b282dncIBVwtzbOntUtaJUyxtTYrevXRof6+Gzm7pXLH928cWtn++rW5ke727evXbm7s31vd+ezO7dvbV+5c2Pnt08f/eE3n3/56LOnD+5/fPP6Pz998ofPnzy4ffP+zet//O0X9/du/P7zx3/4zdMvH3/68N6df/ny81vblz/Zu/mHLx7fv7mze2F9a2lx06DeXNZsLS9srSxurSxsrmguLqsvLqm3ltWXl9WXlzWXlzVXVheurmmvrGuvntNdPae/umG4cn5p67z+yrpua21hY1lx1iBb1omXVQK9lK0R0uXsMQlzaJ7eJ5ju4o61sUda2CNNrOFGNq2VTfvh85I5Q2fO0OfoDBZj9gfQ6fSZGQaDzpplcOgzLDqDPUOfo78qW52bY++XmL7Uvzk2m83lsjkCPneezzmgjvMAr9SRKxJy+QI2oI5zc2xARF+rI5vHYvPZHAGfL5yfl0jFEtm8WDYvnhdxBXwWnzfH5czyuEwelwkUqUpYEwruuIIzouL2qtltC5x6LbfGwK/eYsVfZsdeY4fuckh3eLj7QtRDkedTsccf50/+SXzyr1Lz/yeH/rfs2NfSd7+Vvf1MduR/ZCe+kn74jezYM+m7L2TvvhC/9WL+yAvhoWcyk2cyk+cy4xdS4+fzoBfilzyTg57JQc+Uxs/Vxt8pQd8pQd8oQd8oQc83XJ5vfK/qLDXGPzXGPyYEExGICqMgg4legf6eFD8PIs6D6OcSgHMI8vcM8PeJCkd2tZj+v392+u7f3/v633/19V/e++Yvpt/8xeKrP5366k8uX/3Z57/+1f/Pv/P/4xfk3z0KfnIv5N4ueeci5uKKy6raZlFkJWHB58bAwx3HWqjvlOe+V5ZjWpZ5oiDFNCXqeGTA8VCiWTgREkGCRRDhUaRTcQEO8YEuCYHuycGo9DBMViQuJxqfF43Lj/EriMUXxOILY/CFsfiSeGJpAqk4nlIYSyqMIRbFkYF+fjQhJ8IvI8w3K8IvO5qQHklICsPHBuGiKD4RFEwY2TsiwCc6GJcQTowP9Y8JwkWQvMNJ6AgyOpKCjgnCRAeiY4PQ6eG4kqSgyszwktSgjEh8XIB3FAkVQURGkFGRFFQkBRVJRoaTPIMJngF4DzLOPcDPLZqMzIjAFSUHVefF/eTzMTs/Njs/NqcwNrcoLjE1OCMnOjk9MiY+jFpburKmpTPHNy+vNzRSr21vpWckXbl68cbe7Y3z63/59z/fvL17dWfr9t62WiORyNgS2ZxUzuJxJ1ZXFN3d9de2Nxhzowt6SQW1gC9isDjjChXv4sXl9XW9XCZSrmukC/NM3lRCdmxjT518QXz5xuWGjvqVyyvKs5qdOzuL61rD8uIUnXb+rP7qskHMZ4m5jPtXLwvZc48/fTA5PaZdXsyozL+8fV7AoD26c3NFq925trv98b0nf/yXtaW1C8tnP7myc0GtHRzszy/Jz8hNr6ooqqgs6GispFErGrpqqtqpfZ3NzeOdo4Njg50d7a2Vbe0VjU2lXQ3lgw2ltLriidri6bqimdrCWWqhsKJEWVKszs+7EJtwjkhcQruddbA/b269DbbeOWF15bj5JbDV1eMWOx9Y7Lxr8am1+6fW7v/bbuRgcu9gwq2muio3Jys3J6ustDguNnpeJMD6eNdUVwn4XAqZePHCuaTE+MGBvolxWmlJUTW1Mi83mzY6HBUZ3lBfm5mRpl3U5OVmT02On7GxnZqY7OxoKyzI6e3p6O/r6evpbairj4wMHxsbhULMCP5+oyNDPC47IiJsemqip7uTy2H1dHdy2HOREWHFRQV8Hqeyoqy9rWVyYiwqMrypsT41JYk1N2thDh/o7Q8ih0yOTyfGJzLp9AZqpZzHjQ8OLi4tmeMxS6oL3ZDOMBgMCkZAwAhTKMICArGAnIbBITA4BAb7AG4Gg5kdh8J+DYPBrCBmcIg5GGoLgVhC4B/CIB/AIMcgYAjYzAwMewcKfwsC+TUM/g4M+gHcDIIAm8HBplAzUyjEFAI5DoYcg0KPI8DHoabvIiDveLha/jjOGn2VRv9SHem8NIXupTrWtVBauuL6R9PrWkLH6cWJacghWlFnX0ZBGa6kLD49I6K8OqyjLzk9i5KZHTowmtfUllReHdwzlNo7mFBWSSwsCsjJJVdURtJna9PTCY1NqdSaqJw8fH1DYmYWobc/f3AsN6vQXaqp7x9Nr2mITkrDVtXGFJVTqHWxuXnESmpwSip2bKq8uSsxJSugoS2yoiYsLQs3zsirbyf1DxVl5gTKtNTyOvLoTF5uCSGrgFTdGF/fGpuZjxqm5XT3ZCcmo1q7k2e4RQp9tVJfqdLVKnRUub5CZiiTGQoVhhK1oVKjr1xYKlMaWtX6xgUDdWGlXGmoVhkaFg3VekO5eKVCvkxVL1GV2mqNvmlB37y40KDRV6uWi+X6XJmuVqrvFGobZYYqlbZOtVCvXKxR6eoMa92Gte6/scH+xbXnZ9CqX3wOP8Ma36jj6/ZGHd/wj8HfVcfW2oq2usr2empVYW5HfU1rTVV7XfXWxmpvZ0tXWxNjeuziudUFjXxxQSHgs7QLyp3Lm+dWlwZ7O69euiDksaanaBvry4yZCa1KPjk6VFtZtnnuLIsxzaJPb1/anJmgrS1pZSKeRi4uL8pb0WnGh/tHB3qqygqvbm0011P7u9vPLulWDVqFZP6j27dYUxPreq1SyNcrZPdv37ywtnJxffWLx599/vDBg7t7N65dvnJh4+NbN758/Nne9tWnn3z85dOHt3avPn30yT/95vGTh/fv37v9L//85Z3bu7d2rn5y59aXjz+9fvnCOYNmQ6/e0CnXdYo1reKsVn5WJ1/Xyzf0ig2dfEMr29AqNgyq80uq80uq88uqCyuqCyvqC8vqcyvqjVX1eYNyXS9f1UkNWrF+QaRX8HXzbA1vRs4el8yNChgD/OlezngXe6STS+vg0Fo5Yx2csY4fBHyWTp+l0+dmGXOzDPr0NGNmhsWcY8zQ52aZDAZjdpY5M82YZcwx6HN0+hyDMcdgMJmzbOYsm8XisNkcNovLZnE4bB57jseaY7NZHB6HK+DzxEKBiM+TzYskIoGUP6+cFwnnBTyJWCrizYvmWPMCEV/A4XLZLDabyWLPzrBmZ+ZYdBaTzWfOsVgsNpsh5tIFPLZUOLvAn1KL+DLRrFrYJ+fSpJwBJWdQw+1QCSt0vPpzzK5zgpoL3PoVacWWsPqmKOGKtOqaJP+ONPOuIumJJOp3Us8/KJ3/KHf4s8LqL1KrP8lO/6cM+t+KD7+SfvCNBPK1/N1n0qPPxEe/Uh76Sv72V5J3v5W+9Ux85Nn8W9+I3/5WduiF2PgbufF30iPPpSbPZKBv5UbfyA59JzV+LjV6Lj76XAr6Tgr6Tnr4G5nJVwrQ1yqjr2VvP193e77udjDIOalhOalhKbHk2HC/cAo6lIQOJaEC8O6BBG8yHhlKcg+noMMDSbGR5MwkxM2L5P/5o83X/2b+py9O//WfXP70hed//LPtX3536t9+4/zXfzrz1R9t/vyFzV9/6/A/f7L785e2//kvLv/6O8e//t75z//k8G9fOv31D16/e0z54+Owf/tD0B8epvzz05w//T7ij78lP7iedf1i2jlDzKqWoOD5celhMyOBY72owWZ8GxXVVOVUlY2pSHeuyHEuz7ArTnAqTUCVJruWpLiVpLkVJSELkrEFcaTcRGReQkBRUmBeQkBuQkBegl9Oon9uXHhhEiknFpcW6Rsf5hsT4hcZ7BMRiI0OxMeF+sRHkmLCybHh2PgA3zgKLiYQExnoFxniGxHkFRWATY0gFqeEVKZHlSSFpEXj40K8owPQURTf6CBMXLB3XLB3TBAmMggdEYAKJaODSKgQsldsEDIrgliaEl5XkPCTz8eG1tKG1tKGttKGtpLSqsyG1rKaxuKKmkKZar67v6O0sqizt43NZZ6/sN7S1rioVV+/ufvpZ/c//83jS5fO37x97dr2BbV63rAkb24pu3hRV1Ge1VhfsnZWrVLyFhZFizpxRVXeuQs6hYo3Mtq5sqwZpw3u3dptGeloaKm5urtZ1lTeMtiq1spli3KRQqQ0KLtGe1bOr3QNdy8saSQaSW9/x/mFxa2l5WWNYnVBNdjeNjM8Mj42qlxUdUwPn93Qz3Mmd69v8oT8+/ce3HvwyeMvP7+ytSXicXYunru0YpiYHO7obOzsbe7obh3v6ZsdHmD3944Mdw2M93JpQwLOtGKSzu/t5vXUibqrVX2Ni401usqypeLc1YxEXVzEYghFS/Jf9MEuunotOLiunbRfg59cgcM3zOBXP0Tces/89rsWN98zv/4B7OZ7sL334LffM3902vXR6Z/4wy1A+8GfikHAoaYnPkTAodNTE6dPnQSygkOD/bTR4bLS4rTU5Ilx2tBg/9TkONLLQ69bFPC54WEhqytLbq7OM9OTUIgZCunZ2FDX3tZCn5lqb2s5Y2Mrl8pkUvEpa4uM9OTgoICmhkYM2tvU9DiTyQCbnXB1cWprbS4qzB8bGy0tKXKwP9Pb02Vz2prHZYuEfGcnB/rM1M721ZDgwOGhAQjY1Pqk5Slrq9GRIQqZWFNX6Yp0bGyv8fH32rm11dhMXdDIhQK2vaNDbXP90saSk7sjAgZBmJkhzMygEDMozBwBOW0BhVtA4eaQE3AzGBgMhUDMYJBTp8BwMwTEHGpmZn7sfcsP4WZQ8+M2Vsfhp45BTp9AnAbDrUzNLUyh5qYQGBxijnjH8rjxabMPTh+Hn/wQdtLM9CT40GkYyB0MCjAHZSAP/TjOan2V+pU6MvjpssWXvzdYWOY9M1fFFjT0DeWWVoZW18dl5hKHaGX5pb6lFdHlVbE1zQElVCxtorKwJLypI3p4Ii+31IspzOFKi3MK3Kl15P7BjOBQ257+ZGptUGa2j0TWUVLhNy+ryy/CsfhUrqQ0Pd9Oulg1PJnS3JlQWRvW3JmQmO7AEzcUVfgrde0pmaiugeQpVmF6LiEt23uCXpmWhZcvtE4w0xisltz8yPb+8MrGwCl2ZTE1uKAsqKE1vZwal5Mf2NaZMDmd3dQWXFaN7hkNVi5VKg1Ula5JqWuW6+vlSwXKpVK1vlajbVjUVev0FYrVMtVy4cJSyeJyuXq1VLVarlquUhsql3TN2sWGRW2zcqlVamgQG+qF2oYpWW83d7xucrykh5PdxC7pnp3TTMpXStVL+WpdhVpfubzRvLzR/Dc22L+49vwMWvWLz+FnWOMbdXzd3qjjG/4x+Lvq2FFPbautbK+l1pYUddbXdtTVdNbXjnR3LmmUi3LJ7CTNsKjqam9aWVpUKyVTY0Ns+sSiQiziMlUyUXM9lTU7uaCWqmSivo5WlVioloimRof4TDpjgsaamaBPjKpk8w01lUtaVUdLg1o+X11RIuLNSQWs/o6WsvycvvYWqYCrVcr7O9vUUklfW4tWLpXwOAqR4MLayuULG+fXVnaubF26sHF+beWjm7t3b9+4unXhwd29T+7cunN98cmYzwAAIABJREFU++7t6w/u7V27dOGTu7fv3r6+fWXzk3t7d25fv3P7xoOP7969fX1tSbesVRrUsmWNVCcXaaWCRalAI+EqhHMqEWthnrMwz9bMc5Ui3oJUoJ7nLEg4C1LOgoSjk/E1Uu6CnL8wz16Y5yxIuYp5llLMVgrmVJwZOWtCyhqTsGn82UEhY1A4MyCYHBBO9vEne/hTffypvh8EnMGYYTBmmEwGk8mYmpoYGxtlMBhMJnNkZCQ9Pb24uDghIWF8fDwwMLiqqrqhoSk4OHR8bDogILiiojIyMjI/N7+6qjohLqm4sLyxoT4nO6uqsqKkqKi8rDQ5KbG+rra+traprjkuOHBscjguMz0tLrogMyOnIKu7IqkkK1Q2UysYL88IQ9ekEktSkXUFkfXJTvUpbuUpDk3pDhWp7v1l7vQSl8pYz9pspHgoeCLvDL/OciDPtj3O6uqs07khG3qmubTeUlwGpyYdnsmyvNJr2hb7K1HDMX6OyVTxcWn+r7+SHf9KbPyt9K1v5aBn0iPfSt7+VnbkmRz0Yt7o+fy7XykOPZeBXswf+kpx6DuZyXeSo9/KQc8loBfzh76RHflKCXoxf/hbOeiZ+O0X80efSQB1PPqd1OS5FPS17Oi3EqPn88bPxYefSU2+VYC+lhp/K/7g+Zr787XvJWqyUyKyUyIyEkMSIomhZHQYGR1M8AwmePp4OfkgXXDI0ySsExnnjfJwTE9GJUT8ms/44PL6mQYqSCZEMMZOTNKOTI+cUAiduLPvb+gQKslxtcxUJX53vO8d/uw7E2MffnrXkzFhQut+d/uyFW3kVyMd70xNHl1WHhPz3r92Hv4/f4FwB81XtO+U5BzeuujY1/LOxPA77TVvT44c6q+HLUiRHM6J5spToml/Hgs52HxGJz490mwqZdk1FNpdWA1oKEXwGa4FcaZtNVa58Y6ZUSdzE05lRNtmxULDQ8xiA7wSQ62LMhBZsdapUc4JES5RITbRwc7xQZ7J4S5JMaikOFxynFdaOCYtGJsciowNxUaHoWNCveJDsBnRfgUpAVXpUZUpkZnxhPhI79hgXEwQPjYUEx/iEx/iExuMiw3ExQb4RpGxEWRMGBkdH+KTE0kuTQmrL/zp/xgxMt41Mt5Fm+wenexq666hTfbQpnpHxruEYs76hTXdsm55bXnr8iaHy75xc/fGzd3VVf3du7d++9vHn3x8+5P7N+eYY2tnNRcv6PX6+bVVpV47v2KQigUzN7Y36JO9Xzz9SCicuXBRv7a+IBAy9+5cV6vka2eXz105f+HsytaFjb6ZEa5GfOP69sXN88vn1y5sX5phMT66d2dyZuLmRze1q4atS5v3dm9e0q1eO7tx59bu9urqra1Lyzr97Vt7N+9/snvx4o3tCzcf3Fxb3/jy/pPP7t/5/R8/v3Fl66Odqw/u37p5eeP8okw8PiShDcnGRtZGxzcnaVv9vesNjYtVlZtFpeu52WuxyYvkQBneR+fprnF2XDppexZxag1quXUCfskUsXsMuvce+KP3wPfeg917F3HnfejeB6b33jO7+z7441+bfvIu+N574LvvQh78GvzJO2b33zXbex/y0Mbhoc1P/KdBoP1AHYH0I9jsRElxIbWqoqy0mFpVIRTwwsNC+DxOd1dHXm42fWZqjsnISE9lztJtbU5lZ2U01NeWFBcODvSlJCe2tTYnJyUw6NOxMVHaRU1DXX1FWflAf29yUlxjQ01mRlpEWHhzY1NqanJfXw8MCg6gkCYnxhrqa5uaGlpamrw83UVC/ilrq3mRIC42uraGKhLyy0qLy0qLJ8ZpaanJrS1NsTFRIiGfzWJWVJTl5ucODPWHhAdNTo83NNbKZNLIyMg6KpVGo3X39pADSBYwM3PwhwjwCTgEDEaA4XCYOfy4Ofw4AvYBFAz8mqQZDGpuAT9uZm5qDT4OhYE/RIBhYDOr4xBz8HswyDFz0w8tzN61MvvAxvQ9e/C7p8Bv2yFMvK1NyGeOJrj/upDwbkvsh+N5J8S18PUep70pzP055I/jfFAdZwUZSj1VsVip1lfP8XOCo6DxaQ6N7RH+AWZzggpyKCQ6yaakitQzlEoMgiRlOlEbyQpte1jM6ehEx/BoJwa3LC71TGj0qUFaXmSMTf9wUnySY0a+x9BEWnyKa3NnfEi0eddQ1JygLDTGKjzOemI2X7bQ3NAWlpCK8iNaTs4WJmbYDY3lBoRaz/GpgaF2MYnO0cl2eMqpvqG85Gy77qHYkGiL1Fy77qF4UpBlQDi4j5YUGmPTT0uNTrKOSbJtaE4ICj4Tn4jNygmNiERGRbtMzRRotPUafYXGUKbWV6j05SpDkVpfrdY1qXV1miWqarlKvlqrWmrRaPtUug75So14pV28MiZeHuQapvlrogn9crPgQsHkWlSLwb90HVNwFlNwHlu07V18AV1iIBQvUkcM82cnZHqqxlCj1tcsb7Qtb7z5C6u//DT+r9f4Rh1ftzfq+IZ/DP6uOvY013U2VHc21NSWFnbUVXc31nc11PU0Nfa3t/a1tfS1tfS0NHU1N3S2NLQ0VHe21Pe01nc117Y1UFvqqzqaa9ubalobq1vrqR0NtV1N9e31NW111c3VlQ2VZXUVRQ3VZbXUssa6qpqqUmpFcVV5UVV5UWVZIbW0sLailFpcWFtWXF1SWJ6XW5GfW5abQy0pbqyuaqyhdrY293a293a2T4wMTY/R2EyGkM8RcNkCLlshmdfIpWqZRCWTAK96jUqnUqok4kWlXCURa6QStVKpUSvVStmCSq5RStWyebVEqBRyFXy2WsSTcplS7iyfPi6gT/CnaJxJGp8xI5idEbMZfMY4jz4mmpsWz9GlPKaYQ5ezGVIWXcyakfCY89xZCXtWwZ0Vz41LOONiFk3CHhXPjUiYo1ImDUDMpImZtB8EHJBGJpMxNzc7OTk+NjbKYrHodHpNTU1dbd0sY7a7q6uxoSkpMTk5KWV4aCQlOS02Nj49PWNwcCA+Pq6yonxoYCAhPr63u6+yomygv1co4GVlprc0N9ZUV6UkJw7092blFxRnpHU2NTPoszXFxROd7f2lYZ/Ikpj1mM1BxwdK3GCGi7QOK+hwqEu02JmxvdRrp2q33Z3GDCe9d37A5j4D2RT+wUAGmFFs/em05x/ktpcZHnP5Do9mnZbqP2Q1W13otbk6aNmX+avJjGPbw6c7on9t6INtj7rwaiy4ucf+Q2r6XGbyXGz8lRL0lcLkhQT0nczohRj0QgT6Vmb83yrQt0rQMynoufidF6IjL8TG38iNnksPvxAdfiYDfaMAvRC8/UwBei4+8mz+yDMJ6Jnc6Jn0yHPx288lR79WGn8jN/pOYvxMYvxccvi5GPRCavJc9M6zs57PznoeDHJmQlBmQlB2UkhKDDmc4h1KQlH8PCh+Hp7ONgEEDMXPmeLv5oN09cehI4LcYoLBYz1Oo32mjKl3tlYJtP5DK8uWwjlrMddh55rVNO2tzx/7/8s/Bw52vSPmmOpk2CbqW799GNffaTLe9+6d617b2x56tZVYgPjzHz0/vYMUTn/49b9bqGdRd+7BeGyf8YkPWJM2f/k9arrjnb/8Hj3dA9OrLT7aQ9J6HLobj125ih/uOPPXfyU8uof9+K4tY8h31eDGZVh9+RmKOWK6s4kZbbcdbLdakODo/XaXV8O0MsLskBt7DHl313vnHOqc1lkntZRyLDmT8Ol+09H2Ez1N4NYaaE0ppCQDlpcAz4qDZsRB06JhaeGnMiKscuNsitJQFVm+5anEvESflCj3uGCvuBC3uFCPuBB0XAg6NsQtPsgzjuITTUJHkLxCSaioIN+MGHxpRlBtYfpPPh/pM0P0mSE6fXhmZqi/r5nBGKHThxiMoemZ0emZiYlJ2szM5PT0OG1kaHpybJw2PDM9JhZxNWqJflGuVgg5cxNT432TYz0jw20jQ63Dgy2jg6393Q2DPf+fvbf8irrf/v/H9lJSYpiB6WKC7gYBQRSwCBHFFsRApUEJpbu7p+gOuxEUg0YlRBSQZoip94zfG67fOWedcz7n/G5d11pnudfzD9j7eeP92o+1X6/99o8K9YkM9bkT4h0dFZSUHJmZm1pQklfKKKNVMkppReXFJaX5BVklBbnUYnpJCbWoMKesqIhBK84vLC0oyi8oyCssLC0tLS0qKaSWlpSU1JQwKujU6pIiGrWosLSovIhRTmPeL2O21VXS6sobKmtfVDa9qKnqrCjuLMx9Gp98L+ROm39w1ZmzVc7HavYcaDaxbtTSriARirFYBoJUAyM3g5Gvdsk/l4Z0SMGaYJiXkph7cpj2XQodUrKvpRTaxeFPwMhHMgqvZaBdu8BPd8k934V8JAt7IQX9IA7vlID2icsOikj2iooPSUgN7ZQZ3CndJyr7VkJ2EKc4iFP8v7qRv+2MUZCH/NpP8+vdoxxYRolCUlYi/3riiIArqKupkEmKeDwWh0VTKCQKmUghE2VlpAgEnKqqMolIQCJgqipKBDwWhYQrK5GRCBiFTKSQyWgUCo/DEAgYCoVAIODkofI4LJZCIcPhMJi8PA6DUaKQlShkKBSCxaAxGJSyMgWFhKsoU8hkIlER/ysHCpmIRiHUVJVxWDQWg1JXU1FRpqBgSE0lLTwSj0fhVChKeBxWVVWFokRWRuFUFSkqyiryUCgMAoFDwHIyMhCIHFReFqIgBYVJQWFSEHkZOVk5BbAcEiKFlBMBK0iCYVC8jCxCVg4NFkNB/kDLbSUgQVqkHXYaIqettvs4y8eexZddV2mK0nuauae7YM93qsEijbzChK/QZdgMcT5zO0DfzqXu4DNF/tXnX+hY1ej1a+pY+belMvXXqVXXqJV+9OogRnUgs9afWnWdUetDqwosr73JqAmg1/iU1/szav0r6oOZtUG0ypCK+hBqZSC9KpRRdZtZfbOyzpdWcZla5V1RH0yrCqZXB5fX+ZXX+zBqvZm1/syam8yaWxX1wYzaAHplaHnNnfJ6b3rtpYq6m4zqEGbdLXrlbUbNLWadb3nd7craOFq1L706sKIurLzev7IhhFF1p7wukFnnVV4TUl4TzKz1Ka/1r6oLL6+6WVEXVlYZVlEbxSgPq60Nr6oJrGnwrqq/XNV4tbLxWlXdjZr6wMq6oIomf3qzD63Vl9YcVNEcVlWbUFGXWFwdlVaWF5VNC0yIvRwRczwoYp9XsoVngZlHjvnFYrMLjSYXmk3c2/TOPdK5eE/Ls9nA/Z6NO/NOfha9+XZFc0B5o1/Dg9CGB6H/ocH+y7HnT8CqvzyHP6HG3+j49/iNjr/1v6H/io5Rt/wjgn1vB3r7Xr4QEewfHuAT5uf9oKl+nbXEXl5cW5znrCytLs7NTn7NzUhZZ82zVxZWlmbLacWZKQmrS7OrS3Mt9dU9716vLs2zWUsri3Mri/MTY8ONNRX+3peLC7JWWQsry/NzM5Olxfkry/Ojw0MtTXWspQXW0sLa8uLq4vzCj8nh/t7kqIhLZ06lJMSzFhfWV1lLC3NrK6yWhnr/69cnhofX1lZYy4uDA30J8bHjoyPc9bXpyW9ZaalVFcyZ6UkBn8fnsJfmZtks1ov7D96+eMlZZ6+trHDYbPb6Cntt+enDu6X52dT8nCd3WzisRd7KEndl8X3Hi/z05ILUpGdtLbxVFoe1yGYtTE+MZKcmDHx4y2Uts1kLnJWFvs5XfZ3tXNYid22ZvbLEYS2vL89PT3xuqaGVZSXSsxIY2Qn0nERGXnJ5QSozL5Wel0rPS/0nw3NzsnJzsnJysnJzs1NTk1OSE9PT0jMzMlOSU9zPX3A/f+Hq5atux0/GRsedPnnG/fzF617eN25cv3r1irf39dOn3YoK86Kj7pw57Xbjmld8XMzVK5duXPcKuRXs5+sdcSfc6+rlWzeDTnmeyUqJ9DztnhSVcOncoTb6NaaffKPP5kYf6bUSuemCHUUnxWu8xF+kgEuuSn7Lk3gRtL3llnh3LLTizJbGq1tbr4Ho16TqfCTfx2DrPDe3+IBexu4qvLiz5sa2ewHgCt8djZe2fUyVzzm5ucp324sIqeLTG5u8t1Z6bqj12lp7WXSFKQuUbf1ZupXHBPEYm36WbeEwRITUbYKynTzGFh5jA5+xEWBsEFDFAepWLmMTj7FRSNsClIlxyjfzmJsEZdsF5SCAsYlH38FlbOGXbwTo2wGaOJ+xTVi6BWCCOJUgDnMbn75FwNjApoktlZKX2vYvte3/R5PdDpu7HTY/5bjH9bCF3R5dG3OdPaaaZoaqBjoqmqqKOhpoCzM1Q131g3Z795io21sppsWadb7QKy3Y1FIu9bBhB2seXcfcWMPczKBt+DyoWs3YWUnb3vdWubxk0+duJUbelpct2LYmqa5OeC1j44unEo01W8cGCbWMTTW0jXPjJPa8XGOZZEvTBmrZHwN9pHs1stMTorTU7d/HpErzN9fXgmoZOwoyNr19Q6mp2fHiAb6aurG5esOHtzvzU3ZQs6V6OhFNzE2tDXIvn8tRC7fV1knU1UjUMrYyinY20P6op2549xTOWYTyF2T586KChZ2CRRhnHs6dR/LmKLwZNc6MEntWY/XH7oVvNt+HbYZ7zXpeab6+r/KsEddWoVJN12SUkoozCZnRqAh/mPcl6YunJE47Sp84Aj5xBOzkKH7ogMRhG7kDe+D7LeX3WSEO7qe4OqhfOqnr7273b8/HwtyUwtyUgpyUgpyU+OjQ/OzkvOyk/JzE2mr6QO+HT4N9Hwd7Pw31DvV1d7x40lxf/XGob2ig+9NQX3UlrbGu4tPA+48D75obKgb7uwb63vT3ve7pfvW+63lrQ0VmSnRSVMjD5ur+ntcDgx8ePL77cWTw85fPXd1db/q6hkc+fRkdGx0ZGxkeHvn0qeP1i6qmqrvN9YNd774Ofxke+/JxfGxsdPRZfePDhtpPI0MTY+OfBgcfVlW9e/bw49jQ5OfxN1npzYEhz2tqP0+OzUxNfXrT1d/24OX5G3ddTw6Ul4/Sa0aoFWP00qnivOWU9Ha8Zq+IQocMcjkjdamIOpdZyIqJ+bAT1ish2SuHm4mPX8sumS0sXQyPaICjB51PcHNKF/KL5grzp6779tgdWcrPns0tmS0oWcspWozNfHfa/QkE/3EnpE9E9oOoTL+obL+obK8o+K0E+COW9BH7X6aOvwaPv2aPv6aORw4fTEqMT05KSE1JSklOTElOvHM7TF9PJzEhPjExISEhXkVFWUmJkpKSnJAQf+jQwZSU5KTEhJSU5Pi42Fu3btrstUbAYQoK8gEBAUlJSQkJcSfcXK7fuJKYGO/t7e3k5JSUlJSYmJgYn5CSlBwTFb1/334ZGRkIRM7b+0ZyclJSUmJCQvydO7fxeJy5+e7kpMTU1OTY2Gg8DmNsbJiakpSYEGez1woGlTfS1U9LTKSXlsTHREbcCd233+bQkUMZ8WnJibHxybeTU2OT4pNCAkJhcmCw7A5FKbEQf6+4pPS4pPSEpOzkyDANmISq9GZDzMbbwYFJycnp8VGpMf65vhZNhYFdr2o/va+f+lA19yhk9tm5pb641aH8tZ4EzkD4Sk/I8otzsxV4bvkWPhPEZ27iMzYDjE1C2iYhfZOQueVfff4bOlY0XP01dayo86qovRoZ5+ToonPEycjBycTB2fCIs7qLm3ZOofcRZ00HZ6NT5yyZNeHB4Y7OxwyOOGumZF04dsrQwcXQ4aiJg7ORq5vFdR/H/JIbFfVeV27sPeyo7+hieCf67MlzRoed1QJuHbzqbe3gbOB41OSQo5bzcc2jroZ+gceoVV7ljVcDQg46uOg6HNNzPrbbxU2XXuMbl3zS8ai+o4u2ywmT/OLg9FzPI846Ti4mEfFOtU1+YaHn9+3TtD+oct5jj/Mx/eCwQ5HJJw+f0Dl0VMfxqLGjo5HTUWMXN/2SyiBaky+1KeCyl/1RZ0OHoyYnPI4mUguCczJ8I6NtnPbs2W9mbGGkaWpx4ETSHudMjImDmp4j2chVdV8YxeoOzvgU3sgZb+CB07tEMr6ifiBC/yxN1+OR1rkOM48X5uezw/LSS1tyihvTKx/mVz7M/w8N9l+OPX8CVv3lOfwJNf5Gx7/Hb3T8rf8N/Vd0jAn1jwnxj77lF3DVIyLINyLINyLILz8zbWWFJRQCY6Ofa6rLx7+MjH4aiAy/9W1iTCDg8wHe6spyYX7exPiXVdZydkZ6VUU5APABAfD27duXL1/yeFwA4La01t+5c2th/odQyJua/Hrndsj6OuvN6/aE+GgOnw8Ihe+73+fl5aywloQC3ueBnqse5wID/Fispbm5GQDg8XmcjJTkKxcuNFVWCQR8AOAJhcDTJ4/u3W3l8zhPnzxKTU5cWlniAbyFhbm6upqhgT7u+tqLBw9rGAzO2rpQIBwf+/Lo4f0fU9/utzYVZqUXZGfQSovmZqaFQv4qa7GpvrowN7MkL7uaSV9fZa2yFvl8tkDAaX/5lM1eW1xYEAj5PO5aS111LZPOZa8BAt73yW9NjY3s9TU+wJkeH6FlpzEykhkZSfSsZGpOCj03lZGbSstJpeX8H+iYnZmbk5WWmpyUGJ+dmZWZnpGWkpoYn5iUkJSUkBwfm5AYn5ScmJqRlp2SlJ6WlpKRkVZUVFBYmFeQn11UmFtSnF9WWlBUmF9SXFiQn1tUmF9WWlxWWvzrPxxZBZmlhVmFeTRaXiG16NaTisPT5UpDJaajRaZfS8lfqaqfiq2/MpVWaGg2A8ymSn8t0emjGY+UmI4WWk1TNVhMzCeq5jDV8GuxzmSJBqtSfqJIs5dq9Y1mvE5VWGPiR8q1h/I1h3JtPleYDNO1phj4b0UGIzTjL4VGo0Xmn0oVv5bgWcUIIWMDv2zTOlV6tETtSxn5S4nmQpm8kLpVUCKyRJUaLyWOF1M+0ZSXypB82vZJKn6USf5aRJooIbOK5ebLYONF5K/FapNFxB8FSrM00ky1CFAqKqBv5TFAXNpmDvOP+XJ4f6lxY/zh+8U37hff+EeTTx82P33Y/IyDpdthi8N7DQ5YG1qbae82VNPXUjbUVTM1VjMzUdu/19zBft9xB/vzJ+z9rph2dx4YHdDgLirNj5O/9OiO9xnMfTUYGdAe7rMe6TYf6Tb69slkYdJ8bQHHX4LNDFM+9psO9Rt8+0SZHtf41Ks9+1l3rF/3U7/l6IDaWK/Ol16LyVHrxTlVzjIcmId8GceOfrD53Gc02Gf3aUB3dQbD+kEceLd7pNfsS5/e2g9l1oz8eJ/a1/d7lybI/HkYa9JosN+op8N4vN/684jx8JDWyixhuMfi04DlQPeeoT7DsSH1qWEYb3kHsLSJtwQe7qcM92uN9OlODZF58+IAa+vKAni0T+PzB7Ox3t3fPqqwFzDLU8TRbpv+btuhQZsvn7XnRkyH3xwb6D418OFCf+el7s4r3Z1XPnzw7O7Z19Wp1PFY6WETrqlKvroUxsyD07Nh5bn//gFeaWFmaWFmaWFWcX5mYuyd4vyswrz0ovz0xrqK9bUVIcDlslcnJkZ56yvfv4w8utfMZq8CAFcg4P348b2ttZG9vsxhs54/fbDGWvgp5HG4K5NT4+z1ZaGAPTszwSjJf/PyqYDPFgCcrtftK0tzAHd9dODDl8/9PCGXI+CvLrG+j30FAC4PWB188eBdQ8XU6KCAy+Wvc/h83vr3iXe34zuuBfJ6ewCAx+fwexpa626G81fnWSPjD42MuwJucZaXuAB34cHTaTpd+GP6R2Ds4Al39vwUTyjkfpmaqG8Q9nQI3r16o6bbLw5+DUbz7rUB/FUBd2WJTu2UQAyIS3dDyEutbcLVVeH0vGB+tuHEed7bD+y5hZ8crmBtaSE25+2BM7yJET7A50/++FRZD6yt8FjTX/2C3olBeyXk3onJ9IuCB0TA/SLgbjHwCJo8gv43Oz9/xT+i49/+iwiWlfa6epnDXgP43NmZ6dedr1ZXlr9/+2pmarwwPwcAAAAAnZ2de/funZmZWVtb8/LyWlxcFAgEa2trfX19XC5XKBRWVVUhEIgHDx4AAAAAvPiE6OaWegDgVVVV+fv7CwQCAABGh0ce3n/AZXPW19bNzMykpaUbGhoAAODxeHw+f3BwkEQiOTo6sljLv77SjY31jo5HlpcXV1dZx48fO+BwcH5liQ2sDX3qffH8AcBbC78ZGOB9nc1e4wIrU9OD7940CtY+T/W3GCF37iGBLhlsHn1dwOOzeXw2AKwBc3efpVv0F9mO19jxvj0E+LMC/gjA+zp+N0Aw/UTI+yYApoT8ce7b2+w3135y+4TADLDes/ytVsD7LOQPAEMBLLo0QN8O0LYLynb8LNv+k7pFSNssLN/2rz5XNVytarj6z+hY53Un+hgeD8Fg4BQy0d7eUkUNrKwumZrpraaOQCMxWDT6uJuNn/9ZHBalpaWYknnJzJKMRsPQGLj1Pi01DTgaJa+hhcnI83RxtcCiMSgUNCTsoqmZCg4Puex15OyFvVisAhqFNDfXO3jIhECAIRGyx89oVzQEXLy6H4mWwhPgCCTc3FK1jBmQkHRGWRWKQstgMQhzS/XouEuqqgQCAXYn7mh0/DEcBqZIwDk479E3VkLi5FzOWN2Ov46jwJB4MFlF0ebAIbyqHkpN71ZGVnhRlm9KhpGVKwyJUkArqpt4WJ+lmXuWW7tS5ZQM5QkkGEYdglbTMvdQ1L8gSVEjwJThaF0VE29V02AptA6EoIxSsVLTOopG6kkhtHBm14zOPdBzf6157qmRx0NLj9KjfoXHAvI8o6ieUdT/0GD/5djzJ2DVX57Dn1Djb3T8e/xGx9/639B/Rce40IC4sMC40MCb1y/FhgRE3/SLCvaLDL+1uLQoEAArK8sfh/rDbgWGBPmFBPp+eN+1sro6NzfL5/Nm52a+fh2fn5sJv3UzIzVZIODzBbzKmurQwFDWPIsvACanJgKuXpz/9oXH530aHQm65rM0O/usqP06AAAgAElEQVSgsTb4mgcACLk/f87Ozgx196/zOAIup62u+uLF0wmxSQIev5peNjc7JQAEDTUNV06dK42O5Qu401++CngAwOW/73wt4HHKCnJKc7P4PwU8gN/9+k30rZD4iDu56SnZyQl5aYlry/OAgLu8vDj8+VNORnpRclJpSlJRSkJxVtr46IiAB7AWlopzc4pzMotyMsrys1cW50dHRqYnhgVC7jqXA3BWOp49FQgEPM46Iz+7KC2ZvbTK5wOsldWvY8MCHlvA54y8f01Lji2Pi6xOiK5KjmWmxZenxVemxVdkJFRk/POF1b+hY052ZkpyYmJCXFZGZkZaenhomDJFhYBTVCIrEwkkkiKFQlK5GRRKIamQySQiUfHYMZfMzAwlMolCVnQ95nTU+TCFTCKTiGQSUVlZydBA/9zZM/n5eTduXFciq1Jw6prq+kGXjmqQpfZTQE+8ZfcRNphSRExUNtqQQfuUQIeMNlReRnIYIkOpfzgpbjFT2mJM3mZB3pp+cssyHXzNHGRO2GZI+iNgn/QYDXxBf8NuxZ03TTeu0uWq/eX3GfxhCN9wCAVy0thgrwR6kSTjb7HZgiBmhd+5h7DNUh1kRQaVnBfjMTcJKrZ8iNtmSwYZqmy2IG0pPruTS9vGo8rUXvvDkrjRirjZkLTTx1R8mqZ1cc92Y/xmO5yENXlLiy/ishHIEr/VnCC6jwg6gNvgqLzTx2nHVDGYTRfllm5cp0NHS3SbUw9nx3gkxfgX5WYU5Wb8o8nnHCzPOVhecLY+7WjluM/4sI3J3t06ZvqqGsp4NEIOhZTBYeUIWDgFg9RTpTjamqsRJIzVQUf2gj5+2NVSsd3eALRPF9RajjrrBLLQAe03AFnrgA7uBnlfBA33g/mLCsnhoN0GIEsTkNdZUGr0H/t2g+K8IeeOgcwMQNYmIFtT0D4DkMNeUHb6JtYPacEi5NIV0H4jkIUuyFQPdMgGND4g/rxFdL8BaI8OyMEC9Klb4X7TLjsjkJ0W6F6tKG8eV5otaaAPMiKDDhuDbG1AHqdAvZ2Qg5YgPX2QmRnI1AxkbgAKCwCtr+ziszbPTYP3W4NMDEDWu0GXT4IESwhgVaT3w1YbY9A+fdAebdCJg6DvI6ga6nZrXdAeE5ChLsj7CqgyF3JAH2SiB7I0Au01ApkbgMwNQBfOgD5+RK+u7mQvbucvivMXRfnzMsAMgjtD5Mzt/rfnI52WR6flMegFdGphSlIstbSwtDiXWppXVlo4OfldIATWVlfedr1uaqhtqKuuKKfNL8yts9cBAQAIgImJrzM/JtfWWI31tZMTEwCfz+ast95tefPuteAnHxBw+3retzbV8zhsIY/X8ejhwvi4cG115PmT6dYHAu46W8Bdnl+cGB1jc1b4M1Ov3L3o5ns+1DCAyanKpHQBdxWYHq1Q0W9AqIwkJq3NzwnZfOHi0uusXNb06Kfq5hY8CXjRuQwAvNnFJnXTNhj8ruvRV4bmDXgSe6Cbx+WuDo69vx3TYGFdoa7bKSPfLSbeISH/+XqIgMcRcNde2jq+E5fr2CXVLo56GxQOrCz0pNG4/HX2txlgfvFxTgGwssJjTXXYHG2BKC88uQsAPN7XyQ95VAGbzWXPfQ+73SMK6ReR7hOT6ReVHRCRHRQB94qCR9Hk0f8bHf92YfVv6PjrzioKCf/+7SsA8N6+feN19bLVHos9luYK8pDa2pr19XU2m83n82tra1tbW8fHx5FIZHNzM5/Pn5iYUFBQyM7OFggEPB7PxcXl7NmzAADw+Vzno0e8fbyEQsDOzk5eXp7NZgMA8PTxk+te1+Zn57gcrrW1taysbEFBwfT0dFZWlkAgePPmDQKBAIPBnZ0d6+ura2srPB4nLy+no6O9t7cbBpN/+PgRm8vlri/s362uhhBJCXT2ParqbgOZXRgV8Nh9b9vrC/2H7p6dat09Td+9QDNersB8fXga4M4C3Nmf/IW5N1cXmXJsmswaQ27+je9PztTCSAmfPwcsfRCwe6dG7/L5M+srI9M1NhNVhvyV13zhImvh9Zc3eZy1SZ5g6ud4HIcJEVL/EFK3A9RtAGOLgLEZoG8FKv7NhdVfG1arm65VNFzNLnGrbLxeUedV1XCdXhmoq4dHIsEa6qQLHg7p2ddyiq+W1920O2CgRCHhsAg0RuaCuyuBAD/qalHVcPvilcNoNJpARKdmX42IPYdBYRBwxIlTZgE3XTFoDBYnV1ga6upmRSTB8ktuZhf4oJDyeCzRdr/1yVNHcBgMBoVxO2tW2xricdVGS0fp1OlTSATOyIRSWRtc13DLxFSTTEbisTgsBmlvb2Zmpq+tTapuiLSxV8dgsBZ7TegNSXmM+IDbt8MT49NyczW1DRFoNFlNy9rRw/r4HTO3TJMLJYYe5SYXW3T2xYGxBFksZa9rgemZR9qeTbtPPcZZOskSNHX0TyugVWCKSnIYYzVDJyxOVQarrX0wdq9bmSRGH4wj4dWtDEzc4ChtWYwBXN/T8Fyrjke7lsdLXfdnhu7PDM8/NLrQts/74T7vh/+hwf7LsedPwKq/PIc/ocbf6Pj3+I2Ov/W/of+KjpFBPjG3/ONCA2/duBwfFhQXGhhzyz82InxpaREA+ONjI+V0alZqUk5a0u0g/573b6d/TBXm57KWFwQCHo/PnpubjrgVnJmSJOBz+XxOVU1VUkQ8Z3mdw2XPDX+Mdz663P1ujcca7+mPOHqeOzn9Lrcg9YAdf429zmePd3UNFNdweWtcNqv09p0w2wPdz9rXfnz/UV23/Kydx1+Zmvwe5XSi1teXz1lvCI360npXwF5e43EFXH7dzdAnFy7y11dXBGvDz14lHzpVGH77c++bxvh46jl39o9JLrA+2v6mMTKJnhTX4nG12eVE89ETFa5nx7rfCPg8zthkxmWfRzTqSFdn7o0b/MnJ4Tfv7qXF8Zdm+Wz2l5aG9tw8AZcjWFuo8fOlXXDnz03zOetTHwd7k1PHIuLe+d1sdTne7OR039n5gZPTA2eXuy7H7rkce3jM5a7r0buu/7xc5G/omJWZnpKcGB8Xk5GWnpaSmhAXb77bAo3CEBXJnh6XjxxysrTYGxpy56D9ETQag0JiMBich7unva09GoWMi426HX4TjcbgcPjDh4+cPHkKg8GiUOhTp04nJiYpkvCKSOJ+C8XyJCt1/I5L1qiJFBUHU3k4Gq6vLteQfuqAEQqBk7IlSY0X7xynIg+rwQzVpVRI0jiUGPMWbp0uUeSFpaBlUARxZbiU/1Gp0IuGZJR4yQ1sRwJEF7eDqKBw3ErhRYL+tT1ijiqgrjjZsmtEioIMCSke4GETH6DuZbOt9YYEj76BR9s0myt3zgSCwYkYKYp/SMBwmVv5ZRID6QgjnJi1HkQRJ6IFB4ecwOggN1gZoJRgSC1VkYFcUlGgsjJiFxoO9r2iH33DShsqqwKVpl+RnKnEfWeoPE+yKY26khhzKzrqduztmMKsvMKsvH802d3Z2t3Z2tN1/3mXfUftTJ3sTG0t9cwN1TRV8CiEPAaDIBDQmspEJZSCvrLimaMHKQQ4FgWhIHadPy1dUWmtShEx1hN/2HrkzDkoDrVTBSV+/DDJUFtCEbPZ3kqiv5eQkQom4uSxKIXL56XSEjWIuI1JoRpnzyugMHAUUuHsud1ODkoElJQaceOjNgXOgoR/CFoZvkVDUQSLhNlagn+MyXQ/xZgpS2KxcjispNNRZE3LYXUtUV11ucev1WkMnDJpA0xx23EHFa/T+kTSJps92z8OqFla7kJjpMhEqfNntS00wb6eW9ZXxTlLm5ZmZZ0cYQS0BA4leicYw1uQAxZFJgawlkYyFNIWJeJ2EmFjaamFs8MuTRUpNG4rTnH7TX9ES42GkRICgYJq6Sn4X9+roSquoSpORG53d961tiwDLG8ULm4QLoF+LmwTLGwHlrbxl+T/7fnY3FzZ3FzZ1FTZ1FRdVJTd2FhdX1/R1FTd3NIw9eMHIBRwOJyPH4daW1taW1va2loXl5YWFxf7evsAASD8KQAE/LX1lZftL35MTQuFQi6X297RPvhpEBDwBELe6Ojnu7U1nPVVgMuhXwkevfeIOzNefeho+V5H/gqLK+R/efdm+skz4OfqRPvrSrROi5aJ8NOAoLdvuaEVmJ8C2DPfIuIaIUrfEjN6Hzz8VMQQrv5gry0IV5c/VdXXownC9vfrAi5ncemummUbBDt89dpr4z0tRCWgr/snhz8/NNqblN6gadyCUX0sDfkktuu1GHzA97aQyxaurz+wPd5J0Pnic6PLdH+nbxifPd9o7cL69vUnh79473mT2yX+2hJnffqZjVM9TGXx4T0BlyeYX/pRVb9UROv39nmEIA2IKPSJgD+KyHWLS/WLSA/tlO0VkRnGkIYx/+eFVShUFgqVlYeAYVA5BAwK+zV4hIBRSOS3iQmhQDD+5Us5k4FBoRBwGBQiV11dPTw8EhJ6i8/nAQB/fX19YmICiYS3tLYAAsGX8XEEAhUWFg4IBHw+7/IVz9NnTgECHo/POeri6O/vLwAEtrZ2UCiUy+UKBILhz8N9vT0AwG1vfwGBKiirqU/NTI+MfG5rbebzeTwez9n5KAQC6ex89eHt29SERB6XzQV4a+vrvX1dsvIS77pfAzy2YP1Ha/qxh6mHRu5GfWk5Mtlgub4+9lPA4869ZQ/ED9fsnauG82kbfpZJ8+ib5h7Z/GQv/GQvCDjs+fcXZysVhXcPLTYZzL6+xOV9/fLQC1j9wuXMsWdrx94ksnmT3LXPi/WmE1WqvLX3fCEXYPcKp5n8CQbnY/xcsyGXvu0nbYOQChLQNwHMjQBjI0DfAlRL/KvP1U3Xqpuu1TRfr266nlNysqbJp7rBu6bRm1ntr6WHR6IRalrE0xdsispu0ipvVTff3n/Q8MRxu2PHTBFoOSQGjkXDXE4YVrXduXjFEY1GEQjo9Fy/xLTrcDgUg0E4HTMKCHVEohBYAqKYFudwdDdFFZZd7Jdd6I/DYhEK6D2WJqZm6iikAplIycuPqapPNLMkausSLK0M8TgsFgu+E3WmrjHazMzUyETJ2/cMBgtDozAYNE5TG1/bEm1to41EK+qY7vEKDT/l7a+774SNa/DhkzFYJSsIhoIkG6oaX7A+mbrbvUT3/EM1j07Niy+17JNk8UQpLNnKNdXoGBWz747xsUqCqQOUYGDrEAvB7obi8Ap4A2vHGJiiqihORetItPWJ4l04dVkcEqG0G6tzBmN0gWgVbHKm3Mj9ifa5lzru7brnH+teeKp74bnu+YcW119YXH/xHxrsvxx7/gSs+stz+BNq/I2Of4/f6Phb/xv6r+h4J+DGnYAbkUE+gVc94kID48OCEm/fbKop53HXhQLeytL86OdBPmd1dWE2JyVxdXmBy16rqyynlRTyuGsAwF5anIm4Gdjx7JmQLxDw+XMzM3OT02yAu8aef5wQX0jU+56UK1ybF87NfGy7Cyz8eOt2tfeGL5+zBghWV3v6mwwPz71qF/CXOKOfpzOKgdmZ5bHBYl3z4egsAFjiCldGGRVfGsqFqzxW6/0iHb3lp4/ZPEC4Kuxwu/ZMHj9Pb2SvzwkWZqYa7y6PfQRGhp85neu57CNYWlkHuOxPXxfuvwAWv3465/lcCvtyF+6VjRN76pMAWPk5Mz/5on1lbEQ4PtXqF/xzenL9y3jFgcOcZ+38r5P0I06s5rafHI5gbbE/Iq7fNwRYm+EJVta+fH5je/TlLnS7NPyVNPy5JLRdRuGFNPSFNPSlFKRjF7RTCvZCBvZCBvZPhv8NHbOzMn5NHVOSkjPS0lOSkm1t7TEYHAaDU1PV8r7hHx+XnJiQ6nbijIICXENdB4MmEBWV9tvY4rG4/Lyc1JQEFAoDhyM9PDwLC4uVlFQwGJyOjl5aWgZFA4OTh5w6pPCkSFtfaWuAE369jOyyD4xCYQwJu84YggywIggc5rip2o9qSH+mjAlyZ5CnlZ0pAY/cFe0mwWeI3Y8ikRFS2lpgjLyCAXaDuxNFCbO9IQZT4gmjoKEqEHyil9pUmcJElUNP0cnlEtzjSJIyQkIRvtVMCZTgIT5ZbsEpU+aXgXglG4EC2K39MBxacr/KrmUqmsfYIigTW2UiLbCiF11UDLSl0BCoKhpko7bL3VUPC4dramxerIQ+TNVQVhDHIGStTDdbKIN05GRVZOANN0m9Jaqt8QalEdeSo5JCI0Jio+/E3UoqSisqSiv6R5MvuthcdLG54mbvecLO7ZD5icN7jtgY25hpmuqpo9FINBpLJJKMtLROHdp3xc0h6MppDXVFvKIyAUHEoUT1TBF4FRlDU8XMTIMbPqoYrIwSQexh+76qRwYozC4cDBxzW+51lxVRSQyBgqalYu8/ViUobnzcSiquxcAI2zBYhcv+Ksc9cWgUWJko9uQJcp210ycEa6q5KzbOQgG/0Xy3+OwX0voiztHpDw0lhApJhILAnztLsrXGOhyUmlnSd969kwLFEZVkPw8r8xclmxs1nrdpc+eRfjfQWCRKjQgLC9Tp7lCc+yIhWN4iXNzImxcpzcAR4RKKGJG+PiXegphgQYQzJ3fVU0ZHX+bsxd1oNFpbjUggbvIPtkPiN2Mpmx4/l5+bRx2yEZXDS6gbw6PD9+lpbtfT3E7GbjrhID6/IMtb+kO4vFWwvBFY/gNY2SpY3QAsQ/7t+fjgfvOD+8337zXdv9dEoxXebWtoaqxuaqp+8vTBGntVIAQ4XPb3yQk+nzszM/3q1Usum8PlcN6/ezcy8pkP8ACAt8Ze6XzTsb7OFggEAMCfmfnB4awLhfz19ZWOjhftD++usBb5PPbHktrFof71no57KI2B4HDBGhsAgOk3z2sMrNc+9wuWl8ZTclYa6oHlue6MnCRtk8nOLiF/TTg6+s7Dh9fxevnzULPu3gkmk81b/bnKHq6pvyuHHL4cDPyY4gAry833p7Lzf46OjLlf73Y8BkyNC3jA2ui3vtJS4H3Xz5cdHVqG/WLgThnCUmMzwGcJuWtT9c0r5bX85dm+kKjxew/5y4tDIbcHiqjA3Nz9k54zWUUC3jKftzAbm9Z+4Dh/7CPA4fJmfjy1d2yXhL2VAA+KyPWIQt9IQj7ulO2TkO3fKT20U6ZXTPY/o6OCPFhBHqwAlUXIyyHkIQgFKBwmD4XK2dnZLi8tCQD+h/fvw8NCBwf633W9UVVR6u/rX1iYP3rUIS4uis/j/BQKvn4ZU1UmDQz0C4TAzMxsakr61/EJgQAY/zqqrq6012YPAHAEAKecSW9tbgN4fB0d7SNHDnC5HKFA0PX6tbWl2ezMt/X15eDgWzRmOYfPDg8NNjc1GB3+LBAI3r1/7+zs8O3b2PevEwetrGlleTwhh8cX9HV3IWCSyRHXBJwxAPjGniid/RD3k9XJ6rJffnwE4EwAfO7qjxczPcmC+baf4yHsSjGAKsJiSHD7Lgo5y0LOMo/PYU1nL/fF/VzpmvgcwfqYywU+z7wPYw3TfvL6vnZcXB1OEQimedyxtZfnF184rXM+84S89dmX4822PxiIVbo0j7ETYGwEaJsA2iYBbbOAsRGgbxAwNgK1u/7V56rm61XN12uavWuavfNKTtc1+9c1+dc2+iWmHidRYDAESkWT6Hpij4oKWFlVIqvAR0NH0VifUFribXvIBIWD4eHE48d30xpv7rHSQyGRWAzW1t5UQwuLwcqTKfDUTL/EjPMYrAIaA3d0ttbSQ2sbIKsaYjy97DBoGBaDMLfQKCiKoChDsFiIoRHZ4+JRRSI0+Nb57NxoFWUCDovU1lYMCXNXopCU1aDxKZ4XLzugURgMSlFDC9VwLzIu2gOLh8hjNNVNT8urHxDFW6pahu4+lCaHM4RgiWiivrrOGSjRXoxia3yySu/CY73zrcpG1xVQShAUWUn/GE7jmDTKVGN/JFx5jxxOz/hQmKKRpxRKS8XMWcM+EoVWheBVVXZf1zELgaBV5fE4BNlm93Gq0YUGI4+7Bu6PdM8/1b3wQvfCC90Lz3Xdn+m6P9F1f2hy5ZnJlWf/ocH+y7HnT8CqvzyHP6HG3+j49/iNjr/1v6H/io5hfl6hvl7h/tf8Lp+PDPaNuukXfcu/sqzg3euX3V2vPrxpf9P+tPttx8snDzKS4t50vHj/+lVlWXGov299dXl/37s3nc9vB/q21NW+7Xz99nVH54vnXS+fN96rT0oNp59wa5BXuY/W7vEJWqEzWOXM9z7+jyDkzy4ui5klU9k5s3FJr9EaD2wPfM9Inc3OHPMLnsounEpIfqJhOnXebzkz70dW/lhg2HjYrW85+bN3Ih5C0U/UTHilFWx6bb+Z/XsR8H15lY7Ll+YKc9eZzG9Z6Y+sDjwSR3xxcJjOyp/NKVrMKJhPz53NSOm2tHkngejdId+nbzabmjiZmzORnfetIH8iN3chKuutw8n5zOyZ9OwOVYOPh90mfG5XwIkLNyNmMwrns3JHz3iMuJ6dysqYzc9bSE4d1jP/ICn3VlxqQER2SATcLyLTIybTLS7VJyY5JCo1ICLbL63QL63wT4bn5+Xk5+X8QsfkpISE+Nj01LSUpOSUpGR7+4MIBAqHI9jstQsKDImLTYqPSz7pdg6DJlz0uEoiqiARODyWiMcSCvML0tNSfnGmu/vFjIwsCkUZjcbq6upnZ+cqaugpyWO87MAfcjQNCTv8XWXZ1K1n7OSV4XA9BNr1EA6FQigj/qi+QZqrFGdeUcDjth2zlnJSlyEpEI/oi00UYVuilVRRm9O91K00YUqyJDIGQUSLPU5QqPMkYbE7yQqQeC/0ChX1MgZT7otdyIW3xcCQWFEijOC6W7nWF8UpgAmKZVaqQcvVG/iMP/xsYXJYtKWa9Hgp4mU8ps1HYZwmZUzZefuwUvhpJThKEYUVDTmgHHVGiaiAsVDeyaPtak/Fa8JE8ApYSx2503tQ56yJd26oP0w5XRJ/Li7BNyI2Mv52TFp4dPztyLCIyIzc9Izc9H802dN1v6fr/iunDl45dfCMk/VZZxsX+932lnpWJtooFAqBwisSVUx1tN3sLK8cP3DzqpuOJkFbQ/v44UMkJAWOUIRhYRQSyc6IYKKFwsJxSjDk9YsqPt4WBAwUD5cMvgx589JKTQmMR6AyE8BP2/RUCaCXjRhmDYqEFSdC1W5c0zXRhxJQki6HUfMz5MkPSjpaf9gaQ86dk8Ero3AYiaps4soy5qATzGYfNr/ckIQVIWElFBFyhw9ITM4rHbf5A4cRQ1DkP47D2bOQhAiliiIVzqzSNR80DAujqEhGRhj2d6Pmv0kCrG0ACwQsyJZk4TAYKThetL1Hd7CLmB+FGHiveeXKdhOTDQ+eH6OQdpBQ4nZ7pR/cO09CSCuhxV+0Ka5PajpbiyEI4pp6ksGe5iHXTUOum2alGY2NQoHV7T/ntgiXtgqXQILFLQBrC7AO4rNk/+35WF9f9Ut1dZV5eZk1NeVVVYzKSvq9e81fJ0a/jA9PTIx++zY2MTHa1/vu2dOH4+Nfvn4d7+x81dLS9Pnz0MzM1Pfv40+ePJia+j41+W3y+9fJ7xNfx8eGBvsf3L/b0tLQ0FT95On9b8Ofv0+Mfxn/2Bxxm6ll+jYyfIrZsFLZulxW2gVVfuF0fI1Gn41PYheVAsyalaCoZiU9fh51tbxmlV7x8YYPh0rjFtPeq5q24LXnCmlA093p0NhnYPBTacwrpzOzhUU/2xqBRmb3Na9mWeyXw0eX6czlqmYWs365grlSQedm5HXiNHrFoW9kcdycAlZV9Qqjis+oWGPQlquqRo9fnM4rWCutmPL1eb334ExMfBWazLkTu8ZgrpVXsAPCxw4fX2GWLdOr2BWVQ3v2fdoJ6RaVGdopN7gT2iUBfS8O7hOV6xWDfJCQ75CEDmCVB7DK/1c3AoOCYVAwXF4OqQBBw+TRcAUkDApXkPO+fmWgr7u/9/1AX/dgf3d/3/uXzx/t22vR3/N+oPdDSLCvIg5OLc6f+vrl/et2M0PNgd73H/u7P/X39X943/XqJa2kwNrCWBELU8TA74QEDPa+m/4+Ptj34WaQjxIFFR0d8HHo7cfB90M9b030NIN8vYb6PzTWVr9/2zHY/64wK/WI7d7B3u7Bgd6+gbdZ2fHDoz2fR/v9fDy0NFBNjdSZ6cmOh490UVKlNzSX2j2BqWzBcoVwpYLdGzxfBeV0nvg5V8z/UQfMMISzJcKFauGXoJVyCYC+lVUh/nPosnC2Tjhbx52vEMxl/vxOE34vn+2/JPyYw/9Wyv50Y+npIe5Y2Jd6beHncOFMMzBXxf/gzn93jD9L5843AtP5648MefQdQvpmgA7i00EAYyNA3ySgbRDSQQL6Bg5jC7dO7l99rmn1q2n1q2v1r2vxLyw739Aa1NASXN8SFJd04sAhQ1s7s322BgfsDQ4f1Hd0Ui0uDbI9pHv4gC6t7HpFffShYzr7zE19vRxrmsOPuhrbHzC2P2hsf0jLwVn/vMfB4rLIprtJDa23AwPP2dnpW+5RPHbcIDPHp7kt3vOK5cFD+rZ2OocdNWsbY8Nun7Q/oH3wsOZ5d5sDB3V8/B0zsgIOHDCwtzeyP6Dj7XfEzs7A7oBKTMKpmrr4c+cOmpurOzrr1DaF1dUlBIZ6kLRsYaqHEfquGgfC956tMziYi9c9idM+SNB2Jup6oHXOIozPm56mGnu0GF1oVNkdTNI+TNA5gtU9h9Fxx2mfUHdIRuqdQum5qdlFmrhmYA3cLU4kke3SlHSO4nSdlKxuKpmGKOq4KOodQmqdMnShGZ1vMbxw19D9ob77I333h/ruDwzc7+tfeKB34aGB+0Njz8fGno//Q4P9l2PPn4BVf3kOf0KNv9Hx7/EbHX/rf0P/FR3DA26E+l0L8fW67nHmls/VMP/rYf7XI2/5R4YERIUGRoYExIQHR4YE3L7pHxrke/tmQHiAX5ifT7i/b0iAT6DftSD/a86R7c4AACAASURBVKF+12/6XA/2vR7o5xUSeCPM51pw4PXgoKuZrq5lZPUGLLESrViKVqTBcfVw/BNZxH0wpEmO2ALF3gfLd+2CtEHln0rDH8si78kh70IQz8CwV5JyXbvkX0nBXkjDn++CvJKReygv1yUJ7RaFvhNX6JSEvpQCv5aU/rRDql8c+koc+kwK+UoC0yWK7BZT6BOXHRCR6JKW65CSeykJ6ZCGv9kFey8BfScmOygmMyAq9UYS+lhG4amsQucu+dfSCp0S0LdS8u3SCi8loT0SMu/F5d6IyXdLQt6KQ15Lol5LKnSJg7ukIB1SsFeSiNeSsH4JuR4xqX4x8Oft4JE/IB93QnpEwd1iMr3iMkNi0r2ikgMQ+QHIP1/zK8zLLMzLzMtOy81MS02MS4iJzkpLTU9Oiom4o6triETgSEQVeztHPV1TRYJSUGDobrM9GLTiSbez3jf88VgCGonBYbAF+bnXLl/CwXF4NMrYSNfU0kQBh0agMVcueBQmp1ibksFYmJmmeJCzqiZye4YPojcL6aK4S1sOaUgQbUzSvmompS2HNqeIxl/HWCtLmpC3v0rUKbuMI6FFSGiZGGdUjAtMEb3dy1H6QSZlH3EXGqamghJ7HCs3lA93JO2SJ0jaKEtHeiiaq6LNUdvepaJTjpLwcCll+V1nbJGXDqKt0ZuLzklxmBv55aDRtF37dcQVEUgtvNQNN5KdLsocs4keQdRHb7fWgXQl4Xbjtxlgtj5NJjlagDFYhCZe9HEM9s5pJA4pi0LKu++TmCwDP6HaFsdcSIyOToiKio+MjI+MjIuI+qWY2xG52Tm52Tn/aLKnm72nm/21s0dunHM452R18bjtiSPmDraGxroqWAQCg4CTCXgVMgmPQmkpKZ895krGYCg4jNfZk64HbEhIBRxSQV2FaGVhoEwmoFEoDEpeX1uNglEkwbBaePTFo7uvnLHWIBMVYRjL3QquTjhNwrZnjzW8TkspYiQIcMjNm8iGZmsNzDZ1pIiXB/KEM5iMFAmNBr8dI5nqYhSxW/T1dqTl4nXURfWVtze2aablalLw4opwBceD21fWsG2lymqUHQSUlP0R2JlTZE3Edv+r6M/DeBsjESxSmqK01fWUir6m3JXzO9ZXZXlLWxamKA4Hd5IQsliUuNMxop09kkLYUJK730x/p4bS5vomzWsXFVRQG5k0rTsRsmSEGBEu7esPqarT11ISJaLENZTEm5tR6yzZdZYsf/EPAWuTgLVRwAIBS5sEi9uBpR285R1c1jY+C/pvz0cGs4zBLCuvoJVX0DIyU8oraMxyKo1eUlpWUFySR2eUlFdQy6iF1LLCcmZZWWkBjVbGYNAYDFp1dWVVNbO6islklNVUlzc11jbUV9fXVdXXVTfU19bVVtfWVFVXMCqrGfRKanVRURGtpIRa0FddsVhZ8TbYp5ikT5dTp8Hx/Vuh9yCoFgVCizSqEYxrBhOey2I75NBtcqg6GKkRTq6FIBpkUY/kiE8l5V+JKVTIEirRylWy2Kdg8R4x+XZxTDNUsRiOoqJh9yCILgnYMzC8Up5IgypVYTTKsWQqDPNInvJGEtUnIvtBHNoERVfAic0Kys0QQg0Cz5BX7JQmNMAptTDFLhlYuyT0hTymQxr2XA5dD8HWwxSfS2PaJWHVGEwtklwBQT+Hwj/ukO4Rl+kVk/u4A9onAu2SlOsTgbwXV2iXkH8mDe/Bq/fg1f+vboSIhRGxMDIOScLCKXgkGYdQIWGUSWgKEaVCxpIVUaoUnLoyXkudqErBqJDRKmSMhjJBUxWvRkHrqCpqKuE1lXBaKihddYKhNtlQi6KvQdRWweqo4gy0FPU18QYaBD11vK4G0dhA2dpK6+Ahg6PHTByd9WztNExMCCYGRBN9ZVM9NWMdZT1Nor62opE+2VRXxUhT2VBfzcBQ2faQ4cmzNqcu7Dvhse/YGUvb/erGRhhNLYKJDvm4ifhXmtoKQ2qWDvtWrjReTVyly/6kb5ovR01WwacqMFPl8O8M5DcGbrYCwaVt5dE2cJnbfjDkJypQExWob1WICQbpe6n6NB2/WL5rhon7TkfOVYJX6bvmmPDVcrF5OnaSrj7JJC/SpVk06R8M7FQldqJCgcWUABg7APpGIR0kpG0SUrf8pG4HqDt5NJFVhuRCOWKhXuNffa5vC65vC65vu9nQequwzLOhNbS+OaShNbS2NaKqJbW2LaeqOa2+LbeqMbPubmx9S3Tl3eTGlszWu9FVdxNqHsc2NeU+aEtuuRfdfC+q9X5SY2tC873YprvRTW1xjW1RjXfDWtruNNYnNzWktLYkNjZGt7TEtTTH1TdENTQm1NXHNTRF1daH1dZH1tTGNjbFV9dG1tZH1jWG1TVG1NbF1NXH1TVE1zeF19Ul19XH1dZH1DVE1dXH1TfE1zXE1Dbcqa2PoVakXfJOOeedecI35YR/oYtPqatP4SmfrFN+aSf90tz8stz8s04E5hz1K3DwozsGlJ/0yT/jm+Tmk+Lmn+fmm33aN9XVN++0b8YZ34xTvnmnA4pOeeed8St2uUE955Pl5pvhGlDo6ld02i/7tF/GCf98V1+qqx/zmA/DxYdx1Ifh4kt38aUd8y1z8aG5+DJdfOnH/ZnH/Zn/ocH+y7HnT8CqvzyHP6HG3+j49/iNjr/1v6H/H+joHeZ/I8T3mteF0ze9r/pfvXjLxys9LrLr5eOul4/j7tyqYZT0drXXV9JiI0JePrnfWlsV7u9Lzct+/fLJw3tNwf7XQnyu3fK5GuR7KcD3YqCvZ/gNr9s+N276eiVevZTnfrbo7MkSN7fik24Fx11LXVzoBw/mH96fa3ug1Nq6xMK0wsCg2MSoVsOoUlWfoapdSaZUE8m1eGIdhlCNwtbDMC1Q1F05ZKs8+Im0/DNpxDMp+Otd8h1S4Oey4JfSkA5pcI8YpFtU4b0YvEdUoVsc0rVL5sMuyUER2de7wG8lId1i8l0S0KGdckMi4B4xmR5R2R5R+T4R+V5R8MedUsM7JLvFJd9KSL8Xle0Wle0Rl+oTl+kTk+0Wl+4Wle4VBfeLyfaLSfeKS/eLyPWIKPSIwnpFIb1isoMiMr8W638QA/dIQLtF5frFIL07wd3ikH4Yrh+G+yfD87Iy87IyczMz8rIy05ISk+LiM1JSUxOTYiIi91hYWuz+JStLc+s9FlYhN0MtzS3MzS1dXV0z0zOuXrlkYmy428yoOD/n4vkzNta2lha79+61srI64HDkbJBfYFFmYHn+6ZEUlSAX5ROmqKsmqPwLqlMMqe4M+fP7FM/sIZ6zIzUlk9rzye42Kh52yjFn0Z57Fb1syC/iVYoukc/vVTpjrRzphI11xZ61UY7fq/iDiX+SSDxljvU0Rg7EQZYqQB+KJW6f17xigLpqCAu1U2lPJM/ViGa6yF+xoRy3UT1vQ/awIV21Vq73w6zTd/HLxT+nSF3ZR3Dbq+puo3TFhuSxV8lnnyIzUNl9D8nLhvg1C51/WSfljOJ4PiHQHu+5j3TdkvzsFinNGe1pQb60RyXEijBfoEyLccmMiImLivz/FB0bGRUbGRUbERN9O+pf0fGSm/0lN/sbZx18zzt5HLW5dNzujJOVs62RpbGmjrqyvraaga6GiaGuubHBYVsbzzOnjtjtczpoG+53PTMq/KzTIXtLs4PWZscOWZnqqhtqa5gZqVmZ6zrs33ve5WjotUu3b7gGXjl86ZTdAQt9Cx1FG32im43ZzXPmrqaUfYbmtsZ6IYGKg5/s87KMwwKtM1IMYyNNEvysyktUR0cIsf674wPME4J2NzBVEoMtkgLMO5+qrixTCrN0gr2MchNUOavb+KwtbzsoqdF7Aq/oh98waWAYLs1BRj+hk8KNIwKsIoP2RoeYRwdZ1pWSgWURIQu0NiubFGESHWgZcdPkTujuO6GW0SG7X941jL9lFhtk8eIx+V2HRnKE8cy0NbVULSxgT1TQbkaB6vN7mnFBFtEBljHBZm8ekASLWwSLW4TLm4CFDT9ZIOEySLgC+skC/VwBCVdAwCqIv/zv3zoWFecVFeeVlhWWUYuSU+JLSguKivMKCnPy8rPKK6g1teUFBdllpQX1dZWFBdlF+VnMCkZJWXF+QTaDXtrW2lhbyaSXFdKpRQx6STmzjE4roZYVUcuKSksKqWUlxSUFJaUFxSV5uZlpxXGppSnpxSVZlfdoL+8XP2staQv1q7WxaEfi78tBOiXk3+9CvpNA9Ikq9InLvJEQeycp+eH/sfdewVFc+f+2AAMGlBBBAmNje+21d21jY4KNTU5CAQTKWZM0OWs0I42yNDnnnLsn9GQFJHLOOYhoMDhHQGBMUHwv5LV37d3f/m/e3aotTj116tutnlb350LnPHWmW/EzT8fPPD1txtmkpIuxieenJp6dNvV8fFLvlGkXEqZdTIq7HJt0Y9LsG5PmXI1NuRQ/48qU5GvxM67ETb0xKeXm87OvP598MXbGxfiZlyfPvjY55ebz0z6dNPViwrQLCclXY1N645OPTJ9+bUryJ5OmX4pNPjp9xrUpcWeT4k9NTTyZGH9hatKl+JSTCTPPJiafTZx2bEbS8enTrk+aeSU2+XTi9NOJ008lzbgcm3xzUvLl2OTgm2+Gliy2L//AvHJJOGtjOGvjv5qNLJr3+qJ5ry9d9M7SRe8sfveN1R+/v+Kjd5ctmbdsybzC3IzNmWtWfDw/dc2HKFhe6poP161anLcldXPm6pVL56euXoyB5+duXLN22fx1y+dtWP1++tqF6WsXZqxblLFuUeqq+RnrF6Svez9j7fuZ6xalrf9gc9ZSNG4TjZFDomWy6nOrWNkVyNUbNy7Iyvx4c9qKrA3L0tcuTE9dkLb+/U2pH29JW5GauiSvaA2rAcasL6LX5ZHrswmsLQTSpuzcRavWz1u3+m0edu7n/tee+qaMuBIGgOmPPc8PguNHgJhHnmlPfXGD7smDjgn9jthhMGHAHdcPjhuAYp74pjz2xD/2jX/sG/8UmvwUmD0IvjQATBr2jBvwPTfsnzTojhlwP9/vmvjEEzMEjBsAkobd04aAscPOCcPA5AFw3AD0/FP35KfAhKeemBHPuBFg4ohryohrar975s/elO+gl7/wz//E9/Efc+7Y2tqxtbW9q7W9q9XioLRv5UY7OdFOjjMsYInamFyOLeySO/UMLp+vV/i6HLUSgdmtD3VruBpFtYCnNli2bjV0bZN1d0u2bpV0d8u3bpVv3SrbulW6tVvS2SXs7OJt7ZJ0tIs6OoQdHbzOTmF7VNzRLo5GBNEoPxzitEd5kTAvEhGEQ4JoWBIJi4MBTjDADwXE4aAkGpFGI8JoRBqABNGwNBLmR8LcUKgtHBJEwtJouDkYUPggpxtygSGXK+hwhQBPGPAFXd6Q2xt2e8KgJ+T2hrxQ2OcNeT1hCAq5fUG3JwS5gz4w4PIFnF4/AAW8oRAUDLoDIXcoHPCHAoFIAPKHoFAYjPjBsN8TCHsCUTAYAoOQ2w+5IQj0/QLghQCvF/B4XR6fy+MNRtuD0fb/Y4L9X9ee/4BW/dev4T9wj8/U8bf2TB2f8b/B/6M6NrPoVfjKGgq+jk5ikrBuqwG0mX78+jOLTtn3/VdWveqnO9+01jNDPvD6xXMtNczucMBlNT68/2NbQ01TFbWeQWZXEerp+JpqQkMVpYVCbWRQm6vJbCahnkniUUhtDCqbQWqgEZuoOBYD20hENxGRLDqcQ0S0UNCyykoxBqGqhGkRMA0MJoOVy8pKDcXFlvxCU06+JSvPvDHLmJFh3JDqWrnBuyTVuHydZvkKcMFHtsXv+d95L/CXd1xvv2N/+6+h195sf/l1359eDc19PfTi652zX9s289Uds145NP3F40mzj0994djUV45OfeVE4iunE144kzDzzNQZJ5Nmnkl44XTCC6cSU05NTT49deaZhJnnE2Zeik2+EDf9bMLU8/FTzyckXYifcSku5VLsrKtTkq9OmXk5dsbZxOlnE6dfiJt2JTbl0pQXzsa/dCRh7oHpr558Y/7JN+b/LnCTTjuKUatRyeRSoUiv1ujVGqVUplbJlAqZSimXS2UKmVypkKlVCoVcrNGotBqVTqs0m3Q2q8FlN7nsJqdNb7bYrDad2aIx6K0GtdeqMgBa6t4Q/IfA7L5gykPPnJ+BP/3sT37gHTvgmzToSr7vm/PA/cqQe9Kwd8xjz9RHrjlDQGK/e8oQmNjveX7AN/mJJ+lncPojX9Jjb+ITz/Qhz7hB35gn3kl3/ZMe+ZIGHckDwLgngTEDnuR73lfuh2L7vc8NuZ976nvuoX/GT4HnBrxjBsC4J+5Zj3xJg9Bzw2DMEDjmoX9iPxj7EzT5EZgy4Jn6s3f8oC92ABz/GJr2AIob8sY89MY9DY0d9sQ8hqY8Dkx87J7xU2DKY9+4+/5pfdCsh/7kR2CSU7FZLKoR8wW/SSOPL+QIhBwBv5X3R3UkwzaTYZurkLkMVB6uKJ1cvhldkF6+ZW1e5or8rNSinIzy4mwcGkan4JvqWCJuq0oqsupVYac16jSH7AaPUa3hNbVQKgmluYiCLTjYllpqRSsLL2liShurZI14PgvWQi2pxeZSS/MJebnE3HTalry60swaVFpNZXYdrqSBkt/GylIKN5r1S0OhBad2//mra3+5/93sn79///EPrz+5++aT+1OePogduBs/eHfKwP1xg32Tn95LeHpvWv+DmOF744fuxA0+GDf46PmnDyYM/DRu4P7kJ3eSHz+Y/vODiQM/zXz6IP5J3+TBe3FDfeOH740d6ntuoC+2/17SkweJj+4nPH4Q3//T+MG+Kf13pvf3Tet/OP7xT2Mf/zzl/NGXPaa3uwJLT+xZev3EvO9uvdr3/av37r704P4rP/84Z7gvdrgvdvDehIG7U4buTxy699zwvfEjdyeM3H1u5N7Yob6x/+pZR61OqdUp9Qa10aQVCDkGo0arU+r0qnDYf+OTa198fnv3rh2Xey9cu9R78ewZu9n0yc2rp88cV2vk1672nj9z/PGDu06LwWbS2swam1ljM2ttZp1ZrzbrNUatSmlUqY0qk0YuUYslIqFcLNJp5QGLNgh6wADotxg9UqGf32SuwW5blXlozoKjM146kTjzTELihYTEq3EJtyYlfDlh+qcTZ51JTOmNT/5sUkpvfPL5xBlXY5MvxCVfnTzzStwLVye/1Bv70omkOSeTZp+Pm3V5SkpvXPLJqbPOJ8y6Gpt8MSHl9NRZV6bM7o17+XTC3N64lPMJyecTUi7Hzr42efbV2JRrU2b0xs6+ED/7QnzKpbiUS3HJVyfPuRT7woX45BvPzzkfN/ds/Iu9cbN741KuTkm+EJ98ZUry1djky3EzbkyecT522rEZs45NTWla+UFd5jJa7ipSzupGWF4jLO9fzUbSl89LXz5vw7J5GasXpq9euGnDh5szlmzO+EDErT68f+vV3mMUQsXOnsCh/Z2H9neUFWfs3B7Ysyu8OWs56FLt3hm6ce1UWVFG9uYludkfF+QtLSlaWVK0siD/o/y8Jfl5SwryPyrK+yg/9+P8ouVYcmYtp4DNz67lbanj57UoCpol+Qj8x7kFi3NzVuZuWbF506JNm+ZnZS3YmPHhpswlWbkf0poKxCZci6yU3phBbU6vFeezuYUVuBXL0uctXzevAfvKNtms08qpnyuSfjAm/+CZdtc/+6Fver879pEv8ZFv8kNoah807YE/7qHv+ae+8UPemCHv5GHvmBH3KDEDnnFPfBOf+iYM+WJ+9o9/GJg4DMX85J/Y7x3T7x8zDD035Bk/4Hnup8C4n4Ix/YGYYU/ssCt+xBMz4J7YD8b3exKeQEnfupMvO988Bq7Z7SnZHaBvD7RGPPw/5tzRIezoELZHBR3tIrOlur1DEomKwxGRwiFqs/RUUFU8s6+U2SpwHCwiywy+MEsCSc1md6exXuZnSburGoyhTlN7t6y7Q9ndKd3aIe2MKLqiys6opDMq7ooqolFZNCqKRMSRsCwSkUQi4khYGQkqowFpJCgKQ+KQTxqCxOGAMAxJQz5ZCJKEIHEIEod8kjAkDftlYUgWgeRhnzICacI+WcQvDvuFYZ8s7NME/G1+nxaCxJBPDHllkFfo90qCblkIlAZBVQBU+t3KAKAJurQhlyoMKMKgPATKg6Aechkgp9LvkgedCp9T4QE0XlDjB+R+QOZ2KwBQ5gGEPofK61C6nSLQIQJtKsCqclmlLqsANEvcZqnHLHebFG6j0m1Ug0Y1aFQABgVgUIQBcxgw/zHnkWfq+D/EM3X8h/ZMHZ/xv8G/VcdmFr2JSWti0ug4VB2dVEsl1FDwLWzW2ZPHvYCjpaH23g/fiLjNP/d931RD9wG2C2dONrGqdTLJjSsXbWZdE4vRXEWrq6I10KktZFI1nUCnEerJ5HoqiUlD1zJw7CpSHY3IriLV0In1NFItlcCk4NhUfB0RTaWg2QQcg0yox+OrqZh6CqKeiK4j4lgkHJOIYeNRNXhEFR5OwSOaERgKDknCw2oRiIYyZA0cVQOHNZeWsitK24pLeEWFTaX5TcU54pxc5ZY8aU6BJHujJiNDm5ahS001rFytX7nCvHyZdckS++IPbfMX299d6Jr3Lvj2256//hV64+3Iq+9E5/45OvdP0Rdf6XrhpZ5ZL+5MeWlP8ksHZszZP3PO4ekvHJ02+/jUWacTZ5+aOvt04qxz8S+cj3vhdGLKuYSZl+OTL8TP2ffSm/syN3Vn53fkFHXDkN0w5O8CN+nUv6JTyRUSoVGrMmpVarksP29LRvp6FpPR1Fifnpaal5stEfMR8LKNmekGvbattXlzVkZ+dpZBo3RYDQ6rwWy1GE0KvYGn18t0Gr1WprYpOE4Fw6BucqmJgBYdMGJ2awsPGXMPW9dftC+47Xj/C9uiu67X+zyT7vnH93lTHrrnPPYlPPWOexiY8DA49gkU0+8d89g7YRCaOAKOHQBjBgPjHvnG9vtjhrxjh4EJg95xA74xI47xjwJjH4bH9rvHDtknPPZNfuybNARMHIZihsGJw2DCoPu5YXfMMBAzAo4dcI8dBOIG3eMHgYQhIHbIO2bQN3bYM7bfN2bINWEQGDcMJgwCY4fc44adsYPgmGFnQr/v+REwZgQcNwzG9LsnPnW/aJeghG1yPpfH5/IEPL6AJxTwhHyugM8VcFq5Rr3JqDf9fchU2GYqbHMVMre6Mh9XlEGD52ILMytz03NTl89/c+6qJe/hECWb09ctX7K4mkriNjVu2ZjZWF/bFfTpBNz8Deu5rOqI1WThN7ZSMIzKcioyt55SzmGhOUyCilMjbaRK6rGNxAomqoBanonZkobLXUkrWEvJ/4BZmN9cWV6LRNaTMY2MompcFgWWVpm/ELnlXWLhfH71B0HbstMH077/rODed2n37ix+0vfq4E9zBu7FDP8YO9wXN/IkZuj+c0M/Th65N2HkXvyTr2NGHo4ZuR8z+F3MyE8xww9ihn6O6b87dvD+uJFHMcM/T35yd/LT+7HD9+MGf5w0fOe5kb6YkYdThu9MGPgxZuTexOE7EwbvxYz8FDPUN/XO9XQReVFLZZ6cVSBhrZEwMtmVK2pxS/TirG3t+VfOFt/5KuPOVxk//TD/0b23H/746pN7L/b3zRzomzp4f9Lgg7EDD8YO3P/9C59Gm1IhVirEcplQLhO2NNepVVKFXKRUiLUaxfZt3Z99ehN02G9euxrwen787lu9Unno8L7jJw7LZUKX3XTp4pnzp46pZQKdQqRWCFVygVoh1ChFaoVQrRApZUK5TKiUCvRCrlTQ0iLhtEg4UhHXJOCY+WqbQKIS80QigYHLVYrYChHbXVsVRRR0rl+67/W3Tie+eiJx9oGZyXuTXzow/eVLcS9dmpxydNrcw9Pm9sYnX31+xsXYF88mJp9InHY2Iak3LulK/PSrU5KuxCadT5h+Min5xLSZp5NmXo6dfnXKjMtxM3rjZ1yIn3Ux7oWrsdMvJEw7lTTjVFLyhfjkK7HTrsUlnpqacjluxtmpU29OSjmfkHxj0pxrk+dcnZJ8bXLyhfiUswkp1yYn35w08/qU6WcSZ5xLSLk+OeVqbPK1uJlXJyXvmvWybsE7pM3plJJsIqwAXZ7DIiFZpN//0fi14UvW4kvWlm3+KC99SVbq4tL8NUW5K8oKV9NIpVol9/aNc7XVuL47t5hVqDs/3sSg8pSK1sNHekpKM6oYSBDUXrp4GFaxMT//49zcj/Lzl5aUrCivWFlU/HFe/gc5uYuysxdn5yzctGVhMXx5La9QZIG16fLpLRuqmrPFjgo9hGHzN2bk/HlDxnup6xembng7dcNf1q97e+2qeevWvbuleKECINg7WWxhFgyzBEtd06YtEdvLyc1rVm1csHL5gk1LX8taOSd9xdy0ZS+lL52bt2xWwbppJZtTGNmvcfL+pKp4XYl/2cR+Jdz0wj7u7HOy2d+qX/wBTPnJM/uRa84j15zH7qmP/WMfeWMH3Ukj3pjH7qn93vgh74QBz4Rhz9ghz9gRYMwQOGbIM+apL+YxFDPkGTMMTBoCpjzyJH7ufesyuOyELW27Jr/LTNjqa+yOCrs6ZJGIwh82OvymP+bcHhb/DYnVzI5G5aGgNBpRAF3OyhYbgx80d+zJrWrgA0dLqnRqEGLJvFKrwbPVwNFvLa22GrzbQj3KUAenKyLvahd0tQu6IvLOsKwjLOiI8DpC0nBQFQqJQkFxKKAKBuTBgCToVwV9mrBPEfKJA25pAFQG3NKARxhwS/2g2O/mQyDPB7T53Vy/m+t38yGADzkkkEMOOZQ+uxRyiiCXAHJIIYcSAFtBpwFwCQGH0G2TAVYBaBX4TALIxPUZRV6TyGsSQUYFZJBDBonfIPQb+D4Dz2tQeg1Kn0HoN4kgvRQwS6w2mdUmAywiwCayOIRmO89ubfUYhW4DHzQ0g4ZmwCAA9ALQyAFMSKz21wAAIABJREFUPEAvA3Uyj17p0as9Oq1bp/MYDG6Dym2QuQ3yKGCKAv8k55Fn6vg/xDN1/If2TB2f8b/Bv1XHegZ5FCoWWVdFYtOJtTTivu3dNy73Xjl/xqpTnzpysPfMifMnjtRVkU8e3v/j999IeW2Xz585e+LIV5/dELY21tHJtVVkNpXUSCayaIRqOoFFwtWQsNUUFJuMYZOJ1VQCg0pgUQhsEqGWiK8i46rI+Bo8rgqHZWJwNDyhGk+gkXAMEppFwjDJuFoivpaIYxAqaQQkDY8kEyvrKlFEApKER9DRCCoaUYWEVyMqCJXleGwlDYmkwWEkVDm5soKKhFGRMDISzkCWV8NKGRWltPJiWmkxubyYXF5MLisgl+bSC3NZBbmsohxW0Zb6vKzGLVuas7L4GzMFmemStHTFhjRVaqoyNVW2Yb1u9Rrz8lX2patcH61wL1nhXbLC8+EycPHHvgUfB99d4n93Ufgv70X+9I7/tfcUCz+E6pjGpgZ9W5tOwNUJuL8L3GnTj+KyG6wmtUmvcNkNgMNo0Mqq6NSsTZmVKETahvVkEmH5so+rGfSW5sZFCxZqVOoaJquhlr1k0WKJgG83m2wmo8VsNOs1Rp1cp5MoNWKFSqqSqXUSg0EuMok1AqVBrNaCHDXIUeukCqNUblTVmMVNVqHYyuc7BUxATPMqsVFj/kEl/KS++Iw5s9e+4hNg4efAW995Xv4eeuGR89WH3lk/Q88PuuOGndOGgenDQOKQa8IIOLHfH/PEN2kYjBtxjR9xx4x4YkZskwd8Y59Azz32jR/0ThjyxAx5Y4Z9Y4a9Y4e9Y0bAcUPumCFPzIg3ZsgbM+iNGXLHDLvHPgnEDHnH9vtiHgXGPPVOHIBinkDPDfhiRoCYEVfMiCfmiT/mZ+80m6hC1ibhc3k8DpfH4Y4WfC6P28bhtLaZdHqTTv/3IdPg2TR4dnVlfg22CF+cyUAV4Is3YQs2Zi5fnL5yybw/z60oyF749l+KsrNWfLhYJZEU5ecT8Nh923vgeTnipsb1Hy3ZGYD8Opme08irpjSS4Q3k8jYGSlRHE9ZRJQ10QS22lY6mwwvQ+esQWWnl6SswW1bTi9PqKwrrEflNBFgTDdVIhzVQK+jIHNjmjwvS55dlLcQVL6LAX6Ug5xLhKWzqTClvlsf6pwM9b3x9/bVHX3z4+Nv5j+8l9d9LGu6LH7g7aeBu3PD98UP3YwbuTBrpixu+HzN8b8zQ/bFDfc8N9k0YvDdu8P64wQcTBx5OHOgbP3Tn+eG+CSM/jR24O3747sSR++OH740dvjd+8KcJA/fG9936i6Xt9dbKlVx8nrS6QFabI6jKYWMyCWXLkIXvI4v+hKt4kYp+gYp+oYWRohPN8tvn7u9549qZd+98vvCn7956fPfVx3eTB+6//U/HRwG3fhReG5tZhf9102U3fnH7ZnvI3x7yX75wds/27lvXr8iEvDOnj50/d1Iu4V88f+rQ3u1HD+zSKkRiXrNM2Cbht0j4LTJhm1zUJhU2S4XNCm6LktMs4zbIW2oFLfWctoZWfkOLpF4s4IgFrDppVZ20ScRv1XNrFYIapUggFXBUwiZ7Y7ObXO/AkmwImKcQFt1c2pmxftua5fsWrz48b8Wut9/e/dZfD7707tkZrx2c/sLOWck7U2YcmzrzfELKmaSUY0nJJxNTrk5JvhyXfD5+5uXJM65Mnn5i2tRTSUlXY6ddn5JwfUrC1bhpl+OmXZ8y9dbkxMvx8RfjZp+ZOu16bOzF+BmnpsWdS0zqjUu5HJfUm5BwMTH+QmLC5fjEG5OnXkxIvBY79UJ88rmElMtxySeTks8kzO1862N+NYHdXF/fVFvLriZTCcyGamZD9b+ajbSRC9rIBdWITeWbV6Stmp++dkHG+gUZqQtam6l7d7c3N9LoVOSXn19qqCN9/+21zZtWyKRNR470bMpc5rQrApCZ21adn7M6Pe3dtPULNqyfn5b63qbMBRsz3s9Iey99w/y01PdSU99dv+G97KLFDeIiHYQRGAoqCEvyy5ZWizKMQbzKDs8tfSt1w7z1axavXv526pp3U9e8v27V/HVr55Vjlvu66w1eAoaxfEP6ayUlS7iKYpW3hClYXV66uGLj8opN6xD560o2f5y1fkHGuncKV75VtPq11NTXNy17Z9WaOZtWvpm+9u1N6+ZVrF4IXzcflbOoriKttSbPICYHTa1BU+tOd8uxEOMMRD3nxJyz5dzQLrum+vC69qOvjG9/Y3vjnnPOfXfyXV/8Q3dcPxj31JP41B37BJp4PzDldvvKUzsMh3vcezrc3UFgR9SzpxPaHvB0g1DU4fWDPrvF9cec2wPK9oAy6le2B9Q2Q0vEr4n4tRG/TqTWYmqcXFmPWB9GsVT1sj1lJJ3FGanmOLkii8cTRlPt9equepHeB+nCblvYYwz7ZCGfOOjWBt3aoFcU8Aj9LrUfUEOgAAIkPofG51R6nSKvQ+K1abw2mcfG91glXqvaY5WAFi5oFoFmyd8QgRa+2yoAzWLQJHMbhR6TxG2Uuo1Sj0nmMck8JonHJPGZG/x6BaSTQVqRX6P0qxR+Dc+j5zqNPJeRA+gFgF7oMgicBp7LJAAMEtAocJo4gFEOGiQeUytoaHUbFCG1xm1QgXp1QKULqvUuvdqlV/pVKodeAeikgFbm0qkcBqXdIHUaZC6DxGUUAUYRaBCBBjGgF7v0YqdB4jRInXqZUy8PuCwBl+X/mGD/17XnP6BV//Vr+A/c4zN1/K09U8dn/G/wb9WxmoxlkDAMEgaHKGVR8SwqvoZGqK+mtNaxmmsYLAqBRSHUV9MYRCwNX8muotQyaCwaqYHFaGZXN7MZTCqeRSfU0PC1VDybRmDTCLVUPIuMZZGxTBKGQUAzCOhqIoZJwrLIOBYZxyRhq4kYBgFTTcAy8BgGHlOFR4/21UTsrwePHlZNxDAI6Cp8ZRUeQ8dhaFg0DVtJxVRSMajRnoRBjkLGokhoJAmNJKIRJDSSjIGTMXBiZQUBVY5HVOARFTh4ORpWiqooqSwvRlcUY2DFWFgxprwQXZaPLslDF+WiC3MxhbmYwlxsYR6uKA9flI8vzsMX5xKL88hFeVVFBayS4vqy0hYYTIBCSdCVCjzGTCSAeJKbQLFW10gb6vhtLfy21tEH834XeMgP/IoXtIJOUzTk6Yh4oiGwOL+gjsVUyaRZGRvoZMLyj5bUMKpaG5sWLVio02jbmpozUjewmSy9WuOwWAGr3Wk2u4wOpw40aa0qjVKqkUiVMrlCK1FLzEK9Sa5WasQ6pV6qVfENPL1CJFXzVTKuVCaSyKQaMU8n5SjlrUZpk0TDN2jaTJpGvbbRrGoCxWyvmAkqavwKUlDJbNegerRFOw3pe22rDtpTj7mWXbMuuOn682eel7/wvfSd77U73j/d9yX87B8/5Jw54JnS73l+2JU0DCT2+yY89Y4bBmIf+WOGXfHDnphh37hhV+KwZ+KQZ9KIK3EIHPfUHzPkjhnyxgxAMSOemH5/zBAU0w+NGQEmDgEJT33jHwZjfvZOs4tL5K0cIZc3iojHF3I5Ak4br7WF29Js1hvMesPfh0xH5NIRubX40npSBR2ZX4srrcWW0mB52OLNa5a8v3ndCkxJwcI3/8zAYT+c9464rQ1ZUY5Ewndu7fTZbWW5eUaF8vC2nl0QACrF6mY2j4FrpaIELLy0ji5i0wVsOpdFaKZjmDgYpjSrNCutMG0tfPMGckl+E6qMQ6wQsspE9ZXiBqagjt5AQeAKc3IyVmSt+6A0aw0qbxUqZ0151uLsNe9tWjFv7eq5W9JmI/PntJL+YuS/HQVS9oXfu3xg/me98x58+d7TH19/8sOc/rsvP7mbMHB/wtC9yUP34ob6xgzdGzt0Z9xQX8zwgzGDD54bePDcYN/4wb7xww9ihu6PHeqbONg3bvB+zOCD8U/uJn1//U1N44stqPVNqDwueYu0pkTGquTRSxjoHGxpBqY4HVeSgS5eXpK1pCRrSc66DzaufmNL6sub18/I2TC9fMuMGsIsFW9uyPHG7tBH/3R8VEpbldJWtZyjlnPamhgqWdtoDbkt+3Z3H9q/IxwAIbf90N7tTovObtIc2r/r6KG9gMO8d1fPsYO7jx3cDdgMdpPGadE5LTqHWeu0akGHHrBrnVaV3aKx2XRWu9puUXjVCodeZTUpIZ3CYbOZXQrQJImqLDY7YHcYINDudQIeu94DaiHA4rFaPQ613yXqsUi79Uavy+Bza3Yb7N0WOwQqIoB8m8nQrtftUSn3KAQ7eA372Owd9OpuAvFAKexQTv7ezE1716Xt/njNngXLDr6x8NSsPx+f9tKBmS8cmDn7yLQ5J6bOPZr0yqHpcw/NmHM+/sXzU94+E//K9cnJ1ybNPZM4ozc++dqkV3pj516OTbkcO7M3bual2BeuTJlzKXbOpdiZvfHTLsUl35w0ozd+Vs8rbx1o4DjdHqMT0KsMqjYRp6aey2nlclr/1WxEVYNU1SA5pDJqxZacDUvXL5+/4qO3Vq+Y11RPhrxmn8eEgOVW0VDhoL2ulpiRttRpU0ZDjkpEjlbFiUC2jjBQnLtuy8aFW9KWZqcv25L+4Zb0D/KzluZnLSvYvDw/a0V21tKsLUsLypc1igpNfpzcVoEirs0tWI2rXy13IawBIrlqbX7u0k3rVyxb9FZW6kfZaas2rVu2JfMjZn2ur4utB3FE+pqy4g+wyFUCcbHWVyLUbREw13Nxy1qoGfXUzCZ4Gi0/DVGyElu8gVCYXVGUhs9dgS7eUFuBqKWT2PU0IbultbGBwaupaWo1yOTRsHfXnu279mzfu/fk4V3HD3QH94VMnRYNqCBp+BhtG8zUlmfilri5ZR5+uUea0yPcckiBOBeqvr2v/vtDzXcOsr8+5ui9eOrkiQMn9u4+s3P7sbB3D2jusJkgowU0QBaVTy11/DHnIKD8BVBlUDYF3Ro/oIYAtUqna5VY+CKZ0WrS2AMNIrvUaHYDGo7EJBUbQIe2WWSokxsECqvXrgpapF6LwWeXeu0ij1nrNmk8NqHHJgRNaq9J5bXwPSaxx6BxGxSgkQcaBIBB7jKKXCauyyhyGeROg8BlbnWZBC6D1PWLg4mdBqHLKHIZpC69EjSIQIMA0AtBvRTQKQCdDDSIQCPfqTc4dQqnQeyw1DrMDXad1qZX2vUyl1YBaMWgRgaqFS6tyKHn2QxCh07l1MrteoFLq/Jo5V5dq1cvALUGv4bjMDfaza0+jdyrUVhNQqtJ6FMrnHqpWy/0aBWATus0SFwmIWCQgnqlW68EtXJQIwE1YkAndOmFTqPIaRS5jGKXQRoGTWHw2arjf/8y/v++x2fq+Ft7po7P+N/g36ojBYsgoWFkDLyyvJCKQ1YR0QwShkXFj/ZMCq6ajKUTKquIaBoeRcdXMgiYKgKmmoRjUfAsCp5NI9VSiSwyfvSbrr/K4d9ZX2UVvvJXJxzd/09hkXG/k8zfzkbCV5PwDCJuFDoeQ8djaDj0aE/FVlIwqNGCiq2k4zE0PIqKQ45CRiPJaCSpEoFHwrCIciy8HAcvw8BKMBUlmPJidFkhqrQAWVKAKM5HFOcji/JRRfmoonxkYR6sOLesNKesJKesOBtWnIMszUOV5KFK8jDF+bjSQjyihIauYGOQzQRsHZnEZDNr2LUt9Q2CNo6gjfO7wHs6oz2d0e6OSE9nNBqE/F7Xjp6O3Tu2Wk3aRfPnFRdkF+Ztam5gfrho3oeL5mlV0qK87Dff+FMVhVicn7dsyYcfLHif09zkdTpdFgvotHhsdo8ZcBmcZoNNrdEoVRKlUijVcPRKpU6l1GrkZo1Mr+Vp1QKzyKRSNhlEfImUL5QJNXyFVqSQyTh6cYNayTYqmkyyRp2yQSdrMQl4JkGrXlqvUon0arZejdZIuXq5VK+kGMRMo6TeqmZblA1WBdUmwwNarNeIjlgxPS74MbDwaGjjucj6W4H1n7qX3gi+/2Xorw+gv/wYmNrvevGJe+JDz+QRIGnQM+6Je+KIPabfM+2Jb9qId8JIYNwIOHHE+Vy/P2bEHfPEP2YYnDjgjn/ij+n3x/SDM5zSUqGwQcTji3jcUSEX8bgiXpuA0yLktlqNBqvxH9SRUVnEqCyqIVQ0UJEMTHELA91ArmgkwTKXv79y0TtrFs8jVhSuXfRexrIlOetXC+pZq5YsXLN8iVWrWP3hIiICmZuesS0Y2O51Qjqprq2WX03k0LACJklWXyVtYIjqq3i1NA6L3FiFo6JLkUVZJVvWVuRuwJdvrqus5NKwsga0urVKx+Hp+Y3yNkoTBYcty6/IWY3MW0Ms2kIoyEbnphWlrdq8cs3a9Qs2pX2AzMtkInO5VUUC5loFAyGjrRWyPlQ2vO0Uz+sBV5zcs+7m5dXf3V728JvVT7774Mndlx7fnfn0XuLQg+eG+sYP35080Pfc4E/jhx5MGvl5zNBPYwbvjx3+eeLA/XFPH0y7dXGRou7NRszKZmxeM6GQSyuSsOAyJppLLqbCN+NKM0nlOdTyQlzx+oKMlQUZKzNXrUxbtSh99fsZa97LSV9clPkhoXg1A7m2Dre6lZT1T8fHYMAzSijoNRk10Yg/HPKFgt72aCAc8oVDvnDYG4l4OyK+UaIRf0d78Ffao4Ff+86OUGdH6O+L9gj0y6dCnkjQHYRcIT8QhFzBkD0UAgI+API4wwFXOODqjPq7Iv6usK8jAkWigWAYCoahUNAbDXj9EOiDwLAXDPnAgA+AfGA4FGgPBaMhXyTo9rqNbkDvBQx+pyVotQet1qDNEnbYgzZr0GqJ2KwRi7HdZtqm13RLhf6mFjuxyo6g+eDV3ej67ci6o0WYQ9nlBzbk7V+efuD9Fftff3//nL8enP3GoRmvHp7xyuGZc49Oe+HEtFmnklJOT515OnH2saQXziXMvPl8yoGZr+0m0nZ3dvs793j92+1ARKVz8cU6hdqiUP/z9ZmRkRFNI1bTiBWx4C2UMnLZJnR+av76D3PXfpCX+lFO6pKc1CXZ6z/MXvdBXupH+WkfFWUuLc9aXbFpbcWmNYjsdZV5GzAF6biiDEJJJrJ4A6o4E1ueXVm6EVeeSYRvpKFyqtD5rIpsWmUelZnNMeSZ/SiDhcSrR9aTCtsa8/Q2rDNK0ZorG6vzSaVZG9bMx8E2slF5LGQei7RZa8cAXSSbD6dsK5cw4TxWuVgFN3jhQATldpaA8mKfEOlqRRrrSpXVhXJGgaK6UFFdLGbARLU4vbw57LV2d0Z37Nixa8/uru6tLsBjsbp27th34fyVq1duXr1y8+rlTy5fuNx76tTxfTu3hbweO9eqZJlFZAcfBwoJLj7exSfYeXifun5/l/fapbO3v7j95bdffv3l519c/+TG2dM3T+z//NDWr3Z7PwnpT9kVey36XQ6wC9oaDu7wgB1/zDnkVIScipBLEXIqTIqmEKgJABo/oIZcWshlgFx6n1MHObWQQwPZVT67wmdXe2xqj03ttWtGC7dV5baqfBaF1yz1mqVesxgwCUGzxG2Wu81Kj0nsMUk9JpnbKHUbJaBBCBr4gEEIGiR/QwzohaO49GKHTuLUSx06ySh2rdiuFbt0ApdO4NTynVq+Q8MbrW1anlUvtunEdp3YoZM4dGK7TmjXi2w6sU0rsWsldq341/M49VKHQeowypxGmcskd5nkgPFvWKUuiwywykGbCrAq3SaVz6yGTGq3VeGxKUcBrUrQpgJtKtCiAEwSu0HgMApter7DKHQYhU6TyGmRuOxKwK4OQdYQZP0/Jtj/de35D2jVf/0a/gP3+Ewdf2vP1PEZ/xv8W3Uko2FEVDkBWYYoziVVwgjIcgYRTUbDGMRKOh7FJGMYxEoGEU3FIhjESioGXk1AVxMqWSRsDRnPIuHYVHINiVBDIYxqHoOApuNQvxojHYeiYZE0LHJ05+hPR3eOHjDqijUUfA0FX0sljPK7zVoqoYZKrKESR5dAmWQ8k4wfrUeV8lerrCJgqwhYBhFXRUT/Cg2HpuHQFAyKjEYSUQgiCk5AwnDwcjyiAg+vwMHKMPBSFKwUVVGCqihBlhcjS4sQJYXw4gJ4cT68KA9elAcvzIUX5iKK8uBFebDCXFRhAaaoGFFWBCsrQJUV4cpK8TAEGoEkYnEUHL6GXlVDr/pd4If37T+8b/+hfXsP7t2zs6d7e3fn4f17Thw5eHDvLi9gs1u00TC4rTsoFbcopBy1Qthcz6quooj4bdyWxkY2q7mB7bAYPU67H3RBHkfQ7QiDDr/T6XaAFpPVqNPqVBKVSqlXKXQqhUGjMakVBq3IoJIaxQaNVGTiq2USgVDRpOULdEKFQs43Slu18gadlKuXcNWyBpW0WS0SKsUcpYKlkDfrJU16KUUh5slEAqWIruY2aET1amGtStKkl9VYJfUWabVehTfKKYCcBClxXgM8aCjaps7brc3vMW3eZUo7rluz37rqgi6t17rogmPJLcdHt7x/vQ3N/97z+l3f63d8bz7yTHvgj30KJA85E+4HJg6Ck59A44fB5/vdsf1QzKB3zJBrDihHiWQcmVAkFwnlIpFcJJAJ+XIRXyrkSoVcu9loN//Da3JqCfBaApxNQtZRUTR0YWMVqpWObKUh2KSKGhK8hlDRTMe00rFtdKyghixtYrQyidw6morXoBW06sUio0wK6jUOKc/Ir5HWEzh0XAsZw6HhRLUkaSNN2kwXNdIF7CoOi8ymIijoUnTZJkRRJrZ0Ex0Fb6IhxHUEbUujVSCwSusNEqa4kckm4yioXCpyAxNVUospqUIWY0ozynI25m/OKMtbhi/Jr8EWcRhYMRuuYtZqasrkdTgFC6FglKrYcB2fZFWTAk5c1IkIu3N62tcf3L3x8rn07z5f9PP3C55+/8bTu1OH+qb1/zh1qG/C8P3xQ30T++9NGuxLuX76z+rmJVxKQSu5qJVa3EYvEjFhihqstBrRRCwlwvKwsM1kRDEdBsMUZeZtWpO3aU1W6tqsdcty0laU5mxAFmfRkEV1+HIOtbyJUtBI/ucP4EE+APIBXo/T43aoVVKP2zFaez1ON2gfLXxeVzjki4ShgN/t9bh8XmD0H3J0doS7OiNdnZGuznBHZ6CzK7i1O9zdE+nZFt22vb1nW7SnO7Jta3hrR8ADWAxamdmg9AAWv9fhcGgMBoVWI1erpE6nPhh0dUR87WFvNOKNdvjD7ZA/6A75XH6r0atWeKRiv0zsFfAAPscs4lp1yoDf3dkRbo8GAJdVqRSKxW0KKU+rkBgVMq2Yr5PydDKBRipQi/gaEV8r4OpFXLW4VS5uEQl5WqPFBgRcnnZ/cHt7dE+k50y0+1R717GezuO7O4/tDu3d4dne44huN/u3acFdMtt+rv5grfQQhbsf23i0mLYvt2JnRs7uZZmdmSU3tu7Ztut4585zke4j/o69Dt9WiyvsgjpdUOe/mo0oG/DKBryoBsupQjHRhXWE8ipkPqUimwrLZqByqyvz6IhsOjybgcitRubVYooaCKVN5PIWKqyNjuBVVwpYaFEtRlKHk9Rh+Ey0hE2UNZCk9Vh5A0bdQtK20gytJLWQrjZRbBEC2EkEvDVeFw+yCZz2NiDU4OxieLsYJi2Oy4AXpX/cTCtT1KIVbJycg/NG2GBnVXR7c7uHv9WlCTuknmCrd2tNoIceDhIhPconRrv5lc42hLUFYWlBWltR1jasgUuDzJID+7ov9Z6/du2Tazc+u3rz9qnzvdt3H9q173jvlU8//ezbz7784bMvf7j1+Te3Pvvq5ic3rpw/c+LA3r09wU63Lmho9cur/RKqV0xxCkgBfdPeTseV80dvfXbri2+/+eybL299+snNq5dunDv16dG9n+ztvL7de2Wr61KP/9L+nVdPnbp6+ZPeKzf2Hzr+x5wDLvXf0BiVnCCo9wM6CND/gksP/aaOasiu9jk0v0rj36sjaJKBJhlgEv/6pVPAKAWMcpdJ6jL9YmtOo9RpEjtNIqdR7DRKRnEYxHa96Nd+lF9ru15k14tGDe0XT/vbB51Gid0idZqlLpMUMMtAixy0KkCbArQp3HblKB6H6jecardL7QE0HkDjBbUQ8At+UOdz67xug9dt8HiNo4UPNHhBrc+t84IGD6j3gHqv2wA4NU6r3GGSWA1ii0Fi1ImMepHJILZZ5E6HGgD0AKAPBh3B4D9Z3R15po7/QzxTx39oz9TxGf8b/Ft1pGERVAycXFmBKskjIEpJqHIcrJiEKiMiS2lYOBUDo2JgDAKKjkOQK8upaBgdA2fgkAwcqpaMr6OSWERcLZnIIuFH1xhpWCQVg6BiEH+TQ9To+SloGAUNG/1FJFQ5CVVBQcPpOFQ1EcMi49g0Yh2dVEcnNTAojdXUBgalgUGpryL/RjWljkH+lVo6kV1FqqUT2VVkNp1cSyPVUIm1NFINjfg3CKNLpkwKblQsqwhYOh5Lw2Go2F8WJymYSjIaRapEECsROBQMAy/Hwsux8HI0rAxdUVpZUYopK8GWFKOLi9DFRZXFhYiiAnhRPqw4H1lciCosKC8pKC4rKCrLLysugBUXIYqLYUWF8NJiIqaSiKn8XeCnTpw8deLkqRPHTx4/dnD/vr27d54+efz82TMXz5+7cvHMpfMnzp7af/TQth09Qb/XYjOpNHKxQiJUKyR6tdykUzltJtBhCXhc0YC3I+TtCoPdEWBrCGz3ewNuj9fucBp1Ro1Rr5IZNTKzTm3SyE0amVGp0MtUGolCJ1ArJEKpvEkr5unEYqWUp5O0aaXNGilfLeYrxc0yUZNUxJWIW6VSlkJarxG2qQR1Yn6rkN8m4TXIOFwJv0nMbxAJW2WiFrWArxJy5fIGlZxrUQitarFFL7TpuS51i1PValG3WFT1TjlTJ6+3CNlmEckkodiEGJu0zC5D+GRFEXlmhyJ7jzb1gGXtSfPGC9Z1J8Hlvc5Vt50ffAUs/Mbz9g8zB+URAAAgAElEQVT+uXe8c793Lw1pCHqlwKCUG5Ryg1JhUMqMSrlRKTcopHq5xOO0eZy2vw+Ziatg4ipqiPAaIoyMyGOTKuqJZfXE0npSeSMV3kRBcKrQPAaGV43lswgcJp5bS+bV0fhsmqyZLWlulLQ08dgsXjW1mVrZSII1EOH1RFg9EdFIqWxhYLm1JH4deXThsZ6GomNheHg+sjgLXrARXbqFis6tp8KEbKqaU6MTMbXCWmFjdT2VQEEV0dFZLFwJm1TEwpdQ0dm48s2VJdnokjVUZD6bXNJcheAyy0QMnJhRwWEg2yioZmJ5I7G0nopuY9OETVXSJpawlSnk0iUiplFbZdMVuLTrA/aPt4XeOrFzwScnVv5w84Ofvnv15zsvP777/qWjSzRtHwpYMEE1jleN4jHgwhqktA4lZ2OF1ag6QhkFWUBBFVRhyumocnRpVmHe2sK8tflb1pbmbECXbmHgK5qq8bxasqCWJKzFcVmo1mrcPx0fFXKRQi6SSQUSMa++jikSckRCjkTMk0n4MjFPIRMqFWKjQe1wWgIByO/32W0mnVZpMmoBly0cgrq3tm/r6ezp6Rg1xu07Onbv6d6zt2fvvm379m/ft3/7rl1d27ZFAcAs5DWJ+M0WoyrgcdjtWpmUz+e18nktRqM8FHJ2dgTa26GOLqizJxjt9kfCYMRpsrc1K3FYHRLuqESZKypkxQV8FMws5nSG3T072tujQbNFLxRx+XyuVCpWKaVKmVCl4KsUHLmsTSbjymUCuUwok/DVcqFGLlLLZAajy+bergN2GqEDtugxYOtJf+SwP3I4EDoQCO8Ptx8KhvcGw7sj4YPtoWPt4WPtkSPR6OFox+H2riMdW4/s7jp8YMfh/fsOn9515Miuo6H9Jxz7TkM7e6GO/TZfl9zoZnMUzSJNs0jzr2Yj0jqstA4rZGF41ZW1uKJWGpJXjZY3kJWNBGUDRt2I0zThlfVYBRujqMWo6nCaRry+hWBsI5o4JAuPYuVTbQKqTUC1ckmGJpyphWTnUBw8kp2Ld/LJTh7NKiCY5DSnm9m+h7nzeOPeQ7LDBx0nj/iOHoruO25rP9IW2VPj9VCUjQj0ppUSRrmZgzVziRYlPdrFDW1vO3Dcemyf//rJw1dOHjhw2Lf9oLZjD7ejvTZopbplBEhKCMpJATkZkpMDSiqkYkYc8vNHdt389NPbX37z1fd9n3179+Y33527fuPAyQsne2/e+Prbz3+8++Xdvi/v9n35472vf7j71bff3b59+/Ll3lNHD+zr8m13K7oMNVENLaytChpqt4cNJ47uvX7j2mdff/fZ19/e+uqLz29/evvq5VtnT908vv/G0d23T+778sKRrz+58PUXN7/69utvvvv2q6++OH365B9z9oMGP2gIuI0Bt9GoEQS8Zsht8nvMfrdpdKcfNPhBfQDUBwBdANAFQJ0f1EGA1ufSjKqXz6XxuTSQU+dzqH0Otc+p9DoUXrvKa1d57Rq3U+t26kCH9hecatCpGgVwKEf5bdOpBFwKl1PudMgAl+I3nKpfAV1q0KX2gFo3oPEAKi+g9oMaP6gJuLV+jw7y6CGvLuDTBnw6v0/vh/R+v9EfMPsD5kDI4g9Z/CFLKGoPR36jPeJqj7giUVc46gq1uwIRhz9shUIWf8AM+U0+yOjx6kG31gWobXa5xSI1GcRaLV+p4iqUHKWarzVIzTa1AzCAXovbZ410eCMd3v9jgv1f157/gFb916/hP3CPz9Txt/ZMHZ/xv8H/gzrC6TgEFQNDleQSECV4eDGmvAAPLyYgSsiV5VQMjI5DjELFwMioMiK8hAArJiPLaGhEFRZVjccwCVgmEcMgVNJxyL+Tw3IKGkbDwinoCnJlObmynIQqG+0JiBICopSAKCVXVtCwCCYJU0PBsWmEBga5iUlrZtH/SBOL3sikNTKpjUxqI5PWUE1tqKY0VFPqGZR6BrmuilxXRa5nkEdf88P+m1iOUkMlsShEJplQTcIxSfhqIn50cbKKgKXjMVQsmoqppKJRFDSKXIkkVyJJKAQRCccjYHh4BfZvGomClSAqSmDlRRVlhfCifFRBbkVhTklRTlHhlpLC7Ir8bERudkVedmlBNgZRhkGU/S7w8+dOjXLuzMmjRw4c2Lf7wrnTvRfOXrl04Vrv+euXzl86f+zUsd17d0ajQdBp1WsVMoVEpJKJNXKJUaN0mA0epznocbYHPD1RaEenf9fW4K7uwPYOaGvYE/G6fE6r3ayz6JVGrcSil1m0UrNGalLKDHKpVi5SS4RqqUgtFakkArWEp5Zw1JJWlaRRJWlWCJsUwha5oFkuaJILGhXCRqmwUSJoFPMbRNxGMa9ZyGkWtDULOS08Xj2f3yjit4gFbVIRVyHlaRR8vVpg0QmseqFNJ7RqhRaN0KTiG9V8vZKrk/M1Uq5awlFLOCpxm0rcNlrrpFy9jGdW8p0aPqjluLVNbk2tW8MKqcgRHanTgNphKtpvKdxjx4ctHMBsBq0G0GJwWwwei9FrNXksRq/F6DbpIxAYgcC/D5lWWUSrLGJgS5i4UlJFNhNTXF1ZUF2Zz0IX1GGLG/ClzaSKNhqSV43hMvGtDHwDHcemYetouCYGpa2mmlPLambQawk4OrK8ClFER+bTKvPo6GIGpoJFQLKpmKYqfAuD0ETH1ZJRNEwZHp4PL8osy9sAK9iAKc+i44qbmJXi1ioFv0bBY3PYVCYOTijPI8I209C51fh8BiaPDMvBF2XBCjYgizbiYfkMQmkdtaKZVt5GgbUS4bXEUga6hAwvJMJyyYhcKqaYRUKzKZRaKq25vk4g5Og0YpOiRcenyFpgkpZ0aeNSMXuhhveC3RSze8eEcyfn64QLpPUIPhvPr8EKWGghq1Jci5U24MX1eEENtpkKZ+NL2Th4LR5OR5eiy7PLCtPKCtPKC9PR5Tl0XHkzkyhsrJK2VImbKaImIq8Wz6sh/dPxUSLkSIQcEb9VyGths+i8tkZeW6OA2yzkNov5zVIRRyrmq9Vys9no9oKhSDgY8JpNOr1OZbMaIR/YvbV9965te/fs2LN72+5dPXt2bzt4YPeRw/uOHN539Mj+o0f3HT6y58DBnZ2dAbVCKBdxnBZdR8gbhFwWo0apkCjkIqdT39np3b69Y9eOzt27Onbv27pzT+eO7eFOt1nHojZuzuRlpMozU6Xr17auXskpyIaUwoM72g8c2r69O+J0mNUqmVajsloMNqvBYlHabCqLRWk0KU0WrcVutDutNofVCdgtLofB5dPYQxyFT6COKC3bVJatGkunwuiXGyClNaAH2lWOkNoVVrqCaltAZwkaHWEL2G51dzigLmdgKxDqcQd2uiJ77Z17PKHdVrBL5YoYwQ6VFGjkK0jMJhSJCcdX4avq8VX1/2o2om3CaJswcjZCXodsoxSoG9HaJoyNT3aJyC4x0SHE23g4GwdnacVaWnHWNry1DWfn4p18IiAiuSVkj5TikVK8MopHSnbycJYWtJtPgCREv5QUUND8coZXSYNMde2R5oMnms5d4V+5Yrp5zf/l7c5vbuy6fav94k3HwTOSXTt5TjmltizNxsEHddUhU1NPSNazXbX3iPXk2c4LJw/8cPuzr25eP3lq575j/h0Hjbt2q3d3ybvBth5rww5bfY+trtvG3uao3w4Iju2KXL964dMvv/z8mx9vf3Pnyq3PL9745PiF8wdPnjrde/3S7c+vf/31p99+9+m33335491v+x5839f35bff3bz16flzxw7vjR7oNOwGm3Y4arY6G7cHpAf2RC9e6r312ddffXfvmx/6vv76q68/u/XFtavfXOn94ZPeu5998u2tq998/un3337zw50fvr9378cfvr/79ZeXz5z6Y86hgC0UsIWD9lDAZjFJw0H7KKGANRSw/A3rb/tD9kDQFgjagiH7KL9sBh2jRShgC/qtAcjk95khr8nvM48WkNfo941igCCDDzJCfhPkN0F+8//H3ns9x3VdjZ5/x4Sqr2bq+pbHdtmWLVlZoihRJAEQREYjNLrROeec4+lwTucc0Tkn5Jw6IEeCpKhASiRFkQRFSdZn3zvzpHloitIny/a8jFSl4q5foXYfnIdzVqGq9w9r77Vy+VCuEM4Xx4rlaHk8Xh6PVyYS45PJ8cnkxFRqYio1MZOemEmPT6eaFysTiYnJeLkSGS8FxouhySal8EQlPDkRmZyITE1Gp6cT0zOp2bns/FJpYaWyuDa5VJ1eqc+sNmbXNuaqG3PVjbna5nxtc76+sVhrzK3XZlbXJ5dXxxeWC7NzqemZxOxUZLoSmioHK3lvOestpj35pCsdd0bCtmDQ7PObwhFHPOlL5cbSxWi2FC1NJCpTqbnF8txi+V8ssH927fkJtOpnf4af4B2fqeN345k6PuOXwb9VRx4VxyFjOGQMAQFj4JFUDJyIHCAgYKTRQQp6uGmPTb1kEkZpWAQVDSciBggjMMIIjIQcomEQTDyKRUA1U5Q07AgZNUREDuBH+onIATJqiIqBN+2Rgh6moIeb+czmDQQErJnb5FKwQgZRwqZI2DQZl6Hgs5QC9tOGk0oBuzlpNhFpIuMyZFxGMyfZzFg+nYhZ33mjiE0VMKhNe+Q/OYpJ4lKJHCrhybFJMoFJwLHwWCYey8BhnjokFdsUSAQJhSCiEITREfwoHIscRo8Moof60QO9qP4eZF/3SF8XvL9rpK8T2dMx0tMx3NuJHx3Gjw7/IODXjnauHe1cPdy5eri9u7FeX104Odi6drRz/Xjv2vH+tePd44PGzsbSykKlnE9Ggl6HxWQ26iyg3gYZ3BYo6LYngp58PDSeiU0Vk3Pj6aXp/PJsfnkmvzCVnS4lCslQKuKLBpxhj3nMYxnzmMNuU9AB+W2Qz2p0mw0es9FtMrjMBqcJsEMaK6iwgjKzQWbWy816hUkvN+nlZr3crJeb9AqTXgnq5Eat3KhVGDRNlIBGBmjkOo3CACghg9oCaZxWwOs0hDyGkMcQculDLmPAoffZAK8d8Fi1bgvgNGkckNoBaZwmrduic1v0XpvRa7f6HPag0xFyOiNOZ9Rlj7msCbctFNRHwvbkmK845p2MOMejjlw8EE/GC4lgMRkqJcNPiIeKsWAu4pssJCcLye8HmY6F0bEwJmGATRgkDLczML0UZAcZcZk80k4b7eTgekWkQRkDqeTi1AKygkeSsAkcMoqGhdNxSBYBzSPjuSQsFTWMHepGD1xCD17EDrfgER0kVD8VO8ggDHPJI0LqKJ+C5JAQNOwgHtEz0t860H1+qOtt1EALDdsj5aCNSpZVJzBrBEo+lYkfQQ9cQg1cICBbqdgOKqoDN9g20vUurP3sYMc7KFgbDdvHp8Ck9EEZdUiEH6AiL+MGWhFdF0c6LyB6LyL6W9BDXQTEIJNAFPN5Wq3aYTF6TUqnhmGSjuoFKAOfZODiDexRkDdoFg1C4gGTFAFKCXoRUc/HGQVYowADiXBmCRGSkPRCnIaDktMRUipCREYwMAPY4Q4E7CICdnEE1oId6WISR+Q8skHGMqs4kIIOyiiAgKgT0n70+9Fth9x2yOMweRwmQCV1201uO+S0gg6L3m0HPU6z12UNh7yJRDSTTU9MTiwtzExUCulkNJOKFvOpuZnx6triRn21UV+t11Zr1ZVGfXVzo7rRWN9orG9srG1urjY2VlaWZzLJcDToLqQiM5Xc9Hgul47Fo8FI2JvNhKamMgvzkyuLM+srs2vrc0sr0wsLlUoiAJCx5LNvcM68Kj37mvS1l4Wvv6bs68pYDXPl9ORkrlxIxMZ8Ib87Gg4koqHomDcacY6F7cGgMxT2RBPhZDaVyeeyhUKuWIjnC85YVgr6aGILU2xjiixsEcjgamgsFZOr5YkNAhkklJu4Yj1brGOKALbMIFBCUq1VrXdp9E4j5IUgHwj65Xo3X2Pmi3QcnorMloxgKCN9mLbuwU7YSP8IZgRDpnMldO4/VceshZa10MIAJgxgbaKBOEjMWKhlJ2PCyx73scseZsnFKDmZBTs9Z6UV7Myyi1N0sJqTCS9/yi+Y8vOn/PypoKDs4WbM1KKVNulhTQd4s2PSmTHlQhyojXu3Vl0nR+Cdj8z3Pw59djP1+b3S//3pxJd3y/fuFG9/UnnvpDiThaS49rxLOJ8CqpO+/Uah3sjWNnLzS5lSOn6yt3+4s5NOBmMJ+8JqvNpI72/ld1fj60XLela3lgVWM6r1nLZecR9ur3744Yc3P7v38af3r394a//k+P1bN9776PrVG+8dnVxf29nbODq+dvPjazc//vTh56dfffXw8Rf3Hp5+dPPjg6tXtzZXNxYzG1O+9ZJjpRLeXJm8cnRw89ade/e+eHT6n49O//rg00/v3/r49NYnj+9+8vm9m/fv3rp39/bDB48ef/7Vl198/eXnX37x8PPTz+5fPTr+xzhPTCcmphPjE7HKeDQSsUyMj01OjE2OhyfGw+MT0YnJ+NRMcno2MzOfm1nIzy4WZpdK86vjcyuV+dXxhbWJ+dXxxfXJxfXJhbWJJour4wsrldnFwuRsZno2OzMZm56ITo2PTY2HZ6ei8zPx+Zn4/Fx6fiE3N59bWCwur46vVafXazO1jfnaxkJ9c6mxtbyxvbK1u7a5s7q5s7q1u9bYXW3sLm/uLm/sLG1sLWxsztcbs9Xa9MZ6qbaSb6yW6iul2mqptlZp1Ka2NuZ2thZ3d1Z299YPDjcOjjYPruzsX9k9uLp7eG336Pre8Xv7J9f3T67vX7m2d3x1d/9kc++osb+/trO9tNuY3V2f2l4uby+XtxYzmwvp+ly6OptanUwslqNTGX8p5U3FPJmkv5AL57LheMIfjrjCEVck6g6H7YGAJZXyp1LPyuT8/I/x//c7PlPH78YzdXzGL4N/q44KHkPKpkhYZDp2REDDc0gYFgFFxyKoaDgFBadhRuhYJIuA+hY0k4Cm40bJqOGmYRKRMNLoAAU9REEPkVGDRCQMP9KHHe5BD3ahBjrRg90EBIyMGiKjhpre2FTHZm4TB+8jIgco6OFmbpNDxvBpRCGD/HTn6lPk38FsTmQchpRN/y+6+O3BSBGT0iwV26wWy6dTmggZZAGdKKAT+XQin0Hi0YgcGolFJbIpRDYRzyLgWEQ8m4RnEnF0ApaGx1BxaAoWRcGiyJhREhpJGkUQkSMEBBw9Mogc6UcP9qNh/cj+3hFYz/BA9yCsa6ivC97bTUDCCcgfZh33N9af0lieX52b3Kmt7DfWDzaru1u13a31rcZydXV2ZjKfS0VDPrfdbDIZDZBBbzHqbaDBYzWFnNaY350bCxSTkfFcbKacnh1Pz0+k58ZT06V4ORPKRn3JkCvms8b9tpjPEvWaIx5T2AWF7WDQbgzaQb8N9FqNLjNgM2nMRoXJIDMZ5JBeDunloE4O6RSQXgHpFZBOBelUIKA0ahUgoAIBlVGrNGiUeo1Kp1bq1AoDoIT0Siukdlq1Xqch4NL5nbqAQ+e36wIOvc8KeGyA26J1WzQus9ppUrvMWo9V73eAAac57LEF/VDAZ/J7TD4X5HOa/C5T0G0e89nGQuZ4xJuKRgrxyHg8MJFwlxOeYtJfSgYqqVAlHSqngpVUqJwMlhL+7Jh7shCfLMS/H2QWcZBFHGSThpiEASy8nYLtwSPbMfBW9NBFzNBFwkgrE9fFpwzIWKNqAVElIsn4FB4dS8EOY+C9iP7LI72XEH1t8N6WwZ7z/T1vD/SegcPOIocuoOGXcYhOwmgXGd1NxfTSsH00bD9xtAcD74T3t8K63h3qeQc11Eon9Mn4WIOKYTUITVqBQkBlEodRQ62IgbcxI+8SR1sIyNZR2Pn+9jc7LrzaefG1wa5zBEQbm9ghovWIyT1cVCcWdm6w7c3eC2d6Lr7d03q2+9JbPe1n+7svjMIGqESCRCw06zQuQOpUsixSnFGIA/gYLX9ALxw0Ckl6Lsco5upkGJ0UrRfidHyMQYCGRBhIhDGJsSYxziTBGQRoDRspp8EFpEHaaBcKdnGg6+xA19m+y2eGey+QUL1iFk4noUMKJiSjGcVEDQ+v4ZF/9PsxHQukY4F0PJCK+R1mXTLiS0Z9sZA7EnBEg45I0BkJumJjvngsmEiMJRPRfCaaS0dSsUB8zBsf8yZjgWxqLJeOFrLJXDqeSUazqVgqPpaIhuKRYCziT8T9yXggEfWFA44xnz3qd0R89jGfze+y+NwWrwvyeYwet8HrsYZ93ojfFw75g0FvIOi26lWE3s7OF/7U/5fnEC/9CfPCnwmvviIe6DOLeSatAtKrIZ0C0ikhnQrUyo0aGaASAmqhWiVSa5QWmyUwFk1kiun8eKYwkSlMjMULar1rBM263D16qWOo9VLPxYtt589fOP9u6+VLXd2dvT2dfV2XulvOtba929Z68XJbe09390Bf3zCsf6S/F97XO9x1GdZxue9cS/uZc+fffOPsmTfeeunVV1587eXXXn35rXfOX+7qxeBJTDZPA+g1gP6frUaWIqKliKjkZBQcjDCAqnjZ0yHeYky0nJAuJWRLCdlCTDIXEc2NCefCwvkx0WJUthRTLESkCxHpUky+klAsx2WLUcl8XDIfl1W8nAkvezbMm48J55OqlRxYHfcdreavNOLXdm23r1o/vRr4aDd07/303z7O/fX25P0Ppx/f3350b/9go2JRkKeTlsbM2Mn29I2r67vbM6sr+WTcA6gk2VQ8lRizmfV+n2VlbXxnf+HGtfX39hf3lxIbk/Z6xVwvgxsVaHMqeLhTu/HhJ+/f/vTkg0/2r1z/+O6dx1+efvbg7ocf3Vpf30xX5hdqOycf3Dn54M7Hn57euXd6+9OHNz+5/94Htxt7t9Yahxv1emNlZnm6uDw7s7t1eHx8/cOPPv7kkwf37p7eu/3ZZ3fuPvrs/uP7p6f373/66e3P7t979PjxF198/cXjr788/fLLzx7dv/fg/qPPr1x/7x/jXK1PV+vT67XJ9fVKIe9bXy1UV/PV1Vx1tVBdL9dq47X6ZL0xs7G9uLW3sr2/un1Y3Tmq7x439q5s7B439k829082d48bO1ca28f1naP61kF1e299c3e5sTlfa8xu1yY2q+XGWqG6nG2sFbZq5e16ZasxsbUxv7Uxv7W1sLOzvLu3trO3tn9YPzjcPDzaOTzaOTrePTrePb6yd3S8e3i0c3C8tX/U2D+s7+1V93dX97aWtxvz27XZzbXSxnJhc6W8sVzeWp3cqU3vNGZ3NlcOdusHu/WDvY3Dg+2jw53j470rJwdXTvZPrh5cOdk/vrJ35Xjv6HDnYH9rb3djZ299c3Nhozq7uTSxNV/ZnMpvTKQ3JtL1yXh9KlGdjC+W4tPZaDEeSAVcyZAnEfFFwx6vy2wz6yyQFjKqtVqpQsZXyviAWuJ2gG4H+C8W2D+79vwEWvWzP8NP8I7P1PG78Uwdn/HL4N+qIyDmasUctZDNo2AVPIaMQ5OyKSI6iU/Fs4kYFgHFIqLZRAybiOYQMTwKnvsEHJuEYeJRNMwIFT1MRg2RRgeISBgB0Y+D9zbVcRTWMQrrRA92Y4Z6cPA+/Ej/01RkMzNJQMC+n96k4xDN9CabhOaQMVwKlk/D82l4AZ0goBGFdKKIQRIxyGImWcKiiJlkEYPEp5N4NCKf/gNIPBqJRyVyqUQOjchpltKhELkUAp9O4NEIPBqRQyVwqAQ2hcBqFtch4VnEJ1VbGUQsjYChE7A0ApZKwFAJGCoeQ8WjKdhREnqEiILjRofRyGHsyBAOPoQdHkTDB0fhA4hhGGKwHznYT0IjSWjkDwI+Pzn+lPF8tphOzk1U5ifHF6YmFmYqCzOVuanSVCVbzMYTkYDPZbeCBqMBNBqMJtBogSC72eS2mn0OW9jtigX86Wi4mIyWM/HxbHw8G6tkxgpxfzbiTYWcCb8t4bcl/NaE3xr3WaMec9xtjnrMYy4o6AB9Vr3b0lRHJaSXNb3RCEhBQA7q5CDwZFX9rToqn6qjUavUazSASqlTKwxapUmvtEIqh0XjtgM+B+C1Az5bE53HrHWZNW6L1mVRO80ql1njsQJ+hzHkNoc91ojPHvIZAx6Dz2Vw23VOG+CyA24H4HMbIm5LIuBMh925mCMXs+ZjlnLMVYr4CjFvPuopxLy5iDsXcWcjrlTIHvOZy5lwOfODs45DPOIQnwznkYZJiA4Gvo+M6sSNtGHgFzHwCwRECw19mUPoFdHgCg5WxSfK+FQ+m0AljqDh3cO9rf0d7/R1vAXrfGuo79wg7NzI0Dso+DkM/DwOfgk/0o6Dt+LgrfiRSwRkOxHViUN0oOEdcNilwb5WBOwCHtnBIg8ohPimOkIavkpEZVGGscg2LOI8EX2Rir9EwrShhs7Dus50tLzW3frGUM87BEQrm9gupHUISJ1MZBuq70x/y6td5964/M4bl999vb3ljbaWV9vb3oR1tiLhfQwqwaAQeQCpX8NzyskmCQaUIo3SPoO0y6jo08sRgAyvlVF1YqJRhAHFaEiMhsQosxhllWAsYrRJjDIIEVouXM4YEJD6aaguNOzCYOdbg51v9V56c7jnPBndJ2Hj9TKmRcW2yOhGAUHJQMmZuB/9foT0UkgvNRnkJoNMIqCBOqkREOs1IoNWpFPxtAouoORrlXytUqBWCjQqEaDkaxU8tYyjkXPVMrZKylLLOFoFH1AKNXK+UsxWSjhKCUcmYIh5NDGXKhPS5SKGUsLWyLg6BV8tYavELDmfIuNTFSKGQkxXSKkyMVUiZEuFYqlIJhCIhSKJSCLhsliY4eGBttaRzsvw9rbRlhZSdw8bNcohk1g0KpNO5zBpHCaFz6YKORQ+k8hhEFkMMpvNkat0dk84kiqnCrPp4ny6MB/PTLtcCQ5T1dMFv/Bu65k333jpxT//+U+/e+65377wwh9fefn5V17680svPPeXP/3+ud/9+g+//tUffvvf//yn37744h9fejg8wYAAACAASURBVPnPr7z24mtvvvL6W6+/9tYbr77x6msv/+XNl18888pLZ1556c3XXznz1usX2y8iRzECoUSp0iiVahAEQfDHF9nffPNNNaOvZvTTIdl4QBKFqONB6dSYfCGlXUzrljOGtRy4ljUsJtQLceViQrmcVK6k1GsZYDWtWUmp1jKa9ax2LaNZSSmXUsqlpHrKLxz3sGZC3LmoYDauWMmb6vPRk52563sT13eCN3e9d/cyH++U7xxP3P9o6atPtx5+vPXV6fXT+1c/en97IhvZXp063l6+cXXrves7+3tri3PFSNCmUfIiEUcgYHVA2mw8vL46v7tXu3Fj76OrWyeNiZ35YH3KuTFu3p607MxF97Y3rr5/9/jmo52TO1c/+OzRl//ji6///uWXfz85+TgWn/Yl5haq1w6u3T+4dv/Kjc9Ort87OrlzcPXOztGtlZ1PFuonc+v1qcXJWCaYzEfylfzs4uzm9sb16+9/cuvOp3c/ffDwwenjx/cefvHJvfv3Hj589OVXjx5/+fiLrx4//vLhg9MHnz14fPrw68enN06O/jHOBwe1g4Pa7s7K7vbSRCW2szGzU5vYrla21yvb65Xt6sRufXp3Y353a2lvZ2Vvd21/v3F4tHVwuHl4tHV0vH14tNX8uHe4sbff2Ntv7O7Wdndru1urWxvz9er05sp4Y6lQW8iuziRWZ5K1hWxjKV9fqtRXJhqrk5vVma36/PbG0s7myu7O+s5OdW+vvr/fODjYaLK/39jbq+9s13d2qrtb67ubK9vVhc2V6dp8pTpdXJtKrU0kV8eTa5Pptenc+lypvjzRWJ3brC7tNFZ3N9b2Ntf3t6rfZ29zfaexul1f2VpfbKzM1ZZm1ubLy1P55fH0Uim5lI8v5SJL+ehyIbZYji9VEjPFZCWXysSjsbFIMBBxu/wmk1WvM2jVgEKmEPIFHBZLyOMqJGKdWmUzQZFgIBIM/IsF9s+uPT+BVv3sz/ATvOMzdfxuPFPHZ/wy+LfqqJVwNWKORswR0AlqEVsjYquFbLWAqeQxpByqmEUWMAhcKpZLxnJJGB4F1yxsI6CThHSSkEbiUwg8Mp5DwjSPNVKeaORgc0sqdrgXM9SDGepBD3Z/3yEJCBgROUBEDpBGB5vnKr/dzjpMxQzTsHAaFk7HjTRh4BHNw5bNjbVcCpZHxTXhUPBsMpZDwXEoeC4Vz6XiORQ8h4LjkPAcMp5FxjEpeBYFzybjOWQCl0JgU3BcGpFFxj8tx8omE9nkZhEdfLMWK4uEb9bRYRJxDALuaVkdGh5NxSHJmBESBkHEIAloBAGNwI3Cn4JFDmMQQ03b/EHAY+FQk0RkLOj1eBz2WDgUDQXjY+FE2JuK+FMRf3LMFw24/E6LywLaIb3RaDQaDSBoNEGgxWyyWyxOm83jcHjt9qDbHfF5k8FgOhzKRUKFeDgXDWTH3KmgI+Gzx732uM8e89ljPnvUY4k4TWMuU9gFhZyg3673WAG7WWM2Kk0GBaR/cqwR1ElBnaypjkZABurkICA3ahUgoAQB5ZPEo1arUyuNWpURkEN6mQVUOMwqp0XtsqhdFrXbrHabNW6TpqmOTpPaYVI5TSq3Reu16QJOY8htCnvMYY855LL6bJDHDDpNBjukc5gBh0XrcRhCTsOYG4x6wWgQjIShaMScCNsSAVvcb437LVGvKeo1RTymiNcUcht9dl066klHPd8PsoyClFGQUipSSkUwUd180iAL20tDdZKRlyijbdTRVibmsoDQL6XClSyMioOXckhcJo5CgKNGuof724Z6Lwz2vgOHnUMOXcAiWgmoFiq6hYW+xEJ1MUa7qMjL5NFLpNF2EqqDiOrEIzvR8I5hWNsw7BJqqJWI6uAzRpQiAqhhWfQCSMtVCilcBpyIukxEt9IJbUxSOwXXjkG0DvW+3ddxtv/yWWT/eRrmEpfULqZ2CEiXmcg2/NC54ctn+lvOdl8423Hh9fbW1y61vnap9bWutjOwngt4LEwjYXgAQRDgORQksxRjkmBAARESkSEJEZQS9BKCTsLUiUhGEcooGjWKkEYREhQiTEKkRYQyi1AGwQjAHVaxBsW0fhaukzTSioadR8POI3rOYYbaWIQhJZ8MKjkWJdsipRn4ODkNIWf+8C+5OXhMbBM+C0clDIt5JBGXKOQQxDySmEsUcwliLkHMI0r4JCEHL+YSJTyCQkhWiqlqCU0loanEVJWYCsiZBhXboGJrZHSlmKKWUNVSmlJMUYqoGgkLkHH0Sp5OzjVpxRAgNqoFBiXboOAYVTyTTmAFxSa9yAgolEotR6SgsYVUpkAs11osLo/LHwlHotGE1eGRi2RsKpPD4rB5AqUG0BkgvREymSATBJhAFWRQGnUaCDQ7PWOh5HiitJieWMtMVrOTtUxl3RedkGnco0ReFwx+se3iO+def/WV5198/g9/+dMfX3rhD6++9NyrLz73yovPvfjC7//wu1/98fe/ev7537z4yu9ffePPZ86+/M651y+cf6vl/Dst58+dP3e25Z23Wt9568K5t959+2zruxe6L/cwGDy11qDS6AVCCRKJwmAxGOyPh/qbb76pF8z1gnk+DkyGVVEzezKimY4Di1loMQ0upsHVnGktZ1pO65dSwEoaWMvq1rO6ak5fy+urOd16FljPapv2uJ7Tref0syFJ2cGYDrBnI4LZqHy1YKkuxU/2lz48WXxvJ/rehu+TrcLd/aW7x8u3blRP7xw8unvl0Wcnd2/v37p5cHVv6+bVg1s3jm5+eOXq1d2dnbXG2uzMeDoZc09MJCYnUwsT+dri3O52ff9w88aNgzsfHH10uHywEqtPujbGLZvj5s3psd2tjZ3DD+Y2bsxVr+2e3P3g1umdz764eev+5FRjLDIbKzYmFq/MrV6bW722uH6yUrta3/6gsffRYvUkMdGIjy8mJ8Z9SbfJq7b6tfaAIZEfq9bX3rvx/u3bdx48ePDg0cNPT0/vPPzy7unjB4+/ePj4y4efP370+IvTzx+ffv740eePv3x4/+61Kxtz0/8Y593dxu5uY2+ntru1NllMbK/PNpYq9YVSYy63OZupT6frs7n6fKm+ON5Ynt5Ynd2qLW9vrO882TlS292q7W3Xd7dq2xurW42Vrdrqxvry5tpCY2m6tlhZmyuujmeXy8mlUmwuF5rPhxeL0eVyYqmSXJxIL01ll6fzK7OltYWJ1YXJlYWppfnx5YXxxbny0nxlca68MFuanynOzxTnpiuzE6XZSm6mmJnJJ2dzsenU2EwyPJ30Tid9U3HfVDIwnR6bzkYnc9HJfGwiH58sJCby8Uo2WslEK+mxUjJYTAaKyUAxESjE/fmYLx/15iKeXMRTDLvLYXc57C6FXKWQKx9yZsL2VNiWGvMkIp5I2OcPBB3uAGjzybRWvkTH5iloDCGBwEShiKhRHAFPYTG4Aq5YLlEZdFDAFw74wv8Y52+eqeMviGfq+F/GM3V8xi+Df6uOajH7iTrS8GohWyviACIOIGRpBUy1gKnkM+U8upRLk7CoIgZZ9L2GGSIGWUQnixkUMYMiYpCFDCKfhm+enGST0M2zkQw8ko5DPN2k+pTvuSL86UbWpzR/9fSGp/d8PzPZTE42+3w0G340e4E8mRMwHBKWRcIyyVgmGcsiY1lkLPu77pS4ZmfIf0bTIX9AUyAZBDSNgKYSMBQ8ugkZhyJhR5/KJJNCYFIIPwi4y2Z12aweh93nctrNJgto9DodHofd63QEnOaA0xx0WYIuS8Bp9liNTpPOAQEmE9jEYoYsZshmsdqtNofN7rHZfA5HwOWKeLxxfyAdCmbHQtlIIBN2JQP2uNceddvH3Lawyxp2WYMOKOwwBR1QwG4I2A1em85t0TosGiukNhkUoE7STB+BOklTHUFAYQSkoE4G6mRGrfzJFa3SqFUatBqDVmXUKkGdzGSQWSGF06xymlUOk9JhUjohpRNUOUGV26RxmtR2UGkHlQ7oSdbRZ9cHXWDIDQVdYNBu9ZhAF2h0gAYnZHCadA4L4LLp/Q5l0KEJOjQhjyHoBwNBKOwHwx7d0yOUPhvgtWp9NsBt1ThMyljYEQs7vh9kOXVUTh1VMVAqBoqH7ZNS4ULiABfby8J0sTCdHGwXD9cjIsGk1BEFEydn4oUMLJ2MJGAGkIMdQz0XYV3nBrrfGYGdR8NbyMg2Bq6dh+8Q4ruEeJgAD+Nie5i4Lhq2i4LuJKM7CaMdmJHLI7A2eH8rBt5Kw/dKuGi1hAhp2WYdF9RwFAIyjw6n47s4pE4htVtA62YSu/Cjl+D954d7z430nyfA2ziELjG1Q0bvklC6edhu2uhl/EDbaE8rvPvicO85WNfZ3stvdbW/3X3pzd6utzGjXWoR2aVmuzUMq5wAiZCQAA4J4JAQYRQijWKUXjxqkKH1YpROiAQEcC1/WMsbBHhDRsGIWYg0CZAGHlzLGVSyYFJGv4DSw8J20xCXaYjLpOE2OqpbREVqhWRQzgTlDFBMAdgYCWVExvjx5hwui8plUdlBmc0oUUuoLovc7wJCPmPIbxwLGCMBMBIAo0EoFjRFA1DUD0a9ujEPkAiC6YglH7cX445i3FFJucaL3slisJL15ROObMxaSNhLKVezO0Ih4S6nPMW4s5hwVtLeiYy/nHaXUq5yxjVZ9M6ORyZL8VwiaXOE+CqQLdEwhSq13pbJT+zsHV+99kF9cz8YywlEajyRRaYLtJArlCgl8zPJ3GQqP57IZuOZRCQRi8RT8WQlU17ITK1mp6q56Vp2aj03tZYsLoD2GI0PwPHM/uHRS+1t5995881X/vLq8396+U/PvfbCH9586bk3X/zjGy/94dUXfvfS8795/ZU/vv7Kn86++dL5d95oOX+2veXdzraWzra2rrZLly+1tbe3tbZcvNBy4cLFlgvvXrzUcnlkGInCIDu6ul965Y0XX32zZ2CoZ2Don61GqhPx6kR8IeufiDsCZmUh5iklg1P56HQ+PJMLrJZj9Up8NR9eynqWc67lgmO1ZKsWoWpB1ygaajmwljNXs9B6SrWU0dbLlvmYtuTkTnjYM2HRTEy9WnYtLWZq1cnDvcW9zcpurbizMrm9NL+5vLA2P7E6P7m3vX7t2vbe4crBce3jD9/79OObt2+9/9714yvHu8dHOyeH2ycHm4d7tb29tY3N+ZPDjeuHW+9d2bx2dfP6yfbN965c3atWpxNLed963r6ety0XA2sr9UyhqnZMaawz9mA9M340uXhYmaqnMsu5/Ea2vJMf36lM71em96fnj2tbnzR2bo/P7YXTc+GJUnI+H6q4XDmZOysKZBUTC56dw4UPbl7/6M6tT+7du3f68O7D+3dOT28/+urO519++uj0/unpZ6cP7z9+/Nnnnz98cO/29Ssnk6kliyynZP5jnLcaS1uNpfrabH11ppQK1+Yn1qfLK5XcUim7WMrMF9NzxfR8KTNXyiyM55YmC4szxaW58uJsqflzYaa4OFuany7MT+RmyunpUmqqmKxko+O5WDkTKabC5ZivST7syoddhTF3MeIpRDz5qKe5peLJxooxVzrkSIfsqaA14TfHfZaE3/pt60VrPAjF/WDCa0y4wbgLijrBsBMMOYwxKxC2AX673u8wBFzGgNMQcOjCFs2YWTNm1kRM6jCoDoJqr1HpBpUeSOmFFG5I6YLUTpPWBamdoMoFKn2QxgdpvKDaC6o9EOAE9Vaj0QJCRrMNtLr19qDGFlVbkgooLtSG2CovTe4kCq0YthFJB0YZWhRDhWWp6UIjX2YVK+0Gy5jBMvYvFtg/u/b8BFr1sz/DT/COz9Txu/FMHZ/xy+D/izqqRWy1iC2g4bVCNiDi6EQcQMACBEytkKkRslQCllLAkvOYci5TxqFLOTQphyZhUyUsioT5LSyKhE0Rs8hiFlnEJAkZRAGd0Nxu2vRJLgXLpWCfWiWbhG5OmobZhIFH0nFIGhbxtEbrU54WaKXjEE9h4JEM3CgNg6RjR+nYUSYezSKgWQQMi4Bh4dEcIpZFxLBI33ojBcciYxlENBWHZJNxTCL2R3XxWz98knX8Pt/eiWOScHQCtgmNgKHi0U0oOBQZh2LTSGwa6QcBd5shtxny2SwBh81thmwGnc9m8VrNHovJazF6LUafFfTbjH6b0WfV+aw6t0njsGjsZq3drHWY9U4L6LKZ3XaL1+nwu2wBtyPocUY83njAlw4FspFAIRrIRTzpoDvhc4Wd9qDdFrBZ/fYmFq8N9Fj1HivgsQJui9ZpUttBtc2osOhlFoPUrJeY9RITIDEBMhOggPQSSC95IpNPfLK5Z7X5Uw7qJBZQbocUTWm0Qwo7pHCACodR6QRVDqPSDirtoNpmVNlBtdOkfbJn1akPuAx+p95r17gsapdZ47boXGa93aRzmPUOC+AyGX2QPgSCYxZr0O4IOu1hhylq1XstgBNUOSCVzaiwg0orpLSACkgvDQfs4YD9+0EWkIcE5CEpAyljjrJxfVLaiJg8JCDAePg+Dr6Hg+/hEfuFlCEJHSVlEkQMPJeGphPhOGQvvK+tv+Nc3+W3+y+/PdRzDgk7j4W30FBtXGw7D9shwPYL8DAuvpeF62ZguyioDiKyHQu/hB5uGx1qQwy04uBtdFyvjIvWy6lmLduq44EqtoJH4pOHOPgeMaVXyYQpmIM8Ug8R2THSf3649xxqoIU2ellE6VEw+lTMfgUNJiEOsrGDlJFuwnAHGXGZiGxHD7fAe1sGO1v62t+G9VzAo/tVApJdxbYp6aAMr+OhDNxRvWBAL+zXiweMYpRBRDCISXoRTica1QjgKv6Qij+o5Q2C/BGTAAnxEXouXMMeUrEHFCyYlN4nIsO4uB4uroeD7hESBuQMlFZAMkjpBgkVEBJUDKSQOCSiIH70+3F5Nr08m54fj0wX/WMe9WTROzcVXl5MrS1n15fz1ZVCbaXYWC01Vkq15WJ1MV+dS63NJtfn0+sL6cZyfnO5sLtS2l0v7WyW9zZmtmtTG6ul+lJ2YyW/vVLaXiltLucbi5naQrI2F6/NxTcWMpsLufpitraQqC/FttbT29VKY222UqjYXRGdLWCwBwCzR292pbLlamOn2tj2h2JcoWIYQejqQZBpYt9YsTRTK81ulGdrxem1zPh8LF8Jpwu+SDaZn5tc2hhfrpUXGuMLjcmlxvj8+liqJNc6iHQJHE2FDY62tV46e+b1l1/884svPPfSi3989S/PvfHSn8+8/PxbLz939pU/v/36C++cefnCuTdbLrzdevHcpbaLnR3tXV2dPb29vX193b09Hd0d7ZcvX7p0qaWlpeXi+bfOvPqX5//w29/9t9/89jevvPHO0ChZqDIKVcZ/thpZmFlamFmqza/Mlic8Nu9YKBWJ5LOZiVyhWKwUZmYmVudnV2dnpoqFTCxezBVnKrm1cX+1bN4o6TdK5lreXs2a15KquYxuMW+djJrCRk5QS4pC9JCJkw0Zy8V4JuXPZUPplD8acQcDLrfL6XK6rCBgMmiiEf/S0uTcfKFSieVTY7lUNJeOZpORVDxUyidnp0pz0+W56fJEOVXMji0uVvZ2F48PZo93p2rLpUox73O7LDp1yGzIe8DxkLmSCkRjFbEyiudHsew0mpFhyAqeeLU8dzi9cDI1c72y8N7c+kczK9dnVq4v1z5cadyaXDjOTlUn17bXrq6uX5leO06tXPGvXx/bvVG68dHy7U+u3L338aen9+89+vyzR59/dnp67+Hp3QeP7jx49OnDh5+dPvzs0em9zx/fvn33vcbqZsxVAyh1OWpJ/sP+Sd98800pFynlIsVMuJQJ+x2GUiJYivlLUV85FihFffkxTzbszoTd6ZArFXImQ8540B4L2qMBWzRgi/itYz7LmM8S9prH3KaQCwo5wYDDGHQY/XaD36YP2A0BCxCwAgEr4AFVHlDlM2n8Fq3PovVZtF6zxmvWeExqj0ndnHvNao9Z5TGr3Ca126R2Q2qPWeMxaz1Wlcei8ppUXkjlhdQeUOUEVU5Q7QWVbvDJ/+9cRoUPVASM8rBOEtaKQxpRUCX0KYVetcSlkdi0ErtO4tBLrDqJVa8w6+QWQGbVyex6mU0rswNyOyC3ATILoIAAtVGnAw2g0WQ3mt0GWxCwx3T2tM6e0VpTKktCCkaEuiBfE+CpfVyVm6N0cJU2vtIqVFiEchMA+gDQ949x/uaZOv6CeKaO/2U8U8dn/DL49+oo46rEbLWIzaPgNEK2VsgGhGxAyAKETK2AqRGw1AKWSsBWCTkqIUfBZ8p59Cdw6TI2VcqiSJhkCZMsYf0XxEyymEkSMZoQhXSCmEmSsCjNi2IW+alqPrVNPg3PpeCb/SGbyUMmAd1sFMkiopkEFJOAYhHRT+dMAopNwLDw6CZsAqYJh4h9AgnHpeA5FByPRuDSCCwyFjsCYxDRLDKWRcaxyfhv96ziWWQci4RjkXDN6ywyjkXGscj47+9i/ZepSCwdj6HhMVQChkMnc+g/LC4SddujbnvS704HvXGvc8xpzYb92bA/E/Il/e5UwJP0u5N+Z8xriXpMEbdxzGUIu4CQUxty6IJOQ8BpDHssUb8zFvLFI55UNJCKhrLRcC42Vk5Fx1ORqVx0PB0uxoLJgDfkcPjMdo/Z5rM6fFab12F120xOi8Fh0TgsGpdZ863aKWyg3A4prEaJDZRbjTKrQWk1KC2Q1AxKTAYppJdCejmke3LiEQRUzZykySC1QNJmbw8bKG9iNyieYjOqbEaVzaix6BU2o8oBqVwWtcem9to1XrvG49S67XqPHfLYLB6bw2VxuMwuO2jX2UCzVeeyKL12ldej9Xq0foc6YJbaQbVFrzABMrNO3syIGrQSrUro95j9HvP3g8ylDHEpQwL6iIiBYGB7RLRhAXmQR4RxSf1sUi+X1C+gDokYI2I2RsIlCdlkLgPHII3gR/tG+i/BOs73tb/T1352sOvcSN95NPwiZbSVjbnExXZwsb0cfB+L0Msk9DCw3TR0J3n0Mg7ehh5qRQ21oofb8COX6LheKQf1VB2NSpaMi+MRBjjYLjGpT8UYVDIHBcQ+MrID0XtxuPccBtZCH+0Qk3uUT9RxUEIc5uDgNGQ/GdHJwHYzcR2k0Xb0wOWR7s6BjovDvZeI2EGVkGpXc80Kul5KUPOHAD5Mx0foBVidCKuX4PRigkHM0IvJOjFKK0RohCMawTAggIMipEU4auKPGnmjGvawkjWgZA/ImTAJpV9E7BUReyWEQRkJrmCgNXySXkIDRGQ1FyujjQiIg2LqD0/tNsfB5sTB5sR+o7xbzY+nLfXFWH05vrmW3m1UDjZnDrdmjrZmjjdnrmzNXtmcOW5MHTYq+/XSfr20Vy8dNCoH9fJRvXJlo3K8U766O3uyM3u0MX5YLx7Xi1caleN6+bhePKzm9tbSuyuJvZXU4VruaL1wWC0drGcP1zPXt8onW9Mba9OZbDYQSS3Xd3aPb2wfXF2tb0/PL8/ML7k9ASaHP4hAtbR3tXfC1HpreXplYX13rro7v7Y7PlfLVhbj+Wl3MG2yh+KZqbnVzfnq5vTy1uzK9vTSRmVuLRDLC+VmLEU0OEru7kecv9j2+ptnXn75pRdfeuHFl1545eWX3nztlbfPvH7x7Tcvvv1my7m32i6ca2u50NFxube3t78fNjA4PAwfHUFi4QjsIALVMzTU0dfX3tX1zoULz7/4/K9/+6v/9t//4ze//c2Zsxf6h0lUtkYD+jXgj9ei/Oabb3xjM76xmZmZ3Xr9vXxhfWJmK1taHJ9ZnVlbnmrMze/OrR/PV68srezVoqUpnSMbjk3PV0orlWC9DDXK+kYZqhWg1TSwlLevlMMpn5VPGkX3nEf1vI3oPjfS06aScE16sU7JNGoZWiVFD/D1BqXNZfMHXalUeLqS3qlO71WnpnNjaiEHPdR36fxbl86/1dn27kBv+yi8n0JAkQmjfBrepBLm8sGt/cnj/eLuaiwXtrIYLNgAcqh/iDSKkdDIejFXr1LKFHa2OEAWjaEZYyPkqMgw707ujBUPgum9UPLInjk2xzbcqao7VY0VqtnJenl+c3nncOeDD9+7c3zr3vHt+3u3T7fufnX88OuPTr+68/kXp198+cUXX/718eO/Pv78q9PTx/fuP7x5+9Pbdx88uP/4/qMvPn14euvDW+/VavtJ37aVv6OnbGrpi/Ifqf/ktmncNo3HrvXatHoFx2fT+i0av0XjN2t8ZrXXrPaa1R6Tym1SupqACheocBrlTqPcBcqdRpkLlLshpcsodxnlHkjpMsqdBpldJ2li08vserldL7cAEpNGZNfL7Qa53SBvXrTrZXa93GFQNOc2vcxmkNsNcptBbtPLrTq53aC0G5Rmg8JiUFj1SpteadPJbTq5VSe36BSQTmLSSayAxKmV+NWiiEoYl/MSEmZUQA1xSQEOxcOluQQsm4hjknIhBQ9S8iGVENRIQI0E0khNGolZKzZpZCaNDFJLDSqpXi3XqBUqjUapBZRqSKoERUqTQGHhySwciYkjNrHFEEMMMkQgQwgyBEYqV0tkKTBUEQLHGB4lwoYxeDILT2b9iwX2z649P4FW/ezP8BO84zN1/G48U8dn/DL4t+o4Xkz6XSazTiFikdUijkbEUfFZGiFLLWCqBUyNkK0RstUCtkrIVgnZSgFLKWA2UQmYagFLxWcqeQw5h9bUSDGDJKITxQxSc9Kci+hEIY0gpBHEDJKESZZzaDIOVcGjK/kMJZ+h4DHkXLqCR5dxqFIOTcyiiJhkIYPEo+J5VDyXguNScNzvyvN8B49K4JLx/wCOS8bxqXgeBc+j4AQ0goBG5NMIPBqBgBxADfVwqDgencClEbhUApdG5NKavTrwbAruKd9mKb+zx6eZSRYJzyQ+nfyXLCWDiKOTcDwmlcf8YTe86UJouhCaL8cXKqnZYmIqF12bKa7NFNZni7XpTHUqvT6ZWh1PLmubOwAAIABJREFUzOcjU6lAOerOBW2JoC0RsMf9trjflgy6UiF3ZsxbTIQq6chENjaVT0zlY9P52EwhPltMzBbjU4VoOR1OBj1hl9NntXnMlqY3+l02j/3JPlg7+GQr6ZOUYxOD1KyXWI0yi0FqNT6ZQHoJqBM3d7SadVILIIWMMkivNANqs05uMYgtBrFJr4IAo8Ugteqldr3caVQ69CqHXmU3aCx6lVmntOhVzdyjA9I0Dz36HQaXB/K4LX63K+DyhF3+oMPrtdvdNrPTavLYLT6n1e+yjHmtYY8p4DK4rRobBJiMalCvNAByvVam08nVarFaLfa5bT637ftBlvEwMh5GzsfKeRg2CSbloEQMhIA2zKMO8qgDAtqQiIGQsEZlPJyCT5bzqWIOgcdAU/FDmJEuBKxtuPficO+Fkf4W1GArDt5KRbVzcJ08Qg+f0M8j9HPwfWx8Hwvfx8L3UNEdRGQbFt6GHr6EG+kkIC7Tcb1iFhKQkp9mHWUcPAPfRxu9zMN2y8kDcgqMj+8jIdsR/ReG+86jB1rpqMtCYo+M2qug90upAwICjIaFU5C9dHQXh9DHIcAo6H7cUPdobwe8qxUJu0zCDajEVLOSZZLTARFBxRnScvoBzjDAHQX4KL0QaxQTQAkVlFJACd4gQujFQwbxkEGIBIUokxABCZAGLkrDGlEyhuT0ASkNJibDRMR+EbHZ9BIup6PUPIJORNYKCArmqIQ8zMf3Cyk/vovyZKt8slU+2SydbBQXi47jWvZwPX1cyx03CkeNwlE9d1jNXKlmrjXy1xv5a7XMcTVxuB4/riWubqSvbqRO6skrtcRxNXJQDR/XUlcbmeP12P5yYHfBuzfv25337y+HDlbChyuhg+XgwVLoaGXsaCVytBY/XoseL49dr6UP1wrri+VYJr1Uazz64qu//c//5+u//88v/vq3T+8/PDg6mZtfiiZSFoeLyRWQaexUrlzd3K/vHK9tHS3X9+ZXtyvT1UhiSm8KSpUmfzg9u7S6XNtYXNteWNudXtosTa+6Q2m51smTgmSWHEVgDyOJA3BMLwze2QPr7IH19A0MwUdGUWgsCoVGIodhA4hhOI3KZPNEArFCItfIVQaFGlKoTXIlJFYYWUINkSFC4Rh9Q6j2zv72rt6BQTiexJDIQbU+CEBRqzdn9eb+2WrEGFg2Bpa90bVUcSuer6/vflw7eG/j6HDzylb92mrjxtzmrYmt25MbNxfXr23GJmf09ljAn54tJdcq9mrJWC0b1wrQat60UgpuLk4uTM0wKIzf/+Y3v/3V//F//u//y3/8r//b7379H30db3EovTrFqNPCCoUN4aQ/XswuLSwdbm1cbSx/uLF4a2vxxubyTCFh0sgGOlpf/MP/9cLvf/3C73/9yvO/b333DA49bAWUlUR4f3/pxvtLH23l31+MzYW8UoEaheF392AvvtvT2drb3zXQ3zc6gOChySCJ7yILwkReiiot0hQFojgFp4X78aEOfBDBCpsDC+bAQmV6Z3nt4OT6x3dPP7/31edf/O3BV3+9/7ev7//97w+//h+P//r3r/76t//86m9/++rv//n1f/7nV3/9+vT0y5u3H5x8eHv/xs0Pbn722d3P79578NFHH1yvVa/mEvtuYAdi1M3cus+w7v+RokR2UGYHZXZQ7gDlGgnDqpc4jDInKLfrpQ6DzGGQ2fRSm15q1UuseolFJ7YBYgcgsWvFdkBsB8QOQGLTimxakQ0QW7UiGyBuTqxakVktMKn4kFrcBFSJdDKeSSOB1GKzRmLWSpuYNBKTWmzSSL7lyc2QWgyqxKBKYlSK9WqpQS01qqWgSmpUigwKoUEhNCiFgIqvV/EtCp5bzg2L2XE+PcEkRknIAHbAix5wYeAWLMJIxAA0kpZD04pYehnXoBDolUJAzgfkAkDG10p5WqlQLREoRHypgC8U8JkcNoXJwlFpGDwdiabAR0mDI4QBOA42jO0fRPcNoLoHUF2w0c5exOXu4UsdsIuXut+50P7m2XOvvPbqX1568WJry8XWln+xwP7Ztecn0Kqf/Rl+gnd8po7fjWfq+IxfBv9WHe/cvPH+1cP9zWomFsonIz672QSo1FK+UsxRithqEVsjZKuFLLWIpRaxlAKmSsh6goClFrA0QrZawGqi4jMVXLqMTX2ajWw6pJBGEFDxTfgU3FOHlLGpcg5NwaWr+MwmTSlV8BlyHl3GpTXr9IhZZBGz2VqDxKcR+TQij0po0vzYLNvz9KOATuIziQIGQcggCmkEKZOs4NIkLPJgZwsO0c9nEARMUrPro4BJ5jPIAiZZwCQ3m3nw6EQujdCEQ8VzqAQOhfBtcpLAIuFZJMIP9rg+nTNIODoJx2fR+KwfdsPbXipsLxUO1sePazP7q1Pbi5X3tpfe3115f2/pg/3l9/eWbuwuXtuaO6pOby+WVscTUylfPupKBa0JvzUdcmTCzlzEU4j5KqlQ0xtnS8m5cmq+nJorJWeL8alcpJIJFBK+mM/qs0Mus95p0nltoM9p9jnNbhvotugckMYOqi16mVknNQESEFAYtXJIKzUBMkgrtQByCyA1ayVWQGoFpBZA2rytqZdWncyqF9v0cptebQGkVr3YoheYNGKLVm3RK6w6hdOgdhkBp0Hr0AN2PWDVAzYDYDfqnJDBCRlcJqPXBvodppDbOua1x3zOhN+bDPiTAX/M7x3zu8f87qjHFfO6E35vMuhJB92poCPus465oKDD7DEbXJDOAQE2o8YOas06pVEtDXmdIa/z+0GGtBxIy4G0bFDDlnCxegVTK6VpJFSNhKyVkAEpBZDSdFK6Xs40KriQim9U8gA5WyGiidh4Lh3NpiBZZASLjOBQEHwaQswclXPQKj5WLcCreHgVl6Dk4BUcrJyDlnKQYtYInzbMpSL4NIyIiZZxsRoxyaRhuU0Sr0XhguQGOUfCw3BIAyLigIqG0DCRMtoIhzxAw/dSsDA6vk9AgskZQyrmsJI5JGPAxfRhNg3LoyDkLKSKi5WzSTwanoYdJiN7CCNdBGQfg4rUyGgOgGdRMrUCgpqDADiDWs4QwEXqBRijmABKyaCMbJJTTBKiSYo1iuAG0ZBegDQKMQYhEuAhlQyEmDwoIPRzcb0cXC8H38fB9XNw/Tz8gIAwLKOjNHwiICZr+AQ5c1REHuYRYSLaj2cdN2ecmzPOjWnHzpx7JqE6XPLvzXn25z27866tOfvGtLk2blgraGol7ea4fmfKuDmpr5XU63n5el7RKKvrZXWtrF4ryhfz4tWCploCamXNcla8mOLPxTjTEe5MTLCUka0V1Kt59XJGsZhWzCWkU0nRXFr6/7L3VsFxJemi7vvd9+x97kzPjElmhjYzg2TL3GaQbbFUzMzMzAyqKjEzMzOzLVlkyxaWJDf7Psjd09ND52V64kw444uMrKWF/4Py/ypXZRZGM8qSZMXJxoxklysx8fXbye+//+6HH3/48ccff/zxh6UPH95PTff29TU2t1ZU18UmpGgN1tKKuvrmrtrGzuqGzrKaxpyiqqTUYqs9lclWY/Astc5aUl5WXVtT29BaUdOWXViVkJavNbtZfA2BKkXgeTiKhMSQYUl8BJaFwDJxJB6JwaNzBFQ6B4shwKBILJog4IklUo1MZVLr7SqdTam2yRQWoVjPF2iYbBWFrsATBSg0E4mmo9A0NJqKQdNQeAYCy8aQpHiaiidz8GSOv5eNkBV5ZEWe2FhsdldJDZmJeU2F9e0tfd1dAx1dA80dg1Utg/kdo4Vd4+XdY40dw62xGRlMviwmylqR6SpPM1akG4uSNfmJqrxEe0Vhbm1ta2JqQXA45MiR49u27lizesPKFX/cudXn4VfnSNgXGgXN5bFaYxPUrhSPI6WmsLKnvGyovLC/IHOsofJtb3Nfc3VReopdo9TLxFIuUyXmW/SqsqKcvvbW/s728ZHeN301E/lJg9G2Bnt8lD6VI4jGUfRwtASJFsAQHBCcA0KKSRyHVJ+kdxaJ9EVAgudOqPriI+HxG+yTt0W3gwwiQ1Vx9Vhx9Vhn9+Twq8l3k3Mz8/PT3pm5pWmvd+Yb7/zS3PySd2Fx3vv1vHdxbmbB+35x5t3bkZG+nqGapoHCms6Cmo6O7pHhl28G+/p6Gyq6M2JaLfIaJbPWyGtIdXbXFDeWZP91nIUMgpBBEDIJIiaBioUIGXgRiyBiEQUMvJCBFzEJQiZByMAvfxQy8CL6XyBmEJYbfDqOR8Py6TgBHcen43hUDI+K4dOwXCqWS8XxaDguFcskorhULJeK5VFxfBqeR8Utw6VgOWQMl4LlUjAcMnp5GgIOGcMmYdgkLIuIYRBQTCKKQUAx8Eg6Ds7AI+hYBB2LYOIQXDxCSkBoCHAzBmwGhxhCn2qf31c8+Ur25I444AH32WNmaCANFE5HQWhYGA0Ho+HgNDyChkfQ8EgqHkXBIYkIOBYChUWCIkIjAwNDHz559tX9x/637ly5dvvy1Vu+l69euOh77vy5M2dPnz5z8sTJ40eOHTt45PCBgwf279+3d++e3Xt27ty5beeOLdu3rd+2df2Z00fPnD76DxLsf7v2/AZa9W+/h9/gGT+r45/LZ3X8zH8G/1Qdx4YGJ16/ejMyVFtZOjzY29XW1FhTmZuZGu2yaZViKY/Oo+LZJBSTAGMS4UwCnElALGskm4jkEFEcEopDRC0PTv5KIxlY+M8mSUVBlh1yWSNx4HA8JIIIAyzrJQUJ/qSROBgD/+dLMAkIBh5Ox8HoOCQVA6egYSQkhIyCEhHgZZkkIEDL63NgoQAMJBIHA+DhIAICjISFhz5/EP7sQfjT+3hQGAkGgIc+f3bvRmTQYyIKRMZAiCgwCQ0loaEE5KcGEQVZZtkkfyGTQAwEiIWCMBAgGgxAg5drwC9k8hP/QB1bK9JbK9K7qrJ6a/PayzPaStKGW0petxaPtJW87qx43Vkx3FE+2FLc21DQUp5ekR2dFWtIsKtderFTK4zSiVx6sccgjzEp4yzqeKch0WVK9liSPZaUGEuy25TkMsY7dB6rwmEQGxRctYS17HtKEUMlY2kUfKWUsyyNMj5VwiaJWUQhA89n0QRsupjNkHEZch5TzmEoWHQVh6nnMLRsuobLUAtYOinHpBRYtSKrVmRXcqxKvkHK10q4ajFDKSKpeCQNn6oScjRinl4iMEjFeolILxbrpZKfMcikBpnUpJBbVEqbRhtlMMYYDXFmU6LNnOQwxduNsXZDrNMc77Im2S3JDmuK05YaZU9z21Jd1mS7KcGijzVrPQaVS6dw6RROjcyiFBukfK2I47KZXLa/mPldxiPKeEQpjyDlEuk4sIRNELHwQiZOyMCImBgREyNm4qRsgpRNlHFICh5FwafJ+DQJlyJkEXl0HJeG5VAxbAqaRUGyqUgOHcVjoARMlJCFEbGwIiZWzMSJ6BghHSViIEVMhIiBENFRYgZOxMBIOTilgGSQ021afpRB4tBJDDKuSkSWMJFiGlTGgCtYSBkDIWLA+XQ4lwLjUyFiKkRKA8npYCkdLKZBhXQolwYXM1EaHlEnpCn4FAEbSycDaIRgMj6IRgIy6CiFiGqUkHVcjIaDkTOgKg5czUNqeDiNgKgVUfQSmlZC1YkJBglOzcVohTgFFybjAKUsoJAG5RCBVEwwER6MBT/Hgp/joS+I8CASPIwED6MiASwsREBBiZk4CRvPpyFZeBANHUFGhlIxgL/ZP2Y68ZlOfIoFlWbDuOURRTG0Qg+lKJpaFEvNjyXlxxByXZhMGzzdBEo3gbJtsAI3KtcJzzKDMoyATBMw3QxMNwNTTJGx+pB4PSDZCE4xARP1oR7501jlc7f0uVsWGKMMTdSD0q2oJAM0RhUZJQ2xKQKjlKFxalCykZBo48e5TdEpabMfvvn44/cfP/7w8eMPP/zw3ffffzc/Pz/4crC6pq6puSOvsCw2IbWusaOlva++qbu6rr28piGnsDwxtUhviKczFSgsQ2eyVVRXtLa3NDZ3lFc1Z+aW6UwuIpUXCcKHAYgIHI9IU8CxXAxJhCGJKCwFnaUkMgRkBg+DpyCQOCyGyGLyeVwxly/jidQsnpzCEJFpQhJFgMYwYDASEIQPCUO/eA4OCIh89gwQFAQKDgQ9exp+90lwQDAcguZhKXKJ2iNRe/5eNvIc4X6OcEegnURmAors5KtSbfElZXXd3QNDIxOjY29fv57oH383ODH1cnJ2ZHJurLWvNSE9ITnB01ZVMtzR8LK9pr+trL4sJTPRmZ2VUVnT2tDxMq+02up005m8wGDg5asPbt54GBYSwaSzFTK9QhPDlMQQ+fEqbUJuVnl3fdNUZ+dEdX1HWuZIWfFUb9f06Mj74eGhrq7+ttaBzo6h/t63I8MToyNDQ6/fT7yZ7ezusUVXcpQ5fJdVkSPXFWptZdboantctTW60uAo0ttyPEkVdS0DjR1jMenNVHHaI4DO74nk1G3+6TtiCDXVGN+WVtyVVtxV1/qyf3Dk7dt3c7PTXu/03My7D3Mzi++nFt5Nz09OLrwZWxh+uTjY4+1pnWyoa0zPz3BnJ8ZVJCVXl5R2dnYOD/YP9TY39BandSYaG22SxlhLR0l+X0fH6MhIY0PDX8eZRUCxCJ/er8FBI1lENIuEYX6qP21nEdHLNYuIZhLRTCKKSUQxP7XRTCKaRUIzyRg6EUUjIKl4BI2ApBGQdCKKikfQcHA6Hk7Hw6lYKBkNpmCgNBycioX9/D3pcv1TA0xGg0koMAkFIqFAJBSYiIQQkRAyHECARRDgAAICiIMBUaBwDAiIAQHJIDAfg1JTiCYqwUknRpGwbiLGTUA7cSgbBmlEIVRopJyI4xMxNAKaiIERkCA8Avipp0OAMXAIAgxARAIhYQBACCAkCPj8WfjjJ0H3Hz2/fe/RzTv3rt285et74cyZ48ePHzhyeM+hQzv37d/+5d5tu3dv3rN785e7N+3ZtXHPrk1f7tq8d/fmL3dt3Ld7s9/Fk34XT/6DBPvfrj2/gVb92+/hN3jGz+r45/JZHT/zn8E/VceCDHdLdf5AR11tWf7Eq/7xVwMTQ4NjrwaGBnp6OlsaqsryMlPi3VaTRizlk3l0HIuEYpGQLCKCQ0JySEguEcElwjlEFJeE4xCxbAKaTUBziGg2EcUmIjkEFBuPXt7IxCPpWDgVDSEigER4JB4ajgOH4SHheGg4ARZBhEWSEAAqCkhHgxhYCAsPY+HhLAKcRUSwiQgmEcsgoBkEJB2HoGHhFDSUhkWQUTAiCkJAgnEwABYKwEIjcTAQDgbCIyDA0GdXLpzwO3vE//yxF3evBd2/AQx8+ODmleCn90kYEBkDREPCiUg4FYOioOBUDJSCgZDRYDIaQkZDSGgIEQUloWAkJJiEBBARkQR4JAEOxP+0aCQGEomBRGAgkShwBBIYigSGIoChCEAEAhgJA0XgUBAc6tcvrNYXJ9cXJzeWpLSUZdYVJNfnJ/TV5b9sLBxuKXrVVjrUXjbUXjbQXNRVm1NflFSc5kyJUjl0Uq2YpRLQ1UKGVszSSdg6Cdsg4y6vdWHTSuw6qUMvs+nENo3IrOTrZGyNhCnnUcUckpBFELGJEi5ZyCWJeGQhlyThkkVsooRNknLICj5NJaAr+CyNmGeSi+1KWZRaFqWQ2CUCh4jvEopcYrFLIXFrFfFWbWq0NSfJVZAWU5zqyUtypcdFpcRGJXqscU5dglMbb1PF2PRxDmOi05rotCa77IlOe4LTHu+wxTstsTZLtMXkNhlcRkOM1RLvsCdGuZLdnjSPJyPWnRnvzIx3Zsa5MuM8mXGenHh3boInLzE6LzE6Nz4mNz4mO9aTHevJio3KjHFmxjgzoh1pbluyy5oUZYmzGTISYjMSYn8ZZCmXtIyMS6ZhIWIWUcQkiJgEIQMvYuKFDJyIiRMx8UIGVrTskyyCiE0SsohCFlHAJPwMj4HjMnFcJo7Pwgl+honj0TE8KopHRQroCCEdJmYgpAyUjImRc3ByDk7FJ2pFZL2EbpKzTHK2Sc7RS6g6EUktxKuEOJUQrxLg1XyCkotXcHEqPk7Nw2p4aDUXpeJhlHycnIdTCXF6MdUsYZvlHK2cIpUh9SZMbCw9LpEblyizOiUmncCiYNrldJuMalcxnHqWxyyIsUpibfJYhzLOqYp1KOOjlB6rMM4p9tj5aUmK7Cx5bq46JdHkdih1KqZcxJDyaAohXSWma8QMrZinFfMMMp5ZxbPrRA6D2G4QmdVcvZyhlVLVEpJSRPqb/aNL9sAle+CQ3HfKHqrpV2NUz5KNISnG0CR9aKIhIskQkagLj9eExiiDouXPY5WBSbqwFENEsiY0Xh4ULw+KkQe6ZYHR6tBYEyjeiIgzwNzqCLv0uV0SYBc9M/MDLMJAuyTUKYtI0KOSzNgEIzrBiI7Sg1xaSJwJm2ihxzuk7ihTdFLawtff/fjDNz/+8M3Hj9/9+ON3Hz4szs/P9vX15OcX1je0ZuUU5heVt7T3tbT3NTd319a2FpdXZeYUxiVkKdV2CoWHJ1ANRlNFZVFXd0tbW0dJaa1Yrg2NhDx4+PzevYCnAZHPg+DPAmEwDIfB0/EkFg7fQKEr6DyZ1hilNzk1WpNeZ9HrrUajU6t3qHQOhdoiV5k5PBkUin344NnNG3dv3rh1/Zr/rVs3bt2+duPGtStX/Hx9fW/cuv00GAhG0QhUBZmlkelcMp3r72UjX4Uavwo1Xr7HfvBc+CxCjqa58Uy32pxf1Tw4PPn2/ezMvHfGO/feO/du3js1450aHO4uL88qyUvvb2udm5zwzkzOTY9PvxmqqypOTErOKaysbelt7epr6+yuqW/JKagy2TM0ukSjMdXlKoyLr07N6rTF1Jo9tel5La3drwcHh8cHXr+q70tXufLUlv7ymtnxt9OjE+ODQ/1tnS+7e7ta2ob6Bvp7ezs6e7qae4qjcxKYumiiys5wKUTZInWxxl5tjm0wxNRqoiq19lJPYnlH38Tw2HhX/0hF/aDRXQYlue+FqK48Evne5wfAzERJijWh1JpQWlzd2tXVPzMx/vWb0dn+jsmu9snujomO9v7G+o6qsu7SwqaUhFqjvkYhLxXJonB8JV6jkSZnpjd1tw2/7B/s7WzvrapoTY+rdmub06N6assH+4dHx6fG3043NrX/dZxJSPDPwMIDiQjQMiQUmIgCk1AQEgpMQoGJCNCn3VBgEhryK8gYKAEFJqIhRDSEgAITUGA8ErRcExFAMgpMRoGXf9hPgANISBABDlgGD4v8JThYOBYWjoWFY6BhGGg4BhqOgUZgoBEESBgWEoaBRCAhkVBgJAwEhoPgaCiaR2Co2UKHXB2r0acazelGa5rBkqTWu0VyC5uvpTLEOAIdAUeDI8GAUFBkKBwYjoJEYGEAHByIggIRECAUBICDoBAAFBiJCI9AhoWjg0Kgz4MAjwOC7t5/eOPWTV/f86dPHTlxbN+Rw7sPHdp56OCuQwd3Hz6468jBXUcO7TxycOfRA7uOHtx97ODuYwd3HT+054b/+Rv+5/9Bgv1v157fQKv+7ffwGzzjZ3X8c/msjp/5z+CfqqOCHaYXItxaplXBKEmPaSzN6WmsGOpqGhvoHnvZN/ZqcHRo8GVfT097S1N1eVF2WrzbblRJZVyGgE7kkXE8EoZPxnBJWA4JzyFhuSQsj4zlktBcMopLRvFIGB4RyyNh+WQcj4zhkNEsIpJBgDNwMDoGSkGBSHAAARaxLJBEWCQZHkmBA6hIIA0NpmN+GoTEw5l4DJOAZi6PdpJQDDyCRcQwCRg6AUXFIchoGBkNJSKhBDiUgICS0cjAR/f2796yf8/mowe2nz20O+DOVUDIE/+LZ4DBL0gYcGTIYwQonIpG01BQLh7IxoWz8QAWNpKBjmRiAEwMkIEBMdAgOhpIRwNoyEgyIoIIjyDCIwiwcBw0HAcLw8JCsdBwDCQMDQ5BgYNQoBA0EIACAhDASCISRkTCfhXw7GRndrIzJ8mVm+xOi7GleyzlWYnV+cl1RWmNpanL1BenVuUlFKZGpUcbok0SrVQk5bKETJqQRRFzaL+AIuXRFEKmRszSSthaCVsjZqmEDAWfJeXQJWyKgEnk0Yk8OpHPIHHoRDYdx2HguTScgEmUcshaMcusFDj1sjiLOsVpyHSZc9zWPI8tx2HIMKlTNNIkpSJFq0k26tKdpvwEd3luSn1pTltNUU99eVdDeXtdeVt9ZXNdRWNVSVN1YWNlXn1Zbn1ZbmNF/jIN5XkN5QV1pXk1xVlluSkF6QlZiZ6MeFdWYkxeakJhRnJeVnpeVnp+VkphVlJxVnJJZmpZRnp5enpxVnJJdkppTmp5Xnp5XmZZbkZpTnpxTlpxVvIyRZlJxVnJhVlJBZmJeenxJbnpJbnpvwyyRcv/hIYvZuMtaoFZxTep+CYVz6TiGRQcvZxtULD1CpZBwdLJGHo5Sydnf0LG1kpZajFDLWYsrziiFNOVYppKTFNLaCoxVSEkyflEKRcvYaMlbKSEDVdwECouSsVBKXloJQ+j4mM1QrxWSNQKiWoBQSMgavg4FQ8r56FlArSMj5Fx0XI2RsHCSllICRMuZyOlDKiMhZCxkRI2SsJGS1kwJQenYJGkXAyF+tTiQuRX8MtqpJWNuuae2OaejNwct1bEULLxGh5WJybo5RSzmmnT8ex6oV0vsukENp3ArBU6rGK3h1JRY6xptNS2GBs6rI3tyY0tOQUFCdEui04pNWulFp3AquPbdXK7Tm7XyxxGcZRZ6rbI3FZZlFkSZRY7zSK7UWDW8v9m/+iQBjikAVbxM4v4hYR82yoJcshDPOrwaDXQo4R4lBCPChqtQcTqUDFaZIwWGaNHJ1mJaXZyqpWSZCIlmqlpUezSLH1HY+pQd+lIT3l/S05lnjUlihtvYcRbGAlWZqpLkBmrKEw1VeZG1RS5qwtdNYXRVfnuuuL46qLEgqy4aI89MTn4CeeuAAAgAElEQVRjfnHphx+/+f77r7/9bumbbxcXl+bev5/o7Gipq6ttbGrJyS9o6ejs7h/o6OxtbumorWksqajMys6NjUvS6c0SqVwsFicmxTfUV/T3trW2tjhdMS+Cw+8/evLVnXsP7j+++9WDR48CECiyQKKXKCxcoVamsjqikpPS8pPT8lNTc5OSMxIS0+LiU9wxSTHx6faoBIFQBQajHjx8cv3ajRtXr93w97/h73vt6oUrV875XT5/+arvV/fvBYcD8BQGg6/kiAxsgZnJ16uNHrXx7446PgDqHgB152+hT/sDrtxHR2B0OFYMmZcg0aYUVbS/Hp6cHhtfnBj9MDn2Yebt7NTboYHOquLMosyU7ram6ek3cwvv55dml+YXxkZH8gvLsvIqaho6Wtu7mppbm9p6mttfNbUP5Ze0pGU1JCTX5BV1tXa/a+990zkwNtg7NTAw3t0/VF3XkZpUqWDbMqwpDQWVg539/e293c2drbXNlYXl8VGxjZX1Xa3t9bV15YV16THF6a5imypJxI8TyvOEmlKRvkSoL+Dqcrm6fKmxoLyuf3B4fGRsaGR8vLVrKDm7kSFKDoEa7wVJbz7lvgDqhepcZ0yJM6YkP6+6pbS2IzOrxqit14hrHeZKmynPpC2KdbUW5vTk59S5oko5gmw0PgaI0gKoWobTFV1VUj3Q2dvX39vcVlNSkZBYaHfWpiV1N1W+etU/Oj79emJmcPRNZV3TX8cZD49YBgcNB4c8xUHDcdBwPCwCB/1kcVhYOA72aSMBFoGHRxIQkQQEgIgEEBAAAiLyz8Aj8fAIPOzT2ZaPwkLClo/FQsJQwGAMOHR5489gwKHLYCFhaHAIGhKChoSgwMFoSCgaErYMBhyKBochQBEgQGQkABQJRIAheByOw6ZJ5UKdWW13m6Pj7Qnx9iSPMdYks0hZMjaeRQRjwS/CAu8/fHrvzounDyNCXsBBkUQUjE5AMYlYBpnAolGYDBqFSieSmVgCC4ZhRkIoQRGoJy8i7z56dvPWHb/Ll8+ePnX8yIFjh/YeOfTl4cN7jxzef+zIwRNHD544sv/4kf0njuw/fujAsQMHjh3Ye3TfrqP7dl/1PXfV99w/SLB/c8+hQuBOmzHJSBVH/FZa9W9Xu9/gGT+r45/LZ3X8zH8G/1QdzYIwPTdcwwrjop+omUAtB2KVYWNN3KxYQ01BSldD+auulvHB/omXL9++ejU60P+qr7unraWhsqIwMyPJ47FqdUqBUMxm8OlEHhXPJWO5FAyXguZRUDwKikdC88lYIQUnpOD4ZDSfjOKRUTwygkPEcIgYFh7FxCEZWAQFCSHBQWQ4iAAHEuBAIgJEQkHIKAgZBaGgoVQMjIVDMrEIJg7GJMBZRASLiGSTMAw8EgWJgEQEgcODoJEhMEAYDBCGBEdiYeDAJw8vXTh16sShcycPXj13Chzy4vG92/duXyfjkAQMEodGibhcGZcmY4F1/IAoRbhTBnBII+2SSLsk0iEB2MUAqzDcwIvQ8oAaLkDNASg5kQp2uJwVJmOGShihImqokBIuJIfzSaE8YjCXEMrFATi4SCY6hIMFcLC/fs0vyW1Ocptj7bpoq85pUNt1ykSXLdnjSIt1ZiV8UsrsxKj0WHuy2xxr09q1ErVMLOFzhBymkMMUcVnLa2MI2PRlgZTyGHIBQyVkqYQspYCpFDDlXLaUzZSwaUIWhUcjc6kkDoXEIJEYZDydhGGSMAI6QcFnGOU8t16e5DBkRpsLE+2lyVGlic7KZFdZnLUoSp9plGUa1FkWQ6bdlBfrLM9KaizP626sGOpuGu3vmhjsGO1rejvYPtrX/rq3Y6i3vb+7Yain8VVv43B/86v+5lf9zUN9TUN9TUM9jYOddV1N5Y2VeZWFaeV5qRX5aXWlOXWlOdXlOTUVuZWlORXFuZVF+bWFBXUF+bX5edUlObVleXXl+XVVhXWVxbUVRTXlhVWl+TWl+ZUleT9TUZpXXpJbWpRdVZpfVZr/yyA7jAKHUWA38O16voyHt+uFtmVB0gtteoFNL7Dq+FYd72fseoHdIPyEXmjXC+0GoU0vsOoEVp3AphPY9UKHQegwCJwGvkPHsWnZZg3LomHatEyHjhGlY3j0jBgDy21kekwct5HjMXE9Jr7byP2EnuvUsW06hk3PsBs4Ni3boeHYVWyTgmZRMdQCrFVJNckpZgXVpKCZlTSTnGSRM40ShkqGZAnuphXhC2rYSVkkiweaWcqr6bJ2DxSmxTnVQoZShNLIcHolzazjWA0Ci15g0vAMKo5eydKqWFoDuaial1NOyyhmJuYSCurYDX3m1t7U6rqs+Hi7TiNRyuhqJdagJeiUFJ2SYlCztUqWXsXWK1kmNceoZutVTK2KoVFSNQrq3+wfi+JkRXGy4kR1aZox0cqvynZUZtlqcx0N+c6mAldzkbu5OLqlNK6tPKGtKqW9OrWpJqmtLr2jIbu3qaCrsaCtPr+rpWxosPnN2ODM+zfTk+Pe6TffLEy+G+/ra6/p76jqay/r76gY7GoY6m0eGmgdHeocHeqYGOgbH+gbf9X9+mXny/6OttampqbWOa938cPC7Nz09My7yXfjk5Nj799NTIwPT0yMjIwOvxp+Ofp2bGxyfPzNxPj4+Pjo2NDwyODLod7+vu7erq7utr7+rta2xuamqqFXna1tzTKl5snzwFt37965c+fura9u37hx/frle/cfhESAmTyJ052QnVdaWFSeX1SdW1Cem1eckZmXnpGTnJJpi4oWSFThEbCbN+9fvnztqv+16/5XrvpeuHnlor/vhUsXLvr5XXny9DkSQxZI9CpDrEIfJ1XbhXI7V2TlCsx6U5ze9HenyXkK1zyFa/zuIQ5fDDjs++xOMBVENBN4cXiaQ6NNL81r7K5u6q+qGGmue9PX/rqvp7OxNj8lXi8VZacn9vS3vn77cmh8aGLs3ejoeGVNc3xyXnZuSVlZRVFRSW5BeVZuTV5xZXlte05Rk8GaZnVlFFU0NXd01jTXNJa01ZQ1pKRnGxyJbIGLxbRlxBeX51VWFFZUFlUW5xRXFFYkuOJNCkNRRkFdeWV5UXF+VmVuZlNmeovakIGl23HMBCwrCc2IQTJcSJYHzvTwVBn5JS2Nre0trfVtHa2llQ0acwoIpX4YKPC/T7v2kAZHu/nidKHQJRS6tFKbmsQRPAs0PXuSFPncBo2MwiIq7caR+orRppqXxYVNLk8GlmR7GiS48ZD1BC6h2PSO4pjs6tTCTIdTqeNTdVRGglxXkpxaWVVS01DT0NhRWtmQVVruiEv46zijYeFoWDgGHoGBR4DDn+HgkTh4JA4WgYNG4GEAHDQCD4skwCIJ0PBlcNAwHCwMBwvHwcLx8AgcLBwHC8NCw3CQ0F+BBYegQcEYcAgWEooBh6BBwUhAIAoYhAGHoMEhaHAoGhyKBoegwSEYSAgGEoKBhmAgyx9Dl7egwaEYSCgGEoqFBqMhYXAwCAZFobAMMkPBFlvEao9cl2CwplkcWRZ7lt6UJpHHUBhGMJz/IhBz+/Zz/4s3Lpy5eOm87/WrNx8/fAKDwBlUhl6tifM405Pjs9JScjIy01PSYhMSrE6PQmtj8tUYkiACgn8YEHz99l3fK35nzp46eeLI8SMHjh/Zf/zIwWNHjxw/euj4kX3HD+8/ceTgiSMHTx45dOLQgVOHD546cvDk4UMnjxy+c/PGnZs3/kGC/S+2GjJUWNra2lNj0wb7kwL92dy4l4ufrv/dXGcB9y75N9Cqf7va/QbP+Fkd/1w+q+Nn/jP4p+rokkRGSQBOMVBBfmIRRJgFYWZBmJ4bouGE6AUgmwIXa+blJVrqi1K764pedjSM9HeODnaPDvQM9/W86unpa+9srq4rL8zPSIp1WQ06uUjKY/DoRDYFy6FgOWQsh4zjUXA8MpZPwQooGAEVI6SiBVQij4zjkrA8Mo5HxnGJGDYexcGhaHgkFQsno6EkFOSn1SMhZCSYhgTRkCA6CkTHQhg4KAMPo+NgkS8e+p4/derYgeNHDpw8dujsqWPXrlx6ePdWyIunQQGP79y+5nvx9C3/i5EBT5GREQEP7gc9C8Bj0GQiSSFTKSRiMROt4gQlW0IS9A8TdA8T9Q+TjY+TjY9STI9TzI9TTI9TTU/TTM9STQEpxqcppifJxkcppkep5sfJxsfJ+hfJuuAkXXCC5nm8OiBW8SJGFuyWh1qlwXYpwC79tTomuoyJLmO0VRNlUBkVEr1U5DBonEaty6yLsevjnMaEKFOc0xhjM7hMGrtOYVZJtAqpUiKUi/gyIU8u4stFPKmAI+Gz5Hy2nM+WC9gKIUst5mrEXLWIoxKyFXy2jMuUcmgiNkXAoHCpJA6ZzCCRaUQ8lYCmEzA8CkHGoRmkPI9BkRJlyom3l6S5KjKiqzJiqtI8pQm2Qrch26bKNKkzLbp0uz47xlaakdBSVTjYUT8+2PFuuH92tHd2pH1+uH12uGdm5OW7kYGJkd63r7snXne/He2ZGO2ZGO15M9LzZqTn7XD3+KuOod6mntaq1rrihor8pqqC1triltqi9tqc5srspsr8+vLC+rKShrLixvKi5orixqri5prSltqy1vqK5rryxprShpqS+qri+sqS2orimvKi2ori2sqS2qqS2qqSmsri+qqS+qqSXwbZrGGZNSyLlm3RssUctFnDMapYBiXTqGItN/QKhl7BMCiZyxhVLJOa/TNmDcei5Zo1nOWGRcO1arhWDdem5dq1bIeWZdUwzWqmRcOw6xguAyvazIk1sePNnGgLM87Oi7cLExyiRKc0wSH6hE0cbxfHOUXxUeL4KGm8U55gl8dZJG6z0GUS6MR4l4ETYxHEWASxVmGsVRhr5ceYxTFmqcNGsscA8mvJacUktTksFHKMp3mYVcXpGc5rqilzWzUOG93tYke7xfGxisR4TUKcJiFOEx+rjo1WeKJlucX6zDJcXg3F4Iowx0Xm1JIrO4Wt/bFNbXlZ2TGeaKPLJXVGUZ1OksfF9rjY7iix2yXzuGRup8RtFzltfLuVZ7Vw7Ta21cL4m/3jm7GXy0xODLU21cy8n5h+Nz41OTY1OTbzfmJ26s3M+4nlxvzM5PzMpHf27dL828X5t4uLMzOzs+OT7ybejr97Nz4/PTU//X7u/duJ169GXvV7Z6Y+LHgXFrxer3d+fm5+ftbrnVtc9C4uzC8tehe8c98szn+7OPdhYW7pw4fpee/4m/EPC7Pvxl8vzr7/MD89Mzn2erB74vXAwszbb+anv5mf+eCdXlqc/fC19/vvPnz7zeL3Xy9+++23S0tL337z4bsPC98ueefnpgYH+0deD05ODHW0tirkmgcPnty4dfPGzWs3b964fvnq9Uv+92/fJ1OYCq3RbPNEWeNiLfFRUYlmW4zZEW22uKwGu5DOD3kafMv/+jU/P38/P//LV674+V32vXD5wplL545dOH3I/+K5oMBwEk0o1zms7mSTI1FnjJdrPSKFjSMy8CQGky3eZIv/e9lIKNIYijRev485fu7BidNXb9x5HhxJxpLMYEI0EO3SMWxlcmOLglsvJTcZxO1uR5lV7+AQYI+ugp7cEFDQehXPoJFY9EqHTqcUi1FIOBoOI2OxFAwKDQNhMXAcJpJGw1EoFCAA8eRRSEQ4FIvGwWEQIAAaHgZ89jzk6dOQwMDI50+DkBAkDolGQ6FYKBwFhGBAMHBQaPCDB+iIMBYRj4AigJEgMBABAqHu3H16+epX/jfuXLv5wPfy3Ut+d3wv371w8ea9ewEIJBaLxeMwWCwaEx4acdn36uFDJw4dPLl/37FjR85fu3bX/+qtMyfPnTl5zv/MhdsnTj44dujxyYMvzh+JuHeZAgzTCng6nZLFo8HDgwHXbjw/fcZ/354TO3b4nj7z+NHjsLDQF8+f3r595fqFU7fPn31y80bYsxegiEggAAgGgyMjI4NDQgODQl4EBv91nHHgCBw4AgeJwEIiQCHPMOBIHBiAhwBxEAAetjxNdzgOFoGDRWBh4VhoBAYatux7WGgoFhqK/ckkMeCQn0GDgtGgYBQwCAkIXAYFDFr+uKyOGHDo8qLHy2aIAYdgwMEYSDAG8unYZef8uY0EPYeDQmAgCBHP5vANAplLoo2TGROVtgyNLUtry1WZs0XadKooBkG3hCBkDwOJN+8EX/K9dur0+TPnL928/SgsHEqh8JQqU0JiWllZeWNjY3tbe3tLZ0NtS2lZeWp6lsOVIFVa8GRucDjk7oPHV69du+h37uy546dPHjpz8tCZkwdPHT908sTRk8cPnjy29+TR/SePHjxx5MCpY4dPHT90/vSxSxfO3bx5N+BZMAZLxmDJ/yDB/hdbjTZz+NuPHxc6jZJAfzJA1DL7F7fw3WSOJfhfr1X/Bp27yqUJEqIMMaIQxm9wuc/q+Bflszp+5j+Df6qORnawmRtmEwCU5KdRUkiUHOSQRTqkYVGyUIc0zCoOt0gAFgnYLke6NLgEKy87Tl+W6WoqS+tpKHnVXj/c1TzW2/66r2uov/tlb1dXa1NtZVlhTlZCjNti0KqkIhGHwaWTuDQil0rgUnBcKpZLQvMoOB4Fw6NghDQ8n4IR0XAiKk5IwXCp2OUJ5VgEBBMPp2OhdDSEigRREMBlyAggGQkkIYFEBODW5TNrV/9xxRf/+/e/+58vvvj/Vvzpi1Ur/7B7x+arly9cPn/q9ImDJw7vuXTyMCLoBSggIPL5c2BoOJvBIRMpWAwaCQ2FhN6S0Z8J0X50yDEm4iQHfVqAOyfEnxMTz8soF1WMy3qGr5Xla2P7OXlX3KKrcbIbcfLriaqbKbqbqbpbGYZ7mcb7Wab72Zb7WabH6bqnHvkTBeOemHRfTLr/q4An2LUJdm2cRe0xqk0KqU4ismnV1mX0KqtebTdq7EatTa+16rRWncaq01g0KrNGadYojCqZUSU1KCV6hVgnF2plYq1UrJWKtDKhXi42yMR6mVAnFeikPI2YoxIy5QK6mEMVsmh8Oo1NpTFIZBqRwMDjWQSckEZS85l2lSjBpk2NNmXGWXISbPmJjsJER16sOcetT7erMiyKNIsy1a5OcxvyktzNVflD3U1vh7rnxl8tTfRM91dMNOVOd9Uuvh6cn3g1PTk0O/l6ZvL1zPuRqfevp6dGZt69nn03MvtueObN0ORI/8hAe39HfWdTRVdzRWdTeWdz+aua5I7i+Pq8xOaygqbK0sbq0qa6kpaG4rbais6G6q6mmq6m2s7m6vbGyraGipa6subayqaaiqaaiqbayoaaioaaisbairrqsoaasoaasl8GWSujaGUUnZyuVzAETKRewdDJGVopw6BgGZRMvZypl7N0Mtbyu6kaCUsnZenln9DJmMvo5Sy9gmlQsAwKtkHB1suZejldL6PqZCSdlKSVkHQSklFGtigoTg3DbWBFmzjRFnasjRtr5cfbxfF2aZxNtOyB0WZutIUdY2bHWjhxVn6cRRhrFXuMQpeZZ9HQ9XKSSUWNNnM9Jk60iRVtYkXbWS4zz23hRrmxKQXI7BpiWiFPpaEER16BkM6k1WAb+mK7uhqzc2JT87kZpbjsclxeFamghpZXRc2tpORWkvOqyDkVlPxacm4NJqOEb4+nx2bRcuow+Y346k59Y09yRWNKdrEzq1iZV8nJKaflV/DzK/h5lZy8alpuJSW3gpRTRsguI2SV4zPLcdnllMTsv535vRl79Wbs1eTE64nRV3XVZSNDA69f9r/q7xno63o52PNysGegv6u/r7O7q7Wnu214qH/8zcT46EhjTcWP339Y8M69e/f23duxmffj0zOTc/NTSx/m5+anBga7R0dfzc+9W1qc8c5PL3hnFuamF2anFuempycnvvtm6fvvv1+Ym/pmYXZhfub7H36Y8c5PvB1bXJjr7en89pvFudn3U+/fjI2+6upsmXo/MTfzzjs3NT8/412c/+6Hb3/8uDwF648/fPzxh48/fvz4w48/fvvD918vLnon3k5MjL9+Mz7c1NikVGgfPXxy/fq169evXrvmf+nyJd8rvjcu+Qbfuo8OASi44jiHJzU+OTUuNTU+OdrmcmtNCjILGRD85NrNW5ev+F+6eMX30mW/i76Xzl08f/rsqSOnjh04d/LwvTtfYTAUodRgjkqMisuwulKMlgSl3iNW2jkiHU+k05uj9ebov5eNoEg2FMkWEEj29X149uzlBw+foTAsoSSGI0hAog3IIJ48hJQWAc0DBRUTwHkSrpGKwQY9eHz55OXjuy4e33nl7L5r5w9cPbPP7/SBc8f3Hjmw49DeHYf37Ny3feuXO7Y+uHNLyKXQKfgL585u27J904bNmzZs3LRx7ZaNq9evW7Nh/dpt27bduXNPKpUT8YStGzduXu+zae2qLet9Lp4+sW2dz5Y1q7asWbF/+6aDe7Zv2bh249o1PqtWbVy/0WfN2i1bth48eNDX1/f8+Qtr1qxdtXK1z+q1PqvXrPVZvcFnlc+aFWt9Vq71Wb161Yo1q1euXrlqzarVa1atXrN65Vqf1ctsWrNq55rVu1et2Lnyd9vX/G7bhj/sWL/yy40bd2/dtHHjqq3rVuxZs3rXipW7V6/e7rNuo8+GrRu37ti289KZ8zcv+V0+feLLzeu2rl21cc3K9T6r1/qsXrd2jc+aVatXrVy1YuX+vfv+Os4MUCgDFEoDhVIhoaiQpxRIOBkSTgaHkyGhRGgwARqMgwZjoCFoWCgKHoaEh2OgYdhPsheChYT+so35aZhxuf7U+En/lkcdkcAgDCQUBw3DQ8Px0HD8Xw5XLg9U/qSXv3BRSBgcFEHAEIQ8lVLh0BrjjbZkZ0xObFpJUmaVxZWrMqVzZfEYpu0FTHojgHDhWtDxM9cPHTr25d59+w4eOn7y3NWrt58FhiNxFIlSHx2flp1bWlhSXVJWW1BYlZmV64mO1+jMDLYAjsSHhgOePH527+792zeuXff39fc963fhpN/5E77nT/heOOV78YzvxbO+F8/6+Z7z8z3v7+974+aNu/fuPXoa/CwEEQklU9kqKlv1DxLsf63V3Enp/O7jx+8HYx6TA/0VCb0fPn78+PHD61yRRRE7sPjx48eZRvn1f7lW/evlTahJ7+hsbYhBMgL9SYF3Tam9C5+i/N1cT6wp8rM6/pblszp+5j+Df6qOOla4lhmuZYbx0Y8MnAg9J8zED7cJAU4RyC2FRCugsSp4jBoeo0FGaxAuBTRKBnVIoQ4pPEqB8aiJSWZOfqyqKieuuaqot7V2uLdt9GXv6Mv+1y/7B/t6ujtaWhqqKksKcjNSkmLdURaDXimV8TkiFolHx3GoaB4FzaOi+VS0gIoW0tBCKlZIxfIoaD4VwyWheWQMn4rlkTFcKp5NxjIJGDoORcHACQgIJPzFtUunN/is/N1//9f/+n//n//5n//+r//6r//+X/+1bs2ffM+f2rdry84ta3dv8Tm+ZxvyRQATDhfRqUIuHw5FUUhEKhn17LHf3WuHbpzbcXzr74/tWHl0j8/R3T5Hd605tnvNiT1rTu9de+Hg+ivHN/sf33Tt5Kabp7d8dX7bQ79dD/12Prm659mN7YG3N4fc2xF2f3fk4y9BAXuBTw4EXNt2+djqU/tWXz+3//q5/b8KeIpTn+LUJ1g10UaVVSXVy0R2ncaq15i1KqtOY9GpLTq1VaexaDU2vc6m11l1WrtOY9dpHHqNXae269Q2ndKmU9q0SpNGadGozGqFRaM0qxUWtdKslpvVcrNKalJKDAqRTi7USPhKIU/O54rYLCGLxaFSOWQyh0TgknAiGlHFpZkkXLNSYNeK3QZZrFmRZFOmRakzXZr0KGWqXZFqV6Q6VMlOXXaSq7Eif7i7aep159zb4YWRqpZYegr2cbmCMVSVv/huyDv5ev79qPf9qHdqbH56zDszMf9+zDs1Pj81Ov9m9P2bkbGh3uGe9r62us7Wqv6WssHKrG4PLYcPLNBxqjPj6yqK6qvKmurK6uuKW2vK2xuq25qq2pqq2hsr2+vL2+rKm2tKmqpKG6vK6qvL66vLm2rKGiqLG6vLayvL6qtL66tLfxlkAQO9DJ+OIiLDBAyMkInj0zEiFk7EwonZBDGbKGaRxCyymEURs6gSNkXCJi0j5ZB/RsIjSQRkmZC6vMSllE+U8LASLlrKQcnZaDkbreRitUKiUUKxyGkONcuhpTu0TKeO4zYIPmHku41cl4XlMtGjDbRYAz3WwIw1cqLN/Cgj32HimDQ0nYJk0zFdZo7HzIoxM+MtLI+T5rFxPA52Ygopt5pY0MBKz9daLSYg+EUQ9JglI6C0zdD/qr22OS++AG1MfKyPDzAkPDcnhRjig3SxL7Qxz7QxAfqE2wllD3PrsVklZneiPj5TaE54YIq/n1XFqB901/Ull7Z6YnOpAstVke2KwnVb4bqtdD+Ru59IHA9k9gcy2z2p7Z7YdldouyMw3xMY/va6jq+HB14PD4y8fvlmYmR8bHhwoOflYN/Lwf7Xr1+NjL4aHRuaeDMyOjY0NDwwNDzQP9A9ODzZ091fVlzww9cLC7NTM+/eTI4Ne2feLi0teBe8c975D18vTU5ODA32LM28WZp7tzg/teSdXq4X5t5PTY7Nz0wuLS0teGcW56e8M++Xlhbevpt8/+6Nd256ZGT466+XFhe98/MzC4uzPb0dY+PD8/Mzc3Mzc965+QWv98PS0tcflj58s/Thm8UPS4sfFhY/LCwtLSwtLczOzwyPvB4Y6H31sre2pl6p0D5+/PTG9avXrvpd8bvoe/Gs3/mTsKu3E5D0VoNnMDWvM7ewq6y8v7XlXf/Au/bO0bKaUr2VFRQWcMXv+sXzly9cvHzx3KWLp86fP3bm1KGTxw6cOXnkxjV/KBQhlZvc8dmpOWWpOSWxiTk2R5JCFyWSmTgCNVeo0ZlcOtPfnSaHQjdT6GYQkHbv1pOrvpcjwkJ4XLHTmeJK7u8AACAASURBVJmUWG40ZZJIdmygQPMIkRkS2sAk9GV4ihJdUgYu8tnt+9dP3b92PPjhBVCAH+jxxSf3Tt27cezqxYMXTuw9d3TfyYN7Tx8++OLJwzinraIgNzUh5tb1y3t3b9u7e8vuHev37Fi7a9vavTs3+/ud1WrkFeXF6akJB/ft2rppzc6t6/bu3BwW+HTX1o07t2zYuWW977kTd29dObB369ZNq7dvWbdp/er9e3aAAWEKqcCglfleOLFx3YrN61dvWb9609oVm9et3LJhxYaNa9ZvWL1u7cr161ZtXLdi0/qVG33+tGX9qi0b/rh5w4rt29dv375+x9YNOzeu37F5w9YtG7Zs27hxp8/OHZv2b9u6b9umL3ds2Llj/fZt63du3bBr24YTR/cHPL5HxqN5DCooOOie/9Uje3bs3uqza9u67VvWbd28fvOmdZs2rt24wWfjujUbfFYdO/Trf9EfP34UwEIFsFAuLIQND8GHP2YiwhiIUDo8hAEPpsMCqbAgMiyYAAvFwsPQiHAMMhIHjyDAIwjwCDwsfBkCPIKIiCT8tJ0Aj8BBw3DQsE9/hYX/vDMWGoqBhuIREUREJOkniPCIX7aX9yQiIpfPvHxyLAyABAPpJLpEoNEoHVp9dEpacUlFS3VTT3ZhXVxKucmZLdWlkgWep0DRuVuQQ2fu7D10fu++A7v37N69d+/OPXsPHDhy5rzvzftPQEgijSsXyUwKjd1ojbY44swWp1yh5fJEDCabQCRjMDgQABweGvHi8eOHd27du3X11tVLt6/53r115f6daw/v33n86NGTpw8Dnj0KePbo6bPHz14EBYcDISg6kamRaGKccUXOuKJ/kGD/a53qq8TWrz9+/GE8F81FK1qnf/z48eP3UwX24J+t8ru+qDv/96sjuHj0x48fl3qjnpMD/fnaypm/CPSPb4sI/9qxx8/q+Bflszp+5j+D/4PfOgLMAqCJDxThnxh5AD07XM8O1bHCtIwwPTPUxAqxckMdgogoESBKCopWguNUwGh5ZLQcEKMEu6QAtwzoFEc4xWCnBBmjIWZEiUrTrQ2lyV1NJf3tVUM9DSP9LeOD7WMDHaP9ncO97X3tzc3VFWXFeVnpSbEuu82o1isECj5DzCLyaVg+Bcen4bkUPJ9BEvNYapnYZtLHuKLi4j0pyfGpKUlJCYkJMbEWgx4NA589cfTcyWMrvvj9H37/xe9+98Xvf/+HP3zxuxNHD5w9cWjP7p07d2zZs3Pr+WOHw+7fD7zzFSgs+OH9W+HhL0hYRMCda/7n9l89v/fkwc3bNqzZvnn9jq0btm9Zt3Xj6q0bVu/Y5HNg15Zzxw74nju5f9+uL3dvO3Py8BXfM0cP7tm7c9P+PZuPHNixf/f2nVs27tq6ceeWdTu2rNm1dd3OzZt2blm/c6vPuVMHz506+KuAJ9p0iTZdnEUdbVTZNTKDXOQwaG0GrVn3aezRolFZNCrrT0ORdr32/wSbTrOMVav+uWHRqMxqpUmlMCrlGolIIeCJWAwBg8olE7hkHI+ME1LxUgZJyqbIuRS1gGaWsdxaXpJNkulSZHuUWTGabI86xS6LMUpjHfrCzMTmyvz+puKx7qa3Da4q1o20W19mh96ttssn+uonetrHX3a+7m0ZG2gfG2ifeNk1Ptg5Ntgx8arrTX93b2d9X3t1Z1lhc3FeeUFyQ46jwcGtJF/OBFzMJYeVubUlmYllGcklqfHFWQmVmSklGUmluSnlualV2SlVmcnlGUmlmcklmYkFGUn52WkF2anFWUmlWUkl2an5Gall+dll+X+xOJtOTtfJ6VopXSOhcyhwjZSuFNOUYrpCRPslMgFFyidL+WQphyRnk2UcspRNkrCIy0u3Ceg4Pg0toKF4FASXDOdREBwSjE2EsggQJh7EwAMY+EgOCSikQkU0mIyJVDJRKhZKwUapuFg1D6fh49V8vJpP1AhIehFxGYOYZBCTjRKKWUYzSal6KVPNJSjYKIOUqFWQtCq6RsnQyzkmHdqo5NiNjJQ8WGYdrKzVnJ8blxJlDgi4t23blntBe/KbyV3DLa09PUIV68CRNbv2/GHr9pXbdmzYtnPD1h1rtu9atWX7F/eDtyVWgEsa9fnF0Z5oKxgccej4thDEEU9uWE2frK4zwxHtAoCBZy/tP3Z846GDPocO+uz70mfn9j9t2/rF9m1/3LZl1dZNqzas+2LDuv+9YcPvDh/e8Tf7x3nv9Lx3enbu/dz81Ozc1OKid3Z22uudm52dXmZubsbr/fTGqdc7N7Pw7dys1zs75Z2efDMx8vbtxOTbibmZ9/PTU4vzS965Je/c4uzUzPjgy9mxka/nprwz75fmZ5bmZ+bnpubnpmZnphYX5ue889756Q8LM4tz07Oz069eDXpn33nn3k1PT3q9Mz/88M233y19+No7NNw/NNw/O/tufn7G651bWJj3eufm5+fn5+fn5ub+fGPzs9752ampqdHR0dGR4ZGRoeqqOrVaFxAQcNXf74rfeb+LZ/3Pn37oe5Fy64H1OTgVw6jQWDqzcqcHepam3y2Mj4zW1OYr9XoQEnn7q3t+569dOn/5wvlL509dOHfk7On9J0/sPXvq2O3r1yFgmFSpj0spyCqoySqszMgtTkjJdbpS9OZosdzEFar4IrXR4jJa/q46stkmNtsEBZPv33pw+fyZgEd3kHCkXGb0eHKUlnQEOyYQrMY8Z+mCcPlc/svSjP76gvKsGCEdjgA8pBFClTykQ0k2ClFE9JOw534Prp64fPrguaP7jh3cc3jfziN7d1w6dfzqhbP+l86cPXVw1/Z1O7b6bNvss32Tz85Nq7dtWrV318YzJw/5+52/c/va9Wt+Tx7dCXz2ABgRRCagsWg4kYChkPE0KlGrkbFZFBaTQqMSCFgklYhj0ykUAjY8OODypZOnju87sHfbru0bNvj8ad2qL9at+mLV6j+uXvMnnzUrVq/6o8+qP6xZ+cW6VX/0WfG7tat/5+Pzh7U+K9b6rFi3esWGNSs3rFnp47NyzaY16zev3rZ17Z7tGw/s3LBn+5ptm1Zu3uizYcPKTVtW7D+w5dCh7fv3btm6ceWW9Ss3rV2xad3KTRtXrV+3csP61evWrlq3dvV6nzXr16xet3rVutWrDu//G6OOCdCABGhALPRJDOypMewrF+q5Cx3oRD63IoN18FA1PFgOCxNCwzgwABMWSYMBSHAgEQEkIoD/P3vvFdVWlvX7vt4zxv2+011VLucccAAbGxNtwOScTBZJBBFEFhkhhEgKKGcJJCGRc8455xwECIEAk3Myzj4P7q6urq7++rxU33F7eI7/WGNpo8Fm/V/2/LH2mhMK8f1lAoX4QkO8Y0J9vgka4g0N8Y6GeEUFe8IgvjEQHyjEBwrxiQr2jgz2ig71gf71O9CQv/wICvn2e8Df6nv/ZgwP9oeGhxJSsJm8zOKC8q7O/gXx8ubm9tr6pnhheXxa0js0X1Y3nEwtsvJAqJp4yamaycqrPX785P79e1L3pe7eu3fv7r37Dx/IyD1T1zYyMXdydg0KjUxEYWncjLy8/LKS4sqSkpLi4sK83EwBn5fGZDEpDCqRQMJhyXgchYAnEwhkEplEIhEJlJQUUmISChYXFwmLiYiBQxHomHhiHCotLoWfSMgipVWQ0ir+0eev/6YXVv+60/hLfFgq84MDDaBAzwbJ569fTyfZ5v+/R0cv9tynr18/TVX6GUCBoNr5D1+/fv3yTtxJj8osmzr++vXzQZvgD30v9zs6/l18R8fv+s/Qv0RHXooXHwdOx4JJMEcB1o+PAfMxPuk4LwHZO4vqnUfxzqd45ZI8s/AgfoobFwXkIIFclCsP7cbHuGfhvLJwXnkk33yCVz7ePY/glY0HZxGDMsnh2czYQj66LItSW5DaUp7R01A00lE/M9SzND2+Pj8jWViUzIvEszPC8ZGR/p7e1qamqvKy3Aw+m0rHpzAphEw+t7iwqLa2vq29s39gZHhiZGJqfHpGKBTOCqdmxodHairKPYFATRWlR1L37ty6ffPm7Zs3b9+5fVNHUw1gaWJpa+fmDvLy8oKGhsZCIJ6Ojo4AOzML3devtUx0NDQV5IxfKZjrKT+QunDzzuXbd6/cv3vl/t0r925dvHfrospzGWMddWsTfWcbc18Px7AAzwAvFxdbcysjbQv9V9bGWnamurYmRsaar9QVnslL331897L0nUsPb165f/vmfak7GuovNNR/28yqiMso4jLy0mg5bGo6jcgkpAhYdD6LwfkrNP6CjjwG7ZfJN31DxN8Q428u/vrLv/6YRiWzyHg6AUNJQRKS4/BJcGJyLDE5lpgEwyXBcIlQEhLGwsUJaEnFPGx1Fqkuj1KXT63Po1ITgl9rKxhpqhhqq1mbaNubagZa6jfg3EegWvV6t2teq7ckhzJiA/0crL2crX3d7P09AN4u1sFezgEgh2BPp3BftyA3+xCQRZy3OdrNKhEIQHjapXjrV8At+iJe1Dg/q/UzzwwFUkO8sN5AAhiY4u+M93GjQHwoEG96CJgW7EMP8SeG+ScHeUf5uPi62LkDrDwcLD3tzb3tzb0cLD0drOIjQ+IjQ35tcmE2szCbmZ/JyM9kMsnJeZnM3ExWTgYzN4OZn8EqyGT/MuYJmLl8Ri6fnptOy02n5aTTstOpWTxKBpfMSyVwmVguHZ1KSWaREtnkJCYxgY5H0HBxlBQYBQOloKPomGgWDpZGgKdT4gXkeAE5nkdGfBOHGJdGjEsjxqUS4GmE2DRCLBsXw8bFsHEwZgqUgYmmo6PomBg8IpgYF0xJDicnh+OTQomJ4dTkKEoylJqcwCCHVzRG1PTBeyYrW9obS/IzwyE+9+/e0De7V94RLlxunp0XNjRV29rryz+/paIkpaLwUFn+4QulR0oKN9XVbxHT7Gr6QztHea3txYWFGcEQbz0jRb8InexacMcUpms8L7ck0x/iZ21jYqj/UldLUVdLUU9TQU/jub6WvLaGnKrSU2mpm7eu/nz/zsXnsncMdX+/Ldu7s6O/6vjs7dHZ26Ozt8dvT49PTw5PTw7enR2/PT08PTk4Od4/PTk4PTl4+/bk7OTgw+n+6dH2xvbayvra2sb64cHe6cnR6fHx2enZ25Oz0+PT9bW1N2+W9/d3T44Pz85OT06O37x5MzYxPjk9JZpf2NvbOznePz3aOznc2dvbkUgWTg539rZWpyeGpyeGD3bXd7dWdrdWxHMTC6KJ3a3lt8e7aysLy4tzi/NCiXhmbnpifmZqfkY4OzU5PT4mnJicHp+YGBkdGRjs7myvriovLCgmkcjOTg4Gelr62ur6Wq8MdTSdLF9TYuDTDa37IvHR5tr2xsqb1cWlRdHc+OhwY1MzL5MLRfhaWhvqaupqa+hqqGupK79Sk1N7Kav5StnUxDDALxCFxmcWlFc19NS3DTS29dQ1t1fWNOfkV3AEuUQKG42loDEEOiONzkj7Z9kIAkFDIGgBvpG2r2201VVMDLXt7QGQ0BgUmh8bL/CIYNmAKY5uxGBXDC0sZbSwYLG7bn6gobGYm5WWUl8pmBhuWJ7vW5zpqSxiJ0N9QVbGtobaBprqqi8VFRQeyz97JPdEWlb6gdyzx4oKz5SVnr98oSz3RFbpufwLhWeWpob+Pp5ELDpbwCsrLR4fH52aHBPPzyxJ5peXFlbfLL95syIWiysrq2bnRMtvVt6sra6ura2srKwsv5EsLAmnZro7O3t7OtpaG8vLihh0SggkyMjA8MWLF7Kyso8eyTx8KH3xwtWLF65euXjjxtU7t67fv3nn0d37Tx7LyD2WkXv6QFbmxp3HN24oyNw3NVT393CIiwpEJkQmwAMDvOytjfS0lV89eSB789a9W7fv37x9/8bt+9dvS928K3Xzzt279+7duX3z8qULFy/8fP7cjxfPnbt47ueL536+cO7cz+d+lJF++I8+zzES5xiJU9T4CXpCU0LQGCt5mJk0xEwe4mB7OaSOVEIjA19NJxSSsRlYNCspHhMbGRsWEB0M/qW1RnQwODLQOyLIMzwQ9OsxPBAUFuAR4ecZ7vetzioozN892NclCOzsA7L19rD1crcFewL8vB2D/FyD/FwDfV2DfN0gvu7BYLdgsBvE1/0X+YPdYdFhvFRma2PD5OjIG4l4a315e3tlb3d7e3tTInkzMSkuqmxHUrICoFQnvwRTe28Vdb1nz55JSd2+dfv6jRtXb9+4evv21XsPbj6XV7CwcAgKiiGT00rLqvsHRqanxPMiiVg0vyCelYhnFuaE4pk50fT87MykUDglFM5MTs2OjM509UzU1HWl84uQSLJ/YLi9I9DI3FLb0ELLwMbI3N3aIdDDNzYUisdSsrGU368b/O8pk+Md1TR/8vmv9zwRZX2rl4NA1m5++fr1w1Rl8B/Mdf8GdPSkCd9//fp5qT3eEp/at/fl69evX3fa4Ql/o8qx0j+0nOx3dPy7+I6O3/WfoX+965gE4iC9uRhfQowjH+cvwPpmEXwLGD6VAp/G3ICu0qDhOshUC2S2PUDcETjT4TfR7t9d6V8p8M6mu6dhgXSkCw0JSksB8bBufDwog+gtIHjx8Z7pOFA6DsTHevPRYD7SJxPtl40NKKJBm/MpY2354pHu1ZnRNfH02pJobWVheUm8uDA/Ny0cHh7u7u1p7+zo6u4dHB0bnZ6emhML5xenRQu/TGbmFydnRMKZ+bb2bi4vA5NCRGMICYnoxERsYiKWTk/Py6uoqWnp7h7u7R0dGBzr7hlsbumorWvKzMwhkylIFDIiOiw8KtjOzkxf+8WrF88Unz54KnPn/p1Lt6//JHX7ouZLeVd76/joCBaFSCPi42AxkODAoED/4AB/iL9fiJ+fu6OlubGy1qunr14+fSYt9eDmtUe3bz57IKXwWEpB9q6pnpqpntpvDM9lU3PZ1Bw2NYtB4ZDxDFxKOp2azqBxaBQOjcyhkb+hYxqV/MvGI4/x96JTv73C+g0O+SzGP+w6UnkMWjrzG0DS0pk0PouekcrM4jJy0lm5fHYen5XLY+SnMwr4zAI+M0/AzuHRMlNJWWxcbmpKCZ9QlUWuz6fWFdDrC+ioKO8HV/98/cIPVy+dv3rhh4c3L+lJn2vBOY5Hq3aY3Kw1lK0JtGOGexiqPNVWeaqp/ERT+bGm0mOdF08N1OTCvZ3pqFhHA9W0WPfKBLdsTwu+uwPf16k8+vUgxnA8SrHVRbraUaXI73V2kEsW2JnpbIa106EDzdLBdmkelkRbXaTZq4TX2iGm6p6GLxz01Z3N9H2c7ePCA1DRQThYCDIqKCoAREbGk5HxvzaZx8LxWLh0Np6fSiCmwPkcsoBLEXApGRxKFpeaxaVm82jflJNOz0mn5wnoeRm0gixGQQ4zP4eZl83Iy2bkZNJyBJScdGI2j5DFxWdycBlpWD4bk85C8xhIHh3JoyYJ6MnZbHQhD1fKx5dn4MsziKUZxLJMUnkWtTyLWpZNLcumlmZRSjPIZZmUEgGpREAqzaAUpROL0omFPEI+L4VDgguoyLxUYj6LkMfC5rHQBezk/FRqAYdcWhDX2BnVNoobnWvt7OsoKc1OJePsLE3YackVzXHDsxzR4tDk9FRRYT4xJYGKgzGw0QwMjIKCUvGhTKZfTXdE3SBsVFjd19dUV1fC4ZBJ5HhORkJFG6J9Ets6zKnvzM8rzEllp1EJJCYphUlKYRJRDEISg5CQGBPk5WKn/VL5lfJzazM9Xw8HePhv28x8i4PdtYPdtf2d1YPdtf2dtd2t1e2Nla315Y1VyZul+aWF2QXRtGhmQjg5MtTfNTrUOznSNzPWJ5zoXxAL36ytbG9vri2JxeP9cyMds4NtM/0ts4OtEwPtwulh8cr8wfHe5sbq9NREXV0Nl8stLi1pam7t7ukbHOzt7Wrt62zu626bn5tdX18/2t9dX1no6Wzp625bkcwJJ4e6Oxprq4qnJwYPdlf3d960NVVXFuVUFGZXFeWXFeZWlRZWlxXXlpdXlJSWFRWX5BcX5xXlZ+bSySQyEVuQl08mkpwcAAb6Wrpa6mZGBpaGxiB7p4TIGFIKDkfAo3FYDB6HRqMxWDQyKSEyOBjs6OxqYWVtYKRnoKutp2Wg/UpX46WWmpKOxgtzU0N/Xz8UEpsuyK6qb2tuH2puH2hq725s7aipbyksqRVk5dNZXByekoxMIeApBPzvnwr7+vVrLAwbC8MG+IbZmltrqaloqavo6OnbO4EggYQgX6onmAAA4a2BJFs7XLgbmhGQmI9K7KvKk4x1bS1Nnx6tfXi/9/Hj4efPp++OV+eGu8u5XA6Bms7JYHLSaWwOncHCk5hYApNC5+XkVzS19nV1DTU1tne29XZ2dk9MTC0tSjbXN7Y3t1ZX13b3Dvb3Dw4PDw8ODvb39w4PDw4ODg4PDvd29vf2j3YPj3cPDg8Ojw+PTg4Ojvb3jzY3dnd29vb29nZ3d7e3tzc2NxcWJYNDY/UNLcXFpWQSDeTuZ2pi7+0DjYjCQ2F0GCINRcgjs4rpjHw6Iz8lnpIQDM3AEkebatZnh99tLn852fr4dutoZ0E80t+QV54SRfACwh0c4QCnBAAw2dED7QpGuXrFWdv7a2mbPpGRvXb56oWffrrw458v/Pin8z/86cJPP1449+PFCz89lZX+R5+ryIlV5MQWLrErh11GR/cW8XuLMnoKMzrzeR35nJbc1KZcTn1uelU2t1iQmsthcukEXHIsIhry7d+LfiCnAC+XQG9gkI9LgJeTv6ejH8jB1wPwTWB3e7ArwAdo7+1i6+1i4w20ATm9drE1NjNQ01R7pqn2TEdD3sJEA2Bj6O5i6e5i5eFi7e1q7+1q7+MGALs7+LgBvF3tvYB2Pp4uiNiIuuqyNxLx9vqb/Z31o/2N06PN05OD/b2tjY01yfLqjHh1aFLS3DXDzqwOikbrGb6Wl5e/L3Xn3t2bD+/flnvyQEVB5pWqnKW5SVhIJJOWVlNVPzo8JllYXFla21zf2t7a2Nta39ta39vZ3t3e29rcW9/cWFp+MyGca2rrZ3FywqOSLK3d1NQMnjxWkJGRk5Z5KvtMQUVV297BKzwKRWVkFJbUdvaMTk4vTU4v/Q8J9h+NVUCDGC8ffm5xZ3NFPTcS5fqXi98OBw4XRiX+0X/Av2ONf9lp/Ft8FDfGGEKBBrEReSufv35525cH+o6O/7b4jo7f9Z+h/4uzjkB6ghszySMl0jYV5ZmKAnHQoAwcsIhiX5UKaM0CDJTZTzfaS3rsNkftt8cctkdd1geBy71uwmbgYLlrS6ZHIdElNd6JhnCkxjnQ450ZCUBmohs7GZSG8uJifPgpvhlY38wU3ww0OBPrn0UMy2fGVmaRWysEg20l4331UyMd0xP9szOTczNC4cz85NTs5NTstFAknFucnl2YEUmEc0vCecm0aFE4L5kRSYRzi9/G6dkFoWhhanZ+ckY0IZybmBZNzYgnpkUzIolofmlOJJkXL4vmJaJ5yZxoYU4kFs6IJiaFQyPDfQM9zW0NpeUFAh4bj0mKCoe4uzmZGOkoyT9+8uiutblhIBgEiwyNjQrHIhPjY6ERYcH+ft6uLg5uToBgX2+Qk4ONqZGeuqqavPwTqXv3rl2Run71idRtOem7z2XuGmlpGGn9tg9yNouSzaLksKnZTBqXQmDiUng0Co9G/TU6/rLl+O0cI5dO+TU6ptOpfAaN//dbkb9GRy6d8mvxGFQBm5HDSyvK5pblC6pLcuorCpoqC5qrCluqi9pqiltqS5triurLc2qK+DUFqTX5rLp8RlMxq6E4tbGInRgBunvpT9cu/nT+55+uX7l499pFY/mfuxmuQoRGm8mVWr0HZe6GuYgAfZUn6vKPVOUevFKQVnv+8JWCdFyod00el0dIQod49fDiq8NfZ9u9yrK3yHB5XRNmMI7WFMYod7g8rLaTqwCbVkd4cACGRJOXhNeqAk/TDJApxkAOa/ic8lqN6Woab68DsdaAuNgEugL83Zxjgn3jw/zIiVFsbAKLkFyQzi5IZ//aZBoWRsPCqCkwOi4uOTaYQYhnEBKYxL+0c2STk1Ipyd/GNCqSQ0OlMzF8NiYjDZvJwWVx8Vk8QhaPkMHB8VNT0lnodBaax0Rx6Mmp1EQWOZ5BjKPhYHQsjIWL5ZARAnpifhqqmIcpSUcX87BF6bgSAaE0g1giIJRkkksyyUUCYomAVJpB/gaQxXxSMZ9UIiAXpRML0jGplDg+IyU/nV7Io5cIiMWZ6MLsxOJseGkevK4qoqMHMj6bIlmtn5nr6eyq6mqoS6XiG2uratsozcPIueW2yemZvv6R4oKCHD6+RIAt5hALOcRcQVJJZURtV3T3OGVeMjI5Od7X097ZUdfb19zdV9MxlNExTu8TCrpGikurCzIz8gpzC4pz+cW5/OKs1PJcbnEWk5oSA/F2Ntd9ZaSl6mJnBgv3xyX/fnOO/o66/o663raa7pbqb11Vetvq2hsqGquKakpzy/IFRdncXD4rnUUiohEpiTG4RBiLjMnJSGtuqp+dmT5eXzkWjU0Wc3tZ8QNMxEhqQhclphoX1ZBOWhjpON5a2VmT1FWWYJLjczP5XZ2taFSyL9h7dKi3obqUiktKpRMnxkZ39nZPjo8+f3i3vvZme2vjw/uzzY3V6amxkeH+1TeS4+O94+Pdnq7WypKC+qqy1obarrbmwd6u4aG+ocH+/v7+js7ujs7ulpa26soaOpmcxqQU5uZSiERnJ3sDfS1jQx1jfX0bC4sgkDc6Np6ATqFR6CQCmZJCpmHI6KREAoGQgsPGx8eHQ0KAjk5GRkZ6+toG2moG2moG2hoWRiYeQPf4uEQmk1NUWtnQ3NneNdzWOdDa2dPW1d3U1llR3ZRTUMzhZ1KoTBQKQyKQSQTyP8tGMEgCBkmAhkJdrG00VZ6rKsm+UlMzMwe4ecR6eGHcvVKcPXB2JibKEgAAIABJREFUQPxrANLJPi7cPTkpMCYdjx1pa95dXfr86ezz57MvX95//vL+3cnqumiqq7SmIDW/pLi1tHaAX9icmdfEzW7hZLYSGRXw5HRWeuXAiHh6VjIzKxLOLwvnFudEiwuLS6urq5vb2xvbO+tbW9u7Ozu7O7u7W3t7m3u7m/t72wd7u0cHB4eH+0dH+0fHu0dHuyfH+0eHeyfHh4f7+0cHB8dH+4eHO0fHexuba5LlpfkF8Yxwqrmplc3OxJMECCQ/MlYQHJ3hG54RjcwnMhto9AoavYKBy6bFUbKxtJ7yMnF/x7JobGNJuCaeFHa2lLMF5BhaKAjv5k4GgOh2nqkOfgJgSE5gTEFAGAPkGWdn42pqYKyp+lJF/qmq4jNVRVlVZVn1l3KaqvI6akrWpvr/6HOgnXmgnbmfrVkAwNLb2jTMzQni7BAGdPF1tHazMwFY6NmYaNmY6ti/NnS2s3BzsvUC2nu72ns4Wbs7Wrk5WLoCXrs5WIKcbTxdbL2Adl5Au2+85+li6+li6+Fk7e5o4+Zg6Wpv4Q6wADm+drc3szfTNtJQ1FB6rKny5JWSjKnuCydrQ2+gNdjN1s/DwdfDEezu4Ovh6Ovh+A0g/UBOAWAQCYeZHh853t97d3L87uT449nJp49nnz9//Pz5/ft3J2dnRycnp1s7h0LRm9zSljA4Xt/YSllJSUnxuZammq2Nhb+XW1SIPwIWQSPhy4oKu9raJ8enFsWS9dWN3Z2tw92do739o739472jg73Dza2d5ZX1aeF8U3MHjshwcAYpKqs/ePD4zm2pO7dvP3wg9eyprJqq6uvXlp6e3igUJj1dUFVV09s3IBTOLi2tLC2t/A8J9h+PjlCgQWxAZG5hcW//0NzU2NxU32B9bkGSQ+y/5db/njI5v2468vXribjoW70cY07zxsevX9/O8vB/9Bq/o+Pf4js6ftd/hv5v0JGZ7MZIdkdFWjOR7sxkV0aSc2q8IwtmS482oUZpU6OVU+OeZ6CflzFfdubqTFabzDSaTjcajNXq9BUbtAgsq+iOWRi3VKQHI8GVhnAlw5yJUCci1JkUAyTHAqlxzsx4ICfJPR3lKcD4CHD+maRgPhGSSQnLoUfnsuF5vJTqUkFrS93AUP/oxNzUzOL0rGR6emFycn52dml+fm12dmV2fukXzYgkM+KladHi7MLyjFgyI5bMLix904xYMieRzC4uihaX5xaWRIvLosXluYXFecmSaFEytyARLS6LFpeEItGceH5mbnZ0bGxwYLCrq6eqpoYv4KNRSVGRoe6uTraW5lZmxuZG+qYGui8U5VRV5HW11Ax0NXQ0VfW01NQUFeWlH8tK3ZeVknry4N5T6XuKcg/UX8q+VJZRkpPR01TX01T/jeHf0DGbRcliUFOJWAYWxaNReDQKl0rm0IlcOuWXM4rfIJDHJPPZVEEqLYvLzOIyc7isbA4zK42RyaIJmHQBk/4LSX77+Mvk18pgMfLTueUFGfUVBR2N5X3ttYNdDYMd9cNdjcNdjUN9zWP9raP9zSM99SPdNcPt5YNtJSPtZf0dFT3NJdiE8LvXzl+/dvnq1ct3b11TkX8SbPd4NB04HqfcbXOjRf9ejbVKVaQHxErf3ljL3ljL0kDdxljTy8kyyB0Q7A5ABHknejtVRrvWuqhmvrqToa2QYahU4/F8HqUyEaPY5faozvZpuatOlpMe00SFoP0Eb/yMYCKP1JJGaTwi6MphdJ7HaD0P0FV8rXBPTeauzK0rGsoKumovrIy03ezM3AEWQHuLeGhIPPTvXljFwAMx8EAMPCglDgIL8cDGh2DjQ7HxYbjEcHxSOD45gpAcQUiOICIjichIIiqKgommpUDpOBgDH/tr0XAwCjaGgo0hp0CJ6CgCKhKbFIaOh6DgQRh4EA4BoSDDmdiodHJsFh2RRYdnMxIzGYlZzKQcNjI3FZWThslORWeykBmM5EwmMpuFzknF5HGweRxsblpKTiomk5XAIMSkUpGZaeTsVEIuF5WfGV9Vie7rxI0PMeeFjOUl/MYGc3uzemd9dHtt5nhr7XB7aWdzfXqhrr4PKVyuF4pEfQPj9XX1eVmUHA6yII1YyKNk8RMr6mNrO2OnFgr29lf3dvaO9nf2d1cPDzZ2dpZWdwbHFwv6hdm946XNnTU1tQ3lpeUFedyCPG5hTmpxVlpRJp2MjgrxcdRTVVB9Lu1saxwXHUjAxP3u85FNQbEpKBYJSccnUlLiqdgEBgHJIqHo+GQqNpGIisMnw1ISopNjw6Mh4DB/jzA/zwRoOJtOqqksn5ua2BPPHI11zmaRehPAfXGefXCP/gSvHmxYPxe3Pdj6YW/t4/FOR0MlOj6mrqKkprJEWUHu0vmfQoLAPW316PgoAYchmp3Z2dt79+7s86eP79+///Dhw6dPnz5+/PDu3duzs9OPH99//PTu7N3x+NhgTWVZR3NjT3vrYF/P5PjoxOTI4GBf30B/d/9AV+9AV09fdXVtKpORnkovzM0l4rAuzg7GRrrmpgYBYF86nVZXX9vX1T05Pj41PTM5JZweFwpHhRODg/29vXVN9fxMAR6PA3t5mxgbGxnpGutrmBpoWxgbujq4xETEUEj0goKShua21s6+7t7Rrp6hnr7Bnr6Bju6+usaOsqra7NwCDpfPZLL5PD6fx/9n2UgqlZ1KZZOSMaE+IH1VhRfPHqoqKRoaWFi5Bln7Jtr7pAA8sTbuSEtgnKVrrI17kpcnFBub1Fhavba88v7d2ZcvHz9/ef/u7Hhva3Zleqy7tK4grSw3t51fMohjN+IoNShqI5rWhKY1kVJbi6snOgfmegZH+oZ7ByZFw1OiwbHJsanpmbnZyRnh6NTk6OTEzNzM0sri5tbq7u7a/t7a4d7G3vbawe764d768cHG8eHa6fH68eHqu9Ptt8dbp0d7p4e7J4fbJ8db+/ura2vihcXZhcXZxYVZkUjUPzBRVNaJwpf4hHJfu5DMXeiewanx2HICqZJAqqRgcshwGisen0dl1GYLSivyS0uyyrLT87AESmBipDvS3ZFs5USw9CSbebKtAzOdowoD4wqi47jxMGIcNB4aHu4Lcnd1sHayMXayNXSw1be11rW31HV8re9ub/aPPuvryunryhnoKxgbqZgYqQJsjYAOFs42Zo6WxlZG2sZaL/XUlDSVn2urKBhrqNqZGDjZmjkDLFwcXgMdLYGOli4Or50BFkBHS1eAlSvAysnG3MnGHGBpYmdhZGNmYGmsa2mqZ2Wma22qY2OqAzDXc7TQszV8Zawur6v8VEdJVlvxsbG6goOpdoiXQ6QfMMjLKdAbGOgNDAa7Bfm4fntbNcTPIxwSnJnOE8/ObW/u7O3snxydvj/78Onj5y9fvnz+/OHzp7NPH9+enR3t7e8LZ+ZzCuvAIQmvNA2VFRTVXyibGOg62VmDPZwhfl7hkEBMckJOhqCpoXF8dGJZsrK9tX98sH18sHtycHi8d7S3c7ixvjMzv9jS1cVNywsJjtXWNpGSkrn/8L7cM2kdDSVrSwMvL+eoiGAGhVBeXNDd3jwx2r+0ML2xLtnZ3Tg5Pfj48ezjx7N/9Pnrvw0dDXH02uXTf7z92UY3Ee/6R9/939ecAxGVVFFV3VX3ayp2yKobmpvqrPmj21d+R8e/i+/o+F3/GfqX6MhGujGT3ehJrqhIKybSjZkMZCY50xNcyHAXXLR9csjrOD/DcDe1AHs5L4uHvpZSkS73EwOeMBJfZJI1itiGxSzrQrpLBs6Tl+LNQXulIj2ZiR6MeA8q3I0S60aMBRJgTsQYR1IMgApzoMU6MRGu7CTPNIwHH+edSfQXEIJ5pJjcdGpjfc3gyPjUzKJwbml8an5oaKqjvbeluXOgd6Sve6h/YLS7Z7B/YHRqRjwpnJ8TL0+LFidnxcL5ZZHkzezC8vzS6vzSG5FkZXF1deHNm4XlVfHSm4Xl1XnJysLy6reJeOnNvGRlXrI8t7A4t7A4tyARLSzPz69MzyyOTMwNjU739A1W19SmpaXCYqIdHexeKMlL3bp288qF65fPXb9y7trln27fuHT/7g2ZB7fkn95Xf/FMS11BX/uFjqaijraSlZU+AGAKBNoFBoADA8C/MTwvjZ6XRs9NpeWwqTwyloXHpNNIPCoxnUbiMkg8JvnXFW64DFIWl5knYJfkplcVZzeUFzRVFrVWlbRUFjeU5lcXZZfl8osyOQWC1F+rMCOtMCOtKJPzTfl8di6PWSBIrSzKaq0rG+isH+tvnRrunBrunB7pmpvoWxAOLYvGVsRjawsTq+LxpdnB5bmh5ZnBJdHIorCfS0U/uHHx9rVLjx/cfSH30FxbKS/WTMiyE8aq9DtKdepJNenItPrYZEM83K2NgZaGzlaGDpb6Dpb6tibaTub6ACMtb2MNpvWrQj2pXNXLXNXr6do32/3kFlJUx+OUut0f1dvJlDup5ti/SjNSwGk8SNS6naD+MEH9YZLaw8QXD+NfPgl/+czpubTug9tPbpyTuXP1ycO7z2QeKj199FJOWk3xyUvFp56uDp6uf1f/EwP1xUB90dFgNNQ3OsAJFeOXHOWDivFLhvomQsFJMeBE6C/ySYj2SYzyTo7ySY4GI6G+SKgvCuqLivFDQ/2QMX6JMX4JUL8EqG98tC8iygce4R0b7hUbCoKHgBBhnslRPhiYHzE+kJoUTEsKoiZByEkQchKEigyjIsOo6AgqOoKCCicnh1OQETR0FB0TzcRBWfgYNgHGJsCY2Ag8MoyIhbHIiVwyvJCP6O+ivVktfHuQ++6g/P1e+eeD3I/b6etT7LE2/txQs0TY+e5k7vPHveP3y51jnKHZ4mnR9NCosGdgsKIym8NE8plYHgMr4KOqm1Mm57Pffph//+7s3cm7k4Pd928P3h4dfDg7PT5dWdnsnl6oH5mp7xttb27vqKlvKKsqKKsqyMvjZXHpmVwCLinU1+21gbqcmvxDBys9aLgPJhn6u8/HlISYlISYlARYSkIMGgFFwqOSYyOR8ChUXDQKEZUEC0+ChSdAQxCRQeH+oBCwW5AnEBoWxGHS66urx7q7RiuKusiJLeGuvYEW/QFmgwHGAwFGPcEWbWEOfcmBC1W5H7Yk/c2Vtub6KUmx/R0tPu4uRnqaJEwSl06Kjw4tL8qdnxMeHR58/PDu8+ePHz5+Pn377vDodHf/aGt3f//o5P2nzx++fPz4+d3yykJDbU17c+Nwf+/E2PD09PjYxNDI+ODg6GDPUF/3QF9bZ0ddfR2Py2HRqemcNFh0pLWlmamRnp21RXR4GB6P5Qo4pWWFxcUFxcWFefm5+bm5hbm5eXxOBodFIGAgIQEOACtzIz1LYwO718aONiZujjZhgb54FKq0oLCzrX1ibGJGODsjnJkVzk5PC6empianpiampoZHxwcHBzva26qrKovy80oL80oL8/5ZNsIkU5hkCgFJhHgH6agqK8s9eqkkZ6z32s4+yNEN7ghKsgehrN0xFi5JVk7xts4IF1BMREhMWgp6vDp/f6b3aGtua3NxZXVFODk22dvZW1lVmJabkdFCy+gPRFY4hPPtIvPAsAwqu7S3fXSib3Sws22gv3RmtnhlKndukDfeSZvspEx1kKY7SLNdJPEARTJKW5tk78zydmd5m5OpGxPs9XHW2hhtb5a9NUXfm0vbnU3bErJ3Zjn7ovQdEXdvnrsp4mwt8rcXs3dEBWvC4tWZ0k1h09ZM75vx4ZnegY6atlRmQVgMx9KD6AZmxiSWo3C1KFwtAZVPjKGx4dgCFqemIK+6tqi2rLAqM5ubTI8Bp3i44CwBZHN3mimIaumdZgfO9AgrjkyqTkwpSk5mJyLgCKhXiI8x2FHRByAHtlcMcFANAWiFOL30d3oe4q79jz6rKj1XVXquIv9URf6psvxTdVVlHW0dLS09XT09fQNtTU01dTUVFWX558+fyis8V1VX1dXTMTAw0NXVNTIyMjOzMDExMzQ0tjC3tgc4ugDdnF1cX1taGxqZGRhbqGsbPldWV1BRMNdWttZW1lWRf/pEVlrm0YM7l+7dunzj2vXrV67cuHJJ6vrlV0+lPMxfRTjpQ10N47ytoX5O4QHuoUFe4cG+URC/6GA/RDSkMIc/MTqwIBatrq7s7OwcHRy+Pz15/+nrp89fvnz48Pnjh7O3pzu7BxMzC3klVSGRMB1dIw11dX0ttdfG2i52piAXq0APh1BPV2QMND2NW15e2dbePTA4PDklHBPNj4sko8KV/lFJU+tYZnZFLAJlD3BUU1O7f0/q9vWrj+7eUpKV1lZVNDPUtLc0cne0Cg/2JmIT87K4rU014yP9i+KZjfWV/b2td2fHnz+9+/zp3f+QYP/BQBUTRJv+a5+Kz+8O97c3d3cO3//lwsf1ZnjSHw11/y50/J21e7mn8fL6x8RrU5nUP3qN39Hxb/EdHb/rP0P/Eh2ZSZ60RE9yvHtSuC0lwZ2EANIS3amJ9qQEC3ycOT7WAg+zwMdYYSKtkkPMYn0NYnyMYn2N4/yNEEE66EgDCuI1C2mfinZJRbunYTzSMKA0jGcaxisN7Z2K8majfNgoMBvpzUoCsRLdmQhXKsyZFO1AgNqQYAByrAsJ7kWIh6ARsVAoPBlNpjJTBdl5ZeXVDY3NnZ3dfT3948MjY0PDfb1DA/0jeblFDfUtI6OTQ8Pjg6MTnb0D3X2jI+Oz/UOTE9OiwZHJ4fGpb8S4sLS2sLQmlqz+Mi4srYkXVxYlywuLS4uSZfHC0oJkVTgnaWjuYnOyaawMrqCgoLi6srqxqrouOycXj8dDggJMDHTln0o/vHdD+v7NZ0/uvVCS1dVS1dZS0dJWfKX2XFXlqbqKnJryczUVhRfKz+WeSss/k9bX1tHX1vmN4cV8VjGfVchj5HNofCqWTUDz6cR0GiGdRuAyCDwGmUuncag0DpXGpVP5bGpOOrM0n1tfmdvRVNbfXjPc3TDa3Tja3TjW2dDfVttRX9ZcVVhXmlNdlPlNNcVZtSXZ9WW531Rbkl2Rzy/OSivKTC3LF9RXFHS31Az3tEwMdk4Mdk4Nd4smB5fnRjYWpzclwq2V2a2V2Z1V8fab+b31xb010ZZksohHVrh/9dH1Hx/f+PHlo/PO+rLdBMc5mtUkQrXLXbbNVKZZV6bGQaswHOhhaQCyNXazM3WxMXGwMgRYGALMjAAmBp7m6lwH/SLdezmaPwuML1a4P5xM0pwlak3HKfa7P2y3ka6yVyi0VxUYy9F0HyB1bmH1buD0b+L0b2L1biVr3YNq3AerPrR+fktT7paG4iN9DWV9jRdGmi8MXikaaKrovFLx9QT6egJ/bTIBAfkmPAKCCAUREkJT4iCEhDBsPASbEIJNgGAQwRhEcEp8MAYRhI4LwsQFpcQF4xAQPAJCSAglJoQR40MJCAguDoKBQ5CwwOSYgOSYgGRoQBLUPwnqnxTtlxTlmxzti47xS4H542P98XB/ItyfAA/AIwLxiEBcXCAWHoiJ9UfD/FAwP1TM34SO9cPA/VPiAnDxQfi4oIQY3wS4Hy4+QICFzLex3y4XfNgv/rJd8GG14GBGMN+a3MYHtqR7HImKT9a6RBPpG28KD/Y6Do9Wdo5mpsSNK+tiyfL60urqrGiyuamSScERMAlpqSmz800nb2fenW0d7O4c7+++Pd46Pdw+2t3d3147O904PFxY25xaWJ2YXZqZXlgcnRG3DQy1DQyVVdfwOGwyMSkxNsDT2VRP/Zny07vmBi8CvAHwKP/ffT7GQyPioRGI6HBEVBgiKizumyJD4ZGh8MiQuKgQeCQEEQmJiwgK8/MI9gYGeQMRsAg+j1tf1zAx0D/VWNPPJjZH+zQEWLeH2HeH2PaG2XaF2nRHOHaEO9TAAsbqyrfFk0BnK10NFVhocDaPzWXT2AQcPBQSFxnWUl+9trJwdnLw4d3p+/enq+sbnT19s/MS0cLK0JhwYGRqak588u7d+/dvj472CnIyw4L9g/19woIDEhCwDAGvuam+t69nbGJsfGJ8ZHiot7srJzuLTCIg4DG2lqbqKnKaL+W11ZU11ZQ01ZQ01RRVVeTUVORUVeRUlZ+9VH6mqvxMXfmZmtJTNZXnmmpKBtqqtmZ6DhaGAAt9oJ1ZNMQnjYbvaKoRTU9sr63tb+8c7O4e7e/t7+4c7O/u7e1sbKyJ5mebWxs5qYzw0CBXFwcbC1MwCAgGAX/X6q9fv2KSEjFJiXERcC9nD00V+Vcqzwx0XjnYAkGgGHefZCdPpK0byhKIfA1EWjkn2jgiAM7RAb6Q5PDwHFxicza7qyqvq6mit6Opp6dlrLdtuLmpLKOUm1pLS+8PTihzhggiw6qzWM2DFUXzdRRRefR8WdBqXcBylcd8lc1chdVCra2owkJSZyWptXhTb7VSZ/mm3mqpxmKlzlJSbb5c+3ql9rWkyuxNo6W42nip3mKp3mKxznyx3kLSYClpsFyst56rtpqtt5prsp5vsFputH3TCFhpAog73OfbAt70Ilf7UhfbsroKsynx1HAw3sWbFALPQaBKEahSdEIWLoqUBic08nOHaxsmuton2tpackspUKIfEAEAJJo54i3cyFYgsr0XxRlMCwjnJaCzmKzM/KyMujxyez6suyB4qBg0XgUcr3WcqHOYbnCYbnAbrQloy/P6HZ/RSAwaSaOSGXQqCplMp9HJZBo6hYjEYAkkIpPFTEtN5aRy0nn8jIysgoKixsamrq6u9vb21tb2np6+4eHR0dHx/v7BoaGRqSmhSCReXFyamJxubu/KL6lgcjJCQ0Ig7gAjlScPrpy/cvHSuXM/n//h/73443+d/+G/L/70pyvnf7h24c/3r/6gKHVe9eE5K1WpOLANzN8l3N8tJNAzLNg7Isg7MtAbERNeWZY/Ixzf3lo7OTn6Vij449nJx88fPn1+9+nD6fu3hydHe3u7e7Oz4sqqekwKPjgwKNjXJzo0ID46OD46AB4JjoKAQv08IiAB8FhEEopAYfBT+UWcjLK0rEo6pwhF4IdBUxxc/LT1TB8/eXrj1vWr1y5ev3ZJ6vY1OZl7qgoyuq/kzQxU7Sx0XQEWkRAwlYAqzBW0NteNjQ4sLsxtbrw5PNh5/+7k08d3nz7+f4iOlDLx+69fP5/OdtJ9fmlQEesPKWpfOvv6n1Im5zdyBVBpvPb+qa3Tj9+c/rRdm/ZHr/E7Ov4tvqPjd/1n6F+iIyE+mJgYkoIIgkJckTBfNAycEgsmItzIcXZEuDUJbkWEWZBgZoRoQ0K0Pi7aABVujIu2w0U6EaOcSVA7MtSGBrOlxdlT4wH0REdGkjML6cpCun4jSQ7Gm4Px5WDAHLQ3B+2divRkxrvRYl3IsQ6EGMfkcKf4EK+YkIBg/2A/v3B3EMTRycXSykbfwEhPT8/QQM/EWB9gY+nlDoQEBUeEhdta27gBXQXp/KyMzKqqqvr6+rbWru6u/v6+4Ylx4fDQ+MS4cHZWJBYvLixI5ucXJJLl+fmFBfHygnh5XiQRTs9OTEz09faUFhfTqDQoNCYwKMQ/KCQKlhQZkxQdi4xFYBKSCTgik8FOx5NoiIQEH28QwM7K0tzA2kIfYGPi7mLrZP/axuq1tc1rgI0FwNLYxkjLWENBXU5K/uE1mTvn7l3/L6Un95Se3PuN4WWZaWWZaSUCdiGPkUHHpxGQGSwin4FPp+N4TGI6i8JjULg0OodK49DIglRaQWZadamgo6lkqKduerhtbrRTNNYlHuuaH+2cHu4Y7W3qb6/paChtqyturS1qqyvuaCjtbCzrbq7oaansbq5ory9pqMitLOQXZ6cWZXMrCjMbKgtb68raGyo6m6p6WmvH+jvFE33ri5NbSzPbb+Z31xa21yR7m6u7W6tH6+KzTVFTASfU3TLaxx4V6pJPDFts5S1mB06STVsinhW6PKizf97p+KI50LwGHzTVXrc+O7wqGpPMjogmB8XTo6KxEfHY6NJE4zglpt5WoddPcQKlNUs1EFH0pqm6c3GKI6D7PbaP6m3kahzVG1x1G7z1GyLMu+Hq/Una7bGq1WGKZUFKuQFq6cF6pRi3ujzycGvJ/ETv3Fj/7Ei3aKxnbqx3eqRnaqh/aqj/1yZHBbhGBbhGBbpDgz0CQfbRwSAoxAsK8YoJ8YoN8YKHeseF+fydInwQUT7x0eBEqF9yjD8yJgANC8TAAjGwIDQsGBUThIoJQkIDkdBAVEwQGhaMiQ3GxkFwccGEeAgpPoQcH0KJD6EmhFITQynJYZTkMHJSGCU5nJQURkwMw8eH4BDB2LigFHggJjYgJS4gJS4AiwjEJwTj48ISY/zQ8YG0eHBeIqiPFTRbHDpZHjheGDOcFzKQ49+d5jGU7jVZHLg8hJbMUraX8ZsrKTPTGFRCmGhGeHq2dHy0sbG++Wb1zfLyinhe3FBXl4JKGhnoPDvZeHu8sSCaqq8u43PJvV1V4pnxjqb6bD6tub5ge33h5Hh7a39ramG+ur07vaieW9DCLWghsvPQWHwcAhoS5O5gqauj+uyF3AO9V8+dbAwgPr/f1zE2Iug3gkcGx0YEwcKCYkKDYkIDY0IDoCF+UAg42NslAOTo7+2SEAtNZbErqhqa2zq7WpqE7U2zNUW7XXU77ZWrtbmbjQVzJdz5iozNtnJRfdl8X8fK7HheXvrdm5cf3LyqKPvQ2c4ixMs9LgxCJ2AGutuP9rbenR69PzuZFk4WlZdPi+ZZHH5hSRWOyMjIKaxrau/o7j07e/vu7KStuVZVRe7OjcuXzv14+fw5qTt3X6mquQJdg4OCwsPCgvwDvN1BkABfHDIuEgI21FRRfHJP8ck9xacP5J8+kHtyX072vpzsfbknUnKy95/L3n/+9MFz2fvyT6UVnkk/fyYtJ/tA6bmMmqKsrqqCsaaKjYkW4LWBp4sd2MMF7OkR4OsbFBAYGRENhcbCYuFBQUHOzo6amuqPZR5cu3r+wvnW2V1JAAAgAElEQVQfL1/6+eqVCzevX1Z7oaz2QvmfZSPwqAh4VESgj7+Dtd0LBVkN1efWFsb+PgGRUSkhkWR3HyTANcHKCWEBiLWwi7Gwjba0CwZ5+If7BFChMcU0SmtBbmd16UBrTU9P03h/q7Cnq7W8hZtaz+QNhCKKg2D5BdxyYVvzXDNrshLaLvAaKIgeK0M3sKNyEh0FcNs6ekA+0ikDYZWPAuQh7YtTAJVEx3q6WznRoYzoUICxzkNZ5iJfZyZa8xF2PLgNLcwYA9ZI9lRN8dMiQPRjXdQiAS9gbuotOTEdOdFcqHEpFtCZETCYDxRWhyw2I3cH0paaUseK07JRWHwo2tOf4h/FC43LDo3LhkI5yHAyIwpXRuR155b3F1bWc/PTkawYn2Qne5iVY6IZMMXClegAonj5U+IS0tO4pTVV9b1t1X1NmX0VSb153p08u54Mi/5cy/58m74Ch64c2/Ycx/Zc33Km6z/63NLe0dLe0dXT09PbU1ZWPjwyNjw20Ts4WlPfkptfwmBysFgSBk1Ao/ApGGIKhkClMLOzc8vKKmpr62tq6iorq8vLK8vKKgoKijIzs9PYqQQcHo/Hk8jUuASUh48/COjuZKav8vDGpf/+f65evvjsqcKFHy9c+uF/X/jhv66c/+nizz/euHZJ+v5tOem7avLSxmpy0AD3yEBvfzDIz9/b3983KNA/2B8cHhnB46c3tbVPz4mX1zYlSyv7+4cfPnz48OXd+0+nb093jw82D/c2djY3ZqZnWxtb87KyBdy07HR2NpeeSkGjEWHREBDYw8bVxdLV3dnd28/NN9zdDwb0RQDBCU4eceZ2gVoGTnLKOg+k5W7evnP16uVr1y9dvfbz7duXZWVuqyrJ6GvIWxi+cLDWATlbhPp54JJjc/jsloaq0eE+8fzsxsbawf7O2dujz5/ff/ny8cuXj/9Dgv3HctS3vo5f1utC4n7LVyHt61/+Q5pz/EWvCaS/I8Zv8fnd7mIzBvNHr/E7Ov4tvqPjd/1n6F/vOlIpLDqdk5pGxBPSuVxuGotNJ7NpBDYBw8Al0VPi6JhoGjKEjvSnJHjj4C5YuBMR4UWI9STDQRS4GwXuQoO7UOBOJLgDCe5AggNIcHtyHICW4MRIcmEmA1lIVxYSyEYBWUgXVrILI8GFHu/CSABSEzyxiMAkeBQ0GgaBxPj6RwHdAoAuHjbWAAMDo1dq6mqqL9RUldVUFF8oySnLP5OVfnD35jWZB/dUFOReKMipKsm/eqGkoaqio6FmoKNprK9jYWJsbWFub23l5uzkDnRwdbZ3d3F0Bti6OTs42tlYmZuZGxtamBiaGurpaqhpqb/U09a0trZyB3n4+AYHhURDwmChEYjwqKQIaBIUjoqKTQqHwgKDAp2d7C2M9TRfyr94LiP3SOqx1B3pB1JSd24/e3TLVEMGDFBODNZMRZkXpzmVZ7jlc11zWKAcFug3hpdn8cqzeOUZacU8ZjaDyCVgMpjUdDqVz2LwWfSsVFYGk8xn4PkMPI9OELAZeZnpjWUFPU2VUwMt8xPtEmHXylzfytzAknBAPNUvHOkc620Z7Kjvaa7qbqrsbanubakebK8bbK8d6qrvb69pry8pymKnklBoeDgSFkrDJmXzWGWFueVF+UVZgvL8nNaa8uHeRuFo97Jo4o1YuLows7Yo3Fye2Vyd21sRr6z1r4zmzBQn9nDCcgPNxvE+G3VJo/lRjSmulTCnSAM582e37F7JhVvrZoSAhsnI6fqs+aGG2ZH2iZHe+f5+cVfH2EjrQlN1c7RPoZVsW9QLIdNkmW68RNcZZ6vOxcoPeUv3AR732jztcVbo91XtDlbrj9TujVfuTlBrhirXBshV+8iVeitn+2lVp4Ca8qijbeUzI53zU0Oi8QHxRL9ofGBufEQ4MigcGfy1yd5Aa2+gtbertRfQGmhn6gW08Xa18wLagl3twc42vi42vkBbsIuNn6u9n6u9n5udn4cdGGQH9rD1Bdn4elgGeFoHetoFeDgEghyCQIBgT4cgT4dAECAQBAjycoD4OIX4OIX5ukT4ASP8XKL8gNH+rlA/1xg/V2iQMzTYLSbYEwbxig3xig3xig31iQ0Fw8I9Y0O940LB8BAfeJgXPNwrIRKcEOELjwwO8HKEBgOZCFAlzrOd5NpNB45k+E3VUbZGsk7mit9Jaj6sNn/cbzvdrt7fLqutCEplGU+OooA2Ggbq2i2N5ccn23t728vLS2trG0tLb4TC2d7e7qODzdPj7f3d1d6e9ujIUG0tZQYd3dpUxSBjHW2NOSySRDx/fHhwdHwsWV0bmJwtbx7IrRnKrRniFbXQ07NRmBRoBMTT2cZYW/mFnJS2qizAQhviA/jd52NksE9ksE94oFeoP+gXhQV4hvp5hfp6hfh6hoA9QsDuIWBXXzd7H6BtgK8rKh5OI1G5vKzM/PLS6rqCwsLqspI8Ab+5uny0u3Wqv0MyPdxWW5bNY1UX5qaRcP3drXOiKW1N1esXf3z68LYrwCLM2zUuLKgwi7c4N312enh6cnhycpTG42Tk5Vo7OLqCfFhpgsRk7KxIUl3blM7POjo6+fjxbH9nBREbevPquasXfr74008XfvjfF37808Vzf770858vnPvTxXN/vnnpvK2FMTYB5uvupPJM+t6NS3evX7519dL1KxevXb549fLFq1cuXr188erli1cuX7hy6cKVSxeuXL5w9fKFK1fOX7187ua187evnpe+e01B5q7K0/uvlJ6oPJdRUXimqqyooa6upamlb2BibGJhYGikraXxUlnh2eP7929fvnX5x0vnf7hy8afrV85fv3pBWUleWUn+n2UjIf4+If4+7k4uliam6iryWq+UrMyN/H38Y2OxMXCqj38ywAVqDYi2doBa2kW9tg23sPEHAn19XcEI/xAmIrkmI2ektVk81js90T890CEZGR5qGczL6qCw2qMSi0lpXZ0tA0NtzYUsREKgUZibOg7mKuyryGQkAE3kM4iRrUVU0xe3fGxVoD5GLx/+NzrcrjYDaaF618/+FdBU0c9Bw15fLhio42n1wkj5VoSniZr0+XAPIwhQt5iTUJmJ1pa7+vDC/wI76jaUUAo58FxKCD7SxkrjMlDzAhKsW50KG69hT9bwGnhkbjImFhzj4oF286eAw7ngcG5wODsqABfvm0AOx/CT6YIkKgNGTAhAegGgVpZQM7sEMyDGxpMKic4j0euLSvra2kYGegcGOmsHW3KH6smjdfFzTfHiltjZRthEPWKoKn6wMqm/MqmjNKlK8Dv1n3R09XR09VTVVBUVFWRlH8vISD95Ivv0qZzsMwXpJ89lnsjfvy97986je3cf3ZeSlrr36OHDJ09k5Z/IPpd9Kv9E9tnjJ0+lZZ7IPHksL6/4UkVVQ/2Vlrqapoa6sZGpi7unTwAk0D/E38PF0vDV04e3pKTuQkKj3EEBOtrGlpZ29o5ufpCooEgENBGXiKNjKKk0Fj+V+3/Ye8vgNrN0bfffqTN7dziNQceJGWJmZpDZspiZLLMtWwZZYMuWZJIlg2RmZmY7piSOKQ5zHAazA905P3q+PbN7evbUV3W6d9VUnrpKpZJ+qNZdKq3n0lrvu2ryCivzlPU5yvpsRUO2oo4jLmSny/g5pRmyqhxlc7aiQVrSUN3a3zd2+crazYfPX7x68/r1m1cvnq+vP3186+bawuUrs5PT0xPjE8P9dVUKPicWhwr2cLG0NNMxNtIwMzd2dHEHBCFghEgMI5kYzicweAh8XAic7OUXZO9sb25hbHBRW1NDVV3jrLa2qoHeeWsTLTtzHRebi77uFkiQZ1wYWZaV3lpfNXtpfG1t5fHjh2/fvdna3vj4YfeXnz/98svnX375/D802H+wTbWufvry5dOtioD/m7f+/9aqP3aMHvGowMLG2cdv93/+h4zfzgrT/5zrOb+q49/qqzp+5d+Df6mOBcU1VfVdje3DioqWkUuLU3Mr03PLk7MrgxPXOnon6pt6qmqay8qryssqaiqrWhsae9raOpsau5qqGivzqoo5itwYWQZTzqcU8AkyLlbKQedxkHkcRB4HnseB5XHA+amgfC5YxofI+BC5ACbnw4vSUIV8bHYKMZMXzedzk7jC+CQhOymDw8lMSuRGR7AoJDoKgQ4ODPLydHd1cXB1tDMx1FVTPa2jrmprYWJnaepkZe5gYWpnZmxtrmtnddHaXN/aXN/K9KKNuaGTrbmznZWTnbGjrZG9tYG9tZGtpaGDtamDtamDtZmTraWHk627g5Wbg7WLg42XpwsIHITGYOmM8MgodkKikMPL5qVLuel5nPTcaDaHRKHC4BB3F3tHK2N7C0NzAx1DLQ3tC+f01M9622vHke1KMrxHawNXR8Hri7AXN7BP1si3L5NuXyb9JvC2SmVbpbKtsri5RF6VL1FkCcvycxS52QppriI3uyg3qyBbLM/OyBZyM7kpQl5KfraoobRwpKtxaWbw3urkwxvTT25ffnLr6uObCw/X5m9dm1yeHbo83js70jUz3DU70j032nN5vPfKRN/UQFu1MpcVRnK1MdVSOXn628M/fnv8h+PHNC+cD/IDCFLYNcqCOoW0uVQ21FYxP9KxONW3NDO4NDN4/fLozYWJh2vz92ZnlDnJV9tyRiVha7WSKWFMNc67k49GeWhArFUERL9KQQzay9ZWS8VVVxVkoS9E+nREkGeKRVODddOj7dO9beO9zT11xaBg74s//T8kywPTYsB6HeZpDexBkffNTOvlJKM5hvYsQf8yyfQK03ouwmo6yupSpOV4gu0I26k7xrGRYlmLM6vGWykoTk18dGdZ+kxf7fLs8NXpkbmx/vG+9vaGqgplUWtDbWtD7d+HTMGCKFgQFQcmY0IwED8KBkzFQigYMAUNpmLAVEwIBQOkYiFkNJSKhRFRQBIWRESDiSgICQ0iYYLJmEASOoiIAhNRYBIKREaDf71NIgENImBARAyYiAGTMJBfIWMgJDSEjIZQ0BAyOoCMBlLQECoGSkYBqZgQKhZCQUOI+EAKLoSGhVExMAoWTCFAqDgIA4uk4uCIYAAW5FEkZDyYK9+62/JhfXjv3dXPO89/+fj248bjJ/eu7u09ffv+3suXtx7fWywrzxJmQCoUKHaon+bp790cbe7dvb+5tfH8xfr6+tNnz54/f/Hi1auXm1tvtrZfv3v/9M3bp3furE1Pjy8vzT9bv/vs6Z215av3bq+9ffNsa/PV1ubr129eLK3eaOufKKjpLqjpllf3pWaVJqdmRoeHY2EBAFczK+Pz7vZGaJBXBAX+u/NjGBkXRsYxSVgmCRtGxoVRcOEUfDgVH04hRFAIEVRCBBUfScNHULE0HIyEAoUyMMmsqFQ2m5PITUvPUlbUNrZ1TU3PXbu2cvny1Tu3bi9evdLf233j+sritavDA31d7S25OZLl5YUMIU/j/CkzAw0CPDCaiklPiu3vaNp482Jvd2t7e3N3dztHmpOdL83Iyuani3KlBanc9KHhCR5PmJmR9fr1u0+fdj9+eDs91edib6525qTKjyfM1FWh3u4pEcz8dL44NSmcSCDBYAnhkQIOF4NAmRmZXtQz0tE2UlPTU1HROnVG4+RZzdMqWqfPaZ9V1Tl9TvuUitaJ0+o/njj97fc/HDt+9Pixw98eO/DTd4fVVU4Yaqk6Whh4OVl5ONk62FjaWVvaWFvb2dk7Obl4eHgF+Pp4uTm62Vk4WehbG5430Tipc+GUpupPGio/aaietLMxtbMx/WfdCAoajIIGe7k6mxsZ6Gura6uf09W8YGVm6e3hh0VTwsPYsbFprHhJXHx2RLSYxhTAMTEwFBOJYFAw4dFkllQgG2ztvbOytLZwZbq/p7e6vrm8LS+7OU3SLshqK6u7NDg9KysqwsCh0AC/5Li4uNio+rqqVG4CGgHt6WxLToyvKCvKFHJHhrrNTHWvXZ1mxYSHh1LmZydtrc2Wli4nJETHJ0TPTI/RCegrl8ZYYdSRrmZFXgaTCO9oKKOigK4W+igwIDIUw44mc2Np4USomb6K/qnjTkZ6FDg4R5BUnp+Zw0tOiWYzibFYjABFzELQ5Qi6HEmXYXAZOBibhmCFohPCECxCSDQsKDYwgA0ITPEBC3wR6WCiNI7TLi0YbmubHx6+Mjw02d/V2VVfXl+WXVrAKRZH5vNIWUk4AYuYFIWPoaHCSCA6IZBJ+p0vtuq5U6rnTmlcOKujcU5f67yhroaRvraBrpamprq+kamXTwCNEcFOTE1NTWcncIhEijfA39nF09HJ3dnFw8nZ3dbOydbOwdbOwd7O2d3dEwmFxUSEC/k8Pp8fm5DESuKy4lMpZCKBgESgwUgCls0TVjf31bQMt/bPdo4ulrdOFjaM1Q2u1g6tVg+ulHUvlHRcUbQv5DfPSZtmcxqn85pnxbUTefXj8qYZWcOlwobpwoYpef14fu2wuLQ7p6S9vHFw8vL1Ow+fvXz95uXrlw8e3Xv48MGjB4/Xnzx9+ODurZsri9fmL02NDg5011aV5YiFkWF0IBDo6Q1w9fCxc/Y0s3U1sXY2t3GwsLNxcLYF+LiCwf4ELIJCwGLQMDDQ38/T2dPRyt3O3NHSyNPJEhHiw44OLZJK+rvbrsxP37q19uzZ+rv377a3tz7s7/78+eP/sjp6l1969/OXL28u8fi/eQsTd+nlv82qY+ylV38N9cPbu2vjdU1iauXwi89fvrwcjv3tcusfNMav6vi3+qqOX/n34F+qI1cgE4qKMsWFyRxRbp4iL68oX1aUL1dI5SWSnMIMUWGaUJadW1pYXFte2drY3t8zMjU6dXVyZnHy0tXx8ZmB/uHW1rb6qrKKQqEym6UU0UvSUSXpiGIeVMHHFHCRch5CzoUWpkIKUsH5qaBcHiQvDSVJJvLjiRx2VAI7KY7Nj2MLExJFwnRZtlSZX1iRlacQimUxCckYHAEIDPJwdzbUV1NXU/Vw9woOAgcBg4HAICAwKCQkJCgIiMHg/Pz8PN093N1cPFycvdxcPV1d3Bwc3BztHO0s7W1M7W1MXe0tna3MHKxM7KyNnewtPVwd/AEeAT5e/j6eAb6eIcAABAJFpjGiYhPYybzEFH48O4VApPj4+phaGBkYaNmYX7S10HOwvGhvcdHSSNtQ94KBjoqLpTrCVz+OYJ7Nsq4V2Q4p7Caq7WZa3aabfaabfX4TeEt5QUt5QXOZvEGRV5orLMhMlWZwhCksTlxkDI1AQkKCvD2c7KytzIyN9bVN9DS8HK3CiHCZKKW/rfz6lcH716ce3Zx7uDb/4Prle6uTa1eHFi71zIy0TvY3T/Q1TfS1TPa3zg61jXfXK/PScFA/vQunfzhy4Mg3/3HkPw8cOHj0wMGjBw8e/vG7by0M9fGQwAQ6TiFK7izPG2pSTHVXTHSWDbUqBpoVQ63lE131VYpCBMxLEIN4OtX6y7PVNwsTDRkJruZn9NVPeruaA1zMUf6u3DCKh+lFCy1Vc321QGOVWpD/MAPfnBnVV5/b11jYVSsPhfn89N0xo5P/URLldqsK/7SN8LARcVPptyRxuB5vtRBqcpVqusK0XYt1vB5nv8C0vkqzmQg1HWZad9Bsq9GmVXCTKqx5OdGyie3blB/fV5010lHVWl0sF/PY4TREsJ+no30ohRhK+W8XLIWREWFkRDgFySTB8fBAOg76KzQshIGHMggQGh5ExUHoBBSDiGJS0WQciIaH03BoBhFDxcFImBAyJoSMAZMwUBIWTsYhSFg4CQsn4RAkPIJMQBIJCCIeQcIjSHgEEQcnYGBEDIyIgdFwYCrmr4e2UbEgCiaYggmhYsBkYgAZF0jFQkhoMAkHJhEgBAyYhIJT4MHoIG8U0L25MuP5/eGtd3ObO9df797berO3827n9bOnc9PDnb312XnpVBo+NjICCoelcIJaavH56aQz3/1F88KJqpL63a3dza03b9++evPm9fPnzzc2Nra2Nre3N3Z2X79+8+Dx4zvr6/e3t19tb798+uTWq+dPNt8929588mHv+f7eq+3ttw8ePRmaWiio7i6o7hYXdbJ4yvCoFCwKEeRr52SrbWF0ztXOGOLnRseCf3d+DKeQwimkCCopnEKKpFEiaZQoOjWaQY1mUKIYpEg6MZxGCKMSGCQMCQMjY+ExsYz4mPCEiPBMrqCtsW1u9vLqytr9e49evHn7dmNja3t7d297e2fj/cabN29fPHpyf2n52uTYyI2Vpeur17w8HYIAThiQDzuSKpMI7q0t7W6+293Z2tvd3t3dqqqp4KfzrywsDA2PZoqy2OwUgSAjNyc/lcN/8eLlhw87nz5tvnvzKC2VZW180dnCnAlH1hcUzQ6M9DV31pXVlBZWFEpLM9JyOaliLj9bIJSnCgoSUvLYnPyEFGk8J5+VKmNx5b8SlypjceXhCVm08MRgCNbRyUNXT+/kiR9O/nBMV/2cvYWxn4cTJMgHEuzn4+nm7urk4uxob2drZWFuYWpsb2ECcLGDB3gQob40pC8V6o0I8vBxsbA10TbQPOvqYObqYPbPuhEzQ10zQ93zZ058d+zQt0cPHT188PjhQ98ePvrDsaOnfvzWydYuJiK2srxhaHh+ZOp6z8hiWf1oRn4Li69ISivLkDQVFvRU1ww3d460Ng+01nVWFdXnZ9UIMuqE0vaCir6mzvGWvsHkVD48BIEFo5OiE7KEopyMzDAKycvF0c3B1t7SzNPZ1tnWIgDg6uFsjUOEgAK8gX6ekCBfZzsLBCTI28PRzdkGDfGnIYLSYum5SRGZUURRNF4Si8ti4ZQ8moJDyIiCcOjBwkhkRhgqmQgi+jt4WOvam+lDgv04KQlFBTnSbJFImMVPzY0Jl8IxmT7ITB9kJgCVFYSSBIA4/sHxvsFxQUFxfoEs3+AUbyDPE8gHgNN8YelBmCxiZHl8Sg03rSYtsyZdUssXlvIFcq5AnsKTJrI40XQ6CQmFBPkAPByc7E1dHEwAHjYwcOA/5gwLBsCCAcgQXyzEHwkEMAhwJhnDpOAoJDyNzmAncjJEeaUV9f0DE0vLN9du3F27cWftxt21G3evr91ZXFpbWb15bXF16tLcwOBYRXlNAiseg4CjYFAKhUJiMFFEOoYcGpuUnFsgb+xoG5ufm1u9PbN6f2j+Xu/M3cahxYquK1W9y+XdS/LmeWnTXE79jKT2Ukb5mLhqMqduJqNqNLdphlc6ICrrz6kekVaP51aO5lWN5FWNiEt7ZXUj8qqh/NIueVlrR//k5YXl2/furz9ff/nq5Zs3796+e/fqzasXr56tP3v0+PH91ZWlvp7OotxsGg7j6mBjZXrxoq7GhfNnzqqcPHf+jIb2eWMTXQcnc29vRyQsmIJHh1KIJCwciwBhIEACDBJGwidEhUuE/LrK0onh/utLV54+uvfq+dO3b15ubr7f3d3e39/9+GHv588fv/z885ef/3E17G8dyB9sNcKSK1tfvnz59PpWn1QZD0lEecSjIZJ0yfDii49fvnz5dLM3+o/Xqj9NHT9vv7w5NV4rzKN7Fn9Vx/+1+qqOX/n34F+qI4eXHc9ODw1PgCGJCBQBhSYgkFgkmkAgh9NC41gJafw0qVRWWV7Z2to+NDA6PT67MDW/eGlu8dL0wqXpK5OTs6OjE73dXV3NVS2V+bUFqRWSiDIhuSKTUiYkl2fSyjOpFZmk8gxsWQZGmY4rFtFL8mJzhTHZGUlp/NQYVlIMO50ZzWWxM9OEBXn55RmSwmgWD0MIBcNQoBCIL8DHysxU/fwpPR1tf7/g4CBwMBAEgoChUCgEAgODoSAQBAyGwuFIJBJNwBGJeBKZSMJh8Fg0DoFAIBAwMDgECgqBBAeDgoDAoGAsGlOiUC4uLIyPDScnswIDPb09nVwcHUxNjHV1dTU1tS5cUFM5q6Jy+vTZ0ydUzp1UUz1prHveycrAxdrI1cbY2crQ1szISFfDUl/NxVjN21oN6KqF9dOIhGumELUyIgxz4h1y4n97rmNbWU5bWU5raXZjsagil1+UkShLT+BEkslwf6CzuY3eBZ1zpzXPnz1/5oTKT9+qnzhib3gBE+ySkUhvrchZGG+5szB4f2ns/tL4vWsTN670LV5qnx1unOipGW4vH2qrGGqrGm6vHu2s7mlQZCSF+btbqfxw5NjB/zj4l/88fPDY4cNHDx06dOTQ4e+PH9Y5r+JgboQM8uGzwuvlmW0l2e0VWS0VoqayjCo5v1ou6q0rzUpkJdKxuXH0rtz0+4O9PbJ8uJujgebpCyqqnt4e9o5WwQBnAsAV62pvfOGMgYG6q/r3yY5mw/CgOqBrlyR6oDS9Izs10EH//JEDCLXvu0NdFuVBj1uR66VBD/I85jOtryeYXIvQuxqmsxxvtJZiupZkej3SZJliMEE07SXaNBEdS+A2pQjrarxNJcW6meVZKSA357NbS0S5/JhwXEigi6Wx+tlz3x8L8HIK8HL6+5DjmOQ4JjmOSYoNJdCwkBgGPpqOi6bjIunYcAYqLBQexoRFhuNC6SgGA0kPhYUywGE0SBgNzaCg6WQkg4pgUKE0MohBgoeSEH+FCA8l/BU6EU4j/RUqEUYjwOgEGJ0AY+LRoThUKA7FwMPoBCCdGELFgag4GAmPIBKwDFpoGDMqjpXITuHGJ/IiozmxsbGhYUwKjVogz+lurW0oU5Tky8oVVZ1Dg0trd5dWHjU0j0ikFbSIOEcXewQiyA/kFRFmfW2C3V6Ronrm2JkzRwlI0NsXT/f3Nj/sb33Y2/z8cWdna2N7c2fj7c7u1uaH3Tc7m2/3tzd2tt5ub7/e232/s735YfvD3vu9D5v7e5u7W+93nj97P335ZmPPdGPPtLy6O7OgJpkniomKREAD3FzMzU007SwuertYoyF+vzs/RlBJEVRSJI0cTiGFkYlhZAKTRGCSCKEkHIOEoeJRJCyShEXhUHA8GhkdHpaTJykulGelpYrG/E0AACAASURBVAmSEitLlHPTl65dnl+Yv3zlyrWV5dXHDx+/efny9fNnd25enxgZ6O1un740cWdl5eHNG+/fPi8szIIBveNC8WI+u7Ol5u3L9b3tzY8f9vZ2t/d3N7e33tXXVqbxebPTM40NTYpiZZYki8flP3zwYH9/d29v6+PH7U/7m9fmJnDQIH83+1we7/r8lYe37w8PTQolRdTIVHKUgBGTHpcoSeLLY5Ol1CgxlsZHU7hoMhdB4iAoHCQ1FUlNhZGSf32ConHD4iRZ+TWywupMcQ47ngXwcLE2N7K1MPFwtgcF+sHBwZCQwAAfbwdba8OLuvramvpa6lbG+u72FkFejiEAxwA3Sy9bQ0cLPQsDNUOts3pqp13sTV3s/+mqo5OtuZOt+QWVE98eO3T86NFDBw4e+ubg0YMHjx/+5tsjfzl78gcPVzeJKG9yZnXp7pvp6686Jh4UNS+IaqYya2YyK+YlpfOi0umsmkvS6kvSslGZckiqGBXK+5Mk9SV1PV29QxWlTeyolHBCKBNP5ibGlxQX1FVX5Uqy6QREiJ872M89xNcV7OsGD/QgIYOQQG+Qr2uAp0Ogp4O/h32Qt5O7nam1sXawly0T7R9PDCkVRDZnsZpEEU1iZnteeI8soj2bUsFFFcSD8iOCFFHg4rDgNJQTPcgR4eOEh4JSEuIVRVJpdmZ+Tm5etjwnqykmsRxMlYOpcidQpltIhmewwCOE6wbmeYSkeoC4nmCBB5jvCeIDoAI/WFogRgQkSPChecy44sT0Zr50MLdqXlZ/VVozLy2fzpTUcZPENBwjGOBnb2FhYaBjqq9uZazj7fLbn+gvX77QcDAaDkbFgqkYEBrkyyQhI2gEBhlHoxAjI6MFaaJiRXV718js/Or1tYfXb9xfvX7n5q37yys3l5ZvrKzeWlpeW1peW1m5tbh8a2pqrrqyOimehUEiCARieGx8XIpAnK9o7x+5srp2/d796/fuX71xb/7Go4lrD4cu32sfW24cWKjqmle2XFK2TOdUDYnK+tOKO9MK2vnyluSc2nhxeWRaUShXxmBL6AkSaoyIGiPCMXm4MC4xio8OSyZH8sPjM5hxvMi4lKyc/LaOzmuLC+vrT1++ePHkyeO7929fX1u6tnj58tz02PBgU121VJxBJ6C9nG1N9TV01M+eP/ujypmfTp36/vTp71XO/qimdkpbU8VQT8PCWN/eytTF1szF1hTs78Vi0vMy0xuqykcGehbmZ+7dXnv+9OHb18833r3e2ny/s725u7v9YX/308f9nz9//OXnz7/8/L+36ugRj6Z239j+fXf98svrS3zBn6BVf7i8BRbUTj78+w2rn7c3N/d/+aqO/zv1VR2/8u/Bv1THmvq24pIqUZaUGR5DoTKhMHRgEAgCwxDI4dFxHEF6nqygsrquvbNnZHL66vzCyvy1lcvXVmcvL8/ML12aWRgbn+kfGG1uaa+priwtlBZKuAXpsYVchiKNViKkVogY1SJmbRajLodRk8uolsY0l2a21RSWFuXKZbmJKdzwWE5YHJ8UmhSdIEzLlIuzC2PjuWgcHQRCBQWC/H0DHGysNc+rqJ49YWdrjURg8ARqMBASGAQMCQGDQmAhQCgwGAIGIaAwNApNwOLIBCKNQKThcDQMnobBU7BECgyJRSCxCAQWAcchEQQclpqdJbt8+dry8rJUmg2GBLq72rnYWxnpaaudO3P25I+/onLyxzMnf1Q5c0L1zE8a504ZaZ+3uKhpa6JnY6xrYahrclHbRFvNTEfdQl/bxljP3d4MDLClgu1icU4cegCHHvCbwDvKsjvKsttKJE1FGRU5XKUoqSKXpxAli5PD4wghCICjnZGOnrqKrtpZY21VV3MdTIBTAg1SkB7TWZkzN1B9baxpebJtZbJjeaJzfrRhqr9qpKO0r6m4p76wu76ou764u07RU1/UUSPP5kaBfRzUTh3//siBowcOHTpw9PA3/3H88IHvjhxWP3fGzsw4xM+bjIYnRYcXZ6bWykXVBcLqorSqwrSqwowqmbi+KE+amiCIJCv5cSPl8rZskTCUYa2jcVFbVUv1grrGhYBAgJuVYYilgQAPdzbQNL6o5qWnQjTVaAMD6tytqkiBQ/kpnTkcPytNne++SXU3Ggxzms5wulXu91DqeSfdblFouco2uxplcCXKYDnZfI1vtcaxWo2zWqSZTlBsesmO9SR3BdKpGG5XSXAop9rVxXpUcPHVmeEtivRKKU/KjWZR4GBPe2s9DTwsAA/7bzmncVPSuClp3GQehx0XHcbjJHBTWDxOfGpKrFDIzpNxyqslze1FvYNVbd2KkUtVw1PK4YnCvmFZc6e4soEnK4lNEzMSkklxUQR2BJH961WL4YSkcEJSGCEpjJAYhktgYhKYGHYYNj4UEx+K/ZVYOjmaToqiESPp2DAGMoyBDqURI0KZYRHCmPj86PgCvqiutHq4rHowNb0skpXHjs9NSJQyowQkWhwCjsdjSWGh4WJRTttQx/Lta4tr8y1dNVkFaaGR2OAgZwYBTCbadVZHZEQYleehTp45cvLMCW3N7zEIv2xRRnNdVUdLzXBv6/LVqTcvnn7c3vm0s/txZ+fT3v6HnZ0Pe5s7O6+3tl5ubr7d3Hi9vfF6893LjXcvX71ev/foweqdews37y7cvDt6Zbl38kpFTZeAl4fHhfoF+kKRgPBoYJY0skD5++c6hpEJYWQCk4RnELBkNIKEghORMCISRkBBCWgoEQPHo+EYBASHQsZGRsnzZe2dHcODgwqZDIuAujra+ft549BwHjsxk5dZX1E/OzZ9d+XG3ZXrPU1NODBYV/3CubMn0SHAldmZjbfP7t5dLpAKx3qaKhXSq3MTz548fPni2bP1J69fvdh4++Ldm+cfdjYaaqqAgYFwKAwcAmIyQp8+fvLz5487OxufPu/9/Hn/50+7O29fRNGw7rbG2anJvc1N92/febz+am7lPitd7o+LBuJi0OR4ApODDeXBSBwQLjEEw4bik0FYdgg2/ldgpGQghgXEsKDEJAiOHc+RFSobc3ILU1M4vl7up3769tSP3574/vjpn77/8dujKqd+0jivonnhnJaaqp6W+oWzp9ROn9BVO3tR/ayJjqqlobqjuZ6tiY6TtaGrnYmTtbGvl6Ovl+M/60Y0VE9pqJ46feL4sSMHjh4+evjg0SOHjh49dPjIwW+OHTnww/ffXdQ3AkHxSemFWWW9mZUjnIKheOlAhHyALh2i5Y7TReMM8Tg5a5iQNcrMHeMoZpNkE6lFE5KykZrmwbGRUUVZY2wsJ5QcFhsemS1Ok4gFstzsNA4Xj4aFBPoEAtyDfDzAft4YcBAZCQX5efp62Pt7OwV4O/m623k5WdmZ6duZ6nk5W0EC3eG+zsIYYpM0pS2X1S6N6S6IG1Am9imSS3iE4iSUMhbcwIK0xgNLqM5suFMM0i8lgpmXIaouLampKCkpLChTlhYr25MzauFhhfCwQseQDGd/oVtgukuwwBksdAMLPaBCT2iaN4zni+SDiGI4NQfFlBJiC6OSK2JSa+LS2+KyBiOyB2mZXaGSPgq3GUUXgyChzvYAQy0DtVOn1E5+q3b6W/WzJ61NjX7vW40MIyN//bcIBw1gktFRTFoolUgjkyOY0Skp6dk5ysLihorqrpr63rKKVmVJdXtHz/DI5Nz8tcWltZXV26urd1ZX7y4s3Z6Ymi8vq4gKDw8OCggOATEiY0UyhbS4QphTlFNYXt/WOzg+PXV55dLCrfErN3snrla1DuQW18SmiHD0OAAQk8DPScmQhbO4bE5mSWVjRraMHh4Tz+FFJiRl5xdKC0taOwaUpfWFiur2nqH23qGKxuaiitryuiZpcUmmOJtMphIJRAGP11RfOz42NDE+1NHZVF5eVCDLzhULBcmJcRGhRCwsEODsamNiY6xtpq9hoKmqo6airnLqwtkT58/8pHrqR7UzJzTOndRRO2Oke8HeVCfI0z6cjMrL4DdVVwz3dS9cnr198/qjh/devlh/9/b15sa77c33u9sb+7tbH/Z2/s+q4y9ffv7lf2iw/3ixSSDF9S0+/4e7vO69uFpaQPpTtOpPkDeURzwqIDNDOnzpv98m5/P2y5tTQ1Js0h89xq/q+Lf6qo5f+ffgX6rjrdt3F64tjU9MFRQqSsuqhBmSFA4/IZGXxMkQivJlhRU19e19gxNTM1cXltYWV24sLF+/trw2f3Vl9vLy2OTlrt6xusYueXF5ZlYOj8tPjY8TxIVJ2LR8DqkojaTkk0r55NI0UlkGuVRMr5EndTWUttfXlZUoc7LzIqLZtPBEalgSNYydkChMz5SmctPJFAYwGBIcHOIL8HF3drC3MjPQ0VBXU3F1dgkOghAIDCQKD4WhEHAsFIKBQFFwOB4CwWAwFByRSaREEKnRGEIYBs/A4GkYPA2FJcFRBDiKCIMTEEgyGkcnkMPjEng9/eOLq7caW9sZ4eEAgFewv48/wBPg5e7s5GBlYWZmZGhmZGhkYKinq6+jpa2rpaWrqaGvpWGkp22kp62vo6avf95Y/7yJ3nkjPQ2ji9rODpZ4WFBqFCqPS1CIIxXiyN8E3l4ibi8RtxRnNBYKK3NTSyVJdfK0enlajZRbwI1IZWLoiEAyIpgADYgkQrOSmPUyfkeZqKcqu68mt68mZ6BOOlAn7avJ663O7arJba/Mai2XNJeKm0pETUpxk1LcpJQ0lWY1KMUNxZmZiaE4MMD8ouaFs2dOnzh9/sQxQ61zVoY6no42ABdHf29PBpkky5U2lysbyooaKovqK+QNFfL6MpkiWxhHwdOQ/plxtEaFZGmyZ6CqJAKHhIIDvbxcAPa2FkYGFkYXHQ01Q0y0hPgQgLGWibaKu6Gmr/6ZLB/bDi9HhZXBMDequ4BHAVi7nv2PUrT9RIz9lXS7a9n2qxKnGxl2K+mWq2yzxRiTpTjz66l2a2kOq6mOK/GOS0z7Kap9H8WlDu+uRLsqkQ6VBIdysnVNlHNpMro6I6xVkdZWKmlTSmqlguykcCYiKCMxPCMx/O9DLi5WFhcrFYqSoiKFVJovkUgkErFEIsrNyyotkze2lPYMVo9ONY1NNwoktBuP+5YeNF67XzV/p2TuXvHkzbzhpdyW0Wxlo0iczRemc4VpqSIhT5LBlwj54nSeiJ+awU0SprLTOQlpKfHpKez0lERBSiI/JVGQyuKnxPNT2KnJ8ZyUhJSkxJRkfnKiKCqhgplQSY8vZ8Yr+GmVRbKmlvrh3q6Z7v6lpp75/JoeQVE1P18pLiiRlZUVVpV19rSuXJ9fXh0fGCjr6Mxqa06tUdCzU3yioa5lKbj8WPfOxlgAGGDm4K9naK+qoq2mqmuga2iop22ir2ZppEEjQmsrCzpba7vam8QZPAIeikABkFh3Is2XnUIQZ7NTubHMMCojNCwqmstKkLJTKjj8Fg6/RZLfIStpKVZ0yuTNefLqyub6gdm2q7far97pHLry+4cNUrBQChZKQoMJyBA8AvgrBGQIAQ2iEpERTEpcdHhiAis5MYnPFWRL8qprGpsa22qqahMSWD7+nlb2Fn7+XszwsITUDHlJ9cD4zOLanWsrN6pq6r0AgNNnTqqc+hHk7Tk90Pd5f3Nj41lfV21iJImChyfEhVeUFNfWVFVXVbQ01Ha1NfZ1Ni9enn759OHL9Sfrjx6+erb+9tXL/b2dDx+2P37c2t3d/vTh488fP3zaftdSWQT0tKO52oT5uJbxU+7Ozr59/GJm8lp0tCAYQgtBhoIwkcHomGB0bBAqNggZA0TGBMIjAhCRgcioXx+DUNFBqOhAZFQwgo2n8yV51Tm5iqSkFHBI4Mkfj393/PCxo4e/O3b0u6OHfzh+5OQP3549+YPq6Z9UTv107vTJMz99f/L7Yye+O3rmp+Oqp3/QunDGSE/D0uyinbWJg60ZKNgHFPzbXe7/VfqqZ/RVz5z57uj3hw9+d/TokYOHjhw6dPTwgW+PH/n+u+Nnzpwys7QhMDnCosHKwYe1Uy9rp54r+m4LG+bYpWM0SQdZ2I1MaQ1JagawWgMTO4miSYZoNLV4orJ9bmh0bnpiQlRQwoyOj2BGCbm8PEkGk0pEhgSDfADBvh6gAAAKHIyGAPEwEAOLggf6AH3cgv3cAG62vh4O/p5OQT6uLnZm1ia63q42/l5O/q62ZDCgmB/ZII5py4trz4/rL01pL4xXcMl5sci8cJAyAticCG9hQ0WhQQkYX3FCeGWBtLW2urWhtqGmuqK0rFhRx80oI0bKiZFyL2iGk7/AOUDgFJjmChS5Q8VeMIkPIisImwUhZ9ESlDFpNanSxvzavtLG0eKa0aySEY58KCKrl5LWQUnriMjqZUlaEzOrIxMktNAEDIoAcHOxszTU0zpvY2n8jzkzSQgmCUHHQ+k4CBriRyMgQin4UAoRi0QjoGgqJTw6JkWYKS8uaWhq7W9q7lGUlucVFWXmSTPE2en8dF4yLyEhOSYhJTo6LiI8iognQkJAwQH+GDyeFsMixLLxjHAojuwPgQdCEX5AqKc/MASFR5EovkHBBqamOvr6Wjq6mtraWjra/DRBmjA9CBjs4OBAp9IIOKy9rbWrs0NQgK+zs4OenraxkZGFhaWhoZGmpoaWtoaGlpq6ltYFDXU1TTVtbQ1dbc2LutoWxkYQYEBkGCUjnSOXZUlzRVni9Iw0QRqXm8KOj4mgM8gYDDQIHgwI8nbxdrZxtTN3sja1MzOwMtK1MNC2NNBxtDAEuFijwb5xNIwkNa6pvHBufODWysLTR3dfv1x/9/711tbGzs7W7s7WzvbmztavbOxsb2xtvd/ceL+1ubW1ufU/NNh/klZ58pPSmxqbJ4d7Lw13DNRI/rp59U/gzxvj/wENkRZUzS7eff9/dPnr4Rx/bn1Vx6/8e/Av1fHZi/VHTx7dunO7q7tneGSsu6e/t2+oq2eos2ekvWuwvWugd2D00uzVpdWby2u3lldvLi2vXb66fHlhZWrmav/QVENzb3FJfZpYmsDhxcUlsKIjU1nhGWyajE8rTiMq04kKPqGQh5MJ8Aoxs740s6+zqbOlo0Sh5PEEZEoYlRFDpceFhsencASpHEFEVCQUCg0M9Pf18bS3Mbc00TfQPa965juDi1oAACAoEAqF4mEwHApNwOPpBFwoGk1Go8loHB2DZ+CJEWR6LJYYjsIxsVgqFkfGYkg4LAmJxEFhGAgEg8KQwqPic6SK+qaejq6xhqa+wuLagqKa8sqG1raOvv7BiYmpqanpicnpru7+svLq7NwCXpoklS/ipUkyRLk5uXK5vLiwQJmXL8uRZovTeRx2NIOCQUIDcbBAdhgmJ5VUlhtWW8SqLWL9JvCm4sym4szGosz6IlFFHr8kO7W+MLO+QFgnExSlxfGjCCwKPIYMjyHDk8PxsnRWk0LcXpbVWZHdXiZpKxW3KDMbi9MaCgX1hfy6grRauaC2QFAj59XIeTVy/q9UF6TXFQrrCwT1hWmV+YKiLF5uJj8rM13EY4USYP7utrbGOsbaaiZ6Oi42duJ00ez4yNL87Ori1etLCzeXF+4sX53obinM5GUm0JrzM8a66uameidb6zLiI1mxDBoWgQsB+Ls5Brq7oXw83LTPgK11rdVPWupp2F7U8r54gWKt1Qzzl5saKHGgHmV6OZue6W/cH+k1E+dwN9f3eT36VSftVRvxnjLwDt9yKc5omWV5neu8zHdZ5LkuJLrNRTqP0Zx6GG4NVEA53qMM51xBdCwl21VEuBSw8aXpkQ1FGU3KrGZlVp0sLS81KoYIyeHF5vBi/z7kxdUbi6s31m7fu3Xv4Z0Hj+8+fHLnwePb9x/duffg3v3b9x6u3X+8/PDp8r2nC3fX51bvDy7e77p0o6FvobB5Wlg9klLaHa9o5hVUi/NLlbnFZVJlRX5JZX5Jpay0Sl5WLSupzC8uzy8qyy0oySkozSuqyCuqzFfU5CtqiorzCwplMnlRnrQwK1cuySnKFCtSUuWhsVIMM4MWm5WdWz3WNnRvfOrp/Nyrq5f3Hr/ce/P+5at3y3cedw3OSeV19Y09w2Mza3eq19cHH90ZH+tvbCiVFWemlPCix8pEj9o6nwz1vr+53N7aH5laEppYxYirpkYWgJBxgACChZW7vr6xiYkhwMc5BAxghmOYEShbB11D0xO8DGLvSN7IpaLphcqRqerG1qLKWnnfYOfC0uL9Ry8eP9t6/Hz38fPdpy+3XrzdePl249W7rcfvNh5v7N569n5y4W5997i8uuV350cSEkhCAsmoEAoaRMNC/uuyUiYFw0thFYiF8ozMtEQBBkVFIAh4Ej2azubECBS5yqaKhgpFSVxsNBwOhSPhZDKZl5hcoyypryqViPlIFNjAwEjt7Gn1cz8Y6F6QZme+e/tyZ3vz9ctXt2/eqikvcXNx9Qb4ESmhgjRRcV5RZ3X9VHNLX4Wyv6n6897bjc0Xe/tbH/Z3P+1+/GV7+5fdd/t7W9sfdj5+2v/lw4eNh49kSSk0ZxOmuUGMiUkODHqtt/XVyydjo7MkQpyfPyEYRAdCGEAQOQRCDoaQfaB0XygjAEIPgNADoYxAGD0ASguAUgJhVB8YHgQLjY/LzhSWxsSnwZB4TRWNb48cO3zsyMFj3x06/v2x49+d/OGH0ydOnDl9VkVFVfW8+mkVtdOqmifOnj997oKK6jlVVZXTKmqnTp87dfrsuXPnrCzNrSzN/1k34mFj7GFjbKGnqX7m5Nmffjz1449nTp48ffKnsydPnjn5w/nzp40sLTxCQmER5QReN03cHyEdTCqeyGpcLOq6Udh1o2TgSVrNdbxgyCe62S+uKySxn5oxJCqfaB+cH5uYHewfSuLnRkcnJUazctLS05OTiWgUBBgACvQB+rohQ/yRwAA8DERFI9AhASAfN7C/eyDAyd/LMdDbGRbs4+ViY2WiY2uu5+1i5edmF+ztjPRzlcSR60UxrTlxHfnswTJOrzKhhEfNjcFKIpHSaGQxCy2LgLExvtFIH1ECo6You72hsrWhtrGupqujbWx8ZHjscknNeEnNeBS3EUiSuUMzPaASACwHgM0OIOQDSYVgSiGUJiXGFcek12SUNFd09jX0TNR2TBXWTfAKB+NyB9myGXb+JZ5yPq3iSqpiKiqjHUEXBYDoLo7exgb658+dMjHS+8ecGQQogwCl4yE0HBgL8w+joGKYlPiIsLiIiNgoFieFl5UlraxqmJyau3Hj9rP1Z1sbbzY332/u7Gxs7WxvbOxvbm6+e//k0frV+YmGuso0PheHRjjZW3sBPEOwWH88GYjA+QYD7Z2dvAE+gUEgH9+gICDIL8DP0dFOX19LR0ddS/OChvo5PV01Q31NLU3V8+dPX1A9e+Gcito5FXXVc+rnVdTPnb2geurC+TMXLqhcUFNV07igoXlBQ11VU11FXUNNU0tdQ0NVR1tNX1fD8KK2sYGumbGetYWhlbmBrZWpnY2Fo4Odm6sbwNvH39c3OMA3JMgfEuwPBfpBgX4IcAAC7I+EBKKhQVg4EI8IIaEhdAIykopnRzLSE2Kzucn1ZYqRvs6lhbk7t1afPn3w6tXzjY33uzs7u1tbu1sb25vvN9+/e//+7avXr54+f3Hv0dO7D57effD0f2iw/2CPSiBicnhMIfHPlbffaNUf/ykpkcz8JEzKf38xgUguq+1YvPn07Z066R89xq/q+Lf6qo5f+ffgX6rj+rPHjx8/vH3nVldP98zs3MTkpbHxyfHJudGJ2dGJmYlLc9PzV5eu31y5cfv6zbvXlm8srty4urg6PbcwMDzZ2jFQVtGclVOSkJzGjIpjhkVERTA4LHpmEq0wPbRcRCsTUZUZlCIhTSGOrC5O62otHxnsq69vzJZkRUXFYDAkIiUMhaVAoVgQGB4SAgaCQoKAgcFBfh6uDtZmBtbm+kb6araWBsBgXz8/PygUDQJhoAg8Dk8hEkNxOAaWEIrBM3BEJp4URiCH40hhKFwoGs/EYoh4HJlKZuAweBgEAQLB8QRapjivuaO7b3i8tXMoV1aRys9L4mTz0mT1zb3z167fefD0+s17Y5OzDc2debISQUZeHFsQGpnEiEpic8ViaUl5TVtrx0Bnz1Bb52B1TXuZokKRly8Ti7PT+TmCVKWYWyPjNCpTG0v4jSX83wReKRNWyoQluWnFWfzc9CQJNz5fmCTPSMpPi89IiuJEUVIiCCkRBE4kMS2ekZvOLpVl1hSKG5TZjSU5jSXZdcWiqoK0qgJBhYxXky+olvKq8/nV+dwqKadKmvIrFfn8SmlqrSy1VsapLxS0lOfOjXWvXpuZmx7Mz+IFeTta6qvbGGp52loSwOBCkWR0oHd+amr+0uzC/NWluctL05Pd1cpkBjaJCq/N4C7PjKxdn7sxNVycwYkOxUWjERiwe4ivu7O5paOJsbWuqpOxms7Z7/UvXDBTv+Cgo4qz0ZeCvZUYYENyeL88rS+POyrAzCcETjNtltIB13JClrLBN/OgK3lBV8U+s3zANCdwNCVkiA/pF8D7eKiuJERrDKIqClEaQyyJJZfGEMviCMpEvIJHLRHGleVw60ryapTSCrmoSJScHs+IIEIlXJaE+98UfXNze3Nze3t7d2dnb3t7d2d7f2f7w/bW/s72/vb29tb2+63tt1vb795vvnnz7vmrd4/vP7s9f3Opf26sorNWXJYllAvEBcLsfEmuXJ5XoMgrUEgLlflFJbLi0nxFab6yTKYokynL8pXlMmVlQWlNQVltQXm9vKy+qKKqoLS2oKRFVtySX9zIScuHosMAgVgGPV5R1tTXN7E8PnOvtW1JJOwkYtqxsEF6+JI0//7o2NPl2zdXnlxeeFTbPiStqJwZm7l5bfnB9aVbS9N3lkcfLAw8num5Ul8wIBBmkJNoeIkvQuaFKPCA53kicjxRmT54sQ86HUxM8wwKDQDTguF4GIFIDMMBEZ6WDsrb8gAAIABJREFU9roYYkDXoPLe00uvNlfebd/d2nm9tbm/vfVhd+fT7s7H/b1P+3v7Hz/sf/ywv7e/sfvh7fb+5putnbVH7xoGrycIO6EEpTcwLQiV9rvzI4WApRCwNBKeTiYwKEQmjRxGpzBp5KgIprK4sK22rr68UsgTu7j4u7n5e7j7+PsHYjCYpCR2RWXJ/MzEozs33j599Obx43u3H4xNz/EyRVamxjonf9A99YPqiW81T58wPX/ew9wcExw0PTSw+erp5ptnj+/duL58tURZFBgY6Ocf6O8fSCOQJCnJdXJpf2P1pd7Oz1vvt14+/7Sz8WFvc29vc3/rzZvbt+6OTi019q/Vd9/qG3s4eWmgXBnp40SzMg0zMo41MMkNBi7UVL9af94zOEmkxXj5o3yCcL6B2IBgXAAQ7wsk+4dQAkLIASDSf+EfQgwAkQBgfBCYioRH8LkFGZJCgVDEio6DguEwBBGGYmBIUXhiBJkYQSZF4AlROEIknhiFJ8VgCTE4YiyeEIvDRqFR4RgskUSm43AEP78AKBQKhf7+EZpfvnwxNFA1NFDV1z2voXbu7MkTJ3/46cR3P5z+4cSJb79XOfmjytmfDMys7P1o7th8L0aVR2iFO73Ul1kFYJQCo6pxqV2hWRNk0VQIe9Azui0osQ/B6afwWrn5bXXtI1MzC81NnUmpkiQ2L5XFzuYLOHEsHBJJwmGgwECQPwAS6IuFgogIGA2LhgYAYAEAsL9XsK8HHOhPwSJxMJCxtrqloa6brZmfm52fm62Piw3CzzU7nlovimnOimnNZQ0oUvuLk6vTI/PjiZIoVHYsOisOw6dDIhHeEWg/YWJobam0rbmqraW+rbWxr7drYmp0au7K+NVb41dvlXXNJOQ2wiJzAskSICUfSJOBGIXwCCU2phQfqyAnKGKEtZklbaUtfTUdEzUdswX100myAaa4jyocwCS1oxLaYAlt/hH1XtRSZ2iaPYBkYe1maGiodkHVzPR3Vh1jQnExobhIGjqcgiSigpPjmIr8rKGutpUrc0/u3d9483Zve3dvd39rY2t3Z2dve2tn4+3H95t7L7c2X22/fPnm2csXt27cHGzvLcoXpSSxyCS8iaHe+bMnzU1M/QJBQATRB4g0s7RRUTlrbmri7QXwDwzxDQ7xCfB3dnK4eFFXS1NN7cI5DXVVLXVVfW11cxN9Q301HQ0VXY3z+jrq+jrqF3XVDPU1DPXVDfQ1LhpoXbyoraenqaurZmyobWqkbWSkY2Kqb2ZmaGJiYGpqaGpqYGFpZGdrbmdjYWSgp35e5cSP3313/MiRQwcOffOfhw58c/DggYMHDxw68M2hA98c+M+/HDrwl8MH//PAN//vwQN/OXLom+NHDh47fOC7Y4d//Pboie+Pq/x04vzJ0+aGhjg0UiISNtTXTF+auLV2/emDRy+frL968vTlk8fPnzx8sf7o0cO7N2/fubp0c2Ty8vDE5eGJy/+Y85c/SR0L+p5++vLleV/4H7tj83/Wqj/8U8LHn3358uXpeMr/3hi/quPf6qs6fuXfg3+pjq9evVhff3Lv3t3BocHh0dHhkbH+gaGunv6egeGuvoGuvv7B0bGJ6dnRiemxydnBkcm2zj52Mm9kfLqje7CqtjVHWsLl50RGp1AZ0WHMiITYcEFSeA43rFjIrMqKrMyJLM2OKMtLqFWI2hrLRgZ7x8YmuvoGG5taamobK2uaC5U1fGFuZGwKnsIEIzDBYFgwEOTl5WVnbX5RW8NQV9PG3ERXU01fX93Pzw8GxyLQJByRERoeExoaQ6fHUBkxVEYMhR5NpESQaRF4UigGT8NiqVRaWGwcOyI8hoCnIBBYEoWZlVfU2jXQOzhZWduWzBWHRiTSwxLw5EhqaFxaprRAUV1R3SwS57NYHDIlAkNgIrEMGJKMwjFYSUJRnrKstr2la7ita7C6tik7RxYTGYeHo0J8fQK8PAO8vSGBAVhQMAMVxGai0hND0xNDfxM4DhyAAweggL7wYB9wgBfIzwPs7xHi4wrxcQ32dgF6OyODvekYcAKTnJHMKszKqCqWN1YUt9WW9zTX9rXWDXU1D3Q29rbWdjZVdteVtFcXtZQXNCjyquWiall6pZRblc+tlXJqC1Ir5SlV8pQaOb+vUbk4O/rowY21tcWx4b7KksLMVLaAFZaTHFObK5porOusr2qtLO2tr5rqaFnsb7/WWTffWDxaIuor4I0oxMvDzVcnOm5MD5Tl8VmRRBYVi4d5+3na21ma2pgbG2mr6qj84Gyqr3vqpI+hRqi/Y1U85XJxxmpj4Z3OsgftZffaFffquItCfA/ZfpYPHuFAmuiAtsiQVja8mI0WEHxZYLdIoHsY2JMe4kkN9iQFuBN9XfB+7kiAO8zLDezmCHJ38HOz8fNygPg4kZFAVgSNlxSXyUsU8xJ4CRFxTFKuMDVXmPr3Ie/v7ezv7Xz6uP/548dPH37l08f9T58+fP704dPHD/t7e7t7u582339++2b/wYMX0/M3GtquZuZ2xyRVRCUqU9KKhWJZVpY0SyjI5idLeIlZguSstGSxIEksSJKkp4iEHHEGV5LJk2TyxZlpYlG6WCTMzBSm5Sgkslp5aZ+yakxe2iMpqMlV1DT3jq9duX73+r3X99d3bz98XFU3S6RMBQEngwKv5+XuTI3cGu2bHRpZXbz3+OG7p+uvH68/fPh45tn6yrNHd24trrx++Ozjq/cfX7xbn5zJghNwHixX3ywzUKp5sMAuQGofnGUNEzniZIHMCnRMfQS3LVHUmpBZkZJbnqVQltaUTM1fevb62fudtzsfNj9++rT/4eefP3345fP2l8+7P3/a++XT/qe9rZ8/7vzyceuXj1uf93f3dj6vP97uH7rFEbUAUHxrvyhb/2h7ANUjmPq78yOLxWGxOHFxKbGxySwWJz4+lc3mJSenpadn19e1dnf2N9S3cHlZ3j4Qd1d/TxcAwMcV6uYaD/ArCsEMRCVdr6x5ODf54MHKs9cP7qwu52dK3B0c9LVVbfQ0GZ7ehRFxVxvaXsxd/vz08ce3zz5vv9jbeLiz+fDjq0evHt4qyc8lYVGggAAKCpHAJIeGBLExmNHOtjdvnk/PTDy9e3vr1s0bdXWzEexBCLkfRB6C0YeQ9GFM6BQ58nJ4wjiXVxcWLgD4so1MBXrGOc6uy23N71+uj49NhEUneAUgvAKRfoFIX3+EXwA+IJgQEIz7LwKB+EAgMRBI9AWSgkIoRAIrN6uks3doee368tJSd2ePNF8RFpWCIUbQQuPpDBaFGkuiJpJDEyJZycmpQoEwWyzOz8tTFhRUFRbXKRXlZaVVdXUNxcXKomJlUbHyn3Ujpqa6pqa6FmaGtlZmelrqv+6APXfm5NlTJ1VOn9bQUDexcrX0ptnBs62xpVa4UmuC0hItV/VMAoRX+0TWeoVXA6KbfGLbfdk9UE4vld/JFjeV1g8Ojc9PTV8pL69PTRVzErk8FjtXIIgNZZJweEFqampiAoNIIKNQZBQqkkql47E4GJiEhBKQUBIWScGh8XCojbGRvYmRrZE+wNHKx9nK19Xay9EC5GkvCMdWp0c0iqOasmJ6C1L6ZCn1GTFyNik7Dp2dgBWxCCkMZDjq/2PvraJaz9J177rr7qq2Xbu7dLliC3ciOAHiCSEQIITgGhyCBXd3dwmaIAGCJbgFdwsJrgtbvqrWuVind0t1dZ/xjVPd+9un3vFczJG/JPO5me9vvHO+QbqTMfGhnrXlOa3MmqaG6obayobaqqZ6VhOzs57VUc/qqOlqK2iti68opKZluIQnOQZnuoTlUKLyPGNzPWOy3MJSXEOTPMNTqDHpIbE5kcmloclVXrEVLpGVzhE1tsGVFr6lpt6lOEop0iHXwDxWG+MCMkApqgKlpGRUVQE/9NnLieTlRKLYm7vaEuxJuMhg75rSvOFe9sbi3Mme8NXV89c3Vy9vrq+vLi/Oz9+/eXN+c7OyKuhljcSGpZJtXSzt7HDGWBMM1gipp6WhKib++N7dr7/9+g+iTx/r6cHdPILdfEOVVdUe3P1GQ03Rw9XZ1JQAxWL0oAbaWuoK8jJSkuLPJESePr4n9uSBgqyknqaagY6qsqyYjMQTaYkn8jJiSvISSvLiKgqSKoqSKkoyykqyigrSEmKPxEXuKciIqapKgcHKYDAQrA4GAAGqQBUVoKKqmpKmhgbU0BAC0VNSlH/88N4Xn//u95/94re//tWnn/7qs88+/fRXv/zVL3/xm08//fWnv/zsV7/49NNffvqrX3z66S8/+/SXn30c/+oXn/7qF7/+1Wef/eLT3//2t3dufaOsIIdGwhxsrXwoLrGhtPK8vPamJi6b3d/T3d/X08/tHRocHBkeGx/jTU3OTU3O/YME+yemmn9po9Efw6qf/Fs+dlg9Go78983xZ3T8c/yMjj/rf4b+KTqenhzt7AjW1lbnF+bnFubnFxanZ+YmeDOjk1MjE5PT8/NLa2uLq+vzy+sz86u82ZWh8RlGa2dbRw+9vrmwqDo5OS8iItXXJ8LNhepO8fT3dgv1c0yiOeXHelQm+5Ume+ckuKXH+CRGBMWGh8dExkVGxWflFZZV0euZbY1tPYx2bkMbp661p7Gdw+ob7uodau/oodMbUhOT3Jycfd09XRwczYwJtFD/+ITYkJDIwJAoH/9gL99ADw8qhUJ1cvNz9w6meFKt7VwdHNytyPZESxsLorW5pY0Z0ZpgRsJgTRAoXHhMckNrdzdnoprOCo9Mc3DyJdtQLMlOlmQHC5INydrR2s7N3sHd1cWL4ubj6xMSGpYYEBTr6xcWE5eamVNSXdvCaO1p6+SUVdCTU9KDAqnWlkb6GgrKMo8knt55/PCuyNOHstISGiqShloKFjgDC5zB3xhenJFSnJFSmpNempuem5aQGEVLj4+KDwuKpPoEebl4O9t4O9tR3Z2DPN1DvL3C/HyiAgNiQmlJ0VHpCfHFuTkVxcX11dXM+ob25ubutube9rZeVntPG6u7tbW3hdHZUMWqK2VX5DSWplaXJFUVJdYWpAy2N24sTu3tbu1ub/DX1zaXl7aX5vizw/O9jIGagrrEiIacxInWmvU+5lZ33XpL8Wpj3lxV6lxFykx1ynBJ/GRt9lxbZW9lTpK/k6OxIRGmriUjoSh6X/T2HyRv/0Hqj58ZPPwSJ/pNogWMnULdbs7bacldq02br0iaLoqeyQvlpXlPJzgPhJGzTQCxaOV4gm5JgHMezTvO28nb3tLHgeTvbJ0eHVqRm04vzi3LSctLiU2JosUE+9G83NxtLM0xMEMtgCZIQU1ZSlNNTl9TFQPVtcCjrcxw1ubGVgQja3PjsADvsADvvzT5u7dX3729+vDd6w/fvfn++3fvvn/3+sO7Fx/evPj+7YsP37///sP3b79//+bt9c0Vf+98fOGgsnU9ImvAPbgqML42rbSjvLGng93T0UQvL4rLSHXLTbQriCMWxFrkRZPyou3yY+zzom2yom0yol0zol1zI23zwklZ4bYJNPfEuPDUrKK8Kk5B9Uh51QCzsW+wf4zPF+wdPn9+dnkt3N1ubWPa27Hxxn04dBtMu9DKZrisYmF8bH//8PL06ubgbG9pVbi0cLW7erTD39wSnu4d36ytXg0P8Ruaa3zCkZhgPViAJixUDRYFxCapYhIQtsWmXpX2oS0UWhcltMM+ssU6osM+soMSXlbL6t462D+5uX759u13373/8O71h3cvP7y9+fDdi+/evPjw9sOHq3cfzi4+7G59WJv/sLHyYWPlnWBPsHzR1rrm7NOgiU1QNqQBoD5gqBtY11TPEPt310cTgr0Jwd7YxBaHt8HhbUwI9pZWbnYOPs6uAd6+YdSgqLColIjYTFpEipdnEAFFwBhCzKEGJADYWUHVT1YpDaxbjzabpAYulWWx4mO8MMYmquAAvFlves7p4Ngb/vqL3ZXj+ZGt3pbNpoq1qqLFgqyp9MTh7PSZ6vLNnu7lPo4nmRzs6WZDQJui9dAw7bhw2hqPJ+COjCZk9pCd+wyww9rIcV3MOAQ7ATOZQJmNoi3Gja3HTGwmyV5jfqFj8UlNLi5JAED0s2eFRtiDgd6XR3sz4zxf/3AokgBFEJBIcxTKEoklIYysUMY2aLwtEmeLMrZD4RyQRvYorL2FOYXqFVGUXTLM4ezu8k/Pzq+ur55fnByfnx2enR2fnRweH+wdHgj2T9Z3Dla3BVvb29vbW7u7wsPD/ZOz0/Pnly+uX7+4efPq5buXr96eXd6cXd78WDaCQyNwaAQWCUPDDEAqCk8f3n547+v7d7+6f+/O/XsPxcQllUEwDayPjnWOlmOthlOtNqVWl1Jl4FFt4FEF9aqBetGhPvWGPg0mUX0O8T1ecYzM4o6WziHu4MTwyGRBQUVEeGIkLSo2hJYZG+vh4GhhSggLDslISkqMjg6nBkQHh4T6+VM9KM7WJCdroruTraONlRXBBAs1kBF5ovRMDCwvhdACwLVVEXpAmLYaTh8c6mJRFkWpS/RqSPHpzAvtyAqlx3nnBtqmB1ilh9gkUG2DHM08SChPG1xKNLWppojVTK+nl1WWFNRVlTFru5saOpva2pva2uu7Giu7Ksq7SsvYFdkNhcnlFfGlxYnlpWm1VZm1Ndm1tbn0+twaRl4Ns6iquby+o5LBqWwfa+hbbB7YYA7yG/oFDVxBVftGRvl4VHqHf3RBQFxyVHxSRHhMcFDYD32m2JlT7MydrU2crU2crU0DvZ1zUuNa6quHOd3T4yNrywvrq8v8zY329nYmk3lz83JduFfX3E0NjMNjiTBtfQIcamsEJ8J0tZTlJJ/ev3/7yzu3/njr68/v3vpaRQXs6OLv5BuopKygKieeGOxbkZ5Kc/MwNoTBIbo62iAlJRlpKVE5GXFFOYmPAipLw3RBcF0NgJKsspykopyksoIUUFUOpCIPUlUAqSkDASpqqkrK8jKiT+6LPLwjLfUYoqdJJlvb2DoYmxAgUKi6toamjraODgQORxEI5gQCAYtBGuhoyEuJij259/jBnYf3bt2//fW9W1/d/eaLW1/+560//udXf/yPL/7zd3/4j9/85+9//Z+///Xnv/vsP3776X/89tPf/ebT3//2s9/95lef/+7Xf/iP33z5h9/d/fbLx/e/kRZ/CFJRhEL0TI1N7W0cKK6eXl5+QQFBUaHhCVGx2WkZ2WkZ/yDB/omp5iM6Xi42tpTnMX6gpqLgONJPj1U/Obx9RMfLtba/M0dGeR493urnNjn/wvgZHX/W/wz9U3Tc2dlZXl7mTfEmeJPjkxOj46Pjk2PjPN4Yb2Ziem5xdWNpbXN+eXVuaZk3Ozc2OdM/NNnRNdDU3F1c2pCZXRYWmejtF2Ln4GZNsnO0c/RwdQz2cY8L8U0K84/yp/i52pLN8abGRkRzkqOTZzAtIS4hPzm1JDm1KDo+OzI+OzQ6PSg8mRaVFhmbGRuXnZyYExOTQouIdnBxtnd28vWjunv4+HgH5BeUdLJ7B4fGhsd5w+M87uBYZze3raOHyx0bGZnuGxztHhzp6R/u5o5094x0tvczW7tq65rKK6qqa+pi4tKKK+rZAyNNrJ64pFx7Zx8be4oLxcfHPzg6LjmvoLSuntnG6mrv7Gnr7O7q7e/hDLd1cEorm6prm+sbWhoZHW0d3A52fw29KTY6huLogIZDgCoyctKiUhJPZKXEZJ49lRF/LC36QFr0vqz4Q12wsi74b48tRVK9I6neIT4UPzcHD0dre0tTB0tTW3Nje3O8rbmxjRmOhMeYYeAmCKgxzMAEASUZY21Jloa6uuHBQbGRkSkJiQU5uRUlpZUlZYXZuWkJKZEhUQG+waFBkeFB4fERMdkpqZXZxU1VdHYLY7CrbaqvY4s3cri5eLq/ebGzdrK5fL61drg0tT7MnmguH6zK4zWUr/azNvpZaxzmCrtutaNupZ2+zKqdb6keq8sbry9Y7qzd4rZOM8orwnzi7UyjrYwiLHBxdmbxtqZBKO1QQ0CeKYRui9gujOC3l2615K3WpS3TUxeqU+crkpZKY6YzqUNB5p3+xFpfm0IqJTPIN9Td0ceRRLEx9bAxd7c287Cz8He1D/F2DfZx9Xd39KPYezrbujtY+7o6+FOcKPZWJmhDdTV5oIoMWFlaU01OG6ioC1bRBatoA5VUZSVlxZ8QTbBEk78Cm4OVuYOVuYsd/vXh3svT41fPz15dnr+5uXz7+urtuxfvX734/tXr9y9uLk5PF1d3WZyllJIR39iW4ARGbiW3lbswPL0+OTU9PtDD6ShjNca2VQWwKzy7Kz3Z5V6d5T6dZT7tZZ4tpR5Nxb5NxX7NBR7NeW71uf5l2dGFeYVFZYzciu7yxjF239LMNH9r81Cwc7YuPFne2FldXNkcGlmsqZ5MTBiJCGH7ezCDQrf6uMc7wt39w4Pd42Xe4uzwxO4m/3hHKNg9Wdg8W1o/ESxur3Mm2fm1viZueogQXXSEvkkKwroY50a38GNYBbTY0lrJQUwbaosVtdGcWoVxLcA5pKfnNW+tb728PH/z8vrtzc37q8u356cvjw+uD3YuhZvXgq3jtfXzpaWLUc56eXZ7gFeRs3uRs3tmYCKNmufkkqWNjFYxDFc2pAEM3AG6ZCU1fbC63t9dH/F4KzzeCoezxGDMMRhzIyOisTEJj7cyxltjcVZYHIlg6RifVtjY3NvS3F2WX+Zm7YyEIvUg2irKkgDRe8iHdzyfiCTIygcoyZg9fWIJAFZFRx1NDLxd421zWxYKUycj/MeDPKeCvCa9XUc8XIY8XIfc3UbcKKP+wbz07NHSitzwyNigABcbEgqhiyegvL0olTk53KKKCpJzExQ/oIkc0tYfhECGDQxGYYhhOGoEgx/CEAaNiQtYhzEL11HvkKmYuDYXp1gV5Uhp+WIrm62B/teHJ4tzq7HxaQi0CRxlgsSYwTGWcBwZibdB4e1ReHu0iRMK74jCO5qaODjbesX4ReRHxHHr67bn5k9Prl6+ev/67dsXb968fPf29dtX11fn5+dHh8fHwr1z4d7N4fHL09OX589vrq5fvXj5+tXrty9evr158fb65eurF68vXry5ePHmx7IR/sw4f2Z8abR/rKero6mxpLAoPCrWwc0Lb+kIw5IgCDNdpL2WcSDENlvXqUrPrVbPtc6A0gR1b4J7NKG8mUgvBsKzCevXah/XFZDSnl/a2dbS09rcwu3jDPQP5WQWxEQmhQeGJoeHZ8XHutnZEIyM7Egkf3c3mq+fP8U9yNvTiUyyMTd1tia5O9m52JPdnW0drIlwiJaM6CMNZRltNRmophIKAoRqq0K1VPEwbZqLRXGkW22CZ32SV2tWQFtOUGUsJSeInEklZgeSM/zsQ20J3iSMnz0hIyaQWVPc2VzPoJfTiwtb6NUDrIahrq7+nqH+nqGubm5Da30ePS6/wb+U5VvH9WscCmkaS2BNV3KXOYMLk6OzS1zeYt/k3PDk/OzS2qZwT3h0fPj8+fnF1eHh8T5fyJ+Z2xwcXe0emescmennzc8ur6xurm9sD49M/NBnVxszVxszRyu8ExnvbGNK9XTMz0joYNaODXLmpifnZnlTvPG+vm4ms7mktCI1I9vXn2qKJ2D14ESQdgDEIAoFDcFAzICSKqIiore/fXr76yff/lHszpfKkmJEU4vIyKTYxGQS0cQIrk0ygtmZGpvAYRiYAQqur60NAAIUlBWllBWeaYIVASrSinJiaopS+logEzQCC4cBVZRUFORUFGXVlORAqopgNRUwUA0MBIKBQKCqiqSYyKO7t548uCMlKQEGqWOxeHOilYUlGW1kDDGE6egZaOsaQOEofSgMhUbaWFm4udgG+VKiaf4xodTYUP9Yml9kkHd4gGeor3uwr1uAl7Mvxd7bxdbd0crZxsLBimBtjiOZYQg4OAahD9XXMdTXg0OhcCgUiYSijRBmRAtre2dnd6qHT0QgLTk2sTA9uyKvsKa4vKGusb2usf0fJNj/EnT88fjpK3X/OnT80fi5Tc6/Nn5Gxx9otyLL4pO/ClUyY/N/X50fjo5xfvanC5+jggMZs61/9aBF4Mjun982UqT1yV2trCnW5iFrcyoQdfcTVFHFf43/K74wIpcNN/7lz1gfpAC//OQTSWzF0l/8NmEFo4iMEvnkk08++UQdG99esf5vt+u/i/4pOm5vby8tLc0vzM8vLszOz83MzfKmpyampsd4M/PLa4urG4urG7OLK7zZhdHJ6f7h8Y6uwUZGV3klMzO7PComIyA4xtMn2NuPFhAYGRWVkJKWnpOdlZ2akhQbFRkc6GJvTyJauTpTPNz9vbyCPD2DqP7hSQnZBSX00oqG3ILKpNQ8/8BIv4CI8Kjk0Mgkd/cAR0cPoqU1BmOEw+HRaCzMAIVG4MyI1mRbJzcPXw9vqrObl6MThWzt4Ozi4ezi4eXt7+Hp6+Xt6+cfEBUdHxYaHUClBQSGBgXT/PwDYuOS8gurmtu5LV39WYWVCSl5BcXV7WxOL3doYnqONzO/sSnYFuwdHZ8eHZ/s7O0Kdnfnl1c7e7htHb3Mlo76xpZGZnt7B6exqS0lNcOb4oHHoDQAyuJPH9y//fWdb768882Xj+/dlhJ5DJCXUVeW0wLIY6DaGKj23xhuSzCyJRhZE7BWJmhLY6SFEdwcCzPDQC0wMCOoHtZQF2Ogg9DV0AOp6IFUDDWBaH1tM7yxm5OjvTU5JCAwOjwiOT4hLyu7NL8wKyUjKSYpMiTWxzPYxys0iBpJC4oKoYZGBCQkRqdnp2SU5+a0V5VxGqq5LbXc9oaRlpr+xsrhJvpsF2NzoF04zNofYZ9NcI8WJ/enR44Xxk7mx/jDffvTIycLU1tjgyu9zJVe5hyr9mii72yibyA/qdjThlecftxWvlWXs1adUe9t3eBiVkVGF1tAWH4kTmEsv6Nc2Fm+3lywxixeachdrkqNrkUWAAAgAElEQVSZK4hYy/QZivNqiw/JCKR62jk4kUlWBIydGdrKCGZtjCAaQQlIAyOojhFcFwPV1tdU1QaraKjKq8hKKEqJKkqJKkmLKUiLyUg8UZIWUZIWUZUTBypKq6vIKUqJPr17695Xf0TD9NEw/b80ea6VMdfK2OT28kcGhZNje9OTpwuzl8uLF0tT1ysTNwu8l0vzJxOTvPYeRmVnTnZXSEKrX1xjRkk3o3NibHZ9YXVrZnZ6ZnJosr+B15Mxw45d7KAtdlIXOv0WOnwXOnzmO71m2J7TbP9pNnW2w3+mPXiwNbW1vqS6qquovKuCOc7sXWzrmWa09FfWdFbUdPe0j4yNLq2s8DcXNw5WNg7nlvdn5xlFxYX+ITM9fVubW5vCvZ3d0+UF/vKSYGp+Y41/1szdJPkXm3sVUmPqy2smisrHHDzyzCh0ok+TuQ+T4MOwoDYTfGotfOgWnpWmLgVGLlnmvvle0TUFJV29jP5NztBKG2NvqPt8blIwMrjYzV7h9s11d/E62qdYbZMMRn9FASc1dNDfut8BX21CiMO7xuFdLdF+MCRVw8AbCA9WggSp6geA9BxUQIZios9UlVT+7vqopaH7Udqaeh+lowXR0zHQ1jbU1oXp6Bjo6cGcXf0bmN1T00uz0ws1Nc0ebj4ofShIVlr8zpcPvvhU4uHnWDgIo6Ue6+69zhl4ubG4xqa3hzj1OBoPWBlx8Oh+DGwUbsiDw6ZhqBkEbgZlOk8gj1g5cv1CxooqXu8dr84tl5dWdTS3NTc0VtLptQzG2PDo4fTcPpszGRLdgSey4PBuKHQYCps0REwYIKdhxjy4CQ9jMWNiN0l0m/IMmomM6w4ObqOG0KkhJTHxw+3dR3snx8dnDGaLrYMTHIVHGZEwJjZGBDucmb2xuQOB5GZmRSHaeDrauoV4UHOCwmqCQjhpGVucUf7ykXDvWnh4tbV3vrF7Idg729893ts92tran5vnD48tTsxvzW8erO6cbh2e7J6enlycHp5dCQ/OFlb5Q5Nzw7z5Yd78j2UjgtkRwezIyebKIV/I3zgam9qtbV8uZCzl1E+lVHBic9pCkho8o+qsgqqsw5j20SyH2Hb7GJZTXIdnSh81azAwd5BWOBxRMhpbPBCX0ZibXpSfmlJfUToyPNjT3ZeVmh0blRgWEJwRG50WHe5oRTQ3wpgbYUjGRpY4rAuZZE8ikM1w5jikOQ7lRLakOFpTfVxsrUylxB4pSIkoSj3RBcsbaikbairDtFVh2momcJ1AR7PCSLe6RK/GFO/WXP+2goDyGLcsqlWGn2VukG2mn32wFc6HbBTkRMyND2uuKelk1LXV0Vvo1axaek9j9mBn/Xj/wHj/wMjAWC+nr6GtKq86PqOMlk/3qe5IrO4pqOEwGEOjtezxauZYUQM3rby5ksnpG52b2+BvHR6dXl2fP784FuwIJ6ZnGxuGMjLYUdGcpEwevXl9cGpreWNzkz80NPJDnz0drTwdrdxszV1tCC42BDd7C38PB5q/R4CPu6OdFQZpqAFSkZORkHwmLiMr/0xGXkxSQlVaykJNPRICz0Vg0tAIb6i2JVTTBQ3zJ+LDrAlJTsSyAJe2lIiuwixOdWVvaW1jZnZKANUahzXQ0jYwgBiioVCUAURXQx2orKYkqwlW0QAp6euAtMAqasqyIDVFuL4uHoPCIhFgNRVVRTlVRTmgqiJITRkEUgMCACAgAARSU1GSF33y4OHdu4rysvoQXR0dLQ1NDV1diK6eoY4uRAeir6NvCIEj4UbGMBQKjoCSSGYUR6vIQM+M+NCshLCMuJD02OD02OC02MDUqKCUyMDkyMCkiICEMP/4MP+EcGpCODWG5hcR5Ovv4+HmSnF08bR19CY7eFvae5rZuxPsvIlOwY4+CW6BGT5h+bT48tjMhpQiVnppR2Edp7CO8w8S7H8zOv705wP/G6Dju4OW3J/R8V8XP6PjD/T3CPCj5tvJSl9+ouQa2L3O2jxkzQ9H+hl9/ok2mbH6ow/+Y3T8OF6fTQ4w+vyvKbG1O0n2E8lnSnc/Nyoq/xMftg4X6X7x5TOH2or1w9aRdg870z8z7f/z+qfoyOfzV1dXl5aXF5eXFpYW5xbmedNTY5O8qbnFj9A4u7gyOTM/OjnNHRpl9ww0NXdV1jTn5FUlJudHRKVFxaTHxGckZxRlF9RU0tuqa1sLiqtj49NCQqIpFD97B09nV6qjs5+Dk4+9o2dgQER6Sk5hfkl5TWNeYUVUVFJkREJ5WS2b3d/C6qlntjNaeyqrGysrapsamiuKy4tyi7PS8yIjEmIT0oNo0RRPqrm5DZnsZE12siY7kK3sERgsHIkwgEBAqiowPT0sEmFmSjA3NzczJxqb4GEIuK2dY3pWaRt7uLK+PSWrqKyybmJ6fmFlbXpufmx8cml5dVuwu7O7d3x8eHp6fHxyJNjZHpsY6+Nye/v6u3q5LHZPX/9wE5OVnZPv7+dnYWKspwEAKsnKPBN78uDegzu3H9+/d//WLbGHD2REn4KVZfXUFfEoPTzqb2s19hZG9hZGVniECVIPB9NGQcBwHQBMS9VQQ9lAC6gLVtFUUwApyXyUhqo8REMNaQgh4DDOdtZ+FNcwql8cLSQ9NiYnISElKjoqiBbsHxrkHxkbnREXl5WSlJ+Wkp+aVJqXVc6obhxsbZnqbF3oap1jM+Z7mnm9nXP9XP70zP7S0u7izPb06M4sTzDNO1iYOl6e3Z2d4E8Ob/NG9uYmDxZnj1cWLhdHzueGz2aHTnjcHW47v7Nxi1V72Mc8bEmdLgrhZvh3JFK5uYnj9LKx1qbBdia3s53Lau5jNnbWVjPKyurzCxpzclj5Wb350a05cSlB3u42NtYECzuCuauZqQseY22MsEDp4+E6aH1NuB5YF6ykDpADqkgrK0gqyUrIS4nKS4nLPhOVFn8qKfpY4ulDiaf3ZcUfq8qJg5SkAArP5CSePL1768Htr5FQfST0r9Cxv6q0v6p0mFE72FI/zGoaYTXxWMyJxtqR0uyBlIieyJCu0NA6z4B0+4BAUoSHVZYHtSo8rbm6aWhwZHZxaW1hcWlqijc8xB3pY0525Q0zoieaAnkMn6lmj+kW99lW1xmW63SH20ynx2ynxxzbZ7I9vJOZV1lJzyrtzijpTSnqTSlgp+U2l1ezR8aW1zYOD5Z2dpe39zYEB5uCo83ts62dvaWNKc5IZ3XT5OAYf+dgYWNnamF7YkYwuXQwzb+sZEy6hNaa+TXgfRimXnUEjyq8exXem473bMK612EoNUbulVjXQpR9Kt4pjRbLLK8b6RxbHV89WprdH2vqbIsJY1BdmTTv/oLkmcYKXnPtBIsx2dUxzeleHBmYHhyc7utbbCiajPbqtDYpw5uFYlzM0b7maF8f/6rA8Hq3wEJ90wCAoQ9Q10MNbC4lI/P00T0lOZm/uz6qKCmrKCkrKyr91+DjWFlJRUlJWUVeUVVBGQHFZueVz8yv8LeFwxNTOXkF1iRLR0tihI9ndW7WwtjAxuzk/hb/eH+Pvzg/WVHW6+U5bEnshcJ6dPS52vrDuvrjOroTOtoTEMg4HD6GQs1hTUctbFnuvlu9Q5fH15nZZelZlbnFdeGJWaERydERKQkRKV7OPrnpebOTsxf83a2WTo6LF0cXwdM0nNLQH9cxGDVEDCKRIxj8uIndINlrODhmi9GxP7+ywlvsaGqvrqqvqavv5fZu8td2d/dGhnmtrB5WJ6erd6ivf6x/aHJ4bGZscnZ0Yqanvb29srIlPqHJw7vF1bM+KLEstamwYqSoYbq0eaZjZJO3vLe9c3z+/Oby+s3e0fnclpC7uN06tdk2vTW0frC4d7L7/OL4xYuL168v377ff/5y7/Rm7/RHN6zuCU/3hKf8zbORcUE1YzYqp981tscudsAtbTgwbyi2ZCKLPlvSslzVvVXLETRwBJVdy2XsudL22Ur2Yk33cnXXQjmLV9oymlc9lJRYHEUNTgkPqq0uG53ktXdxkhOzosJjQgMCspNiY4P9nKzMiXg0AWFojjSwNzd2IOLsiTiyKcrOwsjVjuhHcXa2IRnogLEIAymxJzISIspykiAVOYgWAK4HROkD4XpgFATsZ29aGutdl+TVkOzZkuPXVhhQEUtJ97VN87XNCnZO8rf3tzX2tEKHuJEK06NYTdV97FZ2G5NZT6+vLC/LSa4pya+pKK+pKK+tr2/p7GSy+5o6RupY48zOqXLmeGIZNziXG1E6kVw9m123kFk3F1HYn1o5Wtg8W9272jSyzZ7d7pni944Je7hbvR3THdXs1gIGp6ZjpnuEP724t7W1tbUxONj/Q5+9nMheTmRXGzMXa1MnsomrnbmXi7W/h5O7I9mKgEXqawAUJCVF7ok+vvfwwb27d+9LSckgtQ28TEghFmRPnLEVHEnGW7ra+VDtHPwtySEWxHhzszwbUp23R3dS8kB+aXdueXNGfk1aTkFCZkpUsr+nv60VGY/DIgwNINpaWmCQvo4WFgkzxxvhkHBdbRAAIK8BVoVDIUZoBA6D0FYHAFXk1VRk1dTkweoqYHUAAKgCACqCQcpKipJPHjy8d/sbGRkRdXUlVVU5MAigoa6lqamlrqWhCdHXMoQbYIyQeDwKi0FjkPZkM4o9MTrEOyU6MDmKmhzlnxLtnxrjnxIZmBoZlBIVlBIVlBIdnBZLS40JSYkJjg4ODPLx9vOmenjSHN3DrVwjTe3C0FbBMGIw1IJmaBGGIEejbKKxtlEElziyR4q9T6ZbUD4tqZaWVPsPEux/CTqej2fmR/rl/EA/7Er6/2d0PJst/jtzzIn0S/NCB/6Mjv+6+Bkdf6AfQ0dBfgzsky9IgcPCP3/4sTYITMpf/5EH/0/QcfOQNVuP/eKTr/06W/7yu4AJyWWun38Co3QLPr6thRH89V+WQH/WX+ifouPGxsby8vJHdJxbWOBNzYyNT45O8GYWlmcWlqdmF8cmZ4fHpjgDo6zO3oamjrIKRm5+dUpaUWJyfmp6cW5+dXFpQyW9rY7ZU8foLq1kJqcXR8RkULxoVrYeZDsPK1t3S2s3AtHB1MKOQLSzINkSrewsbJwc3Xwo7v5+viG+PsEUip9fULiHf4hHAC2AFhWfkBoZHpOSlJ6RmpOSnFlSUlNQQi8qq/vYAseK5EC2tLMm2VuYWMIxCBhc3xgF11BSMFAHQbU1DPR1TEyNTUzNECikvKKSlY1jQUkjs30oOassM79kcHRCuHdwcHS0LRSsrq+trq3y+dtHR0dHRwdnZycXF+cbG+ujY2O9HA67q6d/aHRsapYzMESvrQsPD7Mjkwy1wKqyEhKP74k8uvvk4d1H924/uPPt43u3JR4/kJcQBSvJ6KsrETD6BIz+3xhuDNM2hmljDTTg2mofiRECUtADyusC5DRU5UFKMmrykiqyEsoy4iqyYmryEloAeZg2EI+A2JnhvOxIwW6O0d7ucX5e0V6uoW5OkX7eydHRpYUlzcz2zo7ezo5ebu/Q5OTC8szCyujI5jBHMNItGOoUDrL53Pat/lbBUOf2QBd/oGN7sGNzoHWjv21zqGtroJXf37rFZfI5jQJOwy63YY9bt9tL3+6p2+5r3OxrXu1tWeGwVridywPslcGuZd7g5sKEYGV2Z2Vhf2V5e2lxbm5mcn52gLc8NLHIGeT1DUy190zUNfUWFdDTErPiwkJC/TytTTBWGEMXMyOKOc7VBOuARRBQEKyBBkIHoK+uog1UACtLqylJKsmJyUmKyD57KislIiMpKiMhIiX25JnII7HHDySe3pcWf6wqJ64mK64k+VRK5MHje7fu3/oaBTNAwf7qTCmvt4PX2zE33j83MzI/NzY/MzIz3DfMauqvKekvzOxKTmgMiSjxDI8i05xNw5zt8n1pDQm57RX0blZrN6uF1djQWF1VW15eXVtdVVueXZkTUZHmXZbsUp7qVJXhRM+wr81yrM91acp1bilyYxZ715ZG5xWWx2e1huWyQ9LawlPbEjJZbR3zmxtngs3d7bW13S3+Ln9zZW5qbXF6d2Npf2Nlc2ZmcWh0l3+8zT+amFmfWBBwx7eWhS9a+redaWXmzlnGToUY52qkYy3CvgrtWI5yLIXaFyHt8xB2OVByMsk7LyGf3dS1OLX8fJ3/emnzdHH7YHZB0FzCqopI6stKHq3In2cxZntY09zOfnZLf1+HULB+eiQUbC6tzEzMd7ZNJMV0Obtl4xw8MAEYdKiFS6GFS2FmwfAob3/r4OXInCA5p83UnKaoiJCQePrwwTeKctJ/d31UUVb8KDVVZSBA9aMAaiqqqorKSnLqSopAOTk9dUhUdPLA6KRg/+BAuDU7OTrDGxUKNo6Pdk+O93f4W3NT4709TcMD7KW5Mf4Sb3d2ZKePvV3ftJaSNe3t22tm3gPV52hq9GuCh3S0h/X1RmGYPjPiSlHZ+7PrKnqzNSXYxTPO1ycpJDg9MDglNCorNCbbzS/KwZ1GdqT6+Mc001vPFld3Otv6XO1ZMEivOnhMQ2sAojGERPcZEfud/dfy6YcTcxNzK1UtXW09Q1Mrm9snR4fnBycn+2cnRyfHFyfHFydH58eHJydHp6fHJ6fHJ+enZzsC4cosb5LVzElJanFyYRDtC0j+0e6ZgTENSVUjNf1b/SsnM/xD4cnJxYurm7cvD55fzQquWnmH2Z1b0bUL8fTZ3Ia5xu7N3ol53ppwYetgRXC8vnuyvvujxQN/Wr0/rd7dv8LOu4zkXWXiQ0d410ED2tC0TtsELjV7LKliJos+mVrJzarqzS7rzK3qza4ayqOPFtZNltRNVTFm6S0zdAYvPa81NDAh3Ms7LTqUxWoemZqrbmTRaAne3v6u9nY0X4oL2RQH00VBNDAQMBEFcbU29bC3cLTE2pohSSZwHExPWuSR5NNHqgoyT+7fuX/727vffvPNF3+49dUfxZ48FH90G6GnhjbUQkLADibQrBCn0gjHwhByYahVPs0y3A7tgtaxgapbozQtMZrGcKCNkU6AG7EsL7GL1djX29Hd1d7W2lxaWJCVlpybXZCRVZ6RVZ6UXpmYXReX25xTPZxTM55WMkDL6HKJY5sGsTC+DKx/o2VIk3VEu0Vwq3kAk0BtMqbWGwU24AKb8P6NxoHN6AAGLqDWLLDSKYIel99W09w3MDaysra4tr7E7e/5oc8f0dHFmuBiQ3C2NnWzt/BysfZzd3SxtbAxxyB0gWDFZ88e33py/9tH9++IPH2iBdJxtXK1wZMQMKSBEQphTjI2cyWZBhBM7S3wtiSEuRfaIgRjlkh0iLdxj3EILI5PLU3JyEtMZ1Yyy7IrI/0jve1c/CmelmbmODRGX0cXbmBgSyKZYDBoKBSLhqlrKCsrS2tqALAoKAGPMcYiNIFKKipSysrSagB5VaAiAKwMACoAAPIAgKySnPy9218/ePiFvMJTFRUpEFAFjUTjcDg9Qz11PT2QnoEmFK6LRCKNsFA4FIc2dCSbBnk7pcQEpccHp8cHZ8QHZsQHZsaHZcaHZSWEZyWEZydFZidFZiVGJEQGhFH9vd3cXZy8bByo5rZBWDINYRkKJUboW0RDrRIgFrEa+DCwUaC6kR8Y46GOdFM3cAZC7Iwsg4wsg/5Bgv0vQcef2+T85HP8GR3/HD+j4w/0I+j4kRL/C/b+twT5MbA/3fx/Dx3XBynAu7Ixg62z9dgvvpSNGfy4J7Z1uEj3i08+R6Xmze//u136b6d/io7Ly8uLi4tz8/NT0zMfuXF4ZGycN82bXZycXhgem+IOjrF7BpitXTV1zcXl9TkF1Zm55enZJfnFNcXl9fSG9qaWXlbnYCurn17XnldQExOX5UeNItu4E0kulmQnc0sbEzMSzsQCizfHmhBtnD2jEjMrapj0+rbKGmZlZROd3lJa0ZCdV56aWZSQmhkaFWfn6BYWHh0UHGZBsiVYWhubWVnZuhGtnMwt7UwJlmYEkpkpEYcyRhkiIIbaBvpaRkioDkAJJC+rr62urQVGoODePlQfX3+ilY2rh395dVtxZUtiRjGjlb20vLqzt7ezt7Mt4O/uCvf3946Ojk5OTnZ3d4XCHcH27sz0wugor48z1N7R08MZ4gyNNrPai4uLPCkuRkhDPZCypoqsqpy4pNj9xw++uX/ny/t3vnx8/xsp0QdK0iIaKtIQsCIeoYtH6P6N4WRTFNkURTKGE1AQvKEWWgcI1VSBgBR0AHIaqrIgJSk1eQllGVElaTEVWQk1eUlNNQVDLWUcVJOMg7lYGHkQ8R4WRu6maBcszJWAprk7ZiXEMBtqB/sHFubmtzY294WCzc31jfmpJS57g8Pa6m/d5LZsD7L3x7hHvI6DcfbJRO8Zj3M40Xk0yd6fYO9P9Ap4/cJJ7s5E395E38E4W8hlbHZWbrMrN9n05Q76ArtpopM5M8RdnZ/d3RHs7AhWBBez6wejcxuDo/N9fWNdXUMt7Rx6c2c1s6u+pYfR2sNs5zI6hpidw109o60tXWlxGU4WZBLS0MXY0N3M0JFgYIU3NMUZ4uE6KD0QQgcA1wEZaqrpgZS01eS1VOU01eQAylKKMuKyUiJSEo8lnj4Ue3xf9NE9cZGHss+eqsiKAeTE1GTF5Z89fXzv1p1vvvxh1XFtdnJtdnJrfZEvWBfubQt3twSbK3sby7trS+szU7O9fR0ldblheb72CXbWKRQqPTyVnV/JaWaNDHBGe7u5LBa7pbWH2dxDr+8sKKGnJqcmRIVG0fzDg3wign2iAz2jAjxjg32Sgr1TwvwSo2lxSZm0ZAY1keMe3+4d3ZhRzB6fEuwIzzeXtwRLa4erq7sb24KVtePNjVP+xsHW6u7m2u765uX+yezC9vD4Cnd0bXh6Z0n4NjKjBe+Ui7DOgNrkGJDz9clFEFKhHjEXapltYJ4CIcQTHOJDEuuZPcvLgqvtg+tt4Zlg+2Sdf7S4tb+wut1Y1ZEXnt9XwZzo6Jwen9jhC19cXL58+eL4+Rl/T7C+sXx6KHxxurc33D2WEtXg5Jti4m+HDNZDRmgYxXiFtXmFtbV38oW7lzuHZwtrfHpDH4USq6xk8Pjx/fv3v5H7EXRUVwWpq4LU1cBaIA0tsLomCKwOBIGBIBAQCACogQFqIDU1LS1IaER8/8Do8cHxzcXzs8O9k53ts6P958/PLi7Oz08O9oVrm5srq3OzY5z+DmZLbWV1F4s1zuFuLS1sL89tDgz0p2bSre0rDWE9BogRdT0mzoLu6Pa9cGePv+PnHRzoH5GRWVDTyOgZGOCOjHBHRsenZgeGxzu7uYyWjvzSyuCo2ILS0uvTo+/5G920YDoC0aJvyEDBanFoJsV1sqRUMDq9vbDNbOQkZ1VwxqeFB4fPL46ubk5evrk8vzi/uXh5dXVzcXN1fXl1dXF9df3i4vL64vzyaOdgY4U339o0FB3BdXHpM7FuRLtmOqQlRleXtYx1ze8Prx0vre7vHJweXFyeXr8QHj5f4T/nTO7XcfjlnK1G3kHP2tnYzsXWwbng8HxLsLu1LtjZ2t3Z2v2xbARGYcAoDIRHM9KzBe7ZbOjOgHo2wbyb0IEtFjG9jnHdoWmdRQXMpvw8bnniYDmtrzysuSiuJiejKLM0N7sxJbMlKpVFS+zwicgODE+lBoTn5eQPcAcHB0bjYpNsre3MTM0JeAwJj9ADKgJlZZUkpeRlxOQVRdTBqjCItpGBrgkcAjfQeHj/q2+/+f2db79UVlK6c+f2N9989fXXX379xR9vffnl3a+++varPz4Vva0NloWAZXRB0sYITYwhAKUjh9ZQQIGAKB0tJFQXi9FDIzSMDEFIDVUdoLQRVCM9IaKX3dLLbm9sqKuro9fW1mTmZcUnp0QnZEQnZCRlVabkNScVssMyW33jGwOiGzwimdYhLIwfW9+TpefBNHBvhFEaUZ5MuEc9wqsO6d2A8WUQQ9vs4zp8s3pjizjZNd0VdbXNTdk9jPCxVt95tsdGv99KH7W3NuCHPrs6kV2dyM5kUzcrPIVoRCEZeztY+rnaUuyIViZIuC4QoCglIfLg6ZP7YmJPFRTlQQBVZXkFSVEp2WcyMjJSCmoAoA5SD2VnYBoKMQvVNQ3RxvnpYb2gRl44Ypizd5FXSKGTT1pMZnN+3RgttZEaVUINSfMLSgwMz3CghBFtfUk2nngTS0OIPlQbjIbrG+jrqKnJqaopaGtrYjBGpqamSARMAwgCKCupKsgCleWByrIAFWkAQFYNKK2mqizzTOLRvdsyEiIAZTkwUFlTE0ggGJubEwkEcxLZAWdiCUXiDRA4Q5SxLhRKtDQN8vPKTYqryEqvyk0vzU4qSI/LS4koTIkuSI7OT4woSAnLT43MTIyIpgX6e3s5OLhYWFFw5u5oUy8I3ksTT9UxC9Mzj9WzTNU0SwThojQwYWBUCBAZAkLRtI3CIPhwC5csC5esf5Bg/8RUk8ncfP3hnZDp9D/6zzmcurffff9uszvg3zfHn9Hxz/EzOv5APzjr+BHw1jrJd/6yMPiXN3+sBP5/3rA6E+2g/smfN77u11f8V7FxKdpO8k9VzUPWprCiwvvZx4OOMeWpI8L/S1P+n6B/io6rq6sLCwuzc/O8qZnRsYnBoVFu//Do+NRHaOzo4ja3ddc1tlXWMErK6/OLqrPzK/KKqksq6itrGQ3NnSz2QEf3ELt3mNnaXVrRkJ5RFBaW4OLiQyTaEYm2ZuaWeBNTIyMcBm2EReOIZla+XoFhIXExYQmJcekZ6fnZ2cXZ2cU52cVF+RVlBVW5GXlpKZmMptbC0gpLG3u0sSkMjTMlkgkWNsamRLyJhQneHIc1RkJhUIiegba2pgZARVFGC6SqpiirIi+DRiE8PDzSsrKra5mNLe0RMcl+wTHlNay0rPL8opr+wZFNPn9bsL29vSUQ8Hd2BLs7O3s7u0eHR4eHxxsbfC53uLOTw2L1Mhgdbazu/sGxlrbOopLS8C4fCC0AACAASURBVDAa2cIUoa+pC1ZSkxOXEX8AUpMCqkmrKkk+E7v/9NG3z57eUZUT1VSVhmqpmmMNzbGGf2N4qJ97qJ97kIezr6M1hWxubYwyhekhdcC6QEUNVWmgooSyjKiC5BMFSRElabGP6AjRUELqgfBwbUuUvi0W6oCFu+EQvhbG/rakKB/PlNjIhLjY1NTU0tLSwQHunmCLz+cvjY/OdbRtclk7Y90CHmd3bvRsdU6wuXS4I7g8PDrkb5/v75zuCvYF/PPjk5XpccHy4tmOYG54aG18dH+eN9PZMs6s7W+sHOtoXpueOBQKD/aP17f3p5e2+ifmOrvG65s5ZfWsnJK69NzquJSSyKRiWmJRRn5leTUjr7Ait7A6p6ShuLq1vLo5L78sgOJDxGDscEh3IsbFDGqN0zNGaiKh6niErpUJ0omEd7Eyc7DAk3BIM5Qh3lAHB9XCGGjoqSsryIhIij8Se3pP9NE9scf3JUQfyUmKqMqJgxUkQPLiQEVpBWkJCZHHJkZoEyP0X5q8s7q0s7r0/HDv6vz05ury5cvrt69evLq+vDo7Pd7d25hdHmobqcxsD/Qo8XQvDYpiphf31zSP9PXPDg3z2N39jS1d5TVtpeXN+aXNiVnV0XGZQUERzk4e5ubWREs7Z3s3H09qaFBkUnRyWmJOckZlWEqDZzTLMbjdPYJRVj+xtn5wenh4tMs/4G8erW8fr2zurwqPlvkn82tnK5sn2zvHh2cHx9eT0+vTqzuDk5uz6+eji+d2fsUwUpoOIQ1ikaVukadplqmOT9Q2idUxiUBYRockNDG711c2zncPX+0f3+wdnOzuHwoFO4Jt4drG5trm9lD3aEZIamNGWQ+9ib+0dP78+dt33333/sPb99+9+e7967evLo73TzaWN4e58xWFTV6e0SSaBTZGAx2tgKUpoYK00eHa6HAHtyx6I3dh9WByeqO4hGFJpMjJAB4+vHfv7rdyslJ/d338iI4aAHUNgDpIDQgGgNSBYDAQDAKCQEAgGAhQBwI1NSGBIVG9fYOHe4dX52fPj/YPt9bPDnbPzk5OT4/PTw8uTvdOjg/ODg92t/izvOmmhqbUxNSkiLicpLTqgqLBeqagi7PbxlovKpwKCR60tWc5Unbb2t8cHu5s78zPrmxv7p+dXT+/vrm4ub64ub55/fry5sXV9Yuz55fPL69Pzi52D46Ozk6fnx2/OTv6fmP1oI4+TguZSYzbKCvdZrFW+vpHekeqalgB4dmUgMRqRhd/5/Dm5vrFq6vL67ObF1evX7y6vr6+fHF5fXV5c3V9eXl5fXNzef787OBwY3FyvLqi3c+705rMRpvWGlhlkiJKU5pY3QvDKyeT62fLK/tb24db+yfCw3PhwcnG7hFv5YgxsFHcuVjBWe+YPZ4Uvhacv7t49/2r776/uH51cnZxcnbxY9mIEZVhRGXAPesMKXX67g367k36Xs0Qn1YolWUSxiaFt3vHM9Oy6dWFmR2VseMt0XN92Rs8Fn9hRLC+ura+NbeyNTS72sLhldR1p+VU5OYU1VTRu9h99JqGoKAQgjEeAYPDDSH6OqowHWVDLUWotoomQBqoJA5QkQUpSINlJIFSknKiIuJPHj28fefpt19rK0uJ3vvqyb2vb3/zx9u3vrpz+5sH9+89uvdQ4uFTZXExdVkpLUV5bRUlXTVlqJoyTFMKoiWqBX6mDpTR1lDQBslBwMpQDSAcAjBG6lKcbHLSk2urykuKC8vLS+vra5samcxmVnfPQHfPwPD4wszK3uL21cDcAZO7llM76ZvcbhvRiqW2QL2YcI9GrHcDLoBBjOpwSeoMzeekVQyVNE50DqyNL+0tbQo2+cvbGwM7i9W7vNjdQRdBt8k2C7bdhliko7syET/02cvJwsvJwtkK52KFc7EydrUheDlb+bjZuNkTyWZYhL4mUFlOWlxEUlzkmYSouLjoM9EnqjKy2moAXRBASVZCVPSxhLSCMhAKhNhqYjx1TIK1cMHa2ABNpK8m3Ecd5guCugAN7XWxbjpYFyDMRh1qBUGQDVBWSLy9IdYGibe3cQnQ1EXIySupqSppaaoj4FBdXRAQqABQU9LV0cIZoUxwKAwargUGqCrKqSrIqirIqinJq6kqqgGU1NUVgQBZNWVJgKokUE0KBJQBgeXAGsoQA32IoYEBHIXEEozNyURbZwzBEmqEw+Jx8bEx7LbmOd44f22Zv762sjA/OshtaWqsKikpycnKS09MTYyICg2k+ni7ONgTLaygCFMtfRNNiDlQnwxCUbRwQbqEKD1iipZZmoZJojY+XtM4Vp+YZkIptw9q8ohsC8/ghmdw/0GC/RNTTXL52MHJ0dmP6GS7u8r1p8eqfwvOWeoHWOqHBNCF7z683qZn/tRz/Bkd/xw/o+MP9CNVx58CHf8Uf91uZynaTvJzu/r6zcO/xsg/vXN+ODojWOuLTz75wpTStf7vtuu/i/4P0HF5eXl5fmFxkjc9MDjS1c3p7uH2cYc7u7nNbewGBqumrrm8qrGwhJ5bUJWdV1lYSi+vaaxnslo7ezp7B7o4w119I+1dg7WN7XlF1XGJWd5+NCtrRzNzkgmBgDXCoTFYLBKFR6AsEGgbJM4VTwq180gKCE8KiYoKDg8NCaP6BVDdfXzt3QLs3alkJ6o9xc3eBYFCw9BGKJyJGZFMMCXijAk4YwIGYwSHw/UhuhBtDT1tMEhFTlL0scjDu3pa6lqaIBKJlJaR2dTS0dc/1js0zeoZoUWn0qLSSqtaElPzmS3t29sCoVC4vc3f3RXuCLePDvePjw4P9g729w8Oj49X1za7ujmtrK62jp5GJquto6ehsa20tCYpKc2L4mqKgUJ1gGBlaQXJp5Ki9yXF7stKPZUQfSgu8lBK/LG02ENVOXEtNXm4DsjSGGlpjPwbw1kNVayGqvb6quq8jIQQf3drC3OkAUpXXQegAFKVVFUUV5ITkZd+qiAtpiQroSIvDVZV1NVUgemCTFEGjuZGfnakUCfbMCcbDxMsWlMDKCMjKy75+PFTkKYONTikr69PKOCvrfLnBicW2V07owMCXv/+ysTOMm9rduxguf94eXh3ins8N3Qw03sw03u2MiKc4u7MjZ5uLe4vz6yM9fN5Yzx2a19N2VxnK3997XD/gL8lnJ5b7RvgMduHiqtb80qZaTk1USkFock5AXGp1MhEv5BYv+A4Ki0hMbs8Kas0LqUgNq04LLk4MDY3OC7TjxZrTTQxxcEcrPA25miSEZQA0zbV17CE6VoT0BQ7i/hQv/KctJr8zLzE6GA3RzdLgrUxHKkL1FCVlpV8LPrk9pOHt54+uCXy8O4zscfyUiIAOQlV6afST26L3vv68b1b92/fwsANMPC/2rB6JuSfCfnvri7e3Vy/f/Xq3ZtX371/+/7dm5dXlxf7B4LFjeF2XmUmO8K/LoRaF5vcWVo73to7PT61PjI+w+4b7OSOdw3MsLsn2rt5eaUt/gFRZmY2ysrqX3/78JtvHz28JyImKqMgB9TRhCIRFqZWVBu/fLvABjtqc3bl+MLK5dHugWBldmtxcmd9+VywdyU4OBUeXwuPX27sbYxMLU7Onl6+GprbnFw94k4tT64cLAvPnagF+uYJGsZJGqYZYGyqPDoFYJSggY8yMAsLTm7qnzkRnn44OPtweHh1fHx1eHR2fHJ8dHSwu7sjFO6sb6yvr67XZNek+cf1VNb2NTU9P9z7/t2rN69fvX///t3792/fv3396vrDy6uXgo0ZZkN3YkKOvbuTCc0Al6xmkqSID1NCUcEoGhhF00L4oUy9MvNbOIOrpWVtNmT3ZxIy9+7eevjgjpys5N9dH8EAdTBAXROkpQnSUgdqgkGaYKCGBlhLS1NHQ11DAwTSAIE1NSCePkFtrO494d7V2en5nvCMv36xJ7h+fnbxv9h7r6hGzyz9d27/54zdtnum3W5XLqoocs4igwAhRM45Z4oqcs45B4kgcs4iiiRABBFEzjlKQglFEIhUPheeng62u2etc+xZZ6b2eq5YglffXlzs3/fu/WwG7YJ6fkE8oxLw5LMTwvERHodbXFqtKK9PjMrITS/NSS8pyigqy4a2VJaPdbUfz05xdjY/7e2yjw8vaVQ6k81gXF0yrjmXN+xLNofD5lxfcq7YN5xLNpOOHkNdshnsiwvu5eX1DYdxyWKwGZdMOpfF4FJItwTiNZ54uLnX1TWYX9oYGF/gGZztGZjhH5JRXdd7sH+OxxNPT09OT48O93d39za3d9d3ttY21lfWVpdWlxd2N9Zwu1vHS3MzZWV9/n4dJoatqmrt6satbjFoeNc6ZnPnkHJ8ziKcM05wpN0zwt7J+TmFxLphEGisxQNKJ2avrGsB2jhT2jjXilqc3jzaOj3H09kEBoPAYPxSNZLbOJfbOBcDG/VL7bWJbDcMagUHdWqHIPWj+izj+2zjkR4JyKj0Thi0ta+pe6qnexLZPj8xuDwzvbGysbW5t713sHt4vH+CX1g/7B8ab6hvaWxsrqttys7Ofe/tZWGoC9ZU1lZXVgXIKimIamqIQ3TltVWkVGUlFOTfyku9kRV9DZDkk5PiV5AWVpAQUpMVAwIkjHXVLI11JUTfiQnzSksIyUiKyIgIqEgIacgKqEjxqsoLqCmKa6hIgdVlDfQAmloSCjICCuJ8iqLvVKQE1BXEddQAYG1lcyOwn7dbTkZqU2N9Y2Njb2/vxNTkxurO0cEp7hSPO8UTiUQi6eLwjDK3ctSDWsxrxoTmdftndtvHtLomdAZmDqSVz5Q2zbe0Tve2odGtQ0vt/cutnWuIjhP04OlcL3616WIdRl8KJ09anQ9rEpHK571K5z3q2/XqY/kqP83zR2+Hj94O772cAvy8Q4I+xMZEpCbHpiZFhQX5+nm6mRsbKMnLiAsLiAryCQvwSYiLqivJA8RFBV+9ePv9vwvyfCchwiMrI6mkpAJQM1AGO6uZR6pbpapZpKubp6mZJCoaxQH0QxX13qsb+hrYBTj6xTr6xXyMyc0ubc0sas4pac0sbEjJqQyOyrC08wSoaElKy6mpqerra2lrqygDZFQV5bU0lI30tCwt9S1MIZpqCgAZCXkpcQUpKYCsjKKcvLKyFFATAJATVVIQN4Com5log3WVVdVkNTRVdPW0dcC6GjpgTV0IEGKoZ2YJMbcysrB29fQsryzDYDAHh6eHJ+TNXfz0wk5P/2RldUdBATw5OTkk+ON7Px93VzcnO3tjY1N1IFhWQU1GHiirYgrQdleEBKgZx6lbZ2nYwoD2xUD7Ig07mJYLHOJTZ/ax2T6sIzBrLDBr7B8U2L8yO/3vcFj9RcUmDVA+O6z+1vEZHX+i/46G1b/WapvJH/7l7+LPJPkX9c60mMv89Pv879V/oWF1a3l5eXp6Zhg12tPb39zS0dmFRHQhWzt6GlsQtQ1tFdXNpeUNsOLa0rKm6rr25o5eRO/g4Oj4MHpydHJ6dHJ2ZGK2q3+suqk7t6g6OjHLwyfQ0tbJ1NLKwNhQ39AIom9iCjFyMjYLsLTN8v6AzChcrm7FNCFGGlr7m9t6W9sGEJ0Tvf09ZdVF4XEx1q4fzOzNQRB9fUMDMzMbewcLcytzIzNjY1MDAyMdHR1NDTUNdWUVRWlpCX6+t0/5nj8ByEhC9HQCgwOqGhpGJ2cxc2sT0yvo2c3OgcmwuMzU3PLi8taqqtbp6VkCgUCj0YjEcwqFxGLS6bQLKplCJBBxuDMc4WR9axM9NdM/PNrZ2z84gh4cRbd29BTmwSPDouytLc0MdLRV5eQkBIXevRJ4+0KA9yXf21c8L57yvn4hzM8rJSygKCWmLi8J0VCyM9W3M/37V9qE0xPC6cne5tr0KKqlqiI1KszdxswcDASrySkriCjICMmLC8mKCsmKCsmJCihKCmkCJMA6snbWYG936yA/l9APnp6uNoZ6GjIS7968/KMg70v+N694eZ5raSiGhwf2I3sPD44PNw82MBPzrWWH3dDz3hzKYB5xGHY+Cj+ZyMajYWRUOWUQThkqPEcV4scqD1D1VGT2aXf+WnvJaGNlR03dOGri6Oj86Oh8fn1reGK2pau/vKEdVtmSXVyXAa1OzqlIyCqJyyiKTs6LjM8Oi00PjUwJCImPTcwprG1pQ6KHxxdHJpeHJhZbuoaTUrK9vfxtTPVdrYz8HIw8LLStdRXMdZWtTfQ83RwjvZ3LczMWpqeIhPPr62sOm7G3ulCSmejlbGygo6goKyrMxyvw5g3/Sx7+Fy8FX70W5nvzY8OqlPBbYd7X714843ny3avvf//ThlXC0TbhaPuKTr5m0+9vr+/vb+8e764eblhXNOr58f725tgQFlbYHx3TEZ3clVU22ty/MD67vbp5NL+6NbmwMoxZ6hyabu0cbWjpz8wt/fghyNTYVFJC4ttvv/3mm6//7Xdf/Nvvv/z9779+8v1TcXFlbRMfp5BS94j6zOLp+aX9s0PcwcLC0QKWcnREJ5Do53ga/piIP6Qe7p3OzJ7NYJk44s4ubmb1ZGL5bGxlZ4/CSSzo0rBIVLLKlDPLBZgVyBvmKBtmmDoXZBT2TmGPTkis8wsmiUq6IOMplIsfx3EJxLNT/MkRDrd3jNs6wc8t47ITGirzO7CY2ZEJNJXJenx8+PR4++nT7cMj9+HTzf09+4p8isNOTVaUFAbGBbjk21jm6Bjlqxtkq0DSFMGJCrpxCrpxsqBIFUik24fyjHxkbkGLh+cHURHhVy++f/PyicwvoKO2pq62pq6WBgiooQPUBGkDwdpaelpAPQ0NHXU1DQ1VdaC6JhCoFxAcjexHEfFE9gWFcXJE21pn7G7htjfXlheWFmaWpifnhgZnervXxoaPVpZWsQsNdR0hgSk+75P8QzNDI9Jr69u3dvdoDDrn6uqWc8O5IDJpJBKdSmWxmMyraxbn9vqaw2Fzrlj3d9e3N1c3lwzcyX5uVirzgnh7yXjkcu5vb1iXbMYlh3l1c3V9e8N9uL3kXDJYl5c3rEsujXVHpF7Pze5WVHYHR+T4vo9PzyhNTsrRBxsoAxRkpcXk5CWkpcWkxUXFRYVEhAVEBfk05WVCPVw6c7KWioongwI7jfWbFeXblbQ6bfyWihtPZlYI5xcs7gPn/pF5f8e4v2Pd3nLvb1mcS/olh8i+OWXdbZGu53dpk/O4qeXdhe2TnRPiwen5CZ58gif/UjWyODy3ODyH7ppENI7W1U3llWPC8sadEwetYzrtEnucUkZcE1EBKUPvQ8r9fZMdLb0tjS0cba0D3wfGRMTnZOVXlle2t7WjUCOjE5jxiam5ufmZWezEJKYT0ZqfHhP93s7fQcvRWMsIpKeupq2upa2po62hqQPU0FcBqaloqKppqKupayqpqcsrKcrLyKgoqQA1QV2dvR0dCF1dkJiIoIK0hJqCrIYKQFNTGQIBgvU0NfWAQH2wtr6uoYGekaGpkZ6lCVDbxRDoZ6kS5gZKifLMTY8ugeVUVZb29nTOYKY3NjZ2d3dPTk5Ozk7PTomnx2d7u5t7u5uLCzOTk2PIQVR9U19JVVcSrDc2D5FVgSqqG69rmezqnhkbWcH0jM7V1EwWZE+nxa5mJe9As9dKcvZa4KdDlWdjOcTxSPq0N2lUHz8MIqPNyeOOhDGX7W7HIbj1T/McHJ0aHJ2amFmWB28truupaOgpLa/Ly80PCwm1sbZSUlQQFhIQFuAX4uPlf/v6zctnL//0x3/71//z4ttvxPlegDXkvF0tTQy0pMQFpCQlZZQhAMhHZbMMNetCDVuYhi1UzTpP2SJT1zEzCYrsH9+eWTlDDM2jsKfNgytlDaPFtYMF5d25xW3Q8s70gvrIJJirZ4gCQNnM3NDBwcLMGGxtYexoY2FvY+ruaunj6eDj7mhrYWRqANYHAUGayjoaSkB1FaCqqq6mppqigqqCLASoYW2sb2akCwQq62ir64F1TM1MzCwsbOwcHVzcHV29nNy83T29/D++j46NgRaXd3SPIXqn4Q0Dqbn1gRHZzu6BtnYuP76o1dIEgoBaWlpaCooAcQkJMTFpKWlNBVUrRW1vZUiEskmyqnWhlmOZjmuljkcNyLsR5NMCed8G8W2wjeyyjez6BwX2r8xOMYHRzX+z5LASjT1k/ydN3u8OBP/K/PYZHf+/jc/o+P9H/ZJNzlaKu/DP2uT82QT1xxvCvzZK/bs7w/8KOv74K399+o/2PH4pq38337gUafj8r3pZ/7frn6Ijsr8bXgbPzYNm5RQWwODl1Q31LR31jW11tc0VFfUlJdVFRZXFxdUVVc31TV2IblTv4OTQ+OwoBjs6PTc8OTOKWRgYm23tRlXUdqRnFYeEJdnYexmZ2xoYGhnq6emDIQa6Bj4Q00wTuzYHv4mgeHRk0lx+8V533/Ho5P7swunJEfH8lLi8vJgNR5p9iLV3cwAbGIP1DU3NrBwcjE1NjY0MDA0gemBtoKaqtroiUFkGICUkJviW5/l3vDzPpSRFDQ3145NTOpED6JnFibnlSezK1NzyOHaupWswODojLbcqF1bR1tm7e3BEIpGIRAIef0YmExkMGovFoJCJ5wTcyfHh7OzMxOQUZgbbN4BCdPePjE119/SXlVWlpWUG+X+0NzM1BWvrqALkpUQE+d8I8r8R5OPhefHk3evn/G9eiPC9lhUTUJIR01CUBmsq2phDbMwhf5dwBgXPoODJZ3s7y7ODiAZoRry/m62dCchQS1FNSUJRWlhOXFBGRFBGRFBRUkRdXgwCVDA3VHewgrjYGrs7WLjaWZgbgNQUpKSE3wnzvQbISMhJSIgLC+hqqyclxmAmJ46PT3dWdpZGh6fqC9cbUnYaY3aaYjdaklcR2XudpdsduRvtyXudqfuI9P3mhL2G0P06n6WG7ImqbERR9nhf3+He6frmMXpqubUbVV7XUVzdUgBvyC2uz4LWpOdVp+XWJGVWxKdDY1MLIhKyw+IyQ6LSQqPTgyLSCkub2gYnhiYWJ6bXMHMb09j1wdGpyKg4R3snR3OIj5OFt72xnZGGpZ6qoznYz9UuyM8jKfQ9uq+djD+8v+M8Ptw8PnA4DOLC5FBSgKeplpKqtIgI/xu+N6943756++bFu3cvRN69kBXjlZPglRDk4X/z8tWz7188+e7582+NILpGkL9pDCaeHBJPDi+ZFzfcq5u7m7vH27uH69vbq6tLBhGP317dHuqezsvujE3qSM7pK20Y7xpZwSzuz63tojDY3uGZpnZ0WU1fTlENrKw1I6MyJCjG2d5eU1Xu1dN/++NXX/zxd1//8asv//DN//2c5yXE0j00pTkoERGf2zW1usdaP9wdndkdm2XsnTKO8IwT4sXxOeWYyD7eZ58dMkh4JoOzvU8fxRyPYA8H53ZOadzEQoSqaaKCcYGCQQEAkqoKCXP0SmvpXNo6vDinkcm0UyoFRyVfUEgMKol1QSJTSFQqhU6+uD4lMHePzveOj7ePKJ3t2MLw3I3xaSbrYnd/++by6uH+4fHh9tP99cOnT3eP9w9XVPrm8kxTZ3kEPPg93MytWNeqUN0kR8U4HWAQrQiJVgTHKYLjFEAxsjrBIPMoO48EL/9YMwt7IQEh3lfPeV4+lZT4+YZVHaDef0gLoqOtr6Otr60FAWpCtDT1tDRB2po6OkCQlpZ+QHAMsh9FOCMwL8iUrY355sZsbw87HU1lSVFlWUlVcWFjaUlfTdUEM6OakEB0Xf1AW09mZqmnb4zfx0T05Arr8vbqmsu5vuFccdnM6wvGBY1FpzDpdDaLzWZzOZy7u2sul3Nzzbm54dxyrx/ubk6O9pG9nXQq8Y57dX9/c3N1yWGxrhlsLvvmjnP3ePfp8eH2msNmXzIvr9hXl5dXbBb38urm6pZ8cTOAmomMScvJhDlZOT7/45/+/Zsvf/e7//PNV19+/cUXX33x5e+++PLbr34n+OR7TWGhUKBaq4vL3Pv3Y7ZWfbra7crAJoh9q39yT2nP8Oj67BZpfo8yu4tfPaWcUTkXzHsKjXuKpx7iSQdkyiGNfs66ZlzfX93csjk3NDqLQqaTiQwy8RdvHY+rKo6rKuZyc9E5Bajimq7KzroaVEntZHzRqH/WiEf6qHPygFtCs5FLqKKmBq/g9y9efvX06devXz3hffNcSpxfQU4YrKNsZ2UaExODQCC2t3cJ5yQS+Zx0unOA7V7thy60x3QWRaSFhfl6RDh5xJs4RBg5RRg7Rxo5JRo7Jps7p5k4JBs7JZg6RlraBTrY+5qZ2GVkwDy8Q8Rk1IWlNWRVDbUMHM2dIq3ckq3dUyzc06y88sw9smxckz29U6ODU7IjIhpzQjH1geu9H/fHk8gHKDrpgEYn0xmUiwsKg8Gg0RhkMhmPxx8cHGxsbi8uzg8N9g4N9hYUZAQFB3j5Bnn6xYZFl6RktVdUjyIQM0Pd6Pmhsd3JcfwcBjc1vN9Tv9ME2yhNW4EmbMCzFsuyVpqhx/0leGT8ef970pA1acToHG1GnvOnr6bRNmCnCyUT3Zk/zbNvYrNvYrNPYotHTJ1XZKVPWKG9WygIZC4jAxAQEOTn4xcWFBQVElRVVHB1tPvo66UoK/v0uz9ICL/z93GMi/qopS6vpS6vB1I1AKuD9c3UDXwVDONULPJ1nKt0PKp1PGtAHo1usciCppXBqaOJmd0mBDq3vDc4qcIzIMvCMczQws/cNsDaKcTKOdzBO8E3OFVOUR0M0fX/4O3u5hQaEpSVkVlSVFwMzS2G5hYX5kHzsnOzUjNS4+KiPkaG+vh5e5gaGpgbGdmZmzlYmBhoq4HVFSyNdC1NDMyNIKYGYEMwyNTA8IPP+5T45Lys/Jys3Py83IL87JzcrMys3Oi49MioLP/QDCvHQHVtGxkFbVk5RQV5aYCcpKKsFEBWRl5ORlJKXFiYX0xEWFxUQVYBAlCzV9J5r2IQrWKeo2FbAnKt0vVsBPt36gf2mIUNWEb2eaePE70JSQAAIABJREFUeaeP/YMC+7fjKFBqcuncAfP+P46/Z59ghnKdfvUZyN/iGY2La7sxowPTP9Es9pDzGR1/6/iMjj/RLy7n+LNLTUrOj0OG61OR7ip/0zX6N9s7zjtQFSYy3/7Vdo3/Cjr+3XAj6a+IFJsXqqMeWpE3c4Y8PKvrSFH/Kwedz/qn6Ojm4hwfGweDllZVNtbVtlZXN5dX1JfAq4qKK6DQ8uLiKnhZXVVtS2tHX2//6Oj47ARmfnJ6fhwzN46ZHcfMoaewyKGJxtbeAlhlTFSKi7OXkZG5HsQAAgYbg8GWegbuRhbRFo6FNq4tru/HI5MXC+HLtU3z9U2ryMGz9S02Hn+1f7jR2Nb0ITzfzMkVbGQB0rMwMbW1tzM0NoJAIAb6eiAdTQ11ZQ1VgIqClJQoP/+b529fPuXleS4rI2FlZQUtgg2OoKfmFqfnVzHYlam5ZQx2CY2ZLa9rCwxPTc4szSosH5+cPjnFkclk4jmegD+jkIlMJp1OvyCRznG40/39XTR6DIns70EO9A+NDgyjkYOjNXXN+QWwmJhYd2cnSyOIGUQLpAZQkBKVEBGQFBPk5331juc5/5vnIvw8EkK88hKCKnJiagoSQGUZM30tM/2/X85BI+zQCDtnOwvrM8N9zeU5CSEB7tZOFmAjbQBQRVpJRgQgJSIvISQnKqAiI6qjKq2vJW8O0bQzBbvamXk527rb2xjqALWV5Q211Y3B2uaGhgYgMASkmxAfPY5GnZ0en52ebizvrqHRs/UFG7VxR02Ruw1hRz3plJnqi7EaGrqaMV5BQWUfd4Tt1fnvVgUd18b3VsMr83J3Vjf39vBT2J2WXnRJLQJW1QIta8svac6BNWRD6zNya9NzalKzqpLSyxPTYbHJ+eHxOWFx2YERGeFxeQnppVWN/T0jM8PjixMTS2g0dmgY3dra/sHP19HKwsfO+KOblau1oaWBlqWBjpe9ZbC3a6i3a0SAB3qgnUE+vOWQf/jE/uGRxaQcbS5PQlMiTXWUlaSERd694uN5xvfqT4Kv/yTx7pks/0t54VfSQs9E+V8IvXv98sWzJ0/+9PTZzzisEg72CAd77AvK1SWDc826ub26vePc3l5dsumEU8L6wmZ/x1QJbCAnfwhWPlGPwA5PbWPXjqaXtlGYJeTocjtyuaplClbdX1jRXQDviE+HBoRGGpgYveV/+4c//uGb3//h+6fvQBD7+Kyy3EpkVul4TGZfH2pn94h4sIQ5XJmhnezQcHs0/D4Ft0sj7lPO9xj7O6Sdbdo55RRHm1k6WD+ijy8d41l3OaXj2sYpKgaJ8uBoJUiEV1hRQydm55iGP2cSqXQqlUohkcnECyqZTqWQyORjIpFMIl/QmLdbB+SyuuH2Xix25WRp/bwov7Uuu4J2cMS9Y+POj9h0yv0t5+Hu+vHTPffT3fXNJXN3b7W9pzq2KPZDoZ17kZFTBciqTNW4UNUoRwmSoKwXrwiKUwTFAXRiFXRC5IA+MirWiqqG6mogIb53gu94Xj3//pfQUVdbX1dbH6xjoKtjqKtjCNI20NE21NE20tUx0tUx0NOB6GrraWsZfgiM6ukdxp3iL5kXlPXlicL8RBNDcylRuTfP5d69VuF9ZSX4zkeEP1CQL1ZOutrbe6SsYqJnsKu5a2hgFIcnsq+vuNzr60vWJZ1xzby85HCub27Yl+xLNuvqksXlXt8/cB8e7+/u72+4N5xrDpd7w7255lxdcrnXXO7NDfeGc8W+YjFuWIw7zhX3+ur+/v7h8f7h8f7mlnPD5dzd3zw8cLncq2sO++r6mnF1tbqx1YvoTQ6P1VFS/cM3X335xf/1uy++/Opfv/ryX7/63Rdfff/1N2JPn2kJCAaKC2RJSzWoqPXp6SJB2q1KwAaQVYlNaHZwSVZ+V0nzTE3Pck3fXOPw/ODk5vzq6cEJlURhEUjUAwJ+4/h45/gMT6bTWVdM9hXr8prJumKwLhmsy1+qRlYSwlYSwqZC/aYTIhaK8lZa2yfa+zsaeysbR7Jr5wJyhl0Te2zC641co3SMLLS0lVVVpVRV5RQVZBRkJKXFhGXEhUX4+AAygMiIsLW1NRKZSqEz6DTixfH86XQleSKLNh57gkqfaoMi6lpy8rticgbC8gaD8ntDc0dDs0fCssZCs0eCsvriod3ZpV2l0OqM6Pi8TGhsQoFHcIZLWDHEK98qvN47uT8oYyQofTQoHR2cPhaVOZCa2VwKrR9uzF/tCTlC+RDGzAnjpsTF8MtzzA2LcXXFvrpis9lsJpPJZDIpJPLu9s7sDGZgqL+9o7mxobqxobqwIDsyItrCytXU+oNPQE5pSV97yzi6d2J1CLXW1TJfV7RcCz1EduDHRkljA0ddLUvlRXMl+RsNZZutZdvteVvNH7ab7Xdatc/6IbhRC9JcMH2zgLHbgl/rnRlq+Jn/aneorjtUyzkH7JSpZR6uBnaTkNEREZYXFBAREhJSU1N77+fb3YXYWl8dQvaEB30U4nsnIynm5mzl7mJtZ23y8b2XnbWJvp6qroa8tjZYQ99V1yZR1Txdy75I17NePwBhHNRvEdH7PhNZ0724uHo8iVnvR2+09M1XNI/4h6TFJhQUw1tiEwttnUM0IW4qIHsFVV0JaRlbexsvb183d9/ImNSCopryspqKyrryqsaK6qaaxta6ptbaxoaK2sra+prSspKU1OSiooLG+sq6msLiwsTc9LjstOTstOTslKSMhLiM+Pi8lNQqaHF/RydmbGxuagKLmVjCzs3NzqIGR2FQeGhkmpNrIFjfTh6gKSoqKijwVpjvtYTgW1EBXmEhPmERfv53r4X5ecWExKVl1BVUjJW1nFQggaqmyZpW+SCnMpB7Lfh9h1Fwr2XkoHv6eEzlSkzlyj8osH8LaNSJC8tAr5G4fz6Zg58ehnr+6ms5/hOrfvVT/slex8/o+NvGZ3T8iX5ik/OXjtPzDlSbv7vKn3/+Tj000UTm27+eVOydGYwMNf3mPz6gYpLaBv+LG+p/AR1nKtT/5SdAuNpm8od/+ca9reWv//gfTJ1hg3Wfrxz/rH+Kju3Nrf3d/V3tPW3NXZXl9cVFlUWwioIC+I/cWFHZUNfYhujuHxqZmJjGYrCLmLmFyRns5PQcZho7hcGOjmG6ugbLyuvjE9M9XL2MjYwMDMD6BrrGELAlxNDTyCrK2qXA8yMiOnUip2i+tHq+oWUB0XOAGjldXSEdHdPWt09aehEfIpNsHBwNIZZ6+nbmllYWlnp6evoQsL4uCARUV1NX1FQBKMlJifC/5X31jOflk9evnikC5N3d3Stq6tFTM7PzK3+GxpUZ7OoMdnl4bBpW1vAxNDkqIae4rHpnf59MpVAp5AsyiUIm0mnUy0sWjUY9JxKOT48WlxbHJyZ7+gY6uvraEL39Q2PNbV3Q4vKkxJSQgAB7awtLY4i5vo6epqKSrJiclIiclIjQu1ci/DyigjySorwyYnwAKSFVeTFNRSk9DUU7M307s79vWN1aGN1aGJ0b7UI2V5TlJMQHeQa427jbGllA1EFq8soyogoSwnJiAgAJIXV5cV11GUMdBStDLWcrQzc7M0crY3MDXQt9XWcrE2dLYwtDPVsz86jgiOqyqvGx0Z3t9XPC2enJ8fbawebU5HJr8XpV5ElDCBERTexPPe3PxPdn4LrT8YjUw8bQndr36zWBC+UJyLTYrsamzaV17NxaR/dYeUNfaX13cU0HrKqloLQlr7gpq7AuM78mLacqNbMiOb0sMbUkNikvJikvPC47MDI9JCY7KgkKq2hH9M+0I9H1zb0NdYjKiobiYnhURISLnbWrtXmQq2WAm7WDmZ61MdjL0SbsvVeEn0ewu4O/h21mYujEUDvxeJVB2mNRD3H7y6P9LYmR/gY6igqSAqJ8r6QEeDSkhI2UpAxkRVSFX6uLv1WRfCMr8kaEj+f1i+dPnz558vRn0PFofe1ofe0Cf8aiU9hs2hWHcXPDvrlmMy6ouEPc0vR6Ww2qqKAvt3AQVj7a1rc4Ob8/v34yMb8zOLXROrAGq5uNzen1jaoKTGqNyET6RNXaeGZBbCI0jd5rGfkb2IRbumd5hNQFJDeHZrSmwvq7BvaOj5gMEoVxdsA4PWKcHtGPjujHB7SjXdrR9u4seqan42h5g0xgL23hVo6IqMXNU/ptz8i6jhFUWSdBGRTsGVjQ3DM5v3GIJ9POiBQyCUelEChkIpVEuyBfkUlMEoVKoOAP8LSVHdzQ5FZgXKWuZayZS1pm4UAfciMxJGOspf+KQGCzyDv7a9jZcRLxmM1hXN6w724uaQcHG30Tjal1iaGV7h/KzX1qIM41QGu4mhlM0ShDUT9OWS9aERTxoxR0ggGaXvLKlpKSGoLvRPh5eQR4X/G8fCIt9fN7HcHaELA2RE/HQE/HAAIyhuiagEEmYB0TCNhMT9cYrA0BAfW0gPr+AVE9vajTYxyLQaGuLMzmZmfqg1ykhIG8z7X4eUyE33kK8QYIvI0WfJcgJpioIFfp4ozOyl3v6tlfnj853iVeEK847GsGg0ujP15ePjw8fHp8fLi74V6xr6/ZNzec+4f7x0+PD48P9w933Nub6xvOzc3NLZd7d3t3f/dwc33Dubq8umJyOEwOl311d8l5uPn08Onx/vH+9v6ee/d4//Dp8fHx8fHx4f76ik1n0wlkwtr8fEV2nr2+0Xe///qrL//1qy9/9+UXX335xddf/e6rp7//veTTpxBhoUgx/hwhodJ3Qk0ysv2amkMg/Q6wRX9Awkg5AjO+OreKW9mjrJ9SNgmUAzz19JyCI5IoZCqVQiVTL0gXNBKZRibRiCQakUTFnxPx5wQqg0pl/GIFuJCXsZCXsV6SQ0TUEZEdx6h+bG/v5OAoenwRgVpLLBnxSuh1jmi38Sz0fZ8Z+j4+PCAiMTouISIuOTIhMTI20M8/0C8oNjJ1d2eLRCIxmFdkGv2CckLeHCCMpl30B9CHPjCnwvDTKdvTDYPIkfLGucLmtZzWlcKOOVj7QmHrfFHnMgwxX9s3M7mwvba0OTGMnpxaQGG2sisHw/K6gwpRH/LH46vnshvnsmpnC+rnSpomm9oR4/3l22NZJ2ifc7QxaUSbiFLED6uQlqIuyassOofDuby8ZF1eXrIYTCqZcnZyOj8z3dHSWFIKLYcXVf2o0uJSWElWdnFoVHZKTk1Dy/DQwBR2ZPx0duJ4ELGHqB/LTUbERKFzYevN7QcDqP0RzFInarqxa6apfamneQsFPxpLx40FHg254sffk+YzqBu1lB3kyRp6crjzp3lWMwtSMwtS1vdWANqIy2oLiyoIC4kpKSr5+vi2tbUeHR3QaFTaBXl2euK9j4fAu9d8r17qainZWID9fRzcnKzlpcTFBN/KSfEry4pqqGnYOH3wDYVae+drWKWDPGv1ArotYkbs0sYDS6eGl0kHx6Td/ZO17bPFzbOZlX0YvGZv7/D8nLSxuQ8trf0Ynmpi669t7PBGSFRdWxekb+rsGWLtFOzgEeXuF+0dmOQdnO4bWRCSUhWd3ZhU2Jpa1FZY3lbXjmruRvej55c2dvePj0/PDvYPdre2tnZ2trfWV+dnJucmxrDj6Hn0+NLU1Orc7P7aBu7wGH90cn6Go5wTNleX2jt64+PTnVz9gFp6CooAeTkJGUkhcSFeUcHXwvxv+N7x8PK85HvzSpCPX1BEQkxKRV7ZUBnkqWoYqWaeDnKA6bpX6vo0mYV0uySiQormslu2slu2/kGB/StjVaRHaO/cXzpUuZTV6dqwVMffBBr/E6t+9VO8USf3P5vjH+NyE57zaz/jZ3T8S3xGx/+32l/Ng0Wr/+E/8fKz/nv0T9Gxv2+gC9Hb2NBaWVFfBKsoLIDn58Oh0IpSeHV1bVNrRw9ycBQ9OYuZW5xZWMZgFzHYxanZhcnp+amZhfEpbHffSEV1S1JqnqdPoLGRmYE+WF8fZGwCsTI1dbF0DHHyhYbE1yXnNKXnN2cVtuQWNcHgLeV1I82tIz3IAURvUwY03847zczeWQ+ib2ZoZWFpYWEBBoP1dEEG2kCQmrKGKkBFVQ4gKSbI+/rty6evnz95/eqFkpJSaFhEe0fn5OzS7OL69PzqzMLaDHZ1dn4Ni12bm1vtGUAXwGrDIjOCwhLqm1rPSeesSyaFTGReUC+ZDBaTzmTS2ZfMM/zp5vbG5NTU2Nh4d29/UyuiBznchuiFl9ckp2RGR8X4eXnYWppamUCMwep6QIAaQEJNSUpZQVxanE9a9J28hICSjLCKnIiqvKiGooSWsrSehuLP2uQgamGIWlhzeW4tNKMoLSYrJjgh2C/A3d7RDGKoraoJkFKREVOSElGVFdVWlgJryJgbqNibguzMdC0MtAx0VMCaisYgdUNtZUt9LR8Xh6TImKLc4h4EEjs3f3CwSyCc4HGne1tHO7PTO71Vm5WhB+Uep1UeB9WeO9XeW1VOO1VuOxVeOxUflyqiunNjOkrK5seWxyYWWztQZbVdJbXdxXXd0Ko2WGVLAbwuG1qbkVeZkgVPzixNSi9KTIXFJxXEJeTFJGRHxmWFRGUER2XFpZWU1HQ2d41WNvbGJ2f7+gZ99A0MDQyODg/zdnN0tjTytbeI9LIJcrdxsTb2cLIN+/g+OTIkPTwo3t8rOsgrPtQnPdq/PDcW2VQ81F7eXlVYlBnr5WYJ1gbIS/FLCb4xUpX3gGiHmUGSbc1inC18jLXAcoIKwjwivK9fP3v+/Omzp0/+9NNZx6XJ6aXJafz+Ho2IZzEoLCaVxaTSKMTTg+Ol6eW+ZlRJdkthbje0dKiqYap7aGUCuzu1uN+NWilrwcTm9XqGNxq6wPScCvXdK/U9ak19Gs19Gyx8G+wCWq3eN1j41Zn4NDhFIEOzUUlFA60DS9s75EsS9YpwcHl4zN49uNw5vNzaZ61s4dBTu/1I+gKWhdvj0K42NkhLu9SRle11HHl1n27vlKYMDrZxT2vtmpuYXm9s6pifX8TjSETSBZlIIpPOSaRzEoVKoLAPcZy5VVLXwEZxA7qgYiirZCQkvd8rtts/oQ9avVRagMyJyl1CzVCOjg8OtkfQgz3dbdPjQ4cnOxQqjr29tds/2pzfHBnb4B6OsPFvM/SqA7lVqNtClSxyFE0SFQwjFPVD5HQ/yOl+UNQNMrRM9vkAdfeIB+tYSItKifC/EXz34tWLP/0SOhrrmRjrmZgZmJvomxlBzIwg5kYQC0OIpQHEAqxjpKsF0dWC6Ggb+X+M7ukdPjvGs5gU6sLcfFZGkaGun7SwseArI8E3jqICAcL8oUJ80aL88ZJCqTIS6TLSJcrqPW7eG3UNZ9PTFByeSWdx2JxrzhX3lvPw+PDp08Pj7TWTTiGS8Tfc6/vb+x8eHz893j0+3j7cc2+5nNtrzj2Xe3t9fXfNvbvm3nCurq+Y3JurmxvO3d3t7f39w+PD/f3dw8P9w+3dLZf78PDw8Onxjnv/cHt/dX1NY1L31pbbS0qMVVWf/Pvv/+3rL7/+6osvv/zyq6+//ub3X7958p0KH4+ZlEikKF++gFDVW8Hqt3zNYsIjmpooIzNMUMhec/PJwgJu7+Tk4Gxzd29+bWVmHjuJmUKPj0+NoqdGRtHDw2MjQ2ND/WODfaPIblRfV39nOwrZg8VMYDE/s6T+x1isgi9WwXeaqw8R9Ye9rQejg/i11cONna2t45HpXWjT3MeMAbeolveRlbHxRREBkZGBQQmR4WlxcTkpKblpyYU56blZ6cje/tOTYwqFSqYyiNQLGvmIvNF70B120mhLQLgRhz3OZ0IP54tnxoebOxdK2zdKurdKu+ZLEYt1g7vw7rWyntU+zO7OIfX4iLK9i1vbJUytnNX2LsFasdCOtYKOzcKOlbLe1eI2bEUHtg2JmZrq38WW4qaCCGgb0hiEggKShpTxg0DGZjqXsXd5+cBmM1ksBpvFuqBQT46O52dn+3u6SqD5qSkJiXFRKbFRKbFR8eHhqQnJFRUNpZVtNa2DHb3opaWt9dm51cHu7a6mg+6WraaalcryeXgZpqpqqqVjpH1goHUE2Tw00Dow1T+4jO7cQpcfTaTsj4TiMHGkJThls5O0M3awNjE69DMzeOIALXGAlqiEgrCgqCpA/oOPaw+i4fR4k8kk0+kXFxfk7e31pMRYaSmxZ0//+PzZdyK8PEY6Sl7Oxqb6qkJvX/A8+ZPQmxdCvN9bGEPSU1Jr6zqh8K7YjFa7j+VAJ7heQK91IsolbzqyaWVojXhEIM3MzIxPTHUPjjUierr7+zjXjMcHDueKPomZycwtyi5pDIzNllUFyqlq8IspaEIc1SFuCjouCiB7JYi7qkkgxDXNNbIxOGvQObzBPrjGPajMJ7w6JKklJguRXzHU3oedXjg4wlHJdCadxWSwaEwG5YKII50dE48O8ft7x9tbS9MLi9NL+1sHZPw5k0Zi0Qk4HG4YNZaYmAnUgQiKigiLCUhLicpIiyvICALkxAEKchKiIoK8b/je8rx5945PUFREXFkCYCoL9FGARKuZp2naw0CeNTYRPT6Z4/EVC8VdO8VdO/+gwP6VsQrWd3r3ww8//PDDI5e0NwqvSQ4tTvqLYDFOv/rd43/rrONvpM/o+DfxGR0/63+G/ik6trZ11NY1Vtc0lJVXQ2Hw/ILiAii8tKymobGtq7t/BD05NTu/sLI+v7yGXVqdWVj9cZ5wfGZpYnq5b3Cyqg6RmVPqHxBlZu1kYmJmamZibmVuZm1uZWnrZu8VFxQX4R8WFxKTFpeaEpeSGJOUEpeeEJuWHJkY8SE8yDMoyMk3wNLJ1cDUysjUzMra3NICpK+rA9YBaWnoqioDAfKqAGlxCQGhN6/437x88/KZID+fhgYwOSVtYHBkbnFlenFzbnFrZn5jbmH9R26cn1+fm1tt6xzKyiuPiEp39wzo6umhMahMNp1OpTColEsW4+qSxWIxLmhUHOEMuzCH7EciOrvrG5rrG9vaEL1VNY25udCY6ISgwEAvVycHa3Nbc0MTPU2QuryGogRYU0FbVVZVXlxFTkxZVkRDUQKoLAVUlgKpy4LU5PSBynamEDvTv591HOyoHeyo7W2qqCvKLk6Ly4gMjv3oE+ju6GFjZqqrrq0soyYnpiorqqkoAVKTMQIpWpto2hgBjUBKQGUJRVkhNYC4lrIUUEnC2lDL380x4mNgWnxaaxNienpud3f7nHh2Tjg7OjjdW5w9GG3erI/dKfM6gLscVLjsl7ucVNhvlzqtVQT1ZYXWZ6eND4yNTSy2ItE1TUh4TWdpDQJW1Q6tbMkvrc0pLE/PgSZnwuJT8mKTcqITsmMSsqLjM6Pi06Nj0yNjM0Kj0kKiM9LyKivreyrrO+OTc80tncB6+tbmVl5OLj6uTl4udtbGus7m+mGeThGetn4OZkE+LknRoSkxEZlxkfnxkSXJsWW5KW2V0IHWqu76ooqceGhSCDQxNCHAw8/O1FRbSUVSUEVCyNEAlP7RpyY+oj01DhrkF2ZrZANUUJfgF+Xl4Xn24uWTZ0//9J2+rra+rvZfJ3lxArs4gcXtHlJwp3QKnkQ4xp0cnB3tb69tTI/OdNQOwvN74CUoWNlQbcsEcnQNs3gyNntY0TKTCB3yjm4D2RcAbaBatkVAx2Itt1It1xKQGxziWannUQnxqtb3rdX3bXSKGQzM7E8vH5xaPDgnkJjEs8OFic3psd3ZiWMs5mx2cqqprrMg62h8+OF494ZFIxKYM4u4sSXcyPI+/uoHeO2olnagV2jS/Obp2ORSWWltQ3XjAnYRhyOcE8kEEo1AZp6Rrg7PbzCr5PKWhaR8dFA8MjRrIAk2lVwwHZyNcYpBOoY05cFn06PK4ElFE70jO8vrE+jxxqbG8nL4QGf74fryyerCAWq8G9qQltLokdBlGdpv+bHf0LNV06EM6FCiap2lZJKkbBgnrxcmDwmShwSp6odYOKQlpTRXlfUmR6YbAMFCvK/f8TzlefknaYmft8kJ8vkQ5PMh4mNQ+IfAyICQyMDQ8IDwEP/w954B3m5+ni5erg6uLo7uSUnpY2MT54RzBhVPn8OspCeXgjVCZYVthV7bCb71E+QPE+ANE3gbLS6UpCiboaGaCwR2ODi12Tm1O3iMxyYTUGMsIp7FYXHuudy7u9u728f728ebKzL+9ORw9+6Oy+XeP97fP95zHx9uPz3eP9zf3d7c3HNvb69v7jkcLotOxePurq9ur6/vuLf33LvHu4e7R+71LYfDYT883N3fce/uuLf33NvbO84V5+7u9pJFIxzuHywvN5eVmeuDJYX5Xz39jv8tD0BOBqKr7eXkkBMb1ViQ050QXmpmlCspARcSqhfg7xKXGNDUHLW0wYRFDOdlTyA6pgaHkZ09tZXV+dk5GanpmWmZuampOSkJhZlJxXlpVbCsRnh+c3l2Q2lWDSy9ubxwGNE8jGj+pWpktrtvtrtve3hkYwC51IvYnZ0knxzSyRcnx+fLGydNyOVk+FhoVldAbKmtvbehlqYxSMPcQNvR0tDVzszbxeqDt2NogA+8qACNRm/vHJziKedECh2/czZRsVvniqvU26yxOGgzJwxZE2eDDrDVg/1jTcjNzjlC+9RR2+gJapFZN7DZPnXUPXWE3SAPze4OYPcHZvZ6J/eQWHzt0Fb7NK51/Lh+eAu5gGvpw/T19y3Pte5jM3AYDwpKlziseTakQkICiP3KBJQ1+6jxhn1Op18zmBcUCvHwYG8GM9nR2pSfnRb8wcvL1c7N3tLFxtze1NDe1NDSUN/GzCwmKr6hCTExvTy7vLm+uX1+tL8zjca0Nsy0tuwMja50D6KbOvsbuxFtg21dk42d083dM61908ih2cnJmfWlqdOtEfLOwMXeAHlnhLSHIezN76zNjAz1/DTPIhLKIhLK1nYutTV1h/v7LCadxWIyGAwKlTQzMx4e5K8kLyEqzPvixR+fPf/25bNvZUTLY0hbAAAgAElEQVTeOphDTPTUJUXf8L/9HiAlpKUk4+tiW1aYtojFzM4tVjf0JGbWRmd2Wn+ogXjXmsf0exTMxzdujW5cbB8eIrvqUMimmsrSgoJi1NAY/pRAoxCJhJOZ6UkorLimaaCwujs4Lk1KQUFUREhYiI9P4N0bAT4BwbcCQvxCkrIAoLGOuY+tf7ZzeIWua6aWZYqyQbSifpiyQbC6cTDIKtLcPcU7ojSndBA5fri+f0GkceksLpPJYlyQqEQKmUAnEs/Pzk62tvbW1/YO90/IpPMLBuns7GwMNZmWmg2G6L3le8XP91KEn0dY6J24mKCsrJiiooyikqysnJSomAi/gIAAv6iYqIKkrA4AaK2s56tmEg+0LrIMbPfLQqXULFYgtyuQ2/+gwP6VqeafOawSJuJ+faz6jRAOlJqUg+wbXl1d3dtc3V0an+osLPYDfUbH3zw+o+Nn/c/QP0XH8sqK0jJ4AbQwPTMjNS09LT0rNw9aVl7V0tLW3z84Mjo+MjoxMjqBnpyewS7NLKzOLG1Oza9j5jdQ6PlWxCC0uDoiOtnO0d3U3MbK2s7cwsLcytLBxSUuISUzNT8uOiU9M6+iuiEfWhqbkAaFVeTlwSPCEnNzivJSoZH+0eH+YaGh4RY21jY2drZmdhAIGATW0dbRAKoraShIq8iIiwvxvX3zQpCXh5+HR1JcwsbGDgorHUNPYedX5hdWZ5a2sEvbc0sb2MWN+YVVLHZtdn5tem6lsRWZmVsWHZtpZe0EK4KSyHgajUq/uKBRyZdsJotJZzHpFxeU07OTIdRge0dbeXkFDFZSWVVXCq/MysqLi00MDgx57+Pj5mjnYG1ha25kbqCjB1TSUpHR1ZDXVZfXUZHTVVfQ1QCANQEgdTkdNVk9IAACVDLQUrEzg9iZ/T06zo71zY71DXTUtdeUVOWn58ZFpIUHRn/weu9k7WCmp68JAAIktBQltVWkIEAFM4iaGUQNrCanKisiK8EvI8EvKykAkBYGayjYmYB8HCzfu7qGB4ZVwGsmxqe3tjdJZDyZhCfg8Eeby6fzqMPhqn1ExnJFwFiG3XiWwyLUcbIwoDoubKC5fXRsoq23r2twuHtgpKq+s7SiOb+4JgdWkZZTlJSen5CcFRuXGhmTGhaVHBqRGBqZFBKRGBKRGBKREBaZGBqVGpWYm1FQWdc2UFLZbO/sqaSooqKoCAFr25ga2RkbOFkY2pjoGoNUPGxNwr2cw72dIv3c0qODi7OTYRmJBSmxpenxbaX52FEkfneVcX7EoeFJR1uDbdUZ4X7hHjYuuhr6CpLKonxq0mJOZobJwR/ai/NG6iuQxYVF0SG+VgbaCuLCvK95nj9//uTJk+++/Sk6opHjaOT4Gnb5aGebeHZEwh/TSAQKgXC0szc/udjZgCqHIsvLRuA1o01dM0MTW5MLx52ojdzysYCkTjMvuKZNvrpVgaY1VN0Wqu4I03Ip0XIqArnAdd3KwR5VII8asFe9VXCHX3IXrBkzu3Z2hiOfn5ySjw4IxycXBALt7BS3sbE9PU3c3GIen13hyTQ6a2efilkiDs4eb50z94iXzp6JKSkd2M2TCexGUWldZUXDQN/w1tbuwdExjkTEUVlH51eYZUJly2x0RkdAfEtQYnd42nBQ1khI2ohvZI91QJuedy3EpQBeuxD/IacdWl8NK+9obK2vrS8vr4TD4e21NYfz83tTmOG6jtLM2vDYOo+4HuvQPhO/Tn23Rj3naqB1oZp5hrJhkrJ+vCI4Sh4UIg8KkQf62zilJiTUlhd1lOdXvXfxAkiJv3n5/ZtX38tI/vysY0lmZklmZlVhXm1Rfl1xQVVhbklWNiwtKy85MzMxNTMhJTMpJS0hsa6mam4as7mxdrCKPexBYGMjqgy1E7UUQnWV4wzBkcqKEbLiUYrSmUbgxkB/TAmUPT/LXMSeo1BLuVCElx86JvZ4uI96uHXNot9fc29uuNxrzt01h3vFur1iP97dPjw83N/dcy4vWUw2g8Gm0VhUKoNKoZOJVM4F7eL08GBtjUYiUUgUCplKu2DQLxgXFzQ2+5LFYt3ecu/vbx/uuVzuNY1BJ1IplyzaNY1KOjkmn+HIuLMrGvloa318qL8GXtxSVz3aj1yYnt7b2MAdHrLxhw+4ffIwctjfr0FVrU1WrhsAQOqAO8ytKpwdCgL9yzIzshNSIwNDwgMDYyMiEiOjshKiC9PjqmDpHbXFKETjZD9iDo2YHe2cGGieGGhbmhxcmhz8pWqktb6rtb6rp757GjlytrVFJ+HYTCqLTqcQqZt7pyNzew0Dm9H5CFOncFV1sLq8tIaChKK0kKK0oLKssDpAQlNJWksZ4GBhlhAXW1ffPDI2vbK4crw8cYDM3yl3PIPr7VQZ79VaHbfbEIYdTyYjlica+8fmy/pWS3qWy7v3Szt2SrtXinrXcls3ynv3M5uw+V1rha2LsPaV4p7t3M614oHdQsQivHOxqW9uFtO7OZ6Cn/LHj1qco3TPB1VwA0rnA8rUXgVSjyphzId+MkAlnp7jiHu7G+ixocry4tjIEGc7C11NRZC6PFBZWl1BTAMgrionrionDlJT0lJVcXJwhpdWz86u7h0cH5+cEnGn50cHO4vLqO6h3pb+XsRYR+dERxemvW8WMYBFopcn57cX1/e39k53948P9nYIJzuU0032+S7rfJd6uoE/WN1Zw44Odf80z7kF8NwC+MLSBh53xmbQmBdkMuFssL/X08NZVVlWTlxQXlJYSIDn1as/PX/xR16ep5pKkhYGmtpq0nJS/EA1GQtDLU8H8/LCjPmpoaX5KRQKVVHZkJBSFJ3eEJo5YPahwTC0xykDE12/ObhK2Tw8HEf1jA10tLc0Nje39/YMLGAXN9ZWFxdnR0aGmlvaWjpG4A19TX0jFvbOAkIiwkIC7969ffbiKc/LJ6+eff/mzRsJGXllIETf0gVs4Qa28gQauqvoOsqqW8qpW8uqWcupWcurWgPUrRXVLfVMPDzex2cV1vWPze+dXZCZdxcsOp2Jo9MvaRdXFzQKhYynEin080sG64JBp+/vHCP7hmFFcBc3V2VFOTVFeV2QprGRnoW5ERispQlUBQDkZGSkZaSlxcWkBQUkhYQAEnK6smq2APAHFYNEsHORQ0R7BBRT1L5d1P7fiI45dau/OD/8ww8/3B+iIv5HoKOjc8Po4dVPnu+RS1iAO/8WVkCf0fEv8RkdP+t/hv4pOubn5QR+eO/iYOviYOvqaP/B1zc2Mio9NSU7O6ugoCA/vyA/D1pcXF5b14zo7BtCjU/NLMzOr87MrQwOjNVUN6SnZX14/9HE2MjIQM/U0MDZwSEqMjohKSU0Iio1Kb22qr66qj47K7+wsKSlBVFSXFGQV9zR2l1R3ZASl5ERl5mVlu3g5mRqb25pbWUBMTOG6BqAdbS11FSVZQFSImLvXgvyvBTm5xXl59dQUQ0LCW9sasNMz2PnVxaX1hcWV+dWtrDLm/NL6wuLawuLa3MLq7Pza5i5ter6jszs0vj4TE9PXx8fT0Rn287ONgGPY9Avbq6vfjTIIRBwGxtrbW0tJcVFOVnZyUkphYWw5OTUqMiY4ICg917e3m6u9lbmTjaWjpZmVkYQAx01sAZATwMA0VQy1FYzh2iZQ7SMQOoQLSWwpgJIXQ6kLq+tKvezNjnzUwPzUwOY0W5kW017FawyLxWWEp0ZExTz0cPH0cwCog5SkQKpSOlpyhnqKBmBlLWUJQFiQmJ8PIK8r/h4XwkJvAFIi6vJS4HVFCz11JwsTPw8fIoK4cPDY7v7exc00gWVSCETcEc7e8uYVXTnRDOssyCiMydwABbeU5rYWZY30NFRU11bUFJcBIdXlFUW55dm5xanZxbExKdFxiaFxySGhMcFh8UFBccGBEZ/DIjyD4j8GBjzISgmICQuKCwhPDotKbO4uKq1uRuVlgc3NLUREhKREhUEKskCVeV0VOV0FKWNtBXN9dX1tRV9nSzDvFxiA30z40JrYVmN8NyawjR4VkJDcfYYohG3v3rNJD0+3Dw8cj893NAIh501xdE+Do4GQJCihIKEgJykiCFIM/y9T0Vmam1WelVqUkqgr7MpWEFCgOfl02dPvn/69LsnT34GHXvaRnvaRlfnN84Oj+nkczaNzL4g085JJ3sH85ilvvap5pqpqpqJsoaxFiR2dHZ/YHK3pHEm5P9h7y2f49iyNe8/4J17u/tYUjGDqkqlklRiJossBossyyJbsmSLyWJmZrIsZmZmZmZmxhLT+8H3zp3bfbo7JmLOmZiOs+L5kFn5IWM9kRl7/Wrl3tuv4r1VrtT7GHGdaDHtKAmd2NfvYqX1E+SMEt8YxKmbZ2ha5il9zpHUy5QySlezzP7iXZFRNTc4ez67cjGzeDoyvts9st09vNbRN9PVO9nZPdnSMd3cttTes1PXtVrdsVbTudk5ftQ3ueXhn1RS1j09ddTZO1lT215YWNXdPTQ8MtPZO7aydTK9ulfTNRuWXGflnm/mlGftWeIaXu8SUmvnU67nUvHeskDNKE1aP0XCKOmDbXpMfEuARUBTRlFUaFhWRmZHc0dDXXN5WeVQc+tEfUtHUW18eJ67f4m1T7mxa6mBfeE7ixxNk3S1DwkqumHymr7y6r6SCp4iMs6CUvaCUvbcYiYKKjZ2NuFxIRlR3pEm7/Re8/ORGTEEHEKQj/NXx8eM2MiM2MjshMj8lOi85KjMuNDUiNDv4WGxASHRASHRAcHhvn5h/v6xkRG5mRkN9bWdNWXtcVENNhYFehqFdqaNccGdqQmVPh7FrnYtkQFrdRXXU6MvB9sv+1svtLOX7U1af/9sWlqzq1tHSMhSQ93u/MzF2THt6oZGox0fH1+cnz7c3748Pjze3T09PB0dHC8trCwtrm+s7y4vbSwurC4trO6vrM/09/W2NK/MLSwvrqwsra8ubywtrM7NLi8urJ6dXdBotPv724fHm6ury4Xl5bXNrf2djZOtjYu93f31jduL83va+dP15c3F6cXxwdbq0t7GxtHOzuXxMe3k5Pbk6P5o7+Vw/2VhYT8xoVhGqlpMrEpWNk9TPctQP+KjUYCVtae9s4O1rbuzk7+XR1SAf0ygd0ZsSFVeSk9Dydxgx/rsyO7a2P761ObiyNrc8NbC+NbC+N+rRrKLmrOLmisrOns7huen57e3Nk5PDi9Ojo8PD1c3toZmNnLrxuwD0+S1vsoqvBUT5GJnwrAyYahkDDszlp2Co5LxHBQSNyuznKS4toaGoaGRnZVlsItlnK1muZviYKjKRor6Vo7pRqntVv3XjWbjmVaXqor0wPhKt6Ral9h257ge2+gGy5hGi+huq5gu85jOrzE9ljHtFtGtX6M6vkZ1Wka02IfXhMQW1ZWmTbS4bHaoHTRI7VXLbldJb1YLbpYL7BWJbmbzr2RLrNRZr4yWTI/0dTa1Zv1I9HSx19VSFRfk5qGS+djJvFQmHjYSNyuegxnDTsayk7E8VGYpMVGzz1/j4r63dwytLC1tbm4uLCwODo11dAzV1fdWVfdU1XTXNvc3d472jsyNz60urm1sbK4d7q3vbK1ubazuby7ur03tr4zur4xuzg1sLYxuLk5MjfQ2VJf+rc+FRWWFRWXDI+PbW+vba4uFOWm6WqriQjz8XBQeKoGPSuKjkpjwCAwKjEVD2CiMCpKCSm+ElGWFpV/zaKpJm+hreDlb1RRn9XU1VpTmRYYFBvp6uTl7ePjGu4dXWAfXKtuW6vi02H0frRjcnVndmRwf7G1rGB8ZGhwa6+rq7+sb6OvvGRruGxzuHxwa7e4dL6vtyKtu8QqPZ+MRZGPn4GBnYWbGcTKTxPi4ZV6LyLwWUpB9LSkuoKwsJSUl+FpCVEhIgIuLh8rOQ6Xys1OFWSgCrKwCbGz8ZAoPK6cYj7CilLKhoaVfaEpF79jy4cn1ycXF8cXR5eX55fnZ9enp3dn5+cXx5fnZ/u7R8NBUVm6Jt3+QocFHWSnp1+JCMtLiqiryKspy6urKmppvVVVVJCUkBfgEeLgE2KkCrGxCVN433KI6gtLmIiruSp8SzH1qgn6MB/349af6d0HH//v6XXIM+TF88Z++3l0cHB/un17cPv08f9juCVF1+a1z/AMd/yv+QMc/9K+hf4qOBtqaEoJ8glxsYvycb8SE1OTeaCopar9Ve6et8dHI0OyzmaWFjaODi59vSHRUUmZGXmlJZVVFbV5OYUJsorerxxfjTxoqijLigjJifO/VlA213r1VVdPQ0LC0tPTz8rL7Ym5lYhbs5RsdHOZgZePj5pEUE+fl5m5l6+Dp4efu5PFOXfOdjrqGtqqqmqKmmrqWoryynLSUlDA3NwsLCUslMXKzMPNzsb/T0IyJiq2vax4YHBsYnhgZnRoemRwbnRqZnB8anx6ZmB4ZnRwZnRwanRoYne4emsrIKQ0Oi/f2DnZz9XT65mBoqBsWFj47O3tycvRzeYbd3e3VlaXWlqbMjDQvDzeXb98C/PxdnFycHJ2tLaysvnz5+vGTyQc9PU0NA23Nj++1TfTeayrJKUmLqr4R01SU1tNQ+fRe00BLVU3utZQIjwgvmwAXRYCbws9BlpUQlJUQ/CvDR3qaRnqa+tqr2+uK60szqvJTClMjv0f4BLta2n7W1deQVZHiV3zNrSzFryQlICPKw0clMeMxOAQUDQMjoEAUAoyGgUk4FBcr02s+qoKEkPZbZT9v79LSionx6a2t7YP93enJoYwfCfHRIelJMY1lBYU/4lLCvBKDXCKCfEL9fdxdnBwcbGxsLGyszE0NP+pp6mhpaSkqKkpISEpISIiLvzb8aGJj62Zp7Wlp4Wxt42Zu42Jl72H9zdvRPcgnOD42OT+7sDotp9jJ3VdETJKJxMRCJrEQcexkHAsBRSGgyFgEBQ9/I8r1VlbEwdTAw/pLqLdb7veYypzvVTkpxelxRWlxpRnxzSWZyzPdd5c7D9enT483d1cnR9uLA61VnjYm2kriEsLs/JzMvJwUXipZQUzQw+JzmKN1oMUn9086H+RERTjJaDgYBgVBIAxQMJ2irIyi7H+b61he0lVe0jUyMLu6uHKyv3N9dnx3cXq+d7ixuDzQPVxT2lOY2/8jsyOtqLO0aaypdzGzbMArss7ANldWL0VcO1bifbS4driEdtQb3ZgPNpkukU2xBRMp5Qveib0fncvlDNIk9VKkjZL17IsdAhvs/SpMv6XrWiSrmyRrm0SYfUuKTK2Ny6yLTqv3iKjQt0pT+5Sibpb2ziLV0CbR1D7W0iGqo2d+eGSuvb2np3Osv2d0YGC0u39oeHJpaGovq3jY2afY2C7z87d8W59qr+iWoO/N1T1bpc3rXqF10sZJbz7Eyb6Lk9RLFNOLs/EtD/ApjLYPakjLDArybm5tONzZP9w7HhsZH2pobC2uSIzOCwiq/ubbZundaOZR7Ohf5OJd6OlbEhlVExpeGBdfnvK90cExVVHFUUTSWETSmFdUV1rO1MzYM9Qz1t/eW0deRYybm4hFEbBIAV6OXx0fa/JSavJS6gpSmst+tJSnNZWmVucklKRGpkUEJgT6xfh5xwcHRAcGRAcHRgcF/0hMLEqMLfB0bXJ1HIoMnq8t2p0b3ZybWB8b3p4dP1pbvNjfop3uX54fX99c0q4vH26vb472DxZnFkqKOl08BnyDlirLN6b6Tw6OLi8v949Ptg4Odg4Or66unu/uHu8ez05pw8NTQ0NTA/3j46Mzc1OL81MLCxPTc8NDJVk5q/PLsxNzC7Mrc9NLM5MLYyNLA32TG+vbV1dXt3dXt/c3a1ubvSMT4zOL22urJxvLJxtL53s7N+enj7dX97dX11eXF+enl6cnP3VLu7q5pF1d393d3D9e3T5ent9sLg9GBZfISpfJSBSqKGToqKeYfQ76auVt6+zxzTnAyyPU3zMu2CcnPrw2J6W/rmS6v3ltbnh/e+H0aJN2vnd5unN5snd+tHN+tPP3qpH0so70so6qpsGuvqmxqcXpheWlldWtjY3T46Pt3Z2x2bW86l630DQNfSsRcRkWMp5CQLEyYSlENIWEppAwzAQMEYsiM2LJWBQOCUMhYXgsko0RpsCF+SJJijQQrbaXGQ03WEr9upJhtFGhvdSkP9gQUJGXk980EZzWG1W0EJg3GlA0Zp/cG1q1/C19wDF1wLtg3Ktgwjy6Pbxk2SOmLiC2sKIgbq7JZr1Fe6NaYK+Sf7dYfCP79eoP/ul4wf4QgQY31qJvnJmeyqnhTsHebr7OLhbG+soyYnxUJg4yjp2MZyViqEw4NiY8GxnFSkKyMqFZmdDsFOJrEWGzz+Zx8akNjd2LszPzcwsDwxP17YOVTf1Fle15Jc1Vde09AyNzy6vr29s7B3uHB5tHe4tHW1M7K+M7q5MHaxM78/1bsz2bs71rM30bC2PLMyNDPa3lxbl/63N+fkF+fsHQ0EBbS72d1WdhXlZBLjIPGyMPG16AkyTKQ6ESUcx4BAYJYmRECHKzKsoIaqlKaKtJayhLfNJTM/uoFebvWpSdXF6Sm54a6+L41fqznqeTrYe7r2dwhk9iw3uncnWXqi/R3TmdaxNrB9PT02ODQ5vr6/OLixOTM2MTk5PTEwtLsytrSwuLK0tL6yPjcxll9eHf83jEZSlsHHw8nBQSip+HnZeLTU1RRkNVWl1JTIALrybPryjNqSwrKCXKwctOYiPjyQQcCxOZlYlCYSKzUMjMzCwEEiuBzENkFeUSUZNV/6pvEp6aPrJ7+nB8fX5MO728uqJdndFoR1c3F1dXl2enpwuL67WNXcERcVrautycXKIiArJvJERF+BUVZFSU5ZWV5N9pa+poaepoaijJKQvwCXNz8XNyi3DzywqIaQm9MZPU8jawzfSO6fOO6fsHBfb/dbT7rfV75Pipce3p5eWFtlSV803lPynxjZ9n7MDmzfPLy/X8j7DfOsc/0PG/4g90/EP/Gvqn6CglwslCwLIQ8WRGLAmPZsQiiHg8hcjIxUoS4GaTEOFXlpfRfadh8tHA3s7Kw93D08Pbzsbuo+4HRUlJYW4ODjKBh42Jj4PCTSXzcrAIcLML83OLCfNJS4hKiYtIiAqoKcu+VZFXkJXUVFM0eK/9XvOtuoKcjqaGjuZbqdfCcjJiCjLi8tKvVeRlVBVk38hISIoJ83KwspCw3FSymDCfkqKsrbVVVU3t4OjExOzi2Nzi6OzC+MzCxMz8xMzs5NzSxMz81PT85NTM1NTM5NTc6MTsyMR8Vm5NcHiym1eob1BEREysgaGuhBh/W0vt2cnBDe306vLk4Gh3YnYiIzcrODjE2c7Bxtzc29Pd2cnR/KuZ6WcTUyPjL3qfPr3/8E5D5b22loGeoY2VjZG+nqaqoqaqnJGeppmxkZ2luYWpia6mqryksBA3KxsRx8yIIeCQgnycf9urmR7umh7umhvrXZjom5/omehv6qgtKE6LSQxy87A3+6L/VlNORFWKT0WST1aEW4iTwsKIxsAhCDAAAQbAgPQQIB0URI+AAjEICAmDZGfGCfGx6L/XiAyPaqxrmxib7u3tiQr301JXdHa0KSsqCAvw/2Js5GxvGR8dFB3m4+fpbm9la2H2xdjog4KsGCcbEwmNweHgWAwCAQFCQfQEPMbks6mDk7edU5DjNz97Jz8H9wBn31CvkNio5Oy0/Or0/JqAkOi3Gu9YWakELAaLhKFhYDQcjIAAEEB6KJABCgKiIAABNqKOwmtXi0/R/u7Z3+PrirNaynLbq4t6m6tHelom+pqne+pHeyvWZnt3lsa3liZ2l8amBxqr85J8Hb++V5KQFmQX5qIIcDDzU5n4WRhfczIZq79x01M1UxBRF2ITZycyoiAwKBAOBSJAr/4WHbPzurLzunp75+anFw+3168P924PDy62d9ZnFzubB4pzu36kdiaktn0v7CxsGC+oG/dNaNZ3yJPTi1M0SNKxyjZyyv/iUeIYVBeTNVratlXTf5RRPe8T32TuVWDkmKtrmatrmaNvm6drU6j0KV1WP1lCO0pYLeiNflxSXk/X+Fbn2Gxj32hV50xYWo/G1zQ+tTBe1VBB1QARJRdTm8i+oYWunv7a6vqGmtah/tHB/rG+gamBqa2k3HaXgMJvnoX+IY1uIS0uQQ0R3/vya+crOpa6J45aBg8SMnuNnPIMLTM/mmdqmqZJvI8MiOuy/BIb4xDSkZ0Z4u1cmJd2srt1unc0O7rQXNqaFFvoF17qGdrsFNhl6d1k6VGSmN7a1TbTVN3RXt82Pzo13jnY19jfVN7r7hSjqGSqqGTKzasiK/vRwTooPiQ9ITDJTNdYgMqBQ0JxKBg3x68vk7Mw0rEw0rE03rW7MrK3PLw52zs31NTfUFiTHV/yPaIgOSwnMeJ7VEhCeFBMsF+Ev1eSj0dliP/E98TFkoLjuXHa5fHNzdX1xfnt5QXt7PTy7PT87PTi/IJGo93e3t7Rrh9ub29uacebi2slxV0eng3OjuPJcUsdraeLC2d7u1s7ewurG9NzS/s7hw83D7c3T6uru3NzaxPj84vz6xsr2xvLG5uLy0ebG81VVRdHJ5srm5sr21vre9sb+1sbZ+urBxvr2xe0y/Pri/XtnZaOgaLK5p6hyd219ZO1+ePVubOttduri4eHu9vbm6urq5vr6+urS9rl+RXt4v7u5v7uhnZ/S7u+oV3eXt7eXj/d0NbmRkODalWUq+Vkct6pJpgahdrb+jg4hfv4ZSXF1xTn1BRnlWckNRdlTXQ1Lk8Nbm3MH55sX1we393T7h+u725pP/X3qpGO4ZmO4Zn+sbn+kZn+sYXe0fn+0dm5xdXt7Z3tre2JmeXatpGkrEo754A3ssocrBQWEo6ZgGYmYJgJGBIORcQiiVgkEYsiYpBoBASBgMDgICSUAQf6MweM7g0z5rM4e4gmb7m5+JC34my8wmKR0mK96UJjUGd3fVJaURyNFToAACAASURBVHrJQHhmS0Ret2N4Q1TRrGNkdcCP5qDMtvDcLv+kioLKprLSlI6GkNH6j6v1SitFUhvZovNJXENh1HpX9oKvXHF6bN7qBGspuK4ASJ4bKSlAFeHlFOKginBReFgY2QgoNgKKjYSlMuHYSFgWEp6NGc3ChKRScFQKTlSA+/NHw5CgsJyc4sbGruGBwYGB0aa2/prWgeqWgdauod7+kempqcWF2Y2NlYP97bPT/auLfdrZ1snewtbSyMZs3/Z83/pUx8Z0x/Zc3+7y+M7KzPLs2HBfe0VJ3t/6nP4jNf1HqpOjnbqagpqStKykAB87kYeNUUKIXYibiZ2E5CTjmPFIDBJEJqHFBTmV3wgbvlcy0FEyMVD/avzO3FgnwNMhPSkiKz0pKT7Mw9lCR1XK0dLY3cXNOzjFL77ii2+tok3+x6CmxJqZsZWjxeXVpbmFg739za2tjc3dxaWVpeWl7d3Nze2Nza291ZWNlbXtsuaewIQsOU19HIFMZWWmkJAc7BQODoqMlKiqspSKgpgwH5mLFSUjxi4tyiX7mleUn52HSiYTMIwYFB6NIuAwBEYME4nESGAikthxBE4skZeNS0ZEwkhZ3d0zMGNsfnP/gnZ4fn5yeX5ydn50dnxyenRwcLC0stXZP5GSUWBl4ygmKsKIR7OyMIkI8/FwU3m42QX4eQT4eQX5eUUE+IX5hXi5eLk4uNg5edg4RXgEFHjEdPnlrFQMQu18a+x8a/5Bgf278JubuWNeUUnfwPDC9PjCdP9QQ16h7zu33+XWvwc6foqdvXt5ed7u8PrrmY0eXpW7zy/P1/35H3/jHP9Ax/+KP9DxD/1r6J+io7gAK4URRcZjyIxYAhaJQUDgEBAMDISBGFAwMAmPYWEi8HBQRQT4X4sIy0lLyUlJ8bFTmdBIPBSMhQCxUBAODsGjoDgkhBENJ2KRRBwKj0Hg0Qg8GsGIQRBwSDIRSyZimYk4NjKRg4XMTWWhUpi4OVh4uVj4uCkCPCziwlwSInziQjziAlw8bEQ+NpIYL6ukIJeSjPgn/felRbmTE2Pz87PziwuLSytLy6tLy6srKyvLy8sLqxsLK+uLSytzcwtjYxP9A0Nd3f3t3QO52WUBAVEeHgF+/iGZ6dk+nh6igrzZmalbW6unx/sHu9u7e9tTM5NZ2ek+Hq52X0xdbWy8XFxsrCzMTE2MPxkZ6+sZv9cxeKehoSqnra5qqKdvY2Vta2VlYWby2eiDtbmJs4NdgI+3h4uT2ScDdSUZKRFeLmYiAQVHwoCcVGZOKvNfGX68s3K8s3J+sHGyu7y7NrO5ODY73N5ZW5iTEBrgZm1j/O6dorj6GyEVST4JfnYuZjwBBUGAAXAQAxzEAAXQgRlegRleQQB0EAAdEgLEoyAUEkJUiNfW2i4rPa+2uu57cpKRvqaOlkpCbETWjxSzT4Ymhh8SY8Ka6kprSrOTY6Ndvzl9Mfmso6UmKsTJyoQjIJA4LAKLQcBADHAwgMzE+PGTyTc3PyePCBePEE//aL+wxND49JScsryyxpSsUgfXwNdSslgcEYXEYBBwGIgBCqCDAOhA9L9AGH6BABjAIAAKAhBiZ/6gLB3oYpMeF1ZdktdeU9xVWzLa3bQxP3GwuXyyvXS+PX+4MTY/1j7SVdffXN5Rk9NY8j0twtPJ9L2eipSsEKcoN0WIkyLESRGkkvjJWGEW3AdxbnM1KVVBNhE2AoWIwWIQMDADFgb42805YpKbY5Kbq6qHh/tn1ueXjzd2Tjf2N2dW+1vGUhNrAgNKQiLr49K6vhcNpBYNRqV3W3kUG1pn2ruX+AZVB4ZXBUdXxSQ3JP9o/ZHekvyjLi6lITKhMSyuLii6KjC8NiC00cunxsax8IN5hvzHJNmPSa91QtRMI1Kqxqraxmo6ezvHhwdmFnJrhsxcs6T1gwW0PUW1/QRVvtl4pHX2L1VU1ZaVFXZ3dA/1zQyOLAwNLRYWtJpbhppaxcYmtyd/b8nN6UxNa8/N70tMrC0p7c/JbUvPaMzOa/+e3pCc2hkRVhce0mD5rVDdJCkwoV9D29/FyL0/v6y5sLilurq3tX2gfaiyoDMmvDowrM4zos4lotEuqOmLZ+3XbyVJqW3DA3NbS2szw2NDrZ2zXSOd5a05CfkutkFvpA3fSBvycMuLCil9MrSNC09Pi89zsnJSkJJmJqCxSAgPB/VXx0fayR7tZO/+6vT++uT6bO/iYH1vdXppone0rayrOq2pNLW9Jq+roay1urA4M/FHdFB+TGh7WuJ4Ttp8TcX+wuzWxvrW1hbt9OTuinZLu7y/vrq5vLi/unq8vn64unq+uX28ubu+u76+OTuZn1gozW/zcOtycugJD5otyD4c6T9ZW93d3p6cXejqHx2fnD84ODk6Pj85pZ2c0k7PLi/OLy9Ozy5PTy6ODw63t2hnp9cXl+enF1eXt7SLmyvaPe3ylnZ1c3B0uLC81tDSGxmbm5ZTPTY5d7yzc7g8c7Qye7q7fnN1fntze3d3d3t7e3tzfUW7uDg/Pt7fOdjZXFuan5obGB/qGexon5yc3Dzav705u15cWE1MqNRWz1NWytTVTbCxDPHxiI0MKUhNaqwoHO5rWxwbmB/pWxwbWF2Y2t5ZOzo/uL65eHq+e3i8uX+4fri/fri//nvVyM7+3s7+3tLK8vDYZM/wfHPPbGP3VP/owtzc0tb6xuraztTsZlPrUHxipsVXK0EublYm3E+xkHAUIo7MiCHhkCQckoRDY9BwJAoKR0BhUDACDEIzADH0ABYoUI4FbiNOSFBnb7DgHw0VWilUWakxGmrybq//XlZRlFVUnJieExVfEplYFZ1YkJyam5xWmJVXXl2e298QMV5nutr+drVaYj5LbDRSpN2Vv9CCPVSH0UYe914AJ02GCODo2aB/IYF/wYHp8UgoGY/mJBO4KTguZiw7CcNOwrCRMJwUAhcLkYOFRKVgOSg4ThZGThbGt4oyPh4u+Tm5fb1DQ0MTLU0ddXVt5VWtVQ3dbV0D09Mze5urF4fbF8e758d7tPOjG9rp/e3l3c3F/d3F9fne2c7c/uro1lzv3uLA4drYwfrMzsrs8uz46EBXZVnB3/r8zdbym62lno6GqbGetYWx0QeNjx80LEz0dDUV5aQEtJSktRRlhbioLEw4Hk6y7Gt+TRUpW3MDOwsjN/svTtYmXz6+8/hmmRAdmJGakJIY8dXkvbqCsLaSuO1XE2+fYP+INNewalWrLE2nksCc4b65o/Xtg4O9o7PT06Pjw739o8Wl1bWN9Z297e3drfX17ZXFlc3NnZGFdQe/KO1PligskciIJeKhGDyKiYVA5aCIvxaSkhQWFeZmZsIwE1HsTAR+ThZxQR4hXg4qhUDEITAIMBIORCLAaBQci0bjMTginkRipBBwFEYSJ4kqIS77WVPf0z0gvbZ9fHRua3HzdGVrb3ZxeXRiqqt/vK51KD2v2ssvWENTg42VjMUgcFgEAY9CISBYFByDQiCgYBwKyUoms7NQONhYODnZOTj5qBwiXELKPK/1JJRtDC0TDS0T/0GB/ZvD25vQuLqNq7+9/c1eT0TY77BLx++Qo3HSwuPLy+N4mfH/zqX/szn+gY7/FX+g4x/619A/7zqKcrCSsD+5EYuCoOAAOBQEBgNBIACAgQ5ITwcDMqDAQCY0SpiT442IgJwovxA7hYuJUYDKQiXiGZEwJBSIhAJRUCABg2DEwOEQBjiYAQ4GIKEgFAyEhAFRcBAaDkbBwBgEFAOHYBFQLArKiIUR8QgSI5ydlZGLSuRgZeRgZeQiIgVY8G8EOd4IckgLcarIiNmZm+RmpJTkZ1eVFtZWlrW1Nne0tw709w4N9k+ODo1OTg0OjbR3dpSXl6elpcbExISGhoaEhHm5en4xNrO1dnC0d46LjPHz8JQSEXb9Ztvb2zY9MT42NNTf29vb11VZlh/q72pvqu/jaO31zd7a1Mz0o9Engw+GHzQNdFR1NRWV5SU01eR1NNWNDQ2szb86O9h5uTn7e3sE+nrHRkaGBwW5f7P/+EFTXlKYj51CxCCRUBAHKzMH61+j4y3t/JZ2fkM7vTw7PDvcPthZXp8bHelqqMz5Hhfk4myhb6ghqyUvKifGI8RJZiVi8AgQEgL8SY9gBnowAz2Ing5IRw+iZwAzAGAgBgwSQiZiVRTk/by8QwL8Lb4YK8qJe7o5tNRX52elf7O18nB2KMvPHB/o6GuvLcrNDPHzs/pqqqOlJv2an5tKJmNRWAwchYRCAAwwEBCPxxoam7j7hrsHJHqFxAXHpkclF/zIq80ubkjJLDY0MecVEMbjSAgECgaBQgAMQLpXQLpXIHo6IIAezPAKDAKAgSA0FCzMxWKoLh8T5FlZkNnWWN3fVjve27w+P3Z8sH1FO7u7vny8Pru/PqAdra9MdnfXZVdlBefHuyd4W3qY6hqoSSmIcL7mYxHmYhFgJ/NTmfjZCCIcJDk+VgU+FjkBFgk+KisTIwGLwiPhOChARfGNiuJ/Q8fA4OrA4Oqs7J6mxqmezrn2lsmigq6oiFKnb5mmX1Pt3Qp9Y5qCv3eGJHcFRre4+lRaWSXYWoTHBRXW5HYNNE/3t052Nw53Vvf11g101vR01Ax01A231vS11fa3Vg+1Vo6WZY6GBjeaWMVrfvE39YpyT0yNKi5IrC7KaywpbCvObshJKs30S05xjopziov2zoh1jUqJySkemV1sbu1saekYGpro6RsbGJutbFyxsgr/qG0T6RnfXT3U0zA+2rPYXDMw2jbT3zDSUtLRW9ffWdXVW9ffWz/YVd070DY+2DIXHVBq9DnxnUWWY3CrrEbgR03PIKuw/KSq3PTaH8lVkWFFvv7FLj4V3mFNHuH1DiH15v51n73qjeyLPUNqs/O7Cot78wt6vqfUxkUWhQdl21j46+vZiUtoiUtocXBJsFMFBfkl36kb2Ft++/rJTFFGkkJCY1Fgnr+zOcft9dXt9dXT49PT09Pt3fX15cn5web2wuTscMvcSPPOytDp3uLh1sLq7FBfS1VV3vfajMTOrO+VEUEduRkDTY2tjQ3drU29bc0Tk8Nz85MrK/NbmytHhzunx3u086Or64vbu+uH6+vHm6uH8+OD6ZG50vwWX88ud8cOb5eB+IjVhqrDyfGT9c3xsenS0srCwuLOzp7ZuaWd3cOzc9rFxeXt7e3Nzc3F+cXm+sbZyenN1fXdzd319c3F+fXJycnW1tb8wlJP70BhSbVfQKydQ3BVTdfK0trJztbh2uLB+uLZwf7tNe3mmnZ2ery2ujQzOTrY19nRXF9TXliQ8z01Pjws2NHPydz566dAV+eSwtzlxfmHy/PrrdW5gszaD4alCio5unpJHk5piZGV+entteUDPe3jA10zo/0rs+ObK3M7OyvHJzvXl0cPt5f3NxePd7Sf+nvVyPnZ0fnZ0d7e5uz8YmPXeFHNaG5Ff3Xz0MDAyMLsTF9Pf25OYVholIOto7aaKi8LhZ2MY2fGsTPjqWRGVhKeQsBQCGgWIorMiGHEIrAYOBIORcJhcAgECgDBAGAk4C8oEB0VCdZgw3hJ4As+so7GSK1VqO8Muh4vFa8sdEzPto+N1g901w0NtQwP1o0PNk0Md67M9B7OFe33O2/Wa25USC6kve72Ec435w3U5DIQYxFlRjEj6YmwP2NAf0YCAUgwFAlFIKEwPBLGTERzshK5WRi5KHgOMo6DjONgxnGxEDgpjFysRG42IhcLIzcLgZuFIMhJUZaVtDAziY6IKC0pra1uyckqzcwsLS1vGBub2lhbPj/app0d3N9cvjzdvTzdPz/dPz8//dTj4+0d7Yh2snG8OXOwOn6wNnG0Obe7Or8yNzE+3FtTVfK3Pgd6Ogd6OluaGXm6OvxIicvO+P49MSY8yM/PyzkxISwy0MfZ2sLMSP/zxw9671VV34ga6aoGejv6udmH+rh4fbOy+qzn6+aQlhJTVpAVHuRtbKSt/VZKnJ/pnYq0p4uzn1+Ib1juZ69SRfMMu6i2xuHdle3jC9rVxcXZ5eXZ0dHp+sb29u7uxtb6xsb6wvzK1Njk2tr68u6xb2SyiZUznkhBwCFIBACOhMKRUCQShsEg8Xg0BoPEYJB4PIZMZGQm4lmYGDlYyTycLKzMeCwKjEaAkTAQAgpCQEFIKBgNh2IRCCIWS2DEEcgkRjI3r/B7RXV3BQ33r9/iUgqaOoaWhmfWB8bmi6o6wuIKvYN/WNl7vP+gx8fLhUbB0CgoFgXFoWFoBASHgmMQUDQcikejBHm5X4sJ8fFxcfMIUDmE2TglOfiVhCT0tQy8tAy8/kGB/RtjlYtl7Mx/vlRPt+enh/vHR+d3//HDw26Lu+9vzXW/Azoa+Ayfvby8HA1F/vWcRk//uv0/uo6/d/yBjn/oX0P/FB25qDgyI5qAQeBQUDQCiIQBEFAgBAQAgwBgEAMWAWUj4OXFhD8oyevKy6qI8Etxs6hJCH5QkZMVFeAkE5gZsWg4BAEGoGEgDAKCgoPAgFdghldQMAMUAoAA6REQ4P8iEAIChoGAUAgAAmZAI8BIGBCDBKERQCwChEOCOfAQWSFOOWEufjYCFzOen4Oi907D5KOe9dfPjjYW3m5OAT6eESGBCTGRqUnxGanJ6ek/4uJiAgP97e2sPhrpqb9VVlSQU5CXVVGQlZEQU1GQf6us4u3u4ePuoSgjY6CnXVyS3VhT2dbQVFVa1tJY3VSdlxLlHuZuHBdo5e/y1e7rRzMjA6MPOh/eqb/XVtbWkJWXEX6rJKOuIqetrmZsaOBoaxvk5x8dER4ZHpocnxATEeHr6WppavhWQUqIi/oTHbmoLFzUv16X8vnp4fnp4fHh7uaadnlxcna8v7s+Pz/W21ZdmB7t52H98ZO2wltpYUkBdh4WAhMWjoaBfnIjBPBTQBAdkIEOQP+KgZ4ORPfLKzgYhIKB2SlMulrqinJS4iL8psZ6nW31y3NTdZWlAd7u/l4u9RUFS9PDi1MDXW312Wkp3h7OXz4bqSvLSojwcVIIeAwSDYdBgQAwCIDBoDR19bxCYvyiMkKSsuMzy7NLmnNLW0IjU+UU1XF4AgoNQ8DgEBAYDALQ0/1CT/cL3S+v6H55BaBnAALowWAwCARCwSHifOzWH9/npyZ0NdcO9bVODnWszQ2f7K/d3Fw+PT8/v7w8Pz0/P909PdCujtemesvr8kPyYr8leFr4fNH7pC6lJM4pI0AV5mIW5mIR4aYKcVLEeajSgtwyAhxSfGyiPGzcVAqFxEjEIEko6FsV+bcq8v+ryfaOufaOucEhlbFxNZFR5f6B+a6euV+sU/Q+peiZZFi4FrtGNrjHNjsG1Dh5VTl8K3Syjs9Lqpxqm1vuXZ7rmhlrHR5uHhhr6B9vGhht6h9vHemt6Rpo6BlvH5rsmOir6U8Lq3ZxzPz4xc8zJiW5siCzNS+jNT27K6OsPz2/K/FHQ3hWW0pue05+T17RYGZub2xeU/HU5tzY3PjwyODk5PTg4HTfyFx917DSu0AtLRdvm5CW7Lql9rGJluHpnum26u7xpuGJ5qHmvNrp1qHe8pap1pGR+r6R+r6J9t6J1nE/+0SVt74fncvMPGslNUK0VLzNNLzM9QPsrePsbBNs7VIdPUtsfWrcw1rcwxrtghs++9QYutW8tynUt0z3D6908coztUz6bB5nZByiruWsomYlLavHJ6jIJ6jIxiHCwc7PzSkkyCsqKyErISzGw87CTEBhUWAeTtZfHR+vr2nX17SHx4eHp8eHx4e7q4vLo42j9Zn9tanL4+3nh8v7u0va+fHxztrS1MBQW21vaXZ5dGBNfMRIbfl4b2dPZ0tRbrqjhbGtramvr3NEmG9SfHhWelJlWX5Ha11fb9vISN/J3t4d7er++uru/Gh/YnCsOLfF9Vu7h0uXt2tvkHd/bORMWfHp3Pz82GRhbrG3p39wcERKamZFdUNbR+/Q8PjQyPTw6GxFRd3w0PjI8MTkxOzo2HR3z2BjU0tpWeWPtFxf33AzM4e3agYeHiGDAxMH25sn2xtHWytHO1tXF5f3t3f3N9d3V+cTI/3RYYHeLrY2Xwy+Gr0z/qCmr6WgKSeiLMErL8JlqKkS7us5MtB3fnZ6e39zeby9XVzcbPSpQEU185NRXoBHQ15aV0P1QEdrf1dLR3Nte3NVd0vVaHfj4njv1vLk8c7S2f76xcn2zcXRzcXR36tGLmnnl7Tz/cOdmfmV8obhhIy2yOSauORiP19/3XcaUq9F36ooqyrI8XGwcjDh+FgYuSk4XiqJl8rEw8bEzULipBA4mHHsZDSVjGUlocl4JB4FxcAgaBgEDgZCgQxAwL8BGMBABigeDBTDgWxeM5XYCS6lyRwNBTwfdJ8fLO/vLexvTRyuT+5sjO1tjuyvjZ8fLN+dTl+v/9jtMtysVJn4Ll/qJB6uz/tVgiDLhmRGQZAwCBgIgALo4CB6KAgIBkHhUBgWDmPCwNiYMexsBB52Eg+VxM1K4GYl8LAReakkPnYmfg4yL5XER2XipjByUxh5WAjsTDgBLrbXwgI8XOwKMqqONm5hQbG5OcWTEzM7u9unZ0e0a9rd4+PT89PTy09ofH55ef5Jj7e315dnB2f7q0ebc7srk3ur09vL02sLU1NjA3U1v7KvY1SgZ1SgZ3xkUFNdZUdbY2NDTX1NVVN9XX19ZWVVUUF2en5GWkxYiLuT3ReTD7pvZS1N9b7HhcaH+SdHBYf5utt9+RTo5ZLxPT4rJd7bzdHS/JOstAA3G1pSiPr1o56/l4dfQJxTWK2GbYG+a1l+w/zs6sEZ7eKKdnZzdXF2erGzc7C3f7Cxub66sjwzOTc6NDI7O7d2cJJRVP3F2plfUAyJQsLgIAQIjIJCEGAwFgXHoRFYNByNhuNwSBIRTcAjiXgkIxZOJmDYWUisZEYsEoqEApFQEAIKgkEAcBgIiYAgEVAMAoZHIhnxjBgClcgqISxjLKvpJK5sq/nR2zXwR2xqWXZJd2Jmm7FlqJTcey4eIRKREY9DoRBgLArKiEXg0XAcCo5FQtFwCA6FwKIQkhKimlrqqm+1xKVUBIWVuXkV+IQ0ldWtlNWt/kGB/RtjVXT58t3Ly9PVfFfc5/+5haPbV+vijvWbl5eX++kqq9+Y636PzqpG8fj188vL/cl45w+vyK9vnPVk3L5+Tk4qmD18eHl5uVnKivytc/wDHf8r/kDHP/SvoX+KjpxseDIjhokRy4hF4NAQHBqKRkDwGASZgBXkYddSkjXRVjdSU9CWElEX49dXkDTTVtaUERWiMvGyklhJOAwCgoZDMQgoFgXFICFwMAMMxACDAGBQIBBABwbQw8EAOBgABwMREDACAoYCAWAGehAACKBnAANBUCAICgTBQEAkFIJBwHkoOEVJYVEedjQM9POLWSIBj0EjmYkETjZWfm4OEQFeOWmJt8oKH95pG+l9MDb6oPlWSVJciJODlUjAIqEgGIgBAqBDIAA4HIyNlYmXk2psqBca5OdgZ2llbZKTm1RemN1SW1FfUVJbkd1Zn11XEFaZ6VqZ5ZweY+9mY2DxSc/o/Tu9d5o6mmqaanKyUgIqCq/VlKQ0VRV1tbTMTU293T2jwiNioqNSk74nxMQG+HjaWn7WUpUT4+OiEHAYBJSHg43nb2aIPT09PT09vby8PD7e391e086Pj7aXl6b6O+qK0iI83S30dJUklCQFRHnYWIkYLAKCggIRECAMxPDTLjADAEAPZKADMNCBXv0CePWKHswAQIABZEYMHyeLqACPmrJcRWnByeHOwc5mV1tzbERIiL93U2356uLE9vrc3NRgQ21JUnyEu7PjJ4MPSrJSQrzsTAQcFomAAgEgIAMcCVPR1A6MSYn6UZpSUJ1T0ZJZWPfNPYhfUBKNxqOQcCQMCAeDIAAGIICe/hUdAx09/Su6nwcgABAIBEJAICwcLC3I5fT1Y31p3lhf9/hI78Jk/8HW3DXt4PHx9v75+eH5+eXl5f755fn58e76cHO+u608rjDJI9Tps6PROz0VCQURTml+6s9vViWFeTWVZfW11d6/VVGQEHrNx8ZLJZEJGBYmAoWAx8OAKspyKspy/6vJBubZBubZZg6FXxzzv34r+GSTpfs1861xmvyHH0qGmZ/cKyyCGz571Zi5VFrZF/l7l5Tmd4z1Lkz3LY53zYx2TQ53T4z0TIy0D492jA62Dg+3j452jk71jU/2jQ21j5Tn1EYG5AYE5YR+T0yrjykZDi4bcy8bcy0bda8Y8q0a9y6fdC2bci2bcCsfda4acawatmqbCZ5YqZlfnFicXxgZHhub3sitHNY0DtDQ9Q0NKWgoaFvsHF/tm1jomxxpHxhs6xvpGJnqm2qvbp8bmG0tb5kZmJvqmxnrmlgZGpjunvS0i1dWDzb1bNSwzBfVjHyjFq78NkxFM1xTL/698Y/PdkWW3vVW/g1OIc3uYc32wc2mPg0GbnWaNiVqn7N0zTPVjBJltSMk1YOEFT1EFRwEJD9xC6lx8shw8shQmHkoFC42Nh4uTj5OKieVwkxmxBIwcBwK8vfQ8Yp2dkU7u7u9ur+/vX+4uTrfP91dPF4bO9tbpl2cPT7cPz8/39/d006ODtaXlieGxqsKRkuyD4a6bnZWLg63ZmdHszMTFCR4OUlYTiYcHxtJQoBTRoRXW1nWUPvtV6P3GUlRa6sLF3e314+PDze0x8Pdw7HB2fT0dm+PTjeHPnf7Brsv5d+s+1KT92cXVhbW62panJy8tXU+vtf7bGJma23nZv/N190z3MnJ39szxMszMCgoyssryMHJ29zC1tjEQkvTSFVFT1FBR1FeMyUlbWFm5uJg72Bz5XB77ez46Pb2/vHh8eXu7vH64nR/Mz0pSlNRUltFSktR3FBb1sLwrcNHfWtjPcMPahZmegmh/qM9nccnx9c398/3Dw/Hmzv1BS1fTIpV1XIN6Ep1YgAAIABJREFUPiZ7OuUlxTWWFrXWVVSX55QXppVkxlZmxjTkJjSXZ3fWF4/3Nq/Pje5vLOxvLPy9auTq5urq5mp7f3tyfiW/sj8gqsLOLUVOSZ+Lg5MRC4dDGIg4FBMOyYSBcpGxPMxoIU4iHzsTPwczHzszL5XMw0biYSPwsDFyUrBsJCQFByeioQQkDAUFoqBAKIgOAP4THT2Enh4BZGDAQxjkmdGxH9imI4VWW7yv1ntuTk8OD/bOD7YOVpZ3VpY2l6f31xeers9oh2O7k0ErTW9n8ySb/MVC9PkMJclybHBW2J8woD+DQa8AAAYgPQQCAMIgDCgEEodGkTFINgKSkw3PxUXm56YI8LAIclGEuFmEuFl+7pT785SPjcTLSuRlJXIx41kZkSwENBGLxKKgjAiSMK+4uYl1Znr+6Ojk9u7e6eX59ePD3cvLw8vL48vz0/Pzy8vzy8vTy/Pj09PT9e3t5cXJxcnWyc7S7urUzsrU9vLU+uLU1NhAbfWvoOP3+PDv8eFFuekVJfn1NZX1tVVtLY2jQwOdHS0tLfXtzfXFeVlRof52liZWpvqfdFS9XKxL837kpcXn/oiPC/N3sTEP8naLjwwN8XbxdbVzd7YSEWARF2SRl+DRUJBw/Grs4x3oHpz72S1f7WuqX2J77+T2wenJxfnxNe3y4px2dHR6eHSytb2zsrw6MzU3NTY5MzWzuLnd2DXwxcZJTUOXl08IBoMiwRBWIkGQk0OAkyrAzSEkwM3Dzc7Py8HHx25uYcKIR2HRMAwSgkfDmIkYKoWARUB//m+LhAORcAAOA8OhESQsioCEE1EYLAqNxmJwTGxUPkVlbRdpdQdhOVNFHbsvjlGu/hlBkUVW9gHC4vKMeAwCAYVBwVAIGIWE4TAIAhaJx8JxGDgWicAgEYw4jLy8nLGZhZmV0/uPDkqalpIKpmo6zmo6zv+gwP5tmUq5ePz25eV5t97G468u6dt07D6/vFxNJSn9v4+OMu7OaYu/8lHuy8vLy8vz0VCk2h8rrP6O8Qc6/qF/Df1zdKQyslGIzEQCAYfGoiBYFISJgOXlYFGSEddSln0rJ6koxi/Hz/FBXtJMU1lbRkyMgyzARqKSsFg4CAEGYBBQDAKGQyMwCMh/DlFgKAQIBgEgYCACBkFAwHAwCAEBw8AgEABA98sr+ld0dL/Q/wQhul8AgF8YgK8AIHoGBATKRsJqKStQmUn0dL/Qv6KDwWAMDAz//j/+7c///qe//PnfgXSvkBAgHg4houAUPIZCxLEREEQ0GA0DgBj+AqT7C92f/+3Vn/7HL//+/9HR/xsMDoTDgIxYhLSEUFiwZ1JCSGS4R3VVZkttQVdT6UBnZX9nYX9rWn9jQneVf1W2TVaseaTPZ3uz98YfNPS0NXQ03mqqKshJCChKC6nJv1ZTlPygrW72ycTB5puvt29UZGRyYkp0RJS/t5flFyNNVbnXgrxUMpGZiBcXFhAXFvgrw3/OZXp+enh6eni4od1cHB1vL8yPtdcUJsV4Wtvoq2q+EZYU4OBlZSJjUT8XyIGDAVAgAAoEQAAMQAYAgJ6BgQ7AQAf4he7Vq1f0IHoQEgKiMKJ4OckyEiLBQQGLC3OXF2fHRwdjo4PZ6alR4UHNDdWba/MHu2try1N9fS1FhVkhwYFWluZ6OlpvpEQEeDmwSBgcCIQAGKBQsLjMm/D4tLSipuzS+uSsYqPPVmQKJwKBQcIRKBgYAQVAgfT/Ex3p6f8DIH92HUEAIAQMJKBg0gIcrhafGsryp4b6J8f6F2eHjncX764Onp5vHp4fn19eXl5ebl9e7h7ur852dxYHu6tTcuPdgp1Mv7xT1pAVlhfllOJjE+WmCLCTRXnYVWQlPuvrWn/9bKyrofZGVJCDCY+BI6EgHBJGRMFVVeRV/3vXUdk0V9k0V+1LvqpptrJxuoJRqsyHJDGtOGGNGFmjVE37QmWrbPlPGWoGqVb2mempVUOD84tLe7MzG1OTq8Mjc8Pj8/3Dk1OTC9OTS3PTa4sz6zPj83PTi3MzizPTa4ODy3Wty4Gp1R6pocltfnlDlkVDH4t6DIu6vpR2WBZ3WxR2mxf2mef3mBZ0fSxs1S5t06waMByYTVtenZ+ZX5+a3Y1Kanyj7iOrE1Bb17c4v7Myt7U4tznYPzM3s9XROjA7MT83Mz8/u7QwtzwxOjM7tbg0v7Ewu7Ywu7a2sj48tGZoFCGrFW3gVCPxIVFYM1JQI1b4XYKETry8YarG13wjp2oL30brgCq30FqfiCbXsNYv3vX6zlVvLfLUTLNkdRMlNMMkNQNNvuUpG4RbuWfJa9jzCKhxc8hwc8iwUATIZG4mMjszM5VMojARiAQshhGNImBQfNy/Ptfx5vLy5vLy9vL04eLw+nhja2lkdrRtZbbnaHP66nT35unm+uXh8fHh8ezs/Gh7fm1is7Vysq6CtrXxcHtzfXu5vbPW2lBp/EGHh8rMR2XipzLxU5l4WIlUMo5CxPKyk7/Hh22tLd3dXD09PD7e3j3dXl0c7h+Odo0XZtR7Obc52fc72dcZG5Ya6AzGhG72tx4tL/R2D7q4BsrJa8nIKMnJyb+Rk3+joCSvqCIrpyz7RklRQVVRXkVBTlFBTllJVkVeWlFWWlFaRkFN811pSfnOyvLZ3trh9srR/tbp6cHd3fXDw93j48Pj/c399dnceH9sqFe4r3NsgHtyiG9uQmRxZmJtcWZdaU5ZfnpR9o++rpaj/a2rW9rl08P5083j1eVF/0ifjWuuvGKJtmqapUmyr0fR99iSnMTsjOgfiaHJ0YGpkcGZMaGZcRGlWandLXXTYwPTYwN/rxq5pJ1e0k73djdGJ+YzSrscQnLVPrmJSaiwc7BgsFA4AAAHQDBwFBMRw8ZK4KWS+bkoCm9E32spvddS+qCtaqir+UH7rb6Opr6msr6Gqpaioqai0ls5eVlJcZnXIlxUIhzCAKT/dwb6PzHQ0cPowLx4lJUSW4mX4mKx1dVMwfXB1N7+5vrmxtrG2vL68tjiyvLO3tXp/OVi+mGj7lK+dFOoZODHN7oygq95KRxMGCwcAgYCgQAggJ4BBAQggK+EeViMdLRMDfQsjI2szT652Fk4Wpo7WVo4W1l8szJ3sbVysbNwsrNwtDWz/GIoKSrEx83KzcHEzcHESSFSGXEULAaHhCJQDCgMlJ2DT0fbJDkpfWxiYGdv9eLi8unp+W8de35+fnh+vLy5oJ0fn+1snq0tHs2ObY52rQ63zPY0DbTUVZb8ygqr7s627s62gX4ekaGBESGB6d+TqsqKivKz8rIz8rIzU5PivN0d9bSVld+IaCpJGWorB3k7NVQVlhelF2QmpsSGuDtYezk5uNnbhPm6xgR7mRlqvVUUM9JVMjPUUJIUeKcg4ebi6uweauOeauyc98k5L7NqdGlj9/Dw4Ozs9Ozs/OTkbH//aHNrd3llfXFxeXF+cWFuYXZ5uW9syt7NV03b0OGbFwyGgsEgQvy8GAgIj4Di0HAkEoKAQ1AwKAwGprKxwCAQBBwGh4IRMCAOA2PEIdiYSTgkHA0DYxBAFia0CB9V/rU4FyuJm0rgo7JSSUQ8CopGI5BoIjObmJj8JzlNK14JHR4xDSlFPRXNT8pvdaVklHl5OKBQMAAABABBAAAABgXhsXACHs5ERBOxaCIGjUehSERGZTV1Gyd398AEO68EM4dIa9fv1q7ff/WR/j3QUaVs+uHl5WEhU+V/59L/e+jorCfj45c9c3Dz9N89frrdnshz9Pmt7/4HOv63+AMd/9C/hv4pOjIREDgUEg1HICBgJAyEgoFwKAQRiyZgECQskoCAseDRYjzs4tzsXEQsFxMjJ5mEhYEhgFcghlcIOBiDhOHRCBQMjIAAkVAQAgaCgBkgYAAUAoJBwRAQAAYCIiBgGBj8n/xDT09P//OAge4/mmlAOnoIgAEFg0oK8SvJSmGRMLpXf2Ggo0ejECB6OoZf/gRkAEBBQAISxoJHcZPxPEwYfgpegIWRj4JmY0QQEEAsAoyEQhjoXzH88heGX/5CT/dnGBSIhgLxCBA/lRQd7FZVklJV9n2wt3Kiv2ZysHp8oGSkL2ewPbmvLqKxwLXku3lKiGGsv7Gfk+FXw7dGOmq6mmpvFWXkJATfiPOpyIqqyIrpaal/NTG2sbR1dXbz9/UPDgwN9Atyd/5mbPhOTUlaVICblczIykyQei0s9Vr4rwy/uT6/uT5/uKM9PVzfX53STrY25wfaKtOSQmzdzLRNNaVVJfjEeVipJBwOCUVBQUgIEA4G/URHIIAeCKAH/ARHBjo6ul8Y6OjBDGAcDMpGQgvzUz+bGJWXVU9Pzx4eHp6cnExPT5aUFqR+T+zqbN3aXD063NncnB+f7KlvqEhMTHR1dTf/Yqarqy4pLkTCoRFgAARABwLS8fALBITH5/7/7L1XVFPr2vZ//N9bKUlm5kzvCQkloXcIvRcpIlIEVOwNUJpSpIiCItKxIEVApaoo0rsoClKk995LKqBr+T9gfd/77n601jfGHuse18HMyMh48lwn8/qNp9yl9fdSsw8d9qTQZAgEAoWApRJxRCwGC4FoJBwCAQgJIhAIAABBAIkCkGgkAIEACkJiUUgWEWutpxoXcqnoSVrf5/a+r53futoXpnq3NybF4vW9H8Jfft399YdY9F0oFGxszI5O9TTWF6c9uuMXc/X4WXc7OxNtE21FYy1Frpq8liJLg83SUWVbGeu5Odofc7J1sTQw1VWRkyERCRgSDk1AI+1sLe1s/+aso5lvtplvttnJp0Zej4yOPTR0z9Q7kqJ3JFnHJdHAPUnPNZF79IHrhfy4tPbG9tnZufWNbeHy2tbs3PL07NLk7OLY9OzU/Pzc7Pz83ML83MLC7ML89Ozi3PzC/NLU9EZX78Kdh03uIY8vJt+Jen7tbrnrvec2oXd1L4dxAyI0gmNMLoeb+14zORXEPX9D43KUbPIzg5KW841f8z9+62npnrgQnGNkE2/tej+7vHNnR7SxubnB3xme3RhcFHWPrXcPzs3Ori8vzU1Njq+urg4PD09MTM3NLSwvrkxPTq2KfhS/H7HzTDb3yLQ5mW3olqJ7+L720Qwdn4eGPlnWZ3Kd/Up8Qt4Gxlen5rcUVXx5Xtl3K7UuIPqNX2zlhZvlR85nnQkpPu6Xferao/jMuuzizvScmudlH4JC7h91uXDU5YKX5yVNLTNtHVN9fROugZGcrByZQKQRSTQi4V+hI397k7+9ub22tDo/PjXU1dVe3VZXNtTTtDDVt725JBCs730X7e3wd7dW+QsTs/0fuysK5rs6fuFt7e6I9n6It3lrPZ0fstOS78WGx98MiQ65EhV8OeCcz4WTHt5HHa+cO9HWVDUzObIjEvzy/cev3398Fwt2+Vs7y3MrvZ+7n+U03rrZGBrQGuz/xtezyPto473b0431a9PTX770XA+LMre0NTQyNTIyMjTkGhoaGBkYG3KNDLlGxoYmJkbGBgb6RgaGxvpGxoZmBoamZ89daqxtXpmeXpkZW52f5G0sC3gbuzvCvV3xj+9733d3fvmxI+JvDvZ/aW+q+dRS97m1qbej/dvXz/3dnaNDfTMTo+NjQ6MjQ0uL86KtrV93dn9+//H9x87ud55weeJrdlbJIcdSC6sXPu6pkddSk27lpd4vSblflnEvNyUq/V5M0p2bmQ8Syl8++9Bc/6G5/l+lEQF/U8DfXJiZ6vzUl5lbdSk0xcHtkrGeuZICk0LGEJAgCUIxiHglebq6EpOrwTnl5Vlc9Kz0RWHpi8LXZSVvysvelJeVvXxRUfz8ZWFB/tOcnEdPH2c8Sk9OuXs71svjCAmHxUIABMIBOBKDxKoz6F5G7JSL5g0px+aak4WT9dsLPQszQ8sL4/PTg1MjXzYnmkQjhQsN/n0Fh0ujdGNOaHqYqdroKWsrySjLUWkkLBaFQoEQGgSxIEDEIo+5O5W+eF5RUtpYW9tcX/Ohpbmprr6xtqaprraprrahprq+rmb/EHtDfe2DO3GO1qaaqixNVZYam6bEpLJpFDoJRyRCNBKkLM92snZJSUzp6f64MD8p5At/+fHj119/08+fv/z8+cv+849fdgXCLd7G8srU6HRvx7fmN52v85tfpNcXpJem3c+4FfGPPrsdtnE7bOPt4eJ38UxmalJyYsLtmJvREdcjrgdHR9wID73m6epgwlXTU5c/bGtyytM5KSG6qa7yfeXLl88ePU67d+PapYDzp8MD/R+nJcXHhp3ycY2JCLh2+XjYtXOmOkqm2oqXzvn6B4Rej3l8NbbM6XRSdMrrls8j84uri0vLyyurq2vrS8sr8wuLM7NzU9PTo2PjE5OTI+Pjn3sHbtxMOOp17kl+qbqeEYFI0NfRpuDQdBKORsHT6EQSEYsBARSERIEgGkJDSAgEkBgUCotGMWgkBgWvwKLLMSj62iruR+wCLp6KCAo85e1ubqylrcrRVJJT4TBIBAiLw2FwNCxRjqmgqW9ip6ZjoqCkqaCooqysIi8ry6CTyWQiAgFIS8MAAIFBIWWZFHtrY1dHq6MOdpYG+hwZGoOKZ7PlHZxdwmPuPnj0PCnrZcrj1ymPX/+bgP37Uo11bvvmLz9/rrfHxP7dVz7B7Sv/PauOv8n7aEpK6rvKt+31VW3vn7/O+m3z6u+uP9Hxb+pPdPxT/x36j+hIIEAYNAoDoTAgiIWQKACGRiL2j9hhIRCHgnAQcv+qTxIWhQUBNIBAgQCIRKDREJGIY9IpVCKOiEURsSg8GkRDCAhEoCAkGgViMCgUiCRg0EQsBgNB++gIIAAAABGAFBKA/9+tjygAgQJgsjIUR0sTjgwNDcBAOIyEw9KIOByEIIAIIhZDJ+JUZOm6HBkTVVkzVaaVpryVpry1DttKR1lPRV6eTmZQyBAShJAgEgFgIZCIRlOxaDaF4GCq+yA2oCT3blX5w5q3Tz82Fn2of1pflVz1Or7yRWTpk4CC1LNZtz0fRLrFhRyJDnK/ctrB08XM0cbQ2kzfRE/dWEfF3kzP3lzf84jDhbOnrlzyvxYQGH4j/HpIWEhgqN/F80ecrK1M9TVV2DJUIpNOMtTXMtTX+jvDRfwVEX9lR7ixw1/fWJwc/tpW+SIr/XZA7DWPUF/nE45GNvoqOkosNoNCI+KIWNT+Uu0+OqIg5L4gEA5CcCQojQIhAoRlkoi6agoWJjqXLpzPSH/c1Nw+PTO3vrkxMjLy9u2bgoL8T53tyyvz6xvLC0vjQ2NdTa11ufnP4m7fDQ4OvnT5tL2NqQpbloRF4SAEiIQxmDLBN2KjbmcamdgTSQwCgUAhYmhkDJmAxkIgFsSASBgEAiAIAgC4j45oJIBFIvf/IQGF5DCI9obqmbevv3ySXln6vLuzo/9L+2hf+8xY1+Li6Ob2gki4LuItb2zMrM6NTPd++FL1vOhBaGKoT/Bpp2MOBtaGmqY6ygbqCrrKLC02U1WOpiJL11CUNdBQNtHg6CsxNRSoLBqBTMIRCRgiDrK1sbK1sfrfJh+7WnDsasHx4BKXCwVO5wqN3NK5rqk6h5P0DifpOCToO9075JMZnVzzqmGkb2x1cm57bGZtdHp5dGKxb2Dy68BE18Bo7/DY8PDY4NDo4PD4wMDo0ODY4ODY8MTSp76VB9lN9qdSbC4me0aHnb13LDLHMfCevuURrIo+SluPoK5FYSuSWQpEpiJSzQgRnGBV2hpc0nKzrLn8Xk6lw6k4A+doy6NZ50Oej67yFte25pbXx+aWh2bXP40s13SONn8e7eqf6ukd6P020js4/vnr8IfO/g+fe3u/jX3tGWgb3PANyeMevm/ikaV3+K7e4bsGrukG7pmmPg8PnXpy6MwTV/9i79CK5LzPHZ/nv/SNdw3OlL/vvZtek1/RV/x+MK+8Mz234cXbb7fTK/PLPtS3DXZ2TVTVfOrqnsrJrczJrbwd/yji5v3L/qHnL1/xvxZw5OhhDluWRsBTCXhN1X+OjrytDd7WxvrS3Oz4wGB3e1dbTUtNec/H+unx/tWVGdH60g/eGm9lentueK3v09Drl5/ePOdNj/4Ui75//773Y1co3B4bHuj91PGlvb69vrKpqqy6oqis4HHps8eF2enVlcVT4/3zsxNCAe+X7z++7+3siYRi/pZQwNteXJj5/PHLi/y6hJjqUL+6a+dfex2t8vX99ODeckfL2tRoS0Pd2bPntXW5evp6XF1NI31dIwNjrp4BV8/IQN9QX5erx9XmGujo6ujoaOkaGJqGhd38/OHL6vTMyvTY2vw0b2NFLNza3RHuiIXfd3d3d3f3fnwX7Qg3NtYmJsZ6e3snJ6enpmZmZuampmZmZ+fX1jZ4PMHa2sbWFo+3tfVzZ++nePfnLz+2fxHwfwq/8xbWqqufONgXWpi2eZz4EhVb/uDOy6L0wtz7ZY/u5jxOTroXc/dO1NNHma9KS16VlvyrNLK1tri1tjg5Mvr+bdPte3m+F6MdnH2NNXWUWQwqEYuDABIWYpDQynIkI23FG/4XG6qqR4cnRofHx0bGpyamJ8enpiamx0cnBgaG+noHv3Z/+9zZ87Gjq7mx7f27qmOe7hQsBQvtb0dHs5hsG2MzF2MtXyvNzIvqX56eXKi9Od+SNP4pd6K7dPxj0UzLw+WG2NX35wfyHQuuc8/Ycsy1OdamOtamOkcdLPQ1lRkUIg4DYSAkHoUkQACNhD19yvvjh45vfQOjI6MTE+MTk9OTU3Pj45MTE1Pj45Ojo+MTk7MTk7PjEzOjY1OtNdX3bkXamuvYmuuoK1I4TJIcjUQj4sh4DB0P59DpdqY2MWHRLfU1U2ODvPVNsUAgFm3viHl7u4Lve8K9XcHuDn93hy8SbgkEa9vrs8tT/RPdDT3VBe1FKe9SwsviQx4FX0nwO/2PPutpKOhpKBz3cLoe6BcVFhJ7Myw64kZ0xPWI60Ghgf5B/hcvnTt+2MHC2+1Q0JVTof5nUhLjWhqqGmvfPH/2+EnG/asXfc/4uKUk3MpKT74ecjXnSdrdOxFPH94/f9LVycpAV5npcsg04MrlyJjkyLslLqfunQhIL3rT2TM0PTk9PzO3uLi8Mr8wPz8/t7i0sLC0MDs/Pz07Oz450ds/HHM72efMtfzymsDYuwQSyZCrT8FjWDTSIXsrG1tzI0NdjpwMGgRQSCQCBgfgAAAHkAgkBo0l4NA0MoZKxKorKRw+ZHkz7GpmckJORkZmcmKA3xkDXTVleRpHjqTEplOpeCwOg0GhUSgUBouTU2ArKikxmXQSEUun4Og0EpGIQ6EgOBwmLS0JAtJEHKipKn/x9LFbYdezkhLvxtz0cHXU0FBUVFI86ukdk/Ag73lFWWVTWWXTvwnYvzPV3Mn+wv/58+f3tZH3qU9Cj4Z5WYR6H028nVjfs7z38+fP78NV135/rPrd4c3tafGr6uywhN/1GtV/P8c/0fF/6k90/FP/HfqP6IhGIEBpaaS0FFxSAiZxEC4pgZCShEtKAtIwQFoaISUJSEsB0pIIqYMIqYMADI6AgQgYEoADWDSGRCTgsCgcFkKjADQKQEEICETsL0NBIAAiARSEREEIFASgIOT+ohmAQABwBPibYP9HUhBCWlVRQVONjUUhkDBJFIAg43FELAaNhOMxSAoeLUsnqrEZ+ipyJpryFtoK9lxFFxM1DxNNF0NNU3WOMpPOpFGxEAoLYjBINA6FJGAgKgEjS8M4WCgHnj8UH3Hy8YPAgodhrwrjKp5FF2YF5ab4ZcWfTY4+nnDdO9LPNeCUw5ljNu7OJk42hvYW+lbGWsYGGpqaiuqKLFtDHUdTgyPW5udO+Jw5ffrKlYArfgEXL5w753vc09XJytSAq60uz2SQ8FgSEauupqSu9veBe2NhdGNhdHX629CXurrSh0XpUY8TgtJi/OMCT4WcPnrMztBUW1lJnkknE4gEHAmHxqNBDAqNhlD/VygQQoEQGkJBKAQahaDgkRwmgavJPmRt5nDoUHRU3OvXlQODwwsr6196vxWXlZeVvfzW93lrbZq/sbSxPDs1PvTpY1tZWUliYuLNqJiQ0BveXm5cfS0yCYtGAUgAjkNBHq5HtdU1CAQcCY+hEXF0Cp5IwkBoAIsBsUgkEgFAIIBGAhACjkYgMACARSIxAIhCkggQngYitZmEY9Z6RRlx7dUvirLvV73K72h83dlU2dX8prv51fDn2sn+5vHexp5P1R+qixpepjxPvPYg6FjkWWdfF1Mncx0LrqKRpryeKktbSVZNXkaZRdvvEq6uwNBQoCkziXI0IplEIBKJRDyOhIX+cdUxp6Q/p6Q/Ja8nIqn1+LVSS69Hei4pOoeT9Q6nch1TrdyywuJrX7zt/tA7+rFv9MPX2c5vy1WtA+Xvv9S0Ddd2jLxr7WvqHGps7alv76n/2F/b1lPX1tvSOV7ZMnLtTpnzxVznS7nnbufdeJqcWhWd9uZE3BM7/wjLs1edj7gbcI2Z5rZyTh7sM0HaKS89yj8HFn8JePo+7FJU/NHL+XbnHh+5mu199dmLquHm7m/tfXOdfTOfuoY/dQ2+qmmvqPnwtvHz65r2itqu+o+j71oHS2p7yhv6X1Z1VrcN1nYM3c9tsPVKNPfMdDxX6Hr5mb7LPSP3R7Y+eacCSq5Gv/ePqXa9/Px4aPnt9LqJie2VtbXZ1aWZZVFRWUd923hn/+zkEr/pY39n/+rTFx9eVLR/7Zv88Km3pr6tvulz26fhtk/Dr9+1paTlPkh9eD0iIjImLPh6gLu7s7qSAgWPVVf+5+go5G8J+VsbK/Pzk0MjvZ8+t1R3NLz92tEw8u3L1Pjg7Ej/RN/nsZ4P090tvW9etj9OHe9s/pW3/uv3vb29vd3vOyIxX7C1ub6wsDI/sTQ7Nj8xND3SPz7QPdrfNdLXNTXav7w4uboyL+Bvf9/d290Rfd8V74n4QpFAxNtamxiZ+tDUXfS0Izm+LuxqGWoAAAAgAElEQVRqzTnfGl/fiivn27NSFr90LI8MvS2vOOzipqurq6ulbqRvYMg1MTIwNzK0MDI0NzK25BoZGhoZ6esaaGvpmZvbJD9IH+juXxyfWJoc3VicFWyu7op4u2LBjkiwKxJ939sT7+7sft/d5m1tbm4uL6/MzMyvrG6srW+trm0uL68tL6/u0+P2Fo+3vbUrEv4Q7/zyfW/3+45oV/DrLu/XtWX+x7Z35888M7V45enxIeVOf21J27vn5U/TMpJvJ9+LSYi7mZ6clPMkO+dJ9r9KI1NjPVNjPe3NrfkFFddjMl18As2t3bRU1WWpFBIWiwaRBByKSgbV2TRXe/MnqcmNNQ0f2j51f+n92tXb/eVr1+eujx86Wpqam5pa6mqbqt7Vvqusrih78+ZV5ePMLF1NDQaJRicSCRhIXl723PmLJ4+fsODqqlBwZ7m4nAs678OMa+Icnse6Z4Z5PLrm/CLC4XW0xesbOs+vavia0tkUIo1K09ZScbQ2jo0IuRMbaWKgS8BARAwkRyfJUvEKTJKJoVbpi8La99UlxS8bG+tra2ubm1sbGhoaGhpqa+sbGpoaGpoaG1obG1ob6luqKl6n3r192N74sL2xCofKksFTyAQSDkvBEch4gEWjGuoaXwsILn5R2N3ZNj85srW6sLE6t7E6t7k2v72xuK+t9YWNlfn1xZmVueGl8a6pr7UDdYWfCh80p0WVx17LDb+aGnThH312tDZwtDbwP+8THuQXdzMsJuJ6bGTYzbDgiNCr4SFXE27dDA/xvxFyJTTwwq2IawHnfVISbzXVv2ttqi59npeeHB8bERwedCUmLDAi/HpuzuOy0oLiouyCnLSTno7Hj9rrKDENteWC/M7cirkTE59zPviR9dEbt9Je13UMDozNTswsLCwtzc7NzC/MrKwuLS4vzi4sTM3Njk2M9/YNJtzLPHMlLK+i7kVdm629vZ6ONo2IZ9HInh5HMrNSgoMDwq4HWZgZoUAECMBh0pIIOAwJAAACgcdBJDwoQyVS8Chrc27S3ajH6YnPn2a/yM9JfZDg43lEVZHJouMYFCyDRqCQMDgUEg0BEAggkQAOhyWTiQQ8Bo+FCHg0kYDBYdEoFAgi4VQyTk1JwUBP44iT7c3r13MePnz3uqK+tqqs/GXEzUiXo+7Hfc/G30suKXtbUvb/sq+j97m3Q4Jf/ukf+PnrWnvsrT8Aq353eAtqX/358+fPX3bW53pqa/54hvwTHf+m/kTHP/Xfof+Ijkg4AiENg0nDYNLS0lJSUpJSkpKSEhKSEpKSByUkJCQkDkpIHDwoceDgwQMHDkoclJSWhIEAuE8ySAQCgMPgMGk4TBoOk4LDpBFwGACHI2BwuDQMgAMgACABBICAIxAwOAwGh8HhMDgCjgDgAAKGQMAQCBgcAZNGAggkgKBRyGgUACCkETBpEEBiUGgUiEKjICwGTcKh6WSCPJ3CkaEqMsnqcjQ9ZVlTTY69vqKDsbqxNkddkanIZhJxKAJm/y5ycB8d6QTQ0kjRy8XQx8XI39cpwt87IeJ8fMS561fcLp2w9XUzPebIdbbUPGyrf9zd5oiDqbe7o4ero/sRB1dnO1srEzUVeRadoCxLNTfQsjM3cnW083Rz8fFy9/Zyd3d1dDpkbm6spakqJ8+ikgkYHAbEYVEqymwV5b+/YXWiv2Oiv6O/o6q6JKs8O77s8a2XmVGZt/zvXT8bcNzZ2UxHR5EpxyDTyQQc9jfuJWF/u2R1v0sHDgL2ezyi0ACJiCFhERaGGvYWBqYGusZGRlcDAvOfvfz0pb9/eLKuuSO38OXrynejw0O8zZVt3vr6+urU1MSX7q6KV28epGXeir8XGRPn73fB2cmexaRhMaj9nahseQUCDk8g4Ig4LINMkKERqRQ8GoOEkAAoLQ0iERg0hEaBKACxfwITh4LwaBSEwmBQEBEFV2biPe2NXuUm97W8efci62VeWnVFbm157vuXT2pePnr/PLO27Mnb5xkvsxOfJIYnhZ27F+R9/bTDRTdLd2tdW0M1Uz1Froa8lqKMugJDjc1UZFHl6URFFlVVjqYhz1Cg4JhkHImIJxKJJDyGgoHsbC3sbC3+t8nv2obetQ1lFDbeyaoLTnjvG/Law++5h3+B3eksW9/0y1FFaQV1xXUfKj92V33uffvhW9G71pfvW9+29bxu+Vre+KWi+WtZU3dFS09xXWdZw+fS+s6Kpp6imu7EZ/Wx2fWxuW2xz9oelFc/qnny/GNMQevFoqbzT94dTy07EpV56H6B55M3pwoafCo+n6zovlDWeSOvPuZsbEJ0ZkHys3f386ufvu9OKWm59+x9wfsv5c1dxY2dhTXt+dVtLxo78941Fzd25r9tfln3oai6vbSp61FF89M3nVnln/JrhhPyWk7FvTI7/tDCK/NaXFnB60k7t3TbE4+OXSvMLv1WWTfU1rkUeuvdiaDyy9Fvm3vWVta2FudnNzZFX/un27+M9I8t9o7M943MN3wafVH16cS5sMxHZe/ffU5JLkrPqoi5kx9zJ//ps+oHaU9Db94MjgoMjrl85oq7vYOxCodJxqFVFRX+6fuRt7nK21xdX5yZGx8c6ensamv4UP+++lVJTUVZZenLkoKnFc+zvzW9G6oqa3qUMlFV+gtv9ddd0Y+9vb29PdGOcHdXvCMUifmizc21jfWVjfXVjbXlzbWVteXFteXFrfXl9dWFtZUFAW9LLBDsioU7YuGOkC8QbAsF24KttY35ieVvX+bbGnoLc1puRtRduVhx4VTJlbPNifFzjfVb4xMVpRVHXT10tfXsbJ3djp7w8rrgcey8m8c5T5/Lbp6n3N19HeyO6uoYex07+fx58fi3wZWpycWJ0Y3FOeHW+o6QtysS7AoFOwLB3o54b29nZ1e8s7uzzeNvb/N4fOHi0srq2ubmFp/PF22sb25sbGxvbor4fMH2ppC/JdwVCffEezs7v4p3f4iEol3+joi3tzA7WV5UceVUtqtd6eWzE6/KeEODfR0N2amJN0OCbkVFpadlpKdl/Ks08u1r87evzVVV79IevzgblGB55JyuySGOojKdSMRDEAghMTiUnCzNlKt56ZTPk4zMnCfZBc/yn+Xn5ufl5OVmP81+mJ72ICM9+WF6WnLivQf37ibFx8fHxMRFRZz0OKqvrqIsL6/KkZOXIV+4cPJ2fKyVjSWNQsYjATU83lNL4SKXfsGIaaNE0mOSjWnEY1zGcSPyWUOapzpdCQ9i0CgQAmWpOFN9jZCrV9qb65Lvx6srs4kYpJaKgrGumrGesrmhWoj/hfioyLu3opISYu/djkmMj0tJSkhJjE+9fzf1/t3M5OTM5OSHqalZKWlZael3YiJ83Bx93Bx1NDkMGRKeiCPisDQMlkxAU8hkVRWtM2cv5efltDVVjfR2LEwNLMwML86OLMwMz08PLcwML82NLs6OLM6MzI59m+j/OPK5ure24FNxetuThLa02Kq7kYVxYZkRV//R5zM+Lmd8XG6G+sVFhkTdCIyNCA0L8g+9evFWREhCTFhsZEh0RFBI4MWT3kdOeDpdOuURH3Oj6k1pffXrshfPUu/Hp96PvxMdFuR3LiY68nlRfllpQW1V2e2bQYGXfV3sTHVVZbmaLC9XqzvREQl3s8Jj82zdrp++lp5d3NLePTI2szy/tDy/MLu4NLu+sbKytjK7sDA5MzM6Pvq1pz8p5cnVG3cKK5tru4YKnxfZ2dioKyraWpp5ehytqXlXV1fzLD+3oCDn8GF7FWUFAh4FgXA0BEBIOBaNYFBxTBqRSkDrqLP9Lh5PT7pV+PRR/pNHD9OSQ65eNtBRY1KJMmQilYglYAEshIQAAEQCSCQIIEEkEgQAAING4dAgDgvhsCgsBsRiQCIOYsvSDfU0D9lY+nj6hF8Pz8rIevWqoqGxvrX9Y01dU9HzkqQH6Tk5RTk5Rf8mYP/+YHP9dPD7nqWdvx9evNz1NPP0H4JVv/scj1f0bH3/X3P7oxnyT3T8m/oTHf/Uf4f+IzqSCXgSHkfEYfFYDA6DxmLRWAwKjYFQGAiFgSAUiASRSBAEACQCQEIgiMdiMCgIDYEQiISQSAQMBpOShklLwWFS+89SEpLSklJwaThcGiEtBZOS2mdRiYMHDx44IHHggMTBg5KSB6UkD0pJHJCUOCAhJSEleVBi/1dSEhIwaSlpSSmYFAwB+60NBAAHkHA4Eg6HAAQKCWAgJBYJENCgDImgyMBqKsmoKcrIMkk0Go5EQlOImH2R8RgyDsMgYbkaco5WOsbaCgZqcqY6ilYGak7WXBsTTUNtjq6avI6qnJaKnJG+6vFjLgGXz/p4ul44c8LXx8PLzfmwvaWhjhqTiifhQSYDb2ygecjGxFBb1cqEa2dlYmGiq6vFUVSg0qkYLAaEQAQSQEAgkq0gz1b4+76OPa1ve1rffq4vaX2T01Cc8S7/7vO0iIzoK+HnXE84mppqyGtzZNgyFAaZwKCS6SQ8EQuR0AAJDVBxEAkNMIgYWSqBScYxyTgCHkXEQbrqbHtzfRsTXTU2y0hfz/eEb0ZGdnnF+3c1LWVvap7mv6itb5qZmhJsrfP4W2vra1PT091fe95VVWfn5qdlPkpJy0pLSYwIC+HqahFwaAgE4DBpCAQJeDyJiKPgsUwSQY5OYlAJOCyIhZA4AIECYBgIQIMICgFLwWMpBCwZj8GjQCwOg8EgmVScihzJzc6w+uXjb62Vza9yXxVlvS7MLM9NLnl8vzD9Vva9sKz4kAdRfnEhZ8Ivefp72/kdszp7xPSYHdfJVNPWUM1Yl6OrJqvBYajI0dgyFDaTKs8gy9FJyrI0NTk6m0ZgUXAUEpFIJJDxaBoWtLe1sP9bdKxqGapqGSqvHU/Na7ubXZv2ouV+flNwQvWF6JzzsXdSCgtfNb4vri0peFeU/vzh7cz7OWWF2cW56c8eZj5/kpKfmVbwKDkv835O+oPcjIyixxlFT1ILHqUV5T0qL8uqqHz8rj6r8n3Kq7ziT5klnaFvu6++/ny5/OPFnNpjpe2X334OruwMqum99vrzqcquK8XtYXFPTycVZjx9VZBR9LS4uiqr5GXYg/shd28/yHmSkp+V+DQt4WlqfHZKwtPU+/mZSbkZdx8nP3z59O6TlOzyggcFj/Pfv3reWFXcXpNSmhecmWF/7o7t8azQ+NfDiz9O+Cd7nM85E1LU1D3X0TM2vSx6/m7gZHDBxaiS3IrO0en1ofHF4Snex96V4nfd7b3LJVXdDR9nk59UvXzX5XrMz8HJOz+3NDQ4+saNOJ+TV3xOXjl7Pig6JjHoxo0LV88GRVz0Pn3Y1FyHLcvAoZEctuw/fT9++/Lp25dPnc31Na9KSvKyCx9nvXn5vOjp04TIqPiIyOSk+K9fGpe6WquT7/W/Kvl1be7XXcGveztioWhvb29nVywWCzc3toaHxkYnJodGx4bHJvoHhqam58bHp4aHRocHh2amxuemJ2fGx5ZmZ5dmZ5bm5zbXVvmbK4Ltte2tVR5vbXtlXjA/s9jdNfn+7bfcR2334qquB726GlB7+85YfeP82ER1Va231ylr68NH3c54H/f39Pbz9Pb3PH71xMnAY55XPN3OubmevB13r7a2bmZ0aHVmcmV2anN5QcjbEAt5YqFgRyjYEfB3hDyxaFss4otFQrFIyONt8/k8Pn+bt73N5/P5fL5YIBALeDv87V0BT8zbEvK2tkW87R2BWCz6LhDtCgR8MZ8n4gnE2zv81V+XZoTtrQMPH70JD69OThz51Lq3tjzW25Od9TA5OTU5OfVfpZHez3W9n+vKystv33967FSIibWHjq6hoiyViUVQIQQWA9JlKFw9TVsTAzcH21M+x3yPex73PHLsqJOPh8uxo0721sYujpZuLrauDtbuznYu9pb2Fka2ZgY2xvqGmiraSvJa6hwFJsXKWO9BYtwR10NMWSoSiUAhkEgQi4eQdEiSjpbAIKVAEEABcDJGmgFJMkGIjsDikGgAgCOBgyRQisMg21qYvHiW86G53tneiknFqymx9LWVzAxUzfSVbE30na3NHC2NjtibHDtsY2eq72xt4mpv4els6+Fk4+5o7etxxNfN5YSrs7urk5froUNmeofM9OwsDdgcFpGEoWFBZSJajYZhk7Gq8nLHvbyzMtIba14PdDdMj32ZnexfnB1amhtenB2anx6YmeibHu+dGv06+e3T0Kfq/saXH16mVaXdLI66khtw6mnQpZyo0IybQf/oc3jQxfCgizFhV2+GBkTfCAwLvBLif/5WRFDS7cjo6wHR4deCr1447nWEq6tib2VwwsMhOuxqSVHuq5LC5/lPM1PuP7h7Oz42Ijjg4oOku8+L8t6+Ln5dVhDsdzrgwnEdVVldNTmuppy9hWZs+LV7Cam3EvLdTsU5+UQlPqqsbukZm12bmV9aWJhdWp5b31zdR8eJ6emRseEvXV9TMnNu3kl/+b61sWd0YGjw0oULXC0tNxenU74n8vNz+/v7a95Xt7Y1RESGOjnaqqspYtEAHo3EQgAeDdApOFkGRYFJVVNiujiahwVdzMlKeZqZcSf65ikfdxOuliyNQsXjSTg0mQDh0aj9G7NRKAwIoVEoDAiiQBDEQgAeh9rv7UHAQTI0ooYKx9RQ19fH2/9SwPWQ8AdJqTk5uW/fvW1u+fC+uqG+ofXjp+7W1s7W1s5/E7D/ALDxsogMCC9/3zrw7Wt/e1V7/euawsTfNq/+MVj1RwxkGRt+u7yidnBqWfTjfzzeZ8h3933Cf+85/omO/1N/ouOf+u/Qf0RHdUU5VQWmioKMkjxDUY6uwKIqsKgsGZIMnUCn4WkUPJWMp5LwVBKBQiJQSXgqGUcmYkgEDBGPwaEhAg6DQ6OxaAgDIdEggEICKCQSAgAQgUDCEQgYHA6ThklL/baeKSElKSEpcVBC4oCExAGJg389uK+//n9/OfjXA3/9//4iceDg/sPBvx6UOCAhcUByX5IHJfbxEiYlDZeGgwgkCglhIDQRgyRgQQIOIuBRBAKKSMDsdyumkrBUIo5CwNPJeAUZgo6avCwVR8Mi5ek4FQWagZayoY6atrqiqqKsEpvJkWfIypCN9LVO+XgeO+Ls7nTIy9XR9ZClo5WxqZ6mCodJIIA4PMBkkYy56mZ66ipydC0VtrYqhyNHp5KweBwKRAIwGAwmLY2AwWWZLFkm6+8M72+p6G+p6G0q7XjztK4wqSwrKi3iXOR518tuFm6Wurb6ylxllgabqaEoy2HRmGSsDAkjR0YryhAUGQRdFVlDTY6RlqKuiqw8FcNmUriaSvbm+lZcdR1FJldd0dbMyMv1yPXQyOQHGU9zC5+/LC8pfd3V1b22vCjmbQkEvI2NtdnZmW99fU0NDZWvX7+rfNva3NzV0VL49JG5oR6diEODCCRCGoDDiHgsg4RjEjAacgxDNY6pnrqKAoNFxrPwWBUGWZVFU2HRjLRUDDWVzfQ0jLVVNdhMWQaeQkCqKzP11BVcbI2qS3JGP1U3lTyuKcl+V5hZ9iQx935kVmxg0o2LMf4+oWeOXPa0On/UwsfRyN2Ge9hC19lC185Y00JXkavF1lKWUZGnsZkUWRqJSSXKUAhyDIqSHENVns6mExgkDI1MlGFQWTSSDAFyPmTt/LfNOd63DLxvGXjVMFDVPln9ab60YTC16H1UekFCXn72u5dZL5/czYiLfRB+OfxcQNSVG3fCwu/cCIm5dj0uKCjmavCtwKDYwJC44ICogJBbQcExV0NuBV6/ExJ6Jyz8fmzcw9Sw5MTLtyID74feybvyqPJsTtXJvPenst+eePTGq6Du7LOaCy/q/fLe+T6rPpFV6nXjgbNftMuNeyExyZERd27Ep929EhF45JTnlfCrAeFXg6IDzwSevRR22S8q4MKNS1ejr/lF+F8JuxxyK/BK2OWbSTeD74TeeXw3qfBBXk1OxqvU6NzbZ6Lj3P0fXI19Nsf7NauoPiqpISa1vq1/dmhmaWJps61v9eLN4otRxbGpr2taB2rbBiobB8tqh29nVD4u7kh8XB2X8ub6rXz/68kX/KIcHD2u+QdfOn/J9YibqZm1qZm1ufkhPT3Tw64uHj4uJ8+5efk6m1voyzNpBCyKw5b7p+/Hgsy0gsy0J/fvJUVHJsfGZKck52U+TLuXFOofmJKQODU6KFydbirIHqut/nV16buYvyfmi4X8XfGOSCgQCnlLy/ONDc0NDa3NrR/aOj63tHe2f+z60PGlsaG1qaH104eOvu6uLx8+DHR1D3Z/HenrGx0YmBobXZmZ4G8s83mbm5trW5tr/M317aWFtYmR5d7OsfqqsVdlg4X5TcnJrc+ejX75NDsx1dTYGnY9+vyFa5cv37jiFxEUciso9FZEZFJUZFJCXNrDrPxXr6oGBwfXFmaWZyY2Vhb5W2sC3qZQyBMJ+SIhXyzk74j4YhFPLOKLBAIBnycS8gX8LQF/k7e9yedtCfjbQt62SLAlFmztCnliMV8g4osEfDGfJ+bzRAKeUMgTCrdFom2hcEu8zf++Jfy+zv+5sbE7N770reNbe/Pgp46V6akdHm9zY2NzY+NfpZHPbdWf26rzC55fD0884nrGXM/EUlXeUh50VCPqy+LpBLiigoyeqqKtnpYdV8vSWMvB1sjKWMtUX9VUX5WryTbQUjTSUTHQUuJqsnXV5Ix1VY10VLRV5FTkGaocOTkGRY5JlmNQzngfc3O0l5djQCg4CkKAcIQkUlISISEpfUAaLgFCMARSEkDBUCgEGgBRSAxcGgmHI6SlDoIwCQwShoMQinKM455HslITg/wvKMkzaEQ0R5ampSKro8rSU1fUU1O0NtIx1VHiqsmZ6igbaLDN9FTN9FQt9NVsjLSsDTUczPXc7UztLDQPGana66va66vqK8uqK7NYFJQWHeWkSjmrS/fWYtgo0nzsbZLvxNW8KuntrB0d+DAz0Tc39W12sn9hZnB+emBu6tv0eO/YYMdId823luLButzeirTW7Ng390Iz/HxuH3eNPuERddbnH30+6+t21tft4hmvS6e9z5/wOOPlGnTRNyr48g3/s9cDzgX6nTnp7crVVVXhMAx1lD1drAPO++RkPSjKe/zs6aOH6Sn37twKDwuOunkj50l60bMnr0qfPUy543/W29PFRlNJRkNFVltD3kyPE3T5eFJ8wp2ER36hGWaOV4Nicosq2vrHlmcWVldWltbWlza3VlfX12Znl8YnJgeGvnV0fU7Pzr+b+uRNfUfnt4np+bmKsnI9Lc0zJ0/4+fnFJ9zr6x3s/fqttb2t4nXZxYtnT/oc01BRpOCxVDwejwZJeLQCk67CZqkrsSxNtU8cc4wJu5YcH3fxlLedJVdJniZDJZHxBBIeQyVBFAKWgIEwaAiFQqHRaAwKjYKQaCSAhQAcFsLjUHgcRCKgtdQU7SxN3V0c/C+ejY2MykjOfPo4p7S4tKKs/O2b6pqapuKyN2/e1rS1d7a1/z9FR8eHFd+2/w9N/SKc/pR1/PflqH/Eqj9yOC+LsAuXc/NefOwaXhX+thL5Y7Xq0e89xz/R8X/qT3T8U/8d+o/oaGWgacnVMNdXN9dXN9NXN9JWNtRS0tdg62mwddXkdVTltVXkNJXkNJXkNBTl1DgsJQU6R57GlqXJM6myDDKLRmbSyDIUIp2MoxIxVAKWjMeQcGgSFk3EovEYFA4DYtEgFgViIHAfLFFIJAjAkXAYEg4DYNIATBouJQmTlIBJSkpLSEhLSEgdPCh18IDkgQMSfz0g8deDB/9y4MBf/3rgr3858Je/HPjLXw/85YDkQUkpCWm4NAIJR0BIEINC4TAYLAbCYVFELIaMx5MJaBIOTcRiSDgMCQfKyZDoJDwZC9HJaDoZo8CiceRk5Fg0GTqJTiNSyVg6GSfPoOprqHoednC0NHGyMna2NrYz41oZ62urK8rKUrFYJBYDsOhEroaSEovOIGCZZCKVgMOiIAgJSklKHzwgefCAhORBCQaNzqDR/87wjre5HW9zOypzaguT8+8Fp4afTQg8cfOiR9BJp1POZodN1B2M1C31VA3V2XrKsvoqcsaaimY6StYG6k7m+i5Whs4WXEs9VS02TU+Jaa6r4miu52CqY6bFsTPUcLEy8nCwOnnUMTTwamL87aJnecUviqrevBr+9nVldnx9YWp5bmJucmjkW1fXh6aWmsrW2refW+oGvnwY7Gy7HRZkqa+pzKQxyVgaASVDwXFYNF0lOSMVBW978yteR4LOeXs7W9kaatnoaV5ytXc31z9z2O68m+N5N8eQM97hF09eOebkaWuoziSoy1FNddUsDTQyEiKGPlQ1FD+sKsyszEspe3QvPzHyYUxgYvC58PPu1447XnA183U2dbc1cLbg2pnqWhlqmumqmGixtVVYamy6IosiSyfJUAgMMp5OwrFoRDaLps5hKtDwMhQcEYuSYVA0VRTU5GnHjjodO+r0v01u+vK16cvX5p6Bqo6uoqrGJ6WlqYXpKS/iwx/4HfIy0zZS0OEqKKkzVLVZihpMZU05FU05DV0FZQ2mqra8koaskqYcR53FUWep6Sio68jpGCjqm6gZW+ua2xtZO5tbH7a0OWJ96Jil53lTr4tavv66p65yfa8ang4xOhWk7XuNe9LP8PhlrudZTUcPZQMrOSMrDX0zZV1DRT19ZWU1WQUVpoIqS5ZDZSvS5RXp8soyLA6NoyHHVmfJKTHklRmKqiyOCk1JnaWsLW9krW/vbuF+4dDZG0eu3jkWmOiWVBoWV3A7JOnewOJic09fTmnzwxeNxfWtnwYGqj98aPg6EZlReflWUeDtgtRn7x+VNT4orAtPKz8Rmuruf9fLP9H5ZKyt6zVzm2PmFk6ODo5HnWwPH7LQ01JSV+Goq3BkZVgyNBkalSQnTzU117Gy4RoZaivKsfBYtCLnn29YDTntG3LaNzbAL/d+4jTibOoAACAASURBVMtHD59lZKbE34+7GfsoK3ttdUO4ujLUXL/Q9fHXrY0dAZ8vEIpFPLFIIOILdoSCleW57q+fm5paPnR8bm398PlLT3NLR/uHzzXVjdVva9+/ftfwvqaptq6trr6n4+PXDx09HR+/dXdPjY5uLC7yN9YFPB5ve4vH29reWhdsrfK2VrbXl9YXptYnhlb7vsx2tI60NIx2tm8szKyvLLx99ersqbPXAgKTElPKSl69rnjzprKm6l1d7fvG1paO/oHB9fU14dba5vKCYGtdLOQJBDyhiC8WC8UigUjI39kR7eyKd3bEYpF4RywWiwRiEU8s2haJBPvoKBIJRCK+eF9i4c6O6PuO6LtIuCPiC8TbQtH2jmh7V7j1XcTf4wt2hWKRWCwUCnZF/D3h9nfe5s7W+vri3PrS4vbm2vbm2r9KI/Vvy+rflmWkZwcH3nJ38PYwNrpgqhLrqBjmoHREj6kpj5WjoNVYVCM2y0SZaaIjr6fG1OLQtTgMdXmqJpuuIU9XliGrydKU5chqbJqOhrycDIFFI8jQiHQygUbCk0goRVmmg5mVtqISGYcGkdIAHAZIw9DSMPhBQPIgBi6Jx8NxJACFAdFYJBoPgggIJomUkIYfhEtIAtIIEIkCETAqDjTSUbOzMAoL9ldWkKGRMGQCRCGCDBpalkGRl6Gpspl66vLq8hQNBZo6R0aDTddRZmkrMfVVZQ3U5Y21OJZcFSdLFRsdlrUK01qFyVWgKjMJOgoEV31WgLVSmr1CooNqiLWan5N1bFBgwaOM9vpXfV2Ng98+jo10TY73TE/2jY10jQ5/GRvpGhlo6f9U2lX7+Gtl8ti7jIHy5PrM6IIo/3T/U7FeRyJ9XP/RZz0tRT0tRRN9DTOulrGOqpOV0VFbE2cLvSM2hodtjO2tDHS1lVgsEpWKVldmOloZ+B5zvhMVmpWamJlyP+X+3diYyNCQa7fibmY/Ti7IzXyRl3nayznE75SxrrKGIkOVI6OiJMtVkzlqx02IvnnndnpoxEND24tup6KTHr9q7hwen1la31zb3Frd2l5f3dicmV0YHh750ttV29ac9jTvSWF5/Yev/aPzi6sr8/PzJ719Lpw5e/16WHhEdG5O4cf27helFe+raxMT710L8PPx8FBXVJIhUhgkEp1MZNGp6koK+tocY67yIRu98yfdw65dOu52SFkeTycDRCyKgMFSiTgGFcOk4mlENJmA3u+zRcCCRAxIQCP2P+Kw0D46MigETRWOq4PNldM+YVevPohPzHv8tLToxeuS8uo3799VVr8orUjLevwkJ/9JTv6/Cdi/M0eFX38+/f1vhv1V3FNx+Q9kuT8cHUO9LCIDwoorar+NLe9v0/0THf/Y+hMd/9R/h/4jOno52x5ztnF3tHK1Nz9sY+JkbexoZehoaehgbnDITN/ORM/WWMfaUNvKUMvSQNOcq2Gir2akp2Koo8zVUtLXVNTT4OhpKOqoKWgqy2oosdQVWapsprI8Q1GWxmFRFZgUOSaZRScyqUQZKkGGQqCTCWQ8hkyASHiIhEcRsCABC+LRSDwaiUODOBSIRSExEIAB4WgkHELAIAQChMMRCGkEXAoOk4RJSe4TptRBCcm/HpSUkIJJwQAEHEQCKAjAoiA8Gk3E4gg4CI9F4dBoLArCYZBEPITHoLAYEI8DsWgkHgPhsKj9C36wGCQOi8SiATwKyaIQ9dVVrAz1tJXljXRVDLSVNVUV1JUVGFQiAYfCQAAeDTKpRHkGhYQGCWgIj0ahIRCJQMCkpaUlpaQkJKWlJJkyDKYM4+8Mr8y7X5l3/1lS+MNb11IjLycEnY4POuPv4+xqqWelzbbR5ZiosbjKTK4yy0BVzkiDzVWR5arIm2mrmOuomGgq6SvLashRNeVpXBU5Yw15M22OLptmpCpny1U/ZKx9yFjb2Vzf1/NweOClW+FBcZHBGffjyoqevC3Oe1ea//ZlbkluZn5G4qP7sVkJN58mxT1LS3iWmpAQFmhnqG2oqqAsQ5an4Nh0ghwVp8GR0VFkWmopeduanj1sc8nT6dghMwcTHSdj3QBXu2OmeucP23nbmvo6WgV4HYk46x1+2iPQy/kwV8OAwzRSY+uryJ44Yl2UGf/yUXxxVsLLzDv5SVFZ0dfuh5yPuugVeML5jIuZl43uUQsdRxMtOyNtC311Ex0VAw22ngpLU0lGRZ7KliHJ0UlMCp5BxrFoRHkZkooCQ4MjoyhDlCFjiXg0DgvJUPBcdfZxT9fjnn+T/2q6K2u6K+t63hU35j6tTHpYHnvnydVDx/XJcgAAHYCQEiBcGiEtjUDA4HApJEIagEsh4NIAAAMQMARMGgGTRgJwFARCIAICYSgIjkEDWAwSj4NwOIhMwhJIGBIVS6GDFDqcRIXhyTA8FYFnIAgMCTxNmkBFYkkAjoiAMNIghAAQAAIpCcAlEVKSEAAgQQAOwBAIGATAkHBpBFwKQEgjENIIhDQSAQMBOACTQiIOAnApJAAgkAAajyLJYDiaVAMbRVtP5bg89/Sas1nvbzcO1naOt9R2v63pbihpflvXU1fWUlLcWpnxujTxxcv7z1/cf56XVJoX/zw38umj6w/TgtMf+MXfOeR7VtPETlPHWEdH11Bfw9ZM55Clrp25nq4aW1eNra2izKSQyQQshYSWYeDlZClyTBqdTMKhURz232+93q9oP79oP7/44ODC9LR3L4pK8/KyHqS+Kq7Y3twW8DZXpsYFc9M/eBu7/C2RgM8XiMRCvlgo2BOJeRsbi/OzszNTc7NzE+OTS0vLU1Oz42NT/f2DQ4MjQ9+GBvu+9XV/Hez7NjU2Nj81NTsxNjsxNjs5vrIwt722JtzeEvF5Qt62SLAt4G0It9d2RDyhYFsk2BLzN0SbyyuTIyuTo2szE6sLU0L++uTowI1AP78Lp1Lu3+3saJ+bmZydmV6Ym1uaX1hfWd3cWN/bEe+JBCL+tkjEF4kFIrFQJBbs7ImFIoFQxBeKBOKdfWoUC4UCsUi4z4oisUAo4vMFW0IRTyjkicUCsViwI+TviYR7YqFYLBDvCEQ7ApGQL+Rti4W8HTFPLNwWiXn8HZ5ALBAJBTt8oVjI2xHxd8UCsZC3r3+VRmrrq2rrq548fHXjXGzIIdtUZ/m352g1l6lPjjNv2Cuc0SN4a2MvWTODjyhFeGv5O7MvOymdtlU4YaXgYargaqLoaKhky+VY6MiZajMOmaoYaDC1lWVUFehsFo1BIVKJBDIBUmBSNJVYKvI0Kg4EpCWkpKSkpAEYTEpaWlJaSgKJAPBoDB6NwaMwWBRq/8wzAi4tLSUhKXlQGiYFB2AwaSkyGq2nxjHUkr/k66KpRJahgDQShkGCZClIDgOlzMLoK1IcDJTsdRUcuWxnI9mj5hwva+WTdqrnHFT9jqgGe6hFntSNv2yUFGASd1oz7rTmDXe2vy012Ip85xA925PT4oNvOi1Xelwtyc0qMzD0eUZa4/sXXz/Wjg98nhr7NDn5eWp6YGx0cHiwr6+nva+jcrChoOd1yqe8sI/Zwc2ZV98lXyu+e/VhTFB0wIXwK+f+0WcCHk3Ao6kEjAwew2GQVGSpclSMPB2rIEPiyDLkZaiydDKNiKWTcLJ0soGOhrOd6ZULPreiwmJjoqIib4aGXIsMC46/FZaREvcoLS7wks/VC14n3ex0VVnaSkwNRYYKm6SmRDfUV7sacPlmdNxFvwhtg8Mm1t7BkckvKpq7+ibmV1bXNtc3NtcX5leGxudbuvrf1LUXlr/PyH5eUVnf1TM0Mb2wtr4pFovfVr72cD1yPSgwMvxmROSt1IzsJ3mF95LT7j9IjYqOvn492MvTlaujrsxmqSrJK3NYmqpsY30NW0uuKVfNxd7k3AlXNydzNotCImIxaCQWAxIJaDodL8cky8qQGFQclYQl4iASDk3GY/5OJByaQsAyKEQWjWKgre119GjA+Qs3g0NS4xMeJT3IvJuYHH8vLSk1+d6DlMTklMTkfxOwf2eIul88vPPz54+NL1VJwY/TCgY3fv3585epYq/rfxjI/XHoaBkbfufN+9aR6fXdvzFavNgcf+f3nuOf6Pg/9Sc6/qn/Dv1HdLzk63XhpOe54x7njruf9j562tvt5LEj//fkic8RR28XB6/DdsecbTycrI86mLvYmzjbGjlZGzpYcR0sufYWerZmOramOlbGmpaGGhYG6mZcNRNdFRNdFWMdFQNtJX0tjp4GR1edo6PG1lKR11SWV+OwVDh0ZQ5dmU3nyFHZshR5JllOhsyiE1k0MpNGlKESZKg4GglLJWAoBBwZh8HjUQQ8CoeFfgM/FBKHQuKQAIiEQCQAIuEoEIGG4FgIwEJIHAaNxSCxGAiDQqNRIBqFQKMBFApAoUAUCkShIBQEQSAIgSAKBFAgHAUhUGgkGgVCCLgMhcRhMZk0Eo2Co5BQNCqGiIOIWDQOArEgiENDBCyaRsTRiVjSb00sQTQKiYYANIhAgQAKQnLY8v8YuG9d8711zTfa/3jkZZ/Iy8f9fFzsjTT1lFlqcjQ1WYqSDEFZhsihExQZBHkaQZ5GkKPhFahEeQpBloSTJeNkyTg5Cp5NI8lTCBw6nk3D///svWd0HFW6773Wu+57zkidc3VXdc45qXPuVmh1K3ZQS+qcc0uyZMlBzjlhbGwwJphgwCSDCUMcBgbwkLEJA5ghGOecgDlzzr2L+6FkEQbmnC/DrDXXe/2811Pbu6u6tiXX/tez9/PIOJBOwtdJBXqpwKgQWjVit1nbbjd0usw+t6W3wxHp6xjq8w71eYd7Owb8nqDXGfI6Ax2OUIcz2G7vchgMMpFWzJNzGPAlZFyGhA3J+Sy5kGWUi7wGjc+k9Vl1HpPaopIaZcJes8atFHtNWqtS6lDLu6yGoQ5XvNOZ6/cOddi7bTq/TddqVLSZ5Im+1vnVxPr51U0L62vmFpc3UlOZ8FiyLxfwJHsckQ5L0GPsdei6bC0dFrXHqHTo5RaNRK/gaaUctZijFLKUIo5KwtXKBeYWmU0nb7dqTUqBhAsxGSAIAhwGVcaDhsJ9Q+G+Hw7yw69c//Ar19/1/PRdz83d8cic/HyfqIWGpSGxBDQBhyOh8UQUEY/CY9E4DBqDRyHxaDQWjcWisXg0loDBknB4kAKwIDoLgpggjQmCTBCEAACkkEEKCaQQaRQiDSDSKESATCKTSCQiiUgg4QgEAhH+Q8bjSXg8EY8jEHEEIo6Aw+MJODwJRyBg8Tg8DofHE/B4IhZLxmJJOCwJhyXgsATcjE3GYolYFBGLJWIJeCyRgCficFg8AUWkoDkSerioX3hL9w2P1e/5/fK9+9c99Oqq+1/euOvpdXe/sO62Z5bf+syyW59dvfOZtTuf2XDLs+t3Prt2x9Prtz+1busTq67ft/T6h5bnFw0aPBqZXCyT8VRyrlkrchoVDoPKYdA6DFqHUWczaOUinkTAEfGYIj5LyGVxGBBEpaj/ZtcuXLasXL1l5eqtq1ffc+vO5594/JnHHn37tdfOnz535fz5v1658J/fXPrPv1z5z79c+eu3X//l68vffnPlr99++9e/fPtf//Eff/3Lt3/55usrly5eOHf20sULly5ePH/+/JnTp8+cOX32zOnjx44e+erwqRMnzp46dfbUyQvnTl88f/rCuZNXLp29fPHsN5fPf3vlwl+uXPjm8nm4/ubSuW+vXPj28vlvL5//+tK5yxfOnDlx5PyZE5fPn750/tT5c8cvnDx8367tmaHeiXr+qSf3nj934sqFsxfPnb584eyVi+cunT9z/szJry+eO3/u1MWLZ8+fP33u/OlLl8/P1mfPnjh39sTFC2fOnz118cKZ8+dOnz975tyZ0+fPnTh/7sTZM8dOnfzq9MkjZ08dPXf62IUzJy6fP3XlwukrF8/CX+bKxfOXzp29dP7MxfOnvr587tKF05cunLl04czli2cvnj99+cKZC2dPXjh36uL505fOn750/vQvzUYef/Spxx99akl9/sLwwPVD5leW2T+9yfX2BvWjU4LbK6IbkpxdVc2eSdveJW33zLM/sMh735Ku3Ut6b5nn2zHZfePc3utGetY1ulZVfUtzvqWF7rnxtkrIkfZbQ259p0HuUolMUoZLzeu2yAMOtUPOFVNwfIDIAShciMylkThUogAkydigkg2qOXQ1h67hMtQcupxBlTEACZ0ioVOkDEABkVsV3Hy3fWTANTfWnu3S+w0Cv1EatKsiTuWwW1noMtQDpoVJ98pC68aqb/NE5/Z5PbdOB3ctDt61NLBnZWDvusBjGwLPX9/xhxva/7DF/Yct7ufWmh6ZVj40Lts7Kn52rvL1JZKDaw2vLjHemtSvTQRuX7X68Qcfeu3llw++9db7B9/65JODn/35w68++eDoR28cPvDMn35/54GHN7551/T+7ZWnVw0/vDB09/zorunCztXzVi+cs2xq5G/HmUYDaDQABCgcOsih05g0CoNGYkAUJkRhQwALpMBw6FQOnSoVcFptuoFAZ7mQnBxvTIyPTM4ZmZ4/sXTh1IY1i5ctmjNvTmHbxmV9XpvTKDeqhUa1sEXO18p45hb5YKhnesG8WCJlsnlazK3BaGn91l2//d3rH31+5PCpM58fP/nhn4++9OZH9//25RvvenTLzffevOvBP+x/95M/Hz5+4szX317563/+5dL5U6PV/EitWCpms9lsoVienJwcHR1t1KvlQi4ZjSSHw75Wu7lFoZELtQqRRsY3a6V2g8LnNrlNqv5Oh8uiVkr5bBYDfiwy6FQ2CxTxGTIxR8Rn8Dkgj01jM6gsOsBmUNl0Go9F5zBA2P3IgqhMEOAwQBZEFfM5DrMhHgnVcpn5oyPL500tmz9//vj4/PHx9StXrl+58u9MsP/BgurWF0797+++O/3CvKWpzoUp364/nP0/3x/+Kvwqi3J3PvT6kTNf/+8fje9/XPzy7Tf2bb91IvAP18nXpOOPyjXpeI1/Df5b6ThWzo+Wc2Pl/Ggp1yhmR8q5kVJutJQbLWZHCpmRfBqu69lkLZOopKOl1GAxGcknwvl4OB8PZ6PBzHAgPdSXjPTEQ/5o0Dcc6Bzq8w72dsz6MPs7nb0djp52R1erze+x+NzmTrfR6zK0O3StthaXReOyaFxmjd2oshmUVr3CopObdVKjRmpQS/QqqVYulkt5CilPLuVJRRyJkC3iMQVcJp8FcdlMDgtiM0EOk8aiAyw6wKZTWQyQzaCy6SCLDjEhGptBY4AAHaTSaVQ6SKWDNIhGhahUEAAggEynkkAqCYIAkEZhQDQGRGUxQBaDxqADcEAaLhNigyAHglg0kMNg8FhMIYchFTBFPPrVRyzIZVE5TIDHBrlsyKjXGP8mOUch0lmIdGZDHUM+h0XBl7NAPkjhgGQeg8YAATadxgQpTJDCoJHpNIBOAyAaAJGJTCqFAZAhMhGuYYNBI7EggAXS6ACVDgB0gAJSCCAFB5EJLBoFIhOYAIlOJkAUAgMg0wESRMHTAQJIxkMUIkgiQGQijYgHSQQqkQCSSVQigUYi0ogEKgEHkgggiQAAJBqZyCIS2CQinUyAACIEUEAyiUXBMQECSCbSKBSIArBpgJgFyVmgQszUKXguo6LHY/Q7tF2Olk6LetDnLA12jmdCk7nIWKK/NNCZ7vMkepyxbkfY6wy1WoNuY8Cl73Ppuuwt7dYWl0nj0Ev1cl6LlNsi5bXI+HqFQK8UmLUSl1HZZlG3WzUqMZvJoEEQjUkHeAxKsNcf7P1RXsfVOwdX7xxcuDkwUNJzVAgU8L+wRCQKi0WjMRgUCteMwjajUM1IBKIZgfwNCvHvyOZ/RyERaCQCg2wm4tAMEBByWQIOg8+GuEyQw4SYdBoEAiCVAgEkCCCCAJEGEKhkEoVIJhGIRDyehCcQcSQ8jozHEnBYPA6Hw+GweByWgEXjMc0YHAaHQePRaCwahcYi0VgkBoPEoZF4FAKHRuLQSAxmpgWHRhLQSAwKgUEhMWgkBoXCYtA4DAaHQWPRaDQGS2UR9B38wnz34i39y28ML7kxsuzm4WU7hlbckliyY3DZzsHlt0SW3BxecvPw0p2xpTtiS2+OL7o5tnhnbPqmweU7UvPWD3l8KhYLoEMENp3CAskiNkMpFqgkQpVEqJIK4PXnPCZdyGbxWQw+i85lgEwQUMt/PkzOvgce3vfAw0/ve+yFZ555ff+rhz7607EjR06fOn354sVvv778zdeXrly+8PXXF7++cvHK5QuXL53/+sqFr69chLly+fzlS+cuXTx35dL5KxfPfX3pPKzlzp85eer4kbOnjp889tWxr744feLIqeNfnTjyxcljX5w+cfjo4U8Pf/bRkS8OHf/qsxNHPjt2+M9Hvzx09MtDR7745KvPPz7yxSefffLBZ5988M4br773zusfHHjzy08/PPTBW4cOvvbkA7vSA36/2zi3kX/l909/cOD1Dw6+8eHBNz587833D7z+3jt/fPetVz84+MbBd/743ruvvXfg9QPv/PGDg28cfPe199597cBbr7z31ivvvfXqe2/tP/jmqwfeeOXAG68eeOPVd17/w5v7X3hz/wuvv/z8qy88/fofnnv9pefefe2ljw689uUnBw8feg/mq0PvH/74vS/+dPDwx+9//uGBLz967/DH73/50XtfffLB4Y/f//zDdz774O3PPnj7z++/dfjjA4c/PvBLs5G1C5asXbBkQdB9Xb/gD4u1x+91HbrL8P7tLX9Yz/n9CsbvlvLf2Gh6e7PzlbXWlza4/3hD38s3BF/aNvDk2u4n1wUeWxvauyr0wPLAvYt675sevm0idMtEeEPBtyTeOh6wVXympFsTMglyXm2j1zLa74hZ5W0iqFXMcot5ZjHTKKSbhKBFCLmkrHY526/id6n5PRpBl4rnlbE65Wy/gtOl4PaqBUE1J2UWLB1yr89616Zblwzb6z5t2asb7bEsCLsm+y0r4q6NOff2mufOqY57p317lvkeWtXz2Lr+pzYFX9gy8NL2gf03D7y+M/LOra2Hdrd+dZ/9q/vsX9yt++g21cEbFW9vlr1zneydnYb3d+oP7TA/3pCsD+mWJ4fv2HTL3vuffP65/S/94a1X/njgzbc/fPeNt9/f/9yh1x750zM7Duxe9urW8ivror9b0v/whP/Wes/W2sDayeLcem60kv7bcQbgAudAIlMACgAAAJlCpgJkGhl+L0miU8kghQgBJCYIqCR8u0nb2WaNDfUVc9HJOfXFC6bWLFu2af2qTetXPfLgXZtWT7staqtOatKI9Bpxi0SsFvF0MoFdr6zkYh1tdrvNqNFrtWZHaXTBLfc88fu3Pn7ns5Nv/vn4Cwc+vfepNzff8dSK6+9dt/Xu+x957uAHnx7+6vi5c+eufHPxv/73t//118v7Ht6dTYaig72RSG8o3DsQ7OnwODx2s6/N2e6yuCw6l7nFrJUpRSyFkCnhglIepBQyW6Q8W4u8RS6QiThiAYfL5tBoNAqFQqVS6BDAZlB5bEjAZfDYEIcJcJgAm0FhMygsJo3NAtkskMWkgTQSjUqEa4BCAGlkkEoS8pg2U0t/V3ufvy3Q7Y0EeiKBnkI6XkjH/84E+x+samDp+M2Xr772wtP7X3j6vS+//j8/OHz1mZ07/tFBVn8N6TiTnOO777777rv/unLk11KMP7zHa9Lx+3JNOl7jX4P/gXQsjJULo6X8LGPlwlg5P1bOjZayo6XsaDE7WsyNFvMjhdxIMTtSyszSKKbrhVQtn6zlk7VcvJqNVTLRSiZaTkdLqeFicqiQiORj4XwsnIuGMkOBVKQPDqmXCPljgc6h3vaB7taB7tZwlyfgc/V67T1eW3e7tbvd2t1u83ksXpepw2lsdxg9Vq3HqnVbtXaTymZUWfRKs15p0ClMLXKdSqJViDRygUYuVMv4SglPLmJLhSwxnyHmMYRcOp8F8ZkQnwnxYFgQjwVxGSCHQeMwaFwGyGHSOCwalw3yOBCfSxfwGEI+U8hnivlsCY8t5s3UYh5bKuAqJUKtQqRXiQxqMUyLQgCjU4p0KrHXY/N6bD8ZcJ9V6bMqdUJIAGD4AI5DIbCpZAaVTCMTqFQqhUKB814CFBKFQiGTyRQKBSAS4KSXAJEAEAl0KsAEaSwIZLMgFpMO0UCQCoFUCKTSIJBKBYg0MolKIFAJBJBEohGJZDyOQiCScHgiAUck4PA4DAGPxaDQBBweg0LDy2thMCg0ATOT1ROPRqHxOAIOR0FjKGgMEYvBYdF4PJ5EIBKwCAIejcfj8QQSFkcgE4kAHkPDY2gQjs8HtHJOm0XRYVF6zcpWvbxVL++yynvsyrDHEHTpQm590KPvsip7nNpet9Vv1XUaFX6T3GuUtuqlboPSblA6dFKbVmLVSoxKkUEhNCiERrVQp+DZWqQek9JlkFta5Dwuk0IhQSCFQSX0+r29fu8PBznRkCYaUrkJh6f9BkP+DQL7/yHR/45G4ZAINBLZjGlqQv3mN4im3zQ1/3sT4t+am/+tufn/RyD+DdH8bwQ8isWkCXhM3szuLCqLTqGDFBAkgyAA0igQlQwBRCoFTyHjSEQCEU8g4vEkPJaIxRAxODyWhEVjMBgUFofE4pA4LBqDbsai/g2NRWFQCCwSgUE3o9BNSHQTCt2ERTZhkQg0CjEbJAqNQmDQSBwKORMzCt2ERjWhUU0YNBKDQOJQaCwag8WRcABGZSH0xoSxqm6gZBiq6WIjLYkxy1BdP9TQxkY0iTFNdFQ/XNfHGoboiHFoRD840hId1cVqpnTdZbYJqFQcQMbQSDM5OTl0kMem89h0IY8h4jO4LBqfxeLS6XwmQ8Cm81kQjwn9UnKOF3/34ou/e/GVl15+9eWX33j9j2+9+dqHHxz89NBHX331+fHjX504ceTYscMnThw+ceyLE8c+P3nsi+NHPzt5/IsTxz4/cezzY0f+fOTwoSOHHb9imAAAIABJREFUDx09fOj4l4eOfPbRV3/+05HPPjr0wTtvvvr7/S8++9LzTz331GPPP/3Y7555/Okn9j7z5N4n9z14/z277t99+yMP7N730L37Hrr34T13PXjvHY88sPvhPXftufu2B+7Zdc8dO+++fcdNWzfeetOWG7ds2H37TbfcsHHnlrU3bVw2khvWyThmjWSskt163err1i3fsHrJ5g0rrt+4cv2qxetWLlq9fMGmtcs2rlm6duX0xjVL161adP2GlRvWLFm/YuHm1Ys2rZy+btXijSumNyxfuH7ZwjWL561aPLV6ybyV05NLp8amx+vzRspLJ0evW7nolq3r7r31hkfuufXph+9+du/uZx+++/m9u5998O7f3nfnMw/sfuaB3b+9785nHrj72Qd3P7XnrifuuW3fXTc/eufN++7a+eyDdz374F2/NBsZGe4dGe7dEDO8uNRxbHfHkT3Wo486P91j/eAWzQc3qT+62fHpbd0Htnr3b2x7ZUvPS1tDL24bfmpj6In1gSc3RPatiTy8cuCB5eH7loR2Lxy6c97gjrHAdZWeZYn2yQHXWMCR9xqy7Zpar3k85JgbdqecyqBO1N8i7dMpO/WyjhaJt0XYqRX1GqRBoyxiUQxaFVG7KmpTDVkUw1ZF1KqMWZUJuzpjV1ZbFSuinu2N4HVF/5Jh+5xew1TYPRVyLY12LBn2LI+7NhU7ttXabp/rvXtB133Leh5cHdi3Lvzb6wafvX7o2evDL9wQ3r8z/sbt/Z/s6T+5r+fkvp5Tj3qO7XUcftD2xX3WL++zHtrj+nS39fNdlg+3tu5Mt0yHXNPpzMalK2/buev+Bx57eN/vHnn8pSef/P1v9z609+5tz965+nc3Tj2zLvfU4sAjE977Rzt31no2FvonMqFsLJBLhv92nNl0GgwdBBh0kEalgCCNRqPRaACNSgJpZIBCACgEKkCkkPE0KokNUhVCtkEranW2DIQ6yoXk9Ly561evuW7Thkcfuv+JRx6MhXvtBqVZK9apBSoZWybkyQQchZClFLE6PRa9RuywahVKsVAmDw5m12zZveepd5587fNnDhx78JWPd+57Y9Ntv1t74yPbbnv0qedeO/Tp4dOnT184f/qbb678x1+u/Mc3508cOTQxms9lBnq7XR6PwWbUaORCqYAtE3JVMpGIzxLyWAI2g8+CeEyQxwS5jBkkfI5CImBBAJMOMukMGgDOPHEAMkgDIJAK0gA6BEOBYdCpEEihQwCTQaNDADwCZBKeQiGRyQQyGUch4wAKngGROUxAyGMKOEwei24z6W0m/d+ZYP+DVQ0sHX+5nNq/6l9AOlaf//IvX5/48OAzu3Yv+bUix/7kHq9Jx+/LNel4jX8N/ufScaSYGynmZgRkOTdSzjZKmUYp2yhlG6XcaLkwUsqPlLI/1I0wI6VMo5StF7P1YvaqkZmhkG7kk418sp5L1HOJWjYOU89Gq5nhcmqwlIzk4+FcLJSJBlJDfcnBvkSkJznYm4j0RkNdg/2dkT7vQG/HgN8d9rlCfleg09HbYe9ps3W3WX2tFr/H3OkydjqNXoeh3aZrs7a0WrQuk8puUloNcoteZtZJjFqJXiXSKYUtCqFWPoNGJoB3Y6okPLWMr5bx1DK+Ri7QKoQ6lUinEulUYoNaMqsPjRqJSSs1aaVWvcJhUrnMao9V22prabW1tNl1bXZdu0Pf7jC0240DPd6BHu9PBlzAZgjYDCaNQqeS4aSIIIVMBchUCgCQKQCZQiGRKSQymUgiEykkApmIJ5HxBDKeQMTiKAQ8g0Zl0yEWROUyITYLYtCp8AOeBlCpFBpApgJkKplMJpFIJBKJSCQSiUQCgUAgEHA4HB6L+6FQxKIxaCQKjUTBBQ2n7kShUCgUEolEo9E4JBaPwuGQWAIaj0fhYAhoPAaLx+IIcD0LDk+kEPAghchlgCoR36AQ2rQSi0JglnFNCpFFJbGqpWal2KqWWlQSi0pi08jsWrlNIzMrxT/EKBfqZHyDQqiT8TVijlrEVQrYCj5LKWAr+Ay1iK2R8tUSnozHhpNbgiRSZ2dnZ+ePknMwWQCTBRCIKBwOi8dSCBgKAY3HIf4dh27GoFFYNBKLRqKwKAQOjYAzyGAwaDQSj8dCEI3DZrBZEJsFsZggA6IwIAoIUmk0iEqDAIAGADR4aTSZTCIRqSQChUQkkghYMg5LxuLJOACPJeDwKDwBjcdjcTgCDoMlYLBYDBGPIRLReDwag8VisXgcPII4DBGLIWIxRAyWiMESsRgiDkvCY0lYLIDFkbB4HA6PwuNQeByGhCMSMSQy9n9RcFQ8hkYF0AI+VSYXc2V8oQoSq6hCFUeg4ktUPLmKIVczZWq+TMOWayCpFpK0gGItVW6AlFqWWi2QiHk0KpFGoVCJNIBApZFoNIDE4VA5HCqbTeFzaQIuQ8BmiTgcMZcj5rElfJZMyLX/wszv0b37Ht2777FH9z35xOMPPbjn4Yf2PL7vod89++Tbb/3x4ME3P3j/nQPvvvHBwTffe/e1997d//67+997d/977+4/8PYrB9959a3XX3znzT+8/cZLr7383BsvP7f/90/98cWn9//+qTt3bt28dunGVYtXLZm/bHpy2fTkkgUT01NjCydHF06O1orpeikzd7QyMVKeO1qZUy/WS5mRSq5RzpZziWohlUsOpWMD2cRgLNIfCXSlhkP5RCQe7iolwtF+r4BOlHBBs1be52/r6fR0e93+dmdXh8vf7vS1OTpb7R1uq7/d6W93ej22rg6Xr83R62vtbnf0ttv6vc6eNnuXx9rdautudfhc1k631eexeR3mTqelzWpwGbWtZr3PaRru91ZSkbnl1KqpxvrpORsXzdm6bGrjwvGNCyfWTI6snRpdN29sxZwqbKyaqK2aqK0cry4dKW5ePLl58eQvzUZumdd5y7zO924LHX/Id2Kf6+jTHV8+6f3qMf8X93sP3eE/dMfAS+v8986x3D7uuGm8detE56ZGx8Zq6+ZGx6aad2PVt6nqX1/qXFfyrSl4V2Y6pmPu8QF7I2Ar9VizPvOgS5NoVSXb1MVuc9FvCpslAYO0z6Do1Ss7DYoOndSrk3i1oi6dpM8gCZqkQbM0bJUPWOURq2LIphyyqaIOdcKpTbs1OY9ytMc0N2Qb6zdVulpKXYZSt7XcbR0NOueEnSP9lvlR93TcuSTpWJZ2Lc+7V5Va11Xa1lfbN9baNtfbNtdbt83pvHNl+IHVvj/u7Prjzq4vHu458pj3q0ddX+61HHvM+tU+59FH7ccfsh/d0/bxHaFHlnRsKdhXFH3LRpMr581Zs3ztpk07V63ZtnrVxsULp+dX08uLgY3F7uuStvUR7bqIfnXMvSLV3Yj1DvV3REP+vx1nhYChEDBkfLqERxdyIAEbEnAYfA59JtsTc2YB5ywciCrh0o1qYbtTE+5vLWWjc+eMLF+07KbtN+594P5F8yZMGpmlRWbSiLRKnkLCFItYEiFLzGeIuHSZiKOSiy0mnUDAlsok7o5gYWT1mu37tu15+eZH3ti856XF2/ct2fzw8o33bL3pvqeeeflPf/r4yy8+PX7sy+NHj509c+r08SOnjn5+49Z1hUykx+cwGaRyCZfHhugQhQ4BLCbEZEAQRINAAAIBCKRCNBpIpdEAGvzCkUGHQCoZIBJoZAqJQCQTSSQCkUjEU4kAlQjQSFQamUIjU0AKmUYmgRQylQI/awAqBYBoIEil0QAqkUAk4Al4HBZ+L4nHoXFYJB6HwuPQeBwGj8NIJSKpRPR3Jtj/YFWzeffBK7/0O/Xdd9/912fPL/zHy6pfX8v9ylyTjj8q16TjNf41+G+lI+xmnPU3wsZIKVcvZeqlTL2UrZdyjXK+XsrVS7l68XvR+EPHY72YqZdy9VK+Uc43yvl6aYZGMTsCU8iMFLONfLpRyIwUMrCSrOcT9Xyilk9Uc/FyNlbJxau5ZDWXqOUTlWysnBkupYdK6aFiKlKODxSjofxwIDvYlx3qTw/2pSO9yYGeeMgfDXQO93sHe9oGe9sHulvDfnfA6+jz2Xu81u4Oi7/N5PMYO90Gr0vf4dS323Vt9pYZbC0eq8ZtUXssGrdZ7TZrPBatx6JptbbAezXb7boOh67DqfM69R1OXafb0Ok2+NzG7jZLT7u1z+vo73T0dzpCXZ5Ql2egp22gpz3S681GQ9lo6CcDzoYAeLcMGwIYVNJVDUmCABKNSqICRCpApgJkgEKikIlkEoFMJFFJRCqJCFKIcAZFPocu5DH5HDqHSYNjCzFBgEGj0qkAnUqDACqNSpk9CZlEIF1Ni0nG40g47IxYwWKIWAzsXcRhsDBwRk3YwGNx8FP/6mwAMwsOiybg4X14OCIBN2uTiHgamUQl4UEynk0lC+iAiAmIWVR4i6aUQ5fzmLO2jMuQ8hhKEUfKY8CIOZCMz5y1pTyGhEsXsxkiFl3IhAQMkMsAuAwal0Hj0KlsOo0FUUEKGQIofp/X7/uRRIczj9EhAM5bPQsDBBg0CgydSoa36zBoFAgk0+kAhwXyYScbC+KwQBYMkwbDZFCZDCpzZi00hUMHOHQqG6LCu31YEMCik1kQyAQBOp3EYBAZDCKdTmJCVCZI44AkJo3MoFEYNCodorEgKhsCWCCJBcETUCKLgWczCWw6mQ3ReCDEBQEeROXTaTyIxmWAHAjiQBCXThcyKEI6jU8HeUxQwKIKGICYCYkZoIQJiVkMMYcl5rFFXJaYy5DxmDI+R8rnSvlMGZ8h57OlfI5EwBGLWFIxUypgSgUsmZAt4TMlAqZERJdLGXIpQy3jtMj5LXK+Ti40KERGpdCiFtlbpC6jor/T/rPPRziT+7bNGzavX71u5ZJVy+Zfv2HZ7ttuePSBO5949L5HH7rr0QfvePyhu/buuXXf/bc/ct+te++5fe89tz+8+7YH7tx5z63b77v9prtu3nr7jdfdsm39zhvW7diydtPqxYP9nf0+T6/X3eYwuaz6VofJbTO4rHqnRecwt2jkQp1KYtTKzTqlUSs3auXwoUEj0ypEWoVIJeWrZQKlhCcXcYQcSC7iifkcCZ8jE3JlQi6TRoYAEguiCjlMPosOL0CADQ6dxqJTmQwaiwm79EEuhwEf8jh0PofOY0NcFshjQ3CYEC4T4jIhOFjIrCeHxwAFDJqMy9BJhR69ttdlG/S1Dvlah32eaFfbUFdrxOcOtttDHY6Izz3Q6Qp7nYP+toFOT9jrDrQ5CkPBwlDwl2Yjnz1R+eyJyvFnkqdfjB59MXrk1fyJV0dOPl89/tToh/dO3DnZtXDAUOtpCdkFfqvIqRO4WwTtOn67TtCuE7TrhO0tojatqF0rbW/htGo5rS1ct4brUPOtKr5JztfLuDYlyypnWmVMi5RhEjEMQqZeyNLymWo+S81laHhMDRdq4TMMfLpJQDcI6AYRwyhimERMGIuEbRGzLGKGWQzZZAyngmWXM2xypkXGMsvYZjnbqmA7VDyrnO1Qcp1KnkPOdio4ThXPpeZ5NHyPltvawm3X8dtbeJ0GcbTTNC/hWp/Xrc/rHlvl/uCe/i/2dh191H1sn+Xk47YTj9uPP+Y8ss995DHvFw93Hbyt9em19vsX+26bH9w6mV4xUpxXLY8USpnhZLCzs9epD9mUCbs47xRX25XjAfvEQHt5wJcI+XPRnxltj0nuMcmdBrnDKLPqpWat2KQWmVRCvVKoVYjgny6FmCsXcaQCloTPVIh5BpXIppf1dtqSQ90j1cySBfO2bNq465Yd27du6vO32Q1Ku0FubhGZtEKtkiuTsaQSpphPF3LoQi5TKRUbdFoeh66Ui2yODn9/Pl1b1Vhy4+TaO8aW35Kd2Fib2jg1vXH9xu3373nopRdfePO1l99969W33njz4w/ef/fN1959Y/99d92ajoeCXW6rTirgsxh0gAoQAQoBoBABColMJlEoZPiBQiIRSSQSiUQmEslEIplMIpKJWICIA/B4KoEAEAlUEh6gEK4qRgAGAih0KkCnAgwalQWBLAicWflCh/hsloDD4jIh+H9CJkhlgjQ6FYAACpVCplBIFApJpVKofiFE868iHf/5/D9yj9ek4/flmnS8xr8G/32YnKueRtjrCNMoZhvlXKOcg6Vgo5yvl7L1UrZezDR+wEgpWy+kG8XMSCk3UspdtbPVXKpRzNbyqXo+U89nGoXsT6jn0/VcqlHIVHPJWiFdzaeqhXQ5l6zl0vV8ZqSYreYS9UKynIlWstFaPlbLJcvpWDWbqGbitUyiko5VM/FKJl7JDJfTw6XUUCERKSYjcJ2NhjLR/kSkOznYMxzyDYd8gwFvpK890tc20OMJd7sHejww4W53qMsV9Dn7vY6QzxXu8oR8rpDfPdDlifS0Dfa2D/Z1RHrbB/s6hvq90UAnLFOjgc5Y0JcId6UiPalIT3qwNzPUl48FM9FAOhaqFRO1YuInA64SsmAUQqaMT4fFkpjHEHHpIi5dyIGEHEjApsPwWRCfBQkYoFLE0SlEeqVYrxRrZQKtTKCWcGQiplTIgOcucPJDIYch5DB/sDCJxmXQ+CyIy6CxIYBDp8K6Cxau38d7oNH+FjYIwiuU4MiiMHSIwqADPwwRwaFT4VNx6NTv59MsEP4C8O1IuHQZnwkj4dIlXPqMPuQxRFz6bC3mMYQcSMSlC9iggA3yWTQRlykVcGRCrlTAkQo4Ij5LwGXwOXQ+hy7gMLkcBodN57Dp4b6ucN+P8jrqNeKfxaCVzBrGFukPDqUGjcyklZs1MrNaZtbIjBqZUSs3aKUGrQTu/CO0EpNGYtJIzVq5WSs3aWQmjdSsFZu1crNWatZKTTqJQSsya6WWFplZKzdpJAatxKiVG1qURp3KeLWbUas0tSiMOoVZpzTrlBa9xqxTm1rUZr3UYpBZTHIYs1FmsyitZoXTrHBZW5w2vcepb281tHv0Xo/F57H42yz+Dpuvw+7rsPu99q4Oa4/X0uO1drebe7ymXq+xu83g95h9bebONoOvzeDzmLrarF1tNn+rpavN3OO19Pss/T5Lr9cY8FmDnbaA1xr22yPd9lifKzvYUYx3jRYHfvb5mB4OpYdD0VBPwN/W1Wbv9TrqhejkSHbBnMLUSG6ilp5sZOdUkmPlxGgpOlIcbuQT1Uy0lo0VExF4+Xos2BUP9wyG/OF+b7CnQ6+WMqhEBpVEB4hUEpZCxFDJOICEBYg4gIgj4zFkPIaEQ8PGLBQClkLAknBoIhY1CwGDJGCQOAwKi8HgMFg4H+zMIm0sFodCw2CRKBwKjUdj4CXBsO8dfbXAfngMGoVBI7EYFBaDmk0ti0VjcDgcBoOZdebj0BgiFgfgcVQcBiTg2FSKiEmXczlSFkvKZEg5DPiHX8Kli9gg/Lsg4dKlXJaEw5RyWWI2w2nUOY26X5qNHH5+6vDzU0dfnf7s5fmfv7bs2Fsbj72+5ejL17+0a2p5xp/uNPjNKgWPzqASQAoRogAQBYAoZIhCAskEkEyAyESQRAZJFAaAAylYOoCHKHiQggcpJJBCBgEyRMZCJCxExoFkLEjCgSQ8RCaAJDxEItEIBIhEgogEiESgE/EMEh4i4kASDiLh6CQ8nUKAyHgaEQuScBAFTyNhaSQMSIZrHETGQ2QcSMFRSVgaGQ+SCSCZCJFJEJkCkckgiQySyBCZBJGJdAqJAVAYAMAAaCKI1q4VlfwtJX/L9KDm5lHLS9u737+r85N7XZ/ea/nkXsdH97V+dL/nk4dchx5wfnKP6+O7vG/e0PnsGt/DS3pvnwpuHgktLoQnksPZYO+Az9XvNoQcmohTk2g3ZPzWUn9bstcT9rljwZ/xOg70uAZ6XMEue7/f1ttp7fVae9st3R6Tz2nodBq8Dn27raXVonGbVE6DwmlQOC2aDqc+4HflooGJen7F9OT1G9ZsuW7d5vUrJ0bKnW6jz23wOnXtdrXbqnJbVQ6LElakZq3ErJW6LFq3Q69TC502XXdXd3gokyhOlMaXjk1vGJu/oTxn+fj85UuWrtq04brdd+x68tGHfvv43scff/DxRx564dmnnnzs4Sceuf+Be28bq6RyiYDPbdBrJWIBk0UnMyEym0FlM6hMCGBBABuaedUFw4AABp3KpFNZdIANAfDrqplnBJMGP3rgKLICNl3IYQg5DDGPJeYxJHymhM+UizhyEUch5qqkfL1aYtLJDFqJRi5QSflKCV8pESjEfJmIJxFyRHyW3aK3W/6JC1b/+fw/co/XpOP35Zp0vMa/Bv+TBauwXIQ13ox0LOVqxWytmJ1xNpZytWKmVkzXi5kfK8BMo5Ct5dKjxexIPjlaSI8V0yP55FgxU8vERwvpkcJMh0YhW83OKMl6PgNLxGouXc2lq4VMOZcqZOLlfKqcTVZyqWouXc2nytlErZCq5OKVXLyUS5ey6Uo+W86mytlUNZ+pFbKVbKqSS5azCZhSJg4fVnLJUipaycTLmVgxOVxKR0upaCExVEoP5ROhUjpSTA4UkuFCMlxIhAvJcGa4Px8L5YYD2eFAIR7Ox0L5WKgQC+VjA4XYYCE2WIgPFuNDxcRQMTFUSgwXE4PF5EAxGSmlYAbL6cFyeqiYGcpnhkZq2ZFa9icD3unQdTp0HTZtq1ntMavdJpVnxtA4TUqHUeEwKuwGJYxNr7DpFU6DwmVUwtMUh17uMiqdBoVdJ3Po5bPYdQq7TmFrkdtalFatDMaikVo0UqtWZlZLLBqppUVm0kiMavEPa6NabFRLYQwqiUElmbVhWaVTiwxaiU4tgm29RmxSiY1KkUklNqnEZrUENkwqsUkjgcWSSSOxtCisOqVVp7ToVU6DymlQuYxqGLdJ4zFrPWaty6xxmTVOkxrGYVQ5jCqrTm7Ty8xaqUkjgU9o1kpNGplRLdVfRaeS6FTfy7l8YjCfGPzhIAd8joDPEfQ7g35nqMsV6nLBRrDLFehyBrqcwW7XLIEuZ8DvDPpcoZ/gd4f8rtDVM4R+8JFgtzvY5Qn6W0P+1pDPHfK5Qj5nyGcPdzvD3e5wlyfkd4f87nAX/ErCEejxBHo8wd72UF9HqK9joLdjsLc92u8dCHQOBXzDwe7hQO9QqG843B8dCEQH+qLRYCwWSMVDqXgoEetLJ4PJeF86GcikBnLpWD6dyOXixXyslI+V8ulKMVMrZ+qVbK2cblQzY/XseCM7OZKdGsksmJNdOJ6eHk8vnigsmlNYOCe3YCy9YCy1cE52ejw3PZ5bNCe7bG5u+VRuxVR2xVR29fz86gW5tdOFdYuKa6fz6xblNizObl5W2LKyesOanwlE+d1336klXLWEKxewJFy6mAPpVWKrUeGyaVwWlV0ns+vlVp3UrBUb1UKdQmBQiXQK0dV3Hzy1hCcXsGR8ppTPFPGZQh5TwGEQsSg8GolFIrBIBBbZjEH8BoNogg8xiGYsEoVBINFIFAqBRDYjUAgkCoGE111jUGg0EgU3Ipqa4Q5oJArRBOeAnekMtyOammHgv4KZPfxJO7IZgUTAH5spSCQSiUQjkWgkEolEIlGomavDYFEoAgZNwKCJWAy8URkgEikEIoWAJ+PQFDwGIGApeAyNhAfJBCoRRyPhIQqRDpDoAEmnkutUPx/M9rvvvtu/Z+n+PUuf27PkxX1rX//tdW89ft0L9669aUUt02vts8ntLRIGBMA5izBIBKkZjW1CopEoNAqJRjajUE0oVDMKiUQiUEgEAtEM2wg0EoW5Cpw7F4VEIxEo1EwLEo1AYJBoVPPMsM8A/xM0NaOaESgEEolAwOOA+EFBIhBIBBKFQKCamzHNTWgEAo1EIxFIDAqDQqBQSCQahUKjUBgkGo1CYVAoDBqJw6KxaAwOQ8DjiAQclkkmOORCh1w43GoodGoXRrW3TVn2rrI8udr429W2p1a7nlpj+e0a/dPrTE+tdvx2jf3JtbYnVrY+vMhz7wLPjjHXqpxrQayzGmxL9dgDTm2XVeW3qnud+mCrOdxmCbRbutsskb6Ovx3ncm6wnBvMpUK5VCiTCGTi/ZloX3a4Nx3pTob9iZAvFvAO9bZFuj1hvyvY6ejzOSJ97ZmhwEghuWCstmJ6cuWS+YsXTozVc9GQL+BzhLocYb+jt8Pc027qajf2dVh72yxdbmNvm9nv1ne3G/t8Zn+bbiDQGhsOx9PpXKVRHpsYm5oen1w+Prl44eKl69eu2Xbdxjt3brvz1htv23nDzpu33bJjy/337tqxfeOObRu2Xb9qwURptBRNDfo728zGFrFKytZIuRopVyvltUh5LVK+TiZskQo0Ep5awmmR8zVynkbBV8sFGoVIpxTrFCK9XKRXinUqiV4tNWoEJq3QpBGZtWKzVmrTK6w6uVkrN+slZr3EYpDaTHK7WeGwKB0WpcembrOrOlwtXre+3anrcBq8LrPXZWl3GFttOo+1JdLnjfT9dO/GD2cg/3TZ8yvIqn/6d/gV7vGadPy+XJOO1/jX4L+Vjj90DM5Ku3ohUy9kr5KpF9MzFDI/kX8jxVyjkB0pZBq51Eg+3chfrQvpei5Zz6VGitlaPjVSzNbz6XohXcunqrlkJZuq5FLlXKqST5dyqXI+VSlmCtlEOZcqZZNwXcomi5l4OZcsZhLFbLqYTRcyqVIuXcqmKvlMMZMsZWe6lXOpci5VK2aLmQQsREvpZC2fLaYT1Vy6mk9Xc+lyNlnKxMvZeCkTK2fjlVyikkuUs/FiOjpSysBxfeAwP+X0DJV0vJyKl1OJSjpZTiUq6UQ5lSin4uV0rJyJljPRSjZWzcWruXglG6tkY6VsrJSLjdbyo7X8TwY83t8W72+L9bUO97X/gI6hvo5Ib2ukt3WgxxPu8sBBg+C4QWG/K9LtGehyX61bB7o8A10zztLvu11l4AeEYcdpd+tAlyfc5Qn6XEHYp+p3h/xu+DDocwU6nYFOJ2wEfa5+ryPocwU7ncFOZ8jnmq1hY7ZlthE+DHsdEZ9NSG73AAAgAElEQVQr4LWH/a6QzwlfPeR3D3V5hrtbh7o80Z624e7W4e7WaE9brLcdtmcZ6vIM+t0Dnc6Qzx7wWvs7LL1tlp5Wc1+7tbfNMktfu7Wn1QwbcIfxSna88iOJnov1wuTjfT+mPx8PwBQSwVk7F+vPxwP5WKAwy9V2mGysLxPrS8f60vH+dLw/HQ9kYqFsLJSNhXKxYC4689l8sr+YDJWSA8VEpJQcLKci1exgrTBYKcQrhXi1mKgXEo1icqyUHi9lxkuZsWpyrJoeL+fnlApjxfxYJTdWz42P5Mbr9fFGdWKkNt6oTI1W5o1Vp0ZLU6OluSP1ydHRqbHxhXMnpqfGF82bmJ6cWrJg/rLp+SsWL1y1eOGaxQvWLpm3ftm865bP37xy3ubVk1vXTm5bN7VtzfxtqxfdsGrBDauntq4Z27KmsXVNY+vqxva1I9vX1G9cU79xde3G1bUb19RuXFu/aV1jx/qRm9Y1dqxv3LyhvnNT7fYtc3Zt+fkNeBq5SCMXqWUilVSokolVMpFKLpRLOHIRSyFkKsVsiYAhEbBEfJaIzxLymAIuJOTRuSwqj03jsqhwRGIOk8pmgSwmCIEASAMAMnlmzfVM1CgSvLcKIFMpJIBCAkgkCgyZDPwtFAqVSCTP9qGQSFQSESASyEQSmUi6quUIJBKBQMARiXgSiQBDJOLJRHjNHhGGQoDXYBMBEpFMIsxAJMFbwkgE4verwUkEgEKikogghUwFSBSAQAEIZAp8FTyRRCKQiGQikUYkQ2QAIgM0IplKIME2HSAxaRQWCLAhqkWvtei1vzQbWTWRWTWRuW756PUrxzctrq0YTSW7XQ6N2KgUqMQMEMChMUgkGolEITBIBPY3zZgmBAqBQDY3IZubEM2/QSCaUShkc1NzM6KpuakJjUAimxDImSBNKFQTEtGMQiLRzc1IRDOquQmJRCARzUgkAoH8TTOiCdnUhEQiUIimJkRTE6IZhWhGIZoQ8Gebm5pRSFRzM6K5CYFoRqAQKEQzEolAIpoQiKZmZFMTqrkJiUAgkXA7CgFftrkJjUAgEc1oFAKFaEYjmlFIeDcyBodG43BYPAYFkokgmajgcx0aqUfLDVjZOZ9gbki8KKqdF1YsiMgXRRULhxXTwy0LhtXzY/IFw8oFw6r5Q8rJQfVYRF/sMQy3tQTdLZ0mhbtFaleLbWqxS6foMGu6XEa/xzTY/zPScd5IYd5IYaqRn1vLTlQz45X0aDExUojX89F6friaHSylwvB/IJnh3sxwb3qwNz3Ym48FG/nYRDUz1chPNfIjhXhmsCfa35GOdCdCvmh/x1Bv22BP61Bv21B/60CPa6i/FTbC3c5Ql2M41JFJBAqZSDE33KhmR+v58bHSxERl7kRtxdKF69csv27diuvWrdi0dvmGldMbVy1av2rJjhs2rVgyuXrJ1PKF4/PnVOZU09XMULC3tdWps5uVDovKaVW7bBq3Xeuxq9rsSo9d7bJrnHaNy67x2NWtdlWbXd1qVbfbte12rdep63C0wAZMp0vf6dL73Aa/x+j3GH9o+NyG7jZzd5u5p93S57X1eW0BnyPU5RrsaxsOdAwHOob624f62wb7W4M9LliE/50J9j9d9vwKsuqf/h1+hXu8Jh2/L9ek4zX+NfifSEdYBNZyaZh6PtPIZ7+nkGkU0rPM9oTdibVcuppNjVVKE/VqvZCv5XO1fK6Wz86pVuZUK7VCpppPVvPJcjYOGzOaLZes5FO1Ymakkq+Vs6V8sphL1MrZRjlXLaTrpVw5l4J1YK2YrZfypVyqWshWCul6OTdSzs0owEx81uU4SzWfGinnqoVsJZ+pFrKlbLKQjlfyqUY5N1otVotZeBNmpZCpl/O1Um6sVq4Vs2PVQq2QLqZjlVyylImXrp65kkmUM/FyOl7OxCvZBEw1l4S7zV60kktW86lqPlnNJcZrxfFa8ScDXk2EYWrJgXoqUkkNVFKRSipSTg6Uk+FSIlSMB4vxYCkRhoHby8lwIRYoJcLFeAgGtuG6nByY7X/1IwPl5MDV0w7AjaXkQDkVKSUHiolwIR4qJsIwhUSwmAwVEsFcrB+2S6lwPh6oxMPlWKgUDc4aMLPfIR8NFGLB3HB/IRbMRwOVWH8x2ltNBovR3nIsWImH4LoaD1TjgUYqXE+GRjORRio8kh6A61oiOJIeqCdDjVS4Gg/UEsFqPFCJ9ZaGu4tDPYXB7tyAPxv25Qa6MyF/ZsCXCnnT4c50uDMZ7EgFOpL97Ym+tunx2vR47YeDnI0FsrFALh6EySdCM8RDcJjfQnygmIgUE5FCfCAfC+fjoWy8v5gOZ+L92WSwkA7nk8FCKpRLhNKxYD49mEtFssmBbCqSSw/mM0OFbKyYS5byyVIuUS0k6+VUrZAYKaUatVStnGqUs3MqxYlaebSaH2vkRxuZ8dHy3NHK3NHKvLHq/NHqgrHaojmNJROji6aqiyeri+fWls8bWTbVWDa/sXy6sXJxY82iiTWLJtYunli/dHL90omNyyc3LBlfv3h01fTY2iWTG1cs2Lh8asu6+ZvXzL9u1aLNaxbfsGHptg1LbtywePu6BTdvmt6xYf6tm6dv27rwtm3zdt04/46bFtyxffruG1fcvX3p7u3Td9+44K6b5t1909Tum6Z23zR19/bJu7dN3rl17p1b5+7aOrnrhvl3bp/evWPpvTuX33/bygd3rXzozpV771675/ZVP/t8bLVo4JV7bpPKZVTadTKrVmLRiE1qoVEj1CsFeqXQoBLplUK9kq9X8YxKkUEhNihlRrXUqBYa1HydQqBXiA0qkVrC0SkEWhkPznqnkXK1UrZOxlKK6CopRy0TqCU8lZClFNBlYg6fA0r4bBGXKeIyxTyGkEuTCBgiLn1m/TafLhMxZSKmmA/JhHS5AFQIGTI+UyXmSnkMEZcuE7LFfJqYz5DwOUIOQ8JnysQsqZAr5rMlQpaIz1BIuBI+UypgwQvzZHyGUsiUCRlyMUsuZslETBmfLufRRXwG3F/AheAV4yIuUypgK8VcrZSvlfA1Er6UzxTx6EI+g88DRWyqWsQ0Srk2pcCpETo1Qpuab5SL9XKRXi5qkQu9TpvX+dOwzN+PtlXdalW327Ruk8rWItNKuBI2JGLSuHQqmYTDYhBYDBKFRKAQSDQSjUHBcbCu+gkRKBQChWxGopFoBKoJjURgEM0YBBKJRCFRGDQSi0NgUUgEComA/ZIoFBKNRqHRKAwahUeiEE1ILIaIQqAxiGYcsgmPxSKaEVg0GoVAwit4EU3NGBQKhUCgkUjEb5pgFyUahUIjkWgUAnM1jDAGhcSgUCg0EoVGETBYIgKNQjdjUM14FBqPRmPQGDQaicdiiBgk7LbFYdE4LBqgEDgMqozHUHJoGg5gl9BsEppDQbfJQbscsklBhxRyKRhOBd0uhxxyulPJdCgYdgXTpmCaZGydhKuTcPVSvl7KN8oFZqXIrpW5jMpWqybkd//tOC+ZrMMsnltbNFFdNFGdHq8snFNeMFacP1aYN5qfbGTn1jPj1dRYOTFaio8U47C2HCslxyvpsVKykY+VkgOFeKCYCJaSoWIiWIgHc9G+zFBvZqg3G+1ND3Xn4/25WF9muCc12JWM+LOx/nwyVMpEKrlotZCoFhLlfKxSSlRKyck51cXzx6cnRxZNjUzPrS+YU54/VprbKK5bvmC8npuoZefAFy3E6rnh5FBPn8/R1W7p8dp6vLY+n6Pf7+z32QI+W7/P0ed39nW5+rtcgS5nqMsZ6vp+aUaoyzXz7rLbDb/HjPS2Dva1RXpbh/rbo0HvcKBjuL9jqH+mjga88ZAvHvIlBrpm9msM9+djwWIiXEpFKpmhamaokh0spiOTc0qTc0p/Z4L9T5c9v4Ks+qd/h1/hHq9Jx+/LNel4jX8N/odex1m+X4+azzbymXouXc+l4fA2jUKmVkiX88lKLlnLpeq5dCWdrBdyjz54/5kTx8+fPvXKSy+OVCuTY6MH3nzz3InjF06ffPbJx+qlbD2fKqeGq9lkJZcqZ5OVbKyUS9xy87YTJ46cOnH05PEvd91644a1y48f/fzkiSOnTn515uSRLRvXjlQKxw5/dvrE0VPHj25at+qWm7adOnbk1LHDb7zy+1ImWkgNV7KJQiZRTMeL6Wg5Eytn45Nzau++9dqlC2e//OyTI4c/++iDA4Vsct7csffeffObyxe+uXzp0Ecfnjx25JUXf7904YLTx46dOXnyxNGjp08eP33i2OHPP3vuqSfHR2rFTLKUTZYyyXLmR6IU1oqVXBL2l856O2fdpOVssppNTlRLE9WfPi8b6cFGenAkMzSSGa5lhmZIR2vpaDU9CIu9SipSTQ9WkkOV5FA1NVxND8KNtcxQOTFYTQ3DwHY9E5vp9mPgc9bSUbhPLR2tZWO1bKySHq6kh0vJwWomClNODcEtsFHNREvJwdmWcmoI9qHBwIrrJ4f5WLiYiJSTA7CanVGwsVApGqwlI9XEQC0ZaaSHGumhemoQZjQbHckMw3YjPVSJh2vJSCUeriYGKvFQKRooDPUVhvryg325SG8u0psJd6cj/tSALzXQlfq/7L3ndxRH3rD9Lzz3LtEYY0xwAIwDNklIRCGU8wTNTOcJnaZnuifnoJyzhARCiYwSWeRocjDG5JyDkJBQmiDeD4Nl1vbe+3x5d8/Zhz7X6VNTUz3qrg/qus6v6lfJkVBiJJQYCSZEgAlRFo6ycNT7nQyJkoeBxTxEwodEyWBKEiLiScX8wHxjmUSAiXhoSjIm4mGSZBRMAsVxUpSPQEkonCxF+CiYpJCKFVJAjklQSChDxbgMJOQQIYcIOUzI4UBZIQUIOaQkZYQcISm5VsNwKpKlca2KYhnCatGbzDqX3eSwGix6tdOkcZu0aRZ9us2c5bTlZJiLcqz5qdrKXEtZtqE8R1+eb6woMq8p0tQWa+srzLVlxtoyY02xoa7CsqbMVF9tryzSrikzNVRZ6lca1lQYGqrdjavctSut62qca6stjSuN9RW6dauMG9dYNteZNzcYWjZYWjfatm/ObF2f3tTg3FJnbGmwta5Na2lMbW5IbWlMb25I31KXvqkmdVNN6oaarA21+Rvri7asLWtaW9G0rqJ5fUXT+vLmjZWbGsv/8v3IjwkNEIh+B0LZiRGL48MXxi5fELs8OJCVNCZ0QfSyoECMInpZcExoSOyKkOiweZGhc2JXhMSELYoJWxi7YlH08pCYsIVx4Ysjly2IXh4SExYctyIkOnRBxLLgyOWLopeHRC4JCl84O3Tx3KUhcxfO/2FR0JzFC+YumDNr4fxZwXO/X7xgzsL5PywK+nFR0I9LQmYvWjBr6cLZy0J+DFs0Z1nw7OUL54UGzw9bNH/54qDlS+aFBn8fFjJnefDcpQtmLwn6LmzR7NDgOaEL5y0J+XHZojlLg3+MWBoUGjJ7+cI5oSGzVyyev3TB7GUhc0OXBIUuCVqxNHjF4qAVi4OWLZqzdOHssKXzQxfNXzz/hyVBPy4J+nHhnO/CQubEhobELA2OWhwUuTgofPG8sEVzVyyeF7F4fviC2TEL5yYtDRKHL8ESVhCCGEKURIiS5IJ4lBfHySBO9hc7DQaOKZ+OnvLp6MkTRk+eMGbyhLGTPhk7afzYiePGjB878qMxfx87+m9jRv1tzKi/jxk5YszIkaNHjBg14m+j/v4/o/7+P6NHjBg7ZvTf/s//GTVy5OiRo/4+8m8j3+33M2LEiL+PGjVq5N/+Pvp/Roz8+/8ZNeJ/xoz8+5hRf/9o9Mixo0eMHvm30SP/Nvbvf/v4o3EjR4weM2rMR6NGfDxm5EdjRo0dO3rsmFHjxo4ZM3Lk2FGjPho9evTIEeM+GvPR2DGBcPDHH300ZuSIsaNHfDR6xEejRnw0asS40SPGjxrx8cgRH48Z9fHYURM/Gjd13CefjB896ZOxn4weOXH8uLFjRo8bN/ajsaPGjxk5YdzYsSNHfPxu66ExE8aPmTzho2mfjZv+6djpEz7+euIn0z/7+OvJn3w79dNvJ3/y/eQJ302ZMHPyhK8nT5j+2fgZkz6ZMWnC9EkTpk/+dNrkT76cNO7LSeOmTf54+pTxX38+4esvPv3mq89mTZ80Z+aU8EVz/9zPDr3SoVc6Dcz7OPRKh56262mHnrbrKJuOCpytGsKqIYcxquSBiKWOxjQUoqUQjoDUOKhSAIxcwsjEjEyslIlpqUgpFSmlooDvUVgKIxMzUhGrADQEwhEoR6AcgagUoFIBMAqAJWE1AakUgEomUUpTaExIYSkuA4ODPAoREjCfgJJJKJmEkmWSeEwUiwhjEGEMmhKLiWIxUZxUFCcTJcjESTJJslSSLJUkySRJckmiAkhSgMkKMBmHeDjMV0A8BZhMwHwCEQQgEQGJCgN3SGEpSqmYQlNoTKSUigOo5ACLIyyOcgSmpWR6pcLA4CY1aWYpC0dbNYxZy2SmWjNTrf/LAPs/rj3/Bq36j9/Dv+EZP6jj78cHdfzAfwf/Uh3/MFX1/XWM71cGgo24FJbLIVwKkihAwBICBi06bW9PT2lJ8cYNa73egeyMtJqqlQO9b7LS3Bsa6/3eQT2rVKIADYsUgFgBg3IYIFERgYE0qVi3fr3P79+za7uaVtC4dG/7zo7Ojv7+Nz8dPahUYAoEKMhK7+/tGRzoe/zwjkGn2de+58HdO3qOlkJCGSyWwQBDkTqWkSNiBSySwaItm9b6h3yPnj4pKMi++PPZU6eOYRh44qejPp+3p7unraX1zMkTPs/ALz+f16lV1y5f9vl8fv9Q++72gwcO+rzeIa/nwJ7d76bCwhIZJA5MiP0DAWMc9sZhdcQRkEBAlpCzf6GOgmGJGhY8AhTikJCA+O/s8Tc/xAGBQsJHBLEKIBkHBHIxT4lKFBKhQiIkITGFAgQsRlOSA8o3jAJMGYaAxQQslgNCAhbLJAIcEskBYaBeDggxEU8mERAQQECATJwil4ikIiGWIpBLRFiKQAELMUmyDORjkuRhUHGSVJwcCNYFzrAgPuCQUkmKVJKCSfiIMAkWJMokPLmYhwkTA39XKuYP38O725MIKViCAykyEV8hEcpEfEyYjPATA9lTIH4cLIiHBYkQPwHkxYO8eFAYDfCjQV40kBwjTowBEmMlCXGiuJg/qyMsSn4fRMxDJXwMEMhAIQ6lUKiEkUEqOaxWICo5rJSCJCqWwUJCJlFIRXJMpJCKCJmEkgOEDCDkkAIDKAVMyiBKDlFymH4HRMtBWgEqCZihUCUpZRmC41QcSxu0jM2gthnUdovOZNTaHRa3w5TqNLvt+gyHIctpzHaZs1y2nDRHfra9ONdWlmuqzNWXZXMVuZqKfF1FoaGmUFVXwq0uYmvL9LVlxpoy0+pSU3WxYWWJrrJYX1Nmrl9pXrvK3LjaVl/tXluTtqEufUNdWvPajKaG1M31rua1aVsaU7duTN/VnNG2ybWzJXNnc8HWzXm7W4t2NWdt35S5Y2Pu9o252zfmbduY37quoKkhf1Nt3qbavMbVebVV+TUr82tWFqypKqpdVbqmurimqnB1VVFVRcFfvh9VckAlBwIhF6VUzMgkgTKNpdDSFLUCCERgSERIogISFeBwEoHwSUSIwzw5HC8FYymp0Kih1tevqizJoxUIKYOUOFqQnbq+flVFUTYtBwkpIIVSSAwg4BQ5kCyXJKHiBEySrFcRZYW5ZYW5xQXZqU5LcX5WYU5GptvutOhLC7KK8zL0LFWSn1mcl5HhsiISYWlBbllhbmVJgQwUgoI4mB+JCuIQfjzEj4ME0QAvEklJsBvZVZUFJQXpeRn28oIMRJQIpyTIQX5hVuq6utVlRbm5WamlRbkoJCrITq8sKVhZml9WlFlZmlOal2Y3qCS8GHFilCghIiV+BciLlosTZcJ4lBeDCmIRQSyQFA3z4nFhEs5PJAUJKhGPBfhmOeSksQyOytQqs/WqinRbRbrtn41Gpnz20ZTPPpry2bgpn42bPPHjKZ99MmXi+MmffjxpwkeTJoydOH7MxPFjJo4f+25bwo8/+vTjMRM+Hj1x/NiJn4z7ZNyYzyaMn/bF50sXL548ddKE8R9PHP/xF5MnLVu6aO6cHyZ/+smUTz6ZMvHjyZ+OmzThXXqtyRPGffbJ2MkTxk35dNyM6V+GhATPnDFjzg/fzvpm2uKFC4IXzJ8/d3ZI0LylC4N/+ObroDk/LlwwPyR4flDQvPnz5gTNm/P9zBnTpkz6YuInn386fuqn46d8Ou6Lzz6e/tmEGZMnzpg6acGcWUnRUcvmzYsKXxQ06+vvvpw6Y+rkGdO/DA9fHhUZNnPaF8HzZs/7cdYXn0/+4vPJwQvmhwTPX7xwwbKQ+d9P/2LmtC+WLgwKD1u8InRh2OKgOd98OfvrqbOmT/5+xtRZMz//dsbUmV9N/vqryTOnT5k5fco30yd/M33SzGmffTN90rczJn8/c+r3M6fO+ubz2d9+PvfbzyOWzPtzPzsMjMPAOI0qh+EdTqPKaVQ7je8KDoPKYWDsesauD7Rk7Hrlb1cxTqPKaWQCDWw62q5X2vVKm05p09EWDWXmSKuGsmooM0tYNZRNS1s40qqhLCxuDcCRNo62spSFJSwcbmIVBpVMz0g1NKJVIloK1lKwloI0FJpqZnU0qiURHY1qSdigRHQkpKcRLQnpacSgRAMYGcyglBqUcoNSYWBwA6MwMHIjIzcp5UZGblQpDIzcqFLolbJA2cDIjarfMTAyAyMzquQmtSJAoN6kVvwWjyXMLG3hlFYNY9OqbFqVXad26FmHnnMZdQ6jLi8zNS/zr6ctfFDH/xo+qOM/HB/U8QP/HfxLdRyepPqX3jj8VaAZjkFyDMAxgEIBApaQUpiQoXabxe2037974+nj+zqW0WvYp48fnj554u6tm+dOn5ShAA6l4KCQRGE5HFCsFIWET6BQdUXFkM/XsnGdHJaggOjh3Ts7dmz75eKFzudPCASSA2KHQdfz6tXWluaBgZ5jx460bGm6feM6CglliFCOiDFAtGtbm6evJ91hkoFCKZRSWpjT3/fG5/d3vX7ZvmcHy9EoBrx69dzr9Zw7dx6FIUqB5eWkOWwGGQo0N23w+gZ9Pu/RY0dOHj/m93mG/J49O7dLYUAOA3JIIoeB9xde/sEecQz6g0niKEggIEcqOFLxhw6nIAEFCUiIT0J8AhIQoAAH+TjIV4DvQos4yMMBPg7ycYCvkPDkkmQSFshBXnl+1vED7btaNxvVtAIUGpTyXa2bjh3cs7ZuFY5J5CBfAfLkIF8K8qWAUA4IFCBfAQpyUu17d27bs2Nr+7YWNSlHxQINje9s2dK+vXXvjtbq4jwCSGla27hn+7b27dt3b926qrRYJhGtX7N699a23dubdm7dsmvrllUVRVJQKAX4iCgRSYlHRQlScTIqTJSJeagwARMnucy69u1t7TvbNq6t29W2hZaCmFigoRXNGxpPHjlwoH3HutpVe9qaU0368rycPVvbdm1ta9++bW1NBSbmFaQ5925rbd/W0r6teWPdKpmIh6bEoSnxED8W4seBvHiIFw8mxcLJsRAvCuJFQclRQFIUkBwNJEVLEqOFceEWDW3R0O93slTCl0r4MkCggIQEIqKlACOHWALVMwqrhnIZ1W4T6zKqbVrawMi1FMbiqE5JsKTcqGHWVJc31KxMtRq1NK5l8KqyvNqqkrx0h4mlzGrSytJWlrZxpI3DrRqFVYvb9KTdxORmOhprq+rratc21KxvqCrINFcUujevq9myad3mTZuaNtXXVBcX5bmqSjJaN9W0balva2psbVnX2tRQtzp/ValtTamutlRbX66vKzetqTA3lusaKwxrV5pb12Yf3l17qL3hwK6GLWuLd22r2bez4cCuxm2bS5rW5W5vqjhzfPvFM3t+Otx84nDTqcObdzZXnDq8+eSRppNHW84dbz6wbeXO5pJj+xpPH2k9fWTbiYPN+7avamrIbarL2bQme/3qzLWrsxqq82pX5lWV5FaV5JYWZuXnZuZmZ+RkZ2dlZmdm5mRl52Xn5Gdm5WZl5/7l+9HM4mYWD4wgA1GXQI1NSzp0lMugdOpph45y6Ci7lrRpCKuWMKsVRqXCoJTqlLBGCelYxdNHd04e3d/96umFM8f1LLW/fdvrjif7d28d6O8+cmgPq1RoVYSRpYwq3EDL9TRmYGQcgVYW5dy+dtnn6X9w91bz5vVvXr/0e/rat7e2bdkw2N9z6dzJqrKCW9cu+X39A29eF2ZnXTx7yjvYd/zQPo6SkZiYwoQ0JlErUBbHGAWgwsH8DIe3v6enu+P0iSOegZ6+nlesErfouUd3b3oH+/y+wZ7uV15P30B/D8cqnzy85/cNDvkHB/q7X796NuQfGPL2b2/dQkphpQympBIKEyulAIcjnAJRSUGVFFTJYBoDVRiklUI6DDJIYSuBOUhZOkvmm7hCq77MZanLz6zLz/xno5FvZkz5ZsaUb2ZMnTl9ytfTpkz7YtKMr6Z8PW3qjC8nTZv6Lvvll5MnfDVl4ldTJn45+dMvp0z46vOJ07+cPOOrKdO+mDxn1rdXLl0c7O89cGj/j7O+/+7rGQf37hkceNP7psti1P0wY9r3X38x86vJM7+aHNjm5NvpU7/+ctLMryavWBp888bV/v7ea1d/PX3iSEF2am9PV19vz0BvT19352Bvd1VZ8cWzp3pfv+p/093T3dXf1zPQ1928cd3307/8YcZXs6Z/+f20L76f8fkP33wxb+a0+d9OD1sUdOPKz28H+5/evjXY+zzdqgv54dvYsNCfL571+voH+nse3bvd09Xx05GDAn6igJ/48uXz3t6evt6ewb4eGpctCP6xs+vpm96O/r5XD+9dCV82d9G8GQvnzVgwd0bI/JkLg74NnjczaO6M+XNnBM37esG8b4LnfRsy/7tFC2YtWjBrSciPSxfOXhz8w7KQH52v2mIAACAASURBVEKDZyVGLf1zPzuM6mHsBtUwNj0zXBgu/wbjMKqGsRsYu4H5w+8ECk4T6zSqXSbWaWSdRtZt5gJnt5l1mVUuM+s2c6lmjdvMpVk1TpPKZWZdFo3dpHaYObtZbTMwdpPaZmCsBtZmZO1G1mZQ2fSMw6i26pUOozpwbzad0qZT2vWMVae0ammrTmUzcFad2qpT2XQqm05p077DqlVaNLRVS1u1SquWtmppm44JFKxa2qajrVrKqqUsGsqiIS0a0qKh/rGGClwb+D/824VKq5a2apQ2rcqsVWW6bZlu2/8ywP6Pa8+/Qav+4/fwb3jGD+r4+/FBHT/w38G/VEcCAUgUpDAokMaGkkIUBpHYbzUYRGIgiYIkFgAipRAlBSkMoKUQjgK4DMnIcD978uDk8YMaNSVDwfLSws7Olxs3rDt8+OCTJw80aopARAScIockUhiQo6ACFiphoRxIqa1aOeTzbtuySQaIUh1WT3//wwf3nj957Pf0VxTmyyHAouP6u1+7Hfb2PTt8Ps+tGzdvX7+KQkIZIlAgIgUkdpgN5UV5jAIhUIkcFuFSqKSo4OKF8/39b/xDg48e3cVxaWfni6Eh/9kzZ6UoQsqRLRvq3Q6jHAOam9b7/ANe/+D9B3duXLt88dzpli0baFyqQCAFDMpBiQIGFfC7jD44AioQQIEAChhQwACOggQG4QFdRKF3WWFR6J+p43BocXgh4vBKxeFVi1LR7+sJpaIEqTgpL90+2Pt68/rGa79eunfzqgwUnDiw8+xPB+tqqwb636xZVY6JE2XiBKk4EZUkoxIelpIoTYmTihKsevbypYv3bt/yDfS2NW1CJCkbGmrv373j9fY/vH8ry2HBRYLVFWVej6enp+d156vsVCckTMrPSn/18sXg4JvqqvJTJ476vQOb19UD/HhUlIQI4+CUOIgfJxPxwaQ4VJDAkmhnxzO/17elaf21q5fedL7QKnEtTXS+eOr1DLx+3XX27Mnu1x1Dnr6asuLmdWt9/X2egQG/f8jn7baZNPdvXRvsezPk9/j9A2dPHpZLeKgwGhFEQ/zogD3CvDgoMQpOiAATwqHECCgxAkyOBJIigKQIIDlSnBhu1TBWDfN+J+OwGIfFJAbSMliFY1paYdUw6VZ9vttSnGkvy3GVZDvz06w5LlOGQ59q1bgtGpeRzXXbXj5+cP3Shfs3rvR2PS/NTc1ONf5y/pin79Wls0cLMiwlGaaSDGNJpqk401ySaSzJ1JVkaSvyTGV5li3rq7tfP33r8/o9PbevnWlYlbl1c0XH0+t+75vnTx4+eXzlrb/35zOHtzWVPnt47q3vTdfLxw8eXPQMdL3pvLe7qbytwb2twdnW4GpZm72lMbe1PrW1IXNLQ/aFkzveel8ODXX7/T3nzxzt7nrm97156+89f3L/qWO7Pf0dQ/4+n6fP09fz1vtmyNu1s23tm+7Hb4f6hnz9Q743zx9c3dnS6Ot/9dbXN+QbeOvtv3zxVF11ce3K/JqKvOqy3IqS3PKS/NKiwqL8gqL8gtzcvPTMHHd6lis12+HKcbhyHO5cmyvH4siyuXP+8v1o1ygDOLSMS68OFFKNXJqRzTSzGSZ1hlmVZVVnmNTpRlWagXEbVDaOsXGMRU0bGZmZxYvzsvp6Xus1zMF9uzz93Rmp9qZNaxtqq4sLsnu7X108f5pjyIA6GhiFXik3qQmzWmFgFBpavml9/ZDfs2tbK0Mq7t25OdDbbTPpbSbd687nRflZcgzcsrGx8+XzR/fuXThzOjczo6+7U88qcUSMQ0IZIjTr1GdPHl9Xv4YmUApHqsqLfT5PX3/vocMHamtr8vNzSRI/evSwz+fx+z172ndoNaqTx4+cPX1Cq1G5nFa/b8Dr852/eMFisTx9+tTv916/eoUhcSUhU5IyhpIzpJwhZBqa0FC4UoYSKEjKIBWOqnCUI6R6SqEnMD2BaWWoAZfZGMqtUZemuUrTXP9sNBI8e0aABT9OD5wX/Dg96Ifpc9/baebH776cM2vanO+n//jttB++/XLOrGnzZ38dNPubeT9+m5uV+urFk4KcTK9vQKUk9CzT293pcloPHmh/+fxR+OKQZcE/Bs+eGUh9vGjedyFzvgmePXPh3G9XVxYPDvQ4XdazZ05cungKBYXPnz7u6+vJy8lIc1qfP763sX7V1UvnDuzZefTw/iH/YHPThlMnDu/Z1rR43qxFc75bPHfWknk/Bs/9Nnj+N8uCZoUGz85Osw35+re2bTmyv73vzbPiLBc/JvzU0UN+/6DX23/8+OGHd295Pf0Xz53m8xL4vISnTx/6fJ6BgT6fz7Nrx06H0+jz9w8M9ni9Pb9cOpEQuTBm2ZzoZT/EhP4Qu3x2QkRQYtSC+Ij5McvnxiyfFxceEhe+OEBC5NL4iCUJkUsTo5YlRi1NiFwsTo76cz+/r3x/dsh3bvYbgcr/pf0wf9BIp4l9/1yU696zq2lNdYndzO3atrkwx20zqtxWzm7maqpK97Zvq6ku272zNSfLvWtH6972bVWVJfv37ty8sXHfnh2lhTlWoyZAcX7mvt3bGtZUlRZmHzu09+C+nWvrqvft2XHk0N7DB3avqiyy6BmrgbHqGYteadUrrbp3WLR0gOGa9+vNGsqsoSxa5TBmDR3AoqUsWjKAWUOYNYRFS1p1lFVL2XS0WUtnpVqzPkxY/U/fw7/hGT+o4+/HB3X8wH8H/zrqiAGUFHwfEgMClbQMev8jiQHku1WOAIUCBCohpaCeUz5/9mh722aGQI8c2J2b5d6/d+ebnk4NpyoqzPf7BksKsuWQUAEL5TBQWpxfnJ+NoyIKFuCIeGV5yZDf27xpvZpS7N6x9eGDh0ajLiPV9aan8+K5UyqayEh19vf25ORkMAxx794dv89389qvMkQsQ/g4koLDkky3fWNjrY7B5VAKjojrVlU+f/Jw47rGrW0tHk9fX1+3Tqs+d+6U3+d53fV6fUPDgb27/YO9l86f4hji4vnTfv+g1+/dvr0Vl4JSWKRAABwBFTCogAAchnAYJBBwOHsQgYB/4P3K4fJfquP7SW4CiigVJQTAUuJRYRwqjEMEsQECH2Fhwp5tTT1dLymFdH1jnXegx6AmZQCPI+X723f09XSn2kyYMEEuiMUEcaggARQkIPxYmSBWnpKIifi7t7Xt2bH9yoVzr14+VVF454unxUUFHm/f+fOnQGEyJkiqKM7r6ny5bl3jkM9j0jCIKEnEi3/08M7gYG95WfGRwweGfIPr62sAfjwsiEeEcSwJP7t7bdeWDQg/EebHqnD41YvHfp/v2fPHW9uajBo1KOTt3bHV7+n3+zwNDQ0pwsQ0l2XL2hqLVskSsr7uV6dP/dTZ2eH19T1/8tDvGdy7e7fP6/H7BvIy3RA/HhFEwfxIiB8NC2LA5CiYH43yoqX8GKkgTp4SL09JkEsShxMCySRJGWZ9hln/fierFYhagXCUzMiSDiOb6TAWZTgq89JqirNqijKqClLLc5zFGba8VFOWU5fh0GQ6uWwXV5rrOnlk/8qivEtnf/INvKwqS81J44rz7D1djy+cPVSQaSxO1xSns0WZXEG6tihTV5GrL8/hKnK58jzDyrL0np6nF86e8g2+PnN8R22Vu6469czxbUP+7p/Pnzh8aLPP03fv+sVNjc7jB2qHBvrvXLvW3l77quOx39uxp6Wyrc7dVuvYUuM4trfh4e3T7ZsLNq5Oq1uZVlWe0dP1xO/ve/b04Y5trZ2dHf39b9rbt9euKu/t7hga8gwM9G7asGlN9ZrLly7+evn8ysqifft2+v3emzdu+X0er6f30YPbnoHeG1evDPl9g4ODBYWFqW632+VyudxOp9vmcFvsqWZ7msmWZrKl6SxuzuRSGxyMzk5zVoq1UKyFVFtwxkRrbH/5fgx4o1OncupULr3apVenGrl0szbTosmxcrk2Lt+hyXdwuTYux8pmmVm3kXVo1W6txsmxVpYys/Saqsqe110sQ+zY2jTk68/JdCtJWZrL+uTR3cH+nlSHRU3jBjVl1igNatKqZXVK0sTgRhWpYcjN6xt9voF9u3doGPLR/dt9PV2pDqvdbOjpfFlZVsRQ8qZNa589vl9RUjg40NfYUNf7psvAKhWwSAEKIAnPYTX1db8+evCATAop5IhOy3V0vPK/fet/OzTgGaytr1OpVQ8ePPB4PENDvuqqchWNs0qSVZIqCnc5rW+HPL63b31v33p9Q36/3+fzHTl0UE1TKopUEriSwJUUoSQJNU2xNE3L5QoUliGADAVwGYzLYEqOsoRcpZCqZJgSQygEohDYyrFWjv1no5GYZXMDxC2fHxs6L2bZ3Kgls8MX/rA85IflC38MDfkhNOSH5Qt/DFs0O1AOWzw7avn8mLAFUcuDI8NCVBRmt+jKivP6+7tVtKKsMLe78wWKSNIznN7BXq2Kil4eEhUaHBO2MGJpUOSyBeFL5kcsDYpYGlSQ4/J43pw4eTQ3JwOS8OKilt+5db2761VZcb6BUzIKGBTEtWxuzHBZ1tXX+L0DORnu8sLsVaU5saELElYsjF+xaFVp/pMH15UUFBsWnBy9rCQ/3efvf939cu+eHWluoxQQFGSk+jz9ft/AxYtn4+OiRILEutVV+dkZEeGhEeGhu3Zu7evvbm/f5fd7e3p6nj99dv/uvV9+vuzz+ssLC0UJsSnxkXBiNJocg/FjpYI4QsIjAAEmTIR5cTA/HhEmBKbBoymJgWn2aEqiVJKEiBJwJOXP/ew0sf8L74cQ/8z7zf5w1T9rHCiX5KcfPrBr57amli3rfr10trK0INVutOgZm4lbWVZ07/b1c6eO7W3fceHcqfWNdQW5WU8f39u9c+vBA+1nTx93WPVmvfrowXaLgWvatPbZ43t1NSsfPbh9+dK5qsqSleVF58+dfPH80fMn9y+d+8lmYKwGpVWvtOoZ6z9q8LAoWnXM+wRc0apjLNrfMWuUASzagD2+w6whAwSCkyYtlZVqyUq1/C8D7P+49vwbtOo/fg//hmf8oI6/Hx/U8QP/HfzrNDm/KeIfCsPeSKCSgD2SGEChIIkAJCIhUQmBimk5lO60dHe9ePLg5rOHNzufPyzMSXPbTXduXn3x7PGLp48uXThLymASk+BIigIBTxw7fPzwfhxOIWC+HJVUVZX7/Z6mzevbmje8evWso+PllqZ1Px0//Lrr5euulydPHH386F7X65ePn9xT0YpUp7Wvu/v6r5cUiFiBCHFEhMPA9uaNb149c1t0OCJWwOKN9WsGeroe3LnZ19P1uvNFa/MmXAZbTborv1zs6+keeNPT+7rr/KkTBk7lMBu6Op71vXnd1fnq8YM7HC0nMEAOiUgMwmEQhwEcBv+gjn9wyEABh4FhewyU/3KtY8AG/0zAFSFeNMSLhvkxAQIfJbzY/bvaujqekXJsfUOtd6DHpFHCKYmMDD20d3fn8+flBTkoL06aHI0mRcFJ0WJeHMyPkfJjUEEsLEzava11R1tzfprT6+27f+fG1cs/U6TC4+07f+G0RJCECBJ/vXTmVcfTa9d/9Xn79+/eCvBjxYL4hw9uDw7279mz2+sZOPXTUQk/CUlJgnixMD9GAfEaq8uy7WYwKQ7mxwC8GIdJe+r48b7enqEh7+tXL/Qs89PhA0O+wSG/t7S0RCJM1KgUxTluAhVpaHl3x7N9e3a2tTX7hjw+r/fxg4dZGZler3fI7ynKycQhMQHxKIRPoyk0KlRhYrVMwskAnRzU4YieQA0kaqAxPYnqSdSglOootMjtKHI73u/kPAeZ5yCLM9SVBYY15Y51qzI21mRtqsnctDpz/cq0hnJnbYl1VaFpZZ6uIkdTmadZWcBVF2uqSsz1q3NvXPmpq/P2/t11q8oMtZX2dTW5vV33r18+XlOWVlfqri1xVhfaq4qc1SWuNWWuhkp3Y1VqbWXatpZ6v7/n2q+X+npedr+6s642d31d3oVT7UP+nu6u56+7bnkHey+cPNSyMfvk4fVvPZ7+16/f9Nz2+3tP/rR7Q13u5jWp66psDZWOPdtrb14/takmryLHWpJjL8xxvX71zOfp73j+9P6d2x6v5/XrrprV1SVFBT7voNfr6ezsLCwszsjIXrmyOj+/ID09ffvOnYNez7r1m151dfp8Hp/Pe/nyLwcPHvJ6/f2DHqvDzeottNZMakwEZ1SojXKVSaYyyRiTjDFhSiNKGxBKj1AGhDLApB4i9BBhgHGdXGn8y/ejQ8sE4o0B3AY2zaTJsOhy7YZ8h67QpS9JMxa6tAVObYFTl2fTuo3qVAOXqtO4NWqnVmnVKCuKC3q6uzQsvbd9h9fbl5nutFsNN6//evXKpZysNBWl0KhIDa3QMbiOIXQqWstQelphUFEaFblpQ6PfN9C+c6uOoR7dvT3Q25PmtDssxp7Ol9UVpaQCa23a8OLpQyUhe/jgzrNnj3vfdBk5hkAlFCKSISm4FHLZLEYNq5BBMgzA5Vh6Wtru9t0dHS99fl9ff5/JZLxy5Vefzzs05F3bWKumiR1bW5o2rjPpOKfd7PcPeny+J0+fnjh58vDhQ20tzRaDVkUoaLlUqZApcbmSUDAUoSQUSlyuVMhoOUbKEFwKKaSQHANliEQOSwgUolBIKUWVUoREIDOrMrOqfzYaiVkeFLM8KD48JG5FcGzYgqhlcyOXzo5cOjtiyezAxgmRS+cGtkwIZCSKDw9OiAiOC18QFx4SH7U4YvmC0sLM2zcva1k8asVCUVLMxXMnul+/vHvvht8/YNJxEcuDo8MXhS2dHxkWErViYXjoghXLgsJDF0SGhWi1zKnTxwcHey+eO5kcH3n75vXBgd5De3c1rK7gBZIkRS9LjA7b2Fg35B3Iy3AJ4sKTo5YkrVjIi1gcH77IwJLr61diUJIwLkySGAnw4zdvWdvd0zE05Onr7yzIzagqK/Z7B/z+wWPHDsXHRSbGRKS67aIUXnxcZHxc5L69OwcHeswm3Zue1x7PgN/vrVm1+tTJ036vf03VKlQsQoTJMD8B4SdKU3hyiUAOCHFITKMwiYBy8F3er0CeMBIRUaiYQsU4LFDAAhX+x613375967JoXBaN08I5zb8TqHFZOKeFdZjVdpPKYVL/Bhto4zCzw+0dJva3tZEqp1HlMqldJrXTqHb+E71s2lB36vjhrc2b1tatfnj7xvbmTQ6jdm1NZXFO2ro11e1bm29d+Xn/7u07t7acO3l8z86tly+eznDbXj59sK6uyqJnnGZN2+ZGh4lt2th458blk8cOnDlx5OnDO5cvnm5rWn/v9vWO54/zs1LterVDz9h1tF1H23RKm/4fsOrogPtZdSqrTvVnSwxUDn98p44axqJ519KqVVm179pYOKVFozRplB8mrP4/8owf1PH344M6fuC/g/8bdXw/rvjn8GOAdwKJggQSKEtITExiElIKahlSpyJYUqplcEoGBbbHMHJKg5qWQxJKCpOImMLECgRUUThDyEg4hYAF6W7rqVPHvd7+upqVDIGyDK5mKFIBsUo5yxBqJaGicVZFqBi5ipHLISGJgSxBcBROoBICFRGIBIdBNYFxlIySgjgiJhAwsDuCUo7pVLSOoQgMxFExjkooGcxRuM2g4xiawGASgygprFdRLIUbOLVGSVAYQCBiCgNIBCDe8Q/RxT+r47AuBoxx+FsNhWso/A8dPqyFARBB7G+KGAXxosDk94l8t/10UnRNZbFnoMdu1u/fvaO78zmBARdPHy0vyMFlyPNnj08fPyxJjEB5kVBSpBITrVpZbOQUCD8K5EWiEt7BfbsP7tuFAYJrV3/2eXuLcjLVSmJgoOeXyxcQiSDVrOvv6SgtzqNp8urlS90vn2ppmRwSP3v0YGCgD0OhA/vaPf1v8tKciDARSIyGkqPkQPLq0oIMiwFIjJEkRrA4dPvKz4f27snLzuzt6XrrG6wozCvISvN7+v3egetXL5cVZN26cnHI01NbWVSWl+np675x5XKqw/66u8vn8zbW1bc1t/h8Xp93cO/2rToS15FSg1JuUREWFWFTEw6OcmqUbq0qVa9ON3IZJjbDxGaauUwzm2Hh0kzq6oLs6oLs9zt5fQW3voLbvNrYVGdprre3NDjbGt1tje6tjalbG9yt9c7WOkdzra251tpSZ2mps25tsG5ba9/VVND1/PL922e2t66+cKpt/9bS7RtzdzVX9Pfcu3vtZNPasta6kqY1hZvWlGysK923ff2+bWubGsu2NJZubCg9f/rw3btXd+/afuWXc35P15H9zRsbys6fOjDk6z3505ENG6oG3nQP9HZuWpd/cM+GIa//14uXtm2rH/D03b5zeWV5xury1JXF9opid3Vl/trGmrKCnCy3PTvNXZCb0/O6y+f1Pn/2rGbVqmcvX3n8/lddXWUVK+89eOT1+/s93nUbN5evXNXR1fPi1RtXWu7WHfsG/W8bNm5u3b5z0DfU7/Hm5Rf/dOKsx/e2d9DrSM/BlHqIMUGMCVIaAUoPkHqQMsK0CaZNIGUAKb2E0EsIA0AaJYRBQhgBwgTiehnz1+o4HG8MBBsDZNkMeQ5jgVNfnGooTtUVuLgit67Qpc+1aTNtXJZFk2nUZBjYNANj19FpDnP361eVFSU3b1x5/Pi+yag9e+bEg/u3c7LTm7dsuPLzOZ2K1CoVBjVZmp998tiRksICLanQKAlWSWxY3zDkH9y5rUWnJG/++ot3cGBDY0N9zSqvp78wN8tpNR05uLfjxeM0p2X1qgr/0GBfb5dBw5CohEbECkRg0tDHDuypX1WhQEWUHCwrzPV6+o8fO7RjW6vfP+gd7HPZLcUFuQN9PX7fYNer58cPHxjyDT59cM+gUR89uM/vG/D5PB0vnhUV5NKEXE3JGTmqVqCcQsoppGpcpiZlakquJuVqUs6S8kDKZZZU0LiUxqVKUk7jUlKGMnJUKUNoGayUoRaN2qJR/7PRSHzEoviIRYlRS5Kil8ZFLIwND44ND45ZsSAqdH70O+ZFh86NDp0bs3xebNj8+PCg+IiguBVBceELYsJDUh26ro5HCimwsixbx0gxUVJZYXZc3IrK6tLBwV6xiD/sikoCdlo1CTGhkWEhEcuDV68sPHHicExM1Na2piH/gBwF7t+909PdhYEpgqSog7tba8vz+DHLhYmRTRvW+gZ7KwtyYH6cOD5MGL1YGLNUEBuqIuHcTBsO8TB+LC7hVeRlnvzpsN1mevL4vv/t4MH97UpC3tP92u/3vu7uyMxwNq6p9vu9N67/iiISFJFcOPeTd/CN22Xd075jaMj36tVDliWu37js8/Xv3N5EyMQKKV8KJ8kQnhzl49IUmgBoElQpEVYlZZVSJQFTClBJwDQO0ThEygFCJqFkEhITMX+ljk4L57RwDjP7uwpaOJdV47JqAt7oNLMOs9phUjvNrNPMOiys08o5rZzTwjrNnMPMOS0ah4kL6KLLxDqNKreZs+uZVIvGaVS7zJzLzDlNrMvEOY1sYN1jTqq1OC8zO83pMOsKstzZbqvDqM5Lt6ZaNLmp1rw0e4bDmJtmt+rVBVnuwuxUp4mzG9j8DIfLxDqNaqeRLc522XTKTJe5MNvtsmjtRrYoJ7UoJ9Vh4gqzU4uy0+wG1mVkXQa1U8/YdUq7Tuk0qm062qajf0sLFMj9o7TpGJuOsWiUNp3KYVDbdCqLRmnXs1at2qZjzRxj1TIWDWPRKC3vC+T7VskpzRxt0SqNGjrTbc10f5iw+p+/jf+/n/GDOv5+fFDHD/x38C/VEUfE78cV/5LhBgQKEGjAMwESE5OYmJaCBCIhMZCSggQqoaQggUgIRELAYgoBaAwiEIBExDQmUSCgAoUUMMCgEhzk72rbcufmjX3tO9S4jMYABSRSwCCJpBBwigIWEyhIYqAcEcuRFDkipGAhAYloFCZhkMIAEpMQKEjAMIGKSQzAETElBQPpfHBIQiIQAQcWcAIkKiZREYGIaSmkQCSEDCawQL2IxiQkIsFhCY1BJCJRSqHARFzyd/5BHd/f+vL9eOMfpq3+pToGFumByZG/ueJvy/aSIiSJ4ZLE8PfLAcRJUago+cj+nS8f331y/2ZxXro4Kaa6NO/h3StPHt25cf2yUa+S8KIkCcuB5EinSf3ixYOVZdmS5BUgP7KiJPv50/tPH91ZvbIoJ8tx49fzWArv8rmTXR1Pnz2+d3T/rud3r796dv/S+dNlJUUvHj/sfPro8c0rZ48e7njy5MWzxyePH8ZR8P7NX58/uFlVlJUSswJMiKQx0fP7t7ZtXidOiBInhqvkkpeP7ty5dqXr+dP+1x0/HdpLoYAM4FWXFd65frmv66Wnu6Pj8b2W9fVaUrZ/W3P3i6c9L1+k22wH9u6+d/N6qtV65eLF7q6O7s6Om5cvpRsNLr3GbdBmmvRZZn22RZdjNeTazHl2S77TVJRqLU6zlqRbyzIdZVm28kxbSbqlobKoobLo/U5uqtY2VWtbagwtdeaWektznbWlztZab2+ps7XU2lrWWJtWmzZX65trjG315m2N1p1rHXs2Zh7btWZo8MWDmz/fuXbO2/vw5O76XZuK7l09MOR52v3ixvH9zZtXF66vyl1XXbyupqy340Hn8zv1VflVJemtm9d0dz199vR+05ZNN65e8nq7Ozvunzi6u/P5/bdDg08e33/06MbbIf/De7fW1hc8fvDLkG/o1bOOzVtqLv3666Cv//r1CzkZ5lSHJs1l3L6txefz1dassZotZqOlpaXN5/P7fL6hobctLW0Pnr4YHBoa9Pm27mwvrazuGxwc9PsHh972ef2et28PHTurMbjvP+7o8/nvPH5icae/GfDcuHMvNSO3p2/A+/Ztv29oz5GTMK0DGQvIWADaBNImkDZBtAmiTBBlAikDpDSCtFFCGgDKCFBGkDIDpBkk9DKV6S/fj269yq1XpRrU6SYuQIaZy7Rosi2aQoeu2KUv9SoRjgAAIABJREFUsHOFTk2RU59v1+ZYuCwbl2lmMy1culHtNijtOsrEkc2bGh/evXnt8sXi/GyTlj1/6qdb1369de3XG79ePHF0n47BDWrCrKFXlRfeuvrLyrIiHU1wSkKtJLZsWjvkH9iza6tWSWQ6bBdOnXxw68atq5fbtmwwsMo1lWU3L1+6eeXSTwf3aFXk2ZNHb1752cgxSinEKhCVHLJpVTcunW/d0MjIIAqV5Ge4b165dPTg3vt3blz55ULtqgocgwgpnJPhPnZ4/93b1+/fvrF313a7SU8rsFPHD1+/cun61V9uXP2lsqSQpXE1KVMTUkaOaAgZp5Cq5ZhagalxqZbGtZTinTfiMpaQsxSuJhVqUsHRhIYm1KSMpeQcjXM04TQbnGbDPxuNCBMiAiTHLE+IXJIQuTg+YlFMWHBUaFBUaFB06ILoZUGxy4NjlwfHBVgRHBO2IGr5gujwhVErFu5o2/j61ZPrVy52vHiYmWYT8mJv3/jl2tVLL188rqutXhG2JCJ0YeTyRdErluxo29DV8VAOCeLCF0eFBtfVrHz86O6Duzd6ujtOHj9UXVnS0/Wir6fzyf07j+7e6O1+2bZlHSBM3LyurufVi97uzu4XjyuLslBxPCCIgkWxcErClsY6z5tXqSY1DvBJWLSlcXV357PXr576PD3PH99OsxlQMS87zX77xhVvf4/X09fX+/r65fMmLWPWqcw61etXT/t7O/fv3mrWqbq7nm/ZsCY7zd7f293f2/P00T2jitThiI5CGBxQEYCaBHUqTMsgBhYzsJiZkxsZqZaENQTE4SCHg2q5RCUT09IUSpaiIoA/9/Ow2g3jMnNui+bPle+wcAGfTLVq3Radw6R1WfQui95h1thNnNOicZg1NqM61W6wmziHWeMwa1JteoeRS7XqnCaNw8i5zVqHSeMw65wWg0nLuGw6i17ptnAOI2M3qgO/YzNyFr3aZdXZjKzTonUYOYeRdZk1doM6oJEOI+s0aRxmjdOidZi1DrPWolfbjJzDrLUbOYdR4zRpHUaNTc+6zDqHkbMbOLuBc5o0Nj3rNGldZq1Nr3aZtXYDZzeobHpVoI1Nr7ZoVS6z3qpjbVrOpuXsOs6qVVu1aqtGZdEwVi1j1SqtWsamY2w6lV0fyMTDWLVKi44xaZQf1PH/kWf8oI6/Hx/U8QP/HfxLdVQgYhyV4KiE+GtXlPyDWKIAiYG/rYQEaRlIYhISBQhEMjy7NZBBh0QkFAqQCEBjEI1IaBSgUIjCIBqFaFhMIik4nEJIIQIFaQzGITGFIQSC0KiIgkU0KqFRgEYBGgNIREShIhoGlBhMQSCFQBQKUlIQxwAFChGYhJSCBAaQUpCUQjgKkBhEYhCFQbQUJFEJhUkoDKAwgEQllBSiZDCBghQGUKiERCSBYCOJgQElpqQQiUEkBhIoSGAggYLDojicafadIiIQiUAEDOIwiCO/gUI4CrKkgv3TWseADQY2J/yzJf6uiwkrhkmJD0+JDwd5MSAvBuLHCuNXpMSHixIixMkREmFciiCenxgujA+VJIalJISJeVFiYYI4OQLmR4oTQkFBnJgfBwoTJLxoUXIElBwNJkRCyXESXqyEFydJioWTY8DkaAk/TpgYl5IUC/Pi4eRYcUI0yEuW8OIlyXHCuHAgKQrmx0JJUUhyLJIcC/FjZRKBHBDCgnhUFEdhQhwU0CjMyhCNAuHkICsDtDjIygEDhVnVhIOjbWrCzhEOLeXSqbJtxnSTPtNiynJacp3WXIc1L9WZnebISXPlup35Dkeu05brtBa5bSVptrJ0e0WmszI7bWVOelVe2qqCjNWFmTVFmbXFmXWlGfWlmbXF6U31FU31Fe93cnOVvbnKvnmlbUOlbX2lbWO1Y/Mqd3NNWmttemttemtdWmtt6ta6tB2NGbvXZ+3ZmLNvY9aBTVk/7Vr98ObJ+7cu3L91/u710webV7aty7t19eitayevXz69d9umVcXZlfmZ5QW5pYW5p08cOX70QH5ORnZG6upVK8+fP3v+4oWamtpTp06dP3/2wvmzO3dsu3Dh3Llz5y5e/Pns+TN79x0oKysrLSs4e/b02TOXzpy9uHpNVVFl7bFTF46fOmt3pOoNFr3ZUV5Zf/j4hdScMlpjU2qtuSXVB386c/Cn0/uPnc4vq27ddfDQiTP7jp4pXLlGptTlFFftPXLy1KUrR8+eW9eyW6lz01rX1j1HDp280NK+D2f1LbsOVNdv0tvS9x45c/jU+b3HzlQ1bEFVZoixwIwZVhohygCRepjUobQepfUQpQUpLUBqAFIDUjqQ1AOEDiB0IKGVq81/+X5069VuvTrVoE4zsqkGVZpRnW5iM8xstoXLtWpyLFyOhcuz6XKt2myzJsvEpZvZdDPr+n2jvEAuR6WJUwYGow6DxqxhzByjV5FmDWNQkyaWNqhJs0ZpZCmDitQzhE5JahlyR9uWp4/uDvZ311SV6xhSSxMamuAohVapYElMq1RwlIIjFToloaEVLCnTMThLSlU4qsIxjpJzFM7IMaUcUxNyNSGnZSiFwaQUoeSoAgVpBRbwRkIKyxGAkiGBrWgDObFoGUpKYUqG0DKUlqOMQsoopGpCriblDC5V4TI1LmMJuQqXKWVooMxROEsqOApXETI1IeconKNwNSnnKJylcRWpYGmcU5Jum9lt++uufvv2LS8xhpcYk5wQnRAbERcdFh8TFrlicXTE0sgViyPCFsVELouJXBYdvjR6xZLoFUuiwhZHr1gcGRYSE7E4Mmxh5IrFvMRosTBJJEwWCxNio0IjVyyNilwOQyKhIDEiPDQ6akV01IqY6PDYmAgITEERiSA5LiZyeUJsRAovEQFEpBzjGAoUCWQIqFUrKQWmphRqSq5hFGoakyMillboWaXDqDEwuFoBETAfh3lyIAmHBCo5rKNlSkxEIUJGJtEppTpGbmQJp1WjJpDADkBSgEegEj1LWQ2sgaNxJEUBCwlURKAigxo3caSGlipgoUVLsyTMkqjTYnBZjWad2sgoNARsZGSBbST0SqmBkVk43MwpzJzCoJbq1VKdCtMoETUJqgiAlosoWQqJCQlUqJRL/tzPf6mOf17x+Pu3Jo3brAuZ/d2Xn33y9edTFi+YGzxvzuQJ46d/NWXu7O8YWj5j2pQvpn4658dvw8MWTxg/ZlHI3KjwZV9Pm/rJuNGCxFiHWS8RJE2e8PG0qZNnzZyhIuWTJ4z7cvKELyZ+zJEyFSmb/NknX0z9bFHI/OlfTf3y80kxUWHfzvxKkpI8ddInM6d/Pn/O90FzZ02e+PFXn38Wvnzx51Mmfvn5ZzNnfCESJn/26bgZ06Z+MXWiDAWXhgR9Nv6joNk/ACm8ieM/+n7mtGWLFnz2yUeLF8z7aspnM76Y8t3XX4XMmz1x/DhBUtyUieOWhsyf8unHUz4d//3MaSm8xCkTJ3wxaaIgPtZm0NoMGptBY9VxFh1r0amtWtXwnhzvY9WqrDq1VavOdjuy/3FNwR9GIP9x7fk3aNV//B7+Dc/4QR1/Pz6o4wf+O/i/iDoCOAoQKBiYjEqi4O8gwB8ZzsWKggHIf4TCIDqQlxUFKRSkUegvQEAKE1OYmMIACnv3IwQKERhCoiCBAoE/QSAAjkhwREIgQOBCJQIp310O4SggwwACBQOuSGIQJYNJaSABLPznGws8Do3BSimslMK0FKYwkEIB6t1MXWgYAgV/+1kwkF2WeCfM7wyTQEACBkkkYJUQjv7DLh1qSqGm/qiOw1HHP6tjoCxOWCGKD3sfQexymB+TGL4ITI5KjlwSmM7KjwkFklbwYkMTY5cLE1aIE5YLY5eKk8JTEsN58ZEgPwpIWC6OWyZKjBAnR4sSIsUJ4UlRi8VxYaKoUDAhKiU+QhgXLoxZgfJiUuKWp8SvEMRHChOiUmKXI8nRksQoUXxsSnyEJCFKkhiBCmMhXhQuTlLCIlzMwyGhTCKgMZDGJCwBUphQR0nVMsyAY2ZKqpFJ7GqFmUYcrNzKyNINjEtDZlu4PLsm16HJsnD5TmN5lrs03V2c4azMSStOs5dmpZXkphdnZ5RmZ1bl5pbnZFTmZVTlpVXnpa4pyqwtzqorzqktyakvy6svy2soz2soz2ssz2ksz1pbkV1fmtHaWNnaWPl+J7c1uNoaXK1rXa3r3Fs3pG3fmLl9Y9bOTdm7t2S1N2W0N2Xsbcna25a9d2vOvm25e9qy97Sk7Wl27dyc2rYxvWVjzuZ1mU3rszbUuzc0ZK2pKlhdXVZeVlJUkFecl1uYm5eXW5STW5iRmZuRlZ+aketKy3Gm5djcGWZHqs2dYXGmmR3pZke60ZYaOBttqTqrW2N2qg02zmBTaexKjYvR2glWq2BtCtaGq21yxqJQWTHSLKVsGG2DGQukNGMqC8IYAsg4C6TUo6ROyhiljBlRmlClSaYyS5VGVKmXsmaMMclVNhljk6msOGeTMkactUhpA8FaSdYqo41S2oCzFoTWI4wBVuoRpR6hdDCphQgO/g3o/2PvvZ/juLJ0wXPuvZlZBoYASAIgDL2TKNMUSVF08B4gADrYQpnMLF/pylfBFhy9J0VRrlueUqu7JU0bTU/39PTMdI/pef1m5028ibdv9pfZt7sRL15s7F8w+0MWCiBFtXoj9kkRCmZ8kXHr1s3Mm7fSnO+c79xagSccN79daRP/MuqYS8Vzqfh8OpZLGQuZ2EImPp825jPG0mR0ORs1o5EXp5PL2fhSJr6Uic9no7MpbSquzKaM6YQ2ndInE9pMOjqV0KaT+kzKMDOmsjHFjHVMxvS0rmSjWsZQzXLGUNNGJKWHv/vayz/97ON7t6/qYV9SC6WjSkwNxbVQXAvENF9M9cfUQFQJxNRgXAtGFb8R8cW1oBHxKQExpgaMiMnWQmrQG1WCRiSgBORoJKAFZS0oR3yeiM+jBiTzSaL4PKpPDInOsOxSvB7VL4Yll+L1RLxuU26q+kQtIOkBWQtIakBSApIW8uphnxbyRvyiEpD0sM+I+PWITwv7tLBXC/sMxW8ofj3ii0b8RthnhPxa0JfLpnLZ1GOH+t///d8HB/sHB/sHBk729/f19/ee7O/u7mnv6m7r6Gzt6e3u6+vp7u7s6uow111dHT1drf297X3dbYMnuwZOdvd0t5/s6x7o7+s/2TXQ393b0372zMDQuVMjo2dHx86NjQ+NOcbPDp1zul3jE2Ojo8NjYyPDw+dGRobGh4dc42Oy2+UTPZLL6fW4vR637ByXJ4aD4njEO6H4nFrArQU8qt9jBCXV61S9jog8GhKHQ+JwRBpT5ImwOBqRRzW/Q/M74hGP5nMo8ngs5IlI+T+aj0hjEe+4FnCaO4x4xyPecT3o0oMu1T8R8Y6r/gkj5FZ8jmjIFQ+LsYgcDcuxsGgEXYmIJ6mIhf8bzOj+yVgwG/VPxYMZw582/Cndl1DlaNhjhNx60BXxjoeksZA0rvpdXxznhan4wlR8cTqxtrA2zPjo3DnpeC6T7GtrrrDbnntqT1XFuramxrLior17dlRuLD9+7LDdxjvGh3mOdrQ3Wy38C/ufEz0T27bW1dVsOtndkU3G1JDfyrGJ0ZFiq2Wwt6uuasP2+hp5YnwmGZtKx9eV2nt7ugw98tTenRaB7d61bd/Tu7/z/L6qyopwyDcyfOalw4fWlRadGuxLJaN1tZt27thitTBZcjGKLx7ab7fxQ2cGD+1/bufW+j07twdkz7bNdRaGG8pKqjeUd7Q01lZXHTt8MOyX25sb7BahpnL9lrqqwb7uQ/ufr6nc2HziaG1V5YsvvLD/2Wc2lpVkE9HZbGo6HV9BbCb1EGOcS0VNzCajs6n4bCp+ZXH+yuLj5w1+Qh2/NXhCHR9anlDHJ/h24CupY8jjDHmc5h/Ehz2uiOjOw+MKu51hj0sR3YrkKUCVRVUWFdEd8bgihW9Fd0R0K6JblTyqLOZbmpDF/CZrdrJKI2VXRJoISeNheVzxTQS8nqDXE/JLQa8n4PX4Zbdfdge8nog8HpHGFNGhiBOq5FIlT1h0h0R3WHRHJLciexTZo3olRRbzkDyrJyK6V07BpcouzetWZZciOSOiI+wZi0jjiuRQZGdEmlBkp5IPSDrCoiMsT4TkiYA0HpDGg5IjKDtC3omQPBGSJvIaXdkdll0BccLrHvd5HCaB1MMB/QtRx0Is0eSKhXKBNI4NdowOtI8NdpiFkf628VNdI/1tjtNd4/3tzlNdI/1twydbxwY7HX2NE4PtIwMdowPt4wOtEwMtowPtQwOdw/2dY/3tjt5mz2DHxGDXyMlOx0D3WG+b43THRH+re6DTPdDlGOh0nO52DHQ6BzsnTjVPDHU5hnomzvWIQ73e4R5p+GRgYjjoOBtxDSvu4bDrjC6NGbIjGZTiPikWEFNqMBqUYyEpFnZndV9a8U8Z2qIRXopHLqSUpUTgfCq0nAxenlSvZPUbc8at+ditpcSd86l7l7KvXJq+f3nutauLr19beuvGhe9eO//69fP3b1x89fbVN2/dfP3KldduXnjj9sU3byy9eWPhrZuLb91efufupbdfvvT2K9fevXftvVeuv//qtQ/uX/ng/pUHr11+//7Fn75//6fv3187yB+/d+Hj9y58/70LH39w8eMPLvzgg/M/enDh0wcXP/vw4mcfXvjso4s/fHD+4/eXP3pv+cN3l99/e/G97118+/Ubb712/c17V16/d+WVO1fv3Lp25+7NW7ev37h+5dKV6xcu37pw6cby+SsLy5dnFq9NLV5LzV3MzF9JzV5OTF8ysstaZlHLLKjpnJLKhRO5SGIxklj067PB2KzfmJb1GUnPuJWkpM2KSk5UZj3KpKhmRXXKo87IRk7U5jzqrKTnRG1O1GY9Rk7S5zzqjKRNS9q0HJ11qtNiNOc1pj3KpKhPS/qcW53yqJOSNuVRMpI2KWmTopqVtUlZzcpq1qtN+vSpgDHj16Z86mTQmPGqGVnLeKOTnkhCUpImxEhSDCfEUEIKJ6VwUowkPWpqBWmPkhHVrKhmJSUdij1+gsTZZHQ2GZ1NGrNJPZeOzqWMXDq6kI0tZIz5tD6f1hcz0aVsfCEdMzGXNsw/jptJ6dNJfSYdnUoa2bhqMsbZdNTkjSuzdOjZqGam/03FjWxUm4zpGUM1I5AJLZjUQ0k9lNCCKT2UMsJJIxxV/EkjFFW9cS1gfoxroajij2vBmBowC2pQ0kKyEQnEtbAW8qlBrxEJ6GG/GvQqfjEa9kbDXi0gqn6PHpSMkKz43GHZqQVEU4pvzhym+NwFFYbZWAuI5h9vqAEx4vdE/B7zQEpADPvcYZ9bD3u1sFePeLWwVw1JakjWI14tLBshORr2RsM+I+idSyfm0okvs0bOnjt99tzpM2cHTPQP9Aye6us72XX6zMCZM6f6+/sGBk6ePNl7+vTgqVMDg4P9w0Nnhs6dGh8bck6MjY4MTTjGhs6eHR0eGRk+PTJ8xjE+7BgfdrnHRdEtSR5ZFp1ul+zzyrIoSR5RdHs8Lrdr3O0a93qcQa8Y9sthv+yX3CGfFJA9fo8jIjk0n8sIeBIRbzQoRoNiPCynVL/mc+oBp+Id0wMTmt9hBJxGwK37J1TfqOYfSyieWMgdD7kTYU8s6EpGxHjIrfrGjaAzGnJpfocRdin+cc3viIXdqm9c9Y3rgQmzgVlj+MejAacRcMVCnnjYEw25jOBEUhEnDX9W900a/qzuzerydMyf1eXJqC9j+FKanFDEaMhlBJ1G0Kn6xsPSaMgzonodXxznpZlkAYvTiaWZ5FoOWRCvrtLITGwhk2p66dA6i9Dd1iy7J1oajtltlqd276ytXt/R2lBk5dpbTtgtvF927d6xZcf2+rHRs9u21OzavmX7ltpsKur1OKwcaW08bmHkVF/3xrLSLTVVbY3HYmowFVXLS+wNRw+fO9W/rb626fgRu8C98Ny+lw4dqNpQfvZUX2vTsaOHD5SXFh8/ctDlGK6p2rBjS31ZSdHI2VNWnnv2qd02gR/o7aqrrjr64oFSu23o9MCubZu31dc+v++p9etKG4+9VFdddWj/c/09nUcOvfDSwf1lxbYN5SUzk8nDB5+vWl+RjGo7t9bv2bF1355du7fUzE8mctl4LhvPZWP5qWLT+lzqUeTSxlzKyKVjc+n4teWFa8sLf8DA/sZpz9dAq77xPnwN5/iEOq4uT6jjE3w78NXU0ZzrxT0RcE0E3RMmgQx7XGHRFRZNgehD1FGRPQ8RM8mtyKv8UJVFRfZEpJWt5FVEJJPgiRHJo0iiIosRyROR3UFxIiiNh+TxsM9Uvboi3tXJXU1DLeJzhGVHRJpQ5PzhIpInLHryR/eKqldcoY4eRfaYnQ95nPlTEN0R0R0WXRHRpXo9ul9UvW6TIkYkh+J1FhCRJ8KSIyw5IvJE2OsMeicCsiMgOXyeMb84bpb9osPvcQQlZ1ByBiSnX5ww4ROdPo9TCwe0L1DHscE2E+On2h2nOwqF8VPtY4OdowMdowMdI/3tBYwOdIz0t4wOtI4NthXWI/0tI/0tw/3tIwMdIwMdZmG4v91EYT9jg53jp7ocp7vHT3WNn+pyn24Xh3rcQ33iSJ801h0c7wuPD6rjwxHXkC6N6fKI4R2Necei8mja78oE3ImwmFE82YgrG/FM6qHpqDqfUBaTSi6lnE8nLqUmL2amzk+lL84mL8/Gbswl7uSid+dj9xaT9xbS95eyr57PvHYh8+blqe9emXn35vy7N+ffu7Xw3u2lD+5dev/Va++/euODV++8f//2e6/cePfutXdvX3739uX371x67/bFd+5eePvO+XdfzhfeuXvhg/tXHrx69cPXrn342rWPXr/+8Zs3P37z5kevX//+GzcevHr1pw/e+OmDN9YO8t2r1+9evX7n2rU7167dvXHt/u0br9++9b27d95+5eW3X7n33bt3X71x8+6167ev3rh55ea1i9cvnr+8tHx+cXFheXF+MTe3ML84u3AxlbuUnVnKTs5lpi8kJs9HUwux1LyWnAvF5wOxuVBi3mvM+Yx5Sct5jXmvnpP1GVmfEtUpb2zeo+Y8ak7SF2R9TlSnJH1BMmbE6KxoLEvGZTl2QdJzvtiiL57zGHNSbEE0EZ0XozkxOivpOUmdk7RZnzYnKzOiMivpCy41J2nTojbr0mac6oxbn3NrM+7IpEedEvVpUZuU9KykZ2Q961WnfNqMX58JGDNBIx/V9GlTkpqVtElZy3q1tKymvFpaVtOSkpKUtKRkJCXjUTIeLevRsqI+JRkzoj4t6tOSMeM1ppTk7GPfj1NRZSqqTMeU2YSaS2m5lDaf0Rcyxnxam0+r82nVJJC5pDaf0ucS2kxCmYlHZpPqdCIym9InY8pUXJmKq2kjPJuOmv/AkZ+eMaFNxtTphJ6JRiZjq9M5ZqKRyYQ2GVezMSUTjaSNcNoIp6ORTDSS0kMpPZzSQ0ktEFf8KT2U1EKxiD+phRJqIKmF4oo/rgQSasAIeeORUCwcjIYD0VDACPqjoYAe9Kl+MRbxmbpWIySrfo9Z1gKiEZLNgskkzbWZ1F2A4nObNFL1e1S/qPg8Ea9b9Ysmz1R8brNeC0haQDLrtYBktjeZpxml+TJrxDl+1jl+1jF62jl+bnTolGP07PjIGcfoWffEiGP0bB5j55wTI+Nj59yuMUl0ih5XwO+VJY/ocXncTo/bJbo9omtMEp1e2e33iZGwPxIJhUIBRQkH/FIk7DeUUCQoKyGvEvIqATnil5SAqAaluBaMa0EtJJuRWz0oRoNiLCTFw3Ii4k1EvCnVn9YCGT0YC4nxsGgEXbGwOxpyJyJSPCzFI5KpFzVCTj0wofsndJ8j6nUY/gnDP6H5Hapv3IxJqgFHxDemeMdM3qj6xiPyqOId0/wOk4tq3lHd5zD8E9GAKxZyxyOeeMQTD7tSinsyKmUNMaN70poro7smo56M7s7onpTqSkQmosExzTdsIiIPBaUhxT/+xXE+P5c+P5denk2txdqatcRyYSo+n43NZYyJocHB3vaYHpzKRMfGTvf1tRkhebC71QjJzuFTA10tIWliJmVoAVGcGPa6x1xjZ50jp0/3tk8lND0oDfa2nR7o8jiHM0ntZHfrQE/bQG9rKhZKGsEzfR1n+jrco2eGBrq1gDgxNCiOn5tKGUOnek/1dRgRn2P41GBv+2Bvu+waPdff5XePne5tdw6f6u9s9rlGR0/3DQ10D3S1BDzj/Z3N42f7B7tbA57xkDRxsqPJcW5gsLv1ZEfT0ED36Ok+5/Apn2v0VE9bLhsfP9t/qqctpYfikeDZvu6zfd0ZPbg4GZ/PRBcnowtZYyFrzGf0XFbLTa5iLquayGXz/2Z589L8zUtPoo7ffDf+Z5/jE+q4ujyhjk/w7cBXUse25hNtTcfbGo+3NR5vbzrR0XSis+lEZ1NDZ/Mquloa//9Cd2tToWzuvL2pob25oaOlqaOluaf5RE/T8Z7mEz3NJ7qbjnc3HutuPNbddLyjtbGtqaGzpaWzpaWjubmzuamj+URH8/G1uzX3vLbP5npNfWNnc1NXS1N3a3NXS2NnS0Nn84nOlhOdLQ2drY0mOloa1qKzpbGjpaG9+UR704mO5oYC2psbOpobO5ob25sb2ppOtDc1dDQ1tDc1tDU1nB3sPzvY/8iAjw60mxjpbzNRqBk72VbASG/LaF/r2Mm20b7W4ZOtwydbzWDj8MnWob4W82OhprArE2Mn28b72ycGO91nejxne6Whk4Hx02HnOUN0xX1yzB+MBQPRoJwIyYmQLx0OTUe8s6pvVvXNG/4Fw78UDZ+PK5dSxpVM+HJGu5iNXZ2K35yO3svFX17I3lmYursYvb+cev1i9vXLmdevpt+4NvndK1PvXpl/78b0B7dmP7iVe/f6zAe3cu/fnPvg1uxHd+cfvDz//ftL37+/9IPXzv/g1Ys/fOPqj75745N3bn/6ziufvvPpZ1U1AAAgAElEQVTyJ2/f/fStW5+8eeOHb1z90etXf/T61U/euFLAx/cv/PC1S5++efXTN69+8ta1T9669unb1z9758afvHvzT969+eP3bn369vVffPzGLz5+iDouX7pq4sKV65euXr92/ebNW3fu3L135+7LN27dvHTlxvzy1en5q+m5S4nZC9GZZXVySc0uK5nlSHJJSS5F4othYzGsLwT0ea+R8+k5n5rzqTmvMicrOUmdF9VFSTsv6xckbVnSlrzGea++6DOW5NiyFJuX4wv+2GXJuCYZ1yTjshi97Ite8UaXvNEFn7HgMxa80QVvdEnWLynqvF+74Y7Ne/TrQeVGUM151GujsTlJWRaViy5t3mkkXEbCpcyIoUVvOCeqU6I65VEmRdUMWmZFNSNrKa+a8KoJn5ryq+mglglr2bCWDRrTgfhcMJELxOd80RmvMe01pn3RGW901hubk6OzcnRWMmYkY8Ysy9FZOTonGzkT3ui8P75oIpSYV9OPt/ymjPCUEZ6JRWYTymxCmU1ECphLRnIpdT6t5VLabFyZS6gzMWUqGpw0gjOxyFQsPBWLTMWU6biaMSIJLZSNa+mokjIi5joTUzNxJRuPpKLBdDSUMoLpWCgTC2fjkUxCT0eVdFTJRtVsTM3E1ExMnYxrGT2cUkNpNZxUgikllNEjGT2cUoLJSDClhjJaJK2FM1okqQQT4UBaVZKRcDwUjIeCsWAgFgwYfp8e8KoBSQ959ZDX1L3rIa8R9qkBSQvKesirBWU1ICl+sSBqDckus5AXyfs8itejej26T9J9kiK7Va9HlT2K7DbXIc9EyDMRkVyq16PIbkV2h70uM0Nb8YvTydh0MvZl1ojXOeR1DvndIz7XsNc5HBQdPtdoWHb63WM+16jPPebzjIe8Lp9n3C861KAU8ouRsF9VgsGAHArIIZ8c9vsiAX84ICkhrxbxR9VwPKZFDSUR1w09ElWCSUNJxzQj4kuogVjEF4v4YhE5rvtjmi+TiCSMgKHIMc2nRyQjIsUVb0L1J9RAQg3EFX80LMcickL1GSHRCIl60BMNS4WyFvSoAbfqd2oBp+qbUL0ORR5XvQ5FnjAFrppvQvE5QtJoWB6LeMfD8lgB5seId1zxOVT/hOIfj3jHNd9ELOiOh8VERIpHpIQiJhR3WpcyhpzWxaTmSqjOlO5Oa56MJqUUTzLijoechn9c844q0nBYGg5Kw1rwMbmO5+enzs9PLecml+aya7E4mylgYSa9MJPOTSXnJhNz2ehsWp/O6FNpLZtSJ9NGNqUnk+pkPJKJhrKx8FzGyE+pOhkzW+am4zMZPZeNTifV2bSey0Zns7HZqcRk2kgnlGxKncrokyl1Kq1NJbW5TGw6qZuxvrlMbDYdnZ9MLE4nChratdP2zGViZpuZlDGd1Cfj6kzKMCP5prclG1NMpPRQUgumjXBKD6WNcCYaMT+mjXAmGkrpgemkWlABTCW0uXTCDDOaB1qYis1PGvOTRm7SmJt6DHKT0fnJWG4ydvXi3NWLT3Idv/lu/M8+xyfUcXV5Qh2f4NuBr6SOhAISIAQQgSDQx4GRx+CxLf8AGAIjwFGkCIwCo8AIMAQKwAApEIaMQ1oAA1IABcIIo8hRwhMk+X0SYAjskUM8UvNQb5EiWQEWQL4EFJF7HBggBWQrWK1H5AjW12yqr9n0yIAP93WYGOptH+ptLxSGettHeluGe5qHe5qHupuGuptWyysNzvW0mTA3HO1rHeltKZDMAhwDnRODXe4zvdJQf9Bx1pAdiYB7Wg/kUsnF9NRCanIxmVhOK8tJeTnpupL13EqGbqfCdzPhe1Phe9OR13LR13LxNxdTbyyl71+M37tsvHYl8daVyQfXcu/fnn37zuR7d6IP7qQ+enn2w1eW37+3+N7duQ9vT3328tzHry5+/OryR68sfnBn4YM7Cx/eW/j+/aWPX138/uvnf/jGxU++d/Gz7136yTvXP//g7s8/vP/5g1f+9OPXPv/+qz/76P7PHtz96Qd3fvzOdRM/e/sh/OR7V3/29vXP37nx4/du/eT92yZ++sGdzz98+U8/uvezB3d/9dnbv/rs7bWDnFu8nFu8nFu8tLB0aWn58sVL165cvXnlyo0Ll24unL81PXc9mb2qJy9GYsvh2HIouuQ1FsTovEef9+gLor4gaYuStiRpSx5t0aUveqLLYuy8J7rsMc57jAti9KIUPy8ll6Tkkie+ICYW5NSSlFyUU0uu2B13ct6TnPbGLgRjV8LR+YixoKo35MSUHJ+X44tyPCfHc1JsQYrNS/FJf3RRii550rqYTPjjU/5oUtIuuvS5CS3j0P0TijYRTDlDyYmw4lQlt5b0Kmm/lvWpGZ+a8alpn5b2aWlRzTjVSbc2JerToj7jNXK+6HwgvhiK59RkTk8vqMlcODYTik6HotPh2EwkMRtOzIbiM6H4TDA2HYxNm+VQfCYUnw3F50yEE7lIcl5JLSipBTW1oCZzj30/ZrVgVgvOxtW5hDaXVHMpdS6pFDCf1ubT2lxCnY5GZmLKlBGejoWmo5HpaCSjB7NGaDquTce1tB5J6JFMXE9F1aShmOt0TMsk1HQ8nIwGk9FgXPebhWxSySSNVFRNx7TJmJ6NaumYlo5pkwk9a5i0MJgIB5ORUFZXzJpkJJTV1UlDy+rqVFTPaEoyEspoqkkdE+FQSokkwiHD79MC3ohf0sP+qBJUArJfdAZltxl5i/glJSCb5bBPjPglcxKdgOQKyu6wTyxA8YqqLGpeSffJa1UYmldSZTHscQWcjqBrIuR2RkR3yO30iw6/6DBzpCeT0clk9MuskaDXEfQ6Qj5nUHaqQSkgTahBWQnIIckdEl0R2aOafx0pu5WArIZ8StgXMyK6ElBCXjXsU4KyHvZrIZ8WkqOKP6aGkoaSTUWzqWgmEU1GtWRMzcT1dEwzs0BXCKE3oYeiij8VjUQVf1Txx9SAHvYailcLSUbEb2p9tZBPCUhaSDLCshmzNUO1ptBX9XsUvyfsc4e8rojPrfhcis+5AncBEe9EQB4PyON+aSwsO8w5ckwExbGQNB6WHYrPGQm6IwGXFnBHg2I0KMVC3mjIGwt7k4ovpfrTmj+t+eJhMRbyJCJSQvEmVF9S88cVbzQs6UGPFnCrflfI6/BLY0rQ/cVxHujrLKC/t+ORjwWc7Gnv627r7WrtaW/uaW/uam3s7mjuam/qbGs00dZ4rLOlobutqbutqa+zta+ztae9+WRXW09nS09nS1d7U09nS29na29HS19na09na1dnS2d7k7mH7o7m7vamzpaGnvbm7ramk11t3W1NvR0tPe3NZvverta+7jYTvV2tJ3vae7tae7tazTbdbU1drY1mrzpbGjpbGrpaG9ubjpv1Zrmj+URH84n2puOtDUc7WxraGo+ZNW2Nx1pOHOlqbexoPtHd1tTZ0tDd1tzd1tzb0drX1d7T0drb2dbb2Vo49Fo8VNnZ0tfZ2tfVOjF2bmLs3B8wsL9x2vM10KpvvA9fwzk+oY6ryxPq+ATfDvwR1BGRICISgnQNCIGvBH14k68CUAKMIkFAgkgA87wReEALIRYkDOkqyCoEgjxBZvYLicnrKMG1DLAARpAgEAIEgRLInwsCJYQSRgldAVnpGHk8ECkgQ/IITPJZ+MitwOxSXU1NXU3NIwN+8Jmn1uLQs08f2Lf3wL69B5956uC+3Yee2WPi4L7dB57edXDf7oP7dpstzWaFxoeeffrQM3tefHbvi8/uLWxlfnxp/76X9u87dvC5hsP7W4+/2NV8rLetYbC7dfBU6+mBrjO9vcPdvaOdXY6ODmdbi6etY6Svabj3xHB/43D/ibFTTY5z7Y5z7RNDXc4zA56z/eKZPs/ZPnH4lDRyWhodlIcH5NFO70ind7hLHO1zj/W7R3p9Q53KSKd/rNc/2ucf7fONnPSNnPSP9gXH+0MTJ73Ofr9zIOwaiLgGFPeg6j6ji8OaOKp6h1TvkCKfU8XTeUinVM+g4h5UPafMxop7sFAIu05F3KcVzxlzrYpnFc8ZxXNmeSa2PPNQoCaenI4np1Pp2exkbnpmYS63PD9/fn7+/Mzc+czMpUTmvBZfCusLAS3n13J+NefVZiVtWlSnJW1W1uZkbU7ScpKWk/ScaOSk6IIcW5RiC1J0UY4ue2PnfYklf2rBl1rwJue9yXlfMudL5bzJXDB6NZjI+ZMzvvh5X3zZm5z0JtLeaM6vT/u0Ja9+3mvkvPqcrC17tSWfPi2ry5K6IMZ0yUjJ6qxXSUuhWXdYH49EHYrP6Y+5fIbHp7l8ujsieVTdG477laRPScjhmByO+ZS4X03IWkrUJr3RaV/UjCvOBmK5YHxeieeMVC6WWTBSOS0xq8Smldi0lpjVknNqctaEkpgxsVIzpyTnlMSskphVknNqck5L5bT0fDSzmJq+8Nj3o2mVFkzV7rbGnvbG7raG7raGnvbG3o7mwlddrU2dLY3dzQ3dzQ2dLQ0dzQ2dLY1drU2drU1mxL6jpbGt6URb04l8AL+5oautqaO1oaO1ob3lRGvTsbbm4+0tJ7ram9rbmtrzAf+GzpbGztam9pbGzrYm0yBuazjR3tjY0dTY2dLY2dLQ3niivbGxs7m5q6Wlq6Wlu7W1s7m5vbGxo7mhvelEXmHR3NDWeLzlxNHm40eajh9pPnHURMPRw03Hj3wRjcdeajz2UsPRw2ahUGOWm7+ApmMvNR493HTspYajh08cefHY4YPHXzp07PDBE0dePHHkxWMvHTh+5OCxlw4cf+nQqZM9p072fJk14hXHvOKYT3T4JWfI5w7IrrBf8nmcIdkTktwh2aMGvEHZE5Q9StAbCchaxK+rwXBAigSksF+MBCQt5NWCshaUjLBXD/uiSiCmheN6WI8ElJAvEvKZ6eVhn6QGfRG/Jx9Q9XkCkjPiF0Ned8QvRvxiUHZF/J6wzxXxixG/ZM5GG5RdQa8z7DODqK6g5AzJrqDk9LpG/Z5xn3tcdo3LrjGfe9zrGpWdwyZ8zjHvxKh3YlSaGJEmhjyOc27HWefYKffYGffYGdfoadfoabPsHjsjOs7JzmGPa1h0DXtdIyFxXJFdqmzOduZWZLfqdWt+jxGU9ICo+lyK16n6PWbEWA1KEb8nJLt8nnHZOSpODLsc5wJe5xfHOf/iQ6AEEGCNG7HwKjFfYSsFBIESgVGeEBMCQQ5XX3nMfN8QNNeEIKXmCwzMrzhGKUGeI4wgQ+AJ4QnyiAIhvLkJ5lsSBI7RlTWar1FGkWDhQPnOc4yaLQkix8yjU4JICQg8Y5SsvPjA7NXKVoRRNE+t0GcEYIQSREIYIiWE0TULI6vvvoeBHAKHuKW2bktt3R8wsL9x2vM10KpvvA9fwzk+oY6ryxPq+ATfDnwldaTEfP08FIhjayJ4X4Y/JtJIvgBKEREQKAXCEHgAKyF2AkUIxQBFuAr7GtgI2AhYKTAEjhBu5VVdiPg98pECUJOXkpWuAlDAh7HSz8d8lW9AEAh8AQhrI5OscFBEQkhtTW1tTe0jA25GWQvGx1pw+Hg8tvEf355jJG8DUaAMKUEGwCNwBCgFRsECRABkAAIiB8AT5JAwQBSQQ7CjIABBHtEGlBEbchSKOeR5ipQCIUA5xlHkESwIFgAbASuCBVaAQAlwBPIN1nzF42NgQeDI4/FIS2Gl5sVDB148dGDtIG+q2WqitnZbXd32+rrt9XXbN9fvqN+yY9PmHdX1O6pqd1TW7Kis2VlZs7OyZldlzY7KTVsrN22trNlWVbujqnbHxtrtG+u2b6zbVlm7rbJux8a67RvrdlTW7dxYu7Oybldl7c7Kuh2VdTsqa3dU1e2srN9ZtXnnxrrtdZu219Zur67bubFu94b63es3b9uwecv6zduqqndUVu+trNljbrWxZk9l9d6qTTs21O7ZuGlnVc2WjZt2VdbsrazZVlW9pbp6Y3l1fcWm6o0bn66q3LSpsrpqw97q6sqqTbVVm+qra7dU1WyurtlcXbOlatOWqk1bKmvqN9TUV9ZuqazdUlmztap2W1Xt9uq67Ztqt2+q215Tt2NT3fZNdds31W6vrt1WXbttU92O6lVsfwxqt1XXbquq3Vaoqanf+dz+lx77fjS9JwXXDCVr7vGHvEsEEQkhBIEiIYAU8zUAhCApbPjI1bumJm/X0hVZBIfAAZhXLEFAfGiTh/eGhcq1Xz1yxLUfCw3MI1JEBsAQGSJPkENgAI+sC2CPu2cLT7yVAcGVNa7tQ21NdW1N9ZdZI4Xn7SOqkPwdDQ+BAbKVlqudzIsj8v3kSF6jYe6HA+QReUAuL6MAgSAD4Cgws4fIUwIMKYdoRWIhhFDgCPBAGRLz1DgkHEFCOB4sAgGKhAGzIdhWfjIBQACkIPAkrxnhEARAAVDIP6UJA0aRrqpFEBnwFJESoMCZbI0D4IHyCAIQAQiPyAExwVYKHCCHhAPKAZo/H8uPDzJAhlj/uNHmCeUJ5Vb9g3l3JzH5GSGEELKqWyEEUABiRbQSwhCQAJoXDxIGyCPhga0BD9T00wIgIAWOgs187jEUkGfEIgDYESnhOGbjKCMEKBIBgVAOKLUjlCKPDICUgPkQJoQjYCWIFDikjDFq4XhEDsBKeYFxyFMOBAtwAgBHgHFAKDCklDAkFmCMUEAoIggEeILUVAYxBAbIMeAp8MDz5hsfeArIgOOQ5l2lFJAiQxsjPKFAKKGECoBC/l7A2tqa2tpHvahrLZBvnPZ8DbTqG+/D13COT6jj6vKEOj7BtwNfSR1NbyUlwAgyUnBJIseQUaRrjC0CSADpilGy1l7hAXgABsARJACMIIG8ccMQEAAxL4tlzNwDYYTjANYjDhwSMme2Tg1vnhrfNDu8d2a0fm5s+9y57fPjW+fHN+RGN+WGdqYcG5Kje3ZXV1gp1jFs2kk6D5Ln1mEpQQuycoKN9XjqBbavFksQOfN0gFEgDDmOoxQpj8xkmBxwHCAHyAFhIDBiIQQIBUKRUtOiIgTMkUDGESSMEp4iUGSUUkKBUAAKJM8YKU84HpmAhEMkSGpramq/EHWk1PQ3PzZ4+2XLlwV7v2xha8EYb/qJESlHLRR5RAoUgEewCmCxMgQOgSdAAXiatzIpQcYLlKAFQSBIKEeZhVLOSgihPEc5HphAbBTKAIsoxwhvWlGMozwjAkWeIqOmT5wwJIwQQvMhWUKRUeQL3V0jHiYUvzRUvbLDh0CAHjx05OChI2sHOR8qzkd/835/AhQRTasOTZOd5o9PCCGIjJjGJTDTAU+RFtwN+cg2UMxbogwoB4wDxgHHgHGEp8gIpYQjhDEglBDKKMdA4KGEEcZRwnFIKTJGGAVGCUXCMcYTYqEWSgTCKGFICHCEUuApJRTtlJj+CDsHyANHMG+1UkoJEjNUwNC8DE0/Tt4+pvlTZI9gJRhv3uJcHl9ottKAEZLfquZLggaUMEpYngiZViwiNR1QjzOyOSQWpFYgFlMaj0gAOSACENO455DwSAQgFiCUIHCmyhyAAVAgFAVEDhglQKCEQbEF0QrIKEUOOCJYwGIFZBSQAhUIWmgxFXhqAY4IDJDjKKU2QgRKitHGLIxSYkFeQGqljFFiAY5RHjmKFC0gcEg4jnBIOAKUIkc4DssZICPAgHJgpWClHFDgKAgcAQ44Hoo5KGV55lZwJxEOKCVIkHFIeNN1AsCDwAFbS1lrazfV1j6qci8s5g9DHyP6WKP7WHX8rXAesxtg/vwECfkybxQP+XgRy98OwFPCAAgDJDxB5ImFo8CQMQ54jjCOIDN9Q4wSypDwlFkJz1FGmIWhRSDIiJWAzcqowBhHGMcRSpFjjDALpcAoD5QxwgRgFqB8nlETihxFjhKgFCgFioSCjRKkFChYKFJKzEqBEWDAMxC+RDaCNK9hKQwLMAIcIgWkSOq+4N0zX4WM5umiOZIsPyyrShNzlMw2yAGw/CVqimfMt2A++4MArty5q89oJMwU+VAgFHlEjgAFSqkAAqUctRDG84RQsDFixRIeiosoWImF4wRCkfHWUkJsWMQTaiXAA8+hIPCMcBbKMYuAFiqUQImNEwRKbNRO0IJ5jyowQhjHIUGCAgOBQ8IjWglaAC3AWxCsiATWEbQSKCdop5QjKBDkKbHQ1YuNFDxE+aFEnhCKFAA5RBsFxp5QxzW06hvvw9dwjk+o4+ryhDo+wbcDXx11NKNhZozOlK2agk6SF3eSfFYhckgEQjkAK0IRwAbGqgjbRLhNQCsIKUK0UspWAn0CozzBYkKKEGyI/IoIllFkADwpAsoEjrpO7PzNyzt/nH3x+9nn38/s/ih94O2pfW9nnvr50o5/urfxl5erHmT3vp954XvTW99NHzi0a6+dwHeN5//21ku/fPnoX58/1rCvYh2hkyN7f3v9+V/ffOnndw+LzfU8JYwCAytDStFCOcITzkaZlaLAEQsTBEY5ihaBcMxKGc9xhGeMZ8AzxiOxIFipReAEjqeEIWM8R3iGwKOFEY7neEIYYUygPA/IEyIIAiU0T2iQ1NXUftEuecgoeSQu8SXLl9l5jzCuLwNHmRnkYYxRgGKGpQAVACUARQDFIBQBsQLYAIoJ2AHsAEUAdsAygGJKLYyzAi1HWgGkBBgHPEWwEygFKAUoAbQihwSA5vvPGE8pt0JcTeLAHjqRvBG1hv6RR/D/YUHEQ4cOHTp0aO0gm+bmqm2dz24tJLiuDacjQ6SmhgyRIWGEMkKYyX0QOESOUkoJpUjN/uWD22ti2ojU5KqMIzwwRgRSZKECT8BCqYAlHDXd9mBFzoKcgMhT4BmxIxOQUOQpY4QgTwijQAljhKMMkQCj+c7wHMdQWA31E6RgZgubXp61+bqEEkKpqTVbiaSt4dB0RXf3aP0XsUanV1v7+FCYqVgzqWPB1GZAGdC1RnbhogUCiMAhmHFCJHm/kmlkm0EYpHkWyq2JUZuBMgtgMSDwAJRQBpQAEoEIhDefRwJFxtmQWgHKaek6Zi+mpIhRZiF25NZRjjLCESgizEpsQKyChXAMKQfAMcZRnlAbcjxQ4CilaAGOEUKZKZVHxjgkhCBPKBAOCCGEAqEcIUWEcoRyhK7mZNMVmAnkeZiEPv9N/ifAh2/qr6COhafHo7oP/MJ9nxfor1aZ9wslSEnBxbCGUCHFFfkExdWfgBEKwBHKUzshwFMmULQgzxHCBEY4sAOxAWEUeYp2ZHZkdiB2SiijhBHKmaxSQIEHzspRjlKgHM8xTqBIOMJRG6KNocAD5RE5ikiAEGRIGHCrGfXAMxCYeYcCj8gjhXxSOQGCPEF+NYqbR8ExhISu+NqQUKQUKSVmssPjqWP+t1sRo66Qf8ID4c1gJmIhtmxyJ46ABcEGeRQBlBaEFWRVDGL+6AKABdAKhIIpM2WUcAiMUo5ZgDDYXVJyc2L/O4myt5JFHxoV39e2vpPY8Faq5LPpjX82WfMgUfK9ZMknWulbsfKMu34d4nqwDry4K+s5mj5z5GB1pYWyjUX2UPv+Gfdxue/IdmsRIwjM7ABBwiGzAVoZ8gxM14+Qv57RigSAQJ4orziigAFQHiif9wmClYJAwUJBoMAT89GIAqFIKCAyAAsSxugT6rhKq77xPnwN5/iEOq4uT6jjE3w78EdRR1PFhMAjUACe5Y1RRASGyCO1ALUhV0Q4G/JWLCnmN5bY6teV7Cgp3VNc8kxp2bPryr+zvmqnvbSKsFreUitYttqKdpWU7Sle98yGyr0bKssYsxDCIXCUUIAiKON43krgonPf37+8bmAzPF8C+23wgg222WAzB+4Tpf90p2L4sGU9KapgUEG5WkTGCTUbhN+9Vn3ft6VnL/vry6XzwT31xfSTydof52pO1MJvrpQ/iNZbKeUQObBygAx4nuH6IjY2uPtqrn1x8shU7GjaOBpVDoa8z0iuXeND1ed6N59ur+9rKe84XnH8haKXnqPP7mJP7xB2bmP1dVhXQ2uruNpKvrKMq6wQ1pexdcXcuiK+wsqvL6LrSojFTgjPA8ebFttjqSOfz9V8jO73YbtnFQ81gzVYY//9AQiU5H0BlLcwUozwXBWOHS8PdK33thX729aJLUXejlKprUhus8ttRVKr3ddW7G0r8XTWbq/kOQp2Sr5TTY9vprVWFChvo1wZg33V5NA2WlcExUgFwlFWlO8tY5TSArMj+UiZGQIzpynKG3aFfNE1RJASpI9NW13Z6lEgwqFDBw49LFhdSx0fsrOBMuAYsIJRxPJxTgqMIWUMGQ+UB2pahxwhdCX9FwhFwkzGy1a4kHkIJGD+SJRRnpJiwDrOdryeP/kcOX2AO7mfdb9Iup4XBvdbTn+HO/UdOvi80Pmc0HWItB+G/U/bOLRYKKm20b0VuLkESghlDCyEbLDArgqytYSu45ERgTB+jSp7RXqHyChBcyGFcDYFwrAQFviD+FLHxEpCsqlEqPtS6piPoufbY0EfSAtGNi3YzTSvFDRtSrZicFtMzUJBirliYbMV6igAEALAgFBkBC1AKKwDDgiFLaX2Oef+B1rtn4RqP1M3fpAofy9V/na26EeZ9X8+u/MHsYoHxqZ3oxsfGBudTRssjNbZbMHmF7Leg2r/S3vXFVtJqYVau7+zfXH4sHry0CabzWKSbwYWYBxBjucoUoZWSkooMkJXaAkFQgjyQKDE9HcAUlN0iQQo4SnhKREIWggKZtCGEEoIEBQoCIQwQsCcaOuPp47maBee0qsAwgHjkDKkBf9I/tZb9ZWszONF0FSH8pCf02uVQK7hQgXqSACtKHBABYpFFA/uIe7WDaHe9WJ3mdxVbrQXqx3Fvm6br0vw9xR7eyq8neX+roruY5tsPCcwusUGx3bwT1exEo7jkJUQrtbCXtwmPL8RiyghaEPkGaGcGWCmFJGjwAQghNAVygeIPBKK+YcFzRN4pCuKX7ri4yg8GChBRpAjwCOlwEypi8kiGUFmPju+jPuoe6oAACAASURBVDrmXQCkMM64NoXPvLWQrsQYGXAEigDKKa232HYVr3t63fpnS8qfLipeZ+XsDHkEjiBn3iAcMg7XIa5DLMlf2Gi6ZikReGQC0iJkt4O1v7tc+/Lw3tmhF6aG904P7Zk9u2d5Yvt/ulP6j3PrLo7uS40+M3Nub2xi7+meOguljtbNv3m16oeZ8t/Nlf7F/LaqIst5ZfPf3ip/P8n/8urm++r2YgHRHEzTVUctBIQinpbZLRXF9hKr1W4RrDbOYuF4juMFzk45O6V2Ru2UszImcJSjPGdhVsasHLNQaqHUQskqGLVw1MIRCyMWjvAcIQzpE+q4hlZ94334Gs7xCXVcXZ5Qxyf4duCrBavEtKdX8mcoIgLwhBZZS6sq1m+pWr9544atG9Zvrtiwed2GzeVVu6o2btuwcfPG9dXlxaU2gScCg1ICGwFqmLC9pKTawpcTqC+ybRK4LRZLJcBWe/G28nILIg/AE0oALchTwtkpPbO/+i9ub/vFpeafnG/96XLHnyy1v5s9MrG3XDqy/X+9sbH9BTuHpXbKKG8pAUQedlSz/3ivdP7srr3ltl8ult8ObKougT+fqX5Pr99A4S8Wyn8ULy9ilAFjwHMADJmFYdPBmv/rX5P//V+d/+2f3b/4+NRf/9nwf/uvk7/8E/n//NfZv/mzif/yt8Z//q3+L38f/h//lvnv/7b0+7+N/e//2/V//v3if/lfLv/X/3Tjn/7+/H/47dLvf7v0mz+f+dXn2b/65dxPPkn/6MPETz7I/OAt5Y17nv6Tuy0CJ1ALWZFCPaGO3yB1zIfQ82o9wpnGcF5GubL5yjxLjBIBsQigDKACoAKwHKDY5C2rs+YSHogF0AIg4Gp2GcuH/ggy5MBWxXBZfuaXtw784tLxP13u/NnFhk+uHPnJ8sm/uND4j6/u/oe72351vuFnFwZ+dOXIp1eaF5RjpUgPby99b6rjr6+1/+TCMa2vrkhge9cLb6QP//pq688vtM+4dpRRC8cXJo4iHEGOUo4SjuJKVAQFU3tqMoH8mK/RNOajLfmZov4YSrn24xcnfHpkqAtGNkNCkTKkDxnZK1etBaAYoByxjud3lZTsW1f+bEnZrqKiUoFZCeFJnmeaBN3CsBSxBNGGeeoIDJFRG1gRrSBAOcCVkWf+4UblFefemeGnp4Z3p4efmT39ndlzu//y2ubfXd14xb0tPbw7M7RnaujpY4c22qxwybPz91eL3pm0//2F0o+mt1bwXN/Byt/frPuLZMWvltcvBDcVE4oEGAUBKSVAKGWU2aml3FpSUVRUareUWvgSni+28XaOs3PMzjg7s9oZK6LUxngrR60ctTJmYsXIXrGzGbEQIlAiUMIxwnGEI8VrZQh/DHVka3IX8+IOM6PPnM1rVcUAjAAPICBYAdYRrADciGQjgI3kFbMCgXzCIQVKoRjADmA1MyfNfAST4XKUIS1CMnR4+89vP//zpaOfLhz6eHH/ZwvHfrb4wmeLu/7x/u7f3az5bHnPDxaPfDrf8Gmucd53rATZ8aeKP19u/ZvrLX99pf28+GypwPZt4H8w2fDrl9t/cbXVeayeUoGYrhvzQqI8Ai8gtSMKBHhamBYbGQOO5fXLJo/lEXkCHKCAhM9fe0gBOWLmMZrRX0YJRcpRFCgSRoCnhCJFioTCV1LHvOOJAEGk1FTfE+SQWZilzFq0vqisuqykqrS4smR9TcW6MrtFIDwHFgqllFRbrS/Y1x0qqdhvL31asO/mrLuYZa+16Fl72a7y0merK3dt2GA3Mw8pchQZUg6ogJwN+bvhut/f2DvZeMT14qGxo4fOHnzumeKienvRR+eFz9IbKxm1EpsAggCVpSCsg5JrYt0/3Nn0Yoll4fT6312sfrZ23efp3b9I73sK4YepZ3+S2bnJbsp0iZl9IvDUSvDEwW2/+nHXP/+m5+9+6v7tn0785efDv/qx+LOPHR9+t+et+6dee6XxjTuddy51Xb84uDx1bjo1FI+eNUJnFd+gON7vHO4dGmgc6DzW2fhsR8MLxw/uPvDs1hee2b5/R9XT9RWVxRYrZ2OEPaGOBVr1jffhazjHJ9RxdXlCHZ/g24GvpI6CmTyPSAgABbSgpcJeUlNmqyohJTxYAKwIHBCBVNVs2LKttmZLdfmGdURAYqWWUpttnZ0IlFEsEoT6TdXFdltxkZVR5BhyFJ/due3wvr1Pb9lczHNmzIQjlABSDoEQQqGEcIe3grexONRcEmpZp7QV/+L8hl9P7ZAbtv7L9Y1dL9oE5DiKhMMS4BiBfeX8f763fvbUzj3l9l8tlL/p2ry5hPxqsuKdeH0xw58vlf0ou96KZgIGoQQI4XiCZzt3/N//5v5//o/hD++3nniW3bp87PLS8e/sgV/+ON522DZl7J7R98wntv6P/+a7ffXg0KmKV+/2+Zw1l2cPBx3rv3u7MxHaPJPY9cGbvRNn6A/fO60H643wrnRo16y+7R/+Sv7F5+EShlYAAb+aOq5kh5ozUhAGK9P30TWxrBUpFA9QTGAdwHrEjUjWI65HtCFYAKw0L4hiK3mnRXnFKQgIHILAcCURrsROhP11tk8uN31+8dAP5158MHvgo7nnPpx//pOpEz89v/tfbm35y8tPf5A78CB36EdTB95cbPrO7nVWHm4oL/7VrY5f3+j/8WzDU5uEEo5ckvf8+Y3mP73b+f3LLzVuK7aDwBE7pcAhcNQMD1gs5sQYFJACY8BTylGgKxPecpQK+dk1TJvGYlIgHoQ8FaFoTm7EUeAJMABkSCilhHHEas7/gRQQhS9SxzW6PmT5IBjjgNGVmTwK/6li8hlCwYJQQnBbacnBmk1H6+qO1tUdqK7eWVZWwfN2BDslNkptlJRQWsFxFTxfxvPFlNryckoUkPJAiIUIZH2dnfv+jd0Plspb10NDCRwthxc3wPESaC2CH8/xf3mtuG8jHLHDofXQaIXnS2AjY1nHob+7feDeKfjbKxU/ym2rLSvydz/3mztbvjcGv56p/OXtXU9v3EjMJFtkFPMS1iK7rba2ant93ebKypqKisqSkvVFRRVFRWU2W6nNardZrKsQVmEVbFbLHwGB5yhBoAQZebyF/e8PU0dmss283BEJh0CBWKi1zFZWWVZWXVZcWVJaXbph0/ryCrvdQngKAoFiAvWCcKCo7GBx+YHS8qeYZQ8VdgnWp2zFT9mKnykte758w9PlG0qR2AHthNqA2IAhCsBDGeAVx7N/f2ub2nJw4ujhkaOHBo8cem59RTXB2+mtf37nO1s4IlBg1F4EpQRLN1Lh01jF75ZLN1P6TrDm5zdLtpbxk0Nb/+56+cktZVeH6z+Y2ldmOh0o8kh4RhgnMMYaD2z/s8+a/8Pfdf7q545ffR769S8cP//p6Z/8QP7oQdv3Xj/y3fuNr95su3et99r5U0tTZ6fiI7HIaT04GpYGpfGBiXNdY2c6TvUc7W7c337i+eMv7Dn03LbvPFX37J6aXVvLN9jKBZ79kbmOa6kjh5hXvRa8IzwSc5YbK1I7JXZCBLQI1G7nKkpsNeuKtq4r3VNW/kxF2VNl5XvXVdQwoYazbGLC5qLienvRjrKyvevK91VWVQqWIiRW8wFFKQEkFkIpt4G3zo8f+O0rFT3r4Vk7PF0MT/OwlcAeO/wguePz6W07eFJNSBVCJcN1FG2Mzsl1f3N318QeeE+t+rNL9c/WWDxtFX9zfafSRl8Nlz0w6nmGBDgziZFQZMxiE/jdm4V48GguuT8RPGT4Dhq+g4r3ea/zGdfQzuH+Tae7NvW0VLUfrzz+In3xefbc/8vee0dHdWT7/lW7qk7qnFvdyjlnqZVzzjlHJCQEApExOYNEzmDjAMaYYIJNzhkMxuA4Yw/ONs5p7Lkzc+/7/fP740gCe4J937rP894snbWXVovVSOe0zqmqT+29v18/zs+N+Lpy7k7U2czsZmrRY6uBmnXUoKJmLdGrmUbF6xWSTsHplFjFY4FJhIrDtSH/6HOGIQJnHMZyHyOPkYRNnk6+MUE6D4vSWa+0aFRGldJZb/SyeoZ6e4X6Gt0sREkRRTwHIkYSRmoKNr3GoBDVHPV0saklwcpTFUJuSqWe43iMOEAcIAYCYIYIIjwuj3O/siHh2Arh+Cr16TXW8+s0p+a6RSrQkbmqC9O8lRgBQZhDBHgVQhpEN3QZb6wxuEvKmU3WO6sNYS7KQ7OsB+aE2RHa/Uj04QUuBgVwcpM2ZhwDgpCOw2uX5X71Qf33H1VdfK714rHC99+ccmrfhPd/N/GVS/NfObfok3dafn913o/3Z/74+dR3b6354O0JH77V//F7M7/8uP/+B4/cf3/el/fnffrBvK/u99//6JFPP1l07w9zP3xv2XtvLLn36tSedjeeDFVTj6DjCDr+Tx8j6DgSI/EbxS+iozCEjphgkKjkpKEWBTIypAOkJVhDiZqnEgeUEEoAMGGgMWqdXO2YEgxElkMRGGfU6TauX5+dmVlTU20yGhmlcp0fIYjnqdVmIQxkUXJAmMM8YZgjOCPA0JmhG5Vh7sySxmSoJ6aqrw1oLiw2F8dZ767z2tjtPCZd05TDNeYou7KcWnP4Jc22u+tNfVkB7kp2qt92bqHr9CrjqytsK8a4Kwg+u8j14CxnkWAMDFOECCDCMQLV+b5/+rL1hy/aWyusjmDuwpmJSXF8ealtzsyktATLudPju5v179wZ/dm99rENTmuX5k3vjdm1qbal1NBe6bxpWe6xPT1t1abVCzLqC7XPbK1qKXdvLQ/sKPXqqjTcudp+6VyXlmEBY4Z+uddxSOQQM0IwlnMbctoIIR5jAWMFARWHFIQoiEIt6BWcs0ry1qh81SpfrSbAqA/RGX1VOithzpLSSRCdFSpPtdZbrQ8ym70NBjXGolwYPKSwyogkYlqbZr28JWRmJk1Uo2gtilYjLxXyRag8QvH7DU7j03R6ijQUuSGsJrwCINBFfHWL68ZW58YY7d3V1vGVvn5W/eUB+45ut6pQ8fw6zbIaLxUVgFAgwCOOA4YpVkuKilznNQuyFy1Mmz0zadbUrGljHX1jIro7vBtrvWpLXWuKTaU5tvw0e1qCMiFWiA5VhQWyEF8a4MZ7uhE3O3G1E7uFs5qo2YCNWqRXUYOK6FWCWsE0kp5hDBhhigDzMbGxMT/tdZR9XBjCPEI8QgyAEEQoQXIhJ8OcktNYNVq7Vuuq07sb9M46Jw+L3qahSsJ4zBOkAmTmmI8oRWt04Sp1oCR58ryPQvJVSL5KRYhSFacxOCxWC6EKhBhGskIoBazCOh8BHR7wPj7gPjM/uTcrcVReclNeQqTdrOXh4DT9+YVWA+UUmGIJM0ZUgDhgj3XZ7m41+zBx8yjr5RW+zja8sNp2a5Ul0kUxt8Tt9dXqMA+1AsnbCoCxgjKsF2HJIylv3ax581bZK9frXrvS+drV0bcujbpyof7o4cLD+9OfezZr786q3duLn9hUtnlF1YrldYsW1M97pH725LopYyomdZT2thS012Y2VqVUlaaUZDtKsh25KWEpCcGpsQHRIR5mo47nlQREBeIFjFz+Ac8M+rIOJamIbIHKYV4j6Jz0ejez3sUoWlRMy3NqXmfViV5GZlcr7Fq9p1nlYVI469QWNccTEUBBQEVAJ/AqChLFVqNOzYjDy9tbp7cwTokRQ0ggRERYRIggg6xE4msXN8yyXlxhubLUen6l04315psDrg1epl19zi+vi3RnSh4zDlNKCOKQiZIXZmiurNBpmOHxcZbzGxUeWnF+ucvtDap4L8OiWp8D84IMFMlyMhQhQhBhjKdk45L0b95v/+z90nnjg5fPjP793db5kxynDzY+tba9/5H0a6eq+qdl3DrV8OGbnRuXJt6+0rl9a+qlc43Hni8+f7rmmR2pF8/WnTtVd/Z4452b7Yf3lx45VHn6RP25k41vvt4xd2rC/yY6ys5DBCOCsAhUx2tsOpO7xehh1rkZtK56g7tR76K3+tiNnmajq0lr0SnUosiDSJEZYSsGb4XKQ5CsBMwAvjqdCbCrINoY76nX6wWBH0RHCghTihljAqDKWPulTUFX+vOPLc1+YSD/4KL0Ja3eERp8aGbosbm+emCUUMIQpohRKgBZ12m5tj4kVERLmvSXVtuTnEhvsfLGBs8Mb7q4TnFklkYkAiCR4KHdPSapBNi3o+WLd8d++1HT9aMt10+2XD/Zcu+1njtX+968NfUPd8ffOj32w98/cvPslA/f7fnq44FXb8z58K2Nb7+y7t4bG37/6vq7N/tv31h+8+riqxcWXTm39MKpeUcOz9j7bN8L+x7Zt6vn8W11FYXeEmOCoJArvP8+Og415Ms6PZggxGFer1A6abV2HdPxSERIAUjCmMcmJ4OTh83m7sQrGYhE0Epqk0alUTJAHEE6tUKnVmjVSoGjHAWeIxyjjpCA6AB/E89L8hANmIE8o3KAGabEQFBZEJ5ULE0p1kwrsm3qtry8zrM+yunEfOn8NHeRI4TjgPAYMwkhgeB1Xc4vrXXz0amml7u8PGCNsSmeX+L27NxQF8C7Z0btn+dmVMpVHoRgjhDgGSgBPbou/9tPW7/5pK2j0j5+jP3kkdZQL3riSHlBsqY6Uzr0TEJjvuney41vXG9vyDasWx7TUeN2+Nny5nLD6qXB/fMiZk1yPvB0eWe9+uTzNbOm+cybFTF/VuTA7Njf3Rx3/LlOjSixkazjQ1j1Lz+H3+AaR9DxwTGCjiPx7xG/iI7coAwdAoKAB14nqWw6nZvB5GEwuRu1Nq1Cr+QEniAsAuMIJYwABbOTlTLGMPAIJAQGlTorM2P06M4pUyY3NjaIokgpAQDKKDAACgq1QlKKskwOIMwIhxiSmDSjwudEf+y+gfi9azxO9keeXpb63CyvyiilTiEsGmU/uTTy/MKIowO+xwbCTyxMPdYf+cKKwA3jnLxUSgXgmlTj3qXhJ1ZE7p/sH+LKSRienRyxdXwkzyGCCRCEgUOEoxSqC3z/9EXHl+81PLUuaWt/7NlDJY+tTt67I23bhrjNq8vv/W7BM48m/+nd3i9vjXl0aty5nfVPLcm5vKP9wNqcc7vqD2wseOP01CeXph9/tO6FjeU7Fyctbg9a3ByxvDV0WafbKxfKL59vVPGDGp7/CB3ZYG3S0I4swQgQpoAYZlpO46w3uVkMriazi9nobNLZ9CZns8nTYvQ0m1yMZrtRZ1CrVaLIAU+QGWEnYG5KjVXgdYCdJcnGeE+lWo+xXaWyqpUiJfQhdASGGPBBZji8OOTFdckX15aeWl14bmXp3sXJE7JtBSHmu9utTfEWETBhSAIigaRCNMqJvfaobVqhT7hF+9JG69wK3zCz6sZq66IatxCj4tSAblWzC0UMOA4RYEjkgRGKg7y1H7819qt36j56p3HfjvSzB5vvvzX58FMFn7478fje9pcvjrpxsubayYbv7i+8/86iy6c6331r3q0rk/7wyro3Xlr02rW5r15dcPfqgpevLr11ZelLV5efPTH31NGFVw8vOv/83CefqPP3NtIhSwMOob8jkwOEAKGDcoIYAwIGVKQKi0qyadUuBqWTBtSUqBmWQG3TWlzNKq2o0kkWZ7PBpjeYNVqNJBCsxlgDoABQUlDxlMPYatAqeJoSEhxoMRso1fKMGyxpA0AYqMQo01JSEGJ8apL/iTn2kzONp2Zaby61vrLaudbHfHyS5sQKHTAsYaQgPGa8hHkOC5t7XK9t9XRmyq0dzlcH7EF6VX+N6+WVhhBXxdRCz9trDcH+CgBEMAeYw0hNCfFw4l97qf37j8s/fa+6p900Z7zzvdtTR9e4XDsxbtGUmIXjw048Uzevz/+DV5o/eXXcwPTQC883blwedulI/f4nMk8eyt2+KubM/sJzh0v3PpV899qY3Y9m7H40Y/ejZXufqDq6o+TerYn7n2rQCAgAKKEERtDx/zp0JLIfCU9VBo3WZpBMSqLkMI8JD4ggxhGzzeTqbnfxsBssWhABJMKpeEElEgocIX5eXmpJshgMAmM8IRSwXquJCw0K9fW2mw3coCTxIDoKmFImAUNqjBLtqDtR6kjjW9IVWzv1Nze59KYbD8zyPjrfxUIpYMxTJDHgMTYQeLTNfH1jkJ8aL6yzXuv3SrejCXn8S5ttqZ6kv1b9/HwdR3hAdMjWReCZSs2TKyeb/vxFzWfvdRYl6epLdfWluhtXepKjFSsXl3e1epWkmS4eKSlJVL18o+DI7vLWSv2OTbnjWlwH5sV2Nel2bi2cMcFz1mSffTtKGsq5Q8/U9XY69472mNThOWui4dblpgsnp2oETAj6JzI5svTwoA8KQSAShVVNbUpsoEiFsAZAwzgNz6k5TBBHgQIWOOLm4mQw6OQaD4wxQ1ilUgQE+j311OM+vp4do9opIYwSSoBS4IDYjCa1pBgStWKEUgrAI6oktCDW1Jmh7MpW9WRpxqfq19frXt1sKnY4H5jn9PICe1uJdnSmflS6qjVT25WubyrUn1rkdWtJuElNRuW43l7ttqbJdnq1fdvkcGdAO+cGPjff3crJeVQCwAOljFIFIds3ZX735aiP7/VGeLJDBxorS2w5ybbHtqalRRs3LEtZvzT+8NNF393vGpges2hCwnM7i8fURqxemJoQwG9dlXTu4KSuRtPi6RFj6t0eXZ3TWO7dUOHfUO4+psb+uxebzj5fq+AIR9gIOg5j1b/8HH6DaxxBxwfHCDqOxL9H/LJMDgAM2RvKEvCEIgqYYMBosBOPURgsAsSIJ5SnlGNMbghhQ20zlGFCMAZEKFC500Q2kCKEEcIIGZR5IPLqH3iRUOC8DWKir3OIq+BtxoFq0eGt9neSXExGFyd3lcB5qWmGry3STeGnE4ONKEgDfnrBbjE52ZyNWoWr2WLXshAFMgMFDgmYeCuQkxIBCDwCBgiQhAijFFXne/7p0+4/f17158/a/uvTsf/xQc0P71d9/0Hd0d3JE9rM65aE3rvWfKw/6ulOn2d7/A7PjjwwM2ZPX/DuXr/nZ0U+0e3xRLfX070++yb6v76l4OqymIszw69OTbj2SNKlhTGfXi69dbZSzRFMGIZfKFiVBfcGdTI4LOoVSietwqxEktwGioBiIMhg1Lm42O3udourhak4EACLQAQgFBGCTFpNYrxDoRCdbBZCEMcIwzjAyyMqwD/Qw02rEOU/4jA6EoYY0WoQjVSgSh9UEYKKQ1BtODoz3friysCGaPOdx5Wj4s1WQgSCJIq1FIwAya7szjbb5PygKKvm9kZTf6FHvJXdWalZXOMabFadGtD1N7uJPM9jjOhgDxKhKD7c9v1HHX/9uPOFHcnh/rB9Y/HAghhHoHj8+fbUKNPq/vDp3TG7Hov47uuemRMCOxstq5elL5wb2tMaPqbT1j874vE1Wd0N5o0rUhoqFJvXZtWWqesq9G3lpr4x2s+/7e4elSIM2mYQgnBsTGxszE/QcVhjUq77BQZExYlWNaioXGBKOIIAUYIFAjqeV/Gc1WxwdbWptCq5jFje5sAUh4SGTpsx3cnZHhMfh4ZctyVJ0GtV7u7OKrWCEAwY8RjzCBMOUcI4wtk1Kh+NOlCrDVCJ/jpFe7jq2lbvWWWRx6Zqz62yeFoMHhqVs1brotMFaDSBBsMzU73ObPWwUDTQaruxUap2szzdGnh9wB5mkWbnB9xd5RztTfkh/peFVbxtwh9e6f3zJz2nDha6mej2tU0Lp0bnxRuee7I7OVRYPjX+yfXFTz6W9c1nfesWRy+cHPfo6ppx7T7LZ6emRJPnD7StX57X3ez17JO1Oank6e3Vk0f7Tx7tP3Z0SFd3aF+H5ebFoldvjtaKmFGQrXT+MTpiOrgVggkBTDBRUt6q5MwiUiAsYiQhxCPggPCg0ao1apWzk9XXxVUtijwBAjIQAuNpdk56YVGuk83k5e3BOMIECgx0Rp2LzcnNxU7oQ06mIsIUU4wEBBLiDRS8OebJaeySoiEUvbXOc221ds9EzWsbA91ETkRIQoKICKHISYKDs83n+q1GgraPdbuzwiPKqFpb7X13lWucj2Jxne/euf5GihiiBDGKEMchIIQn7LFVyf/x+dhXrjb4mtDaJdnbNxRkRmsO7KzIcqg7atxvXWzprff55v1JO9ZFb5xfvnlp9uTO4EVTkrLj8JHdrQunhk8e7btnW3NeAt22OmFKV/jkzphJnUHTetzef6vj4I7y/z10pIApBarkeZ1C7rulHCV0qI8XIYFSgRKKkLPNbLdZZCdBAMAIcRzX3t4+MDBgt9tTU1OJ7DiJkCzlYjJrNVrNoEkjoYCwgogE1CCCWim6KhWeSoVO5Ow6w3iH4s4m+8xicfc013MrfIINOotOZ1aKNpXSrtd5apTPTfK9tMnbTY0WVLnfXhFaHqJYM8rzxbWmTA+yqlq9f56G45hcpU8AARYpVmoEeuNMw18+L7l5rSrQFc+cmjpzauradVmZqU4b13dkpesaysNfudw2a3T8N/dHb1zquPD8xBVzYhZPjWoqsdbk2p9YW3Zkd0dZJtm8PLsoRXz+6Y7pPRFTuhzTR0XNHGt+4+aYy6ena3jMKAb4VeiIMSI88BpBaVEbnA1mN5Pertfa9JJO4hRMniIpYI4SBshusyIsV94SirGT1VJaUtQzpmvc2DGZ6ekUMCNAMSaUUEIYoUaDAQBkmWKMgVAqEqKhaFZnzLP9Sc8ui9m/1HFwfuTz80MWNxu0FOUEKXZPCduzLPrYwojDS/yfWxR2cKFj1/KEXTOC22NUPAOjEi3tsO1fFPvo9KAENzAQtLAvYvWkSJtIKMEABGMRAeV4piRk28akH77sfPN61c516ddPFzy9Jf7xtckvPFuyc0P9qy9PP7Cj6Ju3e75+ZdThFYUvrM07t7P08MbKo5vLj66vu7677tbe0YfXZR/dkH3hicrtM0KWNUT1N8b0N/mt6rDcu1J6/oVqY7hVCAAAIABJREFUiecIJiPoOIxV//Jz+A2ucQQdHxwj6DgS/x7xKxRWMTzsEI2QSa/Lyc52OBzBwcHJKcmFRQUqlTIiIjw+Pi4kKDA9JSUlMTElOTklNdlsMfsF+DniHalpKXZnm9XJkp2dmZAQHxsbnZubnZqWnJyUkJudJfEcxZjJzX4EA0YcZYwABVRSVFBXVTuqqSYi0D/DkRwe6VNamp2SEJ+Xkc0zlpuZ7u/jnZGRHBIclpYRr+T5/KzcidOmNbW2LJ43q7W+0cnJoqIE5KJJoDwAJgiwwGFMAWFgiHCM0JpCr+/en/DD/dI/3i/98eO6Hz8p+/HT6u8+6Zzao1w2J2zWOMt3r47d3GN9osv9yTHO51YkH5wTfmJx7POzQ4/MCz+5KObw7JAX5oacWx712eH6lzbEv7El5e2tuW9uyb27Pf+7u5NO7m7QMEKBk+U4fxkdCSIcUZlUOlejwqqmFgUYBd6sUJo1Cq0CDykcCoB5QtzdXXmBQwRhQBRjjSA6WS3jJ/S2tDZ3dY+2WM0U5PU58BiJBFlMBkYJPISOQBFjgiPEZWln1JrOoOXtnitHe69v8722zO/krIAMN+H6erfD86NWtbmv6PFb2Okzr9dzySi/vbPDb67zLA5xdVLTk+u8LiyOeHxG8O1V9rY0m69VfXK5y6pWL4aRCAQDYYjwhADFcZEu33zU/ddPpvbUmBPCFccPV6ZF8aNqgsaPCSrOtr50q7ajwuOrd0a9+0ZRW5HpqfU57SW+x/ZXZ0Zym1akzJzgvO/J8gXTIsa1uC6bmbhsRtKU9tBpo2KnNCcvmhr89Vetve0pCgQMI4x5BNgRE+v4KToOVwXL6MhEpnUy6l0tak+L0s+q8jIrnPVau4EpOEwwIogC5ggBQK4ersABoggTjBk2W805Wdnz5sydOKFvTFc3JURuK6MEKM8hAhabE1AyhI4Ii5gC766CPQMBlzeZbqzxeHGD+5Vt3J2tLkf6naLMuimpthfXmq9sCXhpjfGlNYGX1wXeXh14Y7PllQ2mJbUmAzKWeBovDITdeMzt5ha3zb1GC48mFQVcXxUZ4yFSJDBklG8bRrC7Bd57c9xfPu1ZPjuoqzXiwDP1Yzr8O1t916xI7Bvrc+FU/ZL54e++1f3lRx0zeiz906M2L03f/1jNylkRa+anPLEu/fbZcY90eRx4rHphX8SzG5onVgVMrAqYUBnZWxkzsdzr9omiu9e6NRziqADA4J8UrMpClnhQs5IpmNZVz7uokAGwHsDImEVSWjWcRAEhkRAA4Bkn8byXh6fc84oIEAIGg04piUcPHQzy8Vk4Zw4FTAkAIE7gGQaJMq1GTQgmgARKGGIc4kSkNiA0u8V2YKnn8eXWM0sVJxaq724Kvr7Csy5Hsagr8vZqr8sr3I/1u51YZrq4yHB2ocfVtcG3V9l2T/ZRUNRXE/rOgNP1TYo7G61nB8KNVmlRneuhBa4GihhiBHNyXy5lRCLw6KqUrz9p2L2tJCGU2/lUXn6aNcANPfVYTlm++8wpkTu2Fe7YlPblJ7UDswPH1Ho8Mi70zOG+0Q3OLVW6zatSXtjbPL7DtvuxptIMtnpBYlmqd0VqeFmqR0e19e1XK48+m/Pr0VGuxJalUAEQlZjaplO7GHXeZq2vUeNjVHkYlDYtpxEwxYxSApgSYBS7u9l5jsnSR5Tg8LCgpMT4VSuXt7U21tVWPmTWhxmllIDZZJD/cWj0kHgMBoQeqfM5tjLiymqX68vtL/XbXt7gcmxVeJqNzqs3Xt7g/NIqjxv9LtdXa6+vsN9a6nNztebSNv1Ad5ALQZkByqObo+6ut/1uve7AAi83Hs1tMO1aqNNgzCNOAMSQAgiihGmIeP1Uy39+OuqxzXEt5W5rFuSuWZA7ujK8JMVt52P5LTVBS5cUbdyaduS5wu//0LNmekD/I7ndDaEn99dM67atWpDePyf+0pGJk0cHrZmXs3iCY+O8zKZM79as0I4szzGF5ttnmi6fb1JRIjAefqWv41CBw6A/LCUcx2TvG5BtWhkhBFPZ4ZTIfcgUMJbtcWQpLkYJYMwoEMCMEvlPwzEGw6JQBBMClDLGGIeRr12dGuYRbBV9VOCn5pIDvX3t1jB/f1ezSctwnK8tK8Q70Mh7qrC3lrdLyN9JH+Hv42Z38fb0ifB2NnPIAKDAWMSgFpFBgXiQp10CSATKGGMihu2bM77/rPWvn7f+5+ctf7lf9cePSr56r/b2+aqWchiYE3rmmdRXns1aU614rjf82d6AQ7PCto122dHjc/iRmJ1j/La1Oj/V5fFMr8dbT5Xd6E+8OTf71qzc2wuTbw6EfnO94eKBJhUDbqRg9SGs+pefw29wjSPo+OAYQceR+PeIX1ZYfWiypAQYJRHhYadPnTxw4MD69esPHz785JNPKhSKLVu2rF+/fuHChbdv3z5x4sRLL7107tw5T0/P6dOnX7p06cUXb0ya1JeXl/PSSzePHz96/PjRjz76YNmyJevWrr565ZKXpzsd9ockQ8IwgBmFiPDQwoK8ivLS8rKSnOzMjIy0rKwMnU7j5uZKCISEBKWnp2VmphcXF2dlZaWmpubn51dXV+fm5ra0tOTn51vMJkbJAwP4oVmcYUIAYYoQ4Rhw4X7iq9enfP3uuG/f6/ry3Y6v3u/55pNpn78/59WbM+++OPfGqYmvX+i7faL3zsnJt45Mvnqg98yujlNPtx15ouXAtqY9G2t3rCrb3l+4dk7q2tmpyybHLhofPWdM5MRm3+4677Yq/0APlYLnAfOA2K/MOgLFRCRYBKYTiFnirCqi47CSIQ5hihlHCSCJEIZBIYqCJA4aH2IkEBoaElJSXFxdWRkeFiZwHEFYZBzDwAimgLUa1c/QUeAkABoZrJk32n3ZKPviTuvyTsOaVudpLZZ4i6DioCyYW9hmWtWpWdGm7W+3zevRLRvls6LZ3hEjGABjHsX6ksWNrgs67OPSJD3HG/WKOXXOzXGuHCcv9AmPqNzrGB1p/+p+xw+ftty6XHn7XNvbt4tun+68e3nUmUOj9j1Z/tr1xjtnOr+62Hbv+eojS0ru7m07vqLx5q7q0+srXjvQdvGx4guPlZ/ZUnZmY/Fbh3seHRe4fUzI412RT/Y4ds0J+OGjxontiSImABhjhgn626wjj2XjeEQxwhhRRhBBmAImmFAAQASAYswDcBjkrwRA1oYlhFBCKQaeUgZY4phVr9erVCIhPEISgAjAAVBCAIBSSolsXI8ZQhQkHotGyhLcrVnellQvU7yfU1SgOdFdY5aACkqOITcjiQzQpgWrE/2MyQHqbC9LsrdLmFEhiRiJmOOwk1KK81GEmhVaghDo7AZFkoeklgjmKUNauaeSYebuhN5+o+UvXzb+x+dNP37a+uNnlV9/WPz5hw1v3u1cNCvw4N6cl08U/u5Qw94ZIeeWpZ5bmnOuP+vgrKgjc6Mur8w6PCv8yOyoE/NiTiyIfGlL1vll0UenBR2dFnS2z+/i+JDzU0I+OZHz9tVODUMECwSEX0RHOmwRyTBTcgqzSu+sN7uZjC5GlUUjaiUmEIxlFU0MGFGMbVbLkIkEBoy8vdzLSov6esf2dHVGhoVylMhPMcaIEaAYmU1GjBEBLDAKmBBMOMSpMZrcFLRnIH3vovCDiwIPLQnftzBpabuvqxZFupH14/z3L4vdszRm/5Lw5xeGHVoYu39hwuOTA7O9qQjIzwLbetz39fs/syBkdK6RZ3hsqc+qiWFahhkmgCmjFABxHIgUPbq68D++Gn3laM6eLZkvnil9fE3kY6vjzxws3ba58ur5nhP7iz9+ufer15pfWJd27emm/SuzL+1qPby+5OyTdSceLb53bvL2OQlXn2nb25+2d2lif0tYf33kQGPY8tHW916uOrw7V0ZH+SH9Nego62APNjoyhASMRMyUTB5JkIAxA4yxwJjs+cko5Tk6PDwCRpQQN1fniPAwZ7sTo4SSQc6Rv3KMigL/MDoihoESgaAYP0t1um9diktjondrgndVlLu3QVAhTg8s3c9Y7/BrSgxoSPGpjfdrjQtqiffODNEbKKdAWiURfSxcrcOjKsjuLgGHpUhX56wgGwUDhwhPEUNqQjCjVE3Qixdr/vpV2R+/qP3+o+4fPiv74bOyL+5Vf/FuzcfvFO/amnvmaOPxXbl/fHXClY2Oy6vTLm+svLat7vyqnEsrMu5sKzw/kHx2ecrlNUnX16be21V8eSD49NywkzMizs+LOrko7MNL5S+eKdUKhFD0T7KOfw8dsdGgHz26o7q6OiEhvqGhvre318XFOTY2pqGhPj8vt7amuqW5saK8dFR7GwHc1NhQWJA/pnu0Qa/LSE+trCjrGdNdUV7a0tzYNbqjuanB28vz4amQEkwwAoQoEA5obUVJWX7WtN4x/q6eRRk5gb7+iUnxZdWlklJ0dXdOSUzwstvbKusUmKvMK5AIW718WVNjw+y587vGTshKSZCAiIhyiDLMMcpxmHDAGBCKATDDBCgjEsGb1xZ/fb/52w/Lv/uw+odPan78rP7bT9o39PvNneY2Z5ztq9d7D6/wfWaq574ZEaf6k158LP/c6tQXlsVe2pxzfkPWpc25l7fkXtmaff9M5+0ns3/3dNnvd9a+saP0lV1FX7024/FVxRqOcDCSdXyAVf/yc/gNrnEEHR8cI+g4Ev8e8evRkQ7toXp6uK1YMTB37twpU6b09va2tLRQStva2vr6+mbMmLF48eK+vr6BgYF58+Z5eHiUlJTMnTt3/vx56empISFBycmJfX3j+/rGL126uKqqoqSkaMnihSajHjCiBIbRkVHCKCEAkRHhCfGOOEdMVma6h7uri4vd19dbrVbGxkb7+nr7+nrn5mY7HDHJyckpKSmRkZFJSUlxcXHZ2dlKpTI+Pl7gmZenR3ycIzkpISY6MjUlKTIijOeYgHgOEdmugBKiFJCbHSVF0sRQHO2PQ70hyJP6uxMvZ+php84WsFuQWQ8mLWglMKioVsI6JVGJSClihYAVApZ4rFaAxMvfciInihwn8iDwWBQIoQRhDjD9Neg4mEHiGeIQU/GEA8ITRBDlKaKIcAQTTDjCE8ozDiFEGEUYyctASimhhBcFjudkt29JkigQjIZZEct5hmF0VDAdwaJSAA8t8lYiq4gsIvLTgE6PrAqT0qI18ryOoFATChCRF4ecOGSj2AWQt1I0aDUqJ5VeJ1kwMiJkRYjDIgawIGTBBHiECSIECQg4oIjh2Bi3rz5r++OXZZ9/VvWXLzp++KTkuw/aPrlXvGtzUledtHiS7aNXWg5OCFpfYdvW6P3c1IhnxkU/2uHyeJfrvsmRj7W4b2l021zvsn988DtPVB/rCzg3MfR8X8TxCa7nlrv96Z3KvrZkjiAMAEAB/51eRx4QD4gb1PnAGCFKQKfThkeHe/p6efv7+Af5RzqiqMT5BPl7B/q5ebqHhoaGhIQEBgRER0QqeCHYxy/Awys6MkJS8nYXu5+/T2RkuL+/T2hYaERkSFCgv7+3D8VYoIxgeS2OASMRUQZIoaFdYzo62pvrq/NEgqtKyhxJAdUVdR3tNf7uzgatOa8kIzkpuqq0RCA0MyFKxGjJ7HndXeMmTJ04dmxbYXocz5BICCEYiQhxSAFEIBJmlANEKAJMKfDuTuyNV1u/+aLkL/eL/+ujiv/vg7L/+qD2x3dHPbkidlqb+9Q2t09vjn/uEb/N9c5PtLsemBh2YUna8dkJ+3pDnp+SeGhi/L6eyMMTo8/Mj39/d83tdamvr818fW3mW+uT3t6U/PrWrG9uj710vEuSEMaDFgj/vGD1pyaQssWK7EaPKJXN9xDjGBAs35YcY/III9+uQ/kZRABzjHCM/mwDaFDolQzaacr+fgQDj7CXRZ0S7BlmFrxEFOusTQ318LLrg/28vFxtGopCXPSZEb4hVpWnAvuqmTOPQtycQ/1DzEbXAJ+AIDe7TURGHgmICkTU8WAUsQCIYkwpwxiAII4gJY83ryj/8bP2v35Z9b++6PzLxy3ff1jw9Xvl916sb6lVrl8S8lR/yIdnW1Y2qp4Y4/Xc9LD900J3jvN7utd//5Tw7Z3u2zvcd47x2TMh6MJSx8ur06/NTXh5TvKduek3V4V9e7v+2NN5PEflfOB/t9eRUsAUE4kazDq1RqlQihqN2mjUM0rUSqVWpdIoVXqtTq1S6TRarUYj8LxapVIqFAadnmNMp9GKgqDX6vRanVqpMhmMOq1aEkV5L+8n6ChgYIxQlpOVUVWWm5eVqODEgsy0rLSYtOzsqsZOV09/rVpVkJOUkxmblu0AhuIig5QUdXc0V9VWN7V11Nc2pWQ4KId54AmhmMcMkIQQJphh4CgiSEsIYYQoKb5+sfKPXxT/+dPS/3W/+T8/z/jPzzP+/HHBf3xU8cbVhPpMtHJG3Okncu88U7MwW3yswe3ELMee3qDnuiP3d8TsGRW+qy1kZ0vArjaPw2ODPnis6sr8qGuzI27Oi7k+N/r6suQvr3ZdO9ao5iim6J+Yczx8Vw9NWODt5Xnm9OlzZ88uWbz40sWLq1au1Ov0ixYu3LB+/ROPb79y+eKN61dPnjj2zK6dBPChg8/duH71+rUrSYkJixct2LJ5443rV69cvnjm9MltWzdv3bKpob6WUfLQhIsJRjwhDCglNCwsLCExPiklOTElPcYRn5icZLQYXT1slIGoEOISHYlJ8Skp6bGxjvh4R1xCbFJqQlxSfHJmuiM1OSIymBLECCOEEsqAEUoIBcpA1jIAQhFhWAAoyHJ68WLbWy+P/v3Nsa9fH/PGzd5XXpxy/fyscyfnvnBg3P6d1c89Ubr/sbo921q2ryzZsCB93aykFbNTF09NeGRs5JTRoePbAkbXubeUWxqLTbW5lvJUQ16clBbDx0cLRgNhPEfICDo+wKp/+Tn8Btc4go4PjhF0HIl/j/j16ChPlnLikQz6KwOlslI/EMCEEEYpGSrIoZRQQuQSHVkJYOj1oHPe0BIQyyIBw/PlQytCKC8rMRp0fRN6e8Z0BQX6p6enFRbmN9TX1tZWj+3p7uxoz83J8vb2TE9Pi4gInzx5UnFxUV/fhFGj2vPycjdv3pSbkzVv7uyszPSQ4MBJEycUFxU0NdYDRjxiPOI4RDmMOUooJYSIDFMeIx4jWXWEYcQRwnN0UFwFMMbAcQLGhA5dG0/IsCH7kCc7AgAku3ATBATLDZ8CZRT/w4LVnyusEgDAjOfiE+LDwkI93N3SkhLTk5M9bXZ3szkjOjYuKCQ0LDQiKjIpJTkqOsrZ1cXubHfEx0XHxni6upj0uvTkpJiI8IjQkNSkpJTEhOjwsMSE+AcVVQ9nHRFijIWG+3U11zSXNyenpPkHe6QnxFRUpeU64gpr83XUIyExJToiJC8jK8A/vCghk+ekzPLsCRPHTxrVvWDy5FGNHUZJBZQw4AVMGEHAIUxEYJhHBsIQhxFPEDAUFeb25ftjvv+w9Lsv8n64X/2nz4q++7js+68qpo5xWzg9YXpnxIevd2xtdn2iI2LHOL9La7J3TvR6fl7MwTkhh2cmnp6ZdGpW8qnZSZeWJH20u+qNjUlvb0p5Z2P6vcfjf78/9c8fTa0rCyEcQoQDQAyxv0XHQbF7uaWWAscIBSgrKX3h0OE9u57Z9dSOE0eOHjl0WC1JJ48eOf7C8ysH+m/evHHq1IlLly7s27dHqZS2b3/00qULd1+7m56VPmfu7GvXrty8eePylYunz50+ee7Uo9u3PX/4oOxdIQrcMDpSxAFhRMkySzNLKgsXLFjg7ebTXNcU4OJRmVudl5EKDGuNtpLCEodfxJSGNjdft5r2cpu3ffm61UkpGUsXzG1sqPb19UVIzSOFCiRGEQLgsUqJmESAQ5QhCkhFCbUZ+ds3J99/v/vzd+u+fa/223da/nx/zHf3u29cqLx9pePc0fKP7034/a22T1+b/ukrj3zx+vzPXl/09Vtrvv7dmu/urfz+/eXfvbPqj+9t/OKtDT9+suuL1x//9s4z39555vNXn7l7ed25Q0tPvrC0sDgERIS5wWfk16CjjH+AkUGv7RjVXllZkZCQ0Nzc1NLSrFBITU2NZWWlaampzU1NdTU1jfX1o9rarGZLclJiZUV556gOtUpVUlxcVlraO3ZsdVVVY0PD2DHdVZXllRXlsqgzRmiIKhHFQBCjiJUXlVQW5o9rb9MSRUNxmbNJV1WVX1ldrFIpOMLXllZa9Yaa8lIPuyU5Ptps0q3bsL6ksmbe0lWtbaPiwqOUmImIo5hhYDymElAeMEdkGz+GMRY4YIDW9xd9/XHTt5+UffN+ww8ft/zx04ofv2jesz2op9W0am7AG2ebLzyR/mif23PzHRc2FZxZm3Zxfcax5XEXN2Rd2ZR7amXKtS0FN7eXfHi87c7Owtd3Vr69o+H3TzS/tqfs27emrZofxzHyK9FxuLN0UJaTAGAcFR157OiR3TufXrFs+eHnDhzYt99o0K9ds2rD+rUzZ8y4eP7C84cOX7l0+fjRY8GBQRMn9J08fuL82XMmg3HP7mdPnzz18ku3Dx04uHXzlv179x14bt+8ubOHd/eGRw+eEI4wnojJcSmNtXUT+sbFJSRXVlempiZHREfHpyUQwox6p5KSPEdiTG1rXWRCZH1dZXxM/KxH5jS31k59ZOy4no6srExMMCYMiEAYAEE8pgIAlnsdkYIA4hhVcbDz8bLP3h37/YelX/+h/o8fVf3xo6o/fdL1p/t9f7jTeHJ/86VjY99+o+Te7YZ3LrZ+9lLn5680fnCz+tMbXR9e7Xr7cvtblzrunGi4c7z+2v6qW4dqz+3MP7sz78T2nIPrsnb35z2+qrAoxyYxnhIJMPv1WUf5rq6rrSkpKi4qKMzJyk6Iixc4PiIsvKigMC83p7amqqgwv7iooLKijFEoLSnKSE+tranSaTXRURFGg662pio/Lyc7KyMlOTEtNdnZ7iRPf8PoSOU9C0IopUXFeYkpMVV1JfWt1d7+bslJDoNaV1VYEeQVXFlSHhsT2thUnluQkZTqyM5Pa26rLy4rrG9syMzKDgmNzMhJi42NycrMSk5OrqqprqytyMvNFjiOArBBbTZECEcQUxBiVSMXA3JSYYsC6wWsEbCKA4kjAiMqnqg4IjHgKUg8U3JUSUCkSMGwyEDkCEcJz4jAEQaMp5zAeJ4jHEcoRwjHgBIq94uOoOMIOv5PHyPoOBIj8RvFfyvrOFRHSh7e+ycwuKSQCVBeMcsZg6FAP33zg9TBw//34d8y3P7h4e4aEhzo5uocHhZit1n1Oo0k8ga91m6zatRKg15rtZgYJX6+3sFBARazMSwsxMvT3Wo1S6Lg5enOKDEadF6e7iHBgRazMTwsxMPddTB3gQlFHI8pRwAAEJIAhEEiluV7gGIMIF+LXCAHmGDMAGQ/aI6AnC3kAdggcGJ59Sa73jEgDAOPsIixiDCHMMHgbLM7234+X/4MHRkAwyCJin179u99Zvfa1WuuXbm6Y8eOoJDgrrHdW7ZvffSp7bt37Tx/+tSbd+9eP3c+ITKqo6Xl6sUL1y9fmrtoXkJq4rVb148eP3Li1PF3Pnx3ycDSDVs3Xjh/1mwyENmMfWjxB4B4TIAIVldLXl5aYX5JQVWJIy0qIzkzJbfEplU5+5kFrPUJDnCkBKamRuXklxQmJSemRyYXpBRUFuXnFlXXtjjyMlRaIwOCeAQM85hnGHislgAxEDBwDOkZiMCQq0lx/fmav77b8/17lT/cq/njvfI/fzj7u/fbX7ve8cbNpptnK++eK7l1pOLmseorzzWe31dx5PGyF57IPbytaM/a7O1rMjb1Z61ekrd4dtaCGbmz+3If6S6c3p4/rjx9dEVKeU64QSkyijBWYIIwEmIcsTGOn/U6IkoG87qEYMCYACQmJJ49c3bPnr17nt2zdcvWFf0DjJBndz29esXAti2bbr54/dChAxcvnj956oTOoFu3af3Jc6euXL+SkpI8ferUCePGXb5w4fzZs88+u3vLti0zZs3Ys283IZhSGKzAlL/KcqQMB4cFxcfG+nj5JCYmuri5xIdHKgWF0WAgPFMopRC/IEdsnG+Ae3JSvKu3U2xCoou3Z0xkjL+LS0iwv6evL2aCTqm2qA0KiVebDDqjkwITHhCPgCEAzAPBGlEozjLv2FT49Nbsx9albu1P29yftHZ5wsI5jjnTE6eNj+ztCuxq9Rvb7Duq0qelzLM8x1qYZilMNaY7FLFhNCaEhfoyLzdwdcauJuyqIq4q4qTkDEpilsCsEhQCYwKHCGaUo78OHQEjjlFKwG6znj518sgLR1atXHXl8uUZ06cDxieOn9iwfsPa1WteunnrzKnTN2+8ePb0GZvVaeaMR65evnL18hVXZ5cdTz61eeOmV+7cvXzx0u5dzzy9c8fiRQtOnjgmbzwRGNzPYhgxBARxGHP+gcGOhPiU9AxHXIrDkRyXEO/sYXPzdseEIcxFRyc6HAmJSYlJKYmOREdckiMhLT4uxZGUFp+Y4fD38+VA4CiPKQYBA1CBcDxgCkCAAaaUEApIYJCbYn7x/Kjf3+l+40bv69d733yp68717psXZ5w9Nfv4od4juxsObq84uK1278a67QOF6+dnrJmdsXJW2vwJMbPHRc3ojhjf7De2wbutwrmhxFqTZy1LsebFGNNihcgIqtFJcorvv42OGPEECEb+fr4vHDr07NO7Nq1bv2Htunlz5vIcW7Bg3voN69atW3v44KFtW7YefeHInt3P+vn4do/uenrHzgP7n9NrdYsWLCzMLzhz6vSGdetnz5y1cP6CDevXTuwbTwmRd52GRw8OgCeUB+br4RkfE+nn5xYVE6hQcL4e/gwzF5tZJSjdLJ7BAcEOR5S3r2dcXKSns090cFxMeLSHq81qMVhNeovOSglns7nERiW629xCgwM8nQNFjLGMqZhSiihfyZQBAAAgAElEQVQFJRPdLMLouthJ3Qk9TQkdtTEdtTFtlfH1JY6ywoi8jPCkeJ/YGLcwf3uop9XPRefqJFhN1KSnej1o9UijQ2oNVquIRknUCqaWOKWSk5S8SuRUAqeUiKQgHFMCftCR/s/v6p+EnLXDwzpcmGCgIFcCP3gbRmj4D/qzkCl0uE714ayjrEtEAAiQqqqK6Kiwvglj2tuafXy9YqKjWuqaMxKye0dPrCqpjoqMTElLzMnKiIoIr64sb2psaKyvmz93rq+nz/ie3oampqKCovKS8sSEpPqGxuqamvbmFoUgkkE7KEQAUypiJHGI5xFwcmC5YxkTDIAJB0RAVECUAwAAwIwhKiDgEOIQZggoJoOBCEVABz8fRDCiiHGIcAhxI76OD2HVv/wcfoNrHEHHB8cIOo7Ev0f8skzO0Gz3d+e8/9kYXm3/n/5FiCFMECDKYSrPZIN6B4CH6HGQf4c4EygGCrILFqYYyzql8PeCYsTkeRQRikH222CDM+gvoOPwlrYsqzC6c1R3V2fHqLZJEycUFuSZjPrIiPAx3aN7xnR1je5ob2uZPm3KuLFjQkOCHLHR43vHdnd1pqYkebi7xsZEtTQ3tjQ3Tp7Ul52VkZ6W0jehVxT4oerBh2RyAANAQIBfSkpSampyYWF+aGiw2WxMSkqQJDEjI83f3y88PLSwMN/hiMnMTE9PT01JSUpLS8nISCsoyNPrdQUFeZIkxMREpaYmZ2SkpaQkZWSk+fn5EIIpJfJyihFZAQKpVLybu8XF1ehs05iNCpNBMOh4nYbTqplGxdRKqpA4SWSSyESBigIZDoH/+yEKnMAznqM8Rx/Glb9jzkFkC0QEgzczBox4jtntdiebzWQ2abQavV5HCZiMerNRb7OaXZxtRqPeajE52SycwIwWo8agdXaxMwJ6jVpgzNVmM+p0FpPRoNep1AqdQTPsGz58MwMgQsBsNpQUFuWkZ82a8UhTS4NCLXa0tUZFhdc3NBYUF44f3x0THtk0qrWwvijQx6e+oaZnzIT6xvqF8+aV5OQ0NtbVNTWmpCfPnjUtxD+wtqayq3dMU3ur3WJmZDBpAIAJHYQdFSCJIp4ikSCeIJ4iniGOIp4iRoBRzAESqSxojDiGCCBKEWUAgBgjQBHwCCiigOjQWlYA4DDmgQIAENmyFf0jnvnbRTYloFSINVVVhfkF+bl5ZSWlocEhFEhRQWFmekZJUXFdTW1GWnpleUV5aZnN6hQVEZmfm1dRVi4JYrwjzmIyNzU05mRlp6WkpqWmREWGZ2dlyDfzUJHCoKArYIoBcvIzE9Nia5oqSqoKmUTLq4vNVlNaelZ4WFRNbY1fgEdLS11WemZGemZpWUVNdW1RQeGolsYUR3RSWnysI8rLw7u+vi4hOT63MLuuri47PZMDwgilwOSqW0Yww0hFsVmBnfXIpsYGARskpOGxijGBB5FHEofUAlJSJDFQiCDxWGJIoEjBY4FhnoLIE0aJwKhAsESQgnICgMhjxhCjqkFJp1+FjoN7InR44wkwlQcyMlj6QQDkamHCCACmQORafVnSU35BACgQRqlsUMFRNlhfDFjW2f5Z1nG4fr64tESr102ZOi0nL5cX2ejuUbm5We1t5a3NVdOnTPHxdSmrKKioKlCruYb65vb29tLyvFVrl+cVFrSObu0ZNzo1OWH16lUmo6W6Jr+mrrKqZjQmCBMgGBhGHEWUAsVqHgkSYLljmSOII4gBogQRipBsMoSHHn+5Xlzu+aQIyyLI8jbg0JiOKEJ0aN4hCFN5NESAf23B6vA8BRgRjCkAwVj+zTDY5fvwpPPzee3hn/DwNivgQch88OsIBkwY4SVRqRAVDKhS1PC8SBgwjlFGOY4jBChjwJhIObWkEDlekkSFJIo8ZYAEihijHKFKnhd5nuOZQiGJjGey6BRCDCEKQBmHMJMHDMBscEIcPDAAAooIBooIIQhThAkGDAwQwWQwAAYDD985hGBKMCKYMkQ5BBweyTo+wKp/+Tn8Btc4go4PjhF0HIl/j/iV6PjTee7/fXQkCBOEBw1FsLz4pj9/29BcLhvGP4ghkMSEDn/zk5AXEHhwxxgIAoaAw5j8SnSUa3rl1Kvc90UAD1f/yt8SkJ22B18M6fWhoZYkGE7tDueBOUaGftpD5hwEMEZxcbGRkRFVVRVTp05OSkrw9vbKy8tpamooLy9tbm5sbm7Mzs602aw5OVkpKckdHe3V1ZUTJvSWlZVkZqavXDngcMRMnz41ISEuPz+voaGuoqIsNzcbBikcDaMjASzzG2OIwSBRy+K6DBADxP3kQ3hw4/3iLfGz9/xddPyHSYP/4zczJoDVKmVWZnp6Wkp2VkZSYrwkCgH+vvFxsXabU15utp+vj5+vd1Cgf3BQYEJCXEJCXHJyYmZmeklJkUqlyMvL8ff302nVWZnpSYkJ8XGxGempOdmZZpNxeDVPHspX/EYXCP8NdHzwTP00PyMnaP9JyDkc+cVQ/O1dgSnBIO8LYAAM1VVlkRGhveN7SkoLJSWfk51aV1MRFx07YeyEspKi/Py0zMyEsNCg5OTE5uaW6uqaUW1ts6dP83V3nTp1enFRUXhY2NQpkx2xcRXllbU1tW0tLQyIXO5NgQLGjADBiCLMEOYw4jAaGkYwwTzBQIY8WuUKdgwysA1/CLIjxvBjihlGFDECg712DPEPf27/HB3lZ0d+J6NyWQEmWKZDDHIHAUJMLvQggwUd8tDxE/GwwWGEyuXcQ6MNlavcKXmQRpNHDxncCcUhYSExjrjo6PjoqHjG8c6uHgH+EVqtKSIi2mixOru5uLh4ONs94hyJgcERETGO2Pi4mJgknteGR8Xa3N0IYVGR8fHxqSFhIVGRiWHBqZgSAEQQxyHgCGIUYyxQ0DAAgkSMMcYIYwQEYYIRRkAxJkDltJ68Q4QRgHzfYA6JPOIERHnE8xg4TBgiFPEMqQSk5JFIkICB4eFNpV+Njg/T40Npw382JvzsOf27g9vPZHIYAYoZRoRjPGMcEIBB2seMDlIao4QCMEIYwhQwpRQDUI7HAJQyAoQxyhHggXDyTQDymAyAMYdkNS9EOUByu/ggN4IsGkQxUIQpRoghjEWCJAIIE4SBEsxRjLC8WQEEBolRPin5J8h1OWiIQCnFIwqrD7DqX34Ov8E1jqDjg2MEHUfi3yNG0PH/SnQkQysMPCSO/xOdWIFnwymXYY34YXSUV9JDtamD6z9GKUaIY+Rvs46EYEkSTCaDUikZjXqdTstxjOMYx1FJEgSBZ4zyPMcY1WjUer1WkgSLxaRUKgSBp5QoFJL8foNBp9NpBYE3m43i/8/e2we3cd55ng9eKNmT2WPdP17hbou3UyyWqnIq1tTZVZlNJkeUUuTaxbpSNCqdN9EWikX7zDn6LrOjTcDjhLeWkyjRXN+Qu3G8mtUc1owSK3HpQJtxOOuRDXIdOplw3ZRp+2ZokJqxbEEAGFkvUMu2UJiu5/54uhvd6AYIit0/oNHfTz3lktEg0P3BA/Tz7eel7xf3XKh2U+gLOYaiERaNWobmdommibiQrdUEMaC02WrT/tFR/K/xCerze8Uny4xJv3u6opFIKBwOdXVFw+GQCPb6Eq9h+5+bB8X5IDqK3hitT8j032qvixjiGzb6cLRieoKtP4eJCi/uWxMJRaIs+tv33f/b93/m/r3/6Lfv/6+7Ql17o5Hf2hvpCof2RvZEWOT+rr3RaCjSFb7/M3si0fD9v3X//fffJxrf93fdH42wSCTc1RX6zG/99n1d9923d+/99+3tikb1nrqwGFGv17qIrUS7mDbuoIuFxXg/MfU5HA7X9MqEwpFQaG8kHNkTCu1hn4mEwqEIi7LwXhYxH2Dj6Cgm8Ub13wF9fGM42hUOhVk4EtobieyNhPeGw12h0J5wuCsSiYTFKGLDZDga0frmRD3Uf0OYcU1KTOI1vs7hELs/d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" width="400" />Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-9896866470681408882012-03-11T15:08:00.005-07:002012-03-11T15:12:15.326-07:002ª Prova Campeonato Inteclubes Grupo C 2012<img alt="" height="164" 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" width="640" />Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-63761370863677286762012-03-04T03:50:00.016-08:002012-03-08T01:25:19.587-08:002ª Prova Campeonato Inteclubes LMP 2012<div style="text-align: justify;">Foi com a presença de 8 equipas que de desenrolou no SCM a 2ª prova do Campeonato Interclubes Endurance LMP 2012.</div><div style="text-align: justify;">Pela intensidade dos treinos e pelas novidades esperadas era grande a expectativa para esta corrida.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Ginho Rodrigues, afastado das lides do slot há 18 meses, mais interessado em escalas maiores, reapareceu com novas ideias e novas soluções.</div><div style="text-align: justify;">Igual a si mesmo, qual Colin Chapman, apostou na ligeireza do conjunto. Com um motor de caixa pequena de capacidade magnética semelhante aos de maior dimensão, criou um conjunto de desempenho impressionante.</div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKMcpQoFku3W4PKvTM_cq-Hy5QDzMMpUuNVLJTMQBJVcT8ffEfg4kLvf8fXsmDYCj7f_nT3qgRMw-kxog3TaixTlhAWgyi7rUda1veJgGZqaeBb21s4BW3it-zpz2ud2RBCFI7eravcZmX/s1600/Quaifica%C3%A7%C3%A3o+LMP2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKMcpQoFku3W4PKvTM_cq-Hy5QDzMMpUuNVLJTMQBJVcT8ffEfg4kLvf8fXsmDYCj7f_nT3qgRMw-kxog3TaixTlhAWgyi7rUda1veJgGZqaeBb21s4BW3it-zpz2ud2RBCFI7eravcZmX/s320/Quaifica%C3%A7%C3%A3o+LMP2.jpg" width="320" /></a></div><div style="text-align: justify;"> Logo na qualificação se confirmaram as expectativas, com Ginho Rodrigues a estabelecer a volta mais rápida em 8,046, deixando os restantes concorrentes a mais de meio segundo. </div><div style="text-align: justify;">Logo aqui se percebeu que as equipas do SCM a jogar em casa corriam para ganhar e ocuparam os 4 primeiros lugares da qualificação.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Mas numa corrida de 3 horas de duração tudo pode acontecer pelo que a incerteza do resultado ainda se mantinha.</div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7uBHxw1h_aWOkxJhgTsZCBlj__8aRCymGGCYhsifcFI2kv0uLQKPvGUPLsWACozYPtfpblLc0NFIaetuu7mmgXc0fia5yHN7sV38IF0Ic5aF_zNJ8WQfvKiE6G03CDo3q2aAOD-SnaYEp/s1600/GeralLMP2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7uBHxw1h_aWOkxJhgTsZCBlj__8aRCymGGCYhsifcFI2kv0uLQKPvGUPLsWACozYPtfpblLc0NFIaetuu7mmgXc0fia5yHN7sV38IF0Ic5aF_zNJ8WQfvKiE6G03CDo3q2aAOD-SnaYEp/s320/GeralLMP2.jpg" width="146" /></a></div><div style="text-align: justify;">A equipa do SCM 4 ao não conseguir arrancar pelo pelos próprios meios foi penalizada em 20 voltas. No final da corrida esta penalização foi determinante no resultado final. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Fizeram mais voltas que a equipa SMC5/Gianfranco mas ficaram em 2º lugar a 6 voltas do primeiro. </div><div style="text-align: justify;">De nada valeu o desempenho fantástico de Hugo Machado a conseguir o impossivel perante tamanha diferença de andamento. </div><div style="text-align: justify;">Valeu também nesta intensa competição, alguns problemas de contactos na equipa vencedora, o que associado à ainda falta de ritmo competitivo dos seus outros 2 elementos, João Ribeiro e Luis Ribeirinho Soares, tornaram possível essa emoção. Mas estiveram muito bem e não cometeram erros.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Em 3º lugar ficou a equipa SCM3 de Carlos Strecht, André Sousa e Nuno Abreu. Com um carro muito bom iniciaram a prova em excelência com um Carlos Stretcht em grande forma na pista 4. E ainda bem que assim foi, pois o motor foi perdendo desempenho, acabando a prova em "serviços mínimos" .</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">No 4º lugar ficou a equipa do Slot Clube do Porto, vencedora da prova anterior. Apesar do empenho colocado na prova, nunca pareceram sintonizados com a pista e o carro, pelo que o quarto lugar acaba por se bom. Mas pouco para uma equipa daquelas. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Desta vez a equipa da Absolute Beginners / Sebring Slot ficou em 5º lugar. Com um carro de impressionante motor, o restante conjunto pareceu dificil de conduzir com muita facilidade em sair da pista.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">A equipa SCM1 de Carlos Adan, Jorge Regedor e Fernando Paiva, ficou em 6º lugar, numa prova em que pareceram não se terem adaptado ao carro.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">A única equipa presente do Slot Center de Matosinhos ficou em penúltimo lugar. Pouca presença e muito pouco empenho para um clube que é parceiro nesta competição.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">No último lugar ficou a equipa Seri Racing. Para além do pouco conhecimento da pista o carro tinha um comportamento em curva muito difícil, não parecendo ter os pneus em boas condições. Deixaram boas indicações.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">A preceder a competição boa parte dos intervenientes almoçaram junto no 5 Oceanos. Como sempre bem recebidos e bem servidos.</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA2T2UfkEqOZEtCl-Wks-wnwuiACP41RwOsP8MCNRD8-MhwRzv5hiEhoVuuXDYG0UKPQErMNl_CLKnf3ixfi6gYY_-m7hGXxVuuVkcZonr6zq4YnWdrAEQo4rrcB8mO7wXYE-SGyN8g4ax/s1600/IMG_9217.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA2T2UfkEqOZEtCl-Wks-wnwuiACP41RwOsP8MCNRD8-MhwRzv5hiEhoVuuXDYG0UKPQErMNl_CLKnf3ixfi6gYY_-m7hGXxVuuVkcZonr6zq4YnWdrAEQo4rrcB8mO7wXYE-SGyN8g4ax/s320/IMG_9217.JPG" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPoL0Lc3f0vOaKjwhCPA3UT2YiDXgFPuk-_ciGOwyeD1E3isTlwOF-SU6mHX497980WNpiIxObmiRQ9x8sJyrjef7EPmH76khiEAYi7i76RC7sKQtpPCNzJdg-w1PRA1_hUrsjr520rtmQ/s1600/IMG_9218.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPoL0Lc3f0vOaKjwhCPA3UT2YiDXgFPuk-_ciGOwyeD1E3isTlwOF-SU6mHX497980WNpiIxObmiRQ9x8sJyrjef7EPmH76khiEAYi7i76RC7sKQtpPCNzJdg-w1PRA1_hUrsjr520rtmQ/s320/IMG_9218.JPG" width="320" /></a></div><div style="text-align: justify;"></div><div style="text-align: justify;"> Em conclusão. Ninguém deu por perdido o tempo que passou nesta prova. Bom ambiente e boa competição. Como irá ser a próxima prova? Como vão reagir as outras equipas?<br />
<br />
Classificação Final<br />
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1 º SCM5/Gianfranco - Ginho Rodrigues/João Ribeiro L.Ribeirinho Soares - 1613 <br />
2º SCM4 - Hugo Machado / Lelo Ribeiro / Francisco Bianchi - 1607 voltas<br />
3º SCM2 - Carlos Strecht / André Sousa / Nuno Abreu - 1513 voltas<br />
4º Slot Clube do Porto - Raúl Pinto / Lino Marão / Pedro Machado - 1498<br />
5º Absolute Beginners/SebringSlots - Luis Faria/António Claro/M. Teixeira - 1479 <br />
6º SCM1 - Carlos Adan / Jorge Regedor / Fernando Paiva - 1445 voltas<br />
7º S.Center Matosinhos - Agostinho Cardoso/Carlos Flash/Diogo Filipe - 1378 <br />
8º Seri Racing - Luis Teixeira / Ruben Oliveira / Pedro Santos - 1208 voltas<br />
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<h6 class="uiStreamMessage" data-ft="{"type":1}"><span class="messageBody" data-ft="{"type":3}">CAMPEONATO INTERCLUBES ENDURANCE LMP - 2012<br />
CLASSIFICAÇÃO APÓS A 2ª PROVA<br />
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1º SLOT CLUBE MATOSINHOS - 4 48 PONTOS<br />
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<span class="text_exposed_show"> 2º SLOT CLUBE DO PORTO 47 PONTOS<br />
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3º SLOT CLUBE MATOSINHOS - 3 40 PONTOS<br />
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4º ABSOLUTE BEGINNERS / SS 32 PONTOS<br />
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5º SLOT CLUBE MATOSINHOS - 5 30 PONTOS<br />
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6º SLOT CENTER MATOSINHOS 26 PONTOS<br />
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7º SLOT CLUBE MATOSINHOS - 1 24 PONTOS<br />
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8º TEAM SERI RACING 17 PONTOS<br />
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9º SLOT RACING FRIENDS 13 PONTOS<br />
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10º JUST 4 FUN / KARTCENTER 10 PONTOS<br />
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11º TEAM DSV 9 PONTOS<br />
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12º SLOT CLUBE MATOSINHOS - 2 8 PONTOS</span></span></h6><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixf41y-jLRaln8lw78SwSd7TaHpTn7xFGthWrBxQyJEXqsJp_fRvO0vJ933LTJZGiiI4XggAm5ZqGJxs1ZqxKhcm8iVKQcPiJt7C9o3nMsiVGycnLdNEeic_qo9xxzIisu_yV2OLp-bOJQ/s1600/IMG_9245.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixf41y-jLRaln8lw78SwSd7TaHpTn7xFGthWrBxQyJEXqsJp_fRvO0vJ933LTJZGiiI4XggAm5ZqGJxs1ZqxKhcm8iVKQcPiJt7C9o3nMsiVGycnLdNEeic_qo9xxzIisu_yV2OLp-bOJQ/s400/IMG_9245.JPG" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOdFmjeIkUiD30PWQDJXi7ANNQlQSwn6eF9MIRIX7VBu14PjKhEzjGVw-1DY4OiWe97Y60A_aA4V-s2LykYEQYZMWZdnL2HZhmXGdBOk4DdM192xN7gGETV6HFyJmYSrzSt2MmTn5qTTDh/s1600/QuadrofinalLMP.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOdFmjeIkUiD30PWQDJXi7ANNQlQSwn6eF9MIRIX7VBu14PjKhEzjGVw-1DY4OiWe97Y60A_aA4V-s2LykYEQYZMWZdnL2HZhmXGdBOk4DdM192xN7gGETV6HFyJmYSrzSt2MmTn5qTTDh/s400/QuadrofinalLMP.jpg" width="400" /></a></div><br />
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</div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-31095406157402052502012-02-29T04:41:00.009-08:002012-02-29T04:50:31.012-08:00Slot Clube de Matosminhos de novo em 3º lugar na Endurance Series 2012<div style="text-align: justify;"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgclvVMUmVzOVXUyokB763Q47Z82Fg_0GBKHxS3AqRFF8UxK10BNfR-AQnVIWEbDW33POAX-AXTChD6x2DvSRCok_rG7vSnlV08Y8s36s-mE9TkxSJNf3Sr9uwXGRPXbkeZ9vuPgEFQW1tx/s1600/417051_176492622465589_100003145571276_273399_853093380_n.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgclvVMUmVzOVXUyokB763Q47Z82Fg_0GBKHxS3AqRFF8UxK10BNfR-AQnVIWEbDW33POAX-AXTChD6x2DvSRCok_rG7vSnlV08Y8s36s-mE9TkxSJNf3Sr9uwXGRPXbkeZ9vuPgEFQW1tx/s320/417051_176492622465589_100003145571276_273399_853093380_n.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Retirado do Facebook</td></tr>
</tbody></table><strong><span style="background-color: #f3f3f3; color: #06082c; font-family: Verdana;">Crónica de Alexandre Bianchi</span></strong><br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOVLuNyaMUx1YzViBgEpONl4tOXx9BcuT43kvTIdg4a53CAL0uUCgwM0QBmk74T7WIP1tntYvb9XCKD3i5BO4cALE8avmvIyMfu6na66ve985trLPs78AkEsqkJ0SPmiZdjqFQtt5Jo_IV/s1600/424751_176489392465912_100003145571276_273391_1352769811_n.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOVLuNyaMUx1YzViBgEpONl4tOXx9BcuT43kvTIdg4a53CAL0uUCgwM0QBmk74T7WIP1tntYvb9XCKD3i5BO4cALE8avmvIyMfu6na66ve985trLPs78AkEsqkJ0SPmiZdjqFQtt5Jo_IV/s320/424751_176489392465912_100003145571276_273391_1352769811_n.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Retirado do Facebook</td></tr>
</tbody></table></div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
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</div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
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</div><div style="text-align: justify;"><span style="color: white; font-family: Verdana;">No ultimo sábado 2012/02/25 realizou-se a 2ª prova do Endurance Series no<br />
Clube de Slot de Braga. </span></div><div style="text-align: justify;"><span style="color: white;"><br />
</span></div><div style="text-align: justify;"><span style="color: white; font-family: Verdana;">A prova foi inteiramente dominada por duas equipas de Braga, o GTTEAM e o Clube de Slot de Braga que se classificaram em 1º e 2º lugar, respectivamente. </span></div><div style="text-align: justify;"><span style="color: white; font-family: Verdana;">Apesar de serem ambos igualmente rápidos o GTTEAM mostrou uma maior consistencia de andamento e parece que tem estudado e testado bem cada prova. </span></div><div style="text-align: justify;"><span style="color: white; font-family: Verdana;">Por isso já ganhou as 2 primeiras provas. </span></div><div style="text-align: justify;"><span style="color: white;"><br />
</span></div><div style="text-align: justify;"><span style="color: white; font-family: Verdana;">No 3º lugar classificou-se o Slot Clube de Matosinhos, que durante toda a prova se debateu com um motor com fraco rendimento. Aliás, a diferença de rendimento dos motores dos 2 primeiros em relação às outras equipas era por demais evidente. </span></div><div style="text-align: justify;"><span style="color: white;"><br />
</span></div><div style="text-align: justify;"><span style="color: white; font-family: Verdana;">Este 3º lugar do SCM deveu-se só ao grande virtuosismo de Lelo Ribeiro e Hugo Machado porque eramos em média 4 décimas mais lentos dos que os primeiros e 1 a 2 décimas mais lentos do que a Trofa. </span></div><div style="text-align: justify;"><span style="color: white;"><br />
</span></div><div style="text-align: justify;"><span style="color: white; font-family: Verdana;">Em 4º lugar ficou o Slot Clube da Trofa que se debateu com alguns problemas de contactos e<br />
afinação da frente do carro. Aliás, no 3º turno um seu mecanico, em que me vou escusar de mencionar o nome pelo embaraço da situação ( cá entre nós, foi o Vilas! ) em vez de levantar um pouco as palhetas acabou, literalmente, por escachá-las. </span></div><div style="text-align: justify;"><span style="color: white;"><br />
</span></div><div style="text-align: justify;"><span style="color: white; font-family: Verdana;">No 5º lugar ficou a equipa Absolute Beginers, que mostrou um andamento rápido e consistente e em 6º lugar ficou o Slot Clube do Porto que penou com a falta de treino de um dos seus elementos ( cá entre nós, foi o Lino! ). </span></div><div style="text-align: justify;"><span style="color: white;"><br />
</span></div><div style="text-align: justify;"><span style="color: white; font-family: Verdana;">Ao contrário da anterior prova, desta vez os pneus não deram problemas, visto que agora foram utilisados e voltarão a ser até ao final do campeonato, os P6 da SLOT IT. </span></div><div style="text-align: justify;"><span style="color: white; font-family: Verdana;">Embora não seja um pneu macio e muito aderente tem o conveniente de não se desgastar nem precisar de muitas limpezas. Para a próxima prova em Aveiro só desejo que o Slot Clube de Matosinhos tenha mais sorte com o motor e que o Francisco Bianchi me substitua bem, o que não<br />
é dificil...<br />
<br />
Grande abraço!<br />
Alexandre Bianchi </span><br />
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</div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com1tag:blogger.com,1999:blog-3098945562032488699.post-32084509774953944562012-02-26T07:59:00.007-08:002012-03-01T12:21:59.641-08:001ª Prova de Campeonato de Turismo Clássico André Sousa estreia-se a vencer no SCM<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcxu2bh0p5bgs4wCM5MAb8hUYkxuXCH1qnV2VaqMUSW8l37YOes6qpoif-2HtTKTndUiREq3BYR4-MMM6jMbJ8DtfgSN4FVqLil2ZXpWldeap6hgMP1ZLs1Y5-8-TDLp54AhEv0sMnlnX1/s1600/IMG_9053.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcxu2bh0p5bgs4wCM5MAb8hUYkxuXCH1qnV2VaqMUSW8l37YOes6qpoif-2HtTKTndUiREq3BYR4-MMM6jMbJ8DtfgSN4FVqLil2ZXpWldeap6hgMP1ZLs1Y5-8-TDLp54AhEv0sMnlnX1/s400/IMG_9053.JPG" width="400" /></a></div><br />
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Classificação final (sujeita a confirmação pelos empates ocorridos)<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAW0vG7cOVgSJTPpf2tsvDYQKRf1YnFXM7Q_f8p3f29SeY8glxbY8ZqPw0u7qxvrxFy0cHH2lteAEhOTxSUhTt5ArImJYH-Bxtvz4LUyZuxAcyGGobDfuFa2XZ8K4MVdb29-ggz7XRd28O/s1600/1TC1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAW0vG7cOVgSJTPpf2tsvDYQKRf1YnFXM7Q_f8p3f29SeY8glxbY8ZqPw0u7qxvrxFy0cHH2lteAEhOTxSUhTt5ArImJYH-Bxtvz4LUyZuxAcyGGobDfuFa2XZ8K4MVdb29-ggz7XRd28O/s320/1TC1.jpg" width="320" /></a></div><br />
TC1 - "até 1300"<br />
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Qualificação<br />
Manuel Melo<br />
Francisco Bianchi <br />
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1º - Francisco Bianchi - Fiat Abarth 1000 (SCX) - 105 voltas<br />
2º - André Sousa - Fiat Abarth 1000 (Reprotec) - 104 voltas<br />
3º - Manuel Melo - Fiat Abarth 1000 (SCX) - 103 voltas<br />
4º - Diogo Matos - Fiat Abarth 1000 (Reprotec) - 100 voltas<br />
5º - Carlos Adan - Fiat Abarth 1000 (SCX) - 99 voltas <br />
6º - Jorge Regedor - Fiat Abarth 1000 (Reprotec) - 98 voltas<br />
7º - Nuno Abreu - Ford Cortina (Revell) - 98 voltas <br />
8º - Joca Craveiro - Ford Cortina - 97 voltas<br />
9º - Jorge Gonçalves - Fiat 850 Coupé (SCX) - 93 voltas<br />
10º - Carlos Strecht - Renault 8 (SCX) - 91 voltas <br />
11º - Jorge Cardoso - Fiat Abarth 1000 (Reprotec) 90 voltas<br />
12º - José Sequeira - Ford Cortina (Revell) - 90 voltas<br />
13º - Rui Queirós - Fiat Abarth 1000 (Reprotec) - 90 voltas<br />
14º - José Carlos Cidrais - NSU TT (Revell) - 86 voltas<br />
15º - Óscar Lemos - 82 voltas<br />
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Volta mais rápida: André Sousa - 9,554 (calha 4) <br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmJsZxxBzq-TkaLQYlSsvoHcPkASn0tiExARLsa9Ih82P9VBwy23NVTwfVxMJ3cZCf-lOl7ygB2H-2hpDH70Cm6ZsiGU5cS_C8hg92mfHvEPLAc4uj9sIkZ65-NXhlSfer4aVWZsQSrzKI/s1600/1TC2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmJsZxxBzq-TkaLQYlSsvoHcPkASn0tiExARLsa9Ih82P9VBwy23NVTwfVxMJ3cZCf-lOl7ygB2H-2hpDH70Cm6ZsiGU5cS_C8hg92mfHvEPLAc4uj9sIkZ65-NXhlSfer4aVWZsQSrzKI/s320/1TC2.jpg" width="320" /></a></div><br />
TC2 - "mais de 1300"<br />
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Qualificação<br />
Francisco Bianchi - 8,885<br />
Manuel Melo - 8,887<br />
Joca Craveiro 9,014<br />
Jorge Regedor - 9,101<br />
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1º -André Sousa - Alfa Romeo 2000 GTV (Fly) - 114 voltas<br />
2º - Francisco Bianchi - Alfa Romeo GTAJ (Fly) - 113 voltas<br />
3º - Joca Craveiro - Alfa Romeo GTAm (Fly) - 111 voltas<br />
4º - Manuel Melo - Alfa Romeo GTAm (Fly) - 110 voltas<br />
5º - Jorge Regedor - Alfa Romeo 2000 GTV (Fly) - 110 voltas <br />
6º - Carlos Adan - Alfa Romeo GTAm (Fly) - 108 voltas<br />
7º - Jorge Cardoso - BMW 2002 (Spirit) - 107 voltas <br />
8º - Rui Queirós - Alfa Romeo 2000 GTV (Fly) - 107 voltas<br />
9º - Nuno Abreu - Ford Escort 1600 (Superslot) - 107 voltas <br />
10º - Carlos Strecht - Alfa Romeo GTAJ (Team Slot) - 105 voltas<br />
11º - Jorge Gonçalves - 104 voltas<br />
12º - José Carlos Cidrais - Alfa Romeo GTAJ (Fly) - 96 voltas<br />
13º - Óscar Lemos - Renault 8 (SCX) - 92 voltas<br />
14º - José Sequeira - Ford Escort 1600 (Superslot) - 89 voltas<br />
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Volta mais rápida: Joca Craveiro - 8,857 (calha 4)Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-42278590177092686162012-02-22T13:57:00.001-08:002012-02-22T13:58:03.252-08:00Campeonato de Turismos Clássicos no SCM<div class="separator" style="clear: both; text-align: left;">É já no dia 24, sexta-feira, a 1ª prova deste campeonato.</div><div class="separator" style="clear: both; text-align: left;">Lembramos que cada participante, se assim o entender, pode participar com um carro em cada uma das duas categorias:</div><div class="separator" style="clear: both; text-align: left;"><br />
</div><div class="separator" style="clear: both; text-align: left;">1 - TC1 "até 1300"</div><div class="separator" style="clear: both; text-align: left;">- Chassis original</div><div class="separator" style="clear: both; text-align: left;">- Largura máxima de vias 48 mm</div><div class="separator" style="clear: both; text-align: left;">- Peso minimo da carroceria 22 gr</div><div class="separator" style="clear: both; text-align: left;"><br />
</div><div class="separator" style="clear: both; text-align: left;">2 - TC2 "mais de 1300"</div><div class="separator" style="clear: both; text-align: left;">- Chassis original ou slot classic</div><div class="separator" style="clear: both; text-align: left;">- Largura máxima de vias 52 mm</div><div class="separator" style="clear: both; text-align: left;">- Peso minimo de carroceria 24 gr.</div><div class="separator" style="clear: both; text-align: left;"><br />
</div><div class="separator" style="clear: both; text-align: left;">Numa fantástica realização de Rui Queirós, fomos presentados com esta maravilha pelo próprio.</div><div class="separator" style="clear: both; text-align: left;">O nosso muito obrigado</div><div class="separator" style="clear: both; text-align: center;"><br />
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</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVbeVje2ZC1CpsrVwPw-dGQWMiJe8K4ZGWkqK6gN5LWndC6er-ogNJ8kJu1kC87LE6La0-HTL6d2A-iPcl_FTej81BVTXhR-C-kQ3ecfgpWI3_Ypp3KEyYd8hHl6s3CqHAbD6f0ExyJo3B/s1600/RUICS_CartazTC12_web.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVbeVje2ZC1CpsrVwPw-dGQWMiJe8K4ZGWkqK6gN5LWndC6er-ogNJ8kJu1kC87LE6La0-HTL6d2A-iPcl_FTej81BVTXhR-C-kQ3ecfgpWI3_Ypp3KEyYd8hHl6s3CqHAbD6f0ExyJo3B/s400/RUICS_CartazTC12_web.jpg" width="277" /></a></div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com1tag:blogger.com,1999:blog-3098945562032488699.post-89609999795594063552012-02-18T04:30:00.008-08:002012-02-18T04:51:45.067-08:001ª Prova do Campeonato Endurance Grupo C / Duplas no SCMFoi num ambiente fantástico que decorreu a 1ª prova do campeonato de Endurance Grupo C / Duplas no nosso clube.<br />
Este campeonato resulta de uma parceria com o Slot Culbe do Porto e será composta por seis provas a disputar nas pistas dos dois clubes.<br />
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Responderam à chamada 10 equipas. Às 9 já anunciadas juntou-se a JJ Racing de Jorge Martins de José Manuel.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFysaYFGGaRwi5V9-rweu4b5Rx4xixXwGo_Vu73rswit1eiQR3SZCcsbBjXY7ItDwzC1-S45kDv4N9E2E3l-JjzFJy4ww6fQ_8OidJhv6Nte9WDDdxFOTNjnFmS8vGg_Cm8UnuTUHVGxd7/s1600/Pole-GRC-SCM1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFysaYFGGaRwi5V9-rweu4b5Rx4xixXwGo_Vu73rswit1eiQR3SZCcsbBjXY7ItDwzC1-S45kDv4N9E2E3l-JjzFJy4ww6fQ_8OidJhv6Nte9WDDdxFOTNjnFmS8vGg_Cm8UnuTUHVGxd7/s200/Pole-GRC-SCM1.jpg" width="200" /></a></div>Logo na pole position as intenções ficaram claras. <br />
Ao obter o melhor registo, Manuel Melo da BM competições perfilou-se como candidato à vitória logo seguido de Hugo Machado da SFT a curta distância. Em 3º aparece Márcio Teixeira da AB/SebringSlot deixando claro que também seria candidato. Nos lugares seguintes ficaram muitos equipas separadas por pouco tempo, fazendo prever uma noite cheia de emoções.<br />
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E aasim foi. Na luta pela vitória a SFT não deu hipoteses com um ritmo muito forte e consistente. À equipa BM restou um 2º lugar e a consolação de ter obtido os melhores registos de voltas mais rápidas em 4 das 6 pistas. <br />
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A equipa Absolute Beginners /Sebringslot ficou num indiscutivel 3º lugar a premiar uma prova bem preparada e com um desempenho seguro. <br />
O quarto foi para a fantástica equipa de Adan Figueiredo Racing que se conseguiu superiorizar à cansagrada equipa LINPEM de Lino Marão e Pedro Machado por poucos metros, após uns últimos 10 minutos de muita emoção vividos por Carlos Adan.<br />
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Entre o 6º classificado, a Fun Slot de Carlos Strecht e Jorge Cardoso e a 7ª classificada Star Racing de Luis Alcino e Raúl Pinto apenas uma volta a separar. <br />
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Com um carro ainda pouco evoluido a equipa da casa, Scorpion Team de Nuno Abreu e André Sousa não foi além do 8º lugar, já bem distante destas lutas. <br />
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O 9º lugar foi para a JJ Racing e o 10º para a equipa de Adérito Varejão e António Oliveira que acusaram um total desconhecimento da pista.<br />
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Um boa jornada de Slot, isento de complicações, deixando a todos a vontade de mais.<br />
A desforra será no dia 9 de Março na pista do Slot Clube do Porto.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiFjeCBKCzTUUzNbS7zsvbicBys_9OcLx5r6wQS9kCEa5ukYSXgj7OSvOVTeE1QPzOgWUbt7hbZTLMSlndsUYNfyQw_WAWTnNeQef10qqx17Tiz2V-fRsYqD9ynJuIfcWikvEZbhuGz7wm/s1600/Classifca%C3%A7%C3%A3oGRC-1-SCM.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiFjeCBKCzTUUzNbS7zsvbicBys_9OcLx5r6wQS9kCEa5ukYSXgj7OSvOVTeE1QPzOgWUbt7hbZTLMSlndsUYNfyQw_WAWTnNeQef10qqx17Tiz2V-fRsYqD9ynJuIfcWikvEZbhuGz7wm/s320/Classifca%C3%A7%C3%A3oGRC-1-SCM.jpg" width="265" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd3JqAWZuK3-JSnwqXMESMV-0kwFUf7Gwy5W_209fWirRdbj_YLQfKs8b0xgeJ7apsxQ4PXvo3imPQXNCY2fuolsdPAuIjEOtdLkelKNDFGXep0nW0_QdeB7mnSanme0sthl4Lf2RwriGe/s1600/Quadro+Classifca%C3%A7%C3%A3oGRC-1-SCM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd3JqAWZuK3-JSnwqXMESMV-0kwFUf7Gwy5W_209fWirRdbj_YLQfKs8b0xgeJ7apsxQ4PXvo3imPQXNCY2fuolsdPAuIjEOtdLkelKNDFGXep0nW0_QdeB7mnSanme0sthl4Lf2RwriGe/s640/Quadro+Classifca%C3%A7%C3%A3oGRC-1-SCM.jpg" width="640" /></a></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: left; float: left; margin-bottom: 1em;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS13EpVqf0ys4jZnpETaMnqoqfRVG5tgeqYpQvITUFUNT1mpu6txi9ZX6qsWdPy5acjK-MlIsJL1iBarDzN8BJ0BH095y3OnmPv8KhbeofMjiv2PT8AMkXyAJhZb6law4lgv0qjGofsEfk/s1600/GRC1-1%C2%BA+classificados.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS13EpVqf0ys4jZnpETaMnqoqfRVG5tgeqYpQvITUFUNT1mpu6txi9ZX6qsWdPy5acjK-MlIsJL1iBarDzN8BJ0BH095y3OnmPv8KhbeofMjiv2PT8AMkXyAJhZb6law4lgv0qjGofsEfk/s200/GRC1-1%C2%BA+classificados.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">1º - Hugo Machado / Carlos Sterch / Lelo Ribeiro</td></tr>
</tbody></table><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOKdic6inLbCPWPPw_oVpMoYP1Uwq1iDGahdWyQaEwws8Pb440N7tqsfBfBGP89mzSe_Dys30ntAwxZcgwV1Fi-D7geHPNN3uyru6JqswKjSCjzdR4jJZoch8AV3i_s7quDZFawCJgKxTb/s1600/GRC1-3%C2%BA+classificados.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="169" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOKdic6inLbCPWPPw_oVpMoYP1Uwq1iDGahdWyQaEwws8Pb440N7tqsfBfBGP89mzSe_Dys30ntAwxZcgwV1Fi-D7geHPNN3uyru6JqswKjSCjzdR4jJZoch8AV3i_s7quDZFawCJgKxTb/s200/GRC1-3%C2%BA+classificados.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">3º - Márcio Teixeira / Carlos Strecht / Luis Faria</td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHCMk3OEroK1Thgrqmp3huwF_-JkjDzEP7DVp5SpK8QBWGJptVbETuTcLoC3c4A31bOC3EM62euvU-crSs9UZ-3E2Nq0x2dHM8K5mOmq9p1yC6VRLBFQ9l7veZPTxibVXnzKH25cnInz1A/s1600/GR1+-+p%C3%B3dio.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimu91T3VQF0Bu_5Er-cscxhOUR9renn9EOBdmGfN5M8BZJVXLP9hZW_BbZeqS0WmfcI9DUh0EuPfGgczlTz_MJsl9yjUP6NINV_FQp1fBBMdKMely2d5yrQop0-BkccKL7gzU42PZuHf2N/s1600/GRC1-2%C2%BA+classificados.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimu91T3VQF0Bu_5Er-cscxhOUR9renn9EOBdmGfN5M8BZJVXLP9hZW_BbZeqS0WmfcI9DUh0EuPfGgczlTz_MJsl9yjUP6NINV_FQp1fBBMdKMely2d5yrQop0-BkccKL7gzU42PZuHf2N/s200/GRC1-2%C2%BA+classificados.jpg" width="178" /></a><img border="0" height="424" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHCMk3OEroK1Thgrqmp3huwF_-JkjDzEP7DVp5SpK8QBWGJptVbETuTcLoC3c4A31bOC3EM62euvU-crSs9UZ-3E2Nq0x2dHM8K5mOmq9p1yC6VRLBFQ9l7veZPTxibVXnzKH25cnInz1A/s640/GR1+-+p%C3%B3dio.jpg" width="640" /></div><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOyo2qEy2hcK7UthFKS1TuKaat1nX8QF5_k2Gp6y4Jb-bGAel5GhBWv85IBXl8nBxuifhmlf0tH-njV6ar9lGrV2wyCMkaxSaHLiyIItUh-uK4x8f8blnkV9U-CPs0-TwzkLXzpSkeEi69/s1600/GRC-1-carros.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOyo2qEy2hcK7UthFKS1TuKaat1nX8QF5_k2Gp6y4Jb-bGAel5GhBWv85IBXl8nBxuifhmlf0tH-njV6ar9lGrV2wyCMkaxSaHLiyIItUh-uK4x8f8blnkV9U-CPs0-TwzkLXzpSkeEi69/s640/GRC-1-carros.jpg" width="640" /></a></div><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe3jwrynOPYsi7PSvZR_4UzHREEtQ_jkGhlzAy52381-qGhLdCVxih-M6MKUi2hbNCvZSkaKErIUhIM9GcTFGeBndX5Ik9DJo3byGm5AD0e_Hry-9vVx-m2PcuFIslpeOKmwWtdiwAXU88/s1600/GRC-SCM1-participantes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe3jwrynOPYsi7PSvZR_4UzHREEtQ_jkGhlzAy52381-qGhLdCVxih-M6MKUi2hbNCvZSkaKErIUhIM9GcTFGeBndX5Ik9DJo3byGm5AD0e_Hry-9vVx-m2PcuFIslpeOKmwWtdiwAXU88/s640/GRC-SCM1-participantes.jpg" width="640" /></a></div><br />
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<div class="separator" style="clear: both; text-align: center;"></div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-74983535164354490192012-02-13T14:45:00.000-08:002012-02-13T14:45:22.339-08:005º Prova de Grupo C Duplas SFT vence e BM campetições é campeã<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7MIDRNFTz_fu5EHCQUoT7M4wohpQYaaCZg6WDq9tu8oEHFflwfl9WFqm-CedK3ywOmF8-vZkbsFvyBdVug8WhfV43WNWeuq5oWMxlGuD-VN80rjs5rGk8Doj6403N-uNNzA4Aedo0quQo/s1600/Resultado.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7MIDRNFTz_fu5EHCQUoT7M4wohpQYaaCZg6WDq9tu8oEHFflwfl9WFqm-CedK3ywOmF8-vZkbsFvyBdVug8WhfV43WNWeuq5oWMxlGuD-VN80rjs5rGk8Doj6403N-uNNzA4Aedo0quQo/s400/Resultado.jpg" width="400" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidWLey-LqDZRY1wmHBM2c-5wploBMuwkuqmRMmxN_fB02Fa6jwHMcq51ygQgJySZsXE0vSmZaSfHeLg3aogGw-TVHHyTgZ3ocK6T01QF3vpUHDr9MSm8lj5iSIDFccwqbk9vqL4G8SjQP1/s1600/Grupo+C+final+001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidWLey-LqDZRY1wmHBM2c-5wploBMuwkuqmRMmxN_fB02Fa6jwHMcq51ygQgJySZsXE0vSmZaSfHeLg3aogGw-TVHHyTgZ3ocK6T01QF3vpUHDr9MSm8lj5iSIDFccwqbk9vqL4G8SjQP1/s400/Grupo+C+final+001.jpg" width="400" /></a></div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-53657960133778934582012-02-13T06:23:00.002-08:002012-02-14T09:26:38.819-08:00Campeonato de Endurance Grupo C / Duplas 2012<div style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0T4onTD6omkTfCixNQjU5W3apPw4QNXGJpZnCdvy6nty2TTDuChkmYz_ZidXw62wNiUPK3kzMSyBG-t_-isTg8gMjQ7nL3eFK_oInyX5BeQgMj0P7o66WnFTfZHyJoOf_tON9CaMaz0XG/s1600/Cartaz_GrC12.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0T4onTD6omkTfCixNQjU5W3apPw4QNXGJpZnCdvy6nty2TTDuChkmYz_ZidXw62wNiUPK3kzMSyBG-t_-isTg8gMjQ7nL3eFK_oInyX5BeQgMj0P7o66WnFTfZHyJoOf_tON9CaMaz0XG/s320/Cartaz_GrC12.jpg" width="224" /></a>Começa no dia 18 de Fevereiro nas nossas instalações o Campeonato de Endurance de Grupo C em parceria com o Slot Clube do Porto.</div><div style="text-align: justify;">Estão já confirmadas 9 equipas, mas sabemos que mais estão em gestação.</div><div style="text-align: justify;">A não perder.</div><br />
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Absolute Beginners / SebringSlot - Filipe Morais / Luis Faria<br />
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Star Racing Team - Raul Pinto / Luis Alcino<br />
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LINPEM - Lino Marão / Pedro Machado<br />
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Team DSV - António José Oliveira / Adérito Varejão<br />
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BM competições - Manuel Melo / Francisco Bianchi / Ginho Rodrigues<br />
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Slot Friends Team - Hugo Machado / Lelo Ribeiro<br />
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Fun Slot - Carlos Strecht / Jorge Cardoso<br />
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Adan Figueiredo Racing - Carlos Adan / Pedro Figueiredo -<br />
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Scorpion Team - André Sousa / Nuno AbreuSlot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com0tag:blogger.com,1999:blog-3098945562032488699.post-90004715179440675182012-02-12T04:46:00.000-08:002012-02-12T12:29:04.836-08:00III Endurance SLOT IT Portugal - 1ª Prova<div style="text-align: justify;">Crónica de Francisco Bianchi de Aguiar <br />
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Decorreu dia 11 nas instalações do Slot Clube do Porto a primeira prova da III Endurance SLOT IT Portugal.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">A equipa do SCM fez-se representar com duas equipas: A SCM 1 com Hugo Machado, Lelo Ribeiro e Francisco Bianchi e a SCM 2 com Jorge Regedor, Fernando Paiva e Pedro Figueiredo.</div><div style="text-align: justify;"><br />
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" width="246" /></a> Em relação à época transacta o regulamento conheceu duas novidades. Os pneus utilizados deixaram e ser os P6 da Slot It e o motor passou a ser a referência de Scaleauto SC 0008B.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><a 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" width="200" /></a>Se a menor capacidade magnética do novo motor não causou problemas aos participantes, a opção por estes pneus revelou-se desastrosa. Apesar de estarem referenciados como 20mm, e terem até uma boa aderência, na realidade não chegam a 19 mm.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Assim, a cremalheira Slot It (a utilizada habitualmente) tocava na pista desde o primeira utilização comprometendo o desempenho do conjunto.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Com o trabalho de casa bem feito, a equipa GT Team experimentou as cremalheiras da Scaleauto que por terem um diâmetro menor (16, 75) quase não tocavam na pista e tendo com isso uma grande vantagem. Ao serem com a outra equipa de Braga as únicas a não usarem as Slot It rapidamente em pista confirmaram esta situação. Seguramente a Slot It não vendará mais uma cremalhera para este campeonato.</div><div style="text-align: justify;"><br />
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" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Corona 28d eje de 3/32". diam. 16.75mm</td></tr>
</tbody></table><div style="text-align: justify;">A acrescentar ao problema já descrito a degradação dos pneus foi excessiva para uma prova com estas características. Os pneus tinham de ser limpos com frequência e ao serem-no com benzina, veio agravar ainda mais o desempenho dos conjuntos com um desagradável barulho das cremalheiras a raspar na pista e com os carros a não conseguirem andar e travar. A maioria das equipas teve de montar um segundo conjunto durante a prova. Mau de mais, a lembrar outros eventos.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Desportivamente venceu a equipa GT Team, que a acrescentar a vantagem já descrita teve um desempenho sem falhas estando por tudo isso de parabéns.<br />
Em segundo ficou a equipa da Trofa e no 3º lugar a 1ª equipa do nosso clube, numa prova em ficou a ideia que podiamos ter feito melhor se tivessemos descoberto atempadamente o problema das cremalheiras. A equipa do SCP ficou logo a seguir com menos três voltas, o que significa que vencemos a corrida a nível doméstico.</div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: 0px; margin-right: 0px; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyMAh7BifVgAEjBQYmaM9iHlhCp3bbmX0248wuibqu5HsXtMamzuS7qb-aZee-epQBJXRz9vurWNGBLW2uBzY0PENhRdlfj0lS2N9l5gZvky8CaQ2GQpdKd9bj1x-HiSb63G-7a_E-QzJX/s1600/SCM001_p.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyMAh7BifVgAEjBQYmaM9iHlhCp3bbmX0248wuibqu5HsXtMamzuS7qb-aZee-epQBJXRz9vurWNGBLW2uBzY0PENhRdlfj0lS2N9l5gZvky8CaQ2GQpdKd9bj1x-HiSb63G-7a_E-QzJX/s400/SCM001_p.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Foto cedida por António Claro</td></tr>
</tbody></table><div style="text-align: justify;">Destaque para o grande desempenho de Lelo Ribeiro, e para a maturidade revelada por Hugo Machado. Para além de ter sido um chefe de equipa e mecânico exemplar, não hesitou em abdicar de turnos de condução para que o resultado final fosse este, ao poder assim efectuar um trabalho de boxe perfeito. Na pista também teria sido.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">A segunda equipa do SCM formado por Jorge Regedor, Fernando Paiva e Pedro Figueiredo ficaram em 8º lugar, numa prova plena de dificuldades com os pneus.</div><div style="text-align: justify;">De registar a proximidade das equipas com um pequeno numeros de voltas entre o 3º e 6 lugares, o que revela bem a emotividade sentida nesta tarde de sábado.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">A proxima prova será dentro de duas semanas na pista do Slot Clube de Braga </div><div style="text-align: justify;"> </div><div style="text-align: justify;">1º - GT team ART - 679</div><div style="text-align: justify;">2º - SlotCar Trofa - 675</div><div style="text-align: justify;">3º - Slot Clube de Matosinhos - 663</div><div style="text-align: justify;">4º - Slot Clube do Porto - 660</div><div style="text-align: justify;">5º - CS Braga - 658</div><div style="text-align: justify;">6º - Absolute Beginners - 655</div><div style="text-align: justify;">7º - CAT Racing - 629</div><div style="text-align: justify;">8º - Slot Clube de Matosinhos 2 - 612</div><div style="text-align: justify;">9º - Slotspot - 597</div><div style="text-align: justify;">10º - Gentleman Drivers - 595</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-fenQCnEquB7NcnNeCRe8x-wQZ68-l62bHXBMIqub-0x-Kr_dNez-30jZgcRkFQ8d9_ljBihw2H8mPArFTBY6NxnprlYYQH0nIhW9t-Y7xGzHtUd-ryz5kC-6DRX3gwSEiJGs8Z3AIenf/s1600/3%C2%BAClassificado_p.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-fenQCnEquB7NcnNeCRe8x-wQZ68-l62bHXBMIqub-0x-Kr_dNez-30jZgcRkFQ8d9_ljBihw2H8mPArFTBY6NxnprlYYQH0nIhW9t-Y7xGzHtUd-ryz5kC-6DRX3gwSEiJGs8Z3AIenf/s400/3%C2%BAClassificado_p.jpg" width="400" /></a></div>Slot Clube de Matosnhoshttp://www.blogger.com/profile/03416073024551084471noreply@blogger.com1