PRIMEIROS SOCORROS
Em um bairro distante do centro da cidade fictícia de Laranjal houve um confronto entre dois grupos rivais para assumir o controle da região. Durante o confronto, uma vítima foi atingida por disparos de arma de fogo de grande calibre que atingiu o tórax, o braço e o flanco, ambos do lado direito da vítima. A vítima caiu ao chão e foi possível ver uma considerável quantidade de sangramento no local. Um morador acionou o Serviço de Atendimento Móvel de Urgência e relatou o acontecido. Desta forma, considerando o ocorrido, o médico na central de regulação do SAMU solicitou o envio de qual tipo de viatura para o atendimento móvel pré-hospitalar? Assinale a seguir a alternativa que contém a resposta correta.
Uma ambulância de suporte básico que irá transportar a vítima para a unidade de pronto atendimento, pois a vítima não foi classificada pelo médico da central de regulação com a gravidade necessária que justifique intervenção médica no local.
Uma ambulância de transporte que é destinada ao transporte da vítima, em decúbito horizontal, para leva-la do local até a unidade de pronto atendimento.
Uma ambulância de suporte avançado, pois a vítima foi classificada como emergência de alto risco e que necessita de cuidados médicos intensivos.
Uma ambulância de resgate que é destinada ao atendimento de urgências pré-hospitalares de vítimas presentes em locais de difícil acesso.
Uma ambulância de suporte avançado que irá remover a vítima, em decúbito horizontal, até uma unidade de pronto atendimento, pois a vítima foi classificada como urgência médica sem risco iminente de vida.
Vamos imaginar que você encontrou um adulto, caído no chão, inconsciente e, próximo a sua boca, continha vômito com restos alimentares. Ainda, você observou que a vítima está cianótica e com dificuldade respiratória e logo suspeitou que a vítima poderia estar sofrendo de obstrução das vias aéreas. Você, com os seus conhecimentos resolveu aplicar as manobras para desobstruir as vias aéreas dessa vítima. Leia as assertivas abaixo e identifique as verdadeiras. Em seguida encontre a alternativa que contém as manobras corretas para serem realizadas para esse caso.
I- Realizar as manobras de Heimlich ao aplicar cinco compressões no abdome, no sentido para dentro e para cima.
II- Posicionar o adulto sentado e aplicar cinco impulsos rápidos e vigorosos, no sentido para dentro e para cima, contra o abdome da vítima.
III- Realizar a técnica de varredura digital com a finalidade de remover os restos alimentares do vômito e, em seguida fazer cinco ventilações boca-a-boca.
IV- As compressões no abdome são realizadas na linha média, entre a cicatriz umbilical e o processo xifoide.
As manobras corretas estão contidas nas afirmativas II e III apenas.
As manobras corretas estão contidas nas afirmativas III e IV apenas.
As manobras corretas estão contidas nas afirmativas II, III e IV apenas.
As manobras corretas estão contidas nas afirmativas I e IV apenas.
As manobras corretas estão contidas nas afirmativas I, II e III apenas.
Vamos imaginar que você combinou de encontrar uma colega de trabalho que está gravida de sete meses para almoçar. Durante o almoço, ela engasgou com um pedaço de mandioca, logo em seguida, ela levou as mãos ao redor do pescoço e apresentou tosse intensa. Você logo identificou que a sua colega estava com obstrução das vias aéreas e iniciou os procedimentos de primeiros socorros. Leia as assertivas abaixo e identifique as verdadeiras. Em seguida encontre a alternativa que contém as manobras corretas para serem realizadas para esse caso.
I- Realizar as manobras de Heimlich ao aplicar cinco compressões na linha média do abdome, entre a cicatriz umbilical e o processo xifoide.
II- Identificar a linha média do tórax, entre o manúbrio do esterno e o processo xifoide e, nesse ponto, aplicar as compressões para expelir o pedaço do alimento.
III- Posicionar a sua colega no chão, em decúbito dorsal, e aplicar cinco impulsos rápidos e vigorosos contra o seu abdome.
A manobra correta está contida na afirmativa II apenas.
A manobra correta está contida na afirmativa I apenas.
A manobra correta está contida na afirmativa III apenas.
As manobras corretas estão contidas nas afirmativas I, II e III apenas.
As manobras corretas estão contidas nas afirmativas I e III apenas.
A abertura das vias aéreas é um dos passos realizados pelos socorristas, pois segundo a American Heart Association (AHA) a queda da língua, em vítimas inconscientes, pode obstruir as vias aéreas e impedir que as ventilações sejam efetivas. Analise as assertivas a seguir e identifique as verdadeiras em relação a abertura das vias aéreas.
I- Uma das manobras realizadas para abrir as vias aéreas da vítima em PCR é conhecida como Head tilt Chin Lift, desta forma, ao aplicá-la, o socorrista inclina a cabeça da vítima para trás e eleva o seu queixo.
II- A manobra de Head tilt Chin Lift para a abertura das vias aéreas é amplamente utilizada nos casos em que a vítima sofreu uma PCR em decorrência de um traumatismo cranioencefálico.
III- A manobra Jaw Thrust, ou seja, inclinar a cabeça da vítima para trás e elevar o seu queixo é a mais recomendada para abertura das vias aéreas em vítimas com ausência de evidências de traumatismos na cabeça ou no pescoço.
IV- A manobra Jaw Thrust consiste em elevar a mandíbula da vítima, em PCR, com suspeita de trauma raquimedular.
Apenas as assertivas II e IV são verdadeiras.
As assertivas I e III são verdadeiras.
As assertivas I e II são verdadeiras.
As assertivas I e IV são verdadeiras.
Apenas as assertivas III e IV são verdadeiras.
As causas para a ocorrência de PCR em bebês e crianças são diferentes das causas encontradas em adultos, portanto, a corrente de sobrevivência infantil possui elos diferentes em relação à corrente aplicada em adultos. Cada um dos elos da corrente corresponde as ações que deverão ser realizadas pelo socorrista para que a criança ou o bebê tenha maiores chances de sobrevivência após sofrer uma PCR. Assinale a alternativa que contém a resposta certa de acordo com o significado de cada elo da corrente representada pela figura abaixo:
![](data:image/png;base64,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)
AHA, 2020.
A figura do quarto elo representa oferecer um transporte rápido, de ambulância, até o hospital mais próximo.
A figura do primeiro elo significa que a criança deve ser transportada na cadeirinha ou no bebê conforto do automóvel de acordo com a faixa etária de cada criança.
A figura do terceiro elo corresponde as manobras de ressuscitação cardiopulmonar realizadas pelo socorrista o mais breve possível.
A figura do segundo elo corresponde as compressões cardíacas que deverão ser realizadas na metade superior do externo no caso de bebês e na metade inferior do esterno no caso de crianças.
A figura do quinto elo significa desfibrilação precoce na criança para restabelecer os batimentos cardíacos sincronizados.
As urgências e emergências são classificação em quatro níveis, para tanto, o socorrista deverá reconhecer a gravidade dos casos para promover ações de primeiros socorros para a vítima que irá ter a prioridade. Leia as assertivas a seguir e identifique as verdadeiras.
I. Ao identificar a vítima em risco de vida ou com perda funcional grave, temos a emergência de nível 1.
II. A urgência classificada em nível 2, a prioridade é moderada e o atendimento da vítima deve ser iniciado até 4 horas após sofrer o agravo.
III. Na urgência de nível 3, a prioridade é moderada pois ainda há risco de vida ou de perda de funcional grave.
IV. No nível 4, a prioridade é mínima e a vítima pode ser atendida em uma unidade de saúde.
Análise as alternativas a seguir e assinale a correta.
Apenas as assertivas I e II estão corretas.
Apenas as assertivas I e IV estão corretas.
Apenas as assertivas II e IV estão corretas.
Apenas as assertivas II, III e IV estão corretas.
Apenas as assertivas I, II e III estão corretas.
De acordo com Potter, a pressão arterial (PA) pode ser classificada em estágios. Assinale abaixo a alternativa que contém os valores relativos à pressão arterial sistólica (PAS) e a pressão arterial diastólica (PAD) para um adulto em crise hipertensiva, considerado uma situação de urgência que necessita de cuidados.
A PAS acima de 180 e a PAD abaixo de 100 mmHg.
A PAS acima de 140 e a PAD abaixo de 100 mmHg.
A PAS está entre 140 a 159 e PAD entre 90 a 99 mmHg.
A PAS acima de 180 e a PAD acima de 120 mmHg.
A PAS entre 70 a 120 e PAD 50 a 80 mmHg.
Na avaliação da cinemática do trauma, o socorrista deverá estabelecer a dinâmica dos acontecimentos e o mecanismo da lesão para que possa analisar a situação e prestar os primeiros socorros às vítimas com maior eficácia. Vamos imaginar uma colisão frontal de um automóvel contra um muro à 50 km/h (barreira estática). O veículo ficou com a frente muito amassada e o ocupante com ferimentos. Diante dessa situação, você como socorrista chegou até a cena do acidente e se perguntou “o que aconteceu”? Ao pensar na cinemática do trauma e nas condições do motorista analise as assertivas abaixo e assinale a alternativa que contém a resposta correta.
- Ao colidir com uma barreira física estática, a energia cinética permanece inalterada e as vítimas ocupantes do veículo tendem a sofrer apenas ferimentos leves.
- O socorrista analisa as circunstâncias presentes na cena com a finalidade de estabelecer correlação entre o acidente e os traumas sofridos pelo motorista.
- Os ferimentos encontrados no motorista do veículo não são resultados da influência da energia cinética ocorrido durante a colisão.
- O motorista pode apresentar ferimentos traumáticos localizados no tórax, abdome e coluna.
Apenas as assertivas 1 e 4 são verdadeiras.
Apenas as assertivas 2 e 3 são verdadeiras.
Apenas as assertivas 1, 2 e 3 são verdadeiras.
Apenas as assertivas 2 e 4 são verdadeiras.
Apenas as assertivas 1, 3 e 4 são verdadeiras.
O socorrista, na cena do acidente, deve se questionar se o local oferece segurança para si próprio, para a vítima e para terceiros. Desta forma, a segurança na cena do acidente deve ser prioridade, para que, se possa evitar novos acidentes e consequentemente mais vítimas a serem socorridas. Para tanto, a regra dos três Ss o ajudará a avaliar se o local é seguro. Leia as alternativas a seguir e assinale aquela que o socorrista deverá adotar na cena do acidente para manter a segurança do local.
O socorrista irá utilizar da “regra de situação” ao improvisar na cena do acidente os equipamentos de proteção individual para entrar em contato com os fluídos corporais da vítima.
O socorrista irá utilizar da “regra de situação” ao realizar o levantamento dos possíveis riscos à integridade física dos presentes na cena.
O socorrista irá utilizar da “regra de cena” ao levantar as possíveis causas que culminaram no acidente.
O socorrista irá utilizar da “regra de segurança” ao tomar o relato da vítima e das testemunhas sobre a análise da segurança local que antecedeu o acidente.
O socorrista irá utilizar da “regra de segurança” ao sinalizar corretamente a via onde ocorreu o acidente com cones e triângulo em uma distância segura da vítima.
Uma ambulância de suporte básico que irá transportar a vítima para a unidade de pronto atendimento, pois a vítima não foi classificada pelo médico da central de regulação com a gravidade necessária que justifique intervenção médica no local.
Uma ambulância de transporte que é destinada ao transporte da vítima, em decúbito horizontal, para leva-la do local até a unidade de pronto atendimento.
Uma ambulância de suporte avançado, pois a vítima foi classificada como emergência de alto risco e que necessita de cuidados médicos intensivos.
Uma ambulância de resgate que é destinada ao atendimento de urgências pré-hospitalares de vítimas presentes em locais de difícil acesso.
Uma ambulância de suporte avançado que irá remover a vítima, em decúbito horizontal, até uma unidade de pronto atendimento, pois a vítima foi classificada como urgência médica sem risco iminente de vida.
Vamos imaginar que você encontrou um adulto, caído no chão, inconsciente e, próximo a sua boca, continha vômito com restos alimentares. Ainda, você observou que a vítima está cianótica e com dificuldade respiratória e logo suspeitou que a vítima poderia estar sofrendo de obstrução das vias aéreas. Você, com os seus conhecimentos resolveu aplicar as manobras para desobstruir as vias aéreas dessa vítima. Leia as assertivas abaixo e identifique as verdadeiras. Em seguida encontre a alternativa que contém as manobras corretas para serem realizadas para esse caso.
I- Realizar as manobras de Heimlich ao aplicar cinco compressões no abdome, no sentido para dentro e para cima.
II- Posicionar o adulto sentado e aplicar cinco impulsos rápidos e vigorosos, no sentido para dentro e para cima, contra o abdome da vítima.
III- Realizar a técnica de varredura digital com a finalidade de remover os restos alimentares do vômito e, em seguida fazer cinco ventilações boca-a-boca.
IV- As compressões no abdome são realizadas na linha média, entre a cicatriz umbilical e o processo xifoide.
As manobras corretas estão contidas nas afirmativas II e III apenas.
As manobras corretas estão contidas nas afirmativas III e IV apenas.
As manobras corretas estão contidas nas afirmativas II, III e IV apenas.
As manobras corretas estão contidas nas afirmativas I e IV apenas.
As manobras corretas estão contidas nas afirmativas I, II e III apenas.
Vamos imaginar que você combinou de encontrar uma colega de trabalho que está gravida de sete meses para almoçar. Durante o almoço, ela engasgou com um pedaço de mandioca, logo em seguida, ela levou as mãos ao redor do pescoço e apresentou tosse intensa. Você logo identificou que a sua colega estava com obstrução das vias aéreas e iniciou os procedimentos de primeiros socorros. Leia as assertivas abaixo e identifique as verdadeiras. Em seguida encontre a alternativa que contém as manobras corretas para serem realizadas para esse caso.
I- Realizar as manobras de Heimlich ao aplicar cinco compressões na linha média do abdome, entre a cicatriz umbilical e o processo xifoide.
II- Identificar a linha média do tórax, entre o manúbrio do esterno e o processo xifoide e, nesse ponto, aplicar as compressões para expelir o pedaço do alimento.
III- Posicionar a sua colega no chão, em decúbito dorsal, e aplicar cinco impulsos rápidos e vigorosos contra o seu abdome.
A manobra correta está contida na afirmativa II apenas.
A manobra correta está contida na afirmativa I apenas.
A manobra correta está contida na afirmativa III apenas.
As manobras corretas estão contidas nas afirmativas I, II e III apenas.
As manobras corretas estão contidas nas afirmativas I e III apenas.
A abertura das vias aéreas é um dos passos realizados pelos socorristas, pois segundo a American Heart Association (AHA) a queda da língua, em vítimas inconscientes, pode obstruir as vias aéreas e impedir que as ventilações sejam efetivas. Analise as assertivas a seguir e identifique as verdadeiras em relação a abertura das vias aéreas.
I- Uma das manobras realizadas para abrir as vias aéreas da vítima em PCR é conhecida como Head tilt Chin Lift, desta forma, ao aplicá-la, o socorrista inclina a cabeça da vítima para trás e eleva o seu queixo.
II- A manobra de Head tilt Chin Lift para a abertura das vias aéreas é amplamente utilizada nos casos em que a vítima sofreu uma PCR em decorrência de um traumatismo cranioencefálico.
III- A manobra Jaw Thrust, ou seja, inclinar a cabeça da vítima para trás e elevar o seu queixo é a mais recomendada para abertura das vias aéreas em vítimas com ausência de evidências de traumatismos na cabeça ou no pescoço.
IV- A manobra Jaw Thrust consiste em elevar a mandíbula da vítima, em PCR, com suspeita de trauma raquimedular.
Apenas as assertivas II e IV são verdadeiras.
As assertivas I e III são verdadeiras.
As assertivas I e II são verdadeiras.
As assertivas I e IV são verdadeiras.
Apenas as assertivas III e IV são verdadeiras.
As causas para a ocorrência de PCR em bebês e crianças são diferentes das causas encontradas em adultos, portanto, a corrente de sobrevivência infantil possui elos diferentes em relação à corrente aplicada em adultos. Cada um dos elos da corrente corresponde as ações que deverão ser realizadas pelo socorrista para que a criança ou o bebê tenha maiores chances de sobrevivência após sofrer uma PCR. Assinale a alternativa que contém a resposta certa de acordo com o significado de cada elo da corrente representada pela figura abaixo:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjcAAABpCAYAAADGMwIAAAAgAElEQVR4Aey9BXSWx9Y2/K13nVOj7qXFve2xnp5TNO6CuxMsQIihKdDixB0vpWiLBuJGcI27YQVqtKXUvde/rnmyw3TWk5Bz1vpe+b/3WevOzJ69Z99zX/eePXvkefJ/0MTnt99+a+SYeWu0lDE18yYtinVZlulyQv/666+qXGR1GT0v8rpuyVvjiT7h6bp0nskXmik/zckKz9TdULWxvtAir9OSZ6rz9bzOa+peUm5NVsqY8qPrlry1+qasTou81FeK76K7OVldd3O6TF5z7WhKVu5l8ltCm8/QEl2iV2Sba7PwTFmhRZfZDqGlvtBST6elTHSZtMi2RJfI3k2X8HV5yVu7j7RJeE3Rpl6RF90mX9cjslJmTVZ4pqzQch+hRb45XSbPrCu06Dblm6OFx1Svr+d1XnP3El1SV2SlvsmXcpFvjm+Np9fX+Xpe163nzbrCYyofM2+NljKm1vLmff4V3Xpda7r1Ml2vlEt9kyd8pmZeaKlr0qaultD6fXR5Pd/UfSij19fzUr+l6f9pSrCpm5s3E1rkhdYbaY2n86UNIqfTUiZ6TVr06KmZN+m76RI+6/FjjW5gWeWZbTRpqSu6hW7uPiLblC6p2xzfvI/Iim6TL+Wiuzm+yRPdLanbElm9Lea9muM1p9vUI7Kiz+S3hDaftyW6RK/ISjtMXS2hRVdTstZ0i6zwpB2iy6RNeaFFzhp9N13Ct1aXZbpua7JN8U3ZluiSNois6DZ1tYT+d3SZes12CC26TfnmaOEx1evreZ3X3L1El9QVWalv8qVc5JvjW+Pp9XW+ntd163mzrvCYysfMW6OljKm1vHmff0W3Xteabr1M1yvlUt/kCZ+pmRda6pq0qasltH4fXV7PN3Ufyuj19bzUb2n6v8FNE2Ca4Ju0AGyCr9OSl7pCS12mwpO8SZuywjd1Cd0cX3SZsnJvky/lIt8c3+Q11w6TZ9KmrpbQTbWxOd2mXpFluZlvKU05XbYluqQdIiv1TV0toUVXU7LWdIus8KQdosukTXmhRc4afTddwrdWl2W6bmuyTfFN2ZbokjaIrOg2dbWE/nd0mXrNdggtuk355mjhMdXr63md19y9RJfUFVmpb/KlXOSb41vj6fV1vp7Xdet5s67wmMrHzFujpYyptbx5n39Ft17Xmm69TNcr5VLf5AmfqZkXWuqatKmrJbR+H11ezzd1H8ro9fW81G9p+r/BTRNgmuCbtABsgq/Tkpe6QktdpsKTvEmbssI3dQndHF90mbJyb5Mv5SLfHN/kNdcOk2fSpq6W0E21sTndpl6RZbmZbylNOV22JbqkHSIr9U1dLaFFV1Oy1nSLrPCkHaLLpE15oUXOGn03XcK3Vpdlum5rsk3xTdmW6JI2iKzoNnW1hP53dJl6zXYILbpN+eZo4THV6+t5ndfcvUSX1BVZqW/ypVzkm+Nb4+n1db6e13XrebOu8JjKx8xbo6WMqbW8eZ9/Rbde15puvUzXK+VS3+QJn6mZF1rqmrSpqyW0fh9dXs83dR/K6PX1vNRvafq/wU0TYJrgm7QAbIKv05KXukJLXabCk7xJm7LCN3UJ3RxfdJmycm+TL+Ui3xzf5DXXDpNn0qaultBNtbE53aZekWW5mW8pTTldtiW6pB0iK/VNXS2hRVdTstZ0i6zwpB2iy6RNeaFFzhp9N13Ct1aXZbpua7JN8U3ZluiSNois6DZ1tYT+d3SZes12CC26TfnmaOEx1evreZ3X3L1El9QVWalv8qVc5JvjW+Pp9XW+ntd163mzrvCYysfMW6OljKm1vHmff0W3Xteabr1M1yvlUt/kCZ+pmRda6pq0qasltH4fXV7PN3Ufyuj19bzUb2n6v8FNE2Ca4Ju0AGyCr9OSl7pCS12mwpO8SZuywjd1Cd0cX3SZsnJvky/lIt8c3+Q11w6TZ9KmrpbQTbWxOd2mXpFluZlvKU05XbYluqQdIiv1TV0toUVXU7LWdIus8KQdosukTXmhRc4afTddwrdWl2W6bmuyTfFN2ZbokjaIrOg2dbWE/nd0mXrNdggtuk355mjhMdXr63md19y9RJfUFVmpb/KlXOSb41vj6fV1vp7Xdet5s67wmMrHzFujpYyptbx5n39Ft17Xmm69TNcr5VLf5AmfqZkXWuqatKmrJbR+H11ezzd1H8ro9fW81G9p+r/BTRNgmuCbtABsgq/Tkpe6QktdpsKTvEmbssI3dQndHF90mbJyb5Mv5SLfHN/kNdcOk2fSpq6W0E21sTndpl6RZbmZbylNOV22JbqkHSIr9U1dLaFFV1Oy1nSLrPCkHaLLpE15oUXOGn03XcK3Vpdlum5rsk3xTdmW6JI2iKzoNnW1hP53dJl6zXYILbpN+eZo4THV6+t5ndfcvUSX1BVZqW/ypVzkm+Nb4+n1db6e13XrebOu8JjKx8xbo6WMqbW8eZ9/Rbde15puvUzXK+VS3+QJn6mZF1rqmrSpqyW0fh9dXs83dR/K6PX1vNRvafq/wU0TYJrgm7QAbIKv05KXukJLXabCk7xJm7LCN3UJ3RxfdJmycm+TL+Ui3xzf5DXXDpNn0qaultBNtbE53aZekWW5mW8pTTldtiW6pB0iK/VNXS2hRVdTstZ0i6zwpB2iy6RNeaFFzhp9N13Ct1aXZbpua7JN8U3ZluiSNois6DZ1tYT+d3SZes12CC26TfnmaOEx1evreZ3X3L1El9QVWalv8qVc5JvjW+Pp9XW+ntd163mzrvCYysfMW6OljKm1vHmff0W3Xteabr1M1yvlUt/kCZ+pmRda6pq0qasltH4fXV7PN3Ufyuj19bzUb2n6/2xw01KATLCFlvom+DoteaZST/J6fT2v8/W8WZ88nS+0lAmt69bzLeHr9xS9epmZF/3Npfp9JS+6hZb6/wrdlGxzus37iCzLzXxLacrpsi3RJe0QWalvTZcua+alnqlHp0VG1y154Ym8rt/kSR2RFb6Um/TddAlf6ut6m9Kly+ryui49b8oLz1pqykobKGuN1xRfZE2+3FP4Oq3nrfFFV3O8ptopuk1+U7qau5foMutKubVUZEVvS9shuqS+Tut5na/nm7qP2Q5Tl0mLvK5bz5v30evredFjyosunS/1mkp1WTMv+lpyH11W5OWe1njW7iX1dJ6UNadLeCIr9c376nJ3y/8/E9zoQAhg/IFAXr/88ou6JC8/HKjXaSovuoSv05Jnyo/QIitlQpt8qWeNb01WL9PzTd1H12/mhRY9QktbmkoFQ2Jq5kVXU3VN/r9CNyXLcn6s8aUdwhNZkTf5LaFFl8i2RJcuq+dFl6S6nRJbufQ6TeVFB1N+hNbzwpMyJdjwx+RZqy/1muKJPmu6dJ7wRY9JW5PV7y385lLqFPxMOyUt925Kh7TJ2n31upI35UWv8HVaz1vji67meE21S3Sb/KZ0NXUva3pMPIUWXyD31Oua+abaIXLW+CavqTbrdSUvstRh5q3RUsbUWl70CE9vm543+cKTVPiCIVPBUVLKyCX19FR4oktoykheeHqZ6Lgbrym+6BY9oltok6/rEVkpM2VFR0vS/18FNwIMUxrDzz//jB9++AHffPMNbn95G7du3cLnn3+OTz/9FB999BE+/PBDfPDBB7hx44a6VP76dVX28Ucf4ZNPPlGyrHP79m18/fXX+O677/Djjz8q/QKwvAi5v9DyYkxa6om80CKv05IX2aZ0Sd3m+KLLlBXdJl+nRYYd66efflI4fP31VwoX4vPZZ58pvARXYvp7bG/AxPSLL77AV19/he+//x4//fQjfvnl58ZOJ/eTNggtz2fS8kwiL7TIC63z9XxL+Ka8NdrUQxlpg+RFhqk4LdrUt99+q2yMtmbB9NNGTC02ev2Ond64gevXrysb/uTjj3Hz5k31Dojpl19+ie+++1a9J74vy/1/7wilDWab9GeSvMgILXUteu84SpETvk5LXSkTWpcVnqnXpJuqq5cTV9opbYv9lpgQG9rpp5/exMcff9zY/y12egfbDz/4QPFv3vxEvQe+j6+++kq9H/oT2in1y+dfeQbWkeeRvEmbek2+0Ewl35Quky+6TfmmdEl9pvSnet//8svbjZh+8snHjT71xg1iafGjxPbatWsWn9pgp59//pmqx3dCm7f0/58UpmY7iLO0wWyz0PJMUlfkhTb5Us8a35qsNXm9rp7XZUWXlAlNefmIndKuiAXt7PbtL9S4w/GH/pQYii8VW2XK8Ys+lXZKu+b4JphSH9+Vbqd6O6TNelukTNp2N15TfFOPfl/Jm3Xlnibfmi5dtrn8/+jgRn8wgsAXSuPgS/74409w7dp1XLlyBRcvXkJdXR1qa2vVVV1dg+rqajBlGdOamjv5yqoqVFVVo7KyEpWVVeoiLfKXLl1WAwuNjw6TRsmOr78w/SVJubUXJTxdXp5L55l8U5fQUkdoa7qEp8uanUDux+dicEhMP/nkJm7c+ADvv/8+Ll68iNraOtTU1KqLOKq8wpjlNaipJa61qK6pQXVNNaqqq0FsKzRc+R7q6y+q98T3xUHn1udf4JtvLJhK+6U90maTlmcSeaFFXmidr+dbwjflrdG6Hrm3yElKp3MH009w44MPcPUqMb2E+vp61Dba6h18iZNgXaOwrlE2WlVVZcG0grZqsVfaKu398uXLamD56KOP1SD91Vdfq8Cc7dIHDWmz3l49z3brtCkvtMhZo+XZRUZoXVZ4LNPzJq3XlbzYKfsjAz06ftrppUvs+/UKD8HPYqvs7+ITLHaqbLamFsRULvZ/4smL8tRHvR9++JEaUBg40e9IG812s1zHWvjSbvLNuibP5Attra7w5D4mLbqFL23T5URGx5QTQg6o779/TdmpBbu6RlzFN9ZpPkH1/9raxn7P/q/8aAOeUoe+hPZP/bwPg0liKm2T9kib9baaedJSpufNusITWeHLvYRv0iKv8/W86BE5vT7znGxwgswgRCbZDP4uX76i/KDYpMKmxjJeSX9nGTGtbvC5tFf6U170D2KztG+OUcSUkyKOU7dvf6kw5TuVj7Rb2iq0ztfzIscya7LCN3ki35wu4Ylsc7p02eby/+OCG3kYPjwHCQYWnOWyY1y9elUZSH39JdTWcPC9iLraS6ivu4z6uku4WH8ZF+uvKJrppYtXFU0Zkautv4zq+ouorruEqtqLqKm5iOrqOlRX1aqrsqIa5WWVqCivQmWFZYChMXEgoUNlx+RMhEYkL7m5FyU886UKLc8rtMiLbuEL3Ry/KVldNzsf209MzQGitqbegmtNA671FlyJ78WLDXheJL4cpC+h5uJl1NTLdQk1CtN6VNbUK0wrK2tRWVmjcKwoJ65VYEqsORBxIGHnZGBFhyAzEf1Zm3tekdOfT8dAz+uyIm/yW0KbeuigaQt01rQNzsRop7QXS4BYi7raixb7VHZ6x1YVrvVXcPnSVWWrdbWXUVd32YJrA7a00+q6i8pWK2vqUKVstQ5VFTUKT8G0qrIGNdUXUV/PwPxaI6ZsG9tofgRXKddpeUYpE5qykrfGa06XzjPrCs12Sltpp1zt4iBBTDlA0F4YHDKwU5OZmnqLLTbgSuz4/JcuXmn0AxbfYMG1ljbL/t+Ap973iV9Vg72Wl1cpH8Bgsra2Rt2T92dQxaCV7bqzYmZZRZZnEIysPW9TPLOu0EwlL3XvRst9RV7wZD3BlBNEDoiWQZc+0+JL2f/FT9axjzfgWV/3e59af/GKpd/TRsVO6y9a+n9dvfKpNQ0+lT70Tt+3+FQO4uwbDCIFU7FT/fnkGeSZyJNLeLq8NZ7JN3WZtMhb06XLElfKEFOZzPBZ6M/Y//l8yk6VT61XYxXxZB9X/rNO/CnHqKsKa2JOPKvrL4PjVE39JVTV1aOqltdF1ffpT5WdKlwtdlpeXg3izSCf9+a75TvW7VR/Lv059LzIsEx/fpM2ecJvTpfwRFbuZU2XLttc/n9McCMPQSOnA2HUyxdFhyaGwiCjro4DBQ2ExvG+uq5cvo6rV26oi3mW19ZcRnVVPaoq61BRXoPy0mqVllXUoKyqFhUcgDl413NgeV/p0+uwHgfniopKVFRUqKu8vFyljKLpGLhUyLayzfKRl2aNNl+kNVkpsyarl+l53kvqSV6cGml2QLaTAQ07HwdefZCwDBb1akC4fOna73AlnrzYAdkxOYASz4qKGpRW1aKksholFdUK00p2QHZMDtaXr+Fi3Z06fBeVFbWqLh1eeXklysrKUF5eplLOSvi+xdnpg4c8k/mMOgZ6XuSZ8iM8s34Du5HfHC3OTGRIM0hkYCaYip0ST+IrF7G7dPGawvHqZYud0l5pd3W1V1BTfUnZqrLT8mqUVlpslHZaXl2HKuX0rihc6y812Gr1JWXbyk4rahW25WXVKCmtaMC1XM32uLIpzo6YykfHgmU6beIltMhZo0WvyAitywqPZZLXcWWeQS5XZxh4i50KjnpKrC+pwNCCq8VOLZjSN9TWWPARmyM2ZRXVymaJaaUK0C0+RGybdcRnVBFTtVJWAfZ7i61a+j/vzRVIBl4SkMvzynMJbe35TZ7gIXWFtlZXeKasTusyxFQCb7aZ9kAcLX3eEiRyomIJYBgUXsXlS5Y+//7VD5RPFf/Ivk98yitrUFxepfo9bbW08o6dsv/X1Vv0qP7f4If5HsRWxacKpsRZx5SDsjyDpNaejzxrfGuyUsaUn6bqij6dr+elLjGVwFsPZrjaIv3/4qVLuFRvCV6IK/v+lYb+Lz5VbM7S92tQUsHL4k/La+pBn8pxqu7y+6jnOMUJUIMfJp5VFXWq7xNf+lTaKi9iWldXqxYF6KPoq+TZLAhY7/M6T5fXMdDzuryeN+sKj6leX8/rMi3J/7cObsSx8QEJPgManjNgQCMGIg5NZm1cjrOsyFxVDqy4uAJnTl9A3pETSE/LxqGkVOzbm4R3d+/Drp17sH3bbmx7Z1fj9c723di26z3s2rMfew8mIzk5HZkZuar+6VPnUVhQqgbg2upLlhlIjcXJ6QEOO2VJSYlyeAy4rl17Xw1ydHT6S5UXKS/KfJHWZKXMmqxepuebug87IAcKrnpxoBBM6UjkIr7MW3BlUHgJJcUVOHumAMeOnkJWVh5SUzJxYP9h7HnvAHbv2osd29/F1nd2Ysu2XXh7O6/d2L57D3a+tw/v7U/CweQ0pKVn40j2MZw8cRYFF0oUpnSMMnhUVsq2YAUqGjpkSWkJSktLGwdlBmMc7Bg8WntevUzPN4UHZeRj5ltCU4aOVzAlbmKfep62KpfCvfYSykqqcP5cIY7mnURmxhGkJGfg4IFkhSltlZi+s3Un3nlnF7YqTHfhnZ3v/Q7TlMwcZOcexcnjFkw5YAumHHgsAXm1CsCJowSOtFXaLwc29jGuhrLv6R9rzy9lTM28Sd9Nl/B1XSwjzffLmSZXaIgX+5TYpdgp8bTYqQVb8rm6mn++WNlYTvZRZadJB1Owd89B1f8bMdVwfWfnu9jx7l7s3nsABw4kq/fAuieOn8GF80UoK61SOFZX1TVsBVi2A83+T3w5gFy6ZAl0iCnP6sgzNfe8Jk+wlLpCW8NKeKasSRNTDr4S0Oh9X3xpI7YXuXrD1YMraqDMv1Cs8MjNOYa01Cxlp3vfO6j8qer729j3d6q+v3WHxZ9ub8B036EUpKRmITsrD8ePnVY2T3/Cwbe6isFRXeN2KzEtKy1FWRkvi0/lwMx2sd2ckJkBuY6JnjefX3gmXpTjR/gNZCMt8tb4xJTblJwsSECj26nY6B07tUzC+ewF+SWNdspxinb63rv7lT/dueM9NU69o3zqTmzZzr5/x073JSXjUFoGMrOP4PjRUzh3pkD5aPZ9CTj1vq9wLStTvlTGKbaTkzCuLss4pT+jnm8OH2s8KTOx1GnJi2xTOOtyd8v/twpuJJiRRtNwaSw0ZBoLOyAvGocYDR0yjYbl7ADnL+Qj7+hJJB/m4HAYB/cl4dDBFKSlZCI78wiO5B5TnYqByulT53Di+GkczTuOzIwcHDxwCDt2vYdNb29DwrpNiE1ch8ioOESExyImOhHr1m7Gpo1b1SDDAIn6zp49j9KyMrWCI3ue5eyUNJ6ychXkFBeXoLysHPUNnZIDsv6s8iL1MnnJgoXQItuUsVnj67LM8/5cAZFZmmBJHHlxAJFghw66sLAQx44dR2pqJvbuS8K+fUlISkpRg4VgevLEaZw+fRanTp3FiROncfTYSWTmHMGBQ8nYsfs9bNqyVWEaHbcWETHxCIuMRlR0LOIT1mHDxrfw9tvbsee9/UhPy8Lpk+dRUlKuzuaoffrqapUvL7PMkktLy0BMiTG3rziLp53QuciHWOp46hgIliIrPKbyMfMmTd3yYV6Cb9op8dQHC9orsb6DaZXC9MSJE0hPz0BSUjL27z+EAwymUxhM5yA7Ow/Hjp7EqZNnceb0eZUeyzuB7OwjOJSchl3v7sVbW7dh3YbNiE1cj6jYRIRHxyE8Jg7xiQ2Ybt2O997brwag0yfPoaiwzLKd2nCmjDNksdWSklIUFRWDKWeXdHQMKIipjiOf2cRL6LvxBC8TS5MWOQaKXP3kKigxtKzMWvq/bqfEu7q6CqUlpTh16jQyM7Nw8GAS9u49iIMHUywTlMwcMEhhQM5+T0xPHj+NY0dPIDfnKFJSMrD7vf3Y8s4OJK7fhNiE9YiOjEdEeAyiIuOQmLABGzZuwZa3t2PXzr04fDgNR48dQ0FhIcrLK9S5EtpqRWUVytRKjmU1RzDlVgvPlPHsw08/3bFTHTvBT55feCY+QgvflDdpkWc53yeDb04SdUzFB4idWjCtRnFxMU6eOoP0rCM4cDAF+/cn4cD+Q0hOSkNGejZyG+z09KmzOHvmvOr/x46fQnbeUSSnZeDdfQcUpus2bkFc4gZEqr4fg4ioOMTFr8f6DW9jy5ZtKjA6lJSGo3mnUFBQpDCtbDz7WKWC7zLlT8ssdlpcos6Y8AwQn0dWcwQTprRbvZ8KjzhInql8zLw1WsqYSp6YMlBkn5GxSMYpsVMZp9i3GFCcOXMGWZlZ4DMf2G/p/4cOpaoJeE52Ho7mncDJE2eUrRJbjlNHjhxDakY29hw4qCY46zdtQXziBtCnhkXGIjwqBrHxiVi3YRM2v7UVO3a+h4NJKcjNPYb888S00nLmqbrG4k/LK0BfasG1VL1rBj5sMyeO+mqO/rw6fjp2gocpK/LWZE2e0M3pEj13S//bBDd8GDFECWo4aBFoPZhhp+MgQWOhsysqKsKpU6eQk5ODjIwM5Bw5gnMF+airr8dnn32KH7//Dr/9+hN+/vknfPf9d/ji9pf45OaneP/addRdvKgOu1ZW8CWXoqS4GIXFRThfkI/jJ08hNSMTu/buw+Z3tmPjlm1IXPcWomMTERUdj+joBMTGrEdcwnps3LIVe/YnISfvGM7lF6GkvAoV1XUo45JsaSXKSitRUlyO4qJSlJaWoKamWq2W6DMPeX55qfKS9RdInvD1vMjqZXqefGLKoIazCmJHHPUOSJwlgKRDY+fLzc1Feno6srOzce7cORVIfPzJJ/j2+2/x82+/4Odff8F333+P2198iZsf38T1D26g/vJFVNdWo7yyAqXlZSgquYPpydNnkJGdgz37D2Dr9h3Y/PYWrFu/EXEK0xhExkQjJjYBCXEbsW7DFrV6lpl7FGfzCxWOlmXrGoUnMS0tqUBxEWd0XGatUoMgnQyfVZ6fqY6PIhqcm54Xeb1Mz4seloks7dUapsRWnBptlfZLh0YMjx49isyMbGRnHVEBC7fgPvr4Y3z3w3f4Bb/gZ/yCb3/6Hl989QVufvqJ+tbJpSuXUVNXi/KKcpTQTktKUFJSjIKCfJw+fRpZObnYe+Ag3t61Cxve2YrEDZsQE5uI6KgEdcXFrkVC3HpsWL8Zu3bvRWZOHs6cL0BhaQUqq7hl1YBpWRVKSohnsXJ0nCXz3IOJKZ9bMNDx0POCly6n46nnRZZl1M2Bis5VDxSJoVwyULB9jZhmZiIjPQunTpxRA+O165bg7Neff8Vvv/6G73/8AV/yLMnNT3GDW1pXr6ogrrKiHGXlllWBouJiFBQV4czZc8g5koekg4exa+duvLX1HazbzCCSfT8WUVGxiKYPiEtUgdC2Xe8iJT0LJ86cQ1FpBcq5rV1lOfNUVkI7tfR/+gCu/Fyqfx+ffXqr8dCs+D3Bz8RGx0fHU89LXWuyLBNM+T6Jox58iz8lrpzMnD9/HseOHUNmZiayMjOVLyymLVy/hq+/+hK/NnxbjDq//vpb3PzsM9z48AauXL2C2vo6VFRWoKS8FEWlxSguLUZ+USHOnDuPnCNHcSDpELa/+y7e2rYd6ze/jdj4DYiITVATnqiYtYiJXY+EtRuxdccuHE7LwInT51BcXN6wZVWn8OM5MvZ/ButFRVzVsazmMBDmarRgQFxNbIXHVC4dbz0vsjq2ehlXOLjSwaCGmLLfi40yJZ68GDAQ0+PHjytfynGK+DIYv3b1Or68zYnZL/jlt1/xw88/4atvv8YXt27j448+wdVr76P2Yh0qqipQwtWrshIUlRQhv6gA585fQF7eCRxKSVMruJu3bce6zVsQv24jouPWISI6HpExCYiNX4e1azfh7Xd2ICk5DcdOnUFBMSeP3AqsRSWPZRDThtUx+n+OhxxfuZJLTImj/uzWsBO+yRP8msNWeCLbnC5dtrn8f5vgho0kgBzwOQBzcJAOKIMFy3jRqZ08eVIZyKmTJ1WAw9kdl37l8+PP3+PKh9dwuvg8DuckY+t72xG7PgHLV6/C/PkLMGPGTEyc6IPxYydi/KiJGDNiPMaOmIBxYyZgks9k+E6fgTnBc7B02QqsCg/HivBQLFm5DG8uX4E1oRGIiotHTGICIuPYMRMQGhmjZs7rNm1RWy8clPOLuDRdC7WfX1qF0tIKNTNmQMbVEK70cEtI3waQl8rn0HgB0NMAACAASURBVPNCSxlTyes8Kdc7NY1TVmr0TigDMDsg28IgkZ2OKwoXLlxQQSTfh3wY0Hxw8yMUlZQgIycbO/bvRvymtVi+ejUWLHgds2YFYbKPL8aPm4zRI8crTMeNnIgJo30wedIU+PrOQHDwHLzxxlKErg5H2KpwrFy2CsuXrsCqNaGIjI1DTOJaRMavRXiMxeFFMthZvxnvvrtPbQ9y64bLuBVl7JDVauAoLqpQs7mCggJlG3TgdDr6So7gIs/SFHbN8XWerNQQO92hMU9cWU7ncPbsWYUpHRsxvXixHl99+bWoUuknn32A0spC5B3Lxr797yJx03qsCluNkNcXYPasWZg6xRfjxvlg9KgJGDVinMJ1/KhJmDRuCnynzkRQYCAWv7kYK8PXYE1EOFauCMPSpauwak0YomPikRC/HrExiYiJTlCBeVhUrFrteWfXe2p7kNstxFQFOWWWQJ8OjnbKi85Zx5S2Jc5OcBU8m6L1BxZZloke5vm+GNTwXuzzcumY0idwoMjLy1N2agm6a9S27y+4s5r2+e1bKK8uR+7xHOw9uA+b3tqEsPAwLFmyBAGBQZg6dTomjpuMcdL3R47HuLHjMWmSD6ZP90VgQCAWL1qE1atXYXV4GJatXoE3ly3HilWrEREThdjEeMQkrAPtMzQqFoIpt2EOpVoG5fKyGlSW16rzfAxqGOQUFZarLQgG5Hw+GZAFH8FGx1HKKCPlZt4azTJ9pUbHU8eU+fz8fDX40q/SZhnkcGDT73379meorKlE7sk8vHd4L9YR06goLH5jOQID5mPqlJmq748ZNUHZ6JgR4zBu1ARMHO+DqVOnwc9vNkJCFmHN6jCEh4Vj5cqVeHPpm1i2ciVCo2IQlZiIyMR4RMTGqYGZuEbFrcXWrTuQfDhdbduwz3OSw7SkuGHSWFyi/CkHZD4jfZ0EOdJ+wa0pWvBjyo/IN5CKFp/KlAG/rH7xnsSQQaL4VKb08ZzMsO9zEsJxi22TNlD3l9/cQt2lGpw5exJJhw9gy7YtiIiJxNI3lyEocC6mT/PDhAlTMHbsJIweYfGpY0dNwISxPpg6aTr8Z/kjZOEirFwdijVhUVixIgxvLluFZStXIzwiGpzYxMYxaLSs7K6JiFY2u3nrdiQlpaqVTNqlwrRcVsa5imsZo+gH2OfYbvo8wcAaPvJcJk/w1LEUWZMntPCt6RI9d0v/y4MbaaA5AMuMl0bCiwMFZ6xcCuaqAgfjTz7+RKqr9Natz3Hm7Gls3/Y2Vi1bhYAZczB6uA+8XAbD8TU32P/ZCfbdHeHQ2RF2nRxh09EOfdvaoV9be9i0tYdtOwfYdnCATUd72HV2gEMXJzj2cIXzX9zh+poHBrkMxugB4zBxhA98Jk2BX+BsvP7mm1gTGYOouEREx1u2XGhA3B7Y+NZWtSx+9ky+cmxqtaGUqzeWJcCiokLwoiPhKhVXAeSl8oH0vNBSZr50nZY8ZxZ0nhwspNNx0JU8jZbROoMZOjUOYmyHGDDvyd8HKiwqwI7du7A0LBQzA+dh9Khp8HYZAZee7rD/qzPsX3KGbVdH2HZ0gk17R/Rt56gwtW1jB7u2DrBr4wC79vaw7WQP+06OcOrmCqc/O8O5lzO8nD0xeOBAjB45BpMnTsUsf38seHMRVoaHq8CRuHIbKzIyTm0PbNywBfv3HcKpk+caZnGWAKe0hFtV+oBcrmZU33z7TeMAKtgJlkz5EbzuxqcsBwsewJMBWGa94tjo6Igj8aRT47u+9v41NXO23A3qa+5lZZXYt/+gCpT9g4MxdtwkDPQcAZc+/eH4N3fYvewMm+52sO1ir3Dt294B/do5oG872qqDxV7bO8Kugz3sutjCrrsdHF52gvOr7vB0HIAhg4Zi+OjhGOszHjNn+WNhyGKsWhWGqOg4ZavElYNHRGQs1iZuVOdQeK6EKzdsP9utZnKlloGjsLBA0Xzub775uhEzHT89L1gKtvLsIiM0+Vxp42DBCQptUwYK2ipx5cVD+hwgOFjQ8ZL3nTaZ+f6H71FZX4n9qQcRHROLhXMWw2fSdPTvPwzOtt5weNUdDi+5NvR9B9h2coBtewfYtnNUWNq0s0ff9rbo18FO9X/7Lo5w7OEAxz85w/UVD/S3GYpBHmMwbNgEjJo4CT5+MxG8MATLVoeqvs6+T0wZ5HCiE792ozovwbN+PFOiDoQ2BuPlKCouUc9BnPl8EoxbcPv9aqNgKdgJzVTyOo9l+gBMTKXPC56XuGpdXa186ZEjR1RwQ5nfTWZ++VmdGUpJT0H02ljMDQnBxMkzMaj/aHjYDIDTK26wf9ER9l2cYNfJRdlpvw7E0wG2bewbL5t2FkztOtGvOsL+RRfYv+ION5v+GOA5DKOHToTP2OmY5jsTgQvnYOlqBpDxDXa6FpERsQgPi1ZBOs/0ZGUeQXFhORg8csWBGPKiXXCCQz/AfsjxgCv2xIJXU1jptqjnTXnqID6ckIqd6jbKMv7kBYNvwZQ+lu9WPrT1y1cuIyMzAwnrEjBvcQgmTZmOIQNHKzycX3WF/Z8cYNvNAbZd6FOd0Y8+ta09+rWxg80L9Kn2cGjvBPv2DrDvYAv7Lg5w6OEMp7+7wt3OEwO8BmDwsMGYMHYcZk2diblz5uPNFasQFh2rxiixUx634MSHZ/ky0nNQWMitK8uBY+JZXFzU4FML1dhLTDmeyBYgcMf+iJXgpefluYVH2uTrPJNvyoq+lqT/JcGN/jDSCbkETaemOzaW8Tc/CgqLcPz4CeSfz8eHNz7Ajz/82PhsH332CU6cO43ouDj4+vph+OAx8LAdAIc/uYCDa9+n7dDzMVv0edAWdg/Yw+E+Jzje5wYnXg+4w6WVB9we8oTnI97wenQAPB7uD9eHvOH6oBfcHvaG20PecH7EHXaPO6LP07awed4e9p2d4PwXV3j180Z/j6EYPnwspvjOxILFi7EsLBQRcfGIjV+PyMh4RIXHIjF+A/bsOYhTp86D50Y4eDBQ4348DSo/v0ClDOA4c5UVBx2nu7100wh4BkWWS3VMOYDQwdEBnDh5CmfOnFXL/99qKzS3bt9CQWE+Nm/ejAD/QIweMRZejv3h9Bdn2HYgprbo+4gtbB+0g20re9jd7wjH+53hdL8LnB5wgXMrV7g96A7PVp7wfthbXR4PWbB0fcgLrg96w6WVJ5wedoPdY46wfdYR9p0c4PIXR3j2dccAt/4YNnQUJk+ZibkcQNasRnRUHBJi1yEqMh7hkXGIi1sHHrTjGQpuT5WVWTAlrjyPU1BQqDDl72pwJZAdUv/o2Ap2ZpnISzmDT87WZKam40rHRofA1a/Tp04pjPkO5HP76y/BA9Fbt76DeUELMW7YJHg7DYLdq07o19kWvZ/pi76PEVNH2DzkjH4POsHuQSfYP+isMHVq5QqXB93g/rAnvB7try73h7zg9qAHXB92g8sjrnB+1BWOj7rB4TEP2D/jCvt2LnD8kytc+nigv8tgDB8wCj6TpmFuyEIsW70a4dGxiOPqQ0QsIsNjER+7Dju27cLRo8cUhjyTwzM4YqvElLbKLUD+ds733/+gHk/wIyF5wUxowUFkhOZ74Zk6GSyY0j7Z969ceV9tMXEyc+LEMfXtDp6vkA8D18qaKuzdsw+LQhZjwhgfDHIdApdXPeDQzQ39nrNFn8f6wKaVDZzud4TTfa5wut9d9XtL33eFWyt3haHHw57weMQbbuz/D3qBduryiDucH3WD02PucHjcDfZPO8KhrQNcXnSG+2se8HAehMGDR2P8xKnwnzMPb6xaibDoaMsAwpXH8Di1Yrbl7W3IzjnScOapxrJNpbZTGThyQC5UgeP16zfw7bd3JjiCnWAp2AktfMFDyjnDltVvsVFiyoGYuPJ3ps6eP68mNZUVlfji1i1Rge9+/A419bXYe2A/Fi15AxPG+WCgxxA4veYGm6726PesDfo9bod+DzvC7gFHON3rBOf77tiocys3uLbygNeDXuj/cH8MeGQAPB+mP/VUF/0p7dblYXfYPuoAm6ftYdfOGY493OD2T2/0dxyMwf2Hq2B/dmAQlqxYhtCoSMTEJaijABFhPP8Yh7fe2qrO5/FwM+2UW1P0p7wY4NBO2R95JocByW+/WVb1BCPBTmjBVoAQvtCcKHIlixiy/4udCqaynXfi+AlUllfi888+a7znjz/9iIuXLyI57TBWLFsBn3GTMcR7KFz7uMK+uz36vWCLvk/Yoe/Dduj3kB1sHrKHbStHOLRygfMDrsqfujzoDtqo90Pe6vJ60BseD3ooP+v6sDtcHvaAyyOecH7cHXZPOcL2BXs4dLOH66su8LDzwgCvYRg9ZhJm+Qfj9aXLsYqYxicqP8rAMSoiDhs3bkZqaioK8gtQ0XAeh/2fY0V+fiHyL+QrX8Df5OFvZukBo46Xnhf8TJxNWuSY6vX1vC7Tkvx/WXDDRrMT0rGx44mxMC8dkbPFEydPorCwBJ/e/Byy6vzzTz+pswdvb9uOWX4B6O8+EM7/dIdtZ2f0e9Iefe+zRd97bWHPzscB4ZH+GPj4YAx/cjjGPDMW41pPwsQ2U+DTfhqmdJyBKR1mYlonP0zvPBvTOs/ClA4zMLn9dHX5tJuGCW18MLL1eAx+bjQGPT0c/R8fBI9H+sPlYU84POsGx25ucP6HG9wdvTBk+EjMmOWPN5asRExkgmVAjopHRGQ84hI4Q04CDzNzWZXbKfz2VVFhqUrzeV6npEQ5IHZI3Xju9tLFWBgYcQlRBgsdTzo2GYC5RXLjg4/wy53zdOBXEzlQhMx/HcO8h8HjNTc4drGHzZM26H1/P/S5zw52DzjBtZUrvB/2wsDHh2Do0yMw4tnRGPP8eExoMxk+7acqXCe398XUDjMxXeHqh6mdZsGn/XR1TWw7FRNfmIRxrcerugOJ6RND4PGoFxwfc4LDs45w6uwK1796wL2fJ4YMHoLpvrOwYOEShEdGK0cXGcUBOUYNHvxWQWOQU1qlZsrEtCC/GHR+PJdDJ89fVBZMBS8dV7NMeMSUQScdmTU75QoHg5pz586r1Ydffvmpse9dfP8K9h86iMWL38Sw/qPg1tcLjj1c0O8ZW/Rs1Qd97mXQbQfnh5zh9bA3Bj8yFEOeGo4Rz43GmDbjMb7dJIUp7XFKR19M7TgT0ztbbHVqx1mY3H6GBVfa6QuTMe65SRj9tA+GPj0W3k8Ogcfj/VVw7vi0K5w7ecD1r27wsHXDsEHDMXXaDMx7PQSrI0MRGx+vzpIQU54n2blzj/rmFlcdeDXaaWGpwpR0ff0V3Prii8Zf7BX8mFrLN4LSsB3F1RraJN+NYMs8y7gye/rUGXDVkz/y+OOPd7ZHP/zgI6Rn5qil91HDx8KDq10veaBfa3v0eagf+t5jC8c/uMLpXk5cvDDgkUEY/thwjH56LMa2nqRwmtRuKia3n4bJHaZjSgdfTOs0Q/X96V38MLmDr8KUMhPbTMbY5ydi9LPjMPKpkRik7HQAnDjhecoVjh3d4fxnL7j26Y+B3kPgM2kq5s1fgNWh4WrlITImDqHRkQiPjsbWt3eoQ808K8JtKuLKfGFBibJVfmOG2wOff3Ybv/CsUAOOgqXYo9DCF1xp2zwELpjSVomrDMA8zMotp9NnzqC6rlad85K6Nz+/qVYbuF00btQ4eNl4w+lPLuj3vAN6t7JBvz/Yw/5eS4DIwM/zsSEY9MQIjHpqDMY9NwHjX/CBBVP2cfb9WcqfKp/aqcGndmjwqW2mYPzzkzDyuXEY/MxIDHxqGLwfHwjnh73g+LgXnNq4wOUlJ7j3dsFAT2+M9ZmAwHnzsHzVGsRwhTw2BlHRUYiMjMJbm7ciKzNX2WdZaXUjnrTP/AsMHItQXVWjfpVaVhwEN0kFA8GVtPgJ5jlJkS0owZR+lauYnJBya5QBOIP+7775XtTh9lef4+TxE4iLjoPPOB94OnjD6a/u6NfOEb0esUHPe/ui7wM2cHjQCe4PeqL/I4Mx+IlhGP7sKIx6YSzGtpnQOE5N7jANUzv6qr7v22U2pnf2V/51cjviPQ2T2k7F+NaTMebZiRj2zEh4Pz0Ino8PgMsjXmpi7qgw9YRbzwHwchuM0RPHY/acYCxduQoxcQzCYxEVGYuIiBh1No/fgKXvLCur0jClnZaocv52Dr+92JLzOAREx7Y53EVW5E3ZRnBbkPlPCW6kHWIwbLAYDKNg6YAS1FRVVarBgsuMH3/8kVTHV99/i9zTxxEatQbjR05QhuLQ3gV2T9ig77294fAHe7jd5wHvRwdbBojWYzChrQ+mtvXFjPYz4dfRD/6dg+DfZT4Cuy1EULcFCOrO/BwEdZuL4O7zENhtgeIFdl+IoO4hCO42D4FdgxDQNQizuwRhVqdA+LafjWltZ8HneV+MfnoSBjwxHC6Pe8GltSecOnvB5W+eGOA2GON8JsJ/4QKsiYxCfFwCYqOiER4WpbYBkg6mKiOhgysuKrcYUGGJmnFw/5szAQYp8rU8gqC/aD0vPK4scLVGZhZqIL5yRXVCOjZ2QAY1XL1Bw0FbDsRFJaWIW7cBU32mwumfTrDr6Kii/77394bNH/vC7V43DGo1BMOfGIMxz03CpBemYGrbGfDtEIiZHYlJMGZ3mYeArg3YdVuocAzqMQ/BPeaBaVC3+QjoskBhT/wDusxBQJdA+HcJwKzO/pjZ0R/T2s/ChLaTMfL5MRj45GB4PuEJt+dc4d7RVa1wuLn2x/ix4zF3ThBCQ8NVYMOzJFx54PIqv+LLwZADh2XQYIBjcXJcKuZXn7ntJk5OcNPtUoyN+PLDAJydmIMuLwkWOYDImRrqpg1zyZkfnv0orS7H+o2b4Tt9Ntx69od9Fxf0ftYO/3ioL3rd2weODzjA6yEvDH18uBo4GZjQUU3v4IcZHQPh13ku/Lta7DG4e4jFLrsuRGBX2uw8dQV2n4vAbvMQ3C0EQeR1noeAzvPg12UuZnQJxvRO/pja3g+T28zAyNYT4f3MMLg9PgAeT/WHcwd3OP7FGR4OHhg1ZjRmB8/G0rBliIqNRTSD8fAYtV/Pr/czGBc75aDBi7jyrE5xSSk+/PCD351x0G1T8oIn8SH+egAuAaNgysGCW1D8tdsfvr+z4nbx6mVs3bkbQQEL4G7XH7Y9HGD/vB36PNQXff7YDzb3OsD9UU8MenIYRj49DhOfm4wpL0yDb9sZmNVhFmarvm+x04BuCxCg7HC+ZrcLEETb7Wqx04CuwQjoEoSAzoHw7xyo6s/sGIBpClNfTGjto/yM++P94fqMN1zb9YfrS57wsPHCiFEjMS1wmjqro758EL1WYcpzT/z5CX7l33LQWAIcYlqCc2cLlD94//3rjdvUgiGxayrPAJxbBsRSt1PaJcvoU4gpv7XFf81h+fyGSzeuYvve3ViwYD4GOw6Cczc3OD7nCNuHesPmD73hdo8LBrQaiAGPDsFwTmLaTsDEdlMwvf0szGzvh9kd/eHfOVj1a0v/X4CAbrTPuQikP+0+t8HPhjRiG9iVfT9IYTqrkz9mdg7AjA7+mNJ2JiY8Pw0jnhyjgh33pz3g1tYDrj084dVnIEYMHYlpftOwZNlyRPEQcnwsQqOiEBUVp37K40jucYUd/WmjnRYU48KFfHX+hX2Xk0ZrXziwhi3luAVNDImpxU4tK4ukORHl9jN9NYNK+Xzw2UfYn5SEkJAlGOI2FA4vOsDpBTfYPuSMnvfZweZ+Z7i36o/Bj47AyIaAe1KbaZjafiZmdGDfnwO/LnMa+v9CZZ/KZ3ab3+hPVd+nf+hisePAzhafOrtbMGZ2DcD0zrMwvaMfpradhfFtfDDk2RFqouP2lCdcX3CDezcPuPZ2x9DBwzDNdyoWLX0dUTGWPs9vB9Knvr1lu2W7qqBU4dqI6YUSXFCBY4EaazhJ0X2obqOCid7/Tb7Os/YeTL7ovFv6nxrcsDFiMHRk4tRoPKS5P3nu/DkV2HCQ/q3h67bf//Atzpw+jWVLVmJE/7Gwe8kZ/3yqD3o/YIO+f7SHwwPu8H58GIY/MwHjn5+KKW1nYFqHWZjRyR8BPYIx58/zMf/vryOk15t43WY5FjutwnKPcKzpH4PwQfGIGByP8MFxKg0dGIuVnpFY6haGxY4rEdJvKRb0XIz5f1+IeX+xDNQBXeZidid20HkI6DQffh3nYGq7WWrgH/rUaHg+MwD2bZzUzMfTYSDGjpiIBXMXIDI8HAlx6xq/Yrp501YcyTmu9o9VhyzkMjWXVPPVbIAH0oiDHh3Li9YNhHmZBRNT4ikX6cKCAtUJ2SH5P5z4oTMsqyhCTEQkJg6eDOc/eaDns73R85He6PNHGzje6waPRwdhyLNjMYarXG1mYAYdWid/+HULQsBf5iPo1RDM7bkEIf2W4w2nNVjmFobV3tEIU5gmIHJIvLrCB8ViTf9orPCIwBsuqxFitwzzei3B3Fdfx5y/LkTQy3Ph1yUQs7sEw78rO3YQ/DoHYkaHmZjQegKGPjkMXk94wqW1s9pb9rQfiGHDRiEgcA5CQyPVICwD8oZ1m9XXKdkRVYCTX2KZGRcWqL1wfsPo8uVLjYfPiZ3eMaXDsJwBOO1SHyzoIC9euqiWaunYGODIQfbf8Btq6moQn5CI8SN84Pp3D/R9vh96PdwPve61he0fXeD14BCMeHIsJjw3CVPaTodvh1kqYJ7dbS4C/jwfwQ2YLuy7DIvtVmKZcxhWeUUhbGAsIgYnNFzxCB8Uh9XekVjhFoZl9quwuN8yhPRegnn/DEHg3+bD/+X58O8+H7O7zFV2yoBneucgTGkfgAnP+WLwkyPg9bQ3XJ93g0s3N3j18cawQcPgHxCI1avDFaYciOnk+DVoHujkb8b8buBQTo4DR4HCSFYbBU9iKXbKMn4YgMuZBZnMEGNe8kUBbttSl3yuXX8f23bshM/kmXC2HYje7ezQ98E+sLvHFg73OsPzoQEY/uRojHvOBz5tfTG13Uz4dvTD7K6BCHp5Dua+EoIFvZbgddtleMN5NZa6hqk+HjYwDpGDExE5xHLRbukTaKdLnFZhUb+lWPjaIsz/5+sIfmUBAl9i0DMP/p2CEdhpLoKZ7zwHvh39MeGF6Rj+9Hh4PjEITlzN7ewEj95uGO49AtN9Z2P5yjWIazjUHREWg/i4deq3TBjM0E4ZLBbmWwKc82cLceF8gfo2F//PkGBHPARPyTOl/ckWtPR/CcKJJc/UccVW3376+OMPsffdvZg11R/edoPQr50Nej3aG33us4XdPU5wecgDg54agTGtJ2FSW65wcWVrJmZ084f/S8GY99d5WPCPEIT0fgOL7Nj/VytMiV/EIEu/t/jVeIQOIKaRWOoSikUOKxDS700seG0R5r2yAMF/mgP/7nMwu/NcBHaei+BOcxHQcS5mtA/ApBemYfhTYzDgyWFwe84Ljp2c4P4PDwz1HKUmDUuWL0N4XDRiYy12Sh+w590DaoIjq40FBdz6L8SFC+dV/yceDAJ5Fkc/MyJ4Ctac1HAiRDx5ia3Sr8r5L/ppBj/yufnpTew/vB+zZwdgkOMw9OvoiJ6P9Uav+/rA8Y+u8LpvMAY/Nhpjnp2EySronomZ7fzh1zkIgS/PVTY2r9di5U8X261SfZ+2SN/Jvm+xU/qAOIQOjMYaz0isdA7FG7bL8XrvN1TfD/77PAT+eR4Cus2xBJ0q8AyGX+cAzOrIAHI6Rj0zGoOfGALXZ9zh0M4Rbn/3wEC3IZg8eRqWLFmGmJhExMWuU8E4J4/87TL+lEQpV3G520BbLWCAc0GNU1y55mSFY4rYJ1P9o9MiI3ydxzKdr+dFvqXpf0pwI43nwxMEiYJl0KBjo9HxACZ/sE1f2quqqVLf+BjhOQquLzqj1yO90OcP9nC41w1eDw9UTm3Ccz6Y0s5XbS/NfDEQ815bhBVOYYgZuBYbxm3B1tk7sSckCUkrs5ASmYvU2GxkxOchIyEPWfFHkRlzFJmxx5AVexxZcUeRHncEaXG5SInNwuHIbBxYkYZ3Q/Zjy6x3kDhmA8L6R+MNx5WY03MhZr8UBL/uQfDvFqhWd2io0zrMxOjnJmDAk0Pg1toNHj280N9mECaMm4xFi5cgKtbyVfJI7h/HJGLf/kM4f6EIRcVlav+de/CcbXCb49y5C6iv45YK940tL14MgCk7IzsYOyDxlKCGmPI3YE6dPo2CwgLcun3nrAKXUzdt2oSxI8fD+RUX9HmiD/r+sS8c73GDZ6sBGPrECIxtPR5T2viq6H9WjwDM/0cI3nRchtABEYgfuwGb/XZgx+t7sH9lMpLDs5AWnYOMuFxkJBxRuGYmHkVmYh4yE48pOiPxCNITcpEal41D0enYvyYVuxcfwtsBu5DosxERw2Kx3HUNQnotQeCf5mBW10D4cbWsazD8uArR3h/jnp+MQU8PgdvT7nB40QUuNl7qGwTzF4YgIiZWfU0/IoIrDwnYsWMPTp/JB3/EsZDbfjzbdIEBzgWcPXtOOaivvvqysSPpnYh5HVNxbsSUAfjp01wBy8etz+84tusfXMPO7TsweexkuL7qhl7P9MZr970Guz/awe1BLwx6cgTGt/aBb5uZ8G3njxldghD0ykIstl+hnFfc6A3YNP0d7Jy3B3uWH0JSeAZSo3OQHpuHjPhjyEw4hvSEPKQn0m6PKjoj4RgyY/OQFZWJjIgMJK9Jxr439mFb8LtYN3kLooYnYoVbuBqkGTjN6DYHft05mHAVMgCzOvhj4nPTMPTp0XB71gtuXTzg1tsTI4aNxpzgBYiIiFbBeGxUotqT37Z9J06cPIPikgoUcHtKbftxIM5XZ7d49uHWrS8UpmKjtE/p/wxYaHvS78VWia9sl/Br8Wjwi59/eQtJhw7Cb5ofXPq4o88LvdHnnn+g3z02cGrlhQGPjcTo1hMxoe0U+HScjlndAxDy6iIst1+NiAFxSBy3EVtm78DukCTsX56B5Mhshp5aVQAAIABJREFUpMbmqP7Nvs+Ldpq19phKmadfSIvPVf0/LSIXSSsz8O6SJGwO2IG1E95CxKA4LHdehYU9FyHw5WAV6HOFLaDrfPh1DYRvpwBMfMEXw58aB69n+8O1kzuc/umGQQOGIiAgGGsiotRXc3lAPjwiBlu2bFerOEXF5cpO8/NLlC84dz4f586eV2efbt78FL/8cufMiOBJjBnYCKbEkRdx5WDMFUUG4DeuX8dvDfW//PZrpGdmYs7sBejfZxBs2tjitVY90fceO/C8TP/HBmL0s2Pg88I0TO3gC98uMxDw12CE9HsDq9zDEDdsHTZP3ortwbuw783DOLwmG6nRFp+aHt/Q92mXCccbL9orefSpxP9QeCb2LkvGzvl7sHHGFsSOWYdQ7ygstVmGBX+bB78eAZjZLRCzuwfBr2sAZnTyU9su3K7xfmYAnDq6wu0VBjlDMctvFlatXoOEuLVqxTEsPAYbN76N7Kyjln5f1ND38wvVb6Cx7xYWFqv/DdbU7w0RU25Dsa/rtsr+n19QhBMnTuHq5av49WfLSi0nnzzovmDeAnjbe6FPx77454M91Wqi832eGPDIUIx6dgwmtvXB5Ha+mN5lNgL+EoxFNkuw2jMCsaPW3+n7y5JwKCwTadFHVN9XmDbgmpVIO7Xgqvp+3FFkxeQiMyobKWHp2L80Cdvm7MbG6VsQM3ItVnmGY7HNUsz52wL4dw9WAQ9X0Rn4cAVyahtfjHp2LDye9oZLew+4/t0Tg1yHYsZ0P6xasxqxcfwiRyxCQ6Owdt1mZGYeQVFRGQoKy5BfwO2pBn965hwKCywTca7KSt9XmYY/us0yb9KmrPBNWV3ubvn/lOCGjeBDMxKmwcisQqJhHgDj7IIGJZ9Pbt/Crj17MXnsFDj8zRl9nuqF3n/sCYd7HTHg0UEY+cxYjH9hqjor498jEG/aLUfcqPV4i87sjf1IichCdvwx5K49jiwOtPFHkEmHRkOJPYK02Bwkx2QiNS4TaXGZSI/LQmpMBlKjshQ/nQ4uIQdpiblI48C8Ng+Z644hJ5EBUB4OhaVj56I92DRjK6KGxGFJnzcQ/BINaB5md5uHWV2DMa3jbIx/3geDnhgOtxe84PxnVwx0HaAOH/PgcUx8PCKi4xAWFYO33tmBYyfPquiYDo7Lfry4zcJtAe7Ff/3Vt78bjBks8pCbODWm7IC8OFPjD+/VX7ykfo+GuH79/bdIT8vA7GlBcHjVBX2fs0OvP/SC/T32cHvYyxIovjBFnTma1SMQr/dcrma2G6Zvxa6QvUgKS1P4Za89juy1xxSuxIkXcU2Py1VXZnyewjozMReZCTnqykjIQWp8FlITspCWmK0CHb6P7MRjyFl7XAVByRHZ2L/4ELbN3InE4euxzHYVgl5egIDu8+DPgblrEHw7zcbEF6Zg8NOj4NraG04vWbZWJk6ZgjdXrUJMQqIKHvmNtfVvbUXWkaMoLLZs+3EPmdf584VqiZ7LyjxLow/AXFnUl/c5UBBX2ipnKPyqfHVlNX7+2TLY8PzX0bxczAsMhkdPT/RrY4ue9/eCzT22cHvEC0OfGYVxastpBmZ29cPCV0MQ6R2LTT7blHNPWpOiMCOeClMGhwxgEi2DrMI29mhDkJOHdMXnIHJEDcTEkHaaqmw1B+mJR9R7yeH7STiK1Jgs7Ft+ENuCdiNx7GasdF6DeX+bC7/uAVBL2AwcOwdiYjtftfLgTkx7uKitlfETJmLJ0jcRF5eImKg4hEdGImH9BqRm5qKguAz5xWUKS/5AGL+izx/H44FO4idL/8SWFw8CC5YyAHN7lGdrODDQXr/Rvv2UX5CPJUuWqm/l2LS3R6/7e6Hff/SBWytXDHh8CEY+PwET20+Hb4/ZCOm3BFFD4/C279vYE7IHKWGZSOcAu+44MtcfU303LSG3IWjJURhyoCWWDMAZ5FgGZgudFp+DtDjLRZwtQXpeQ98/ipTILLz3xgG8PesdxAyLxzKbVZj78kIE9AhSAwdXdGd1moOJbX0x4tkx8H5uEFw6cxvAE8NHT8CcRa8jil93jolHaHg04uPX4XBKhsLzQlEpzuYX4fyFYrXtd/Z0vrLZGzc+/N0WNfszt0IksBFfKgE4z4DxIOid7ZLfUFJZiWXLQ+FtPwT27RzR54He6Psf/eDcygMDnhiCUa3HqUkit96D/7QAq13DsG7CemwL3om9y5KQHpWLnAT2/eMKU/pE+sbUBrwEK9quwlNNbpgn9jkqTSWupMWnrj+GzPUnVMB5eFUKds/dhfWTN2FV/wjM+8dC+PcIUKvvnOTM6OyvVpCGPzcOnhyQeS6vpxtGDhmJeQtC1E9JRPOr+fz2amwi+Mu9FwpK1MrYhQY8L5wrUr9YzxWz69c+ws8//f43sRiAE0Nu7RNT8a0ct9S5uvP5+OLzO99+qr1Yi5jIaAx1HQGbrg7o/XAf5VOdH3DGoMcHq1UaHwY0XWdizitzsdotHBsmvoUdc3biwMokpMRlI2s97fQoMtYeVX6RtmnB64gFK/pXYtrgG+7YLQNGsVPac556L1nEdN1RpXv/qmTsnLsP6yZuxRqPaMx/9XUEvDhP+dQAbmF1no2pHaarIIfndNw7esHtH64YOngIAucFISImBtHxCQiN4O+QJeC9A0k4W1CkfCrHJ/Gp585eUBMcYsZgzwxKJFih3TbHM/mmLPkt/fxfD27YED6snAWR1QUaEIHgORDOMPRvQZwrPY2Fr78Oz14D0esZG7z6QC843GOPQY8MwahnLAdXZ/QIwOt9lyN+5EbsmvseDq9MRUZ0NrIYxMTlqZWEtJgcpEZnIzUmGynRDF44y8hGcngG0tfmoCClBNfLPsBnVz/HZ1c/w7WqayjLqUTOpmNIjsxEWgTrMwjKUldKQ32uUqTHcuDOQ8baPKV7//JkvBO0GzGD1yHkH0vh/+J8zO46FwHcZukQjAltpqD/80Pgygj5VQ8MHjYUQUvmWr7uHL8WayKjkbBuo+VrjkXlymjYEXmuwTJwnFc/WMXBmC+cg4d8I4I48pKZMJdL2RH5g3vy4T9j42HBgS6D0PcFO/S63xY2f3CG9wMDMOqp0RjbZhJmdZ2B+f9cgNWDYvBW4F4cWJoOzl6z+JwM8uJyGrEUPCUl1hmRR5ARmYfMqKPIiMpDRlQ2MiKzkB6RhbTIbDUoENfkyCykReUgPSIX6arOEaTE5uJwPFfUjiE3/hSyo48ieWU6ds/bh5jRa7Goz5sIetkS5ARwr7nTXExpMw1Dnh0M97bucP6bG4Z4jkBg8FyExkUiMj5eOTn+FklSSro6z1BYUNbQGYvUCg5ntcSKq4nEkxeDRdooLxmEiSuXthmAc0tFlhau3riufsRxhNso2LXlDLgX+v7RDp4PMFAchbFtfDCl60wE/W0eVrmHY+PMHdi1NAXJYVnIjmWwnYvUhHSkxmWB+DHgTonKRGp4BtK4chOageTQNBwKTUF6VCayonORHZWLzOg8pEZmq2DzYGgqDoVm4XBoDpLDcpDKlckGe1fvhsF7QiayGPREH8HBNRnY+voBxE/ahGVOKxD8l/nw6zEHAdzC6jwP056fjZHPjoNbOy/Y/8URHp7emBk0C6HR4UiIWYfwsBhlsxw4zhfyW2kl6tdPlZ2qoJGrWudVf5fzYlwFo30Knsyz/zNYZGDDcvncunUTb+/cjrHDxsO+sy3++VBv9PxjH7jc64ahjw3HmOcnYEqXmZjzz0WIHBqPdwJ3ImlFMtKiMpFNO407gpS4XByKz8XhuGykxGQhJTZb9d9U+oAorjJmqzQ9OhsZtNuYHDAvNGXkoqzI8x2lx+Sqy9L3jyAtJhcHV6Rhx1zaaSJe770I87kVzi3WbgvBLWwe/B7Wehy8Wg+G04secHfywrRpvljD7b+4tZZfQY+Ow669B3DqXD4Y4FzgBOc8+3+xmtycOXNOBTLElB9+vZh2KSsLginPfzAA53Yp7Zkfbq++u3c3Jo6aDMfu7uj1kL2yU/d73THssZEY+8xETG8zDQEvB2OxYyjW+mzDnpCDSFmdgey4I8hO4CpCrsVGG3wqfSJxVVcDroKf4CnYKgw13GmXUj85NhtJcTk4rAbpXMtKenwuUsIzsH/JQbzluxWr3SIw568hatVxVtc54Bbu1PbTMaz1CHi08YJLDyc4O3hjwuSpCF21GrEJ69RvjvEnOrbteFdNELn1Z8HT4lP5L3nOnM5X38jjFpTgJIGNBDWkuQ3FXYWqykr89MN3SpbnPw+kJmPaZF84/tlBHRC2+Q8nOP/BA4MfG4ZRz41XXwQI+lMgVjivxLqpb6uV6tTQTOQQ07WcPGeqCZ/YpxpfDNtT9soJd4ONmqlup2psa3gvXCE/nJCB5MRMS3Aem4eU0EzsW3wQm6ZvwRvuKxD09/nw6x6I2eo86RzM6Dgbo9qOh3fb/nDr7gEnWy+MnTAZy5evRELjRDxW/WuNY6fOqpUx/uscmTByLOe4wwmL/KyJBDWSEjwzYNF5Jt+UVeC38M//1eCGbWBgI1+fpcHIIMxImAbDQ8OylPX999/hQNIBTBzlA6fujujVqg963+OglvVHPzkak16YipkvB2ORwzJsmrYVSSsykBLBAcEyKCRHpSE5Mg3JEZk4HJ7ROJgejsrAoch0HI7MwIHwZOTtOoGblz/Dzz/e+Rl0wYuzzFsffoEzB/JxOCIDKeGZSI5IV1dKZIbSTf2cvan78J7R6Uhm0BSVjbTwbCS9kaJmyTwHEfhiEOZ0mY85XULUAc/RbSahf+uBcOnhBnengZjqN9vyA1bxiQiP5NccE9T5BglqpEOyI/Kn4rnPyaCG3zKTQFGCmiuXr6hgkQcyv/zqS/VIv/z6G44dOQU/n0C4/tkNPR95Db3/0Bce93tj2BNj1NmP6Z2mY4HNIsSPTUTS4hSkh+YhLTIPKVHcluNyfoYljcpEssIyA4ciMtTq1YHVqTiwKgX7Vydj/+rD2L8mBQfDUnEogrikIi02HekNq2Mp8ZlIjsvAoZg0HIxMwYFQS519qw5j76qD2LsyCftWpeDgmkx1v5QYLs9aME1Znoa3pm7BcqfVCHx5HoK6zsUcrpB18sP45ydi8PND4dHZGx42/TFx2lSsDI9AdPw69Vsu/Ml3HjbmCgMPbXLGwe0pDsIMcM6ePaNslEGODMJip0wZfLPT6gH42QtnEOQ3H66veKP3o33Q+w994HKfK4Y9PgITW/uob9/M7bkQ4UNj1JZoejhtNBuHYjNxODodKZGWKzk8DYfC0kAcucXH1bGUhAxkbcrFka3HcHL3aRzffQqH41NVwM2AkDJZm/Jw7vAFnDpwBmd3nsXpraeQtyEP6bEZSFqThn0rk5XOQ6HsD7TfNHXP5NgM1QYGmKlrsrDNfxdWeIZizishCOyxEHO7hMCfwXi7yRjcZjjcOg+Ecx9PjJo0GitXcql6nfq9DP6rB/4PpnPnC1HA1bBz3J6y4HrixHGFF/+nGoNxYih40lY5YPx/1L13fFTXtS/+XmwnubkvuUluihN3wAYEuMSFDqaaZnpVQRX1rhl1IYGEEBK9oza9d3V6L6IbAzYgVACBMJhuEGrf32etM2cYcOKb+25+f7zDZ3P2njmas886q3z32muvTXJPRpj4WDwoc/fi9IX4cvCXGPSHIRj88hCM+bexmPb7GfB+dT6C3w1H0pAMbPAvhiWzChX5BI5pAELGshL2FVUssyyfBQLvkswKckvXC6WyoJrrlctrULViKxeqi23xOjrTtcL1gj5xyT3pGJIHujfLBYHSGtizylEUVIysMdmI7pMEAuIxvRMR+l48Al4Pxay/zMb4d77EF59NgOfMecjKWMTp8/NXreV8WcUKlZBB9oQT3BwRBjcHDgiGgzw1BBaJhi59Wl/PiwTIU0Ng0d0D3tDUgJwlOZg0fDqnGxj4yiAM//kYTPndbPj9xR/B74Qi+kMpcsfnQx1jQBmB5BU7nnuusoJqpivrQ1HvEU85dUN5gZOuL9CTaEuDm8oCgbZEX6IpXU88ye+FBzukY2nQUyPcZ3klylfQtOw21u0VedugS7RyzIm0/0JE9opHQq8EXuhBqzJnvjYX49+ahC8+Ho+ZM+YgMS0Dy535scjjUFKk4D2XOLZJ9ODUnsTBA0exd98Bjm0ib6MIFulM/Eo0JrC4c+cObouDmqvXr3G6j2ljZ2DIa0Pw6c/7Y/gvRmLKr2fC80++8H87GNF/k2Dp5AKoE/QMEolHHKtrUL6SdBvZIiqVrOeIrg4nPQTec/Knk08rCqpdPEo0FflUpKfIp+U0Nc20JZ0t3Ifsnp3us7Ka9Q7PVvA01lZoJAbkTV8ByWepiOyZgPjeiYjuGSd4cv7ihQlvfolxH0zC9ImzIUlOxoq16zibNCVc3LC5GDt37uPAbQI3wkzDURw+IiQtpTATAjji4Q5gXgQs7t/R9e7fu9fF3/pnz/+/gBsCCHTQtAlNRbmv3iHGIWBDqf0pgBCdwgR7y62bWLtuHaaNmILhfxyJwT8bgi9+OR5Tfz+HlxmGvRuGtOELURgqgz2nkr0v5oIymPIrYFlaDSuNcJfSKJaMRRVseZWu4sirhGNpFRvfHdo9uH9biGxvw1NOeO8ey/IUbehEF9p+aMOhslpYcmleuZp/tyyvCva8KljpPsuquJQtrYBjKd2bjEoVLAUOWAvKULFsK0zpNqz3XofUz1IRRyuyeicipmciwt6JwNy/emPi29N5Pn6ujx8W5S7DmtWbQDEjlFjNbLKxMaYgTnKhkvEg1x8BQhI4cWRB9KRC7T379qP26FEGlET/h48fQqVWY+4ET05QNuCVQRhF3prfTIXnX3zg3y0E0gHJWOO1DoZMK+wFNTzfW7a0Go7cSpBXgJ91aRXTwEbPz89ZAVOBDTXyHTjiOI7TW8/i693n8c3hC7h4/DIun2pA41dNuHruCpq/vYbrl66jue46rtY1o+nCVVz55goazzTh8sl6XDpeh28Of4uzu87iTM1XOF5+EttVu2Fcbue4HEdeDexLa2DLK2fFWLa4ElsWlCBj1GJE9ItFrAcpOSkiusVg7pveGNdtIkb+bRymzZqDtMw0rF27HstXrEd+/mreeuDQ4eM4eoyM8TGOFaGYJsqhRFNUIk3djTHFghw4fAgPnQGuFJBtKy+H9+wAjOgxBv1/OQRDfzESE387Gd5/9UXwW4KnZsXs1TAkWVCZtw32/EpY8ytgzSuHY6kN5bmVcORUscfBtrQMVYXbcNB6BGd3foP6Y024XncTd2/cxw93HqPjSSfaf+jELv1+GJaUoWxZDYzLbLh0ol6Q8S6gvbUDP9x7jO9b7uDapeuor23E2Z3fYr/5MMo3VsGWWwb74jI4sstRllsGR54DtmXlsBZUwkHgPbcapZEaZI1biuh+sYjuFYMYDwnCeyRg/l9CMfmN6Rj18ShMmT4DSekLsZIz865lmspkahw4eAS1x07hCIPGY6glmu6hFA6nhA1X3YLcyTiTt4wyDH9/+3t+BgrE3r1vF4IDQjHSYxSG/moAhv9sBAdfe7/qg4B3AiAZIMV6302wLCxDecE2WAuqYFlWCXtuFYM5Any2vAqULa3kUs7nCvZ8kffLsZS+E0o5Ab6lFaBzxbIqVC6rQkVepastXideI15PeoT1C8s7/QbFOVXDllsBml4kD5tlaQWsBTUw51RiS0AJ0ocuRJRHPKL60MohCkCmmJwFmPzGVIynXFlfTEWMVIIVa9dg+Yq1yFu2GptKFNi17xDHNVAs3uEjQqp9AuLkQRRBjYtPGxt524g9uwksXhf4AsCRY0cQHRaNUf3G4pP/MxSDXhrGeZKm/2UefN9agKg+MVg6cSmUcVqQnJWxrBGflrHc23JJ7mv4GUl/UrEvrUIZF6JXlVCWVqEitxKVeVWoyqtGJZcqPpfnV4CL81qiKb0Lfh/0XriQXNC7ot+uhoPfYxUcuaRTq2EpKIedAdQ2aKVm5E9dgcSPpEjomYCE3ikIfzcRga8HYtqb0/B5vwkYN3YyIuPiOBPvqtUbQHE4GzcVYeeufcLgxukNrz1yEgf2H+IparJRVMQBI9GWPIs7t+/C1SvPwiVo7zCpJI11zODfD8DQnw3BhH//EjNfnQ3vd3wR/H4EsifnQxVvQMVS4tNqmPPKYcsrg53kLo+evQplOdUoz6mBI6cSjiWkDypQzvSuYDtGNkWgh8DTxKcivz47E73ceNrJ5wJNBZvnyCPbVcUDIgvxJ/eF7JXwWUVBDcf5LZlC3jEpYnvHI9ZDgsj34hH4ViBmvT4TY3tOxJiRkxEWFYsVyzdg9arNnNpg3YZN2Lptt4tPWacepTCKQ9i5cxfbKdGDI2ICYs4XAcv/U+CGOksuURqViTE2ohGmNik2QnbiQzU01iMzcyG+6D8Og/9jKIa+NBzjf/0lL5OjAKyo9+OxavY6GNMszPiWJWUwZTtgyrGD6jTiFc4OPpOysS4pZ6VjzS1HOTFOVgUcqyvQ0nhLUKhiDglnlkWxL21dnXjqTPj04M49bN2yC+ZFlbDRb+RUwb6k0vXbdB/3+9M9zUuEfpmy7aB7k9I0SE3I/3I54vpRMJewjDeiRyx8XwvE9DenY/TfvsD06XOQtVhwqRasWIOVq9bBbHHgyJHjEKenyBATICTlRvQURxcMbPbsQe2xo6CVZXR89/1trFq1GpOGj8eQVwdh8EtDMPaXkzDjj97weXMBwnrHIXfCcujizSjLpQBfO/ddpKM5h2hZDjpznbwKS7bCvriGjeXp7afx8P4DPH0qrDrgm/6D/x59/wPuX3+IR2SsX4iif/FPyO1ObvRvjlyEJb8C5kVVMC+pEDxDzr6QgTGk27Dacz0kf0tmLw7NI0f2jGZDOOWtmRj9wVhMmfQlUlJTGDTSfDHNxSu1Rhw8IsQx1B4+zrubi6nwiZ4iXUnJkbeGXK0/ON3W9x88RElxCaaOm43Br4/AoJcGYeS/TcBkyvXxxgIseC8SC0csgTxKC3tOFRxLanjKwpptZx4155bDlGuGdakdO4v24OzO87j+zQ3cvX0PrU+FhHgv0oMMPw0VLhyqA82fW7PsqN6wDffvCO+5E8LUw4t/R+0nj5/gzs07uHbuGr6u+Rq7CneiLJ/eKcmMwKfm7DJYF1eiLHcrTJll2OC/BUkDUxDtEQ9KhxDdU4Lgt0Iw+43ZGN33C0wYOxXxiclYvmY1Vi5fh4Lla1CiVGPvoVqOFSF+JbrSKPnCBfLUCnxKdCVgQ55H8i7Q6j46CCwaLQbMm+GJwd2G47NfDMSoX47E1D/MAHk5w3rHYumXBdBJjSinwUMOyT7xahlMIm8uEeSfeFeUewYcS8rhyK3gYl9SDrHQZ2Kdja1b2/07usb9793rtiXlLPvu8kLybqF3nONg2Sfjb0q1YeXMdYj7IInBDQV0RvekAPlwzHnDC2N7TcC4keMRFhOFglWUPXoj8pavxqbiUuzce4Cn/g4dPYFDh2sZ2JD+FONBiKbkXaD4pO17duO7W7eZpq1d7SirqWIP+PBuI0GDmhGvjMSU302D12t+COoRgcQBGSgMKIV9kQAqLFlWGNNtHCRszLLDlEl1KnaYs+ywZDm4WBcRD5bBlumAPauMC9XFQp8Rj9qyHFysS+ywLy1jev9D2ubSu6F3UgXTogoYF1lhWmiDPasC9sXk0XQIejXbDntuBcqzK6EIV/IqwSiaUu2dhGgPCRZ0DxVo2nMCRg0Zi8CQEOSvWI1Vazew7K/bVIgdu8jbcIYHi4cPUfLUUzyNIgJF0qUUC0Z6lvbUu9EseBZpzzcCl8F+ERjaayQ++9UADPv5KM5N4/VXbwS+swCpA9OxOaQUtpwqlidrdgUsJF85ZbBmO3gwQ/Q2Z9pgzLbAXlDGsZ40PV1J03P5lczbpkUOWBn0VLv4VKSd+1ms/yM+JR4leaDizqdCneTHzrxK+pSuKQlVIXXoIoT3jkN0XykiPeIQ/k44vF73xrj3JmP0wHHw9wtD3jJaMr4GeQUrsGrdJtBWQ7XHTz/z3h45wfvm0X6PlNaFpv1E+0oMSvUX28y4zv/cv3evu1/zz9T/pZ4bscOE0txXRYlGmAwGARtiHPLq0EEbLMZK4jGm3+cY8svBGPLSF/jytzPg9aYfAnuEIGVIBorCVLCSkcsph2GxDaZFVpgX2bhYFtthXmQFnamITGRdLDCTNbsMjkXlsC20slegq10wF9RHsb/uBCTjS0X87pt9F2GiUW9WpfA72Q6Iv01z/ZZsh+veQl+EflH/TFlWmBbRKq1KWBdWYP38Qkg+SUZk7zjEeUgQ3UuKoLejMOfNmRjVdxQmfjkNC9MXcYBhAe2rsnIt7xZN4Kb2CGXcFDaIEw2wSFdhauUwWjl/RReabjRgce4yTOg/FQN+O4inTCi2hhI8+fcIQ/THEqz3KoQ9tRLli2pgzXLAmCXQVHwGorFIU+FMz10FU1Y5DpmOovOJ4J17kclEWnZ1kdHtwo0LLbAvK4MlTTCmV85RzAodf3/ZIL0d59f4avtZ6BZaYcmqgGWxg9830ZRoa8+uQFlmFRTBKqQPykC0hxSS3sk8VUVzx95veGOsx5cYO2YSJJI4TvyXv3ItTwEqdQaehyePGO31c+mSMG0igkYyGJQThMCN6Fq9eed7LFu9AROHTcWAPwzEwJcHYeKvxsPzz/P5HcZ4JGH5zDXQZ5gEUJhVzmDBnFUG8yI7LJkOmBbZccR8FLeabqHtMQXdkQw8D05E+hENqN7Z1UmUwsNbP6ByfQ30qUac3XoOtPiFaCXQWSCZyLP8tyId+S10or3zKdoePcWpslPQp5ueyc8iB/eTgI1lUQUsOVVQxOuxeFQOJE5vY1zvFER2i4P3W14Y/95EjBs+CZGxMVixbq0QFLt8FUqVGuw7dJQDjGnq7+KFBjTUX3WBG6IpeR0I2NA6jY2OAAAgAElEQVS0Ch20WWipqhTs3v/zCAx4ZThG//s4zHp1Nny6+SGqvwQbAkphzaziVUtEP/H9i3xKvODOp+6yaVvsgINkd3EZ7ItIHzgE/eA0NvR3NgLtzrbdeT1dKxb3v3ev02+TriH5F3WR2amDqE3ypF9shSW7gnVXcbAKqQMyENErFvF9pIjunYTwdxPg97oPJvWYglFDJmN+WChy1+Rj5ZpVyM9fiY1Fpdi1/xCDxqPHT7oGiqRHSfYJLNJUFBmRltvCoK3taTuMejNmT56DYX8dgYEvDcPwX4/A7D/MRNCbgQh9NwI5Y/OgTjDDnl0DU3YZjIvsKMsuR8WqKp4SrVhLsSBVrlK5thqV66pRsa4aVVxqQJ8J9Wqu8zX8GQVzV6NifTUq1lajfEkVHFnl+CnalmdVw55ZCcNiByo37MQhXS12le6GeYkNlowyWBc5YF4s6FXh/Zdx343JZVg2bQ3i+0kR7yFBAgGdHjHwecufp6hHDRyD+f7+vCUGbY9Bg5sNm4pAW2KI0/7ffnvRNaAR9SkNvLdu3eqa3mvrakdFdTnmz/Dh7U/6/2IwRv98HGb+3ge+bwUj1CMcuROXwSSxojxnKyyLK1yybyHZJx5dZGdQY8qwY3vhLpzZfwYtV26ABn6P77Xi4e0fcOPSdziz7TxqNu6Agf6OwKOTF0Uedj+LdbrGnTfFOvM78amTV4k/RXlx8SzbUSvoO1NONTRJduRPWoF4j1hIeidC+l4qontI4P1OICZ2m4zP+4/AHJ+5yFu6nKdTiaZrNmzmzXjF6ekjh2mW4RjHKNLmqwTGRXvPusnNvoptVgjO/17Uge56zf26/6r+LwU3ImCgURkximgsxDoBGxq5iS6q89+cR2RkBEZ4jMagXw7F6FfGc0I8/7eCEUKj4JGLoafA1sVlPG2iz7DAkGGGJdMC80IzF7FOZ0umFdYsGxexbqH2QlLgJlw9e00kHxsOkWg/Rcw7V++yy9mRXAH7QmK4H9+H7iXc//l+WRZaYEqzwJQu/A2NZgoDiyEdkIKY3glI6JPCgZxh70Rhztve+KL3F/hy7EQsTMvEqjUbhFHHynWwWsp4brOu7lnQMAEcKmSECdyIRvhqyzVkZC7ChI8nch6goS+PxJe/m4r5r/tydkvJZ+koCpLDurAM5gw7zOk2mNPsMKXZYV5I/bTAlGGGIcXIxZhqgjndAutCG19PaL/pzFU30/nTLHa3+Q72a/dhd+Fu7FbtwXdXhamIn/4r+rYLt67cgmWpA5bUMlgybM+/8wwLBxw6ssqgjlUjY8RiThgmdSZfjOoeC5+3AngZ/tjPxyAmXooVzr2/aDSn05rYI3bpInkWhC0piE+JpsSjtDeMuNKEsrdS0sBx/Sdh4O8GY8jLwzi3Co2CKQNz7EcSrPPZAmtGOSswfYYVhgw7DAvtMGY6YKCRbVoZTGkmfLXrjPPRO9GJNnR0tTl9M8LHL/JiJwEcgRw4XnkKpoUW3Djfwp91dgkrPZw/6ALkzsuFdifQ0UXjznY8vvcDajZuhTHN6KIljSKpn9RffTrVzbAussOQYEbuuDzE9o5DQu9UxPfO4CX5vm/7Y9J7kzFq0BeIipPwxoa86mfFKsgpePPwcVxiYHPNBW5EI0yKjgK26aC9oEpKijF1zHQM+tNwDHppFMb9ehrmvjofC94JRsJnUpSEKxgUmjMcMKUTr1pdMk+yZc54pgOo/aIOoAGNnTwAC22wZZCMWmHMtMKQboY+zcRFl2pkmpqzrDwAEq+l66m4/717nb4TdY27LqI+UJvek4FKhgX6TAtsxKeROqQNyURML5qiTkV0b4p1iOfMvlNoivrTsfAJ8UMe7Ty+UjDGhaUKUPDmtxefpfwX+ZSMMO0wLQS5A63t7dBqTJg1di6G/XkI+r80AGP+fSJm/dkbYd0iEN07DnmTVsCUKHhj9AvNIJ2qSTLggPwgvr96mz1996/fx90b93BPLC1Cmz9ruY/71G65h3s373Ohulj4s5b7uPPdHbQ03sSuLfthoTQcTlqKdBXbpFPt6RXcD5pGffCdkN+oq60DF2ovsJeY9KeZ9TvR1gJjuh3GDAdo4GBKd2DN7E2Iez8RCX0S2SDHvhuHwLcXYGr3aRj9yVjM8/XnAGPahDN/+SoUbinl5fe0ApW2+BB1KQFwSnZKNCUAyUcXUFlVAa+p8zD0tWEY8PJgTPi3CfD8gzcC3olEqEcclk9fA0uqA5ZFDhgW2pxyRLJPxSKUDAssOXac3noaj51eVzGGR7jRs/8fffcIx6pOwZBjgjnFBLsb7UT+fJEX3duuOtslge+JV0XeFM8i35K+p6Ij3U+etxQHVk1fjcS+UiS8R7KfzqtVg94JwcxuMzD6w9GYNc+LF8HQPlW0MnU9Tfvt3CcEF7NHvJZtE+lRknuKA6PZHFG/ibaXntq9LrbFz8Trn1Hnn6/9S8ENdUTMu0DARhRCYhoaBVMAoRiZXnf5W0jjEvF5v1EY/HPKsUJJo+YhoHsQInrG8OoYdZQOlnQ7DGlm6FPJ4FpgTLHAnGaDKdXKRazTmQy1JcPORaybM4Rrbdl2fH9FcNuKBPt7BHzxu8f3H6NqZRXsiWSg7LAQGHjhPgJAIJDwfL+obUy2cDGlmmFMM8OSbsWWwBIkfJyMuN4SXgEU45GMqO4S+L7ljTG9RmDiF1OQmbUEaykGJ5/SYRfzxnuiIBJdxZFwVVU17jpz2Ny4dRPZ2fkY//FkDPnVYIx4eQSm/OcsTiUf3isKMR8loNBPDmtqOfQpFs7do0+1wZBqhzGFAI4V5lQrjAuN2Fa0FUctR7FXvg+WPCu0qTqYE4VR8o36FrC5bGvH07tP0XrvCZ7eb8WTB614fP+Jq1C79X4rHtx8gHvNd/Hg5n08fvCEi3AtXf+YS+v9J3h6txWtd1vR1voUXWjHnZt3Ub68EhapCMCevXNDqhX6FDMMqWbQO1bH6JE2OINjcOJoWS4td+wRB/93AtilOmLEeCQkpWLd+k3Iz1+O9es28rYeTY3kXRCCM4mmFHtTWVnlWml27+E9rFy9FpMGTsCQX3+G4S8Nx6T/mAmf14MR1jMGMf0SsGreWhCgMfL7tkOfbIeO6JpmhzHdAUM6ATQH9MlGWFc52BCQiPJggPa/cMt3JfKfu5ATwKF/Ny7dgGmhGRf3XBQiw7pomXUHfyde/0z0Be8jOdAoqJxucW7POaiTjTCnPuNTYxrJlx3EB7oUG4ypFhCvEpjQSC3IGbsEcb3jEe+RhliPNF795/9OEMa9OxmfD/4CUQlSrFm3GSuWr+ONTSnwtbHhChrqm1B/uZG9C2QwaM8a4ls6nna0QqVSY+qomRj0x2EY9PLnGPebKfB83Q+h3aOR8EkSCheUwppBNDPDmGKFKZl4VAAmxgwC4DRoMMOUZmbwbSawS0aQSoZVKDSoSLdyoc+Jvw05Zhy1H8OV41fQ/FUzLh2oQ+WWbdClmWBJe3Yt/06qRfiMdEsqfWdjfcS6Ju2ZrnHXRSzzTt1EU1KGVAv0qQSkjLAttEMVpkXaZ5lChuk+yYjoR0HHEoS9Gc7GeHD/4fANi0T+amHH8dz85dixew+anHvCibJPq6EqKyvZGPO77+yA0e7A1IneGPKnoRjyvwdjzH+MxZzXvBDRjXIbSZAzLh96qRXGDJvQJ6dO1STocVh/BO0dreikOMQfOtD+pB1tT9rQ1tqGjtZ2oTxpR+eTNtBeSW1P20BeIqFQXSi0SKPjCeXo7sCj1gfYqdgLfbKVdSPpcpF2dKa2Jd0BY7INZWuqcP+7B3hyrxW1lcdw9dsm5pWjZSeglupdf0c0NabYOEhfn2qFgXRumgMFs9chtl8iEjwI5FA8jhQh74RjWrdZGPrJaPgE+qNg9WqsXrkRy/JWoLJiK+rZs0h7mAnTe2Sztm6twddnhAEISc3WXVvhM2M+b1g54JWBGP1/xsLzVW+Ed4/i6ZvcSatgSS7nPmjTzNDx+ybZdzAII0CuSzFBn23GpUOXyJLzwI1tD41ayANL8kmlqwvtXcI0f2d7J745cB7mRSaYUi2wpjl4EGqhQWiqDXTmOvGmi5YCfQW6OmntZq/oOuJV8SzyrTGNdJeVdak+lcCjA4ZkO1ZMXonYPlLE9UlGggdl705CxNtRmPH2bAz7aBTm+HhhWf5KUFwTZeHfUiTD/gO1vMjg4OGjOHjwMJeqqhrs2rWbU0SIDhB+fn7D/4+AGzHOhlAvMQwJIo3ayGCQcqOVE3Q0f3cVSalSRoCDfjkEo34xFjP+NAcB3UIR2TMWCR8mosivhBWKNlkPXZKVo+UpYp4KEV6fZOMi1ulsTHHAlFrGRawbSRiSzLAtLgN5YdiZ73SLiQSm84t1sd36sBVVyythTjTBklwGc3LFj+5D96L7i32hvoltsc/c30QLDMkGGFJtWEHz8H0SEO+RiPg+SRxsHEnehu5+GNX3C0yZNB1LcvN59RTt2Eou/obLTS7ASEHFjrJyNDYJwW73Hj7AytVrMHHwVAz8zTAM+tlwfPmfU+D/9gJejhrdW4KCmWtgSnGwgtNJLUxLkY7c5yQr9AkWbN+yEw9u32PD2fa4Dbebvsde/X4YEwUFf7OeppY60FJ/E+UrqmDJt6KswMFLmCmZlFhoSXM5rTihVRQrhVUp1Kbv+btlVRzwScGEtnwbbEvtsBeUo/GsoNju3rzPAZ+mOLOLniJt6SzQlp7DAkuyHcUBMk5YFeeRiDgPIcaBkir6vRmMMT0nYPSosUjJSsfqlevhcJRxpmKRT4lXyQiTwaDcQHS0tbWiqKQYkz6fjgG/G4ihrwzB1N/OgM8bYTylENMzFkvHLYNBYoU+2fYcn4p0FXjCysCcwLkm0YgT1afR2dbJU07MZz8FbjopgzJBvXa0PmnFvuL9KF9egQf3haD4zk6atBJ+QORZ7rxzRNTeJUTlPLr9CI5VZdBKiQd/LD8iPcV+E21JlpSReqT2z0D8e4mQ9k4HTb9F90iE3zshGNNrHD4f8QUSUzM4caJeZ8CFb79F/eVnHkbSBTQSpukTOihY32K3YO6EebwB6+CXh2L8byZh7mveCHsvEjEeCVjtuRm6VCu0SUaX3HP/SA8kE6i1QZ9CNLfCkGiBMYnAh50BEIEgcwoVB7fpTG26xpjsYLd/R8fzqyTvtNxHzaqdMElsMCfT79iEkiKAfQaDKWQYBP1C8i7qF6KRSDNR5t3b3O9EK7TJJuhS9LAm21HoXYr4fgKPirJPcTgB3Rdg0nvTMGTASITFxqFg5TrIlRqc++YbNPBGooK3lkA4xYNQsLvoBd9WvQ3zps/HoDdHgGhKm6nOed0ToT0iGTylDciEJsIAY7IZ2hTSqYL803tWxRpxWFOLzq52NF1qgHW5HRX5lagoqOBCCSIreKVTNbbnb0X5yipUrqhC1QpaxVPNdWpzKahCzZpq3Lx6C0+ePsLO0l3QEqBKeaaXX6SfJt6IPYp96HjahnO7v4EiToft67fjcetT1J1sgCrBAEPSM/1KfWYaJ5LMWaBNMUGdaMGiMXmI7RmPhD7JrFNpaxLKNTalx2wM+mwoAiNDOEascHMJ7+3X1NiM+nrBc0M0pZmFvfv2OLMXA/uPHIG3rx+GdR+JIS+NwBe/noCZr81BaI8oXgW3cGg21LEmGFLsAp86bZLYPwPZAYkRyiQdTu84S6MZlgGSU3dZdW9Tnaai+egAjjuOQptkgIkAVEo5zETHZOLpMphSypgP3Xnxxbo7rUW5F8/ufCp+5uo7DdBiTcgcsRgxvSWQ9E7j4G2Sz8D3QjCjxywM+2g4/AMDsZq2Flq1AXkFK6HUGnCg9jgO1Z7gfEK05H7/vsOw2cp51akYf/Pi8wsPLPz/Ij3cr3W/7r+q/0s8NyIao6WyZCTE6ShiGDIYdrud54upM/cfPMCylaswauB49P9Nf4x9eSRm/OdsBHYPZZRIwp43cTlMCWRojaBRhTbBBG28UCgAVi+xsBEmQ8yGRTxLLDCQICXaXGcyyEYJeXysaLnwHdNDJJ5INLFNX4p10WA8bHkImvowJ5hglFphkjrcflu4D/WH+iH2RewXtV39TjBDF2+CLt4ArcQETbQRWcOzEeshZUGM75uEeI9UxPZIgs87nvj8g5GYPGs25HI16i7R6OIaLtcJgLGhvp4NxvGTJ3gg0N7eAUWpGlNHzsDAP9Gy5M8x+fcz4fN2AKJ6xSOuVxIyh+VAFa0HgRptghkakZ4JZqaljvonNUMTY8Q+xUFhxIZ2UMQHHQRyag1HOV6DPAgEEomeZDy0cXoYE8xcDAkmiMUoMT9Xf7HN18WboI83Ml10UUamV/2xRr7n3Zv34MgthyHGCJ3EwsHP1E+iN51F2jJ/kAJMMKPgy1WI9khAfN9kEMiJ7S1FbI8EBL0dhM/7DsPoSeOxfr0MFy9cQmOjYCyIZwnkUOwCGQxePYdOWCwWzBo3BwNfHcZBmZP/YzJ83wpCRB8JCCymfpoKWbCS+0MK2r1P3M8Ei8CrEhP0UhMHluuon9kWfN8oZIwmRSbyoTv/udfp+w5nbE7TiSao0lQ4v+c8e3z4738C3BCYoON09SkopSp+9y/yKfGr2Hc6i3Wir1Fqx/qZmyAhEO6Rgui+aYjtnYG4HkkIeDuAA2K/GD0JOcuW4OS502hsasTlOsFrSwMbyg1EKyPFdA/b9u+B9wxfjHrtcwx7eTDG/XoiPN+Yj1DyLHrEI3tULtSxFqglwvvVOWWf+xVPMiTIvoH0Q7wVhngrjAlWmCR2GBNsXKgutsU6X5dhx/0mIZCZJgUFugsxT8eMJ2GItcCU4OC/pb8j4GRIMsGQaObCusSpW0jPiEWg3491wHN8mmCCTqKHUWqGMc6KvC9WMG8m9E1mXo3qG8OGOezNaEzs+SU+HzSS4+9o09ema1dxueEZYKQgd3L1k5ecjuMnTsDfKwQj3xmJQT/7DKN/PRFzXvdGaM9IxPaRIKFvEjZ5FsEisUMXb+S8YO46VRGlxQHVYfYq1H1Vh9IYOfRROhhi9DDG6GGKNjD/2jLLYI42wxxrgynOCHO8UEzxRrhKDAERPQ982tufYueWXdDEml06U6SZqKdNiTaoo/XYrziAjidPcbr6NBSRGlTlV/AO6bSiUhWjBb9vl9wLPCryqZpkL9GOkiANkj5O4b3syI5w6ZWM4G7RmPDeVAweOAzRibE4sP8IrjRe5wHj5cuU9LSJdxKnAfide0KCvnOXvkXYgmgM7TESA35O++tNhuer/gjtGc2B4UkfpKNofinrfHWcoLeeyY7QP3r/6hgNqjdvx9OHQn4i2p1ctDH88txsDrVf/O6H735A5eoa1tc8nSi1cWyPmbzZUsH+iLR83u49+06kOfWHeFUvsUJHZ7HQ5y7amlj+Se5MUqtrwBjvkQRJnxTeJiKyTyyC3gvDjB5zMLT/UITHhmPjqkIsX7mOp/+sZZUMbg5zLqGjoESUO3bshtlsZhxAThD3Q5DDZ5+408C9/uyKf672LwE31AFCZBRlLk5HEbAho0EjDFJw9EBUtDotpo2egf6/H4yhr4zknaUpL0AUJb7qk4LUj7JQHCiDJkYPbbQe2igdtLFGaGIMrkJtKrpYI/Rxph+dDfTS4smwWtjgmeKsUEbrcGLbaRdV3In2j+p0cd2xehjiTDDGknIysTJ99tuW5+4v9kXsF7XFfnN/ow3QRemgijVAE2fA2lnrwKCG3H59kyHpkwwpuf7ejcG07rMxacg0bN26E83XbjrjF4Tsw7QcnEbDT54Kyad2bduLWRPm4bM/D8SQl4Zi6q9nwffNYIT3jmWPkKRvKlbNXAdtvBHKGD3fn/sQY2A6amOM0FCf4g1QRupQs2kHnjx8zB4BMqoUs0GW9O6Vu7DnV6H5nLCZaculm4InKMYEc6wVOomOM4xSllGdRAudVMttsf5im64TrtXAmGCCJVrwKtWfFMDNnZa7sOXYoQnXQhWphypCy3EL4vsXaUt9V8SR4dahyL8UEpry60vGOAlx7BWjzeWkmNvNC6PfH4syewWarze75trJCNPy5PLyctcqnsNHDsBzrg/6/3UQ+v/vwRxj4/dXf04LT1sZRHvEYeWkFZwrQh6ngyZK53rX1C+xj/ze4/TQO4suVs8g85DhKLukya/ijKph3nyRF4WYG+cUE7mtH7dh+8btqMyuQOsd4R2JTE1/6zrctuq4d/0u7EtsUEeooYszuXhW5FM6Uz/d+62J1kMdrWM+VSxQIXNgFmIJLBJoZOCYhKjuUsx/OxCjeo/BlsJCXGmmkTDJPWXKbuCswzabjRcXUL/q6i8hNDgEI7qPxMCfDcLYfxvHux+H9Yri3EW0B9wGz03QxFugjDZBGyXID/NntAHKKDWUcWqopVpopFo+K6VaqNyKUqpxtd3rcsqym2sFxTMQvdnjwdMBwrTeqeqvoJTQ3+qgTtJDl2yAPtEEbYIB6ngd1LE6phsBKQMBLBpk/R1auusAkaZEV12MgeMHtbEG6ONN2OJVguSPMtgAJ/ShfatoU8RkxL6bCP9uQRj93mgszy5AS/NN1FFOG+fUCSVII5pSUlQ6aNPSuLh4DOs1Gp++0h/jfvUFJ5AL6xEj/GbfRGQOzma50cUZBJ1KetVNn8rCVdirOsDgpvFUIxQxGmjitNAkUNFBFaNCxYZKnKw5DnWCkp9fE6+DTkqDJT2DNgJuVOh6fYoB39XfQkdbO3Zs2g11FA1gBH3MdCPaufSzBepwDedpwpN2nKo8CXmoEpW5Djx+9Bj1x+uhiFRBH2ty8egzPqXnMUITbYIyxgRtjAm5Y3MR3yeR9Snp1Lg+lI1XguDuURj+1mgkJ6WyLm1qaEb95StobLzK29SUlZVx4CvR9Lvb3yFtYTJGe4zEwFcGY9Qvx2LGnz0R1CMasR7JSOiVgpyhy6CLNjBfUPjEsz652apooocWFw5d4HdFQxQaObnLOH3h3nav84CmCzi74xzUcTqYE6wwx1tgijfDnEBA3MmHbrR0pyvzaZwZJD/aKAM0UWRTDc/Jvyj77rxKdeJTuqcmWodFo5YIe1/1o1kGWi5OyWklHG84oeeXGDlkBJIzUkAJU5etWM0Bxtt37eVVk5Rdn8qhQ7Xs5CDPOK2idtdV7vWfogcT8b/x378M3FCgoAhsyBVN4IYSdVmtVlfys2PHT2D+3AB8/sbnGPTSEEz4zVR4dw9EVJ94p3FPwaJBS6EI10FJIIANmh6qKANUUXQWipqYKoqUr4FfHHkbtLGkCIUzudPoherizNDFGaGPMUIVreUpj8ffC4CAXP3oIEajVDvkChRMTBd9xrl3utDR2oEdxXugjtBDR8o2jgCVme9F9xDvI95X7AO1uUQbf9znCD0UkTooY3SMiknB8eitTzIkFPHfJwHRvZN5q/sVcavR2HSFp54a6sl7Q0mlzrNHgehLx+XGy4gOi8WoT8eiz8vv44tfjYfPa/685w0BJ4lHMlL+lokifzkbVWWUHmIhejIto530jdFDGaGGPdeBh987d7l1GkmiDgULUjK45jNCLo0bdS0wJJlZaIzRVhhiLNBHm7kYoi0wxLjXX2wL39H1BioxJuiiaLRuQN0JYVro9vX7sGc4oIqRcWBxxcoq6BJ1UIepWVif8YMeymg1lLFqyENVyBqegzg3BUcbHpJSCnhtAQqC8nHx0gU0XhHAN9GRlteSl4a8jHS03LiOxKQEjBkxDn1+3hejXx4D7z/78g7mCQSa+iYh8cMUbJyzGeo4PWRRTvD1Io8Sn0YTKNezsiCFQXV1uBHGdCtu190iM4sOXlnGt/6RohPBDeg9OPcHuny4Dvp4DS7tuch/RPFPoOBi2uqAICnxNNW7yPPWiePlx6EOl8MQaYKGjYQgKyLfuvOAWKfpKJbBKC10kQYsG1PARoMAOBkMWioa2zsVoW/EIG6yBGdOn8bVpuuor6Op00aOuSkvq2DQSJ2kgPdlBXmYOGoc/vbrTzDspVGY86o3Qt6N5LgzmkpI75+FogAZVDFGKKOMbJDVUcI7VUZrsH3Tdpzfex7NZ5vRfK4Z18428zL3a1R3lWt/t371zFVcv3CD40jY20WrJUnOuzp4GuDejfu4dvYa/27z+WZcP38d189cR92+yzhkOAx7gR16CfGeFoYoM4wxZhiiaFBghDZGDz0BBjYKJpdMES1FHmVZi6S2DqpoHRQhWmQNzkaChxQEbiTktaWtRvokIvytOISMDseJIydx9cp11BFgbBAGNuSxofhFOigNw/r1GzH5y2n45I+f4bP/NRAz/nMuQt+NYmAv9aDpGQlWTFrD3hFRp6q5H8/0aWmIgmPriMcaTzRCGU7v3AI9yWO0CYpoHS4drMP1b6/BkqBn3WukqU2WeSsM0VauU1sfSR5sE25evslJUnes3wVVONHGxPqYzmIR9LMZyhAVDhTtReeTdpyuOYWKZRXYvmE7Ht97jPpjDZCFqdnT7U5PgU/14GeJMEJBzxStx9rZGyB5PwWSfimsV2lT3ph+EkS8k4DwTyOwp2Y/rly7hsuXyQvehKamK9ixYzsPwmlFD4miXCXDjBlTMODVTzHofw3CjN/PxIIe4Yjqm4B4GoD2ScWaL9fzwFsVpeUB4Y90aZQe8lANLBlWDsymYYe718bdoLsDGledZFiQZrRcauFYGV2EXtCpMSYYYs3QO22Ri7bxOjDojLVBF26GJlgPTbgJRppVSLZAl2QEyZEyRAN9qAnaaAtUpI+itdBGCgNHfg6yC1FkpzSs29dMW8+bG/OAkUC4B3nFk0DL8P3fDcXoXmMxbsoXWLIin/f3o7xCNJ168NBRHDhYy3E4+w8Kyf00Gg0v2KDkvnS4npdbwn/un7nX3S75p6r/Y3BDdyGvDbn1xekocWrK4bDzrqF0zfd37yA9JQujPpiAz34xGGP/fTzmvuGNsObVQI0AACAASURBVN5RSOiXzMwo6ZuCvJHLoQzVQRGuZeYgBlER2HErqgi9q011KgKTC2eqUyHBJGRPoxRaqaAM1+Co4Tg6nwpzmuSR6OxsQ1cnnWlpMhkIYQkzCfr5HeegitVBHU6o1+j8PRPXxXu435/7QIDMCcr+Xp/peeRhWigjdCgJVCKj/2LQcwueGynvpRTRQ4LUYamo3XbyOQ8DGeKtW7exIJLxam1vxfLVyzF35jyEeIdhwB+HYNzvJmFBz1Beai4lpUlG47PFkC1QQxGhg4Lu/QItVREiffWQBythTbZw8K/IQcRgdNAqirK8MjSfEZZzt1y8xdOHmjA9K0NtFAEdo6sQ/cW28C6eb4vfCbQ1sNHXRmtx+dglvt93V+6gZtl2fLXtFB7feYzOJ11oOtYAW4YZ8hCV6zn4/YdqIY9QQRGmQu4oMsTJkL6fynxF7unI7jGI/TgatdYjaL5xA5frn02d0PJkGrmRwJGCo1U8M+fMwIKAUIzpMQajfzkawd1COUYqsW8SpH1TkPppJrZ4ljBfycPIAGtc/SH6inzB50hSFkYu3NcIA09nHVIfRFu7AEDcaS3S+0XBFj9v++EpypY7OEnao4ePQeGboMDiTqo53d48v9+FW1dvw5hlhjZYDl0YeeZMLlkhPiWe/TE/6JlP5GEaqMLU0EXosGLCKkj6JEHaL1UA432TkNCb8uDEoayoGs3XKXahEfWXr4JiGSiHiNVix717wjQQecVmzpmFBYGhGNd7Eob/fBSvaKG8L8T/VDKH5qA4SMH3Zj4N00ARqkRprAqna86g/QfBtS/S6v/mLE43v0jb/+q3nj5oRV3tJVSvr4IyUgZtiAqGcDcAGKGDxql3RHrSuxbrdKZnoiLQVYfFn+dA2kcKKQ9CUhDXT4L4XskI7x4H9UoDrlyhXakpMJs8DFc4bkmv17tWnJGrf95cH4QsiMDk/tMw+OdDMf+1QET0SWA9kky/20+C1dPXQxlhYB4V++Der9IgOfaX7uNpzsbjDVCEqKALMcMQYoA8UAFLXiWePGzFg7sPUEWrLLMsOOU4A3WkFvoIA/SR5JE2CiXCCEOcAd/VtaC9tQ071+yAKoSMpKA/n5d50s8myAOV2LdlN54+bsfZHWdwfud5HDYdw8Nbj1B/tBGlC1RsA9zpyXLlpC8/E+m0CC02zCtkuSc+JYAj7UNT04kIfTcGsrgSNDfdAGVtJhtF+vTs2bMwGo0860A8cOLYKXj6eCMwKBCen3th6C+GwedVXw5QlvRLhLRfMhLfT8H6mRt5kEVAUB4q6FT3PhF9SwNVKMupRFsryaXTYyOenTqV7unOi2KdZZ2wN7pw/9Y9VOZWQ7FA/ZP6VButgz5SB3WwFqpYDbZt3IHTVWfQdPIKrp6/CvLKfb3tLPZs2cNe9pIFCgayqggNe8/oWUQ+JRtFhcDRxlmFkLxPvCTYKRqI8J5/HomIfjcR897zwbD3hyMgOBir127g7URWrFoLe0U1DtYex75Dtdh38DDnDKMQFYPBwJ5HmskRn9dd/tw/c6+7X/PP1P9H4IZuTEaWtgN4MYiYYhdIEMWU9UajGdNGzuC8K8N+PgKzXp2H4J4RjAgJaSd+kMZKk8ENGeJgNeQLVFwIaSpC1K6iDH3WVoVqQUUdpnOduc4vhpCrDmR8NeF6qAg0RWpw3HQCT+/R7qVCVD8txqW8xARr6P/OJ09xjnKsSLQ8qqDfUNPvhAu/Q6M3uod4T/H+1Ka+Uv/c+0h9F9v0TJSbRRWqQam/Agv7Z/NzC4Y4mYO2wt6LQ3GyAs1NLWhoeBbDRBkztVqtSxD37NuLWXPnIjAwBKlJGVgwJRRj/zAe4T2jQIIoeT8R0j4pyPgsGyUBKshDBboSbbk4+6Wkz6nfwTooApUwxBpwj4OvBcFjFz4JWfM92JbYcO204BK/+e1NmGJMUAdroAszQRthdNGIaKWNMLjaVBfbTEsCpE66Et004TSi0PLUSf1RYRlmS8MN7Cs9wEpVYGYBlF4+chmySDkLOyliZbAGyiA15CEKKIKVWDZqOQcViuAmwSOZN4hbF7Ee1+tuoL7xWWA2uflpNEGrT+igTVzne/vAz98XySlpiPaKw/g/TUDQO8GI7ytBEvFq31SkfJqJzZ4lUISpURqiZD5lHiXauuj6jBdolQzzKoHLMB0UQWqo4tW4dl7wgpESE+WJ6P1i3b1N/bxyqhHFUSX4evs5Nkr8fVc7A3X24lB2nNZOHNIfQUlwKXQhamhCnpcV4knq14uyRZ/LgwU+VYQooQ3VYuWE1Ujsl4LE99NcSi68WzTyZuXjwql6XLnWhMuUsK/hGseImYw2HK09wTQlIxIeHo55Xp6QJiZD4p+IiX+dBP+3AiHpJ4DQhL4pyBq6BKWBCihJ1oPVUAZqULxAhRM1Z9HeSZLZzl4WelY66CzW/1GbL3S7Vrz+p/5WjGN62tqGO9/d42XRrQ8EYNX29CnO7z4DQ5IaJUFFUIYqoQnVQBPi1Adu9BRl3kVfp9yRDiCezR6xBIn9EpmnpH0JNCYipocU6WMX4cyRc7hypRmX65qExQT1jewFpyl+OlpabiIuRoo5s70QFydFalwmb3pIe29F95Ww9yKZPRgSrJm+nnlP0D3PZF/sV4l/CfYV72E+ajjRgJIgGWRB9P7lvOXJme3nGagQ+Ni2fitO2r/C/asPYF5ohSJABU2woHtVpBNDddDF6PDdpRtob23H9lXboQhSCnrAXead+lQdrkepvxx7N+1G2+N2fL3jK5zffg6HjMfw4NZDXD7SgOIAOfOEOz2pTjQUdZnSSdtN84qQ9GG6a2BDoDmmpwTxgxNxcutXuHrlGutUEdzQNAnF2hE/UPLQ9LQMzJozBzGx8ciIX4TJvaZi7l/nsYctkYFNKpI/TMOGmZugDFYyEHSnq3sfS/wVqMqr4TjiDoq1ocUBvMJRmBYVeZDk/UWZd7XRyR6smvztkAepXDrUXZ+yXYrQQxtqhDpAhZpsK+qOXsCTJ8IO3aIMiOeutk5cOd+AbeurIAsqhTKQgLcT/DplTx5Meo3slB6bZhVC+gGBulQXXQngSHumQvJeKsLei8LU7jMwcuB4pGct5o02l+WvxuZiGXbvP4T9R45hn3P7EAralslkvHJajBkTZdLVPze5FmkkfvffOf+PwQ25mylmgZiFvDdUCOiYTCbs3y8I4uX6RkQER2HEuyMw7JXhmPLb6QjoFsyBn6TcCNhQIWSYNTgXMj8F5EEKyALkXGj0QIUMLxUlCZ5YJ0VByJ6UofP8fF0D5QI9VAt0/PKVQVoe9VOU/6V9l3C/5QEePXiCH+4/wf07D9F4ugm71u+EloxRoBKaEDXUIRqoFqj5Hs//tnBP9/uSIL/YR/c2PRM/S5AShZ7FSP04kxkm8YNUJHyQhvj3kiH9LA0Htp1Aw9V6NBK4cU7z0RJlCnojxqdEaImJKZg92wuRMfHIXZaPTSsL4f2RL+9hI+mbCOmHiWyIUz/JwkavIpQGCXQU6Sr2S8l9JprqoPBTQR+hx11XwKsAYEnz0XJuy2ILrp4WVmi1nL8JU6QBmkAVdAv0UJOSC9a4ipqMabCGwY8mWMsjCuFMxoDadK3zvS0guqmgCVWgvlbw3LQ0fIe9hfvw4OYdVry07Jkqj+8+hiO7DKXzZQJ/BCig8FdAsUAGmX8JlgzNZe8KgRsq8T0TkfhRMnbo96CxpZnjFygom4zu9h07YDFb2GNDHsiFmZmYPWMWoiIikZmTjeKNaoQOj8ScP8xjz03yB6lI6peGpI/SsWbGRshClGwM5M73Kr5f4lGxuOjMRk0FGfFUkA7F82XYVXwQHU5PIgny31N0ooCzwiMFSWb+yVNsW7kNqjgtbtUJuWNY8Lva0MnLSTtw85ubUMfooPJTQR1E96TzM1kR+0VnsYh9lgc4eSWIQKQSy0YXuMANg0bK0dQ7AfbVZbjecgv1DfW4ROCm8SoHEGq1Rty5QyvuOrFlyxbMmDEDEZGRSFuYAUWhAlHjIjHvVU8OquX31C8Vaf0zUehdxMaQZKTEtwRleRUgYEEeKc4J9A9GvPTsIp1EBUht4XCOmn9Cabr/LQHNH+49ws5N26FL1MKQQrme7DgoP4gHLULAafO567Dl2FDqWwhtgAaqIL2gH2hgJuomNz1Fn4l6jJ/NT4bMoVlOcJMqGI5+KYh6JwG6xeS1uYqGhquCJ6ypGcePn4RKpeKBJD2TVmvAtKmzEBoSieTkdF6Gmzo/AzP+NJM3QySapryfAun7icifuIJpKvIm6x+3d17kU4Q9W3ZxDFjdkToY0gw4Zj+Gk5XH8PWur/Do+0c4V3MGt769jfO1X+H767d525zdxXtQ4iuDJkgvAPowDeSkJyPUuHnxBjqetmPrihrI/GRQkfyHaKFx6gOSfSoESuid716/gxctnNn+Fb7e+jUO6Gvx8PYjXDxYh0KfEpCOek7vB6kgC3S3D0rWBaunrnWCmzTBEL+fjuh3E1AYW4zLl5tB2fBJ9slm0U70SqWS60TTqqoqzJ49C0FBwUhOycCGLcVYHJmDL/80ibOfS/smI/mDNAY3yyetRGmgDPIgoQ+iTnXvY4lPKcoWl6PjqTPk4f8C3BAvPrh9H+U5lQwCXTqV9OcL+pVAYmVBFe5cEZJk0jN1tHeig1ZmdnShgwYITo8ufff4/iPske9FiZ+TjiTrTj6VBSrYi0oe/1WT17nADdlp4i2aaUjoTat8JYjpFY8F74Zh6LtjMMvTE8vWrMTK5UL8DW1azN6bg4d5OpWC4SkEQC6Xs/59MbiY+vWcLLrJLH333zn+R+CGbkTLuwnMiOCGmIZGv6WlpWhpucFuNblCifGDJ2LAbwZgrBgT0ivONR1FiDCJmOaDdKR9Qu7+Isj8BeVW4lfCHo5SPwWEooTMX+msKyAPUEHmr+KzPFDNI2IaFcsDVVxXBmigCNSgJEgLVYAOWn8tFP4qFsrSQDn0CTpUZVdiW24NzCkGyEJL2Wgq56uhDFBCFSRnxFxKwkWjygBSUs/fh+4lD1A7+yL0jfr4rJ9UF/pf4l+KEr9SyAOUWDNlPQti8ocZLDSSD1IR2z0JGwOLceFyI+qvkCA2ct6Qs2fPQ6FQ8g61RPfKigrMnj0PC0IiIE1JxbrNW7B9+y5kBi3BzN/NQ0JPCaQfEtpO48DFlZPXQRZAfZDx/akPRE/ql9BPJUr9Vfzs5EW50yQICAsEuQ8p5qb5Lrukr54UwA0lk9OGG6DwU0LFCl7tUkAqpp0a8iAdNH5alHqVoHheIYo9iyH3kkPnq4bKVwkZGfxABdT0Dv1IgSlw+bAT3NTdwt5N+/Cw5Q4rUxpxkL16fL8VlXk1KPIkWiqYP2R+csgDZNg8ZzPSP8lA0gepIMBIQCT+PQmWz1yBy+cbcfHqRVxuEGJCvvnmIjQaPY4fEzwMtM/MvHneWBAYDIk0ESvWrsX2XfuwKmkdZv55JqJ7xEP6foagPD9IRd64FZAFKlHsL0Opn5z7QYpCoKvw/kUeoDPxqtxfJYyKA7SQ+Wp4qvDGWcF7087TpD8exYnCzuCGlBSvNujAza9bIItQQJNowNeV53GfDS9Bnza0d7Sx4ir2lkPlp4UikDwhKiipD06ZKfVz41GWKYFPWfac8iYLUKLIpxSZQ7IFEP5RBg9E4npIkDl2Eb4+eA6N167gMm2O2dDI3hu93ogdO3ayHqJVab6+/lwS4qXIX74SZZXlKMwtxFxaVtstAtL3k5FEOuCjVKydtoH7R/Tc5LMZpytPMbBlGriNcKntDgT5+w767Kkw1dzBtpr7QB7ats6nrNg5zoZyizhj656jLecaEbyDLZdbIFsgh9xTBbmPGjJPFRSeStgy7C5v291rd1BdUAmZlwxKHw1Pr5DnifhY4at+Tv5ZdzGfCIB846zNSPtkIZL6pSD5fTIYKTywSR+yCLVVtTwdzcklLxPAaYLNZmfjSw907epVhASHwcvTD3GxUuTm5sNaUQarrALT3pyN4LfD+V2RTk36MAVZw3IEfedP4J/4VObUqaSrlNg8twh7Nu5mGbt44CLKsh1oPnsNN+tbcLOxBY3HGmCKN+B8zTlaN4lH9+7h9rWbuNt8Fxf2XMClXXW4uPcC6g5dxEnrKegSdGj55jran3agpqAGpd4lboCPgDQBQA3rZ9KbhX7FOGarpZ/GSccJHK88gV3yvXh08xHvsyaPVqHUh3S9DEpfFRS+Kh4Aky4t9SuFzFeO4sBiFPsXY+moPLYjtJqJPQ0eGYh9Pwl7TYdwpeUm6hrq0OjUqTXV22C12nhgQ3ZMIpFg7rx5iIqJx6KcPBgdZbCoy+HVzweBr/nztGziRwJNs4cv4fvK/ZWsg9zlXrRTRZ4lMCUZ8fD7R7zulHhO5FmWZafhFj9z52mKCaVpZgI3NxpuwBivhYz4ygmYCUSpyPu7QAE10dNLCXOWCd8336GICnR0dLKeaOtqQ1snJQslvdIl8L3I+7T/4L3HqF5ZhSLvLSh16gCaUaBS7C9HiZ8SOSOXCbrU6YTgwU2/FI7Bi6UpUM62L8G0XnMxeMAwJGWlY+26Qs4IXSRTYs/BI9h/6Aj276es74ewfftObNlSyEn+aEBJBz27eIgyKX7u/p14zT9z/h+BG4pPoOyYIrghgEOF4hccDge/yKYrTQgLicSwbsMx9JWhmPLHmVjQPZwD3shlSIRK6kejjHSkfpiBlA/TkT9uJUp95aARRTEXGUhJc/GRo9RXhZL5Si5CXcGfyXzJQKq5uOq+ash9NZD5KFHkXcql2FMGKkXzSlEypxgls0pQNIs+U0FOv+Gv4MIeJD8FFD5KKH2UkJMx9lPB9dt+aq5Tu9RX+aN+Ud/Efpf4KFDsI0Ph/CIUzS9GibcMOcNzkUKA7qOFSP0gnRU87SC8u3g/mprJG0bJ0K7i6pUb2LPrAFQqDR7/8JhX9KSlpWHm7DmIjE3grRZ0JisOHamFbL0Wc7p5IuyNcEgJMH4kGOPFg5eixEvG4KXYuwRCkYH6JdKyxFeOQu9CqKM0uNssjFDJkPLcKDpAytyYYcXVE8K0FI1eVcFGFHsrIfdTQUEG3Ek78hao/HRQ+pAAyrFfuQ9na77CMf1R1CyvgTJMiSLPQsi9S6Gcr4RyvhYyHzkU/nLUHRKmpW5euondG3fj7i0CWl14QoYLXbhddxvKSA0K55UyfYVnkPHfF4xdgcQPUpDyEY2wUtjbQKnZy1eWCaPhxgsgT2JT03Xs23MIpSVK3KG9nZ48RfbipZgxfQ4iIuOwMDsXKq0RO/cfQKVtG7z6eCHwryFI6JeO5I/SGeBkDFyEzXOKUeQt8Ce/YyefinQVeZXOIq+6+MdXzQBt27oadD6mSZd2dBKQ/KlpqQ5hFPaUkq21t6P+UAOqllah0Hcz9AlafLv1PLraujgwVhGjRulcejfP+FTgVZIf4b2L/RP7zv0mXqXnYFlTYNWU9Uj82MlLf1vIii7hXQkKE4px/dp11DcKck8DG9pigQY2pBPoKNxSgpkz5iIsNBrp6YtRWqrC1r3bsLVqN4I+DsD813wR30+C5A+FAc6SEfko9pKjaL4MG3w2o+mEEDhPc8buRsDdEIjKsKOjC0+7nnIitLYf2vH9tbu41Xgb967f4cSQ7RSTRAHEncTTFGf3bM6fjQ0ZH2dw93eXb6E0WAnZfEGnMBAk+Z9NngktvtlDhh54cv8J9pTsAY3SidYyHzVKSTf5KlA6X9BTgg4gWSP9U4xinxL2hJHOS/sok3UATfnFdk/EpvAiNHDWbCHWhuT/zFffoLRUxvEhdE+D0Ygpk6ez1yYtNQslJXJs27UT+3bUIm5iMub8pxckfZOR+KHApyl/W4g109aiZH6pUHxKUeLj1KfecmyaWYi96/cwuLl8pA6l80t5yljlDDIlD8vm2YU4oNrPz3yq/ASqVlai4WQjGk5cRlNtA+pP1KHhTB2+Lv8a+hg9bpwjcNOJrXlbUUrTt6JO9ZVDRnR06uoiLzkn8nt8+wcOWK5YVwnaVHePdg9qHcKKwv3qgyiaS4POEii9FZB7yyDzLoHMUwbZXDlKPeUo9ivB5tlbkPVpNlI/yGBbQqAxrnsiVs5bj/NnLqPxWjMuNVxGU+N1fHO+DqUlKt5bih6KVvVOmzYNQcGhkKakY/3mIlRt34l9+48j3XsRZv12Jm8oKf2YQHgK0j7NwOZphZDPVz+n41mORJ3qJYcsqAQXay8y4OjscE5N/QRIF3mcFhJQHB0d53afRbH3JsjJlgUomZY0yFb7qaD0l0Hho4DKX4PzTp5kXnYD/y+2WV6oD7wVERjIykJV2Ex09JazTRBlf/3Mzcjovwg8AHcObNy9N7zcnlal9k5EkEcoBvcehnnz52P5mnUoWLUOlMG4cusO7D9YiwP7jmDf3kM4sL8WMpkSRpPJtXLKHcCI8kzP7l5nYvw3/vu/Bjd000ePHjGYoaWfoueGkssVFha6VklYrBZMHjEVQ34/BGN/PgZeb/jw3ko0Z0fTUBIR3HwggpsMpH2WhfXTNqPYswRFNNqfV4qiuSVcqE5GusRTKKVecq67n6lOReatQImPCiVz5JB5FaJm1VZ8vetbXNh/Cd/uu4hv917Epb0XUbfvW9Qfrscp21lefloyjwylgkcLRV4qlM4tgXxOIUq8lCjxVvFv8z2IEdz6IfaBPhP74N5vQvKFXkUo8SrF6olrkfZxhksQCeTQEsOscUtw7tA3uNbcLBjhxmu4eKEeWo0Ru3bu4VdLqyVmzpyJ2XPnIT4xFRsLS1C9fRf2HziIndv2Y8GwYHj+0QuSfqkMbgjg0PQXxU2UeJaiaJ5AS+ob0bOYPCBUvEpROG8z5625+919l0CKngICN5TJtem44Llp/roZqkAdiueSslFA7qN0neXzVZB5a6GYUwxDkgqPHgo5OegBWh+0ovl8C3Zt2gm5zxYUzymGzFuD0nklkPuUoO6A4Lm5cfEGdmzY6QQ3AOUtvnf7Lnau2o4tM7egaI4bT3jKsGnaFmT2X4y0DxcihbxhH6Ui4X0pUoam4vTOM2i4ehWN9XWob2zgWAaz0Q6btYxpeurk1/D29GVw8/8x997RUV1Zuvhfv7d+6603PT3T055+r3u6Z7qnbWNsk5SFQAKRQSAhkY3BGAeMjclBWaoqqZRVOSoAMkmgRAaBciAHE4WyEFkSkipL+t7a+1YJGdPddv/xZrTW0b2lW6q6deqcfb7z7W/vvWHDFshUWpScOM2p76uqL2Bz8GYsfmsZRwmEjwkXjOf4cEinJ/M45X58fZzS2HCOVdd4GDlesmkRX2KEcY0RLXVC4kJacAngkEFyAUuXwRMeU52oIVBxRJvdwayG1WxB27U2FMUfg3yljoWEZ1JKoQszYPfSPcgaMU5dY3PkfdC5a46N/Bz0d+0iHWL94hkoCpuPSGz9cCu2TdjBiR3bH5L7RNCFUYp10jCQ+4QKoD569Ahffvk1gueH4at1G5CamomComKUVVWivPoCxJ9JEPYvi7Bh1EYGNzvHRIIW4vQ5CuiWZkO+RI1Hzsg8qglHiwP1wQ/749VjK4EWp/F71vYUh2IPw/hFNgrEhTC/MDuvCOUobENWDHAggcCU0evSe9Df6Ofpg6cwrskG2wKyIwRgVxqRu2wvskJyuU9r82phs1ow5BjA1SNXkfvJXugX5sC4PBfajw0wLBfm1kgbQH0qW6BAhEcUjyHe2IyNZBC+ZcxOHFOewKNHnWh8QOLsNrQ0d6D0bBn27N7LmxrShWzcuBEL5i9kcJOSnIGigmMoK6vEhQtXoYrSY/4/L8A3b2/Cdp4DkexCjfWL4++S3p/n/wgboApWo1RWSugRDXUPoAnTwhCaBcMiIwyLaQNohDpYhWPSo+hr7cWR8AIYl2Qjh9wya3KYuc0mVmhNFnJX7GY36KM7nSykPS4+JsxvYl7IpjptMx3JZhBoqTLU8Dg+rT+DW6W3WJtCm6uSzGN41vqcBbG7V+dBv0gP41IdspYboF2kgS5UA+NSA9SLNWzj0wIyEfFhzPAmeccH4fjmzxuRn1iI9kfE2rQJUWfNHairuQSDLgdPHj/jgJjY2FgEBc3DmrWfIz4hCfvzC3C2rJILlxoTcxH620X48k/rsWP8ruEmnpwAA81f6lOXLSV76rKpS7OhDFHhZOZJDFnIrQo4nJvFvzSOhTk+gAEnsLF0WbjyN7FrOct3CzaW+nLlbu7r7OVZMIZloSCyCPZe2w80PcOv9QZ7QtccNJ/I4Wsdwsn006yt4bG61MhrAo0TSUAido0nEB6JnbRRdgKcV+zNds4ntvFdSo+xCXNHBWOSz1TESMQMbCg0PDdvP6oocqrSBW7qUFhUApVKhRs3rrOt+G8HbojKc1WodbE2VOdITzkv2tq4fsyO7TswbcwMTPwfExH6i4VY+8fPhJwW7wtCQuokQthkOIUWxZ0ompQIdbAG+jAdjIsMMLhamIEnC004allLhMknHA0MRFx/y1maA2OYAdqlKtTkVcP2UhBYEQHmai6L9/J5N06knIRxcRayCAwtyUX2olye5Kelp3A0pQSqMBWyF2cjaynt0ozIck58Yn/oPV3v67oveo7rvulvukV6aJfoIZ+vRKxXPDM2tBC7Pjvt3LI25aKptQmtzZS4qwVtrZ24dvV7KOQa3Lt7nwd9RkYG5syZg9BFS7AjIgYHDhfiXHk1yiurUFN/EZGfhCP0V6HY8O5W7CBWaEI0LxqRXjGQz1XAuDgbhkVZMIQZYWQDZoQhzICsxQaoQxUoii5Bb4+QQ8W1oJBbqrv9Bb7bddAJbobw8EYHdq/KYyOoD9VDvUAL9XwyjEbkLBHYMd3ibOxZnYtbhbfQefMRnrY8ZbcB9bvdYsPNkzeQtVYP40I9shcbkLNMj8ZKIcS5834nzirOwtTbzzvkJatGBAAAIABJREFUe6X3UBR+BJqFWujDnH1L970kC5oQHcR+CYgYH42ocXGIGBvD4OabDzdAtVbFO7X7bS1obWziMPBr125Br8vG5UvX2NWVm7MXc2bPR1joUmzevAN79x/C2fMVDG7K6mqhilNj/lsh+PrtbxHxwS5EjIlE+PgIRHpFImNOuvA9hxmgD9PzOY/PRUL/vhoPwlgVxguNXSOyFmVBF6TnrM0E+ihc9K+DGwI/tOuihZ586MKCTuOZSlrUH7kCzRod90f2YgLfQv8wQ0kspXOs8v2NmD/0mMbq60dpYCLC3cIRMT6CPzMxjJs/3IS4GfG4f7UJjR2vio6SLSBxNuVgoh8COmFhSxGyYBHWf/UtsrJzWeNUUVmLc/UXkJOxG8H/HIJ1f1qP7WN2IoJZjGhEe4qgCNJAsViDzmtCZN7fAjdkHAnkdVzpQN+LPjzreMEBBMppalAIre2lHb0v+tF8s4WjJbnfmL35C+Cm4SnIJU6sbs4ysgfZPKazl2bx0RiSDX2oAafSTqH/sVAP6W7VHeR+mQf1fJrngs0SxoOe5xfNORqnMT7x2DkuApHjowXWltJBvLcN0VNE+L7iFpof0mZREBI3PmjjjU1RUQn3KdWSW7RoEYKDBb0N1Uk6e7pM2BFfrEN+bgFWvL0Ca373Ocg1Q+JaAow7J0QgIUAK3UK6LwIudBTuSxmkwtmMsxgaGMDd6nuQzZdDE6KGJlRo2lAVNPNU2Pd1Hs6mn4FxWQ508/UwLFDDsMAAfVA2DEEGGIKM0AXRZlSPzu8fcmmGo/El0C80sD3NWbob2cRuLc1BNm0gl2Sz/bmQV89C+BPSU3hyS6jCTR/2nKycNZAP77ezRk0XrINusRYaYtrXZqEitwLXT11FcUIhUmelI3JcLNtSAoy0udn23k5E+cagsqAajU/aGNw0N7WB+jT/UCHyD5FLagC3bt/G8uXLERIcjFWfrIFcrWW2gcSwFfU1OHH4NFa5fYqPfrOKx+nOCeHY5RYBOqZMT0EWrUVkR13zh9Yo53qlW5jFTD257ejHMSQw4cPgxgnYXY9d7iSyA/RDeX8IZGiX7kHu0hzkLM1FFq1NS3cjZ0kug29DaC4qs6uH8ze9Dv5fvbbw3rxxGhyEjRkkGwMcKsarCVPDEPpq3KbMSEYEz/1IRNCGcRxtGAW3NK3b1Eh7Q8lSN727HZvf3o6V730Cn9F+WPvV50iTKyFNyWAWrPR8JYMbylZM7M358xXIzMzkZJSuGn78gV9ja/5LmBtySXV2djrBDVUAFurJHDlShD1798HUb8Ltu7fx0ZKV8P9dAAL+v6lY/q8f8eJAod+uzqEjDUQakNRocYoYH4Pw8VFImCSFdoGOjYhuoR7ahXrQ0RCqgyGUFlEtjGHCOR2NoTpkhRpg5C+Inq+FZrEcFw/UvBJtOoj2B/shB537vMfNT3Ak6ghPzBzalZGLKtQA3QItSlPP8K6vv9uEU+mnoVqghi6MdgpaZC/MhjHUKLxvmB5ZtLAN35twX3TPfN+heujDDFDOUyPOR8yfNXJCDH9e3r2NIQO3HcfUp9H+jOodNfLOjWjp8+cqodUY8eTJMzx98gxffvEVgoNDsXjxckRFx+PkqVJUVNSivLwSFXXVMKRnIeS3YaDq2FvH7WDf/q4JUdg1PhLx3mIo52pgoEkXSouxAQRMtKE66EKNUM/R4nTmWZhNFoG5YQpf8P2SUO3AlgNoudDKE+nRtQ7ePajmq5C34TtUGqpQl1vHmU1z5hP4y0Z22G4Y52uhXqDkkELjWiNOpB/Fw5ttzrE8hJunbsCw1ADDPAJYOtyvEPLNdDY8wmnJCVw5cAWF8QVQLpSzkdXTOKD+XKjn71obrEXi5CTuy8jxMYiaEIuIcRHs4lz/3rc4nFqA1vZ2NLa2oqWxGeQqpcRScpkaHe2d6O7qwbatOzE/aCEWhS3Djh2RKDl6EhWVdSivrEVlXTUK9h1FyB8X47M/fI6dY3YhYmw0It2iETEhAtEeMcicKYdxYRZ0wQY25jrqW2f/0pjg8ekaqzROh8eKDkZaFJZmo+Gy4Mph8PIXmRsHMwW82DsGMEi5OVgw6BQSDw2hsaKRo1ho/BqWaPm9aG64Gr03ndP8ocWX7zPUwONUH2qEIcQIfYgByVNTWb8UPiECETQ3x0YhnCJRRm+HYWMWL8CNbc2sCaEaXZcvXYVOa8DVq9dZyJicnIa5cxYwYNzwzWYcyi9gn3tlZR1HUBTnH8eKD1dh9f9Zi21jdzCTGTEuBrvGRSPeOwHpc9KHwY2DtUavgB8baNqROoEeDaaO6+3QfaZHUUKR4B754gC0c/WcR+nWiXvIjy5C9hd6PLn3hLc3g38L3KwUQHfWIgOywgzIpr5ZpINhsZYXs6wFu6Gdp+Hihp23nYkt7zzGga37oZ6rgn6+AdpQPTShKujDtFAH6dim0Xznue+c/7S5oYr26asVaH3QgcbWJjyg8jUtD3Htxh3o9NkorxBcQnK5HPODqE/J1fc18vYeQEV5NSrLqnC+phpnSiuwIXADFv9qKbZ8SDmuIhExIZrtKR1TpqaPGKM6aEMNUMxWoDT1JLvqmimJ35d7sP/LA9i/7iC3A+vpeAAHKHHqRkr7cJBz/Bz8+gAOfn0IB9bn4+D6Qzi4Pp/Dwvdv3o8ndx/DZrajJLYY+vk0/g3IIrAfRoCezg3IXmSAdoGa89pQNoOLhVdxIv04KGLrUsEVnEw5C3uvFTfP3hBs7gKypVlQBOtQd+Ciay1Ed0c3VKtUzH5Fjo9lO7DdLRyb396B5NA03Pv+Hh60EWCkdaoV9+42sj09c/ocv0be3n1sT0NDF2HNms+Qlb0HZWU1qKyqQ1lNDWoqL2LD3E1Y+M9h2DZ6O9tRYe5HsQ1Im5bO88Ww0MhzyWXzyaaqQ41QBamx56vdaL8huPNJA0NaGC6NQpsUZyM3Ea2rpJmjn+YLzcj+1AACdbQhpc1fNm1IFhmRvTgL2YuMzGYZFmXj1ok7/H8uYOOaHwRs3ghuBgZgdwxiyGHn/+u42Q7NIg30BFZDDKDPFOkehYgJkYiaEI3IcdHYReCGpCNOPZMrCIhcUxtH7cCmd3Zi3ehvMO0/Z2DWvLlIlSk4Y3FKhhzFR0+iprqegU15eQ0qKqo50IAE3SRt+W/F3JAQiKJNhMR9wi6DKixnZ+9FvpPq33/wIEKmLYTv//LBzF/Mw6o/rOWcA5Qx1wVuqIN2jQA2NOmpRbnRwh8D8cREyOco2b+pWaCFZoEGugUaaOeruOkWqIePOmJ6gjXIoi9othGqRWpcPHgBg5YBhjED5Mdk1fgAbEOCkOnxnUfYt/UAVLM0MITQgkmLbBaYqlWe4aKQDqreDAcsL2w4nVEK2bwMGOZoYVxAA08Lft8QLfQhWp6sfG8EghZowPccTPetRcZMGUTeCc7PFysYOOfubcf74Yj1j0fdscto6aSw2vtobGpFY2MbDh44wrs3ymlSU13HiwUxDCtXfIK4WAlKz5Rx/Y7K8ipU1FTiRPEZLHp3GT7+7WpsHrsV4W6CgaNFP8otFnFeYshmKKBZoIM2RM/3pl6ghma+AfJpWtRRn5HhZ32C4AogrqurtRuHNnyH5noB3HRebUf2ItIR6NBY1SjQYRROnV+HnCAdsuYZWER8Ma8ezbVN+L7ke5REFUE+JwPG5VrcOXWb8/PS5CtVnIdqlhqGhQbcOy/scp60PMX+r/ZCNl+FzNkZUM9XQb1ABU2wGgRodAt0UM5VQuKXgCh34bPR56OxEz6BdFzh2OYWifNHKvDwEWXPFSKkKMlcSfEJrg78sqcPN2/c5pBa0oYsW7oSEeExOFpCk1GgUmtqa3D6ZBk+91+PFW+twNYxO4e/Q3o/AuTR7nFID5RBE6SHloxwsA4a+t6DddDOp7EgNBobw+PFOXZUc9XYv/4w60Nox/YmYzTSWLkM2EjDNXyds0kDd8/fQdYyA4yz9NA734fe1/XedKR70QRrmHET5haNZQNUc3WQTk5BFC++NBeFz8iLJLEMo3fipP4MmtspEaIw9wX3SQVkmSo8fvQU7a0Pse7LbxgwLl/2MTZv2o7CwqOglOy0e6umhaO0Et+GbMPCXy7F5jFbEOkWyf3KNmB8DGI8ozmvERl6+yAJqd8MbmhyW/otKEk+jvQABQN03TINspboYAw2wLCE2Fs9ZLNVUE9VolR2DgNWKzOII/vyB26p+0+gW66Ffr6GWUVDiI7nN81xoT910C0wwjBfC/k8GXK+yMG9UgGUk6izQFSE9LlyaGcroQtSI3OOHGJf6fC4cdk5GjukEaH0AgcTj7AehArkNlBpkPZOnKuo5p3vnXv3OUKSRK/z58/H8mUf4ZuvN3F1+6pK2g1X4Bz166XLiFsTj+BfBmPDextBwFSwp7EM+mmcJgekQTmPvnthfMqnZ+Jc2gmwnRscwkuuBt6N7sdC6+Gq393oftSNnkddoMc9j7vx8kkPt54nVCG8mxv9rffxS2YgrSYbSmKOQjdXC+o/YmeFo274Mc2NrI+NaL3QxizK1RNXcVJ5Cudyy1jjZ+7px+HYI5DPzoBhnhaaeVlQhGnR6ozYZLG43YYi0RHWccaMi+d1Y5tbOLa8uwv6jVno6Ozgemc0/1tb2nCh/goz4ZcuXmV2aeeOSI48W7J4Bdav+xbZWXt47tM4LausRV39VUg3JCP4rYVcjHfXWAGcur5D6tOUgHSe+zR/XHNJ6F8DsuflQDVDCeOXWZyEcsAkuD6FzTUBGXos/I2MqL3Phu9Pfo+cNVnQzlPDEKKFMYT6TAvjwlfHrIU0Jsk9p8e90/eFNCZOPc+wPfgr4IZAFTHApOR+fPsR1KFaqGZrkTo1g+1Z5ARhjaLPSeOUN+FODwt5W0Zqbza+twMbRlESys0I+/Ni+E2cjCiRGGmZQnX7vfsOorrqggBuyqpZXEypYgisk5SFbJnrZyRbM/Lcdf2nHv8uzQ29+MuXL4czEpOBI+NG7hO1Uo/TJ0t5RyVKSMLMcbPg/T+8sOCtUHz256+YwqKcDi5wQ7Qp7Vyo46gDXQOGDCoNGjrGe8cjY3o6VHOJHlVDO0cD7Rw6qqGbK5zTkds8NVQzFbxoXztyg4Qa/GPnPBmkmXOVEwBXBqYcNuppehjnZLGhUs2TQzFXiSp1NawmEyhlNkVaUCVj+rF123FeXg7FLBU0TsNF76ufp+U2fF90f/PUfL+quUqkTk1BrGcsoj1iEeMRz59r5KDZ+u4OpIdm4O7VBjRRkbymB2hsacX9+028CB85XAyL2QaDPpsnIuW3+HTNF5CIpKDCmjVV9bx7K6+uYPHxZ/7rsOx/L8OWMduGwQ31J703vW+clwgpU1KgnKOAJkgN9TwVdLO1UMxT426Vk0J1OGB32NknSqG4BG72f7MXTXUtPJE6r7RDM1eDE5LjgJXU/ST3HUL7983YvUIH/VQ5sj/LQle7kMiNpq/ZZMedUw28m9WEqNDI+p0hPLv/GLqPDFDO0eBuqeCWInCzd3UOZLPUUPM9arg/NUEaqOapkD49HSJfEaI9CFy8Gi8CMI7k6AbJnBRcrb6OtodtDG5I9EoRPHt272PA2PuyH4UFJcOsDfVpVGQcigqPobbmIlOp1VW1LD6OWh2DkH8KBuXNce2+XePU1bfSycmQz1ZATd8937MamrnCOB05Vnm8BGmhm63h8VZL5RjIxNltXLiPJjvt4ngn5zRQP+mxfQC2QQuV2cTlfRehm6GFzjlPXHOE3tt1L8Q80Pik75+abKYckolSHp/0mVxzcNi4jYnEVreduHD8EloftjP4JnaR8rEUFhyFQq6Fqd8CijwjAB62cAlWr1qL7dvCUXCkhPuUaGlqFy9cgeSbJMz5h2B8O/pbRE54tWhEu8UzQKVszPRjdQzAYXfAYbcP9wvpeuhvFEpPzOppTSm0IUZoZxugnqOGYZ4GOfN0MM7VQjNbDfV8NTSLjKjV1YOq0NMO2tWn9FoDNtrNCgaD2B1ygdD3YyQXTJAWxiBi2XQ8z3nOz9Uxc6MKUkE5PRNZYVpUH6wHJZI299pwVnMOsplSpE5OQbTPqz6lMeOyc9SvOykCb/wuVO6vRlt7JxfIpXILTW0PORFapkqLJ0+fCTmYVq7EggULsHLlamzbGo7c3DwGiuUVVThfXoOay/VQxagR+lYYvvzTV6yXoPei96RG85/misRPAtlMGX/niulyHI0uxuN7D9HV9hxdD5/ixcMX6Op4ga6HL9D9sIuPdN71sMv5mI7dfC5cp+d0obtTuP784TN03OhA4aZC6GZqYaC+437U8TkBFXpspM3AdCX2fJWLhtoHsL60wdJjgdViRnfzC5wVnYV8thy6eWoex6pZWihDNWi50sa2hkrKDtjtOCop5oSl5JIOHx89HEhRlFmC9g5iwgX3KYXYnz51DiqlDg8aKBq1FWs++RwhwYuw8qNPsHnjdhj0OTxO2YVSUY2a2gvIle1H8G8X4ovfr+P1yvX9ueY99WuCnxTyWXKe9665r5+ThaxZRhhn6XjNUCxW4mTqCWZluh91wdxnYve8qa8fLx6/QEPNfRyVlECzUAMtbbjnUX8JY4/7jNx+1HfUn/N00AVpoAnS4WbRLbbJFN06ErCP3AC96XyIwc0QOi52IGOOHIl+yc4x8mru02cdnv8jwc0I1xRlLabyLJtGbcaqd1bDZ4wvvvp2I9IVao6aMmTtFjbg5GFgcFPD5W4SExN/EDVFc30koBl5zobgZ/z6u8ANvSGVW3gVJUVprDtRWVEDWaYaNVV1ePzkCdZv3I4pf5oK//9/Mhb9bhnWjdrAqespeyShPmosdn0DuHEZVpqIIo84iD3jIJ2YAMW0TGhmKKGZoYJ2pgq6WeoRRzU0ASpo5itx7cQVju0nsobTXnP4mzPkbAhoqGyAYWUWFIFqaGdpoac2RQPtXDXq9tZgwEI0P1F6g8Phc5SAiX6sfXac15dBNSMDuql0H2q+D76XWWroZqr5/tQzlJAFpiPRV8z3L/KMR6xHPGI9RcOLhmvgbHt3JwyfGTgdOE261sZGPGhtxrVr30MmU+NoyQmY+s2IjIjF7FlBHIHy9fqNkIiTeFGhhbiyrBpl1RU4X1GB8BWRWPjrhdj4/mZEuBN9GsPvKRi3OER7xCPOI4bvLXNqKjS0IE9VIO/TvXjS+JRYYtidiwkZftplPG95gbyvdqOxpokLanZcbGVf+5XviCIe5KRdJJiz9VqQ/+1+qP1lvLCflZ7BzaO30HHnGXNgpA+5d+I2G7UjWwphJSHc4CCK4ksgm67GndMCuHnU/Bh7VuZCPlUHzUwN1LPUvEjJp8kgnZSIOK84xHjSDl/4bK6FmBgqWig3jdoC5So97t2+zzmDmpuaOafFre9vQaXUo7joGHq6e7ny+rTAWWzg1q/fiNgYMSgJXbWTuaksq0FVTT0yo+QI+uVcbHxnK0e5uBYN11il75VYMZG3CGkBKVDOlEFFxm6m8tX4mKmClsYuj1s1lFPkyFmZi8etpEUCKEmczWFlQEnFJqlR/1P7KY/ttgEWGtuHbLD2mFEUdwSKgExoZwjz5Adzhu5llpLvUzE9E6n+SRB5CZ+Bxomr0eejz0qAbsfocEhmJ+J6zXU0d7Si6YEger1zWwCMtDD0vjThwP58zJg+h/v088++QlRUPPLyDrA7kIANUdMXLl2GSqzB/LcW4ss/r0PkuChmixgwusUjYsIuNHLk3BCs9gE4bHbun5H9YbfZ2f0xaKXOAx5UNnA+EM00HXSzdNDOUTJo10zTYt/qfWisb8GQ3Qa71QorHYf71s7j12YXNjGP7z5mV6o2UMW2QTdTw69DGwBadKg/dTNVUMxWCazvdB1UU9RQBqajNPUUTM9NGLQOoDK3AlETY1kHRnPfNf9cYIP6lYSv0ZNicPPcTTR3tKG5kULrW3D3QTO+O3iY86287OvjKNS58+ZixowZWLv2C7YFem02iLk5X1HFi0ZFXTn2Gw9i6R9W4JPfreWowVfjVLA9sR5xiHWLhsgjFimTpVAEylkrl/WRAXuW7ubQbeOKLBZNU2DFq5bzF85dzxGu53xEUZkUOGFAzjw9jDM00M3SQD9by0c6dz0mu6ubmQXVNHLbKVESUYRyVRXOppRxFJA6QAFdIC30WmhmqaCYKkPKrFQ01pMNIs2ZjauJHxUXM6NIbilywe/8MBq7PKNRXVCNtg4SvVOCScrF1orD+UVQq/TofPgYZecrERK8GNOnzebN4o7tEXyNFmASwFaXV6CiugbF+WcR+ucl+OQ3azCSuaG54ZonNP8l3iKkByRDMSMT6tlKaGZpoJ4jg2aWDLrpOmgC1cickoH0GZnIW/sdjkeU4Gz8KRwNL+LIKtlcGTRTtNAH6qCbLaxvrr4SjtR3agbdehqHs9WQz1DhlPw022gX2/43mZvBAThIPE8q58EhXDhwEdFkT93jEUPrlKeIP9fIcUoAx6UPZebmNXBD2pst72zBunfWwfttHyxbuQoZSi27ppRqPUrPlnOfUt+Wl1dxhBqBG4qu7ukRcmLR+joS0Iw8/xm4hp/6d4MbKn7lEhM/aGxGc9tDHD91FmkZcly+egNXb93AqpWfYdL/noJp/3MmPvr9anwzehNnJKX8A6+DGxITuiaha4chDJo4xHmKEE/NSwSJTwJS/FKQOSUTymkKqKaroJqmhHqaEgo/GbuCbh/7nl0kVNGayyoQpW2jqUA/g/j+1DUWTyknKaGcoYVmugZaPwX0sxW4euAyJ8igxZz8+cTyU00fOqct2dCAg7UoDssAanUVUARkQDlZDtV0pbOpoJimQEZABpInJiPBSwyxhwgSTxEfGdh4CBOCgFu4WwQix0Rj5+gofBe5z5nfohktTc1obG1BZc0FpKbLcerMOTx5+pypfm8vPyyYH4rtOyIgkiThQH4hqmovoIwmYkUlI2HZ9nTM+ad5+GrUN8zckIshxu2VcaX7EDnvS+IpRrKPFFJ3KY7GFcHhGGR/LNXWouawCuHJz5teIO+LHA4/Jo6mvb6FaftrB6+yBsdhscM6aGXB5on4Y1D5K6EL1EE2ORMyfwX2LMnG5fxLTD/DNogTMcXQzFSj43IH7LBzaQzZLCVun7rD39SjxmfQL8pCuocCCl8FFJNVSJqUCZFPIuK9aREWIc5bhFhP2o06dxq0EJNua1wsthBg3JYL0oOQcaNGrlSqeZaRrsDxY6c5WmLXzih4uPtg5oy5zDBQ3pA9eQdQXlXHdVGqymtQd+EysjJyEfTWXHzxx/W8O+Rx6uY0CE7QyuDGU4wETxGSfBORNjmVDbJ6uhLUVNPk0EyTQRGoh3JqJmST01AQU8J1giyDVtitDgEkWgdgtzhA44wyvdJ3wOf8WPhOXn/Mz7cOYsA6BF7sh4D2G63Qhumh9FdDNU0B3RQ1zxW+l0A55FMzkTo5FVKfRB6jIk8x4r0lw8bNtRjz3Bwfg+2jdkG2WoU7Nx6ghbK9Osst3Lh+m3UMxIg9e/qC+9fb2w/TZ87F+m82IU4sZe0I7YZ5R1xejbr6S9irOYCwPy7Bmt+tdS4aAgNHzE2kWziaahtZH2O2DHAGWyoc6uB+cXDSN6vFCqvFDod5AN1Nz1FprIEhTAd9gALaQB3bB+VMBZSBCuSGZqNKX4NnD6k0QD9ovL56LQcofJz6kPYwlOeJcohkeCdBPVEG1UQVZJOVkE1WIHOyAhl+cmROkiF9shwZkxSQ+Skhm6iC3CMVIo9oro1EIH7APoSzynOImRCLuAkiRHvGItIjDlFOVpr6decHEUicL8WDS6QHI4axGQ9a23Hzzn1k7c6D1piN7p6XMOj18PPzg6+vL75c/w1iRQmgReNcWRXKK2sEcFNVheNFp/HR+yux4q1V2P5hJCKItXGPRYxzIab5EusVC5FnAsSeiZD6JiLVLxWZkzKhnKSCMkAJVYAcKn85CFyopiig4CaHKlAB1VQl/109RQFuASqoA9RCm6KBxp+aGpopKuinaqALVEE7TQXtdLVwpHPX4+lqqKaroZmmgWaKErJJ6UjzTkWmjwzKyTJopst43MqnypE2OQ2JHgkQ+4vRWNPINmfIQUDVjmJJMbaN3iXo7dwisevDKET6R+NW7Q20tVNpkGa0NDej4UETdu/dD40uC0+edSFv30EGNhPGe7KGKTZWDLlSi1Nny3juV5RXorKyFqVnK7HcbQU+eusjTmgX4RY9ggmL4/kS5yWB2EMCiacEiT4JSPVPRvrUNKRPSUW6XypkE+WQ+yshn6KGIkADmZ8cMp80yH1SofBNg3JSBjQBSugmq6GZJINichrkARlQ+MugmqyAxl8B7RQ51IG01mhBgF03TQF5gBzGL3PR320WAgysgxiyDTGr6QLvxFCOPGdG2EaRlw4MmK3YuykH0ROiEOcZjxivOER7/pANp3FKjTY41ATdzavku+Sq5qR+723hNWfSf/ojKCQUKZkKkOYmXabEyRNneXND4KaiogqlpaVIS0vjhH6k3yUgQz8jAc3Ic774M379XeCGUOHI/DZU2I0m4+Gio0hOk+Hq9VsorSzDkgXL4PcvAZj1v4LwyX8IUVKcf+FngZt43g2TweXmJYHEKwFS3yQGOWn+aZD7K5DhI4MqTIE7p78nNywXQOPaURzyNgAbrJw24PvjN6AIzoDSjxYZFSNpjY8SmiAFrhRc5lA66j9S0TP6ZWGnEJlCjymSxU7Vmclw9Q2iJqcC6bNSIfNVQO4vR/rkdCT7JUPqI4WEjIdzsNOAF3uKBdZmBLiJcA9ncBM5Lg5FGUXo4NBa50Lc1oaTZ89DmpqJM+fLceduAz5euQZjx7ixGyUiKhZiaQr27DuEcipMVlkO0t3U1NZid1IOZv7jHKz98zqmpmMmxCD2NXAj9hDzROR7cxNxv9YfFNwjdtIpWYYwYB5ckmnbAAAgAElEQVTkRsnPCNx85wQ3NAw76lugmJmOak0NDzmbwwLa+d4ouQk9aU6mkGHTQTtVC2WgFoqJmdAskKH1RgcDRMp6SvTtjaNX+f8bTzdBNkeGWyduorvzBS7m1SDvc8qAmgvVgkyIaGfklQSJdyJErvHgXIhfBze7xsVi+3tR+C7hADoedqJlRAbtysoqZmsoiVdTYwuHKY969wNmGqIj45CYmAp9zm6UVlRzXRRiJGsuXMJ+Yz7C/n0hVv/uU2YcCdzEusUhjnY7xIR5ibmJvSRI8EwQjJy3FCkTk5ExKRWZARmQT82AMlAGtb8O+hAja7euHhQEuJZBM4MYqqFF4ZkDFD5qEUI1f+pjet5wo8yo9iGUys9D5p3OzJwyUAVZQCYy/NOROjEZST5SJHoRsBGMMt07zTP6LMLmQgCOZNiiJ8Rx1Xrj5lw0NXSgubVdqLDc8hCXL11nHQMJXCnFPbn2xo51R0DgDGzatpPHqVytY3eUC9xU115Ewb7jWP4hLcQrOfkavw8BVQY3kZyigXYqJrMDtn477NQIhJgcsJlssJgtsNoG0PW4C9/tyobMJx1aPyVUk2RQBqqhmU46GxUUk1TQTNbw9cPiQ+jt6YPdOvjqtfrtwuvTa5sdcJgG0Fj2AIURB5C/aR8Obz6Igo0HUPjtfhRs2I/DX+chf/1ebgfX7ca+r3Zj91e50H6qgupLBUcBktjbNmhF3zMz18eiHF6UqiDKg8CG4Cqiz7vz/XCoPlGi6ftWtLWSS7oJje0Pcfn698zaGHL2oPPRYyQlJcHd3Q1eXl7YuHkrRNJkrsB8khZiEr/zjrgGZWersMb7Myz+9QqQBICiJRmIO8epAG4kiPVKQaxXsjBmPcRI9E5EMm0cAzKgmiKDeqqcjwxoaCM5TcGMNPWpNlAJ3TQVNy2x34FabjpizGjOB9LCq+MmXBeeT//navT/BHI0TuAvgH8F1IEEmoT3lvtnIG0SgW8pErwSIJoggiRAgqaaJgY3IJbTakdJQjF2OsENabdIxxQ/T4KGG/c4gMC1sbl15w4osZzGmIO2zsdQqLTw9ZmMD94fxwkRRWIpV7emNBCVtGEkG1BZh/NllVg3fR0LtTd9uAURblFvADdiiGkD7ilC4gQJRO/HQ+KeAPlsJSeOPbKtAEeTjqFMU8aBF5f3X8blA5dw+cBFXDxwAZe+u4iLWXWoyDyHU5JiFG0/hANf7MceSrGxKBv6ID3UgSqo/BTQeCqg9pBDPjEFGl8CPFpcLbzOG3Oq6WVnVvIVM/k6uCGgYx6g5BrAvaq7SAiUIG5cPK9XIncx4mmtoI3bCAnFSHBDDA4liCWSglO6jN7FmqcNo7fg61GbMPPd2Zg+ay4SUtKQJlMiKTUDxUUnWD5B45QS+lFNP6VSCZlMxhIXWl/pZySgGXnOF3/Gr58Nbui1qWMo1NvlxyRwQxl1KTdAUlomLl2+huKjxVg4cyF8fzkJQf8Ugs/+vI5DwH8quBlJ97mMLR1pUUvwTuSBTpMxyScJ4gkJUISqcb/ynpOqBOyOIRYhOjhR0SBsdjMufFcH9WwNNH5q6KfqoJ6hgNIvDTlhWtwtu8uiY/vQK60DdbZ1wM67L7pI9W1sg2SwBmHjhF+Ut8CO2gN1nJQrwT0Ryb7JbCTo3qTerxaNN4Eb2klFuEcgfAyFFMfgTM4Z9g+7WAaK8Ck6dhIJyWkMbmrrLrLwlRbiVR9/CklCMi8a2Xu+w/mqGpRXlLPuprKuDvs1+Zj1q3lY8x+fO8ENLcSvXA2xnmKIPIhhkPDiFjc+DrKQDDx58AJDNjLuNtjNA8PGn8De88bn2PtZFhqrGzmZXkddMxRT0lASXgIHp8h3sOgwb91eqDzk0E/TO42blndn6ilqaCdmoia3hqVQT24+5lwVFfLzGDA7cHFfHdKnpOHI9gKUak7jwsFqdLV0wdTv4CrN+7fvRZxXLBK9pBB7JQwvwq6F2AVwiLmhEPjtY6JQICtCx+OHaHbmYiLmhrLnpqfJcfzYKVy9cgOrPl6LP/3xHRYTi+ITkShNhUafjTMUfVZTz+7WivoLOJx3FB+NXoll//ox5xCh92Nw4zQCLnAj8qJ+TRgeowneCUj0TYLULxnJbKhTkL3SgFPic1AHqfDoaicDaavdCpuThSBQQ2wENRfI+SmPXc8lUEoLNBmHxw1PkLM8C2meaUiekorkSSmQTkyGhNgab+E+aeHgMfo3wM2md7ZgX/QhtLZ3oqFViJKkQpl1tZeYrcnbsx/37zVi08Zt+PCD8ZgTFIIdEdGQJKVy7qCy81WoLBfCQSuq63Gy5DxWeXyC0F8twtaxO3nB4O/RBW7YBTr4V8GNxUoMzACq9OeR6SaFbEomZxEnsb+C3H7zcvHdmgNI8U+Fwi8DdcYq2GyAZcT4JuDE4GkYONkF9x4xRf0EpOywmQZg7x+Arc/BrlRLrw3UTD0WmHssoJwklqf9sHabBFbIbILJamK7crv6PiIDBPdUnBsxN8LiSAsGhSznbMxCw/1GNLU+QDMx4e2PUHfpKjIUamZvGh40IioyEmPHjmHmJk4kgUiawtePnjz7CtyUVaO6vB5fTt+A4F8v4QruEW6Rw5q0aI84iDwkSBkvRcy4aESM3YX48VFsA9hm+QhgPM0vFRmT05Dpnw75lExmHAncEAAhcKOZSsyYC7C8Bm6m/W1wQ//vYnRIZqCeRuyanFlOBt+T05A+KVUA4L5JSPRKYLsqcZMwuCHmhnISDdnMnKCxOKEYO97bhWi3OBamU86k5OVyNNwVUj+QTSW93dXrN6DWZ3Hdo7sPmpCYlApibWjDGBMtQoI0lZkGKhtQWXcB52gRrqxDaXkVti3agdB/XoQNozci0j0a0cMaJhdzI4bYhxiycMT6RmPPZ3tQlV2N1kut6H32Ena7Rcit5BjgBJykgSH3MWk6qTkGHBCiAoc4EeegZRCWl2au6ffo9iM01DbiWskNVGdV4lzyKRzdVYh9G/JgJC2ZlwrZK7Lx+LoQSm+1W4bd2C7X9ki3to20fRhAT8dL6D/PAW2uY0gLNjYCIgI54xIQ60Z6xlf60B+DG0E7y1XYR+9kPe2GUVuYMQ96NwR+AYEMFClnWEJSKg7nFwvMTbnA3FRUlHPElFQqBdX4I1xBPyMBzcjzn4Fr+Kl/N7ihgTKsuWlpw52GJvYPE7ipqqrFofyDmD81CL6/8EPwr0LxxbvrfzK4GQlsyH0S7yXsJOko9klAAu02vaWQekshmSCBLFiOBmc9InKpCKF1Q3Dm42KjVamvgDwwA+pJCmZsaKLKJmYie7kBjdUNjGApmorcTy7hFeXCIB/ms+ZnaLncytobTmNNZQBI4MjXhXT4dYfrIJ2ShAQ3CZKc95boI4Cw4V3xj5gbot6J4gtHxMQoVBypQFt72ysXSlsbs2GJKek4caYUJ06dZQ3D737779i8aRvTp6LEZBhz9+JcRRUqKitRVVaFigv1OJhTjDm/CcHqP3yKnePDmRZ3gRvqU6ZQabfuNBrx4+Owb3MebBSOaDLBZrLCRosrGXQTifYG8KzxGXZ/asCDKgI3g3hY3wT9dDlUoSp0XBUS+1GytENb90HulQbddD20bOg0MAQqoJ2qgWKiBkU7C2Dqs+H22TtQkzB7rhKHtuyHar4MmdPSuGptd2cfKOOs1WGGjYSjGALpIBRL5Ih2FyGeXVPOcTHCjUJjh/Q228ZHgGpqHTOeRNsjSlPQOOyWOnnyJDIyFKxVKi+vxvLlq/Dvf/hPkIYpWZqOJGk675jPnK9AZW09KipqcK62DkWHTmGN21os+tVyFsTTbjjOLZ4BzkjmxgVuXItFAo2DiUks1kv0IZCTgLL8SpxOPQH1MiW6HnezYSPBuNls5YWUmYnXF9yf8tgsaFDsfU6mw2yFY8iG89k1SHZPR7JPAhInpfC9SCYmOedSIi8cBHRFbwA3rt0baZk2j9qCI4lFaH9E4IbCa9u4CjhFlqWnK5CTk4ebN24xxT/6vTEIW7wcyekyBjeZcjVKS8udbqkalFfVouxsNT71+wwL/ikYm8ZsH6ENE3EYOo01os77+glIWDkBpLXPBmqWPgunnOjvtzBb9fjeM+Rt3osKfSUaKxuRs1SPDLcM7P44Dx3XO1GqK8W+7YfwrOUFC1ZtvcLr8Gv1WoXXp9d1nlv6bXD0W2Dvt4Jq6FnNNmaLeG6YrKDq7NTosdVshdlqgYP+brbBZLbCRPfcZ4OdXGddJuRs3osdoyIhGk+au0gGcrRgUDDBvog83Gu6jwdtDWhpbEFL2yPUXLjMiwPN7ytXr2Hbtm1455134O8fAEN2Liebo1witAGqqqp3MjfVqKm8gA3B2zD3X0Lw7XubEeUeiRgPwd1H32Wsu8DKaT/X42Q61SzSQUxsAzHiPolImpiEJGL1JiYjZWIq0ialI3NyBmT+mcz6KacqoA6QQzNFAd00AjYadgGSG1AXqOemnTrinK8Ty0PPVQk6xalKaNjlJYdiigyygAykT05jlobc+cR+U+N7oQ0j2Xxib9wTkDAlgd1SPwQ3JQxuiG2ImhDBOX5knxlwr6GR81oRuKEN+cXLlznpKRV1vHjlOmLjxRjz4QQGN/JMNTJkQk2kQwXFqKq7yBnKz5FbqrIaMZ+IEPyPIfh61DesY4wh7ZKHoE2JJdbWQ4SocZGQLc3ExaKLePmsd3ixfqUXGwDr4ki8zs3OzBOxTySOF/5GxZtJY+aAdYCCWUgiQau+c3knmYwDsPQ50PO8BzeKr0I9S4k0z1Ts+WI3Zycn1wIl27Y57OBNk90Gq83Kj10CjZ62Lny3OQ/x40QMtpNDk5CzLgfS6VJEjolE9HgCarRGxSLiNbcUhYUTa0OBQVwtfPQOfEsV2Cm32tuRWPj2Ynj4+MGQuwdqvZHBzaGDhYLmhnKylVehvLwCRqMR8fHxXPHeahX0biMBzcjz/yfghhAggRsq6MjsTUsbbt17gD37DjJzc/z0OeTm5WFuQBD8/jEAi369hCtVbxy9VUgLPtIt5VRfk1iJJjotGC5wQ6iRFmIxGV0PEuVKIPKRQDQxCcmemRCPE0O+LANNl8kvD6bgSVtDLAMVbaPBYOu14pTsFFImJUPmm4rMqWlQBKiQ4pkEw2rjcLZdO6FmAizOCBU+DpDzaQgtV5qhWq3D1aM3OSfAkH0AQ+ZB2AfsrE0ZpEE3AFwsqkPi9DimJKVeqYibmACxt0D3v4m5iXInVCyEgkb5xqL26IVh/zDTqG1toElGiwOVjz+YfxgLF4birbf+FaJ4EbJydoPAjT57D84Sy1BZxVE9FfV1KMw7hgX/FoZVv1/DyezI5z8S3BBQlHglItZXwu6eeK941B6u5iJrFpMVJgvtVB3sBuAdrc0BKoeQvVqLBxUNLF5rrW1msazUS4JyeRmoijKVBbhefA3pgelIm5wONe/GMiGfmobMKemQTZJDNj0D2Z/mQBmqRIZfGlJ9UyF2EyNxXCJKooswZLEzQLWYbDDTwmC289FiHUT+ju8QNS4KMd6vmBti9GickOFmcOPs00jPGJzefQbtDzucLKMAcKgAaVqGAhSeePx0KZYsW4l/+91/YMvmHVArdZBK05CpUEMANxe4su35miocLzyFNV5rEfLLRZz5mITa9H6u8fo6c+MCN1LvZCT7JCHNNwkSdzEKIg/hafNz6D/OQkl8MS+OA04XicAQCK6XH7EJbwI3ZgvsJlqAHTBbTBgcsLPOjFymNvobgaVBG551PoNmhRpJEwTXAy1c5NrlRcP7p4Obje9tR0FqCbNhDVR2gYo7tj5EWWUN96nRuJvzWVDU2bvvvI+wpctBzCK5TzPkKpx1pi1gUXEVRU3V4TP/LxD0iyBs/mAr2wDuTzKqHtG4X9XEuXz6+qww9Vo4maMLfJhfWvhvJhcw6Xagq7ObF4XHd58gc24qYv8cjcxQJZ53voTV7EBXRw/M/TaYe00/ei16PXptOrpe29xnhbnPgv5eM8x0jZsF5l5qAiASzi38PNf/073yfb208u6b7EPN/mphxz9WjEinSJuZm1E7cUB0CKRdFCIl25gZI7cIUfrkliorr8KmjVvxx/94G4GBM3Gk8ChiRAmcBfZI8VFUVb8CN9WV9di8aAfm/fN8fP3eJgaJxBK7+pVSbxg3ZuN5ZxfIxD1pfo7sr/QQj4tBEoHfiYlIJoDjmYz48WLEjRdBNE4C8fgEJLhJIZ2QiKQJEiS7JSDFXYpUbslIdU9GmkcK0txTkOaWhnR3oaV50DUp0jySkOYhRTIx3B7JyJiYjrSANKT7pyHNPwXJk5KR4puKRLcEiMbGIm5cDETj4yB1S4TENxli30RIPSRI8Jdw6glizQctZtjMNhQnlGDH6B2IpfVjfBR2fBgJ7bpsNDjBDYeBt7Wi7sJFKLVGkIuUbGZUdBwzjO+N+hC52XnQG3KYKT94pIjBzfnKSpRX1OB8VRXEXyQi6BfB+Oqdr4fBTZx7LGI9xIj2FCNy/C4Y12nQ6UxEOEBuegbBDtBmY6CPNo7kCqUNI7GygxjoH4DD1cyDsJocPE6ZJXQxi3TdNACraQAWC7lkBa2Y3UbB+2bYLSZUaMqQHpgGqXsiNEt0uHDkErqf9PDGkNdGtthDsDsGYH5mwq3Sm9B9okGsRzjE78dD+Yka7bcfor/HhJZrLdizdQ8ixoQjakwUaJ3aNYGi0EZETb0Obt7fic2jd2HLqO3Y8u52LHp7BTw8fDm3VXb2HiRIUrB/Xz6DGyGgoAokD8jNzQVlh7548eIwc0P3S6DGdXSd8x9+xq+/i7kZBjeNtHNrQtNr4Ca/8ChUBiPmTVmASb+cgsW/Xob1736DzaO3giqrugTFFAZOKcJdYbVvAjckJmZg4NSHJHiTWEsMkbsEmUsVaLkmJIMbtLk0CkOwUFgn7Oh71ofihAIk+cVD7iNDxuRMpPhnIMkrFblrc/DwhpD9lMKdX6fumMLj1wHarz9E5gwZkqcno76wltX59iGrQPvRomQbFJIEDgGXi69APCMZYncpi5+J9v8Rc+MU9kUx5ReDXWOiEO0Th9pjl15jbtoZ3FB9jrwD+cjZs5er1v7617/m7I77D+bz7o18yDRRqfxCRVktCNwU5R1D8O9HgBvShwz73AU2jFibGN9ExLnHQTIjkZkREqKa+q3oN9lgpcXUuUu2WW14fP8xg5uGMsqp4EBLTTOUM5VI9U6EKkSB9osdTLPaTBacTTuJNK8EBpTp/nKkBciRRoyWuxhJHglIcUuG3DMTKt8Mpr+JzUielIQr+y9x/pH+fhOzO7z7pZ2ztQ99JjP2f5uL2A8oyRuJin/M3DDL4B6DyA+jEEXgZs8ZLmVB45RyMpFb6tjx4yxwo93bkeJjWLpiFYObnTsisO+7g0hKSmO6fyS4Kaupwomik1jj/SlC/jEUm8ds5RT6RPP/FHCT6kNjIgaZCzPw5M5zPLnyEIkTJbh4+DILWMnl9Dpb85PBjZPtMZn60XG9A0/uPuMdoJkE3mwQLXDYLbiwrx5iHzEL3Wl3nESuMmZBfyq4icPG0TtQkF6Ch08e4gGDmw40tj1kAJguV3HW51MnSznyhMDN4uUrQRT/XwQ3FfUMbub/Yj62vAHc3KtsxKDNht5eC/pfmmHuMb8CHz1mmEY8tnbbQMDcbDXjacMzHEkoRO6GPShOPsr1pYhdsRKwIVD02v+OfOw6H/nar5//1Meu16KEdu1X2pA8JwXhH5KoWMRAjmze9vd2Yb84H42NJHx16pjaH7Hmg+Y+jdPComOcK+g///guZ9IuLasaBjekdXwd3GxdvBPzfhmEdaM2sj7EBW6iiNnwiEVVtpAU0GoV8quc156FeHwMpD4SZmzIxZ46MwV7Nu3B4Zh8FEQeQUHUERRGF6IwugBHog+jIOYICuMKURhbgKKYI9yKYwtRFCM8h45Co+sFoGvFsfS/+djzzW4kzSDNVypSJ8uR6i9Dqm8KpF4iKILlOLQhHyU7jyLv6wNImZOGuAkxkHokQuKRBIl/IieqpLB9h7kfxLAVSUqwk8ANpYTg8Poo6NbloPE1cFN/4SIzNwQaacMYEyswN6Pe/RBFBUexZ+9+ZhldzE1ZZSUzt2UMbhJ+AG5o7kd5xiKe5AVjd0H7mQYvHjznVAC9xJRYzHAQEHHObZdbmeY5tTc9dl1zXXc9Fl7DBpvZDIvVhH4bHalArkDoEMAuFBcghbSoHukQ+SdC86WOS9zcLL6BO6dv4/sT36PKUMF9L54qQpx7DOI9YpAamIoH5U38QnZYYIUNfc8tOK44hQjfGER8EONM5hkJSpJK6/WPmJv3d2LL6HBspWR+o7Zi8Tsr4DHBG8eOnWRQk5jwY3BDZYQI3MTExKC2tpbX09cBzX8dc+MEN43Nrbh9v5EX4JR0OQtcU2QyBM8IxaRfBmDpvy5/I7hxhYL/HHBDLEGSZxzEfvGoPyxkqSTxK4kwSW/AQliKduh4gYNRByDxjoPcOwXyiZlInZTJ7oG8b7/Ds4bnzMo4HE6Q4gy5ZVDjDMEldwixga03O6CZo0b6+GRIpyeiYnc5aAGnUTzg1ESQOJEHmgMokB5l1XmSp4R1Fz8J3HjHoaqoHq0UCuqK7GlrR35hCe/OtFm50BqysHTJEvzmN7+BXq9HYfHRYXBTym4pYm5qUVFXh4K9JVjwu1Cs+j2JX3exP/WH4IZClsWI90pC7PhY5G7IQf9TE4fV9vOu07kzde5iaWFgcPOJjpPskaujuaqJwU0a7fJ8E3Fww0H0tvfCMWiG6UUvzirPInlWIlKdkVi5q7JRq65CYUQ+ZAtkkPpKkOmXjAwSYU9O4kW3Sl/JqdjN/WaYXlp4MSIdCiUVvH7iOpKmJSHRXcyM2JvADQENSjZH4IaYm1N7TqPzUSeDcAI31LfHjp9gZkam0mH3vgNYumI1/vD7PyEuVszJ+6RJaSzUPH2unDU3pGcqq6nGscLj+MRrDUL+MexngJtEJPomIskzESK/GFQfrGJ2uc5Yg/QZUjReaWIt17CrxcVCjHCPvOnasCulz8L6D5uFWInnyP4yG/LlGtyvbcCAbYivUbZwoqT7OvuRtS4b4glidukSsPlZ4GZ8LL4dtR1H0orR8aTjx+BGoYJGY8D+7w6xW4p2w598+gXX6CGGMUOuxlkSvzpTsBPbU1FRj7WTv8D8fwh6A7iJwp2KBgxYLOjpMaG3px/9Xf0wdZs5MqSvqx/UKEqE8tz0d5n4cV93P8xdZli67LB1D8D6wgrzi5fo7+5DX5eJn/vqf3/82HVNeO1X1/k9up3vMeJ9Xc933cerx6+e29dnQm9HH1RL1Qj/IGI46SSDm1G7cECUz0k7KV8Y5Q1qa3/EzAFpbpRaA3bv2c+RfH/+0yiuf3bx8nVmbSkSpaDkGKqqXILialRXXsDmsO2Y84u5+OKdDZyhnNwLNDfItRjjHY+qPTWckZhYKTJypcbziHWLgdSbAh8kUIQpWdhv7zID5C2wAkN0tANDdjDjQ64Rcn1w3khKDzSiDdE5SSiojfg7n1sA01MzLh++wqVoEn1TkTZRxqk+Du/ah+arDcysUYK5vh4THlQ3Ye/XORB7xkPsnsJlJBorHsBqs8DW38vsXaGYBMU/BDfE3DQ++KFb6sKlSwwWUzOVLKMIj4zFuLHueH/0GJw/V4H9B48wEHcxNyPBTfznYgT9wwJmbih7rwBu4hE+dhdSFiSg/cZDTudgstjQZ7Ey22wzO8XvI4Xwb2JgndddGxpmy0k079R7kf5xoJ9cnn3od1hgpkAZ8wA6v29HZe55nIwpwb41ezgyK8MnAxneMiR5JCNufAxi3aMh8qHAhxjEjImCZJwYSe7JSPJKRMyYeByOLoStx8abCIulD722PpgGbTBbB1B78BJipsRi59htiJggREr9JXCz6b1d2PTONs60T+DGfYIPzpWWo6jwOAjcUDJamvskBSC3FIGb7OxsREREoKKigmt8/fcDNy1tnJOBBMW009Bn7UZcQiKWzFsO/18FcsFBYm42vcktNe6vMzfkbhBRpJHTLUV+YaL2k6Ylo/VCKygiisKVKafEgHMX8rTpOb776iCkHklInZiCVP90pPjTAixG4c5DnF3zr7NblIqOqikJ6u2OW62Qz09Hpncmkj1TWRh6TnGOU4OTb5MqOtutQ7DZBjE05EDdvjrET4yDxBnZRcaCGoXZ0udx7fRfMTeRiPSOQVl+FdpeAze066U+pSq1GTIFFi9ejD/84Q+g7I4nTp9hA0c+eaqDQrWlqNJ15YV65OcUYs5v5mP1XwI3BGy8SVScjMixkSg3nGNKlOh0MuImaj3ORaPbBAIbj+4+QtZqLe6euwv7oBXNVY0CuPFL5lDH5IlSHE8+DvMTExw0AXt7cOvUdRyMOIB9O6hsQzMGHFb0vujBw9udHJ2mXaFB0sQMZE5UIM09A4a1Bk4mBtsQYBmC9YUF7bfacM5wDslTkyEaK0bCxHiIfOLfyNwMgxuqDDwhAseMx7mAo4u5IXBz8tRpFrdSn8o1eixZ/jF+/29/hFymRHlZJQuK6RoxNyQoZnBTV4OiQyX4aMLHnIb9bzE3FCknuKUSkegjQfyEWBzZfhimlyaYLH3I/Xo3jF/kovdRFyfxehOAcblf3nRtGNwQGKLEZxYbultecLmF+A/ioF6swsMrbRgcsMFCQLHfhAHHEL4/ehspfpSiIOHvYG5isWHUVhxKPIL2R+1oaHW6pdoecsoCAi8qlQ5qlU6IQBv1AXbsikTthUuIl0gZ3LCg2AluSHNzrrQan/h++gO3FLlsot3jmfq/c74BlEyzq6sPPS/60Pu8F71dfeh90YuXz3vx8kUvn/PjLvpbH/qe9+FlVw/6unvRR//X8xLdfE34n94XfcL/0mvRa772mF+XXvu16yOfy/fhfG+6B25dwkEBlHQAACAASURBVOvRPfRSG/G6XS9foveFCYY1BoR/EI4odyGCyQVu9kR+h4ZGSlVACefa0dr+CLUXr/C8l6u0UGsM7DalYILVqz7Fzdt3IUlOY9tQcvzUK0FxOeVnqcc3QZsw5xdz8MU7lAoiirUTLnAT7RWPij017AYw95g4bPhM1jnW5SSSrZocj2vFVzAwYIfZ1MtsWe/LPlDCy77efvS97Ec/MV/EgNHmh9izbqFRAj5Ljwnmnj5YXlJNuH7Qe9B1vtZtganbgX6LlcPwq3OrkOwvhtRTgv1b9+N5+zO2Eeb+XvT2vUSf6SUo3Pvp/afQfGHgxVjqL8WDigewWMyw9Pair8eMH4ObSCjXatFwn1IWtPCmpq2tFZevXoPWmMPMLLn7Nm3ZgQnjPbhR+ZCD+QXM3NCmkjQ3ZRXE3FSDmJvIVVGY9w/zX7ml3OMQNyEOuzzDcdp4jnPGmJhJ6oe118yaMGufVdCHkV7MpRUbsYEZOY9HntPc5+eP0JlZ+kywWM2w2oGHNzpxLL4A2hAlkj0liB8VCcmYeN4gpgRIkUptUgrPdekkKRImJ7DWL9lPigS/JJDejgJexOOkXI+OCsmazeRatbGUw9pnhrXfigGHHeUHKrDLIwoRY4SySH8R3IzaiY0EbkZtR8h/LoGvjz/q6y9zCHhiQirX8yKXqQvckFuKNDcEbqgmJVU9+C8HNz+KlmpuQUNLO/ILSrjUucqgR7woAcsXrkDAvwYi9FdL8eU76/HtXwA3FFb2ep4bFwAgN0McfXlexDKQ5obC7eIhniTBpcOXuDPsVkp2RlWnB0DlFHK+2g2RdyIyfCg0OxPJk9ORPlXGlGjXg+foetaNtvvtaLveipb6ZjRUN+J+dQPuVz9AU/0DtF5tRvuddjxpe86CQCozoAhORbpPGjImK5Hqk4YEPxGOJR+H6QVFQzhgpl2EndT7gyhOPMoghvRBHOFFIk0SRbvAzXAouAgRlHBuTATCPSJwcvfp4YRTtAi3tnfg6MkzzCLQYpuWkYmFCxfi7bffxqmTJ3Hm7DlmbqjqahmxC5XVLCqsvFSPPO0RTP3FbHz8Bs0N9y2Jir1pJyRBtF80bp25zaLMkYDmB+f9ZnTeeYzsVXrcPXcfVocFzVX3QTlE0vxSkBGQBtnENM6XcSzxGLrISA2aYTdb0U8GrYsYBjP6envQ398Lq82OwR4gP/wIEnwSkOmbzuHKiX4SZK834NLhC7hx4gZq99fgWOZRFEQfRvaqLMT7koYpnv/Hxdy4ACN9LoqWIOZm17hwbB+7HSUZJeh49BAPmp36sKYmnC8rQ6ZCw353cqWQW+q3/+cP2L/vIOpqLwrRUoZsjpBgcEPA8WI1juQVYMl7yxDy64XYNGaL0y31SiPm0tzQkcpsELhJ9kpC4rh4pC5MRevNR6AMok+bniJlTgqOSU5gwGwHGRIXkHHpPejxyPO/9Nj60sQGvtdshuPlAIojDkE+OQ2pgRnQfEyFJ9t492w19bP+xvJyAAfD9+H/Mvee4VVcWbrw3PluT/omdD/Tt+9M93RPu21jEAiQEEFksI0NxtjGxu0EDU44kYRQzvEo54zIOecslCNBCOVzdHLOQQnsnnm/Z606JY7pcPtO//iG59nUrlN1qups7dr73Wu9613JgcnIWJCD9AVel9SfEC1FLg0CN8djjrL7VKalNhUEPCkjNSV3LS2u4C0lynz+uSnIzyvC/ftdSE3NRElxBQ9souWmobkNNy7WYGPgeqz+4RvY6S+E2EbOTURMUDLiAhMguyGHZ2QEDrMbw8ZhkMy/1WGB2+nCY9cjBuS82h39DsOuETjsTjitLjgsQjoASg3gtLj4+05OI0CpAtzwrT+9Lx6jLR3j4q07LG44KMWA2Q2a8Mkl8u2Il980PAI3gSizB07zMJzecx0WF+wOJ1wODyo/r0aUP73v0ROE4rApkaDweumQDAq1EnK5DkMaHTo6uziyh6JNSkorOVSZXH2hO8PRNyhFenYec3KIN0ZaLEIoeDOa6tvw9fKtWPUPa/D1lO2ICUqY4KOx5WZeMur2N3OUEVm5iO91u7IGybMTkRqQhN0fV3EQxaPRMYzYh9ki5nKOgIqbLGjOUXgcI8JWrNM+WdLIsuX9zLcuHqPtiH2c225keBhWqRUFr+cj6+VM9Nf3smtixD6CUccoRh1jXkvcMKtHd1y9g9i58ZAskUBaK8PYKAF7ep4xnE0RLDfxxNskt9SMKGR/mAfZwBPLjVqtwsOeXuzee5CJ2qWV1QgNC0dAQCAWLVoMmWwIx0+eYs4NuaxYO6yhEbdb6nC7vgHhb0fg9X8UwA2ltCGibezMBGS8mgbDgAUkhTHuGcaYe4x5VuI7Lb674v4fe6/FY2Nu4neNg97vxy663jBGx534dmwU3Rf7UPFOGfIoeMU/VeAwfr4XZxPOoqa4Bs37mtB6oAUtB5rRfKBJKAeb0HSwDk2HGtB4rAmn485AsiCDOUwPbneDQjbG2Ur/CI/cQiE1/v98PA6bwY7KjbsR6Rc9oXMjhIL7REtxAs1wbPGLwNYpYVj1/GusH9TXN4gb12uQIclh1XfK6Sf00ya21pSXlyM2NhZtbW0TnBtfV5Rv/Y8bJH736P8154ZuRiHSOp1uIv0ChYKTVDhpA5Avs7iiHJQ0b+OHG7H85y/jrR+tw+eTvgbFwFMoODGsnxbxIzQokoppNcMTlZcER5MFTWRUSIcja24Gc26KN5RB3alh0yiZP+VtSpR+WomEeYnIXJTFIlv5iwuQvzAf5S+X4ULUWZyJOYmDnxziZJFlr5Wi4KV85L6Yg5zl2chenoX8l/NZDr+UslRvOoITYWdxeudpFLyai5zFmShYnI/CRfnIIa7KogQcTzkOq8rCdh4CWZ0XOyFZlYXUoEykB2eCEgCKz06/QyS9ChMx+d0TWZmVJuOzBeegI/IrK2kqoVRrJnLLEAGuuLSMpdcDAwPRef8+rly9jqS0DBw+cYr987UNzUx+a2xvRVXmfiz7f19lQjFFS8VTrh5vyLIvuEkKSET+O3nQdOmZQEwmdXGF+r26ZwS6XhOqN1Sh75YUY49HoWgYRNErhcihiIrl2ShYls3cpoz52Ti0/TAG6wfxnfM7PHo0Ds/oMDzegZFWWsNjo3hkfwxyEWbMy0DeomzkLibibRbi5sYh6908XMy9goe3u2G32JmY59EO42LmVZYDIFAm9gtfcEOE9FgCN7NiETotFCeTTkBnNGCII3tIoVSJ9o4OFJaUs/WGLDcfbtiEf//5s6i9Xc/ghkLs9xw4xBnBCdyQhaHxbiuOVh3Hmn97i6XtQ2aGIpoiXkgczUtkpuegZ0ryShakElF3ngQp8xPRfqgDj8f+k91+3VceIutlCTpPdOI/vv0PjLoEK9n3wKSP1Yw+f/qYuD/mHMGoywWPZwTfer7Dw1P3ULSqAFdTriH/14UoersQbcfbYNU5BBeq8z9wPv4MEzXT5lO0VDqv4J4OBaffQr9L/G30ThK42ekXif3b9kIhVWJIK4dKTtosQuZ6Su5KsvblZbuxfVsonvnl8zhz+jy6HvQgPS2L04gQmVAENzR5XDhyEe+/sA5rfvQ2QqeFISEwDnGUTiMoAZEBEei/0Q+3ZxQOo1vIbWRxYtjuhk1qRtelh6jd14hbe+pw59R9aFs1nKHb5hqGzWKFy2CHw+jkYjc4IBb6zLf+9L54jLbi910GB4YNVthNDjhtoxg2jUN714C2U3dwe08D6vY0oet8Fyy9ZrYcORxOjoJzGF2wGx0MdIbNoyj9uAKxU8lqQ4lXBWG0sKmRKP64FIN9g5BrVZzSQqZSo6t3gMPAyTVVUVGNsF1ReO7ZyQwYe/sH2X1SUFIOdp96wQ1F9tXfasLHcz7Da/+4Bt8wuKG0LwI3jMBN4twk1O5tAgkgksWJdH1qym8hJSiJibxHth6GTWPnPke8RbZCkRXL5gFlXKdCVi3fumjtEseOp61e4j5/zyqAQNIacqndKHqzGPs27INZasYIue+sT8Ygvq59hK0Imh41Ct8s5pQrg7eHMEIkc+coXPYRnEm+gIip4ZzkMY6SBM+MRtLraZB2KyZ0bujdH5QN4cCR42zxIi5TdGwcpk6dijfffAN2ux2HjhzloJjL12+x1ZaSEde21KO2thFfLPt6wnLD4GZWIid53b9lH8YdjzA6RharJ25S8b0V31VxX3Rv/r79iWPkanWNMQj0eNyg9AzfeR7j/vG7yFtZwCTrghW5uBx/EdKbg7DqbBh7NIJvv6Xo0lGWPnn07RjGvx0HhYUL5REoixDp0fY2DSD1xXQmbd8//4B5f2RdY6s9jzcCL43Iyk6NA2WbKhA2NQLRM6ltxeSZgs4NZQbfSdFSfuHYOjUSX/ntxJJnl+KD9z/ixMSXL11HZkYui6ZSVKWgc9OCurp65OfnM+eGCMUUxEP/fAGNb/134csf/+S/BG7ohkajcSIUnDg3lOTtVl2jYGUoK0dRQTE+/vRjvDz5Fbz2T2/i02e/mAgF//PAjQSSOdlIm5uJxHkpyH0rB8cjDuDErgMoeS2fmfgkmpazKBt5i3KRtyiPlTfzF+dDwv7kBGTMS0buggzkLaBzspG7JBO5izORx9sc5C7KRfbCbGQEZ7JvMn1OFiebI0n9woV5zPLPoSif4CxkzslE5XtVOB55Egd3HEbGKxIkz02GJDgLacFZvxfciJNxwixBTTcyMA6RfrE4HHPoe+BGoVKzabqkUmD3l1ZUYs2aNXjppZdgsZhx+uw5ttyI5DfSZKivb0VjSxPyduVh+d+swKZnPmPODZHsngY3pPgc5x+Lg9/sh11rx7Bn9HumdF+zOq1SdT1G7NmwG703BzD6aBjyhgEUv1rErr/cZTnIX5aNYlI5XVDM/t78Nfk4n3yOo6vcJjc8Lo/wsro9cOgcqN9dj+xXc1iRNH9RHhMZJcsycD3jGvRdBozaHuE7z28x7BiD3eWE6/EI7DIXSteVIiEwiYGEOAmLYJjBDQGcwATsfGEn9obug0atg0JNeWQU0KjVeNjdI5j7yyqZXPjRbz5mrYvenn6WYydwc+jYSQHcUCbbhnY0dbSjOncfXv6nlXjvpx8KCUk5nPcJEBfBDVnpkuenM8ih5K8nok9h3DSO8WGyZD3GpfRLKFqdA32XHqOjj3llzIMagT6nyCN5wtcQBzxfLgd99mR/mL837hmHfcCOnJW5qMmpgeG+EQc/P4q0JRJUbNiH0zvP4MCX+5H1CpmkU5C6MBUZfwTc+LYtgZvogHjs8otG8cZiDHRJodJqoJILoeC9PVIc2HeErTZVlXsZ3JDlpqP9HjrvdSE9NQsH9h9hYCOCm9b2ezhccgRv/dsbWPfjD7BraqQXhMchMiAcUS9Goaf+IVyOUdj1bthcLhh1DjRUN6Dq/SLkLk1FGivtJiB7sQRlbxXiROwJyDvU8NhG4DDaJ0CMTW+HWAi0+Naf3heP0VYEOjadFW6DBWO2MegfmNgNUv52MbKXkGBjMsidk7U8C8UfFeFm+Q3Y5TYMW6mf25j/5zS44DJ6UL6lHJFThcWGCG7Cp0VDsiYD/fcGIdcbIFdoMKRSsrzGwWMneSKurNoHUtImPaaLF6/gYW8/v/vEx6Hkmg3EZaCUAU1tuHLhBt71ex+v//BNbJ1K6VeEvFLCgopSliTj9t5mFkB02lwsPXC79CaSgxIZ3BzechhWlRUjzhF4LG4OaXZZ3aDCYMPm+Z36n3KcvkvneSzDcNrccDs9sMudKHijGEc+PcZt5nHSOV6Xo/d8l83D7lx9vx4Vv65ii/NgjRQe9xhGHMNwWD0CuPELR2xgHDiL/YxYxC5NRnfzANRehWKlkoJf1Dh68iwvwssqq0F6Qc8//zy++OILthxQBCot0Gkuq29uQ2N9Cxqam3D7RgPen/ER3viHt5g/Gk3ZsgMTWHjy9t5GPGaOIAESwa3/BCQ8WZj8PjAjAh/xfPFdp+2Yc5zFJh0jDpYgkN9WonBVETICJSh7txSd1+7DNezkNDnjBPTI5e2ixY63ELXAMSYU5xhGnR58ax/Dtx4PzDIDctdkI3pqIk7GnMGYfZytkOJzkKuRxutvv/0tus49QERwDCKJSPwHc0tFYhsBnMm7sNlvK2Y9Mwfbt+8Ecc1OnzrHGlgUaEApLQRw04yamtug9Aupqal48ODBfw/LDYEbi8XyPXCj0BjQ2nEf1GGKSspQXlaFr7Z+hdVzV+Plv38Vm/798wm31C7/SOzy5pb6Q4kzxcmKtjTIitYPwRIiQfL8VBYhS52VhuSAJCQFJSB9dhryg/OQy+6RLM6bkrU0ExnLspC1lESpilCwqAB5S7KE8MNl+chfWsiS3wWLc1G4mCJ3CpBLqphL8pG3uACFi3ORsywHkuU5yF1KwCcbkiXZkCwmkFPAE3MSrYqC4pE0MwXpQalIX5CK5IUpSF74fauNOFnQln8fWW3IhBoYj7DnolH2WQm0Wq1guaHoHpWKJdiJTEzk19LySrz66qv45JNPmAy9/+BhNqFevCKoaQpaNyTm14ioDyOx4m9fxafPbmZwExdAq2Ex7YMwwCVT+OK0aI5kIB6D0yEMXr4D1UTd5WHC3O6PqtBzox8j4x4M1fWjaAVZbgRScBFZyZZmIX8ZWbhykDOPxOIkDGAOfnkQN7NuoLWsBTV5t7Dvs30saEcuvpzFWchZkIf02Zk4HHoEI0YXHo2MCDwGiwvDZg9GTGPMmxixjeDQ1j28QhPdfKJ1gdpUBDc08Ox6fhcKNhahv1fGGawJ3JCEwcDgIPYdPMKWG+qv77z7Ad588204HS5cOHcZ6enZTOSmUFwa4AjctLR1IDsyD4t/sBy/+cUm7AoI59QZlKRT7Kv0d2XLDbul0lgbIv+tchjvWvEdueccNoxYPNizaQ/2b6zCsN0Dl3OMFWyHPWN4PPIYj9zf8urJbR8GDepUxNUw8zx89oWJhlbWoxixDmPYJUweJ3acxsFNB2E1GDDiGMNFySUkzIyBJDCVRbkkc0nPhMBNMsvEk8ggRc4xL8yrKUVtOtFPvWHLBG4ipsYhaVWSkIxUp2fLjUqpxZBMiTNnLqAgvwTVuw9wmpCFC5ZCqdQwZ4FyoJ06ec4nt1Qz7t7tQklyGVb8/XJ89C8bscs/BjGzkhE1MwqJKxLRcewuczAsJjvcphEYB3U4EXOE07Akz0xDtH884gjkzklHfGAyEmalIX2OBBXrivDweh8c5mFY9DZe1dLK1qIT6gRaaJ+KCGR898U6H9fZYaPv6q1sfRmsk6JsfRlS5yQheU4q4gITkURWxIA0JE9NRuIMspAk4sj2IzD2GuAyOGHTWGDX2GAz29Bzqxs5a3LZsiBYGYX0CzELY9BV2wOZjsCNGkMKJRRqHc6cv8SZlSlEmdxRRHwlVe2Ou51ITJVgz8EjgmXRa7lpaW3HweqjeO3na/Dmj9dhu/8uIf0CpWCgMGkeA5JQU92EMUrWaHGAeCE1E+AmAYe+ofxyZngIZFCG8O+58bz7Xncfufwo5FgsLoub3YC8b3GB973HxbqbrHAWB9x2N+wyB4rWlqB0LWllaeDxDLPbj84Vzyc34IhnFNI2KSTLsxiUD9QMwu0kC5IbdrMbp5POI3xquEB6DYpFjH8MoubFo+Fsq0+QBgn6aXHhyg3m3JCrP02Sieeee47TAFBet7KKKl7wCBbbNjTVt6KppQUXT17Bmn9/C2t/+A62+m0XUtoEJnDQQl/LEMYfEdmdXGTjPosOgYxOgIEWIiJwebIoeUJWF4+Lx2g7ah/DmGMYbrcNHr0Lh7YdRlpQCspez0f/rV4W/BwjVz9xy5xujDgEaxqBUlokjTo8GLN7C/HUnMMYtxFHis4fwbnos4ienoq05RK0nGjFI3KvPv4tRkbGMDbyiIng5G4rfr8I4dNiEPVHcktxVnBKwTA5HB9P+QzTng1AQUExm1b27T3E+bpqbzcKhGIG4S2cWyo6Oho5OTkYHBz872G5oSd2Op0Tbil6GZVKHfp6pdi79xAKi8tRXlGNmIgYvP3Sm3jpR8vwm599gq2Tw7DLL5xdU6HepFvkniLdhafdUvwiitoMPtL2xL1h7RgOCU9H5vwsZAYLmh2kXJy5gMSfspG5KFOIwFmcwZoNWcGZyJ6bjZw5OSx2lDE3E+nzSEU4m4mVkkWpkNC15mVxZEv2nGzWaciZm4Xs+VmsPEyTeNbiDGQsyUQGuVD4PhnIWCRBxsIMVksmAT/KK5JGViJvqDJNeL4TxcQkTNlWyR0XEI/QSeHIWpuL3u5ByDVKnjQocSYlzyP9IMoMXFhSxtLr2dnZLDRYXrmbVxk3vauMhvoG1NMq43YrPl70GVb+3Upsfu4rRAREMw+F/e0+rgYKs4+bHodrBVc5izENJm6LZ4Jn8L260wNNlw671+/Gw6v9GB5xY+j2IApeLUb2okzkE3hkUEggMBv5S3NRsCSPdWxyF2Yje0GWEKHjFTgk9xPp25BLi/Qt0hZRPRdNB5sxQi+f0Q2HSeBYuM1OOInH4HLDrraiZEMxg0JqV3ESpi31GaGQlSEGkS9EIu3VTLQ13YPaQEJ+BG5UGBqS49zZyygurmAC7PzgxQjbFQmSVjh44AiyswvYxcqEQlq9NTWjubYFkRviseyvl2HzLz5j4UXKPizek/6mE89Cea9I4G9+LFqP3sG4G3BbbRhzOaFqUaPwjWLcyL+GUY8bw+YRPLJ/C63UiJuFl9BQUQ+LzMHkWbvdCZd1GG5aMfOKl7geLmElbXODVt0OO00Co3BbCOS4MD7iQceRe0hbkAlpXQ/70uWdShSvzUNGYCokC7O5L2cuICFM6qdeAO7lhIltKv4e8feRy5isULEz47Frdjjar3RAo6PIHnr3iQirxo0bN1FYUILdVfs59xllW3YPj+LcpStIlWTh4uXrILM0uaaodHQ8QPLX6Vj+l4uw6d8+QxgpdQcmI9I/Ckdjj2HYNAqz1gKjXg+H3I5TsccROzMKqbSIWJLGLs3bhXWcaPFs6gXkriuEJCgLWQGZKHwnH/LGAdjMTpjUNk5MatSYYVKbYdZYeCvWn96nz4VigUVpgVllhtVog/KOEhXryyAJSmXrbO47RTidcAk1ZQ2oKbqNkyGnIFlO0YdJrA9yNPQYDEM2mHQWWBUmWNQmeEweNFQ1I2JGBGIDBN2QqBkx2DUrDM1H2yDX6SBVqyCniCmNAZRssKioDNXV+7BhwwasXLkKbrcbt+saGNwcP32O3SdCioAmNN9tQVFCKVb802t47183YKd/2EQfZdfiLIEjdruqkUm/DpONuRa3Sm4gOSgByTPicfDrgzANmbjPOY1OuIxOdglSnTJZ09ZuouLgQiKUVOgzYev43vbpYy6jDU6TDW6LG9YBE4reLUDivFi07GnmyDcH9Wvv9RgkUd+3j+Fq0Q3E+8cjfVEa+m8NCIsxK7n9nDiZcBZhU8MQNZtc0gmII+rDrFCcKboAlVEDhVIFBdEn1BpesJCbv2z3XmzdHsIcRkoFQMmgC4tLsO/QUYFM3ERK2q1obG/EvqIDWPXPq/Huj9/FDv+dDG6iZ8Qh761CaAcNcI+MYNg6imHbCLslidRO3CGx+O5T/Q/ti8fYHUjcI6sbvx0dx92z95G9JIvzEzaW1bBiN0fnWUZZ8sRjpzaixSltaUFE1i83PN5CCylaMJFFkxZLxOchnbKMlZmI94tn7aBLGRcx0NAP46ABui492k51cB45Suw60Vd9LTdeET9yS+2YFoYdfpHY9UIU1r3wHuYELsC167fw3be/Za7dnuoDTzRuvOCGEmbu3BkC4t3QovP/9/QLog9sdHSUBzU5y9qroZAL+gyUTZnATWl5NbIzcvH+W+/jlWdW4N2ffIAtk0IR6kf+uXBWNST3FFlwIr0NJgIckXtDA6s4yIqrYgI3Ymg18QSItClEpQhhrTRoZy3MRmZwNjKCcpAVRInYiFeTi8K1BdjzeRXOxZ5ETe51tFY14s6JO7h36T4eXOnE/UtduH/qHu4daEVLWR2uplzAoW8OsgJvwYsFyJ2Xz9fLmJ3D+gzE6yEFTUq5IIbV0jOJhVbD9LxPgxtxwhBM/XHsxyQJ9rglSWi83OKdiFUcaitTakD+X+KGxMYnYObMmawJYDabUVBUwmGNnAOliULsGtHY3IIrZ2/jtV+uwet//zq+nrwVkYExzGcS25PalHzwnKU4IBG15bcx6nrMg8Qf4h+QEqb6gRZkuem60guPxwVZzQAKXilC9sIMtoZRYrscstgsJlVTQb6dciqRjDqpj+b4HKdzKAEqFdJcIQsPhZQ372+Gy038ChtcRgdsZgfstHohvo55GLcraoS8UrME4T6xfxCwoPYUC+kwRE2LQlhgJGpO10Fv0k9wmdQ0wNU180tHFgUKWSbTKalTFxWWoqSkEjVewFjX3IbmtlbUXr6NjfM/wcq/X4kvn/mCE8eJ/ZTu6fsciXPSeUI5FXUCTvswLC4nE0pHHv8WnWcfIu1VCR5e7oHL44bd7uAQ5briWiROiUXygiTUHa7DOHEJLHYIq1wP7FY3bERMJXKshcCeC06TG0763GWD3UbnuvDYOQZVhxrpr2Thdv4Ndi2MOx6zHknK7ESk00LAq21D/ZR4QaJVVOyn1JbcR7yWMOo39FujA+MQMzMWIX67cKXiKid5JFBDkWik/kpaFZUV1cjLKeLwWuKJULxh9f6D7Fqh6DMR3JB5mtSJv3ltO17+wUv47FdfIzwwCpFB0ZyS5GrxNTgMLmjlepBLqPlwE+IXJiHWPwmZq3PQcqgFVpqAzQ4udr0FA029OBx6mC1QBIBO7ToK3aAJJrUVerkeWoUeOrkeeoWBt2L96X36nIpBboB+yAijwgKr1IYzcaeRNjsJktnp2PfVAfTW9jKXiQIUXGY7bEMWHk9ybiBXbwAAIABJREFU38pF3Ix4RAdH4+beetg0Dhjp3go1g6SuCz2IDorm954jT2bEInR6GE6mnIFaY/SmtdCy8jPl7KrevQ8lxaWYPz8YyclJTLo9efYcR/UI3JA21De2ch6kljttiN4Yj6U/WIEN//4pdk2P4HeC/ob8bgRSX01ETWUDRh0u2AxW5q3cLLqGxEACNwk4tOUwzBorR0e5vJFgLgLRE3UPHASu7d7CQNvt/cwDp93DbifeeuvC+cLnbpsTTrsTbucIrHILyt4tQVpQKvLfyEfXuW64zB4mX7s4Qs4Dt8GDO4c6kfpyFuKCYpG6NBl9N/pht9E74IBVb8fJuDPY5ReGqKA4IantzGiETNuBsu27odOZeCyVK5Xs8uvqHeSIKYqaenXVa7xgpKzU/f39yM0rYF0mstzUEbhpbEHLnVYkf5OGl/72ZXz0049AuaWiZ8Vhl18EDoccZeFIJ3EVaYFB7jszWbdcDN4IwFHx3X/6uO/+RJ2I7FY3hm0ejj49Fn0c8f5xqPqwGrYeMzyeMThpIeq9tsfiARU3Ed196rRPljfhmAtuIsPTcXL1OT24f+YuslflINIvCmFTwtmKU/hOMXLXFCJ8VhxCXohE3MwkxAQK2jYi3ybca5xgdWICN1PDETIlihWxX37uFbz++pswGEwwGswoLCjlMHDx3adoqaamFhw+fBg7duzAkSNHQPOZiC3ELRlRfOt/nGHzu0f/y5wb0oMhFwpph1DEBIEb0miglUZxSSVKy3ajuKQcn332JVYGvo7VP34DX/1qG7b7EcoLB6E9BjfTo0Dp00Vfnghw6EWkF5IGWrGQxLUvuCGQ8zvgZj7lIZEgbVkGSj6qxPGYU2g82Ah5qwwWhYk7mYf0MMicNzYKz6Mx/JbEbMgK991vMfotEcNI1l2I8qHoDJvCDFW7Ak0Hm3As4hQK3y1D6qJ0znFEua1EYENbmjDouXj7FLgRf4f422jLgxsRtPxjsG1yCC4XXYTRqoOcMgMr1VBo9Wi/18Uv49vrfo2VK1fy4NbV1YWsnDwcO31OSPBGYbUNzaBkhFWZe/Hij17kVcb2aSGcW4omJ2pPKiK4IWGvhJkJXnAzDqtB4BiIpnpfLoLD6oDynhZVH1ai62ov3B4nBm/2IX9FAbIo+/XiTAY1ImBhzhOBGuI0MVk4B9k+gOZpcJOzMJ1dCpSXyqGwYcw9ijH7KEbM49D0mtF+9j727zqEhKWJSJ1FGdbTmTsggoqJwZsATmCCYA2cGYWQ57fhbOZpaDVaKFVCQlKNRovO+93Yu+cg1n+0CQsXLIPJaGFuTk52PvYfOILGtjuob2njVV5TWzsTX1f875ex9odvYcsL2/8guKHnSQpK5TZu2d2O8eFvwYKExjFImzQcyRcbnIiaknomVJPiqKrfiNL3K1CwvBJZK4tRe7CWo1TsJhtcBhebksddj+CweGAxuzjrNinxjhrHMWIYhVNrwwgNYnonD15EACT3XvmHpbAr7CyG2Ht7EJkrMpAalDYBbqifpoqWG6+VkRYRVESAI/YZ6j9RMykPWjQiJ0WhfFs5C6SpNQK4obbt7e3DsWMnOaonKHAuerr74Roe5Vw9JFdQ39zudUu1gvKkXTh5BW9PWofX/v4NfDF5OyJnRSIiKBrh/hE4EXMSdpWbgQhFNe79ej+i/eKRtliC5n0t7CrSKfXQDeqhH9TDKDPCojZDe0+D3Z/uRlpgBnKW5uDe2S6YNWbopGqopVqopRpoZMJWrD+9z59LNdANaqCU6WFSudB3uQ8FK3OR5p+Iqg8roG7TwKFyQyezQDNogn5AD41KzRnH7524B8lLGYieHomS35SyCjo9q1aqhlVrRe3uRkTOiGSLrfj+h00OR/6GQqhkOsi9ObtI70YmVeL4sdOIjo7FlClTWBtk/NEjlFXuZmsuvfOUIqS2sRmNTW2ouVmLTYs3Y9kPXsEnz32JsJlRDErF94OsxAkMburhsTlg1pp4dU/gJmkWudbjUf2bPeg634OBmzL0Xx/EwHUpb6nef0PK+wPXhM/pmFgGr0shvTHE5em6uD94Q4aB6wPouzEAaY0cfWf7UbqmGJlzs1kxPXOlBOczz6P3ch8UdSp0X+rFiYTTSFmahoTAZMTNTULS0iR0X+2FhQClwQqT1ooTcacFcENk4oAYdvtRHrTMtTmQdioh08ghU8l5npIq1CAdm7TMXEyeOg0hISE8M5LWCkWkEt9mAtw0NaGlpQ1fvrINy/7nMmz61UbsmhkO4tzsnLILV3OuMvHaaR7lBYfDYofT5OQiABUCvgTCfKL3vndcOCYcf1IXIvXsHAGovqtHxbpSHvcupV/HuPNbeNhVK9xH/O6T+wjgSnwO8bi4L57nsNtB6XLktxXYt20/Ul5KReT0GIT8Kgwhk8IQSVSLF9MRMYfmZ2ERTvM0zdciuGEy8bQIhPhFImRyFDZP3Yz5zwcjJDKM2/TunU4GN8S3oUgp4tvV17dwiqaCggJOKXLlyhW2RorwxBfQ+NbF43/q9r8Mbij/EvNu5BQOqoJCTgBHDUpEWFGxB8VlVSAibHhMHN54cR1W/fQ1fPzTT7Blchh2TIsQXFPEvZkexQ1Fic4Y4PhETYkTsQgK2HozV0jDIGrHcBJNst7MJxdTBtJmpyHrpUw07WuBVePA6Og4xigyZ5Ti9sfZv0whb0TkYhb643FoO/Voqm6ES+PB6KNxDLvdrM9AIXFE0mSp9lHSJxkF5bHR9ZtwIfUC0uenQDJHiDYhYiY9g8hd4O289Amrje+EMQFuvJOwgIZjse1XIdi7ZTcUShnkWlLUVUOp0WFAJkfVnv2YPjOA/ZP0x6X8SFk5ubhRUyeELDa14mZTI9ra7yPqoygs/uvFWP+zjdg5I4wtN+RCodBFcbLiKB9SK50Rh1uFNziMk3gFxDOwaK1cfOvEF5DfUaPqgwo8uNQDp9OOgRu9yH3ZB9wsemKNIXBD1hsCNlRnMPNHwA25ESXzC5A5X4LT4UfQdbUP3bcG0HysBdcrruNAyBGkvJyJmMBYTp6ZOC8ZCbOfaAaJ5Exq25iABG9fisSuyaEo2JAPWS8RYCnjshIqki6QKZgDQhoXJGtP/xobmpGbU4gLF66gmcBNswBuKIFeXlwBlv7dErz/vz7AVr+dvwNuqF1FQECS7AmkRryuGLdL69B4pAUXEs4gd2UO4oNSkDpbgsxV2agvrMXdE/ew95sjyFqVgX2fH0bRWyWQNcjZImM1k/XKjf5rPWg60gjTgBVWkxsWsw0e6zCM3WZcyr2EU5HHIK+Tw0UmeoMV484RNFU2IH2ZBNJ6ObvzbAYXDmw5wFmV6T2h90YAN0+ygIvAxreviv3FF9xET4pBzIo49Hf2Qq0hc78SCjlZb7S4evUGli97GRvWb+IUGg96epGRk88cpua2u2hqaENDYzNa2u6gOn8/lvzdcrzz4w/xjd9ORAdGITYgHtF+sUhdkYGO0w/g0Y3wRJiyLB3x05Kw98tqmHsM0BDw6FNzUfVroOxXcyFl4juH77B7iFIHXMm6AavCDrPCAoPCDL3CCIPSxFux/vQ+f64wwkQWHJUFTu0obpfW8OSfNV+CuvIaGDR6KPpVkPdpoezTQddtgLpXC4VMDtOgCcfDjiHBPxrx82PRc7kfDt0I3LJh9NzsQ/Z7+YjxF+QvCNxQBEr4pEjEL4tDZ/0DqHQ0ltKYSmRtHW7drMXatW9j9erV8Hg8HKmanpnNoqnMDSFw09SENspcv+8kVv3iTaz+x7X4YvIWhAcI4bv0dxTejXiO8LtZVgun2Q6j2giXxYVrRVeREBiPlKBkpC1IRcqCZKQuTEHaohSkL06FZEmaUJamI3NJOrKWpoP0VJ4uOcszkb08A1nLM5D9YiayX3xyDh0j/ZXsZenIWJaOrBeFQI6cBWlMHSDXdSYn9oxD2oJkZC+VIGVeEuJnJSJpXgKS55GuDEWppuDB5S6YjGZYtCYYVWZexJLlhiwqFHkaERCDML8oRM2JR+OpVqjNashUQ1AMaSBXadB65x4+++Ir/MtPf8ZRO+SSPn36DHZX7wUldKV3nyw3zW1tuHzmCtb5vY9X/3YlPp/0GcICIwQAFRCD1iPNGB0ehdM4ApvJCZvZypYcu9HOoGacODhWN+wcuefyRt9RFJ5jAgRRXdwX62RBd5nsGHGP4sH5PlC/y1uWi/tnH8LlHoXbYGUXIUXiUSE3Hpffc92nr00ghxZHFMnHEgvWETjUTjy8+RA3im/gXOp5XMi6gMbDTeg4fQcRL0UhfFokomfEs5clnLKBizmlCNiQsWJKFEInReHdKe9iXsBcXLp1hcfUixeuMN+GQA2BG9ElXVtbzyHg8fHxbPEV80rRl3wBjW+dL/h/8d9/GdzQPciURyZpMYEmTRxUp7QAFL5YXr0XqZnZ+PC99Vg15TWs+8l72PLcDnZLiYhPtN4QsTgiIBYUOUQDKb2IYhFX5zR50MDL0SjeBH/J8zOQGpzJHJfEOYlIeTEdd47f4dDB4VEidz3yErwEvQbBB+oBEVMpX4e214Cqz3YjJSARF1IvwmEaYcE6t9PB4l9k5SFSJoUcklqmy/MYw98+gsfkxtV0UiJOQPqcJEiCk1mDh7KWi2Z+2ooThTjx0W+aGGhmxSPS+5spDQVJVyctE8iaCoscahL1UqpgMBqRk5PLKzepVMqWm0OHDqGyYjf7MbnTNLaitq0Btdfr8JtZv8Hyv3oZH//7Zu6E1K6UJVtMfsbtyxacRERPjcKVlEts3jXojL/DRxD5BxajBfIOOao/rEDn+YewWW3ov96P3JeKOFEoARiKMCMX04T1xgfMiJ9xUjzvOWKdtpKFOVwovUbMrBhkvpGPy+nXcPfsXcg7B2FXWNBzfQAlvy5hvg3lHaPEdb7tyoM3EbSpL3lLmH8UIoNjcP/WfaiJyzSkwZBSwW1aWVmFSZNeQEtLC78yx46e5FVGXV0Ty9k3kOprcztaW+7gy9Xf4KUfrMSGn36G7dND+R40MYl9lLZsEWPujUCCp78zqXrGzIlHzKxYJM1ORuo8CUsEJAXHIzUoHvFz4pD1RjbunLyHM9FnUPROHswyK1wUXWZxwzJoxN6N1YidHYPG6lbYLMMwGi3wEIA50ILIoHDEB8TgTPx5uB1uduEMO1wYujqI7FUFuFXZAKeFBlob7p+6j5TgZKTNSWdJhdTgFO6zvu4oak8qYh8Vfx9PwgFxwqRBMuszolB77Ba0ei2vhmkiNuhNoLxd/v7TceLECW7Ts+cvMy/s+u16NLXcQVNjC24317LoXPTGJCz5q5fw0c82YbtfKFuGiGBP3DBaQSavlOAoSTdsOYqYoHgkzEnF9aJbUMuMkHerMdStwFC3EvIeFeTdSii61dD061jgLe+NArbulf26HBeSLuNMxkWcybiAc5JLOJ9xCeckFyfqwr7wmVg/L6Hzz+JcxgVcSbvMXJuUWckoXF2EwXoplH0qKHrUfF/5QyUUD1VQPlRD0a2EZkCLpgNNiA+IR9ScaOz+ai/Opl3E8ejTyHwzGxEzIoVjXnd85IwYhE2NRdjUUFwsvgiN2QQZLxoVbB1vamrmcOXCwkJuU1J2zcjKmeCFsZWhpRmkvlsQW4wFP1iM93/yIRNfySUt9lN678lyEzM7AdeLazjfmF5uhF3vwvn8y4ifEY/UWUI6AcpcTv01hUVUaUHpLZS8mBPupoGI6CIZnRZzVITF5hMBS0rEyUDae0w8j7fejPRplC9wPlkRSVQ0hUvyHOKtJQtldgqS5lAOp0QkBCQjYX4K7l3qgl5rgFGpg0lmxMmoMwidQtawBEQG0ngnJHbc8qudOJlyGjqzsLCRKxScjqW7uxvB8+dj5crXOPzcYXehonw3J9NtabnD/ZPC6js6H2B3WhWW/sNyvPXPv8bWSds4mCBiGrnH0tBT083kXJvewXowNqMVLh3pHDmh7VLheuVN9NY/ZHeV1eCBjQjm3si9iUg8n33xGG0J4BD3pmVPG5JmJiN3VS4UrQq4iEStd8JsssFqtLPF3UYufG8U4NPXpWv5WuHFOm2t9B3iTpmdzMkZcz0CFbIUP/KMwyQzI+0tCcL9wnjMI16cmDCT5vCQqeHYMTUMO1+IwLYXdmLJ5KV4+4N1cDidGBsdx4H9hydcUuSKFkHO2TPn2SWVl5eHgYEB5pBy5/7vAm4oUy752kVwQ0CHcvfUNzZzSDiJJBWVVWD79h14c9FbWPUvr+OzX37BDfJngRtfADGfBmrKj5SI5BUpTOAc9XwHx7ADw04HximSxCvLzmFutlG4XE4MP3bB8NCIfZ8fRMqcRGTOS0LKvGRcTr4Et9EDx+NhOF02ZqALiqik7zCKUfsIHC473KNueAyjOJd8HonzY5E2Lxkpwb5RXWlIChaIxOKEQZMfTRbixBHtBTcRgXHgPFvTo7Bl8g5c3X0daoMKSrkSOq0WMpkMr69eja1bt/Lfnwic1CnOn7vIE28LIeKGFrTdvYMDhQfxyo9fwep/Wosvnt/K2XEF4Pj7wU2kXySO7zgKK61sNUYYVSYYlLS6/X7drDdhqH0Iu98vx/2zXbCarei72oecFwuRGZzJ1pn/E7jxBTMi10b8LH1hNiiJI63QqjfvRff1fuj6TLBrXLDqnDDpaYXpQWt1MxLmExGThMn+OLih3x02PZr1lU5mnIZOo4FKoYFSrWYl6PXr12PduneYpW82WVmj5fCh42hp6WATP5n5W1rv4MapW1jz7BtY+Tdr8Pkz32Dn9PD/A7gRQDiBBsq+nkzq1MHpSJkvkHfT5mcgbWEy0mclM1hTtcvhlA9j7+d7sXd7FQ9YFiNFqzghbehH5nIJ0gNTcTHpIocTE4ggQbiWvS1IXZSEijcqUPHuXhg6jbB7nHCNPkL/lQFkrsxCQ3UTHMRfMthg7rGgamMFh8tSX02jycQbHeULwv8QuCHiP00atCDZPikMZTvKYdSaWFGXwI3Z7EBERCRWrFgBj9uNkZERVOzey1nryc1HYJHI2fWt9ai5WIt3pr2Pl/9uNT751RcInRbO1jaegL2Lm0iy6k7dJQiHBaUgfl46mve2Y6hPg8FOJaSdMsjuD2GoU46hTgWk9xUYeqiAvEmBiverkD4nE5K5GZDMEVK2ZFLW67lZyKAovnm0pQCCbC6++xRsIJmbiVS2cGVwIEL2nCxkzM5E8VslkLcqQIBmqJOKHNL7Q5Ddp2dQgsjbZMFpO3kPcfMknHQwJjAacQFRiPAPQ4Q/uYmSEMVWW8FazeDGPwbfPLMVxZ+VQCkl6QIlc8RIciM3NwfBwcE8tv7Hb3/L+XjKq6ondJgaWtrQ2N6GxppWbF7xFZb+YDk2/nwTdkzbKVhtvdbwCXATlIBrRTdg0ZmhlRlgU7twOfcqEufGIWVRPFLJWrNQAskiCTK9wRMZiymIIhOZS7K4ZC3NRvYyKjmgulhon6JL85fkeIMMhGhT4XzxXNrm8Hfp/IwlWXxt8R4S773o/mkL05GyKB2piyl9iQSJwSlIeDEFnRe6YRqycEizcUCPExGnvOAm8XvgZutzochYl42Bzn6eq0hDzGQy4vTp0/jJT36CQwcP8ZhKWkwlxZWgiB5azNAkTGH1zU0diHg3HPP/xyJ88LOPEeIXxm4pCgDJe7sA6i4NW0ysOiuseitsegscWiJEO9B2rBkJC1Jwq6iGxV6NRjrnSfSeCGTE6DzaF+u0JfDh1DtxLfcGEmYkoXBtEYy9ZthMFMHnhNlg5WhAsrQT74jL74kApGv5XvtJ3ToRQSh+16Kj3yBECNK4YZJbUPKbMkRMDUP4DNKn+11wE+IXjh1+u7Bh2ibMmhKE3QeruU2lA0MoK6tiqgotwAncUKH2LSoqxbZt23gRZDKZ2Frz3wrckOgOPZjAu1GwFYfATd+AlIWS8kTrjUSC9evWY9Xk1/Hev67H1kk7GeAQ6iOQQ4Pl90T9fKKn2MrgBQTiypgGYio8eXjRfnxgLK7mXuGoH4eLyG0OuK0OeCwu1mbgkGbSVrB4ON+O5qEKlZ9UIn2WBNkLMpC5OB0UUUXqt+dTz8GmcwmhtTaB2EXfpxT2HqsLLquDiaBuzwhcag/2bCZZ8DheeRCg8V0Ji88sAhrx99BqiojU4gqDfv/O6YR+Q5G7IQ/ygSHIlSrWE9qzZw+v3IhnQ/9u3LiBkpJiThVAJC3uOE3taGu+h7APIxH8F/M5UuLrKSHctoLlJpZ5KMRH4WcgAbHZ8Yj1j0Hxu4VQtClgIm4CES+HdFx862SGl7YOouq9Etw90wmz0YyHFx8iY2Ee0malIWNOOtJnpyMtKI23VJfMkUzU+dhs7zE6l6wHQal8PoXzp9DqbEYCCl/Px8DtQZgsNqg1BqiJACozwyAzwKA1offSQ6QuTUUMRaR4Te205YGbSK9eLYZwL5N/l38Utk3ahdQ1mZD3yRnYGM1mnDl3BlMmT8H169e5TdtaO1iL4eaNWgHYNLezC6XzTidyQrKx+G8WY+0/v4Otk7d73ajCili0aIh/VxG8ioBW7KeiNY/ADq1QU4OTeKV8IfMK7DYb88F2b6pA5WcVsGuJPGzlsPHmvc1ICE7i1e/JqJNw6VxsISGC5r2j95G2PB1Xk68j49UsXAi9CGmTEt03BnHgmwNIXpCM7nO9cOgdsKpscBrdaKiqReScCCQEJ/BqPGVOGltq6Hmpr1Jbiu1Jv4V+l9imZE0hsBgaEI6dz0cgZnkC7tZ3QqXRQa8z86AVFDQbBw8d5Dbt7HqAvMJiVtmmyDPB3N+Elo4WVCaXY/k/vITXf/Q2Nr+wBbv8I9jVRy5auh/dOz4ggftEQmAiYkmxeHYyTxTSBwoM3pVj4O4gBu5KMXhPxmXg7hCkD4YwUDeIgrVFSJqdgaQF2UibT5pVWUIU43yKGEvniZuyX3Ok4yIJZ8Kmz2mf3DJkTUgnqwMpOC9IQ8YCknlIR97qAvTV90PaOYTBu+J9pVyXdSgg71BB3aVD/f5mxMwlC1gSEgIS+W8dP0Pgg0VSSD0R3r1iaOH+UQj3j2T154i5kWg9fwdqo4FVoEn/Y/HixcjIyOA2VSmVnDT3zPmLE1w7AjfNHXdwtvoSlv7wZbz2D2vw+fObsWsmTUiRbBET25VcYNFB8bhWcANGjQGqfi1H6nVd60Z9RR1q99xGQ3UL6qtbUcfbNtRXU6H9Vm+9TajvaUP9nnbU72lDnbfQfu3edtTsa0PN/nYutXuF43SMzhPPF67rvdbEtcX7tKJ+D92vBY27W9BU3YqGqhbUVTSiYW8DhlqV0PUZYBjUQNenwfHwk9g5mUTm4nmhyPPJ9Gjs9I/AlmkhaDzUCJVeAaVKxfmmiLtIemE2mx3fffdbnDl9gRM80sRL4ykpPpOL/8zRy1j9zOt49W8JhH+NEP9IhM0IQ+jz21GxuRIWpZ0j+kQLNwm6mij03+LA9exrSJyRiLqSeritwzCpTTCr/9RIPTMDHbPKgjOp5xE/PRGl75VzJKVZb4ZNaYNZbYJFZYZZaeIoStJ1oueg6D/fCEDxM/EZxWP0XYvSBIfexlw9+pwWt7S1qC2w6SywKKyo/nwvwqaEImw6/fZonlNE4wRZbXZMDsNXU7dh8ZSlePedd6E1ahisXLt6EwcPHOUgAhHY0Hx162YdoqJieSFEPCdaBPn+83VF+dZ9z/lT6n+WW4puTGGJYt4e2lJRqrW4XdeEopIKlJRVsXbA1u3b8fbydXjjp+vw6S++wja/UOyYtgs7p4VPaN4w/2ZmzPeip2igEycOceB9MnGkIjGYTJcJyFyUhoeXuzDyiLQZSE10FA7zCGxWUXfByaGNlBRSfVeD6o27kRSYDA6J5VDubB7wKJokcXYSLiachF3tgts1JkSmkJ4DR6t44DSNchJC8llT2vmrmdeQOD2BTbgkLCiugn0nC9+Jgn4PD2ycFd0HCU+Pwo4XIhEyaweaLzdDazagu6cbS5YsYeIV/UEpuqa8vIL9w62t7WgkHZbmNrS138PFI9fw2jNr8NJfrcCmXwi6QmKbkpuGVt50by6z4llhN3FmImLnxeDO6bv8kmplOmgHacDTQCvTCmkqpFroVDr0N0tR/m4pOk7fg0lvwsPr3Sj9sBIl60pQ9l4pyt4vR+l7ZRPFd5/qwn4pSn8tlOJ3S1Dy61KUvEelBPmv5ePA5gPQDxqgles4lYZ2QAfNoA7GISPsOjtqSm4gcVYS4mcms8Kr2DdEkEFRUgQaxZeQ2PwhL0Rg+7QwXD1yFWa7CbKhIeYvbNy0EeTrpbxL+/cd4ReRXXzkb29pQVtbB5quNWBj8EYs+ovF+OhnGxAyNRQR02OYVEd/Q47K8k7IYtvyxOwjYyACnAkwPj8Z6bMpN1YK2k7dhcNkh9VowrXsK0heko5bRQ3Q3tXiwalOJkRWf3oAxe+UYf/WA3BqHdDp9LDZXeg8/QBJi5Nx/0QXbpXdQMoSCTJeyUfWigwkz0oAgcZTSedhVzlglZthMphAVqLCXxciMjCS9WKS5gjkZ7Gv0rOLfZV+DwMbatMZwm8mcLNzZgTCJsfiq2e34UjucehNJmg1Bnz15Ra88sqrGB72sJn51KlTqKzagyayhJEYIkWftFLuoxZ8+vKnWPqXS/Hev2zAN34hCJtBgQUxEwBnoo8GCWq+CUFxiJ8Zi/079mPgvhy97QMYaOtDX2s/+tsGuPS092PgnhStx9qQsjyVs0hnBkuQTq7r+ZlIW5AhgJWFmZAQx2tRJjK85cl+Flst0inqki07JHiYDgkBntlpSF0qQc2+WsgeyNHbNoC+9kH0tg6iv1WGwdYh9LdLMXRHiaPxxxAzKxqUYJHCkyOC4hHJYcrUZ6IQNSPqSZv6RyJiWhR2TIvG5l9+jQOxB6DS6GGxWhEdHYPg4HnMs6H3//KlKygrK+fIKGrTenKdtrTd9+//AAAgAElEQVSiuaMDUZviMf//WYJ1/+sDjpIk4itNSPS3475K/XVGLPNSruRdg15pgLJHA0WvBuoBA/RSI9QKWthYoZGboJEboBmid9HIW7Huu0+fqWV6qLyF9rnIaJFk4KIe0vM54rl0PhW6ju+1fOsauqeCnsEI3ZARBrkJepmByeNmqQHaXi2UvWooBhXQdKtwNOwEQiaT9S9uYqG8i/rq9Ah8/ewOlGwux9CQjNu0tLSUkw+Ta5/+aVR6VO/ej9s1DQzQKfEoRZ22tncgdWcm5v7PeVj3z+/hy0nbEUKTu38kwieF4mjkEeauGFSCpZus3Wa5EbTvMDtwfNcJRM0Mw82qmxzZaBmywKQwwUC8L4URRqWJy/f2vcfpGAEhg9yI04mnEe+fgLIPK2GU2tjCbpHTtYx8PQrdbj/TivvXO2Gia6qE6xrFayme2qdzFCaYFSZW1++ufYjG441QdCkFyQSlia9j0ZhAz7znq30InbxrgkTMY+q0cGyfFs4k4h1TwvCB33oE+AfiwKH93KbEx9275wCISNzachdNjcS5aWUF+P37D+OLL75GUVER69sQf9f3ny+g8a37nvOn1P9scEOTw5OoKS+4Uagx0D8EMvEXFZajsnw/JHk5+Gj9Brw+fS3W/etH+PL5rdg2dSd2Tg2bSMkgWnD4ZfQSjH3BDQ26BHBEcJMwJ4VTLSTNiUfyvEQ0HWrG6PgYXBQeaiQQ4oHd4gSFzhLZijRFhu6qsPuzSiQFxLMIIK/M5lM4eQbn2iCtm9Q5lN4hDqeTz0A/ZBbEpCgvjdnNEStO4yjcxhEmfY55HuNE1GnET0sEr4LnPonuoucUJwtxwhBXUCK4IWIW/W7qMKHTolne/uvntqJy+x5YLQ7ExMUgKCiIXX/0B21ubmPfMBGziMVf39KMutY2tLfcR87WfMz7y4V480fr8OWvtiJ0aiRflyZ6EdyI7UlckKg5MezDjpgWiVOJp6GTElFTD22fBpp+FfMXNH16aPp0UMu16K0bRPG6crSdvAPNkB6KLhUG22UYaJPyVto+hME22UTx3ae6sC/FoPd8/h6fL4Xsrhy91wZxMvEMZA1D/PKpCdjITdAqLdD0GZjclvFGBhL945EYILj4RHBD6pmihYrcUdSmYruG+EXgy2e2ofDTEuYZ5OXlY/ILkzmfCbVpd3cPc23IakMrN86w3NKIe/fvoTp5Lxb99TKO6Pnkl5sRMi1sAjhxu3rBFP09fcEN9VMCDGJfJYDDIIddQclI9U9A/juFkLYMwq42QafWQ9dpQvFb5UicnY7cNTmQLJUgb10hBm9IcSz6GLJfy4WyTga7zgGr0olLGZeRuDQBfSS/rrGj+0ofSj/Yzcn8KGKQ9Fay38zFQIOMtVq0chVsWhsuZlxhDhCnOZj7xGLz+/pqxFPWRWpTYdUWia9/tZ398UTsPXv+Al54fgrOnz/P4w5Zc4uLi0GrN7YuNtOE0Yr2u/dxqPAolv/kZaz829fx6S++ZCsutSW353RhIhb7Kbluhfc+gTO9J61IRd3RJkjvydHT1IPupm70NPdw6b3bj8HmIRzYcgiJcxMZlBC4oQSBQlQlafuQZESm8L5760/v8zlePSZyuVLhYAGKKAtMZotvX20P+u4M4mFLHx42DaCnUYrulgH03etH+5l7SH41HdEzYzkVCP0Gyu9ERQDDAieMfq/YR0OnELiJwJbnQxC9LAbyThVu1dxmnl1lZRm3KUX0lZVW4fSp82hrvcv9lFbEbe13censdaz85Wos/avlWP/zT1gpliZhsV0J8DNA9Y9GVGAsLmdfZYuN/IEW8gcqyLpUkD5UYKB7iLeyLhlkD4Uy1D30vfrQwyHIu2Q+RQpZl1CGHsrApUsK+UOZUB5IIe+SQsHfEerC/hAUXUN8Pt3rd+8j4+tK6TnoubplGHxI15VD8UAFeacG8h41VJ1qHA09gR2TQxExU+CD0e8WwpTDsW1SKHbMikD3zV6Q9TsgMABvvLEGw8PDwH8CN2/c5og06qdNTa1oauxAfUcLrl++gXemvoOlf7UUH/5sPbZO2cEL8V1TYxA5JQ6Xcy5ytJZo6aatUaaDUW6EWWVD5Wd7OMfVrapa2HQOGGUGGKVmGKQmLkaZGVR898U6bU0KK/RSPc7GnULitASUfFgGY5+ZwRNJGxilNG6Yob6vhuSVdBzcdoyvRaCVgODT9xKvzfeVmplPQ0rxJ+LOIG5hCu5feACLxs7PZJQRwDHCLDOiamsVQieHI8I/xvvuR2CHfxi20Vj4fDw+n/YNgv2C8ZtNG2GzWbmvEk/s0MFj7NYTPAutzG2sr69HUlISu6TOnDnD2kIEYHz/+QIa37rvOX9K/c8CN3QDQl02m+17vBtSK1Wr9DyolZVUoaS8GoXVldgVG4N1q9bjjefWYf3PP8b2Sbuwa3KkQDD2j3gyEc94soITJw3fgZcmjYmJYy6p7SYiJiAaFZsrYOg1weUchtVqhtNkZr0Uu9nBBE2LyoqqnbuROC0OknlZSF+QgqzglO+Fk2eTjg5FPc3JQFxgDC5XXYGDROQI3BhdcOudsBttsFgpTO9bdN/oQ8ZrmUiaSUqpaRyeTBOa+Iy+z02TH/0eBja0Eib/5VOsc1IU3farnYhdmIKqrH0IDApEWbkwuLmcbl5hnD1zkQe3lsYWNDc1c1jttbNXsfqF17HkB8vxwU9/g60v7ETotCfghtw0NMBNTBokU07pA8j/PyMWyatS0FMrg3rQiKE+JRdVjwaqbg2U3RpoBrWQ3upDwVsFqClrglpu5pWTjgSfBoVVn05qZEErErWiIu6Lx2llyJ+L53u/S8dVchVMUgMadtfjbNIpDHYooJKZIGtVouFAA/Z/fQixC5IQERjFWhcks05tyyKIRCL2ghvmLvmAG5qIKWHrN5NCWAl6X8YBzF0wB4lJifx+jI2P4dChwzhy+AQDm5amDjQ3tKOt5Q7qbjZg05LPsPAvluLX//sDfDlpC0cGsMI2uVJnUnJOYaIS+6kItkQro9hPRXBDfYPSc8TPiMLhsGOwDJqhG9JBpzBAensI+a8VIz4gBTGBMew2aq/uwLDWg+6L3chYlYnC94pxs6Qel6PPc86qY9tOQtOjh06jZ1//raLbSJqXAlKfJgVdIiJfyLoErc4N5ZAeFq0B7Wc7kLI4ldsvcXbahCvKt69SP6HfRKCYuUs+E7HgTqZVWwS2Pr8T+1IPYeXK1/HV1q/x+NtHgpn/zBns3bsXrS2C25QHuNY7qG+6i5DXt2P+X8zD2n/+CF89u53z0oiTMIWZipYGakuxv1J7RgUlsEssf102Og7fQX+rHA/bern03RlAV003TsSdRMIiehcTkUIJVuc+0Z3ylY3wrYu6P/SZb53kHMTz0uelQTInBZJZxP2JwaHw/ei8+RCD7UPobulDb+sABltlaDndjqKPyhE9jfqm10pKHCISQBQtYd52nQA30yIZ4G2bHorQ56Ox45lwVCftx9vvvMucMLfbyWZ+SkBYXlbNvAWeiInD0NSGO+2diPkkGYv/x0t440dr8fHzm7HdL4zHUwJPdB8GNhTCOy0KkQExuJR5Gep+A6T31Bi8L4AH6kfaHgPUfVpoeoWi7tVA06eFukfDhT7X9mih69ZAR1tvXdutAZce4bi2RwNdr1YodG63Bnrxez779BmdS9ena0/cp08LbZ/O+xwaaHmfnkkHZY8Rg10KSO8NQtkpg/KuAodCjmEHWRdmkHaasLBhED4lAqGTovHVcztRtK0UW7/ehl8+80sOqacBQKPRcVoQ4tpQm9a3UtqFFnTcfYDs0Dws+MFCrPrRanzy7Oe8sImcFoVQv11siWs60g6L1g7tgDAG6gZ10Eu1MA2ZIb+vRME7hYiaEYeayjpYNDZBtmDABN2AkYueJAQGv7+vo2sNGKEfMMIwZIZ2QMv5EBOnJaL4g1LousnapWc5AzpHozJB3q5A0sJE7Nl8CLp+o0ArkOqgn7gXWbzoPt5rs3SBCYZBE6fdORpxEpEBCWg7cQcmpYXP1Q8aGdxQrrSCjwuwwy8E5OIX3VE7/cIRNjkUW/124LXpaxG8eAlq6m7zmEp4gMbUmzeFxaIIbkgH69ixY5zqIj09Hffu3WPLOX/J5z9fQONb9znlT6r+WeBGvDGlKidiseiWIt0b0rwZkqlBEzGp6xZV7kZRSTm++mor3lz2Ft785dv48pkt2DFlJ6toUqPRoEkvI8XQi4OcONCJgxwNeOLEwVuK7CBi6WxKYxDJehjWbjPcDhusJhPsxDcw2Nh8SLldmg+3cvhiSmAyKFpEMi/l+6KARAKdn464gAQUv1eMngaScReY8HQtp9YNi8nCktdDtXLkrM1H1IwIpMyi8F/iBTzhLfDk6x3QxMmC1EgnBhoCNtOFgY1//7QIbGPmeTg+nfo1AibNxpZtWyZSwdfVNmB31T5+CcnCQOCGEHJrx11kJGViwU8WYuU/rsamZz5n/30IyWH76AlRCN9EexLQCYwV5MoDyZQbieNRZ2HoNWOwT44hivzoUkPepeRCkSCyZhmy1mahev0+qB9oWDdE2UMRIqqJQucPdSm4MOlSrHuv43tMvLb8oQryHgU0vRpo72pwvfwqTiQfw9GIwyj/oAQJQTGI9otB3Ayy1hD/IgG8Gqa2ZddQHJMIxcmCt94XkfrUtimh2P7CLmx+4RvM91uADZvWw+6w8wtCCdvIzVdf1yRYGJraedvW3oGK0kos/vkyvPg3r2L9zzdhi98OdqNSm/omgCXgSH9XEbjS31oECmJfFcEubSkVBpHQayprOUxZMaiDWWnFtYIroBD3xLlpSJ5DIblpzBXgleCAGW2n2pD/ZiHCp0cgOSARCf5xuBB7AboBHVSk3yLX4cGlLqQuzkAcRRYGp3FS1vy1eeitk8OqdsGmtONq9k0kUvb02fQuCRawp/uq2E/ot1F7Cqtg4R2lNuXy/1H33t9xnUmW4Nlf9ux/sLOnZ7p7uiSS8AAB0HvvPeEBgiRIgA7eJxLee5/IhAdoRdF7B9CAJDxAEN4D9FJJKqmqVN2qKt09N14+MMVW71SfmZ6d0TlP7yUymZkvMr4vbkTciDCLxNHZAVhluRabt2zHxNSkyLSvrw96vR4NDQ0ShqbReMYIQ2snTp65gE3mG7Hy/1oFj//sIyCcpaR8fwJ9hX/yr3tf8ftpHGMRwyZtlhopFT+jvYB7pY3Cw7iceR2F+4qEbJ7owIpK5UidxynyvzzUXlRqP6pPH5u+ns/NPD8vGSnk+s1jKjcW+Z6luJpyCw/0j3Cn9AHOxVxE2tYsRNpoEW/LobjGDsRGh4Z6IfpqdGpUfaUsOXgwwDIUIbOjRFdXma/FshUr8eJFt8iUXEYOJL196744NjQYT5+0oKW5HZcuXcf2hXux5P9YBdf/2wN+swMQbBE5Y4iUPZX9g6IRaakRcMNqsPHeaQy2TwoZ++HZxzgT/SXORV3EqdhzOBv7Bc7GnsdZ7Xmci/sSXxiP8/EXcD7uAr7UfokvY79UzjHnccF4XNR+CR6XYi/gctxFOS5ov8T5mPPyep7V40LsBfA4L+99Aefizs98Lq/Pyed/gTMx53BG+4VyRJ/H2bjLaLnVhaGuIYy0D2OsZRR1AacQODtE0nDUpRkdNY9A8KwonDALxQ7bPTCbbS6cJQr1p59+wo0bt6RCSvZTiS424VlzO67eug2ntS5Y9H8uwe7/5AK/Of4IsYhGhBmjF2Gyb5+JOC8jaRghedVHYKhEud+NfI3Ou93IWJuOGJs4ATfvJj5gmvwmYySc0fBXA2/k4LX6eOa6nz2c3mKybxJfRp9DvHmcODYccDw18gqTg1MC/ibH3mCwaQgJS1iIUS/fg32apgYICJXv86/em5/L9x94g68mv8LpyC/EcWDLindjH+Q7vRv9gHe9b3Ep+QrCHaMRauTHqrrKFGDQnBA4W7vA0XYesotz8def2bITaGh4gIsXL33UU+6pHED86BFiY2MlakOQQ7I8uxITR5j+p+IK/s302vQ1f8v1fze44ZfjwdbVrJpSyMUT0pZ9cmIaL7pfoqK6TpjoFfpqZGZnwcvbC7sX7oHL37viyKxj0tSPjf2CLMJkMnA4c5rWGkQynWKMOEjUgdEGY7+Wj8YjUQAFpwjH2SVAYxWNk0fL8X7grbSm/4plcK+/wbfT3+J37/6AH77+CW0nW5G5PEGZC7MgHSnzkmRWDMseE+elI8I2FsXOBRh8MoZvv/kR7BHyzavv8M2rb/HVG7a8/wMGHg2gYFc2Ysw1SLJPRJKjkoYQ46tWRDkkSAMtcl34/RmpUe4pRu6PZcohFlHSujrQKlQaIYXM1uC42Qms/nwd9rg4S+M5/pBM/VVV1uLenUa0NHfg+dM2CfM/bmnBnUePccI/BNsX7sa2v9sJH4Ib8zAEEijREDPlReNB4iIBDvk3BDec8GoXIyAnmjODFiej5WwzpgenMd45ibHucYyyCqRzTGmE9fI1zmm/FO7DqfAa9Df2Y7RlHENtrBgZw+iLCSmPZR5/kh7fwGtMDbzG+MAr0ICPD74Wr5AeHb00yZn3TkqFy2jnFIZbJjHaPoGhpyM4G3YGIdbM88Ygdm4atHNJGo41esDsmBlvlK1WyulVQyFhfusoBFGeFmEQJv/scATMCcFWs23YsHkDXvT0yNqgztbU1OL6tZtiJMRgNLXg+fM2NDQ9RHhUBLYv34XNf7cD+/6zD05YBIuu0nDIIidwtNGAAGBGT40gxzSCQ12dATkOiWLg0ramoq9xANMDbzA69ApTfa9RfVyPKCsNEllZNS9FymMf1DYIB4mb2eT4OC5GX5LIIyOLcfaJKPUowtCzEXkNS5BHWyaRt70YsfaJiOcYiPmpiLePRZlnsfSwOJt0AakrshFvnQzNPC2i5xkjYCZRBUVXeU8mfDCj88H7FhKhRbhUjuwx34sVy1bg0ZPHItPf//4P4rVdunQZLS1tAhQF3DDk/6QZGenZ2LZ2D9b9Zgvc/24fAmYHy/sE8/2sIhQdtYqWMz+f34XrR9b9XC3iKEv7VERaMQIaLTrLxn5x8xMQbcO1mIxUh3Rw7lgiKxh/0RcrZeaxyJcyZiNDVrPxeh7LnX95nWIsfeb7MCJGjl8Crx1ouOjMpCB+eQpilyVBMzcB0VbkLCVA46Dw2whoCBTlMO4BXIP0gkVXreiARICp00CzcASYhcPZwhVLHJbi8pWrItM//elHfPnlRYkucu1TnqKrbFPwvA25+UXYtmUX1v/jZrj9Px4I+CxMKoeop+wcyz2Aa185mKKOxuWUyxh7MYWB5mFMMK0Tex5Bs6IQbqZFiA3TWcpeIfuw8CA5zDRWmS8kToUyNkb03C4OsbbKEWcbjzjbOCGDx7Oi0RixkigWx00wmjVzcOyOEnWVyKutVqnutIkxno3N4ozAlxHT0DlRAh4fVTehv3MEfa0jGHmmpCJZiizRBeOeGmCp7IH+ZiHwtDqI+bOWIDQsAuyuz//6+wdw7uyXYLRW1VGeW1q6UVCuw/Zdu7Dx883Y+5/ccGx2kADGYPMYBFlGIcyMUYwwlAeVY+T5JN6PfIup3leY6mFq6ms0nX0K7XytVCbeNzQKb2iid9IYCZ/CxMspSGS8l5Hxj4/Va54ZQZt4OYnzUeegNYtFgVMRproUYDPeN4HJnlcYH36FvoZ+xC2KQ8XhWky9fIWJwUkon8V//6/fW43IM0pGDtCp8HOItItDQ+0jvB57i7ejbzHeNo6ayDr4W4UgbLYGEeZayQQQgAeYByNwTji8LY9gsflyHDnhi2+/+0pkOjExiTNnzuHJ46YZcMN139raIVV+HFDKYZl0KtXeNv9LghvejfrFGL2hd6GWhbNcWcjFExNofNyEEn0lSsrKUVZRhfjkFLjv8cIeu93w/C/74P9ZOALN6A2GzyBELnz1UFMN5FRwEXBB/Zrx4FA4Tr+OmhuN2uBTeD/wHuwYyYnXbFL09fR3+OrNd/j9ux/xvKYJySuTEDc3Acni5SUiaX4yYqxjUehchIHGIXz34Q94/+Y7fP3KeLz+RgYZDj4aR8aePERaRyqTthmxMVaZqKCL348bsikPRDXA6jnEMgpBnKRqGSZeW9CcCJyYHYbtZruwae0WPG1pFoX5048/4eKFK9J0ToDNszaF+PZMGex49stLSErPhIf3fuxYvBuuf++Oo+Q0mYchyJwzPxSQQ3nys2mMJdpgTFMJ0LGJRaRFDHKccjFwtx+sJhvqVDyjkbYRDHawEmUcA/eGUXW0GtpFWiSvTEaRUxH0PgbUBNTgdMRp8cRupNyQIZkNeffQUNiABt0jNOofoUHfiPu6Btwra8S9kkbcyb+HqxnX8UXCl6iPOoUK/1rovCuQtSVPDDMNNCNhWkYZxAtWZpAJWPw30lC8xxDLcARaBSDULEw2wwCzMLiYeWLNwjW4ekcxGEyn3rxxR3hh9NpUz03d5C5duoaszDzs8z6IXUv3Yu8/uOHwZyeUDtvGyIUKHH+hpwLGlUoqVU95VvWDgxYJLkuPl2HyJfuzjElDuvZ7XcjekgqtbQLiF6YifkEyEheno6HikXh17Kky3jeJ85rLAkrZ64mcs6QVaei50YfpwXFMvZzCUPcUqk7USZUGeSdx5IA5JgkwjHVUACENCnvJMAJGHohEFIxpKPZdMk1D8d5UT5j3ywhDENNR5iHwNPPEKodVqD+jVEdRWR89fCLEbMqTvBBVnjzfuHYH+XlFOHTEF3vWuGHPf3XH4X/0Q+jsCBnLEmTFAoNfVk9SX2Xds/07e2DRMBLgsIKKDf9sORIiVgZCSgrQOByWaUCmAIXnRKdFwIlSyaiORCHBW+2ZJWRv42P1mmfTdKJ6zR5LcY5JSGATSXslrcvvQZlSZ5W1b9RVletiBIrq2qdcBSga1yfXaoB5BLzNj2CF7RrkFOThL39ViJYdHe1CziSgUWX6lCTt5624efcBCnV6+B33x+51Ttj1+V74/b0fQmaHS2qKRHquBzXSGEpQZROJC8kXMNQxhpfPXkop++n489BYxEnEmjrBNBrvh7rDQ/ZWB45sSZaDf+M15SeypXyZCmXUcX4qSFSfuTZ5zvS1fA3fQ/0M08+RtS+DhT9+F8430ljHIcohHg01T9DT1ofulj7hO1Udr0PAbPZQixLeIsmu/jzMonCARthyOby8D+L19FvZUzm37fKl60Iibm3p/Lj+n7fh9v1GlJZX4nhgMJw2umHP5844+A9+CJ6jFMAEcx0Q7JtHChk+y7MI7dd68HbgnYCLV2OvcLf4PkKtIhHnGIsH+gZMD7/F2ItJ4SmqEWv2RuJh+li95nmi9xUmuqdxPvK8gBvy7ybapjHZPyWtCCa6XmOifxq9N/oQvzgJBt8qTHa/AoEPycET3R8j759+DvmSEz2Tws05GX4W4bZa3K9uxG+nf4vOm53I8yzACbNg0VFl/RMoK+MV/M0CcNjiOFabr8Ouna7oGegXmf7wwx9w8/odIRGrdkrAYnOHNKKMiIiQ3jYsNHj79u1M1EbFEPImn0Rr/n+L3PDLqF+MZ+ba2JNFBTVqifjYxBSu3b4nU5hL9BXQVZUjUhsFt51u2G27Gwf//gBCfhOO0DlaBFjGzHgbqtHghiBGWcDNxxJcbiJq6FcFFRoCjbkp0FpoUB9Qj1f9X+PD19/jzRv2c3iH7ye+kgm/X3/4AU+qHyF1hRKaj1uYDq2dFjl7sjHYOCzs9revP+C3U1/h66l3eP3mLb76+vfofTSG3N150JorE4xj5n0sSVa/i2xuNBZGQ/GpseB9cXEEWYbC3yoIoXOiETYrVsrAd1vuxbJl63D+6kXlt/4ZYiBUTohqiHnmBnf5+i2ZYqsrr0JiWgJcPTywdYEr3P+LN4I+D5HIhaRlaOiNHaG5wXFwqWnqj0S8SPsohFqEo8yrDH13XkjeuLd9FC87htDXNoDh1gGMtYxh6Mk47lY14XzabZzVXsHp0LOoP1aH6gNV0LvroXNVqp8K9uRDDqcCFLsWosyjGDoXHbTLEsQzjLGOgcZKg1iJIjFlFiWDPBOtkhDHKi56ffb8fT5W8KipH3YgpVwpS1U/eH8s/SSYo8EMmxMtm4+zhReWOq6BoZazjv6ZWovurpeorTkl/SxUb5gLkXK9dfOepP9YQUGA4+rpjq1Lt8H9H/bj+D+FIIh9HVgCaQSN/Fz1O/D7MIpDwCCg0aTaL4YVajTGDgm4k38fk72TGH4xgteDb3BPdx8R9uFiNGMXMNWagISFabivbxRvT5rV9UzgXOQlRNvFSaNIGgo2t2ssbcRk7xjGu5TI2c3s2zIVOX5evMwQo5EnuFJ4H0ZZGom61FVVpqKvxrWmylUADXXVPFycD4mEzYrCPvNDWOawFFm5mfjnf6FMgeGhYRk8+rCxCaYGgzIlWZvyLK3UI7M4C4d8/LB3uRucfuOGI785gfA50WKUZiJiJs4NZcvmngSFarqMeqGuebk3Y5UXryUFOM+El2fCgeNzMsbFOG7iY4m+EfgYG2+q4Iiy4yHAyeSaHb75N36e7EOiq4psfwEWjVVmjEIxysc0dIhEaxSZUq6BZmEInhWNA+ZHsNx2JSI10fj+hx9Epq9fv0JdXR3u3X0gMlXBYtOzFtx58BAVNfUoM1SjNL8cPn6HsHP9Trh+7gmf3xxFoEWwRBfIOVMjOIxsBFuG4aT2NAY6JtD1tEf4bScjziPKgnsanUfek3IvM/KU+/1YzPGpPFS5JlKulCHT+8ZrFSyykpSvUw9T2arvx7Pp70nZinyNo2pYURc2Pwp3dQ+kUo7gpv3hIIp99PD/3B/BFsEyCT3UXIOQOVocsgjEauuN2L3bCS1drSJTVrg+anyCmzfuoq21S9Y8dZT9whoan6D65GnQTnFq+DF/f+xZt1eGQR7+h2NSbs7fTJMWwGoAACAASURBVA7SCKw5NicU8SvicDPvAUY7JvFmYhoXEy6KTeMavGdowMTga4x0jUsKcKRrDDxGGRnvHpdr9bH6HKvxxnqmMNYxhS/ClMhNzu58jDRPYOzluFTrjXcohGr2HdMuSID+UAXGO6Yw2sOeS2Oyf6vv9+nnsC8UX8MofX3YGUTYxeJW/m08MDxA3NpkBH8WIXZJpU0EWIQJZSL8cw2OmQVgo9V2bFqzDQ8bn4hM//yXv0jq6cb1OyJTVU/FTjW1Ije3AL6+vmAjSqatOb6J//0vm5bilzNFVsxhMn3C8eUqsGEEh+Cmf3hMWrAXluilPLSsqgyh0eFw3umGvXZ7sP8ffRAxJxahNjFC2vx0k1ONRwTD/kbDoRoPbibqAoiWrrApiLdJEXJZdeBJvO77IP142Gfgd6Pf4v3kV3j75gO+f/0DHlY/RuyyeESbRSNzRw56OJDt7e/w5vU7vJv6Gt+Of4sP02/BOT9Dj8aRuTcPYRaRklPXMO3k8BFg8TvMGApjOF3lLPD702AICpYUXISAm3CrMESbxeGERRh2Wjlh7aI1qD93Cn+RkYNAf9+QhKPZVEo1GLIQaYhbOsRzkwm35VUwVFYhNikBrs6e2OGwB17/eADBsyPE8KqbqGqsCAIYpibAEZBjzUF+McpgRMsgFLrmof18u+TkewhunrEyZRC9T5XS15EONjIbx0TnOKZaJzH+bAL9TaPoeTSI7sYBdDzoQ0dDP140DuJlwyDar3bjWu5NFHkUI2VxIhJY4jtPi9h5seLdaOdpETMvWg6NY7RU88jvSk/dNGViTFWo8lSNMOWq3iM38kirWARZRcDF2gMrHVYjryQff/xJCUdPTIzjZP0ZaS5lKlN6xnzMPgz6skrhOJQbqpGcngZ3D0/sWrgb7v/VA/6zSK7jYL6PHBR+Pr8LD0n9GdNTpiBHrm200Dom4In+GaYHpjFKflPXJE4dq0eEtRZaGuV5CRJRYQTndul98dKGukYw2j2GsxEXwFElNL6MIJAbdjb4DEbaRzDaMYap3gk8P9WMOMc4xLF8mv1hjP2AVDBgKk+NSb8V6oGqr7wP6gjXoXqEWfJv4fCy2o8VdmsQl5KI3//x97JJvXv3VgbgkfTa0typpE6NPUMIHllmW8EBkLoylFdWITM3G/v2H8DulS5wme0pc9XICaGhZ3qGeqrKk781gaykqUzkSnmKjqjtDYzODu+T9/zRMH80qKoRVQ2rGo0xfaxem76W1+qhylP9DPV7qGd1DyAQE5kyJST8OsWpoTx5n7w/Ka03i8RBc1+stlyDoJAgvP36ncj022+/xfnz53Ht2jW0trR/NMJM8T1vlSZ+hqpaFJYaUF5ehYz8TPj4+WDXSifsmc3o7RFEEuyz6SLTiUYwHjwnFGnbMvDkdCuG7g3iYWUTUjblItwiWgj7MTbxiLFV1p16r6ruqDL4NdlQbqbyNL02lanpe/BaleOnn/VLPVWcBco0yDoEhZ7F6PiiC733B3C7qBHRi2OFq+RvFS4yjbCIw2Frf6yx3YzNW3ei6elTkenP+BmdHd24fu22RMG4lzIa9lxN9T1vRVXdKRlUXF5dh/ySYvge88PetU4KwPmnY5L64m8onXk5nNciRsjMQTZRKDtYidazLTJZPfizEOlAft/QgNHeSQx2jkg/JPZm+mV/po+P1ecGO4cx1DmGkbZxnAk5jehZGmTtysXwszGll1PHMEZaJzDyYlyIwDHz41F2sFxJ63ez79IwhttG5XPUz1LfW/pCtY9guHMEr4Zf42TEWdnP4lfHI9whQnhfYRYaYxqOTo3RhlhG4IjlcWyx2o5Vazbh8s3rikx/Bl4ODODq1Vuio2rUhrJtb+uWqik/36OIjYvDvXv38M0338wERfgGaoBE3uwTTGGKL9Tn/9bzfxfnRv1ipl+AfW8IbjgmQCUYj3L2zNQr9A4M4tSZL1BWUgF9eQVKyg0Ii9JgLwGOvSsO/tNhKZ3T2MdLfo8bQJB1pHg6phudlKeaeHEqyOFiEO/YIR5RDgzFxyPSMhJ1gfV4M/gW719/i7dj3+L92G/xgaVu05yj9D2q/WugsYrE3aIH+N2HP+HN5Nd4PfEV3o19La/9+s3vMPB4CAVOOYhix1R7vn+8jL1XPB2lqoObm+TWuamp7f+NBo8bNKMlASyhYxTFMlq+X6xNAgIsQ7DdZi9WLF2L2rpawBiOnp5+I62rOYyURlcWoUkKpbdvEEMjY7h05ZqQtXX6GlSU1yIuPg5Ozm5wWugGn3/yBfPo0XMTEWKlQcCcMOnVEmYRpvRrMA5Bi+BYe+t4RM6NQphduDIhdn0KbhTcxcvGPgy3DKH7aT+6H/eh/2EvBh6+RO+TbvQ8eYnuJ/0CfPqeDKKvqR8Dz/tB8DP0bBpdV3pxK/smCt3yELcsDhH25PjQ4KZIqJuEVoa/49iUz844uZiyZRrCSMRUOUtiLITfokRsCCh40BMOMGeqJExKQfleTPm5WnphzYK1yC3Kxh9/VDxhzmU6d/6ilCibyvTZU6Xy5GVvP8bGJkEPpLTEIACnUl+HpKQ0uLm7wmnxbnj+xkuMU9zcJGXQHH9P8whlXpq1Oi9N4ayQMyI6YbwXAhN2qS3xLkHX9W70PhnCbV0DEhfFQ2NLUJMASR8xYjU/GTeK7mC0k03rhjHSOQySGPlbqUaBadS8PfnoaxqQzWyiexzd17uRtzVXImHauYkSsZG1YUyVqs6B8r0UXSUgEzKv6INCIGbFDcciRNkw5ZKMUJsoeFp5Y7XjKsQkafHdd9/LPvPdd98JP+T69ZvoaOtG8/OOGUP89EkzurpeyCyvhgcPoddVoaykEpVVtUjLzYTXgf3YvdIZLrM8JczPNE+orJFQaY2ggkYBODP8JoWLI3wcoxPBe+I9qkZYPZsaTvValR0fq4bW9DnTv5leq6/he5t+lqqn8lsbK6GkyowzeEy4LmHmUQgkud0iVEi9cXZJCJ2jgY/lUayxX4uQ0CC8e6sAmz/88Uchu5Jr09rajpaWdjQ/azeW1jajo/MFhscm8Pjpc5SVV6BIXwpDVSWy8wqx79Ah7FnpBs9Zbgic5Y9ohxREzY1HsFkkAhh1sApHiEUoNCvjkLM7B9HLYxFsHS38poi5ygwhjY0CHNV7VfVHlcGvye7Tv30qOz7+9N/zsfpbffpZ3E8pW4nYqXJlBMw6EsFWYYhbm4TUXRmIcIyA/yxy7GKhsU+DxioBh60DsMZuIzbt3Iz7jxpn7OHQwJAAGxpeGuHm520ScWAflrbWDoyMTqKltRMGRhl1FaiorENBcTF8jx7FrrV7sdfMDb6fHVeqM21jEGQWJumvQGv2fopE+GfR0CzSQrs4DqEWodAu0OJBRSOG+8bQ396PwdYhDLTwGMZA6wj62obQ3zooh/LcsDw/2DqMwdYRqcY7FXJKhtXS+R56MioNKwdahzD8fFyaST499UycbN1+A0aaxzHYMYTBliEMNbPv0ogcfC/+G7Yv6G8bwMiLUYx0TKLjegeKPIoQYhaOUPNwRMxhNVgUjlsH45hFAMJpF+yTEGobjUPWR7DRbgvWbdiIL29cwU9GB3xyYgpXb94WHlhrs5LiY5UkeTbXr99CcHAY/P0DcfLUKUxNTUlHeFNAY3ptiik+vZ75Ef/Gi//h4IZdizm+vL+/X/g3jNyoBzk5L3pe4NSZcyguq4C+shZMp4RER2PPThfsneeM/Z8dlBbPnPqstY1HoLR2VnLGzBszjyleu7SCJvNfKa1WgQWrEbgQ+VgWpE0swq0jURd8Eu/7P+DD6w94N/ZeavzZGO53b7/DpbQrSFieip7Lvfj2zXdS5/9+5L00UPrw+rcYaBxFtnMBwizDpfpk5r1NIjWyEO2UMQrq91NLhgWYkcHPxkcWEdBYJSLFMU2+31HLQGyz24X1azbhzBfnZlAsc5IXL16WcD7R7y8NcSu6u3oxPjYhVWpDg4NgHrOktAxlFdXQV9UiJjEJ7m5ecFnohn3/dBisnEqanwWtTRLCWMZnEY4wNlA0iTiEm5T9RlprEW0eg2jHGBQf0OF22X10PuhF//MR9DwdQE9TH14+6UPPo5fK8aQXfU/6Mdw0hMGGfjyoeYiaiLNI3pyOKNtIaK00wo0wDXerG5sqT57lMJZ2RzCtJ3OxTHggatpE+gIpkQWCRQK3xPmZiHdIEc/OzcobG5ZtQklFMf74z0oHzO++/R5Xr9yYCUcrm1s7nj9vlR4MXV1dorOTk0qfpqtXbgq4MeirUFlZh9TkDHi7e2PP0t1wn+2F4Nlh0igvcW4iImUqrjH8b6UA8l8YZsrWeC8a6eGkQeqGdOS7FiJhcZI0H+PmrnJhOAAwZl4SruXdxEjLmLJZtQ7gbNg5hFlEzTQw5DC7hNVpeH6xFX0dA3jZPoT+ZyOoOlKFUPNg4dqo64FghqknpnjIY6Ge8jcXkGgEZULaZAsBs3BEWEQiwSEJSQ5p0gzNzcoTqxesQXpmmsyV4x7z+x/+KDn2a1dviY5SpjNyfdaK9vZ2SVVzD2DzxFt3H0galaNZKqrqkZmTA8+D+7BntRvcZ/sgxDwMqfOTEWuXiCDzaCXawCpKUz1VIzlGecr9EAx/EslR9Yr3b2o4P73+9LHsG8Z/oxpj09eoeqqCGjmrXCVbBRhKVGYmWhspnKLQOeFSip00L1W4JkFmoThg4YtVjhsQERuFD1+9l237p3/5FzQ0PMKF81dElurap3PDcQDcD1TnkR2LGxsboTNUShrFUFWH7IIiHPLzg/NaZ3hYeMLvsxPCBUp1yES0dZzw+9ivKdiMpHCCcjoJRj4enTKZqv2xZQXvT73n/5ZsKCdVVqbXv/YbqLLlc+pvxbOqp7zmZzNqZ5raF/6QZZT08vH/PAhBs4KFh5W4IEPuz8fqMFbOXY9dLk548lQhulOw1MFbt+6g6UmLpE5aWjrQ3NyGZ8+foaWlGUNDg1IIMzXxGgTljNqyCS2HFueV6OB7wh+7N7rA2doDhz8/Lh2z4+alIIR6Opt8UVZRRoFN7STyaMlImBYXU69Jumic3MXWQfS1DKC3eQAvWwbxsrkfL5v70Nvch77mAQw8G1KOpwQnI3JdF3YakbOjkbU1GwMPCFaGMfB8CENPx6Rp5aPqR4ix00Lnqcdw0zgGmoek4erA0xH0PR9G7/Mh9AmoGsZ4xyTGnk+i6Ytm1ESelmGtYeYhAsKZsqRsJU1qESGDllMWZElpvafVAWxy3IqtW/fg+t27M/Di/buvpYLv8cNnIlNVVwkUHz58KNVRfn6+0vOK3bY5ssk0GMI3+t8G3PCLMp9GRert7ZXoDUENHzNVReTW1dOLk2fPy2LUV9agtNqAqAQN9rnuh/Nid7jP9kaodYgMZEyfnyUbAsfLC7pkiMwkH880lXigxrO6EGXDsY1FpH00NDYx0JrH43TISbzqmZYujBMT05ieeo+vX/2A+pB6xNlE4nF5E3777gdMTbyRabwkEvc1jiLfqRCa2ez0SbKyknpSF7ssRNUrN84yUqNMcqbCm3NqariEqDPmZSF7QR40dhocsDyALbZbsXeHE67cUoiu/LHfv3snoeh7d+/LRkaF4UGjwXNnRw9GRziNWZErZTrQP4ALl65IrpgyZUg1KTUHHt4HsGvNLnjOdkfQ5/4yKiFrcT6i5iZIf6FghsctWJ2mhM4FmKnRJluF6xTCgXTzkpDvosMZzQXcMtzH88tt6L7Zj57bA3hxa0AG2T08/QiX069A721A4vIkKVkW79o+UebpMKqmbmTqBqhuYOpZfjcTsjC/j+nGRplKtIYckDnKd49zTEDm4nQk26XDzyIE6+12YfOmbTh1vh7//BeFD/LdN7/DrZt3Bdi0t3YbDbASYaD31tnZNZNKHZOBpa8xPDQOGm02Tis31KC6qh4ZGTnw2e8Lp3UucLZ0E+I2AQDn4fCe2P8hmERuC6W8WdUF9T7kXjjczzYREeaRiJwdimjOG1LBuBBmlYGqjOJcyb0hTRL7nvVjoKVfwE24ZdRMNEZrQ883CZczroGN13p6+vHi2SjKDhkQanYCMXZR8t6UK3XVtCkfvxu/l4AbI/j2twxHgFUk4u0TkLswE0mOyThmE4gdNruxZfVWlJeXz7QmYBM0NkBjiN9URxWA04n29i4MDyscPIWHN4nhsUncvNcgTo2urBo1FSeRXZiDQ8d9sXuTE1ysXRE4KxRJHJ2wJFW8diFy0mAYW0XwO6uHaviEdGxch+raVPcC1SCrZ1X3+Pj/ywDP/CZG42v6vr9Y95SrCWFYQK2xMpFri2uM0SiO0chalIdEm1QEWoRgl60T1q5ci8ysbHz/nRJZZAXJkydPcOH8JdALVtc9gQ0PckSGh9ks9WPxBvfXhoePoSuvlvVfXlWDwqICHPEPwJ7NHnCx3YODnx9ArE0scuZlI9U+RaY8c0+lQWZ1KrkVqj4wNfnpnqrspx9BjiobU1l+Ks9/j2zV30r9HPXM78H9Xv29+R1DjGufeyqjihkLc5Bln4JQyxC42O7D8nkrJD3X3aOU0XNP5R55//59PH3KCE2XEgV/rkTEWltbZXgj7dPY6AQmxl5Jn7YnBDiVtSJTgkam/08EB8F5mzuc7Txw4DM/xFrHIXthDmId0hBkEWt0xhViPFOOEZYx0CxLQKmPAffz7uLFrW4MNA1IdIZRlIFng+ht6seLp33oedqP3icfj/6ng+Iw1oacRPjnkUjflIHee4PofTYg/6b/8TD6WwfwoPwBNHYxKPHQYeDRCHqfD6D/6RD62Tm7bQhDjNo8HUbPnV7cKrwLw6EaxC1OR8jnIYiYHSbfMcRKK0CXMmXUPH1JFtIcshFiHQU3Wy+ss9+Efa4H8fTJ8xlg8+7dB0k3q5QJ1T4pPKYWZGVl4dChQzI6hDrNQdsqsDEFNKbXKthR/6a+fuZD/x0X/8MjN+qXYfUUvQtOX1UJxpKmmhjH+OQrdL3sx5nzF4VkrK+ohK5Gj6SsNBzw9sPu9a5wtnOB32w/YdLnLM+VEk2NVQxCparqo+FQw+kz3BETsMMFSOQcZZeAGMskBJuHoi6wTkix7MMzPfJbPK5tRcKKBITPDkP+ngIx1q8n32Nq/C26bwwg17lIwnUxlkzZKGXHXHjq4lc/Vz2rwIsbnHhFs8MQbRktk25zV+QheX46SM5ytfHEOsf1OHbED23dCtGNvxsjNlevXUVjYwM62pXNTTEcXWht6cKZ0+clVcVBhQRoBI08uHgHh0dx+fptBeBU1KCy6iSy8nPh6+cH13VucLF3kZkzsZaJyFyeLUPxWMJJjzJ0dphUwsjGPAMetYiwikWUtRYRFtGSqoq0iZRxDQkrE5G8IR0ZW3OQujkLCWtToFkRh6j5XNCR4G8VY8vKEQ4JZEk8Q/lKZObXNjL+VqpchadAoGhixPi96A2R58JcN1M7NLwcwJmxIBPRllp4W/lgrcNmeHn54EFTA/5qDJt++PBeQAqJwlx4lKNigDvQ0f4Cly9dw5kzZ2bANw0H5av0aprErRt3UVZaDl1ZJQw1dcgrLoXf0eNw2uICZ0d3HJx1RMK3mctzkL08RwE5Rj4OvzPTkeq9cHOm8Zjhj1jFKC3xef+MPEh5Pr1VjaQ/L2RfRd+zQbx40oO+5pcCbgiWaUgos9i58cLxydiSjSeGZ+i88hJfJFyCZgFTNxpE2H1s4CZyVSNfM7+xUrUjKWCLCCFvZy7NQsbSbBmHcNDKF1sdt8HFxQXX794AOQv8j6mou3fv4cb1j8BGMcQK+L5x/a5U+PT29oluUkfHJyYwOjGNwdFJ3Gt8IkM1dToDKiqrUKgrRlBoMFx3uGL3fFfsn+0LrU0scpfnyqT5GKYjCBxZ2mxMR6q6StkKyKFcrTWiR6o+8fzptSo7/p3Xnz7+tX+j6qz6Xur651lJ5ym/sRhfqaRhgUS4AFhOuM5ZnYcURhbmaOFreVicml1bnVB//iR+/OlPIlPO2Hn4sBFXr16RVBQjNKqe8ppEbZKyOzt78Gr6teyrNMgEN2MT03j0tFmcmpKyClRU1KJMX4Gw8Eg479qLvYuc4DXbCyGzgsGuzZQrex1FWUQjZA7BuNL0T2RJeZry8YzcId7rr8lG/RvPpvI0vVafU1/7qTxN1766l4q+GvlK/F5KsUAYwszCobXWSsPFvBUFiLdPhp/1Mey03411SzdCm5SI6bcTIlP+j2MXOI/v6dMmtLV1CGhsec4IYxceP36KyqpK6VbOPXR8jNPDXxmP13j6vE04OKz2pcOor6pCRGw0XPe6w2mxK7zmHIC/RTCSl2YiZ2WR9JeiflJPGakPs+LspQihA4TPDUXSuiTpxXavsBFt5zvRdasLfY8H0N86ipfNQwJaeh734sWjl8bIeB+qg+oQ9lkEUjakoecOO2L3opvPNw6gt6UPd3S3EGUdhRJPHQafjko0hwDn5Z0+dJzvRmPJY1SeOIm4DckItieBPRxhszSInhMjjq0/W4aYh0FrqwXXft7yfCnsOGrhj91znbBq0RoEh4ahf3h4RqaTb97g3r2HYKd8OtsqCKeectxCcVGpABv2tbl9+7Zkc1ihquIDFbzwDU2v1cfq39TXz3zwv+PiPwTckAHN/+jZkRlNgCObG2dPjY1jlBvd1DT6B4Zw5doNlJVVotRQDkNtDXKLS3Ak6ARct7nBZb4bPMy9BFxkLc5C8cpCZM5PlwXGsnFyAliaSoKvbDDGBRllJMkqDfM4SC0e4XYk92nBUQN5uzJxXnMW1cdroV0cj3B27bSNR5hlFFLWpeBM+CmcDjuJlNUpCGcekhsrw85z+To2bNNIP5JIK+bU2XwsUppHMRccZBUprHIqNsmaWQsyULyyGFlLc6WK5rDVYey0c8XGlbuQnZOL918ppYmU18jgKK5dvYFHj56go6NTNjgSCXmQBHfxwmWcOB6AkJBw3LlzD1NTKrgxDi2dmpI8/O2791FmqIBeX4GaqnrodJUICo/EXicX7F7kDO/ZPgg0C0Lq/HSUrCxG3pIcxNvz/o2VRlZsphiFcMsYCVeG2oYjxC4MoXZRM+3Hw81jEGWplQqLCPNoRFoQAMUiyorGRAGBEZx2LqmDGEkfqr0sxLD/K4CokC8pUwIXej0Mk4rXZhWNIItQBJqHCN+EvUnyVxQgf0U+EuzjETgrAO5W+7Bh+WbEJGkwPjY2swTYd+HytSt48OChRMEUcMONrQ1dnd0Spg4Pi8CRI0dw+fLlGbDITU4iY+NTGB+dROODxzCUVwvRsKL6JHTllQiLjoTLHg84LfXEPssDCJh1DCn2SShYVYjslblImJck+iGeO8P/Rn5QuHUEImw4Uy0CobZRAmTI0WCUiw3g1K7AnI1TE3gKI01j6G3uxcuHPSjdXyagmbKU10uXZBrWaEQ6aKXfSqhtKCItGU2IRxhD+vwthUDOvjzRCOEhG7BxDVlHSUUQDV7p8iKk2ifhqOUJuFp5Y/P8bQgPD0PPoNIbiIL96quvRW4ENwSHlKnqtXW0deH+/UZoorU4fMhXQKPaHoKGeHSchngKE5PTePzsKSpqq1FaakB15UkhxWoT4uC2bx/2rHSBt8VBsEcJJ6oXrixGzpJcxM2NR6hFGALNg0UnqLPCayG/hZVqVpzbRMDI+1fGjki0ykhEF16MUXYz158+Fp6H0pdKXmPsT6O+L3sRRQpgZZVcFMKsmNrh76u0s2BagqnH1PkpyF9VgNxlBYi1TcKJz0PgYXkAG+atwdHjfmhpbZvR069/+1vcvXNfZke1tbUrRli4Nm3o6OiSeVypKek4eOAQdKVlEhEjqFF5jWOTUzLTj/OQqmtPoqSsClWGWlRX1UCblgjP/Qexd50r3G084fcbP2l5kbu8AEUri5A+P024YyQcszcMeY6SBuT6M0agKFfuq8qeqkSqZmRjlNe/kifl+iuy/Ve/h/xeGnl/fo66l/PMPTnQKgqBJJhbhCPeLhZ5S3JRsrpExuWQO7TP5iA2OO7Ctu27UXuqFn/6k1qJ8xP6+vvw4EEj2HOprbVd4S81t6GjvUu4Nrm5eTh48CDy8nIl00D+yMS4cnAPmJx6hY6uFzh56ixKCcQralFeW4Ok7FTsP+CDPRvcsNfRFQfNDiHeJl72JQJZ9liKsCZxPBDBZmzSSFJ3KEJnhyPELAKB1qEyeLbAuwCnYs7gWs5tPKh+gqeXnqPrfjdePupToi9NQ6gOrkPwb0KQviEdL+8PYOD5MPqaBtHfNILh1jHcLbiLKMsoFO4okiGjN/Jvol57GiXeZYhbnohANodk2tyCaV6WsXPUD53EUARYh0lzzLyl2dCtLEWmYwbCLIKx38oHW+Ztx9ZNW1FiKMG3338nusoho6Mj47jX8BDPmHZu7TY6jB0iW6b5ynQGHPI5jOjoaBnH8ubNG+HZqMr+KWBRgcyvPf/pa9XX/C3n/xBwY/pl6eGxzTLzbWrkRo028Mzozp37DcK/kTx8TR3KqgyIj0/EfvdDcFrrBs+5B+EzxxcaGw2KlhahdLUeecsKkeSYhCiObaDhMB6y2YlXqnQ8pZFkDlk8EmP5sDTMmhUmjYj4vDrGnd4fib4Bs8OEeU/jGmEcwsh/z0VJI6IAGm6mDOkzv6o0HwyxDEW4ZTjiHRORvSwfJav1KFlSDK1tLA6bH4OblRe2L9gK7/1+uHn3Dv765z/Lb8Q0HrkJ165dl0ZnRL9ihFs70N7OlEmncGr8/f3h7x8ADn67efOmyJUGYwY4jo9jyrjhcdpqVU2d9Beix2GoqkFyWioOHvSD00ZvuDh4Y9/nh4R7kzU/AyWrdchfWSTeJbtqhski4H0pIXVObRZZUbbGplqSYpFIgMInIZBRZSnyNom+qOkD/l1kadzQuIExzSIRL+NmquZ+P/6mUdKPKGtxDkpWlaJ0hQ6Z9mkImRMEV8t9Na0zPQAAIABJREFU2OSwEx5uXrhw6cuZlMmff/oL+noHpEP2k0fP0NX5UmRKuba1dorsKMOIiHBpB56ZmSmVKc+ePcP4uCJTRU/HQYDEKA5JiDVVJ6HTVaC8ulbKcFMys3HgsC/2bnaCu6M7Ds06iDCzMGQsyEbJGh2KV5Yie2GWND4MN4+UPk4sxQ2m3liHI9SaIMfYnVeAilE+dlqlgmFRCs5FfYmb+lswBFUi3IG6/JGDoMhZ4SUIGLRixZOxTF54KlEItY2Uz2LrAX4uo1/hrPibG4/MRdkoXFGMkjWlyJifIdHNfeYHsGPuLrjudEN1bY1EaaioP//1ZwwPEYDfBNvV02NTwKISYWRE4d7de4iN1UrZZ3Z2Ni5duiReMVtEiJ4ycjs+jsnJCUxNT6O18wXqTp+TNBUrfypqTiIzrxCHWYK7wwMui/ZL2TmJjbmL8lG2ugyFKwrAcQgxbAXAdW8WIQ4ODaGqm4o+fUy1qHqnyOtjVPBTvfyo08rv8IvnCWiMBz9HXftc/yEWDO9HI94hGVlL82Q9FS8rlj44xyyD4W3ui912Lti+dS+Ky0rw1QeFX0O5MmJw4/ot4depYFExxK2ip0+ePEZqaip8fHyg1WplrAW7vQ4ODs6AcVVXp6emwPlJZ764INwmpqirak8hr7AEfqGBcNntAc+FnvAy2w+/OccRPzcZpSt1KF2tQ+aSXMQ4JM5UATLqyFQgeY4iV+O6lz1QjZaZrHFVtqoMfyE7k/Sy+lvMPC8yVfcAtqNQ1omsf4tIRNrFInVhOgqXF0K/sgy5S/IQbheFA9Y+2DPXCRuXbkNYQATa2ttnbB6jYNw3GxoaxanhnioRcO6pHe3CsaN+Hj58WHgh9fUnhbs0MDAgEVxWVFJPlciYQrHgLCQ6jWWVtSJT9hc6ER4Kp93ucF3qAQ9LLxybc0zmmtER53fNWZItETLqTRCbNRp1JZT9h+igzw7GcQ7ktI5E7LJkpG3JRJ5LEUr3V0B/pAalxyqRvCVd+J5xC7Uw+JWh6ng5Ko4ZYPCvhMG/Frm7OeYhGrGOsYhdGocQ61D4zwpEwOchkiYnkJH+VBJNipS9nZGvtAXpyF9RiNJVZciZnwuNRSz8zI5h71xXrF+6FceOH8fjJ49mZPrjH/6Elz0DEkFkylTZS7mfdqGjoxstLS3Q6XQ4dPgQQkNDce7cOdFtNWKjvtGngMUUL/A1ps+bXqv//m89/4eCG34xRnHY/4Z5TXYlVI0xz1QejqAfGZ9CU3M76s98gRJDBXTVlSivq5MFGRgUDte9nti7wh0e1gfgNycQ0dZJyFlaAP2aIujX5CN3RY6kKGKstWIoGTUh50GaLXFhGnkaPHNhqWd1MfKx6d/Uxaee1ed5DmZ5LFEvvTVO87WIkl4tiY5JyF2eg7LVeTCsKUbOskLE2KbC3zxYok/bHbfBfbc7inR6TLx9NfP7kHxN4tWtWyRktqGz4+VMhIGcBS5QpkwUYOOPsrIykPj6/v172cQoV3rG3NxU2fKaXl17ZzfOnL+EUikTr0V99VkUF5cjODIa7h5ecFrtDNe57jg8+wgi58SAE9GL15YJeCxYVoyU+WnQ2jA6EwUaZtnseO+ySI1yNcnVq7JV5WX6+FNZSmrGCGxooLiJcnAgmxoyz8uQNHkfGYszULimEPpV5ShepkOiY4oMXN1nfhA7bfZi71ZXpOalY2jsY8j0t7/9Bk8eP5VUFAEJgY0KGLkQOzte4OrVq7IA2TGTXtvTp09l8jINA2egsOKPMuQmRw7O2KgyUuRFdx8uXLyqELcra1BZexKleh3CYjVw9vSB6xp37LPeh8OzjorHluaYK8ajbG0JSlYWImsBieSxEj0JZvk6jQe5JOYK94Fgj3qlykvC21YRiJgfjWDrCESax0rX5n9Ttuwsa5QrjQM3NeosZcqIDT87Z2GmREF1a4pRtqIUWQ5ZCLaJgJeVL7bY7Mbe9S5Ijk9Fd99HzgLz5dQ1ErJJaiWwMZUpZXzn1n1ERWkE2OTk5Ah3hC3WCWxUXoOkUAjIGcVlOmXqNXoGhnHlxm0Q3LDAgKW4uopqxCQlYN+BA3Bd7wGPuftxyOIoQmwikbE4G2Ury1G22oC8FXmSsmYKi/dN3RT9NJaxU2dVfVTP/6bsTPYH9bXqWYm6KbrP96fBIGcq2krR06wl2SheqUfpGj3yVhQi0T5F+iztNzuMHbZ7sX3lLkRGRqK1swXGbCl+/OOPsr45bPTxoyZZ+zMGo61DnuPekJSUJMAmLi5OuHiUIZ3C5uZmiYwTHIk8uZ9y7U9NoX9wGNfv3JPigjJDFWoqT0PHKE56IvYf8obzFle4LHCHt9kh6d6dYJ8sILdsTQVKVpYha2mOGGX2oaLzIXuqpZISZHrIVEdVGfGs6u2n1+pj9bX899L3R6Kyxt/M2E2Z0XXuOynzU+T3LaeerilG5qIcRNrEwdf6KPbY7sXGpRvhtW8fzp46D3Lq+N+ff/4L3rx5LbOjHj16iPZ2JfVMuTK62N3dI3pJPgiBTXx8/IxMaY8o056enhnQyL9xf6WMxRG/9wDl4jRWiHNTXlWP5LQcHPI7hp27mf5zhqflfgTODkW6dQ5KVpagZG0xClYVIHNRhjgUlGmkeSQizBQnQ6IoVizVj0Do5xEI+iwM/uJ8RyF4lgahHPtgx1l2SmRdUsjk9c2JlOdDzBiRjUCwdQgCLIKkXQOdfFn7xlQ+1z+d7Iz5aShcng/d6mLFSVyQI3xLpqDcrN2wfuF27HHbj+qaWnz9ldJ1mHL98OErmRPHNJSqowpdolP21+bmdhQXl8jaDw8PR319vcjLtJ+NavQ+BSx8bPqf6fOm16av+Vuu/8PBjfrlOAKdGxyVR230JwCHefjxaYxMvkZ37yCuXL+F8spqKW+srqtDRU0FUjJTcPyIP9y374PzMg/ssz+Ig2aHxVvLmJ+FIqLk9TroNzD6kIe0RelIZImxLfkijK4QkBgBj7E/gSnwYYhe8vgCgljpYuxAKUY8QtJfyuuj5P3i2ETNMRkZixUjUb7OgIr1BpSsKEHWvCxEWkfBz/oIPO28sMV+C1w3uyArPR29/d34q5Gz8Kcff8SLFz0CariB0Zvo7Oia8TIUr7gDVVVVkjIJCgpCZWWlABqm+yhXlt3TGDc1NYkXJ5uckYMjYGdiGr2DI7h1v1GMsF5fDUPNSejr6pFdkI/goEC4OnnCaZUHvO33wc/cD0GWIUh0TEb+siKUrdajYkM5ytbokLs4V9rTU6Ya6xghJArIm5GnAiYpZ1N5iiyN8lVeHy75fZJuSb7lIiSQYZdZfm4a+QArcqFbXyq/acnqIuQsykaibQICzQPhaeuNLfY7sGOTExISktHW1oK//lUhDdNDIIn9xvUb0quGi5BypDdMQ8xrHufOXUBgYBCOHj0qc2YIZthThECcHh83NxLg6BlTpioHhzyc8bFXGBpmWPYxKutOocRQifKaGlTV1SKvoAhBIWHwdPaGyypXeDgchI/ZcZmfROORuzQXurXFMGw0oHiNDjlL85A6L13GhrChIUEkDWYwy3WNciUXgpUtJFGKt8dUljUJoEpqicabMhf9JtHSnABIAd0E+6zkSpufgRxGEtfqUL6xHPrVJchbnCPPBViEwtvGF9vtdmLH2h2IiIzAw8eN+OmnH2X/+Pnnv2B4ZBi3b9+SHhUE3Ko8VZmyco8z5MJCo+DrewS5ubkiP7WfBTc4GghGE39hOCYmMTIxjfHpNxgcm5C+LXRwGMFltLGqvh6lBh2iIzXY7+6D3etc4LTQU7hVJMOm2Ssbtbr2C1cXImNJJshx4fwu6pU0zTNu8JQlDwHpakWb2n/GZA8wlb3aG4YGKMoqWt433iFBBmoykiBrf0MFSleWClmYnKkA8yD4WPphx1wXbF+6FyGB4bh19w7+8KNStUfBTo5P4c6dO7h584ZEZ7s6X6DdmOKj3nZ3vZDnY2JixAhzkvL169cFgLMilT3FuMYpU0bFFSCudIWXiMPkK5FtU0s7Tp77QtpuGCpPoqLuDAoMpYjQauDj5QvXde5wne+J/VZH4DsnQMBD9sI86FYWoWJ9GfRrS1CwPE/uN5Gl3CJXYw8kVe9Erlz3H4HkzH5q7Jc04xgZfwPV+eTvw1QX35eReHFmVhVAv6EMZetLULSsABn2WVJtdtDqMPbaOWPjwk3wdPFCka4Eo68/cmu++/57dHW/wIMHD/C8+blEvVRwQ53l2md6moCGRFcV2LA3mypTrnfup3QqVSeRZ3HEeZ6cxvO2Tpw2RsYqqhjFqYeushKaxDh4H/DB3o1ucF7oIemyY7OCZHhm+pJMlKwpRvkGg+ynBUsLkDE/Ewn2KYgmJcJaixBJw7GvTCj8LYPB7tLsNxNmqaToQ6w1CLLRIJCA0Jp9tqLBYg8eXPeyT1iFSWZBwzEYcxNkLWQty0bh2iJUbCyDYW0p8pfnI9kxBeEWYThq6QdXezdsmL8ZTntckZOfj77hoRns8Mcf/4jevl48bHwo4MZ0P6We0qkhF4xjVQ4dOgyNRoMvvvhC9k7ybmmn+J96Vq8/fTzzgf87RW54E+qhpqi4IBn+44KUhThGgDOBickpjI5N4FlTM86e+QIV5ZWoqKhEXf0pATwpGek4euw43He6wm21O9znH8B+i8MInO0vDehS5meicHkpDGsrUbmxEoYNZShZU4LC5cXIXsIFmik8kySHVLBHCTtxkujKjq88eM3pqCTAsq8HSzYZvUhfkImsRTli8Jlm0K8pQ9WGClSuM4i3lrEgD3F2iQgxC4GPmS9cbDywbeEOuO5yQ3ZOFjo62/CXvyopKPzlZ0yQUHmnATdv3Zf+FfQmmFdnHph9QmgsyNTPzy8SJBwSEoKamhopr+dcFFWePBPo0GAwTE3DzoWoLsZR8Y6nMTYxidb2Dnx58QrKKmqkh0Nd9VlU1dQiOScLx4NC4O7kCZd1znBd5AZvq4M4PicQGosYpDmkIX9JIfTr9DBs0gvgKFtVjJLlRchfSm8qDynzMpDkmCI9LD6SMxV5qrJl2/x4u3gkzeXsnwykL8xC1vIc5K3IFz5F6boiGDaXoHIzI0fFyFmYjUT7JEmn+JofhbOtC3Ys2AHnzc5ITU1DU9Mj/GQkYnJhvH79Bg0ND6U3CHsscNFxQ1MPypSeBgeP+voew4kT/hJCJdimXpp2ymS5IlsZUKYzhoPcGyEaK3PTxien0PmiBxcvX5VSUTaoq68+icraeqQX5iIwNASezgfhvM4Lngv2gxvzkdnHEWkRjZS5aQIWS7nZbSpDxcYK6NaWCf8hZ2kuMhdmI3V+BpLmpUmKU4ZFzmWvInaRjpZqBo72oKw5x4hjAJLnpyF1QSYyFmYje0m2AH7dmjIBp9zUdGtKwPdOtU+FxjwKfnOOwMNyP3bOd8GOjXsRq4nFg4e38cOPSm6d4YUP797h8cPHuH6N0Zrn0q+GUS+CGgXYvBBuSG1tPY4f98exYycELDIKxmitGo6mntIY05nhME2mYBVjMYmxca598nAUfkNPXz+u3biJyqoaVFRWo7r6JGrrTyG3uBBhmih4eRyE8wZ3uCxxg5ftfhyz8BduDQ1F8ZIiVK4pQ81GPSrXF6NkVREKVhQjd1k+MhdlIXV+FpIc00GgGWefIKMcuObVPYBjKRSZxgsHKXkeh2ZmIXtxARjJ1K0ohn4NAWIFDBsrULpKj+wFuUi0SUakWTR85xyDu5UXdszbiW2rtyM0JBzXbtyY4SvQr/n2q29l2O2VKwq3Tl37lKeqqzx/ef4CgkOCZf0zysDmZ69fvxY5qutfrUqlc8SouGqACSRHuKey6m/6NfoGBnHz7l3UVJ9BeVk9qqpOoubkaRSWlCFSo8V+70Nw3eoF16X74GF3CL5mxxE+JxyJdknIXpSD0lVFqFyvQyUN89pSFK0oQd7SImQuypVob/K8VAjwcYhDtH2cMn/KuJ9Sppy5xX5LlHuyYypSF6QhY1GWAO6ilUyJFsOwwYDKjVXQrylH/rISpMzPQIytBkFmAfCy8MWeuV7Yspjp533QGXQYGB6YsYf//NOfMTA0LFzFR4+apEpPcRQ70d6mENwZcb1y+QYiIqKlwIJpPkbLTfkglCtBDqPidG6YoqYsVTtF+Y5PTGKCfNHBIdy73wA64IaKSlRW16G29iyK9HpExRHkHMbubc5wJR/P9gCOzjmOiDkaJNmmSXq1dFWxyLNiUxVK1+pRsKoY+dxTFxUga3420lgt6JgMrSPXeJy0RdGyuaIQ5JV2J/x7gmMikh1Ske6YJWs/a3k28lcWSlpUv1EP/WYddBt0KFheiAz7DMRYxuCE2QkcMD+IvXP3YNuiLXDf44bcojx09HbNyJQdhxmxZgS8seGRyFHVT0VX6Sx24+6de4iJiYWPzyFJ75G3yCHa1E1VT9Wz+ua/9lh9jmfT502vTV/zt1z/T4ncqF+EX5TGmGkVluXxTIUx9TomJyalDHugfwT37z1Cff1ZGCprFU+u7hRKKyqQmp2OgIAgeLkcgOumfXBd5gVP+wM4YsGW4yHScCjWIQlZC3NQvKIIhnWlKN+og2FjKao2lKFqjQ4V68pg2KAXo61fWw4ehrUV0K2jMpRCv06HirU6VGzQoXwTNzQd9OtKoFtRitxFeWJQWIlCkquP+RE4WXliu4MT9q5zga+XHwx6A/qG+vCXn5X5MFw009Ov0NDwWBrENT1uFgOsRhN4pkHuedEvnXMT4lPge9gP9NyYu2RIlEZXJWubKgEBD6MMlCmjY6pM1c2OBFsCHvIlHj18itMnz0kPh4qqOtScOiuyzcjPR1BEKPa5H4DX5v3wWLoP7vae2G/jg6OWnDIcIb0UCBBpRAyr9DCsM4gnUr5Br5zXG6Bfq4dBDoPIU7+2QmRbtq4MZRuKULZBB8OGcpSvr0T5mgqUr65A2QoDihYVIWNuJrRWbH4VhcMWx+Bi4Yntdnuxe5UbPN29UVBcgO4X3fjpzz+JSlEWrC6jwWS6pLGRoX1GZz4CGz4WsPj4GbKz8nH40FGEhUbKEDeCwh9++GFmMZkuJJbkMsJImbIHhmnKT5Xr5NSk9MZoetYMzvdiuai+okYMR2XdSeQUFiMkKhqe+w7Cdcc+uK06CHfHw/AxP4YTc4IRbh6FeOskZNhnIn9xEXSr9TBsqIRhox6GzXqUbdKJvOjtUdaUrch3nfKYUQMaBdHXTWUCPhmZMaxTDG/B4kJkOmQjyZpeWjSOmPnD3cwHO2zcsGuFG9ycvZGWkYGW1hb84Y8fowpMlRKgMFLAfivUS8qQsuxoV6JffPy0qRnFrBzz85WZMZwETiNLsEh9V+Wpnrnhca3TGNM7pnynphQHxxSUU74EQBcuXhLdJG+kuv40qmtPoahIhxhtPA74HIbzTk+4rPKGq6M39lv74gintlvEIN42DTnzC1GyQoeydTqUMQJBHd1YAT0N9MZS6DYUQc89YG2FUU+5/lU5G1C+3oDyjcZjgwHl1OmVZShYUohkh3REWsUjyEIDP4sAeFh4Y7eVE/YsdoLndi/EJcaj4VkDfve9kiqhsn77zXdoa+kQA8tRFDQQ5C98BOE9oAGmN0wAzqZnAQEBKCoqEkP7KVjke1L/KWeCHgJxypX7AGVMTpOqp4xGMK3K34+9m6qq6mEgF6fuFKinBaWl0CYkwO/QMbjv2g+XtZ5wn+clDRt9LY5L0z/yFjlYNH9xvkSpDOsoz3IYNpajYkMFKozrXLe+AmXrPu6nlC/XvmF9meynVWtLUbnRINFLiSIS1C8rQvqCbGgc4hFsw5EGwWCvmt3Wrti2YK9EQgKOBOPUmTMYmRiVtc//cY3SXnAEAAn/rICiPDuNOkoZ8zFlWl/H1H4Ijhw5jvz8fKlKo56rAJzvRz1Vz3yOOsq9hY6OqY1SdXVsfAyd3T2SUq2oZZSxSiLkNSfPoFBnQFxKGnyOHoXrbi+4rt0Pl3kH4Wl5FIfMg2SOmMYqHimOGchfWgTdKr1EAbmXVmyibCkznehd+Rrqn3JQnmKr1lWAv4FhfSkqNtCJ0aOSDvfaShhWGYTrme2Qi0SrZISba6RCar/5Uey29sSW+Xuxc5MzDh32RXVtNQaHBuW++T+uUeoTwR3lym7j6rpXwY2yF7zAF+fPz6T2OQyTYJFRMFWmqjxVmaofou4Hpo/Va/W16r/99LWmr/tvXf9PBzf8sjTSXIRcjDTGKjoeGxuVBamW4bIkr6dnALfuNggfh4ZDX1UDQ10NyqqqkVtYCo0mDsf9TsDbeT+cOeRspSucFzF15YMjlv4ImBOEMLNQaCw1SLJLRLpjJjIX5os3lrukSDyywqWF4MFFRkXj37MXFSJrUQHSHTKRxJJmK5IXQxEw5xj8LA5hn60Pds71wAaHbdi5Zi+OHjiGjLRMXLtzG++/+Zir5ERfAhPmf69evWYsnXspG5m6sVF5CGq4CC9euIq01CxoouOQn1coCsPNyRQJ/5oCqGFqbnJqSkWN4NAw8+CU9qnJNxgcGJX+BCQdqj1xqutOo6pCMR7ahFj4BvjBzdsTuze7wGmpFzwcDuGgzREctjyGo+b+CDIPlhL3RNtEpNumI8shG9mLsoVAl7csD/nLFXlSpiLfJYXIX1SE7IX5SJuXg0R2ErWOVSq0zIJxzMwfPlZH4Gzjgc0OO7Bt9W4c9PaTTffLaxfx5v3HqjI1CsAIID0F6hEJbTQOXHhchOrGxmt2G87JLhCZEuCw9FsFi6ayVBeSelYA6bS8P+WqbnI0Gqrh4ObKKE7v0CganjyT9gbkjgg5trZejHNhWTHik+MRcCIIPh6+cNrhjt2rXeC6YB+87Q7D1yjTExYhEtpnbjzFPgXZ83KQtyAf+YvzULA0D4XL8uUoWpYPHgVLc8XY5C9UvD3+G60tCYVR8LcMwVGLEzhkdRTu1gexzXYPtq7YgX2ePoiJS8QXX57H9DSryhTwTUNJ4jS9Vbb7J6hjIcCLF70zMqUsKV/q7Z3bD1CQXyJeW0ZGhpCxKR81ZfprcuXf+Dn0jAme2HxOKimNXBFTuRL0jI6No6m5DecvXRV+g6GiWnoNsd8Qx2MkpabhRFgw9h/0hdMuL+xa4wanRZ7wsj8EXyt/+JuHSsg+yioBcTapSHfIRs6CPBQsKEDxgiIULSlC4TJFT6mj+cvykbssFzlLc5C9OEd0OsU2DXFWcYg0Y1o7BMcsA3DY+hi8rWl8PbBjkQs8XQ4gJCoMVafKMTw6CFMKwZvXbwQcX7lyTZqdcY2remq6/nlNkjbvKy42Camp6Thz5rREDgkWVZ2k/HityleVKdP+jEIyJcNU9S+M8fgEJideCSl+ZHhCJolfvHJdDDGbflbVnEQ1OTnllUjITsHRqOPY5+sFl12MkHvCbfFBuM3zwwHbIzhqfhSBswOEyB1jGYdkW0YNsiUll7OkALmUo8l++nFPLUb2ogJkLMhFmn02Em3SwPYa7NrM2Xe+VifgYb8fOx33YN3CzdixZS/8jp5Adn6ugIw//kEZ88H7/d3vvsPAwKCk5O7du4/Wlg7RS8pVlWlXhwLIyRFhM774uGSkpmTiZP1pSTkxDU0jrP6nylc9U858jUJKbphxxFUd5X4q15OvMDQ2hZaObly6dnNGpuU19SivqpPPzsjMQnBECLz9/t/2zsO7quta9//KuzUuKffGuU7sJE5sx3bcOwJEFb2a3nvvIEQRIBBFXaiAJNR7RYB6bzQBBhuXGGPsOJlv/OY6U1qcyInHG+/l3nfHZYzF2uecrXP2/vY3y5pzrrXCZERIqAx7cYSMfHqMjHsCnTpDpvxojsx8fJ7WcbEW0cafbpAdT+5ysv/0Lgn/1S6JeGa37P01cu/0afivwmXv03tl3y/CZdeTO2TzExtl7b+tlmXMgnx0nsx5bLbM/OFMmfCTyfIeqbwnX5e3fv++TJ04UzZt2So5RXny8ad37fZ1p3QGG8ilG9Cd1/33wNScGuwUr9mm5sTxGFm9eo2sXbtWDh8+rHoDDqIz+efzlNfGWTsOfq1/FPjPnsFQ5/rn/a3jv4tzYzdiF02PsUbJoUzxjhHIAcKwhktgrQFmqXT3XZNLTa2SW1QqMfFJciQqWg4fiZLDx6J0jYIjh6Nkx849snzVOpkxe76EjZ0qI98ZI8NfHSnDfxcqo341TkY/GSbjfzpFxv1omoz54TTdfXfCo9M1BDvlX2cKbeoPZukMgimPzZCwx6bLuMenydjHp8ion0yQET8bKyG/GClv//IdefM3b0roW6Nk0dylWiCcV1ys3u4A2H/+s9z58I6cr6nVWU1aMFhOvYGLzODImJFAGDlm753Dkcdk3dpNGmFITEjRVNWdO7f/YhQ81EMHU4SVER6jXjDFOOHgMIrT0UbfNbnS169ruPRdvi7N7V1SWFYpCSnpKoikrHSF4+ijcij6iOzcvUdWrFor8+Ytkolh0yT03XEy/JXRMuKF0TLyN6Nk1C/GyJifjpewH02RiY9N1wjWhMemysTHp8qkx6bL1B8EMP3BTJn2g1ky/ZHZGpEZ98MpEvrjMAn52Vh576lQefOX78kbz74hw98eJvM+mCd790dIVn6O9F4jnz5YbHb3rrs3Rgg4NdwjaaPmpmapr3ORL7BEAGkoNjbH3Lhhq2zZvENOnUzQTUhZVfObb1xkwcfSeGrv0YMpxgUlh+EgMmHOuBkQUqpdl69J75XrWuPEeiOJKenq4EQeiZaow9Fy7MhxORp1TPaEh8uy9Stl1oI5OqsgNGSEhLweIsNfGCkjfztGQp8aI6FPjJExPxmvKdfJj0yXaY9gVGbIlB9M1Tb1kalCm/boNJn6yHSZ+AhcnSSjfzJORj4xWkJ+Hirv/TJE3vrNO/LeayEyY+Yc2blnl6RmpkhHd+uAQ8P9ffbpZ4phbl6uFlkXFOQ7TJubNN0eCxAnAAAgAElEQVTZUO8iX4prfavixygYTDdt2i7HjkWrM014H5keSqn5uPI5jXoxlonAwcEoU8BtDqP1mrK6cl3au/uE2pEzGdly4nicsGI00Q1SV0eio2T3/ghZtXGjzF+8RKZMni6jh42RkNeGyfAXR8rI34yVkb8YL6OemChjfjJJxv1oikx5fIbMeOQD5eSUAEfpJz06TeDvhEcD7fFpMu6Hk2T0T8fLyJ+PlvefHiFvP/OeDHtlmMycPFO2bdmu0aWm1ha5/0dXowSmX9y7J62tbZpKYoYNs/Ko/Wiod8YXmafVBXoKXU8np8vWLTtV/nFwCgqKVG6pWwAv+weWhqcd03MO9WI47WBK1IFjBkY44Jf7qBcLtL5+6ei+ItUX6zTqQFF85NHjEnk0WmetHjl+QvYeOiDrNm2U+UuXyJRpM2TM8HEy/LXhMuLl4TLy+VEy6lcTZPTPJsnYH0+VcT+kTZIJj0+SyY9N0pSn06dO/klzTXx8hoT9cIaM+9EMGfPjyTL638bKyJ+NkmFPDZe3n3lH3nz+HRkTMkGWL10jB6KPSkFlqdy+67ai4N6//vZbudbfLzXnzyuuOgGjtlYamxgYOnk3XYoRxok8k5alG9+uX7dZVxrPyS7URfosAg5mhiW/4R/zGtkHf3QnAygb4NigEZ6yrEHP5evSc+W6dPVd1Xqcs+dyJTomXgeOR48cl2NRxyU6+oQcPBQpm7ZtkkVLF8nU6dNkZOhoeZeBzkuhMvzZMTLiqbEy6ufjZcy/T5SwH02TSY/PFGzRlMemyeRHp8qUR51OHcR2pkx+ZJqMf3ySjPnJOI20j0D2nx4mbz/zlrz1wpsy8v1QWbhosRyIipSikkK5daPfqCTypz9r5Bv5w6FhPRqOW1qaVfbr6wMRWy9yy0Bxz+4IWbtmg0RE7NPoLiUmRMDNWTReDv7Qw9gGfx6Mu/+5f+x/3/c5/k9zbrg4wGAWBrUigDtQi3OZRZQCRrj3mnT3QqIrmu9sbW3XVRLTUs7I8ejjEnn4iEQcPqqrcx49clJJvGvvftmwdYssXr1cPlg8X2bMmysTp06XsWOnyJgRE2X0u+NkxBujJOTVETrVnJlYukPxs6ES8nyIhLw4TIa/PEJGvBYqI94eLaNDw3QUsXr9ejl64rgUl5VKT1+vfP7ZYNj5AZuG3roldRfr5dzZHElNyZCsrHytVWhqapHmJqIKjixmfBsb26Sq5qLEJabI5q07Ze26jRJ58JDk5uRJV2e3fPHFPfn220CtTkD4jAj+Q7djelNyRMYw/ig6WylaF/3ruy6M3mi9rHB85Zp0dHVLTe0FOZN5TqKPx6jxiDwQJUcOHZcjbHZ45LDs2L9HNuzcJivWrZUFi5fKnPkLZNL0aTJ23EQZHTpBRr0XJqGvT5CQV8bK+y+NlncZRT87Ut77LX2oDP/dKI2shbw+Uka8Eyqjh4XJtMlzZOWq9XLoaLQUFBVKV2enhu+NuEznvnPrjjTWNUn2uVxhn52srGxdeKuxsVngQkMDUbBmqQPbxlZpaGqTGhRbepbs2rlXjUXE3oNyJj1Dz//ssz8EjMWg0+TjZ7/Ne/bPMMWpQckVFhTp82Q9jKtX+qW396p0d1+Rrm6iDVe16LCjs1vOX7womVnZcuJEvBw6dEIOHo6Wg1HH5MiRE3Io8piE790vW3fskBXr18jCZUvViZw2dbaMHT9JRo0ar2mj4W+OltDfj1X83n92hNCGPTdSQp4LleHPj5IRL42WkNdCJeSdURI6YqxMmTRdVi1ZI5EHj8i5nGxpaW+Rjz8ZHKExU+fjj+5Kc1Ob5OQWSvLpdMnIyJKSYgpTwbRD8cSpAVcwrW9qlQuXGuRsZrbs2bNPMBa7d0VIcnKa1Nc36EZ4wYrN8DNswdKOrSetYAWcyD+rRFPXRISRnpw/sk+7cvWadHZ1a9E9azzFxsZLFIOcQ0clkgXWjp1Qwxx+4LBs3R0uqzdulHkrF8nsJfNkyuxZMjZssowaNUFCh4+X4e+MkfdfGSnD4OTzo5Sf8PT95xlVj9I6qZEvj5MRb42RUcPHyaSJ02TJ0mUSEXFAMs+dk6bWRrnx0Q355s+ukJ17++yTz6WzlVR6kZxOThUiNUxDpi6hrbVD8bYBDT24XqxrkpzcItl/4IjK/vbtOyQuLkFqamqFUTARSrDyjbBhF4yncRUHk9QAg0YKlnWGag9RW6dPSU/19rioGPUj3T2kVholr7BIYuOS5ejhU3L4wHGJPMhGvCfkwLEo2XVgr2zbtU3WbFwvC1cslVkL58vU2bNl/MSpMnrUJBkzfJKMejtMRrw2Rka8MkpCXgjV2a3vP4vs83qEDP99iISgU98IldD3xsi4sWEyY9ZM2bBto5xMPCmVtZVy5fo1ufelW9CQ+7n/1Vdy5Xq/VJ2/IBmZuZKZmSsF7LNXe0kxxalBp5o+tUFjfkGpHDgUJWs3bJFt23crptXVNXLzxi35+oFLaRuO9PYv+Nhe8xwYiDPVmcUAcQDMcezto04UHFkxmijuNaHWsaGpSQqLSiQu6bTiGHkoWg4eOCaHD52SQ1EnJTzyiGyJCJdV2zbKwhXLZc68RTJz1nwJmzxVRo+ZKKHDJ0jouxNk5KthMuylMfL+i6Pk/d+FCphir0KeHy0hvPfqCHn/zREyfNhIGTs6TD6YMV/Wr98kx2NOSmllmZA6+8Png1GvB19/I7du3Ja6C426YjtLELAuFXuXoU/RCyr36NSGZqlvapO6xlYpKa3SLWg2rN+imYUTJ2LVXsM1Kxw2vOjt+G9hy+dDnWvvDfVd9p1/q/9PcW7sorhwBBdPGiVHOoVRDtuld7T3agqFcGovC//19EhPb49cDqwei3FGSeTnl0pCcqqGrQ8cOqpLZOt08iPHdNYF29YzIjkZnyjJ6WckKT1d4k+nyKmERImOjZXoE6fkOO34KTlxMkaVZlr6WcnPL5Kq6lrp7OyWO3c+lvv3vxIWMPrTtxSd/UnufXFfdw6nboMRfUpqisTHxcuZtAwpLanStAjC1trSqSknBJCRm713sbZezmZky87wfbJq3UbZvidCYhMSdRoydSTBhDESfNdDDyYBhoNpuAhiVlaWErG1pUMxJSrG9g3d3S5dxXRnppJ2d/WpoqD6nfQYRYdMzWU9B3BkFgvYsgw5s4ROxCUEMD0jCalpEpuULMdiYuXYqRg5dvKUnDwZ4zCNS5SUlDTJyc2XyqoaaW/vlA8/vC337n0ZwFTk2z/+Wb68d19u3byt69OQ79WVg2OTJT0tUyvyL15o1DqFttYu7cGysb5FMW1u65QLDc2SmVug17dhwxaNgJ08ESfl5dVa5EZtkhkKw9HHNfg9n6d8RsiV1Y5ZOZrVjsGJugnwZFTc23NNenFwetyUXEZ48LalpV2jSOmpmXLiRJxEHj4qe/cf0uskT89UfcP3eGy8JKSkKq4JaWkSk5QkJ0/FyYkTMRJ9/KRylQL7uLhEST6dJllsWFdZLS2t7dLff1O++OJL+fZboiOOp1/df6BTOhldMZo/eyZDV7lmdhMbshI14B6Up03tA4YC2Wpt7lQFl1NQrDxYu3GLbNm6U6NhRBqRTZ7Zn/708MqjPhf942A8+QzDwayqpqZGycnJ1QgmcqJT768g+72KIb01VpzV+6mqkfTMbF0nB0MML2nwlLbv0BHl69FTsZKYmi7JZ85KfEqKnEpMkhNxccpNcEXuVfbjEpSnOKRl5ZXCoOTa9X75wx++kG+++Va+/fbPuqftV/e/lo8+uqsGjjB+RiYrXCfoyuHU07AGCPKuPG3GWXRyD1/BmtdFxeWawli/eZts2LJd10/BGSGCRdoFrgVz1bCk93kbjCt/y6CRlF9eXq4aZFILyLxzcnAcB3ElstPTfVmvl7qVjMwc3R6Hvf/g5d4DhxRPdAGvwRgnHfkH14TUVJX943HxchTZV55SYHtKYmLiJCExWc6ezZKi4lKNRvf0XJaPP/5UHjz42mEakC2iediBxvpm5QEcRQ+RAmXTUCIzLc0d0tLUoTIPT5SnLZ2KK9sAnDoVr3iu27xVdVRmdq5yhcgCuPgY2rGPn3/s44zzbptC44gTOdIobnefRsNV7hkw9g6mrInsdHb0qIxlZeVKfHyyHI0+pWuPmbwbT/ceiJQDR45KdGycYpqYmqaz3MA0Gp16MkaiTzobdfJkrCQmJUu62imiyZd0Y1rsFAsYIv80otOkiamhaWps0sJgdGlycrqmSFkmg/ok5NzsFBxtamjTcpCG5jYpqz4vsYmnZfO2XYJjs3/fITl7JltamttVbg1T46P13xdbO99wt9c+9nbsn/N9jv9uzg0XiLD6Auu/RskR/idvn5dbqPvVlJfVKDmoBVBh7O2R3p4+FVKUn4ZZ+65LZ89ludTYoikW1stgW4eo46dUEMP3R4q1PfsOqmBSSJd6NlNyC0ukspqZNY36sDo6utXAu3VNKMDtlfY2BKdVq8XLSivVqBGVYRuE2JhESUxMUuehorJCU2s4EBAFITRlZj3vUwvCfkUH9h2Wdes2yZbtuyTqRIzkFZVKZ0+vCpAjDAR92Gj4eBme9EMdcy7fg0CSSyWCk5mRrXl9NciXrwdGx07JYYQZ0Vk6EHwhd0lFtWTlFkhS6hktQESx+XhyjKAeOxUrp9PPSnZBkZRXn5eL9WDaJmDa1dWruHZ392lRc0c7zgk1RnUCpjnn8iXldLrExyVJzKkEISUHRhQ/m/J6CNNGRhjtijHvI6CZ2XlqgNds2CzrN22TyMgofVYUpn9y93P5WkfBLgz913A0oeEcH1ueBe/R37t3X3HCiUXQC/JL9Flb2J/9acwQ0/f1ujVy+Ly5qUPKKmokMydfa0koPtx/KGoAU/CEpxgU8vbJqWckN69Qi3cvXWyQZg9TDBKrheKUdrR3K95wuaryvOTmFOj07MSEZImLi9OWnp6mM8oI28NPw7S5cdCpwfDyGX1ebpEciToh6zZt1YYiPnMWxdYhH935VL5+4Jwow8Z4GIyv4Wh9MLa8ZoBz7ep1zednns2RvNxiqauzVHWvDmx0gNPTrdhqmvXqNU0HsNwBtTnn8godprHxml71ebo74oDiSo0Zxd/ncgvU6aVWSzFt71J5B0sw7erqEXja1tqpKU92jS/IL1ZHG37GxiRIbGysLlLI4KbuUp3iaY43/LSG/IM1r3EoT52Il02bt8vq9Zv0mk6nZ+gquAxGLGViWBpmwa/NCARjac+CHmcew8bGkBkZ2UJaBv2DbIPfoIPTp+/1sZZTX79cvtyvKevK8xcFxzb1bJbWPJKyhpfgSo8ugKvI/8m4BEnPPCf5xaVSXXNBIypg19nRrXj2Et3o6pPOzh4dvCDXONYUrLObPOk7Jk7Q0AVwj9SS8RRcWwM61ZxFPgNb0s/oYtJ6a9dtEp41qXambPffuq2Y+rgYpn+Np8Gf2d9jp3hO1IoyaMzJydeiWwbbfX3XBgbiRHac7DudiuxT61hzoU5yCh2mOA0seQCWxk/jLJhSRI9OzS0qkcqaC1q83AqmnT3S3dUb4Ct9t7S3dWl6jg0ry0qwU3mSmpKmtXAJCQna5wauFR1ksm+2ybhqeFNXQ03mtl3hytNd4fskPv60VFVekOvXbsm9e18FBlEP60njqY+fcdV0q+Hvv7ZjO5dzgo/9c77P8X+qcwNhMMD0NIjz5Zf35cNbHwecgBw5nZwmFI0xCkG5Wf64p+eqOjk9fVc118l6GbTO3ivS2tkjdU2tgnDmF5cJOVAUGobEBHRn+H7ZsWefbN8ZrukLiiP3hh8QUhjWDuw/LAfZFfbwMR2totSYbYCCIrqEkWhra9fRFiNJ3WqiyY3OIEtLS6cbvTW16zTklNNn9DfwgKkBiY4+pcqDRcxuffSJfPn1N4qB4QE2PknsmJ5z6I0owZ/xtzQwJQpELQ6O17ksSM9oqEBrK1QAraCz182qYIRHqoX1h3quuvUywBQHsqr2khSWViim1JUggBgMFB3pwO2792rbsXuv7Nm9T+93X0SkevzgyjEbUR4+FC3Ho2MkLjZJrwdlhkAppq0YGgx2j+KHwNEU0+YO915Lpxa6sWkjz2nN+k2yZuMWjYJQ2HfhQr3cuvmRfHnvG/njN3+SbwOOtfEtGDvD3MfRsOUz+zs9749/kgdffSuffPy5tLd26SiIZ0s++tKlRo2IuRkrbiYQTggGxRzyy1dv6OJ11JKwxxpKGEwzsvO0VudEbILyFExZWXbnzr2yc3u4FkUbpsZV8Ny371AAU8dTMGXUy4iXKdx1dZc0NUmqsqOja8DQGp5giyFC0WH8iEpFHozSkdra9ZvV+Uo5kynnL9bL9esfyr0vHsg3X/9ZmLTGCNGw8bGzY8PVsKS3z+j9v2Wk+dmnX+izJzKUmnJGMjIzB9IArhbHlo/A4elTeafWweQfTJF9eFpUWilZOfnCtZ+KS1KeYjQwIERMFdcd8HS/FkejAxRPMI2IVF4dOnhUjh09qfVa1MWADcb04oV61UkdHch/h+oBn6cYDxxrjDKGHJ1BnRCyT3Hr7j37dBBWXl2rXPj8i3sDsg8uwZzjPcOOz+wce9//DEytffPN1zrAQZ4pWIYXpGxJW8EHML165aqTd+QevdpzVXEFU2pJOnuuSFNbh64mzWAnm9RbeoY6PNTrmHMOpsj/jp3hsnvXPgkPP+Dp1EjVq/siDmnRNLIfG5MkyM25c9ma7iXtQ4QBR72zo3dAdz7M0y7VBWAKR3Qz20CtEqnS+ITTOiDjuu9+fk8eaMTNya9hAmZ+87H7W3iCPTqVSBBRpqqq82oTwLSivEY62t3in+yjpg5kTwBTNjqmxCKAKTxtbO3QQmRq9HDM4ak5PD6mOBhbd+6RHbse1qlwlEgK+o80N/uOUQ+XlJiqwQGWxmANL+pZedYMMo2TYGoNjtJwGolGE+3GUVy5Zr1s2blHI6Ml5VWaev/0k3vy4Cv4hew6uz0UlvYe2JqTYg4J79n7wZ/Za/s8+Fz7ju/T/z9zbrgou8Hg3hQeJCFHDOk4JpWCISYF9Nmnn7vZG5XVkp6eoWF49l1iB+eWti7pu9IvfVf7pffydenuvar1DuyWS+1DLykCGukXBLWrT9o7eqS1rUtTBCz0dOFindScvyCVVVVSXlYhZbTScu0rKio17+2KAJsfMqoYXAhihpcaBXLqLPWP84CCs89ZlKugqEyOn4yTzVt3yBoiNZt3SNTh45J5NlsaG1rkxs1b8ocv7sn9B1/L19/8UfEAE/CgGVZgZEoNPO0YnDk2wbVjvsO+hx5sqeG50X9LixszzmZKbGyCpKWeUQPI6JUi4yvXb4k6jD2XpavbNTClaT0JxXO9DtOOzl5pI2LQ2qmzai7V1WvtTkVVteJYWlqmK6+C7QCmFy5pnQb5coQLIwCWODMoNLDjPWtmMHh2bR3UB7RIcWmlxCYky7ade2TV2g2yYeNW2X8gUlLT03W/Huoz4M9XXz2Qr7/+o3wTcBoNI+vBynjKMW0ornI+z8L+TrF98I3m77/4wz1hd1zWKTp3LkcSEhK15oKIVFNTqxZyXrl20y1UiRHuAcvLiqfm6anRIfWKI9lzVQxT7peaLJwl9hqqrqrRNSfKysqVp+w/Vl5eIdQS1NZe1HoVCtabm13kBUwHW5e0tXVKSwsRBMdR42lnR5/UN7ZKWUW1JCanyY4d4Wp8KWxHcZ5OSZPqmvO6BtXdTz6T+/cfyIMHyKprOCTgATbGPY4NR8PVlFQw3sZzx1W+yw1wbt/+SCOm+XmFEh+fKEmJKVJSUq4yQwTw6lUiDKStwM3VOxlfeyicJVXYd105rJjCq/ZOaWxqlkv1DVILptU1iiE4giuYwlXSfIrpJWY2UVjdrNh1dAzyVOUfTrbB1UHZx0jAZfCtrKqVtPRM2R2+X9as3ai1SjinOJ/cCzVEdz76WL6496V8FdB9yKmPiXHOsDU8/5oOsL93PbL/tXz5JQOcu5oSLsgvlMTE09ooXCbaR/T7sqdP4SZ4GldN9g1vMFWdSoq4pV3qFNNLwt5WFZVOp6JXwZRWUVGlK7CjI9B7vuyTuiHCS5SHSDnYIf/0zJZFx3R2X5bG5natUaSwPDzioOB4E6nZtWuPxMTESlFhkXR2dsmdj+/KvS/vC/Ul8AkcVGYDetWw9LE1XK33P+PY/w77LqJsn3zyqXR3s0BluSQlnZb4uESBs0QEcSauXLuhNqoLuQ9g2tlJmQVrPMFT7NQ191nXZb1XZL+puUPrCLFT1TW1Ul5RKaXIfkD+4Sw8Zc8sdA81iOhwMDMOWuYBjoKr6VTDlufX3NopNbV1kpWdLwcio2Tdhi2yeu1GHfSTqi0oLJK29g7lKRxC7sHUYfCwjYKTZo/A0V6bzPs6gGP75x/znp0XfGznf9/+7+rccMO+4AEQwmxkwbGh4p88Ie3zzz/T3US7u67ovj6MOqKiTsqJGEKg2VJaVSOtHd2B2pz+gdExow/ChEQgNAphvaayXIrLhWS7NRpE2oZGZIievDdhRW0dvWp0zVCY8YVAHNPzWXcnaaw+zQuTd0+IP63Fl0y7Xbl2g3reUdGntCiO0TEr3d79+FMdARA+vn+fdl8bOBg2Pl7BAsdrw5Tz7Vz7W76P76LxGzRwpcaBUQWjTyIfeOq0NBYWq6zR5fBZFv8KDqTWkgSiZDiOODoBbC0a0dtNitAbUQdwNDwNX3rDlVqm9jbnKIIhzYQPXHF0rBFRKCqp0KgGIdwVa9bLslVrXa1CVLSknc2S6poa6emmPuqOYgqPaNwz9w/Pgg0HeIGf4Wp4+u9xjvHTer7PYXt/AFOmjbJ4FbOqKH5mVg+YkuMupFi3pV16UXQYkACmPk/BVfP2Aa4a7qQKLX1gOLr0TM8AT33OdnY5Pra3OifRYQtPwRun3OGKcSECwVYS1KaQIlm2ep1sJKV34IhG04hOEvKmzoj0JtxxXDWe3ldswMP4ZxgZloYtmFrjvWCu8h004+mXX95TB/XG9Q81okQUilEpI34iKKQCifKRRqWOxOrITN4fwjYQNdN0c6B2h7od46f14MixcZS+s6tTR71MPSaioE5NgKsOzx7lKTIB1mDGKP7IkeNCjdLi5asU270RB3VEDebwvL//lsqh4Wpc9WXW141gBrY+nv7xUDw1zvOdpldJ/d+8eUuvlWgSjhbr3pDKJwV1ob5JB4ssGTHIQSf/JvcDehV9Cra9gzqVSJDhSW94PqRTO3ESB/Wqk32nAzg2XNGnpGFIyVBucOjYCcV00bKVWqe4K2K/xCQkSUFBoc7uobgVOSSq8l3ybzrAeGo8pA/mpXHasDU8jaeGKfVNFBwTvSc6BqZElBITUzX9yTTxjp7L0hOkT01/Gq68Vv4qXxmgU7/nMPQxNZ7SG1e7u7s0Kgt21hyuLntg9gudyjEpv8xzeVpqsGnbTlmyYrWs3rBJo+/s9VZQUibNzS2a1oQzX3zxhwHZN1k1fhp24GcyTv/fxrmxG6H3j+1mfeIYoQDHhNkML8QETNonn9zV0cad25/Ijf7b+lAqK2sl9UyWrndDDcCRoyckPjZJQ/A4DTxYI4spPoTUBJJ8uhEFctAQPBM+ekJ49poRhU8MM7i8R0oCI1FZfl6NGOspsI7KqpXrZMniFTpSIwR+KiFJw44X6pp0xH6z/7bcuf2p3L37ud4nwsF9m1NnBhlsfAL5Aukf+8IH8QxXvseEHCVquN5VXD+SWzfuKC4YiXPn8uUodUqH2BjuuJyKS5SszBzNixumCB9Ygquv+MCbfLo5jH8dT1IjHdLRiREedGBQZGCKQOLM1FRf1LoblARr1BChWbB0hTo2hL+pU0LhkdLp6O6T6/035M5Hd9RgoODA1BkOJ5RgYXiCj+Fk2A2FJ+/ZuSbQfIfh6hzwz/W3wBankXw8jh6YkmrDIO+PjNKUCOmmtIxsgcNtLZ3KUxyaoXnqHHNSWqbAfFx5T3HUcHPAEe/qku4u8vE42s7Zhq88P0Z01DiQOsNB2L1zr6xdvVEWLl4my1at0dw6dWpnzrqCfv7m2tWbQgSFlCb3Bq6Dxtg5OoaL4Wk40vvYmszbe+Bq2PqYIgf8Bs/v008/l0/u/kGQfxwYZI1UBPVuTJdmSjj4MuihmJSaDF/24ag1nEQK6DECJveGK71h63on/y7lZLrB1ePBUxr44KSgc1htnFoxojLMJFu2ZJUsW7ZaMBoU3iamnpGSsip9BtwH6VIKkg1TuMM9mw5AZsGEZvgOhadhDaaGpZ1PD09p8JTvdpiiVz+V2x/e1UEh91BSWqkzNpkkwPUSaSZ1Tc0bsgiHwNWw9GUfvUokzZwYM7jgaPhyrDq1K4Cl1ow4fjqu9klnINLI9dRdbNRNRHESWLSRWU8Ll64QnBqKr0nZgGlBSbnUN7dIX99lndLMwAaugqfpVO7bZN8w9bHi2LhpGPt4+ufa3/N8jKcm9/wuC/9du3pDnzN8TE5Kk4OHjur1Iluk8eEv6R845OtTdABN8USfdjpcfa4apo6j4OvwNHtFyplnZRxVGxUYgLPuD79NaQUpZ9ZSW7JslWK6fss2vUYcXNLjpMpJ69368EP56KOPVO7NafRtlPETjHwuGp7m4OAPcGwRGfMPLALzXz5yYxdM7x9zU3az1hsQgANRTABNqSH0EBWyMKvmxo3bWsSEYiCcRyiNehpqFFh8jtwjBnDbtl06RZXcI8LJyAQjyUwBFCMPHiVHPQSjbDz9/uv9emyv6a9ccQV3jEIYYSBw5HhRZORVqVtBwVL3QPh+8aLlsmD+Elm4cJmsWL5Gtm/frfnP1NQMKSguk9pLDRphIoWGwcBRu3njjnz44cdKHl/JITSm3MDFNxqQyIjkH4MnrznXCMffmhAi6JATAYSsjDJu3bop/ddvqYJDWTEq1WK3gmKJS07V4tzdu/eps1X1K64AACAASURBVEYuG8eNXG5eXpFUVrraGAwmAoSCYh0NsNN21fXgy2ty0zRwxwFCONvaKAZsV0yptcnPK9Lvpx6HugScQ8V0wVJdfG/j5u0aYYhNOq0jTGoqmto6ddPVy9duqHNz88YNvTd4w71yz2Y4EErD1ZQUeBl2Q+HpY2oKMthQ8OzAFL6CK+u9XLvmIgnwDe4VFpUN7NK8c0+EbN26S/nKvTKdmkgfI37OxZhgOFFyKDtG0AO4BvAFV9rVq3CVzT3drCyMMfuVMSqDpzhXRDm0fmbDVlm6ZKXMn7dYG/iyqBnTkGMTTmttCkW5jU1tgefpfvvGjZvqsIEp98n9+sbDx9S4GoylYWxyb7gaX335943FnTsfqRGmBu/mjduKBVzDOBABIUJCPQxyyKACHQCmGMWc7IIBTBsbW6W1hXSRK0aGi8ZNw9LH2MeU0TgzIklRkxJHp6BbcKyoS1i6dKXMm7tIG3oAfbB370GJiUnQujRqVIiGtHV0q3PA87x+7abcvPmh6jd4Y7jCVzPKYGKcg69gZjgOdWxYGreDMfXln00QwbP/+oeqj0g91Te3atSWiDiLz+FUgCmNmg6cNxzjsrIquRDYIoaoCoZUC+ZVxgNyf83JvWFrss/EkJ4eBjTdWljPAAD97DDNUJ1J2n7ZslXK0blzF8qiRctl1ZoNGlGgvo/rKy6rVEypAySFjr7m+SF7DC7MyTH5R6ea3NIbRvSmAwxb46jhSQ+W8Ny+w/SpyT6ywe+if3i22Cl4yqwjJg9QkE1t0p6IA7ruDryhvouZXUTOqXNhaxhsjOlUorukXq+prPc/xFfjKrhS24NjiU5tbmnTQRWDGCJITMpgIMMzXLlyrbD324IFS7VnBXyKhI+diNHrK62o1ppKaoGILl/tvyX9N+ApA5yHZX9wgDPohAfLPLb+/2vnBo/LnBnfobH3gqM1RiAjjgkg5IMwptjMUNy8eUOuX++Xq1ddiBTCkJ/F2aAe4eKlRiUPMx8ST6dpFIcHtn7jVlm6fLXMW7hE5s9fIsuWrtJFx1B++/dF6voYTAFlxkNiArnnFElOSpGkpBRJiE+Wk6zWyw7FBw7raAwvF6dlzgcLZPLUmRI2aZpMmjJTZsyeJ3PnL5JlK9fIxi3bJWL/IR31pKRnSF5BieaH6yFsC9EKRo3MUGB7CRyrfg0PIxRmjBEWU24mkL6CAzeabxzs2ATWBJG/h4RgiqEfxPRmwABf05qFnu6rAyNR8tuX6pp0BdP8/BJJTc9U8u/Ze0A2bNomy1eulflgunCJLF2+ShilIjgUCuP8GKak5JKTUrX2hD4x/rRiHR19UiIjj+ieWVs2D2I6beosCQubLGETp8mU6bNk9tyFsmTZStm4eZsW1JLOS0pJ1+gXqcjaukZpaiYXz4gbXEmJXZZrAaNlAsk9+8bYhNIwNTxNyRm2hql9bpii3AxTMxam2FCszuFwYXq4iuOnjnFDq9ScZ2ZIuZw5c05OxSZIxIFDsmXbLlmxer0sWLxM5i9aKouXrdS6LJxjMCU6QeQqJiZeEhKStUYiOTlVaNRMxJwiTXNKDh8+KuHh+2TLlu2yauVadQqnTpkpYeMnS9iEKTJ52kyZPXeBRmlWrd0oO3dHCFtvJCSnybnsfCllp98L9br2CvVT5rD29bCi9TUNTZvhMEXH/cNVw9R3cgxPH0f/GFw5xwwG32G4msHAUSR9cqP/pnMW1TAyor2szh9O4IWLDUKhY0ZWrtZg7Y88Ilu379aagUVLV6j8MzpdvXaDbNsRLnsjDij/jkefVOzYv87hmaI1PWAaF5uoy0KAacTe/bJt6w5ZzUKWcxfKtKkzZeKEqdomT54hM2bNlXkLlqjxZWLCoSPHJC7htJzNzNE0anW125G+qalNWtuYOUTUiB3RL+tWLGAKV7lXM8jIK1j48h/MV+Op8dN6MOVc3wibIfZ1AL/LVjA4BUxdZmZYe3u3NDd3yKVLbBpbI1nZeRKfmCLsKL59116txVi0ZIXK/qKlKxXTLdt3q3wejIxSfQkf4+OTAjr1tGKalACmCaobolhWIhxMd8naNW5QOH36BzJh4lQJmzg1oFPn6nNjQVaeJXUgJ2NdGQIzShnUsvghmCpXOyglcCvb45QyO2woTMHBdCu8A6dgXI23xk87h/N9fWoc/T6yT41gZe1FKYan2Xk6xZ4lS6xekMjpvAWLZcGiZbpgKgMOBpPYHmT/1Kk4tUlwE/tE45janpMnYuUI0/MjDsrOHXtkw/rNOiicPWueTJk8Q3GdNMXxlO9fudphevDQMYmJS5KzOFYllVJbWzcg+9ThUGtFATqDJ8PTt1Mm+z5HjYPmHNLj4OAD4A/4jo75BxbJ+S8Zufk/cW4MBBNCBNkE0EjjFBtKDQNMlbmroUHp4tni4TLKra25JBUV56WwpELO5RdJWmb2QLU5UxQ3bt2hqxYzssKAjhs7UUKGhcrbb70vb7z+jrzy8hvy+5dek5defFVefOEV+d3zv5fnn6O9JC/87mV56YVX9RzO5+/Gjp0oE6fO0I0mFy1fqflfKtkJkzKqSEhJUwIzQ6u4oloFUUc5dRQlU2jM6NFNEUQQMYZmNFBujOCMOKbkUFRmOAw731BwbIbCjAWkA9O/dBZvKlnBlaiUm0LsDDDGgpHUhfN1OpoqK6uW/KJSORuYwcP0+YjIw7J5+y5ZuW6DzF+0TGbM+EA33Rs5Yoy89+4IeevN9+T1V9+Wl3//uuL64guvBjB9SZ579kXFFYzB/PXX3pH33h0uoSPHqrHAUMxfvFzTToTz9+yP1GmSzB5gtEY9QFFZpZRX1epMGJQwIyP4gGLu6uqWvr5ejRAhkAgjPPJHxcGYwkFTZD62Pr7G02DlZsaC3+EZmmOj0T6MRSAVNMDV83U6G0z3Fst108BJU5EKYIYJU9gXLlspM+bMk4kTpyou4AP3Xn/t7QGu/v7F1+SF3zmugumzv31BMYa/r736lrzz9jDheeDYTJ82W+bNXyxLV67RcD57XTFbkJ23mZmRlV+o660QQrcIJ9dLlJPr19A5C+gFcdWcceOqGWP4Zw08fRz9Y+Orj6lxlefF92OgeI6MTl1kqltrCtpaXNqSNU9wbli5uKi8Umfw6KyoeDcritQlU9ipJZg1d4FMmDJdxoyZIMNDRilGb7z+rrz2ylsDuCLvhic97XfPv6xcfvONd/XvxoyeoHuToU9IO1FTw/pUrP3EHm1sE4G8sMREUVmVVFXUahQNuWIbC2ZTkkIg1QBPuDczHubgDOWMowN8wxuMLa/hqcm/r1N5Rnwn+sX0Klxl1XIb8TPjk2deX9eiG/fW1FxQY8ysKGYexiQky+Hok7J73wFZv2W78umD+Ytk8vRZMjpsooQMHy3vvTNcwAkOOr36uupQw/K3v3lBucpr9AO6Ytj7I/WZTJo6Q58R9Uk8M54da74wu5UlKJjtimOD/JcxuKmtV10FV1lvhesnBUZUeCgHh/sHB+OrGWVwNR0AhmDMa2t8TgvWp8ZRk330Kb/L79uMJMWzvlmj9kREcW7gBal0nbmL7B+KUtmHR4uWr5JZc+bLZFbYDh0n7783YkD2wQv5psFTs1Fgabbq1VfelHfeDhmQ/Zkz5sj8hUtlOXV0W3foVHNmtfIsT5/JkKzcfB1sUVJBpAeOPiT7WmYAR53D6Nspi4pjY+Caj+P/ODcBYQQUwEGxQTwjDYrNjS4wwq4wmBA/o2CMsCq22notMsbzxPBBGnKaPDwMMUocB2fbjj0atVm5fI2OaFH4YeyCO3y0CthLL7wiT//i1/LYoz+Wf/yHf5VHH/mR/OLnv1Ii4QDh1OAUTZsyU+bOWSiLGbWs36T5dIQQghJyxGBAWpQB68Lg4BDqq6m5qMRhLRGm23Z0dKpSQbkhFD5puH9wAA+fOCgtU25+b8ffpdzMYAQrNg1nBlJuZoQJ9eMwYuQwdoSKbRpt/Ok0wRCzXxJTabfv2SukiVatWieLFy7TiBYjhdGjxqvDgqBhdJ/46c/ln//pEW0/+fET8ptnnpfXXnlT3n17mJ7Lyq+zZ86VRaTzVq2T9Zu3q7BTNIwg4jDi3GA0eL44sOSEK6prpZZIQ8AQt7URwXHKDUMIrkON3sDDhBFMTbH5OGKEabxH4xxTcL7RCHZu+E1LD7EOBbVDYIrSIORM6o1QMYWx6RnZqrSNqyyOxjoXTLtcu2GzLF++RsPyytXxkx1X33hXOfn0U8/IDx//twGuPvWLX6vCw1hguNnhGUee9NOKZatl3frNylWm6ftcRVZSM7J0lWKuizQW16mGuIE0TiCCQ6QhgKlx1Y/eGFfNYJhz42MKP/3GZ74h5juMq8iAGWEMvxkNamVIZWI0eO6k3piNhMHLDsg/05OpG8Aowh94xOCDhfKWrV6raePZM+fpisOjQsepkwNXn/vti/LEv/9c/uWfH5V/+scfiHGVz959J0S5yoarc2Yv0BQ0U7k3b94uO3ZHqDywVgnygZyQgkD+8wpLNXXGQmlcK0vZs5wFaS4MMY4FuAYPcMy58bkK/wxP+qGO4amPqQ1u0Cdw1aIMhqkObrpxGDt0qwi4Stqd6y1l7amCYnUqcBjRaxSZcp9waMeeCHWWKexfsHS5zPpgvkyeOG1A/nFwMLz/8bOn5F//5THl6o9++O/yq1/+Vh2bd98OUed9QtgUMSPMBAGeEzoVHWM6FecmPSvHYVpUKsVlVRpZZhFU7ADrZbHVBWkZMDVH3Jd/37kx+QdTmukAc24MX8MSXptzA5Z8l2+nfAe8u4f6TFffBkeRp4qqWl1/DUcRJw084Sh4Uodjss+gcc26zZqCnz93kQ5MGKAg0wxuGBT+/Mlfqn36h//1L2qv0AUMzN96413VEWHj3IDGZH/t+i06kQU54Nlho9ClZqPy8oqlpKhcdZPJPvYV3UVEnBQiC7z6dsof2PgcNRz/x7nxRhpGnGDSoEivXzeDQTrqYecGbxMjzHLcGQHSmHPz0Nore/ZpGHT9+s2yYsVaNaSE7SZNmi6jR42T994briONX//6OSXPM79+Tl5++Q19HwVIGHrWzLmyYMESJR7TDyEiAg5pMPj8HsRRg3E2S68nJ79IijDEFedVuaE8yFF/H+fGHBuwQcggjq/QfEE0o8HnJpBmhM1gDOXcoFiJ3DjnZtBgYOQoPMMIE143g0FoGIWD00iR9PZd4VqUhqIn7YdATZ8+W8aPH3QcEUgcxaee+rUqO5xFhJUI2NSps2TOnAUaRmWjwA2btsrWXeFq5CkUR/AxUjg3KLi0jCxd+I5oEk4jIf/BGhUKat1o2Ayxr9xQ7mBquKLUDFfD0nAcyrkxXHkeYAuuf9O5aXHODYaNehqKM6mtYZ2UtDPnBhxxn6tEVuAWNUcrlavL5YPZ82XypBkyenSYjuZeeeVNeeaZ5+TJJ3+pxoJR8rtEwELHasRn1sw56sTDddKGW7bsVIeRNXN4dmY04CqKNjMrVwrySvT6MGwYOBSzOTdOwTmH8f+WcwOfaeBq8m9c/S7nBsPV3tahDqM54aVlVTqIOJdXoNE9uIohxtEww8EAhzVCKJpcvWajcnUgkjtuko50iXYxKv7l078RnMVnn31RI7shIS5aO3XqTHXglyxZqdPkN27cJjt27PkLrrLU/um0s7qY3bmcAnVmzWlkawtzbojcMMr/a84NXDX5Bydf/oc6NjwNU9MBf825wcnC2aJOC0zVsSmplILCUsnOKxwwxmCKfrNBo8r/7r0aEWB1dVJ/8+YtlhnTP5CwsCmK6dtvv6+GF0wxygx2MNLDhhGtCdO0yQcBZ3Hl6vUasYH75oRjjJH/uKQUYZNPBlpEb0rLkf2LzmEMODfBkRscRl/+zbmBYz6mYAVuJvuGK68NT3SFcTTYubHIjQ0W1QFvpT7TOYpVVRe0bILCZ5xF0lLmLIKnL/vYE5YLWbfWDW6oN8Txw/6MGuUiOURwcBCf/I+nVQfgRGr0a7TDEztFXQ26Y/26LZr2Zi03ZN8ccH8Aju2kdg39NOjcuJW1v69zY3gadv9tnBt/HvpQNTfk2ci5WSMHZ+FpI48RZyiDYaF+8sLkVRllsCQ61fQIIg8GQ4zRyMrKkzNnsnSvHAwixOGBYijD9x3UBZA2bd2hlfdMz16yfJXmjz+Yu1BmzVkgM2bPlemz5mg/84P5wvukXqiDWL5qrY6o+XtSCLYqp0UX1LFJPaOjtsysPMnNLZSCghKdhQBxdOSmS4e36z34ozYTQpQ6BhMBCjbCEMcE0UhEb8eGJeeYMJoRDnYaGWngieuIuKdXna2W5lZdJ6X2/EUdwVPgBqbnzuXpyqZpaZmSlJTqFJy3aB8LzJE73rB5m6xet1FrjxYuWS5zFyzRGo+Zs+dpXQK4cjx7zkKZM3+RcM6ylWt1BhSrCbNKMyO2vZ4BZmRjjg1pqaxz+ZKfXyzFxeVSXlGjzx9DjNPISIO6AUYZKJpgIwwG8CsYV3AzPvp4mrL7W0puKKeRETEFkywRbxFGOKBcLSjVIl9qRFIzzqnTxj2ixOEqo2K4xQKILHe+buNWQfEvW7FG63KoRWKUDFdnfgC2c7T/YN5CrVOgzgRuM7tk09ad6oBSL8VUb98JR8GhZBlJZucWShFKrqRyQMlx3Tg3WizKjtJeWsrSJ8ZVw9WUHBykGTeHwhXcjbO+/PtcDTYcGOLWljZpqGtWB0wjjDjixeUqazlBzrhvjBmEYDS37gyXTVt2aE3O0hWrhRqSh7g6e67ylVo61QHzFsnCxcvVeKsBZvuJbbtk5559snd/pOoWnEW4ymqup1POyNmz5yQ7p0CvCd2Ec6Nh/7pGdW4swmBOuBlii4b5XDVMDS/rh8LW8AR7/s7k33duLCKG/ONcoU9JlTU0NCqmXKfq1bIqHTTm5BTo0hWpAafxVCAqDpfgKtFGImOkPdas36x60jAlxeJwnBfQrXNl9pwFMnf+Yk2XoFdXrtmgHLfBIk6TzoCNPqn62+SfOrXs7HwtzGemIfoUZwwn3KWlXaqPe/JTfWCKjILpUHrVeOrjasfGY8MT3QHXDU++l+9H1yAf6ny3d+g6ajg3XB9lE0y+IBJWWFiqUdIMVg4+m/XQ4MYi4lpwvGuvYGdYlJRNi9VOLVrq9CkyD0cDDV0AntTs4WAS/eY5sE+hLvi376CmTM1RJFLMoIbIDZGk4uKKgaiN4tnQpNO/2R6nK1DHZHhynyb7Q3HUOPnXnBursfn/oubm+zg3ODjm5ODccPNmNEwgMcgIoxEnOOxn5GElUObeo3wxbAgj4X7fyWFKM8aQUZxFcjAeOpKLilahVGVH5fruvTqq27Jjt46YB/qdezSKgDe9K+KARirwfgkh8j04TqrQKO5MO6tkxSuHMJCYUTrXxfVxnVzvYH2IC0tzT+bYBAsgysmiC0Ya30iYQQZHjvkMLK1HIM3JQSh9owFBISqkJYzKyI2NNZkRYikUFBxRMZwc1hMhipOZlaMjKKIoFlZlJKcO5BG3pxeGGSfFVtREaVE/Qw+2jKD5DFxRjGCKMsNJPHoyVjFlpMZvYHzVqckt0Fy1OjVl1ap8GWX4yg3nho0qUW4YCwwjmMIjX6kZroaV4UdvDTx9fHnfx5XvMEUHrr6SA1M1Gu2DqwAbVzHGVRUouipd2BGusAUD6TaLONhoDo4RZbHVdKl12BEeodiBozWwVVwDmLLuBwYCw8Pf82x4RjHxyRrRsJC0cZXUKVOU4WpNIH0CBwhN49zo7MJewtJXH+Iqjg2KHpmlBeMKXsHYGq4+tib//L0ZYzC1qBjyMSj7LETGAoRuqwg1HufrlA84EBoZKyzR9AVOGwaE+4VPyCo4YETgG7zbve+gOjzwkXQgHDWear9zt+INn8EfnYGTaNEvokMYX42Anc2Ss1k5GpVjUIDcID82IlYdUN+kcoZzA0dwMLg/4yr3bEbjuzAF1+/C1njK5yb/fA9cRQZMp/rGmGsh6tHSMrirNtcKV+EEmGoUN7dIow445GDqR3LA1Pacgnu2SjmyDjc37xjUAVt3BeQ/fJ+eF35gkKtwHj2NAeb7kQlkQ1N8ecVSXFiumKKbePYDdWFslxGIgpkhRscN5SyCB3rR5N+w9HG1Y7/nfF+fmp3id9A3luLr7ICjTvaDyyfgaElJhc6eJYqD7ONkgKfpU+yKyX4EEy/2R6qepK6LqLYv98bVbawIHR4xyFH2UoyKHrBTzIS0KC361Jd9Ip88a2QePOHCoPPt5N6cGu4VDvkcDbZRcPB/nJuAMYFAECeYPL6CA1xGOXjGLozqVq/kYTBq/wslV1qpoWqKt1jSmodJzhZll5R2Vh80Cg8hQukdj0lQZyWamScx8YHjOD3mc87j/ITT6UpEjC5rlZw5l6uCx+9YAXFZ5XlNl5jxVacmYCgohmZaOfeBMKC0iaIghNwvSoiGokc5mQBCGDMUGAbIYxEwXtuxnUfP35qCM2PMd/M7/J7liVGyhMg7OinKdausIpSQ/UKtcx5R0OrolFRogTFGOSvXhawRTvBAeBBQlD0GGsUPlg/jmaB4n4hN1HM4l7/hb1FkPB+UGUKPQsstLNX6mpLKamGJ+uoaQtENAzUhPH9ngInqsb1Bn1y+clmdNoyGGWDDdChB9A0uuBq+5oDb52Bqyg5cwdRw9THlmTqusoSAm9XDyNIUneNqvVRWX5CyqvNaZJhfUq7OG7hmBJwdM8woeZ+r4BqMLRjz3kn25UpIlthEuJqmXAdXnhHG3mFaomuDUNzI71PoyOqkbEj6l1ztk54uNwuN+0IOzVlEufsGeCi+DsVTw9j4bLj68s/3+phisMCUYnHWU8HhIpVq8m/Oow50qmqltKJGCssqVCbViOQW6P2bIVGunk5TroIX2EUHyT1GhsZnp+KTJTYpRbmK0w2m6ngHuMpz02LXkgopL3UOTU31JY0uIEdEF5SrrW59JysmNufGNxhwdSgDDPcMM5+jxk/rOee7MEUecKRM9nmmA0a50y2chzxxrQ0UFhN5OO/qGomUUuuWV1Sm6RW4hF5FD4IHuMA5ZNowdTw13QqeTh/A15PxSXquyT8GPiUg/3wvejunoESfI8+T2irDlOsiMmLOd1/fw7N6MMLcKxylmfybPoRrhpP1Pn7+sX1ObzoVued70aPoGcsuqOyzgCHrUgXWQQqWfThKvSALpRaVk1J16SruFxlNz8xRbhmevuybrTKdSj8o+y7K7exU2oCdcs5MvpzLcxzlGQ7I/vmLUhMYJGJHkameLmeb4CY8MccGjhqmPkfBFG6CmWGFjFsjY2OzpOj/20RubCaVRW4IRXGzGGNrgAAogGOODoABIARiVOwTyCm5y9LHglxsFsi08FYEkm3aW1VBs1w9e+BU117SlS3Lq85rjQZrIxSWlKvnTN0GLa+wRHILiiWnoEhbbmGx97pY8opwXEp1tcbC0nKtoeF7SiqqpKyyRonK7/B7F+oa5VJDs7Cmhlbw65RaN+NE9xbSzRMH13+AONybCaOv1AwTMwbgw7HhZmk+683BMVIZnoYphp3vh6D8Hr/L70NijAdKDqdrUDAZfWCU2XW3ObAFQL3UXLgkVaSuqmv1/sHBcMXBAyswpYGpYUsPtvYZ2BeWlImPKUJHLQ3PixVJWXOH9YEu1jfJpcZmXX+Fa2JkxHIAumggG332sh5Lv1y/5maecV82GoZDKCMTQnD1MbJjw9aEkd4wt3PsNd9hxhieIvim6PhtZzyu6zR7Zvnp1gC6ASurBHdKc3O7TruEK3Dm/CXHVRwNNhyFV0xvpl4LZcQ6SYprUYliqByFp4Xw1nGXY+O08rV4EFu+C2XKM2NtIOPqxYZmqWtqkaYWV+jOjDPFNTANlK0NWIKBJQu4JzhjEUa4ZJj6hheswIkGJ42ffm/nGOb2mu+Bp0SE4CmYGlf5fYzIlSvX5bKu7uxWyXaOjttrSJ1yMK1vUt7UXKxXrlaydH31eSmtrNZiVDB1esDpgAE8PSxNH9CrDkBfgGlJuXIWzsPViurzUnn+gi4kWXsRxxvD26xygw54mKvsNeRm85jxAFPuE56a8w23aD7fjLeGK9gGR8MNR/s7eh9TeAqeyAY8pTlMcchxdFgdF8NMuspxlXtQxzww66fmYp3OAK0A06rzqgdV/uGp6daADhjA1efpgK4N6NaiUuU3uML3Ab1aA1cvqmxcrGuS+oaWAKaD8q81Id1ufa3+/huKozmK5tAYpsZR68EqGC97/V2f8QzMNuF8m9yDp+nT/n5kxm0LorLf7WpFcRyc49gmdY0tqtNYzgLZRyYNTzhVXF6pe6IVlRlPy5SDaqsG5H5Qt+Jcq65F7wbwZHVh8OTZqJ2qqZXqC4Oyj+6pb2pVXcRiojrwHpgd5aK08NLwDE49w0+wpBkn6e0YfhpH/XIV37nh2P75x342KPjYzv++/d9l+wW7KZQcN23KjmMjFcCY4UB5+gQyJWfGA0PGGg3MpKIeh7AkBaUU65JHZqn01jbWQWiVZk254HQ0SWNTk+aX6+sbdH+juvp6oV2qq9Omr+vca47rGxoGGnlp3bunpVXDuHw3jUp9wnmsuMuMHUZm1Af1Uml+5YquFcCaErQb/YMOjaVNzGAgkAgjhDFygI1hZdgZaUy52ef+3/i4QkQbbWA0+D2aKToEE+PhHJ3AAoYBXA1TZqlwjxrCbm1TTMGVFCGYsF8P+NDAzHA1bOvqDGfXs7dXQ6M7n2fC9yieAWwV03b3HHXZ+85OxZTiVp45z541GFjgCsXmFppza4XY/fkjDXA1A2E40Qdjx2uEEWyDP+dZGK48IzhqOXi4ar/ruMoIGUfHOQdcqzMgRCAdV+EKfHVcbVe+ct+kCAawbXa8BatgXB22hufDPIXrPBdtzS3SDK7KV9ZbadffJK/OVg3dAUzBlWuEB+rQ4HwHptNzT9wfsDGbPQAABcBJREFUmHKvcBVFb8rMDIKPreFngxvDmt4+s2O+xwwHhp7f4LdQroNGBIfcNXC1dVp0NmUPUR0WMnOYKq4dpFycbLaReoW3zS1OBwTwNPlWvnpy7+sDzjFuw1VrYGuYtgR+h5A+DblRrjKN/rLTAWCK/kLeMIiGqRkQ+GTGAjyCMTX8DOPvwtU+N0yDeQquGC7TAU6nOmfHx1TrHDVazgruFB53CDjSVLcGZPUhHYBMD8FV9pMCU9MLpn+1H9CxjQ5buNvssEXf8LtOr7INgZN/eIoO4HrhgjmJ8Ib7Rd6DDfBQmBpWPrb+sfGUZ8H38d1wnwZPaT6etwNrM/XrIMdxVCOPAX0KR8k+cD/aWGW8s8th2kp60OlWJ7fN0tCIY+dk35d/H0vVrXXMxnM6AIwHed2gz0N1bEvLgOwjH8ZRAgaDeLqIDfzkviz1bANEMECP0gxPw9B64yW9OTbYf47tn/kD/ms7pvc/94/9c77P8d/VubEb50ZpptwABgIBGsQ0Epmig7Sm6EwoWWHXnB0b2VEbwGjEXnOMsqYRNrwaCMWSjqERrbA++Nhe27m6hkpgZWNnANwqsXjrN264ka3z4Pul/8agInOCF1iN9KPB1Ui5JzOOCAsEMhJBHBMyw4re8PN7+5z3DE/rfQVnQslvGp4QmGYG5MMPb8mNm05ZGLZgaM3eU0y9VYctJHu5j9VKHa6GH71/PIin264B4eK52HPit/gda4Yp7/Ncec11DhoIN8LgPrgvmikeXzgRTMPV8POxG+o9/3MTXjjKc4Kj1sDWfpfeYYoTeVsNCddK4558LN292b0OrkKKQqQZrmAazNOhXvMeUTjDVDkfWNgQ7PymeAawtutApszwmTNjuIKlccj46jvi4APvDMfg3rCk5zPreSZ8jy/3fL/JhhkQruPjj91K0FwjHLh5y62gCq7cg+HMMc3ul3sdwFNTXI57xsVgLI2zxlswpcFTbYHnY8/S564d89voBTDlWm0kjKwZpsZTeu7Zd8JNhg1Hw89/7R8bnrwHpvCd7/O5arianDie+ph+qNc6FJ4mj9wX9233aXr1CrgG+Gd4Gr6GZ/D78JS/4zscV68EXnvvBXQDelY56+kA9jyDpz6myCT3bY4i8mqyaz3Y+lz1sbVjw9McG5xvw9Mw9fHkGZrsc02Oo+DpomWmr+iNn3YMpuDpyz14wDnD0MfOeOm/55wUHJVB7PSZBL7D9ALfa4ud8rsslGsc5VpN/uEGMmhYgiMNboFJMJaGp4+fOSb0vG//7H3/tR3T+5/7x/453+f47+LccGN2g3Zsr02ITcEBpjVzcsyI+ArPiOQTm/dMYfw1AfaVoBHMlKMRz17buf6DN8Vvv2HKCbLb71tv18S107gXEw56mt0vPUJkRsPHyvDiPWv24O0zU3YQzxScr+TsdwxXrscENPh67brtfet53xka5xSBhWFjAm0YDoWtjyfHJkw8Rx9X+z2uLxhXrtu/PrsP44n1YMv9g6nhimCCk4+tfwyW/PPf4xhMEW7/+3yFZ8/VrpdronEfXKu9tvd83A1TwwAcOAZXa8FYDvWa9/xnYd9j389z43rsGvxjzvGvk8/sXuzejJ/GWR9T5BicvqsFc5XzfMNhuNp381sc89tcB8f0XJd/3dyLPW8fU86x+zZcjZ9gBFZ+G4qzpgPsGfD3xlewNczAlWO7NpMP+9w+Mw5wnXbN1ptsggM8CzYWhp/hOxRH+RswRX8Yntb7eNpvGl7GB3reC272OffHvRme1vu4GraGXTBP/fd9LE32+U5rvGfN3qM3PK33r5t7417B0Iww8m52hh4sTQeAp4+tHfM5f8/3mP6wHkwNT+OoYUrP9dg18bmdYxz+LjztXn08gzlqeNr7hid/Y43v8fGyY/teO8/e93E02fKvn/s1LK0HRxo4+XhybBw1LO09c0jsff+1HdP7n/vH/jnf5/h/A/hGLctWZu7HAAAAAElFTkSuQmCC)
AHA, 2020.
A figura do quarto elo representa oferecer um transporte rápido, de ambulância, até o hospital mais próximo.
A figura do primeiro elo significa que a criança deve ser transportada na cadeirinha ou no bebê conforto do automóvel de acordo com a faixa etária de cada criança.
A figura do terceiro elo corresponde as manobras de ressuscitação cardiopulmonar realizadas pelo socorrista o mais breve possível.
A figura do segundo elo corresponde as compressões cardíacas que deverão ser realizadas na metade superior do externo no caso de bebês e na metade inferior do esterno no caso de crianças.
A figura do quinto elo significa desfibrilação precoce na criança para restabelecer os batimentos cardíacos sincronizados.
As urgências e emergências são classificação em quatro níveis, para tanto, o socorrista deverá reconhecer a gravidade dos casos para promover ações de primeiros socorros para a vítima que irá ter a prioridade. Leia as assertivas a seguir e identifique as verdadeiras.
I. Ao identificar a vítima em risco de vida ou com perda funcional grave, temos a emergência de nível 1.
II. A urgência classificada em nível 2, a prioridade é moderada e o atendimento da vítima deve ser iniciado até 4 horas após sofrer o agravo.
III. Na urgência de nível 3, a prioridade é moderada pois ainda há risco de vida ou de perda de funcional grave.
IV. No nível 4, a prioridade é mínima e a vítima pode ser atendida em uma unidade de saúde.
Análise as alternativas a seguir e assinale a correta.
Apenas as assertivas I e II estão corretas.
Apenas as assertivas I e IV estão corretas.
Apenas as assertivas II e IV estão corretas.
Apenas as assertivas II, III e IV estão corretas.
Apenas as assertivas I, II e III estão corretas.
De acordo com Potter, a pressão arterial (PA) pode ser classificada em estágios. Assinale abaixo a alternativa que contém os valores relativos à pressão arterial sistólica (PAS) e a pressão arterial diastólica (PAD) para um adulto em crise hipertensiva, considerado uma situação de urgência que necessita de cuidados.
A PAS acima de 180 e a PAD abaixo de 100 mmHg.
A PAS acima de 140 e a PAD abaixo de 100 mmHg.
A PAS está entre 140 a 159 e PAD entre 90 a 99 mmHg.
A PAS acima de 180 e a PAD acima de 120 mmHg.
A PAS entre 70 a 120 e PAD 50 a 80 mmHg.
Na avaliação da cinemática do trauma, o socorrista deverá estabelecer a dinâmica dos acontecimentos e o mecanismo da lesão para que possa analisar a situação e prestar os primeiros socorros às vítimas com maior eficácia. Vamos imaginar uma colisão frontal de um automóvel contra um muro à 50 km/h (barreira estática). O veículo ficou com a frente muito amassada e o ocupante com ferimentos. Diante dessa situação, você como socorrista chegou até a cena do acidente e se perguntou “o que aconteceu”? Ao pensar na cinemática do trauma e nas condições do motorista analise as assertivas abaixo e assinale a alternativa que contém a resposta correta.
- Ao colidir com uma barreira física estática, a energia cinética permanece inalterada e as vítimas ocupantes do veículo tendem a sofrer apenas ferimentos leves.
- O socorrista analisa as circunstâncias presentes na cena com a finalidade de estabelecer correlação entre o acidente e os traumas sofridos pelo motorista.
- Os ferimentos encontrados no motorista do veículo não são resultados da influência da energia cinética ocorrido durante a colisão.
- O motorista pode apresentar ferimentos traumáticos localizados no tórax, abdome e coluna.
Apenas as assertivas 1 e 4 são verdadeiras.
Apenas as assertivas 2 e 3 são verdadeiras.
Apenas as assertivas 1, 2 e 3 são verdadeiras.
Apenas as assertivas 2 e 4 são verdadeiras.
Apenas as assertivas 1, 3 e 4 são verdadeiras.
O socorrista, na cena do acidente, deve se questionar se o local oferece segurança para si próprio, para a vítima e para terceiros. Desta forma, a segurança na cena do acidente deve ser prioridade, para que, se possa evitar novos acidentes e consequentemente mais vítimas a serem socorridas. Para tanto, a regra dos três Ss o ajudará a avaliar se o local é seguro. Leia as alternativas a seguir e assinale aquela que o socorrista deverá adotar na cena do acidente para manter a segurança do local.
O socorrista irá utilizar da “regra de situação” ao improvisar na cena do acidente os equipamentos de proteção individual para entrar em contato com os fluídos corporais da vítima.
O socorrista irá utilizar da “regra de situação” ao realizar o levantamento dos possíveis riscos à integridade física dos presentes na cena.
O socorrista irá utilizar da “regra de cena” ao levantar as possíveis causas que culminaram no acidente.
O socorrista irá utilizar da “regra de segurança” ao tomar o relato da vítima e das testemunhas sobre a análise da segurança local que antecedeu o acidente.
O socorrista irá utilizar da “regra de segurança” ao sinalizar corretamente a via onde ocorreu o acidente com cones e triângulo em uma distância segura da vítima.
As manobras corretas estão contidas nas afirmativas II e III apenas.
As manobras corretas estão contidas nas afirmativas III e IV apenas.
As manobras corretas estão contidas nas afirmativas II, III e IV apenas.
As manobras corretas estão contidas nas afirmativas I e IV apenas.
As manobras corretas estão contidas nas afirmativas I, II e III apenas.
Vamos imaginar que você combinou de encontrar uma colega de trabalho que está gravida de sete meses para almoçar. Durante o almoço, ela engasgou com um pedaço de mandioca, logo em seguida, ela levou as mãos ao redor do pescoço e apresentou tosse intensa. Você logo identificou que a sua colega estava com obstrução das vias aéreas e iniciou os procedimentos de primeiros socorros. Leia as assertivas abaixo e identifique as verdadeiras. Em seguida encontre a alternativa que contém as manobras corretas para serem realizadas para esse caso.
I- Realizar as manobras de Heimlich ao aplicar cinco compressões na linha média do abdome, entre a cicatriz umbilical e o processo xifoide.
II- Identificar a linha média do tórax, entre o manúbrio do esterno e o processo xifoide e, nesse ponto, aplicar as compressões para expelir o pedaço do alimento.
III- Posicionar a sua colega no chão, em decúbito dorsal, e aplicar cinco impulsos rápidos e vigorosos contra o seu abdome.
A manobra correta está contida na afirmativa II apenas.
A manobra correta está contida na afirmativa I apenas.
A manobra correta está contida na afirmativa III apenas.
As manobras corretas estão contidas nas afirmativas I, II e III apenas.
As manobras corretas estão contidas nas afirmativas I e III apenas.
A abertura das vias aéreas é um dos passos realizados pelos socorristas, pois segundo a American Heart Association (AHA) a queda da língua, em vítimas inconscientes, pode obstruir as vias aéreas e impedir que as ventilações sejam efetivas. Analise as assertivas a seguir e identifique as verdadeiras em relação a abertura das vias aéreas.
I- Uma das manobras realizadas para abrir as vias aéreas da vítima em PCR é conhecida como Head tilt Chin Lift, desta forma, ao aplicá-la, o socorrista inclina a cabeça da vítima para trás e eleva o seu queixo.
II- A manobra de Head tilt Chin Lift para a abertura das vias aéreas é amplamente utilizada nos casos em que a vítima sofreu uma PCR em decorrência de um traumatismo cranioencefálico.
III- A manobra Jaw Thrust, ou seja, inclinar a cabeça da vítima para trás e elevar o seu queixo é a mais recomendada para abertura das vias aéreas em vítimas com ausência de evidências de traumatismos na cabeça ou no pescoço.
IV- A manobra Jaw Thrust consiste em elevar a mandíbula da vítima, em PCR, com suspeita de trauma raquimedular.
Apenas as assertivas II e IV são verdadeiras.
As assertivas I e III são verdadeiras.
As assertivas I e II são verdadeiras.
As assertivas I e IV são verdadeiras.
Apenas as assertivas III e IV são verdadeiras.
As causas para a ocorrência de PCR em bebês e crianças são diferentes das causas encontradas em adultos, portanto, a corrente de sobrevivência infantil possui elos diferentes em relação à corrente aplicada em adultos. Cada um dos elos da corrente corresponde as ações que deverão ser realizadas pelo socorrista para que a criança ou o bebê tenha maiores chances de sobrevivência após sofrer uma PCR. Assinale a alternativa que contém a resposta certa de acordo com o significado de cada elo da corrente representada pela figura abaixo:
![](data:image/png;base64,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)
AHA, 2020.
A figura do quarto elo representa oferecer um transporte rápido, de ambulância, até o hospital mais próximo.
A figura do primeiro elo significa que a criança deve ser transportada na cadeirinha ou no bebê conforto do automóvel de acordo com a faixa etária de cada criança.
A figura do terceiro elo corresponde as manobras de ressuscitação cardiopulmonar realizadas pelo socorrista o mais breve possível.
A figura do segundo elo corresponde as compressões cardíacas que deverão ser realizadas na metade superior do externo no caso de bebês e na metade inferior do esterno no caso de crianças.
A figura do quinto elo significa desfibrilação precoce na criança para restabelecer os batimentos cardíacos sincronizados.
As urgências e emergências são classificação em quatro níveis, para tanto, o socorrista deverá reconhecer a gravidade dos casos para promover ações de primeiros socorros para a vítima que irá ter a prioridade. Leia as assertivas a seguir e identifique as verdadeiras.
I. Ao identificar a vítima em risco de vida ou com perda funcional grave, temos a emergência de nível 1.
II. A urgência classificada em nível 2, a prioridade é moderada e o atendimento da vítima deve ser iniciado até 4 horas após sofrer o agravo.
III. Na urgência de nível 3, a prioridade é moderada pois ainda há risco de vida ou de perda de funcional grave.
IV. No nível 4, a prioridade é mínima e a vítima pode ser atendida em uma unidade de saúde.
Análise as alternativas a seguir e assinale a correta.
Apenas as assertivas I e II estão corretas.
Apenas as assertivas I e IV estão corretas.
Apenas as assertivas II e IV estão corretas.
Apenas as assertivas II, III e IV estão corretas.
Apenas as assertivas I, II e III estão corretas.
De acordo com Potter, a pressão arterial (PA) pode ser classificada em estágios. Assinale abaixo a alternativa que contém os valores relativos à pressão arterial sistólica (PAS) e a pressão arterial diastólica (PAD) para um adulto em crise hipertensiva, considerado uma situação de urgência que necessita de cuidados.
A PAS acima de 180 e a PAD abaixo de 100 mmHg.
A PAS acima de 140 e a PAD abaixo de 100 mmHg.
A PAS está entre 140 a 159 e PAD entre 90 a 99 mmHg.
A PAS acima de 180 e a PAD acima de 120 mmHg.
A PAS entre 70 a 120 e PAD 50 a 80 mmHg.
Na avaliação da cinemática do trauma, o socorrista deverá estabelecer a dinâmica dos acontecimentos e o mecanismo da lesão para que possa analisar a situação e prestar os primeiros socorros às vítimas com maior eficácia. Vamos imaginar uma colisão frontal de um automóvel contra um muro à 50 km/h (barreira estática). O veículo ficou com a frente muito amassada e o ocupante com ferimentos. Diante dessa situação, você como socorrista chegou até a cena do acidente e se perguntou “o que aconteceu”? Ao pensar na cinemática do trauma e nas condições do motorista analise as assertivas abaixo e assinale a alternativa que contém a resposta correta.
- Ao colidir com uma barreira física estática, a energia cinética permanece inalterada e as vítimas ocupantes do veículo tendem a sofrer apenas ferimentos leves.
- O socorrista analisa as circunstâncias presentes na cena com a finalidade de estabelecer correlação entre o acidente e os traumas sofridos pelo motorista.
- Os ferimentos encontrados no motorista do veículo não são resultados da influência da energia cinética ocorrido durante a colisão.
- O motorista pode apresentar ferimentos traumáticos localizados no tórax, abdome e coluna.
Apenas as assertivas 1 e 4 são verdadeiras.
Apenas as assertivas 2 e 3 são verdadeiras.
Apenas as assertivas 1, 2 e 3 são verdadeiras.
Apenas as assertivas 2 e 4 são verdadeiras.
Apenas as assertivas 1, 3 e 4 são verdadeiras.
O socorrista, na cena do acidente, deve se questionar se o local oferece segurança para si próprio, para a vítima e para terceiros. Desta forma, a segurança na cena do acidente deve ser prioridade, para que, se possa evitar novos acidentes e consequentemente mais vítimas a serem socorridas. Para tanto, a regra dos três Ss o ajudará a avaliar se o local é seguro. Leia as alternativas a seguir e assinale aquela que o socorrista deverá adotar na cena do acidente para manter a segurança do local.
O socorrista irá utilizar da “regra de situação” ao improvisar na cena do acidente os equipamentos de proteção individual para entrar em contato com os fluídos corporais da vítima.
O socorrista irá utilizar da “regra de situação” ao realizar o levantamento dos possíveis riscos à integridade física dos presentes na cena.
O socorrista irá utilizar da “regra de cena” ao levantar as possíveis causas que culminaram no acidente.
O socorrista irá utilizar da “regra de segurança” ao tomar o relato da vítima e das testemunhas sobre a análise da segurança local que antecedeu o acidente.
O socorrista irá utilizar da “regra de segurança” ao sinalizar corretamente a via onde ocorreu o acidente com cones e triângulo em uma distância segura da vítima.
A manobra correta está contida na afirmativa II apenas.
A manobra correta está contida na afirmativa I apenas.
A manobra correta está contida na afirmativa III apenas.
As manobras corretas estão contidas nas afirmativas I, II e III apenas.
As manobras corretas estão contidas nas afirmativas I e III apenas.
A abertura das vias aéreas é um dos passos realizados pelos socorristas, pois segundo a American Heart Association (AHA) a queda da língua, em vítimas inconscientes, pode obstruir as vias aéreas e impedir que as ventilações sejam efetivas. Analise as assertivas a seguir e identifique as verdadeiras em relação a abertura das vias aéreas.
I- Uma das manobras realizadas para abrir as vias aéreas da vítima em PCR é conhecida como Head tilt Chin Lift, desta forma, ao aplicá-la, o socorrista inclina a cabeça da vítima para trás e eleva o seu queixo.
II- A manobra de Head tilt Chin Lift para a abertura das vias aéreas é amplamente utilizada nos casos em que a vítima sofreu uma PCR em decorrência de um traumatismo cranioencefálico.
III- A manobra Jaw Thrust, ou seja, inclinar a cabeça da vítima para trás e elevar o seu queixo é a mais recomendada para abertura das vias aéreas em vítimas com ausência de evidências de traumatismos na cabeça ou no pescoço.
IV- A manobra Jaw Thrust consiste em elevar a mandíbula da vítima, em PCR, com suspeita de trauma raquimedular.
Apenas as assertivas II e IV são verdadeiras.
As assertivas I e III são verdadeiras.
As assertivas I e II são verdadeiras.
As assertivas I e IV são verdadeiras.
Apenas as assertivas III e IV são verdadeiras.
As causas para a ocorrência de PCR em bebês e crianças são diferentes das causas encontradas em adultos, portanto, a corrente de sobrevivência infantil possui elos diferentes em relação à corrente aplicada em adultos. Cada um dos elos da corrente corresponde as ações que deverão ser realizadas pelo socorrista para que a criança ou o bebê tenha maiores chances de sobrevivência após sofrer uma PCR. Assinale a alternativa que contém a resposta certa de acordo com o significado de cada elo da corrente representada pela figura abaixo:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjcAAABpCAYAAADGMwIAAAAgAElEQVR4Aey9BXSWx9Y2/K13nVOj7qXFve2xnp5TNO6CuxMsQIihKdDixB0vpWiLBuJGcI27YQVqtKXUvde/rnmyw3TWk5Bz1vpe+b/3WevOzJ69Z99zX/eePXvkefJ/0MTnt99+a+SYeWu0lDE18yYtinVZlulyQv/666+qXGR1GT0v8rpuyVvjiT7h6bp0nskXmik/zckKz9TdULWxvtAir9OSZ6rz9bzOa+peUm5NVsqY8qPrlry1+qasTou81FeK76K7OVldd3O6TF5z7WhKVu5l8ltCm8/QEl2iV2Sba7PwTFmhRZfZDqGlvtBST6elTHSZtMi2RJfI3k2X8HV5yVu7j7RJeE3Rpl6RF90mX9cjslJmTVZ4pqzQch+hRb45XSbPrCu06Dblm6OFx1Svr+d1XnP3El1SV2SlvsmXcpFvjm+Np9fX+Xpe163nzbrCYyofM2+NljKm1vLmff4V3Xpda7r1Ml2vlEt9kyd8pmZeaKlr0qaultD6fXR5Pd/UfSij19fzUr+l6f9pSrCpm5s3E1rkhdYbaY2n86UNIqfTUiZ6TVr06KmZN+m76RI+6/FjjW5gWeWZbTRpqSu6hW7uPiLblC6p2xzfvI/Iim6TL+Wiuzm+yRPdLanbElm9Lea9muM1p9vUI7Kiz+S3hDaftyW6RK/ISjtMXS2hRVdTstZ0i6zwpB2iy6RNeaFFzhp9N13Ct1aXZbpua7JN8U3ZluiSNois6DZ1tYT+d3SZes12CC26TfnmaOEx1evreZ3X3L1El9QVWalv8qVc5JvjW+Pp9XW+ntd163mzrvCYysfMW6OljKm1vHmff0W3Xteabr1M1yvlUt/kCZ+pmRda6pq0qasltH4fXV7PN3Ufyuj19bzUb2n6v8FNE2Ca4Ju0AGyCr9OSl7pCS12mwpO8SZuywjd1Cd0cX3SZsnJvky/lIt8c3+Q11w6TZ9KmrpbQTbWxOd2mXpFluZlvKU05XbYluqQdIiv1TV0toUVXU7LWdIus8KQdosukTXmhRc4afTddwrdWl2W6bmuyTfFN2ZbokjaIrOg2dbWE/nd0mXrNdggtuk355mjhMdXr63md19y9RJfUFVmpb/KlXOSb41vj6fV1vp7Xdet5s67wmMrHzFujpYyptbx5n39Ft17Xmm69TNcr5VLf5AmfqZkXWuqatKmrJbR+H11ezzd1H8ro9fW81G9p+r/BTRNgmuCbtABsgq/Tkpe6QktdpsKTvEmbssI3dQndHF90mbJyb5Mv5SLfHN/kNdcOk2fSpq6W0E21sTndpl6RZbmZbylNOV22JbqkHSIr9U1dLaFFV1Oy1nSLrPCkHaLLpE15oUXOGn03XcK3Vpdlum5rsk3xTdmW6JI2iKzoNnW1hP53dJl6zXYILbpN+eZo4THV6+t5ndfcvUSX1BVZqW/ypVzkm+Nb4+n1db6e13XrebOu8JjKx8xbo6WMqbW8eZ9/Rbde15puvUzXK+VS3+QJn6mZF1rqmrSpqyW0fh9dXs83dR/K6PX1vNRvafq/wU0TYJrgm7QAbIKv05KXukJLXabCk7xJm7LCN3UJ3RxfdJmycm+TL+Ui3xzf5DXXDpNn0qaultBNtbE53aZekWW5mW8pTTldtiW6pB0iK/VNXS2hRVdTstZ0i6zwpB2iy6RNeaFFzhp9N13Ct1aXZbpua7JN8U3ZluiSNois6DZ1tYT+d3SZes12CC26TfnmaOEx1evreZ3X3L1El9QVWalv8qVc5JvjW+Pp9XW+ntd163mzrvCYysfMW6OljKm1vHmff0W3Xteabr1M1yvlUt/kCZ+pmRda6pq0qasltH4fXV7PN3Ufyuj19bzUb2n6v8FNE2Ca4Ju0AGyCr9OSl7pCS12mwpO8SZuywjd1Cd0cX3SZsnJvky/lIt8c3+Q11w6TZ9KmrpbQTbWxOd2mXpFluZlvKU05XbYluqQdIiv1TV0toUVXU7LWdIus8KQdosukTXmhRc4afTddwrdWl2W6bmuyTfFN2ZbokjaIrOg2dbWE/nd0mXrNdggtuk355mjhMdXr63md19y9RJfUFVmpb/KlXOSb41vj6fV1vp7Xdet5s67wmMrHzFujpYyptbx5n39Ft17Xmm69TNcr5VLf5AmfqZkXWuqatKmrJbR+H11ezzd1H8ro9fW81G9p+r/BTRNgmuCbtABsgq/Tkpe6QktdpsKTvEmbssI3dQndHF90mbJyb5Mv5SLfHN/kNdcOk2fSpq6W0E21sTndpl6RZbmZbylNOV22JbqkHSIr9U1dLaFFV1Oy1nSLrPCkHaLLpE15oUXOGn03XcK3Vpdlum5rsk3xTdmW6JI2iKzoNnW1hP53dJl6zXYILbpN+eZo4THV6+t5ndfcvUSX1BVZqW/ypVzkm+Nb4+n1db6e13XrebOu8JjKx8xbo6WMqbW8eZ9/Rbde15puvUzXK+VS3+QJn6mZF1rqmrSpqyW0fh9dXs83dR/K6PX1vNRvafq/wU0TYJrgm7QAbIKv05KXukJLXabCk7xJm7LCN3UJ3RxfdJmycm+TL+Ui3xzf5DXXDpNn0qaultBNtbE53aZekWW5mW8pTTldtiW6pB0iK/VNXS2hRVdTstZ0i6zwpB2iy6RNeaFFzhp9N13Ct1aXZbpua7JN8U3ZluiSNois6DZ1tYT+d3SZes12CC26TfnmaOEx1evreZ3X3L1El9QVWalv8qVc5JvjW+Pp9XW+ntd163mzrvCYysfMW6OljKm1vHmff0W3Xteabr1M1yvlUt/kCZ+pmRda6pq0qasltH4fXV7PN3Ufyuj19bzUb2n6/2xw01KATLCFlvom+DoteaZST/J6fT2v8/W8WZ88nS+0lAmt69bzLeHr9xS9epmZF/3Npfp9JS+6hZb6/wrdlGxzus37iCzLzXxLacrpsi3RJe0QWalvTZcua+alnqlHp0VG1y154Ym8rt/kSR2RFb6Um/TddAlf6ut6m9Kly+ryui49b8oLz1pqykobKGuN1xRfZE2+3FP4Oq3nrfFFV3O8ptopuk1+U7qau5foMutKubVUZEVvS9shuqS+Tut5na/nm7qP2Q5Tl0mLvK5bz5v30evredFjyosunS/1mkp1WTMv+lpyH11W5OWe1njW7iX1dJ6UNadLeCIr9c376nJ3y/8/E9zoQAhg/IFAXr/88ou6JC8/HKjXaSovuoSv05Jnyo/QIitlQpt8qWeNb01WL9PzTd1H12/mhRY9QktbmkoFQ2Jq5kVXU3VN/r9CNyXLcn6s8aUdwhNZkTf5LaFFl8i2RJcuq+dFl6S6nRJbufQ6TeVFB1N+hNbzwpMyJdjwx+RZqy/1muKJPmu6dJ7wRY9JW5PV7y385lLqFPxMOyUt925Kh7TJ2n31upI35UWv8HVaz1vji67meE21S3Sb/KZ0NXUva3pMPIUWXyD31Oua+abaIXLW+CavqTbrdSUvstRh5q3RUsbUWl70CE9vm543+cKTVPiCIVPBUVLKyCX19FR4oktoykheeHqZ6Lgbrym+6BY9oltok6/rEVkpM2VFR0vS/18FNwIMUxrDzz//jB9++AHffPMNbn95G7du3cLnn3+OTz/9FB999BE+/PBDfPDBB7hx44a6VP76dVX28Ucf4ZNPPlGyrHP79m18/fXX+O677/Djjz8q/QKwvAi5v9DyYkxa6om80CKv05IX2aZ0Sd3m+KLLlBXdJl+nRYYd66efflI4fP31VwoX4vPZZ58pvARXYvp7bG/AxPSLL77AV19/he+//x4//fQjfvnl58ZOJ/eTNggtz2fS8kwiL7TIC63z9XxL+Ka8NdrUQxlpg+RFhqk4LdrUt99+q2yMtmbB9NNGTC02ev2Ond64gevXrysb/uTjj3Hz5k31Dojpl19+ie+++1a9J74vy/1/7wilDWab9GeSvMgILXUteu84SpETvk5LXSkTWpcVnqnXpJuqq5cTV9opbYv9lpgQG9rpp5/exMcff9zY/y12egfbDz/4QPFv3vxEvQe+j6+++kq9H/oT2in1y+dfeQbWkeeRvEmbek2+0Ewl35Quky+6TfmmdEl9pvSnet//8svbjZh+8snHjT71xg1iafGjxPbatWsWn9pgp59//pmqx3dCm7f0/58UpmY7iLO0wWyz0PJMUlfkhTb5Us8a35qsNXm9rp7XZUWXlAlNefmIndKuiAXt7PbtL9S4w/GH/pQYii8VW2XK8Ys+lXZKu+b4JphSH9+Vbqd6O6TNelukTNp2N15TfFOPfl/Jm3Xlnibfmi5dtrn8/+jgRn8wgsAXSuPgS/74409w7dp1XLlyBRcvXkJdXR1qa2vVVV1dg+rqajBlGdOamjv5yqoqVFVVo7KyEpWVVeoiLfKXLl1WAwuNjw6TRsmOr78w/SVJubUXJTxdXp5L55l8U5fQUkdoa7qEp8uanUDux+dicEhMP/nkJm7c+ADvv/8+Ll68iNraOtTU1KqLOKq8wpjlNaipJa61qK6pQXVNNaqqq0FsKzRc+R7q6y+q98T3xUHn1udf4JtvLJhK+6U90maTlmcSeaFFXmidr+dbwjflrdG6Hrm3yElKp3MH009w44MPcPUqMb2E+vp61Dba6h18iZNgXaOwrlE2WlVVZcG0grZqsVfaKu398uXLamD56KOP1SD91Vdfq8Cc7dIHDWmz3l49z3brtCkvtMhZo+XZRUZoXVZ4LNPzJq3XlbzYKfsjAz06ftrppUvs+/UKD8HPYqvs7+ITLHaqbLamFsRULvZ/4smL8tRHvR9++JEaUBg40e9IG812s1zHWvjSbvLNuibP5Attra7w5D4mLbqFL23T5URGx5QTQg6o779/TdmpBbu6RlzFN9ZpPkH1/9raxn7P/q/8aAOeUoe+hPZP/bwPg0liKm2T9kib9baaedJSpufNusITWeHLvYRv0iKv8/W86BE5vT7znGxwgswgRCbZDP4uX76i/KDYpMKmxjJeSX9nGTGtbvC5tFf6U170D2KztG+OUcSUkyKOU7dvf6kw5TuVj7Rb2iq0ztfzIscya7LCN3ki35wu4Ylsc7p02eby/+OCG3kYPjwHCQYWnOWyY1y9elUZSH39JdTWcPC9iLraS6ivu4z6uku4WH8ZF+uvKJrppYtXFU0Zkautv4zq+ouorruEqtqLqKm5iOrqOlRX1aqrsqIa5WWVqCivQmWFZYChMXEgoUNlx+RMhEYkL7m5FyU886UKLc8rtMiLbuEL3Ry/KVldNzsf209MzQGitqbegmtNA671FlyJ78WLDXheJL4cpC+h5uJl1NTLdQk1CtN6VNbUK0wrK2tRWVmjcKwoJ65VYEqsORBxIGHnZGBFhyAzEf1Zm3tekdOfT8dAz+uyIm/yW0KbeuigaQt01rQNzsRop7QXS4BYi7raixb7VHZ6x1YVrvVXcPnSVWWrdbWXUVd32YJrA7a00+q6i8pWK2vqUKVstQ5VFTUKT8G0qrIGNdUXUV/PwPxaI6ZsG9tofgRXKddpeUYpE5qykrfGa06XzjPrCs12Sltpp1zt4iBBTDlA0F4YHDKwU5OZmnqLLTbgSuz4/JcuXmn0AxbfYMG1ljbL/t+Ap973iV9Vg72Wl1cpH8Bgsra2Rt2T92dQxaCV7bqzYmZZRZZnEIysPW9TPLOu0EwlL3XvRst9RV7wZD3BlBNEDoiWQZc+0+JL2f/FT9axjzfgWV/3e59af/GKpd/TRsVO6y9a+n9dvfKpNQ0+lT70Tt+3+FQO4uwbDCIFU7FT/fnkGeSZyJNLeLq8NZ7JN3WZtMhb06XLElfKEFOZzPBZ6M/Y//l8yk6VT61XYxXxZB9X/rNO/CnHqKsKa2JOPKvrL4PjVE39JVTV1aOqltdF1ffpT5WdKlwtdlpeXg3izSCf9+a75TvW7VR/Lv059LzIsEx/fpM2ecJvTpfwRFbuZU2XLttc/n9McCMPQSOnA2HUyxdFhyaGwiCjro4DBQ2ExvG+uq5cvo6rV26oi3mW19ZcRnVVPaoq61BRXoPy0mqVllXUoKyqFhUcgDl413NgeV/p0+uwHgfniopKVFRUqKu8vFyljKLpGLhUyLayzfKRl2aNNl+kNVkpsyarl+l53kvqSV6cGml2QLaTAQ07HwdefZCwDBb1akC4fOna73AlnrzYAdkxOYASz4qKGpRW1aKksholFdUK00p2QHZMDtaXr+Fi3Z06fBeVFbWqLh1eeXklysrKUF5eplLOSvi+xdnpg4c8k/mMOgZ6XuSZ8iM8s34Du5HfHC3OTGRIM0hkYCaYip0ST+IrF7G7dPGawvHqZYud0l5pd3W1V1BTfUnZqrLT8mqUVlpslHZaXl2HKuX0rihc6y812Gr1JWXbyk4rahW25WXVKCmtaMC1XM32uLIpzo6YykfHgmU6beIltMhZo0WvyAitywqPZZLXcWWeQS5XZxh4i50KjnpKrC+pwNCCq8VOLZjSN9TWWPARmyM2ZRXVymaJaaUK0C0+RGybdcRnVBFTtVJWAfZ7i61a+j/vzRVIBl4SkMvzynMJbe35TZ7gIXWFtlZXeKasTusyxFQCb7aZ9kAcLX3eEiRyomIJYBgUXsXlS5Y+//7VD5RPFf/Ivk98yitrUFxepfo9bbW08o6dsv/X1Vv0qP7f4If5HsRWxacKpsRZx5SDsjyDpNaejzxrfGuyUsaUn6bqij6dr+elLjGVwFsPZrjaIv3/4qVLuFRvCV6IK/v+lYb+Lz5VbM7S92tQUsHL4k/La+pBn8pxqu7y+6jnOMUJUIMfJp5VFXWq7xNf+lTaKi9iWldXqxYF6KPoq+TZLAhY7/M6T5fXMdDzuryeN+sKj6leX8/rMi3J/7cObsSx8QEJPgManjNgQCMGIg5NZm1cjrOsyFxVDqy4uAJnTl9A3pETSE/LxqGkVOzbm4R3d+/Drp17sH3bbmx7Z1fj9c723di26z3s2rMfew8mIzk5HZkZuar+6VPnUVhQqgbg2upLlhlIjcXJ6QEOO2VJSYlyeAy4rl17Xw1ydHT6S5UXKS/KfJHWZKXMmqxepuebug87IAcKrnpxoBBM6UjkIr7MW3BlUHgJJcUVOHumAMeOnkJWVh5SUzJxYP9h7HnvAHbv2osd29/F1nd2Ysu2XXh7O6/d2L57D3a+tw/v7U/CweQ0pKVn40j2MZw8cRYFF0oUpnSMMnhUVsq2YAUqGjpkSWkJSktLGwdlBmMc7Bg8WntevUzPN4UHZeRj5ltCU4aOVzAlbmKfep62KpfCvfYSykqqcP5cIY7mnURmxhGkJGfg4IFkhSltlZi+s3Un3nlnF7YqTHfhnZ3v/Q7TlMwcZOcexcnjFkw5YAumHHgsAXm1CsCJowSOtFXaLwc29jGuhrLv6R9rzy9lTM28Sd9Nl/B1XSwjzffLmSZXaIgX+5TYpdgp8bTYqQVb8rm6mn++WNlYTvZRZadJB1Owd89B1f8bMdVwfWfnu9jx7l7s3nsABw4kq/fAuieOn8GF80UoK61SOFZX1TVsBVi2A83+T3w5gFy6ZAl0iCnP6sgzNfe8Jk+wlLpCW8NKeKasSRNTDr4S0Oh9X3xpI7YXuXrD1YMraqDMv1Cs8MjNOYa01Cxlp3vfO6j8qer729j3d6q+v3WHxZ9ub8B036EUpKRmITsrD8ePnVY2T3/Cwbe6isFRXeN2KzEtKy1FWRkvi0/lwMx2sd2ckJkBuY6JnjefX3gmXpTjR/gNZCMt8tb4xJTblJwsSECj26nY6B07tUzC+ewF+SWNdspxinb63rv7lT/dueM9NU69o3zqTmzZzr5/x073JSXjUFoGMrOP4PjRUzh3pkD5aPZ9CTj1vq9wLStTvlTGKbaTkzCuLss4pT+jnm8OH2s8KTOx1GnJi2xTOOtyd8v/twpuJJiRRtNwaSw0ZBoLOyAvGocYDR0yjYbl7ADnL+Qj7+hJJB/m4HAYB/cl4dDBFKSlZCI78wiO5B5TnYqByulT53Di+GkczTuOzIwcHDxwCDt2vYdNb29DwrpNiE1ch8ioOESExyImOhHr1m7Gpo1b1SDDAIn6zp49j9KyMrWCI3ue5eyUNJ6ychXkFBeXoLysHPUNnZIDsv6s8iL1MnnJgoXQItuUsVnj67LM8/5cAZFZmmBJHHlxAJFghw66sLAQx44dR2pqJvbuS8K+fUlISkpRg4VgevLEaZw+fRanTp3FiROncfTYSWTmHMGBQ8nYsfs9bNqyVWEaHbcWETHxCIuMRlR0LOIT1mHDxrfw9tvbsee9/UhPy8Lpk+dRUlKuzuaoffrqapUvL7PMkktLy0BMiTG3rziLp53QuciHWOp46hgIliIrPKbyMfMmTd3yYV6Cb9op8dQHC9orsb6DaZXC9MSJE0hPz0BSUjL27z+EAwymUxhM5yA7Ow/Hjp7EqZNnceb0eZUeyzuB7OwjOJSchl3v7sVbW7dh3YbNiE1cj6jYRIRHxyE8Jg7xiQ2Ybt2O997brwag0yfPoaiwzLKd2nCmjDNksdWSklIUFRWDKWeXdHQMKIipjiOf2cRL6LvxBC8TS5MWOQaKXP3kKigxtKzMWvq/bqfEu7q6CqUlpTh16jQyM7Nw8GAS9u49iIMHUywTlMwcMEhhQM5+T0xPHj+NY0dPIDfnKFJSMrD7vf3Y8s4OJK7fhNiE9YiOjEdEeAyiIuOQmLABGzZuwZa3t2PXzr04fDgNR48dQ0FhIcrLK9S5EtpqRWUVytRKjmU1RzDlVgvPlPHsw08/3bFTHTvBT55feCY+QgvflDdpkWc53yeDb04SdUzFB4idWjCtRnFxMU6eOoP0rCM4cDAF+/cn4cD+Q0hOSkNGejZyG+z09KmzOHvmvOr/x46fQnbeUSSnZeDdfQcUpus2bkFc4gZEqr4fg4ioOMTFr8f6DW9jy5ZtKjA6lJSGo3mnUFBQpDCtbDz7WKWC7zLlT8ssdlpcos6Y8AwQn0dWcwQTprRbvZ8KjzhInql8zLw1WsqYSp6YMlBkn5GxSMYpsVMZp9i3GFCcOXMGWZlZ4DMf2G/p/4cOpaoJeE52Ho7mncDJE2eUrRJbjlNHjhxDakY29hw4qCY46zdtQXziBtCnhkXGIjwqBrHxiVi3YRM2v7UVO3a+h4NJKcjNPYb888S00nLmqbrG4k/LK0BfasG1VL1rBj5sMyeO+mqO/rw6fjp2gocpK/LWZE2e0M3pEj13S//bBDd8GDFECWo4aBFoPZhhp+MgQWOhsysqKsKpU6eQk5ODjIwM5Bw5gnMF+airr8dnn32KH7//Dr/9+hN+/vknfPf9d/ji9pf45OaneP/addRdvKgOu1ZW8CWXoqS4GIXFRThfkI/jJ08hNSMTu/buw+Z3tmPjlm1IXPcWomMTERUdj+joBMTGrEdcwnps3LIVe/YnISfvGM7lF6GkvAoV1XUo45JsaSXKSitRUlyO4qJSlJaWoKamWq2W6DMPeX55qfKS9RdInvD1vMjqZXqefGLKoIazCmJHHPUOSJwlgKRDY+fLzc1Feno6srOzce7cORVIfPzJJ/j2+2/x82+/4Odff8F333+P2198iZsf38T1D26g/vJFVNdWo7yyAqXlZSgquYPpydNnkJGdgz37D2Dr9h3Y/PYWrFu/EXEK0xhExkQjJjYBCXEbsW7DFrV6lpl7FGfzCxWOlmXrGoUnMS0tqUBxEWd0XGatUoMgnQyfVZ6fqY6PIhqcm54Xeb1Mz4seloks7dUapsRWnBptlfZLh0YMjx49isyMbGRnHVEBC7fgPvr4Y3z3w3f4Bb/gZ/yCb3/6Hl989QVufvqJ+tbJpSuXUVNXi/KKcpTQTktKUFJSjIKCfJw+fRpZObnYe+Ag3t61Cxve2YrEDZsQE5uI6KgEdcXFrkVC3HpsWL8Zu3bvRWZOHs6cL0BhaQUqq7hl1YBpWRVKSohnsXJ0nCXz3IOJKZ9bMNDx0POCly6n46nnRZZl1M2Bis5VDxSJoVwyULB9jZhmZiIjPQunTpxRA+O165bg7Neff8Vvv/6G73/8AV/yLMnNT3GDW1pXr6ogrrKiHGXlllWBouJiFBQV4czZc8g5koekg4exa+duvLX1HazbzCCSfT8WUVGxiKYPiEtUgdC2Xe8iJT0LJ86cQ1FpBcq5rV1lOfNUVkI7tfR/+gCu/Fyqfx+ffXqr8dCs+D3Bz8RGx0fHU89LXWuyLBNM+T6Jox58iz8lrpzMnD9/HseOHUNmZiayMjOVLyymLVy/hq+/+hK/NnxbjDq//vpb3PzsM9z48AauXL2C2vo6VFRWoKS8FEWlxSguLUZ+USHOnDuPnCNHcSDpELa/+y7e2rYd6ze/jdj4DYiITVATnqiYtYiJXY+EtRuxdccuHE7LwInT51BcXN6wZVWn8OM5MvZ/ButFRVzVsazmMBDmarRgQFxNbIXHVC4dbz0vsjq2ehlXOLjSwaCGmLLfi40yJZ68GDAQ0+PHjytfynGK+DIYv3b1Or68zYnZL/jlt1/xw88/4atvv8YXt27j448+wdVr76P2Yh0qqipQwtWrshIUlRQhv6gA585fQF7eCRxKSVMruJu3bce6zVsQv24jouPWISI6HpExCYiNX4e1azfh7Xd2ICk5DcdOnUFBMSeP3AqsRSWPZRDThtUx+n+OhxxfuZJLTImj/uzWsBO+yRP8msNWeCLbnC5dtrn8f5vgho0kgBzwOQBzcJAOKIMFy3jRqZ08eVIZyKmTJ1WAw9kdl37l8+PP3+PKh9dwuvg8DuckY+t72xG7PgHLV6/C/PkLMGPGTEyc6IPxYydi/KiJGDNiPMaOmIBxYyZgks9k+E6fgTnBc7B02QqsCg/HivBQLFm5DG8uX4E1oRGIiotHTGICIuPYMRMQGhmjZs7rNm1RWy8clPOLuDRdC7WfX1qF0tIKNTNmQMbVEK70cEtI3waQl8rn0HgB0NMAACAASURBVPNCSxlTyes8Kdc7NY1TVmr0TigDMDsg28IgkZ2OKwoXLlxQQSTfh3wY0Hxw8yMUlZQgIycbO/bvRvymtVi+ejUWLHgds2YFYbKPL8aPm4zRI8crTMeNnIgJo30wedIU+PrOQHDwHLzxxlKErg5H2KpwrFy2CsuXrsCqNaGIjI1DTOJaRMavRXiMxeFFMthZvxnvvrtPbQ9y64bLuBVl7JDVauAoLqpQs7mCggJlG3TgdDr6So7gIs/SFHbN8XWerNQQO92hMU9cWU7ncPbsWYUpHRsxvXixHl99+bWoUuknn32A0spC5B3Lxr797yJx03qsCluNkNcXYPasWZg6xRfjxvlg9KgJGDVinMJ1/KhJmDRuCnynzkRQYCAWv7kYK8PXYE1EOFauCMPSpauwak0YomPikRC/HrExiYiJTlCBeVhUrFrteWfXe2p7kNstxFQFOWWWQJ8OjnbKi85Zx5S2Jc5OcBU8m6L1BxZZloke5vm+GNTwXuzzcumY0idwoMjLy1N2agm6a9S27y+4s5r2+e1bKK8uR+7xHOw9uA+b3tqEsPAwLFmyBAGBQZg6dTomjpuMcdL3R47HuLHjMWmSD6ZP90VgQCAWL1qE1atXYXV4GJatXoE3ly3HilWrEREThdjEeMQkrAPtMzQqFoIpt2EOpVoG5fKyGlSW16rzfAxqGOQUFZarLQgG5Hw+GZAFH8FGx1HKKCPlZt4azTJ9pUbHU8eU+fz8fDX40q/SZhnkcGDT73379meorKlE7sk8vHd4L9YR06goLH5jOQID5mPqlJmq748ZNUHZ6JgR4zBu1ARMHO+DqVOnwc9vNkJCFmHN6jCEh4Vj5cqVeHPpm1i2ciVCo2IQlZiIyMR4RMTGqYGZuEbFrcXWrTuQfDhdbduwz3OSw7SkuGHSWFyi/CkHZD4jfZ0EOdJ+wa0pWvBjyo/IN5CKFp/KlAG/rH7xnsSQQaL4VKb08ZzMsO9zEsJxi22TNlD3l9/cQt2lGpw5exJJhw9gy7YtiIiJxNI3lyEocC6mT/PDhAlTMHbsJIweYfGpY0dNwISxPpg6aTr8Z/kjZOEirFwdijVhUVixIgxvLluFZStXIzwiGpzYxMYxaLSs7K6JiFY2u3nrdiQlpaqVTNqlwrRcVsa5imsZo+gH2OfYbvo8wcAaPvJcJk/w1LEUWZMntPCt6RI9d0v/y4MbaaA5AMuMl0bCiwMFZ6xcCuaqAgfjTz7+RKqr9Natz3Hm7Gls3/Y2Vi1bhYAZczB6uA+8XAbD8TU32P/ZCfbdHeHQ2RF2nRxh09EOfdvaoV9be9i0tYdtOwfYdnCATUd72HV2gEMXJzj2cIXzX9zh+poHBrkMxugB4zBxhA98Jk2BX+BsvP7mm1gTGYOouEREx1u2XGhA3B7Y+NZWtSx+9ky+cmxqtaGUqzeWJcCiokLwoiPhKhVXAeSl8oH0vNBSZr50nZY8ZxZ0nhwspNNx0JU8jZbROoMZOjUOYmyHGDDvyd8HKiwqwI7du7A0LBQzA+dh9Khp8HYZAZee7rD/qzPsX3KGbVdH2HZ0gk17R/Rt56gwtW1jB7u2DrBr4wC79vaw7WQP+06OcOrmCqc/O8O5lzO8nD0xeOBAjB45BpMnTsUsf38seHMRVoaHq8CRuHIbKzIyTm0PbNywBfv3HcKpk+caZnGWAKe0hFtV+oBcrmZU33z7TeMAKtgJlkz5EbzuxqcsBwsewJMBWGa94tjo6Igj8aRT47u+9v41NXO23A3qa+5lZZXYt/+gCpT9g4MxdtwkDPQcAZc+/eH4N3fYvewMm+52sO1ir3Dt294B/do5oG872qqDxV7bO8Kugz3sutjCrrsdHF52gvOr7vB0HIAhg4Zi+OjhGOszHjNn+WNhyGKsWhWGqOg4ZavElYNHRGQs1iZuVOdQeK6EKzdsP9utZnKlloGjsLBA0Xzub775uhEzHT89L1gKtvLsIiM0+Vxp42DBCQptUwYK2ipx5cVD+hwgOFjQ8ZL3nTaZ+f6H71FZX4n9qQcRHROLhXMWw2fSdPTvPwzOtt5weNUdDi+5NvR9B9h2coBtewfYtnNUWNq0s0ff9rbo18FO9X/7Lo5w7OEAxz85w/UVD/S3GYpBHmMwbNgEjJo4CT5+MxG8MATLVoeqvs6+T0wZ5HCiE792ozovwbN+PFOiDoQ2BuPlKCouUc9BnPl8EoxbcPv9aqNgKdgJzVTyOo9l+gBMTKXPC56XuGpdXa186ZEjR1RwQ5nfTWZ++VmdGUpJT0H02ljMDQnBxMkzMaj/aHjYDIDTK26wf9ER9l2cYNfJRdlpvw7E0wG2bewbL5t2FkztOtGvOsL+RRfYv+ION5v+GOA5DKOHToTP2OmY5jsTgQvnYOlqBpDxDXa6FpERsQgPi1ZBOs/0ZGUeQXFhORg8csWBGPKiXXCCQz/AfsjxgCv2xIJXU1jptqjnTXnqID6ckIqd6jbKMv7kBYNvwZQ+lu9WPrT1y1cuIyMzAwnrEjBvcQgmTZmOIQNHKzycX3WF/Z8cYNvNAbZd6FOd0Y8+ta09+rWxg80L9Kn2cGjvBPv2DrDvYAv7Lg5w6OEMp7+7wt3OEwO8BmDwsMGYMHYcZk2diblz5uPNFasQFh2rxiixUx634MSHZ/ky0nNQWMitK8uBY+JZXFzU4FML1dhLTDmeyBYgcMf+iJXgpefluYVH2uTrPJNvyoq+lqT/JcGN/jDSCbkETaemOzaW8Tc/CgqLcPz4CeSfz8eHNz7Ajz/82PhsH332CU6cO43ouDj4+vph+OAx8LAdAIc/uYCDa9+n7dDzMVv0edAWdg/Yw+E+Jzje5wYnXg+4w6WVB9we8oTnI97wenQAPB7uD9eHvOH6oBfcHvaG20PecH7EHXaPO6LP07awed4e9p2d4PwXV3j180Z/j6EYPnwspvjOxILFi7EsLBQRcfGIjV+PyMh4RIXHIjF+A/bsOYhTp86D50Y4eDBQ4348DSo/v0ClDOA4c5UVBx2nu7100wh4BkWWS3VMOYDQwdEBnDh5CmfOnFXL/99qKzS3bt9CQWE+Nm/ejAD/QIweMRZejv3h9Bdn2HYgprbo+4gtbB+0g20re9jd7wjH+53hdL8LnB5wgXMrV7g96A7PVp7wfthbXR4PWbB0fcgLrg96w6WVJ5wedoPdY46wfdYR9p0c4PIXR3j2dccAt/4YNnQUJk+ZibkcQNasRnRUHBJi1yEqMh7hkXGIi1sHHrTjGQpuT5WVWTAlrjyPU1BQqDDl72pwJZAdUv/o2Ap2ZpnISzmDT87WZKam40rHRofA1a/Tp04pjPkO5HP76y/BA9Fbt76DeUELMW7YJHg7DYLdq07o19kWvZ/pi76PEVNH2DzkjH4POsHuQSfYP+isMHVq5QqXB93g/rAnvB7try73h7zg9qAHXB92g8sjrnB+1BWOj7rB4TEP2D/jCvt2LnD8kytc+nigv8tgDB8wCj6TpmFuyEIsW70a4dGxiOPqQ0QsIsNjER+7Dju27cLRo8cUhjyTwzM4YqvElLbKLUD+ds733/+gHk/wIyF5wUxowUFkhOZ74Zk6GSyY0j7Z969ceV9tMXEyc+LEMfXtDp6vkA8D18qaKuzdsw+LQhZjwhgfDHIdApdXPeDQzQ39nrNFn8f6wKaVDZzud4TTfa5wut9d9XtL33eFWyt3haHHw57weMQbbuz/D3qBduryiDucH3WD02PucHjcDfZPO8KhrQNcXnSG+2se8HAehMGDR2P8xKnwnzMPb6xaibDoaMsAwpXH8Di1Yrbl7W3IzjnScOapxrJNpbZTGThyQC5UgeP16zfw7bd3JjiCnWAp2AktfMFDyjnDltVvsVFiyoGYuPJ3ps6eP68mNZUVlfji1i1Rge9+/A419bXYe2A/Fi15AxPG+WCgxxA4veYGm6726PesDfo9bod+DzvC7gFHON3rBOf77tiocys3uLbygNeDXuj/cH8MeGQAPB+mP/VUF/0p7dblYXfYPuoAm6ftYdfOGY493OD2T2/0dxyMwf2Hq2B/dmAQlqxYhtCoSMTEJaijABFhPP8Yh7fe2qrO5/FwM+2UW1P0p7wY4NBO2R95JocByW+/WVb1BCPBTmjBVoAQvtCcKHIlixiy/4udCqaynXfi+AlUllfi888+a7znjz/9iIuXLyI57TBWLFsBn3GTMcR7KFz7uMK+uz36vWCLvk/Yoe/Dduj3kB1sHrKHbStHOLRygfMDrsqfujzoDtqo90Pe6vJ60BseD3ooP+v6sDtcHvaAyyOecH7cHXZPOcL2BXs4dLOH66su8LDzwgCvYRg9ZhJm+Qfj9aXLsYqYxicqP8rAMSoiDhs3bkZqaioK8gtQ0XAeh/2fY0V+fiHyL+QrX8Df5OFvZukBo46Xnhf8TJxNWuSY6vX1vC7Tkvx/WXDDRrMT0rGx44mxMC8dkbPFEydPorCwBJ/e/Byy6vzzTz+pswdvb9uOWX4B6O8+EM7/dIdtZ2f0e9Iefe+zRd97bWHPzscB4ZH+GPj4YAx/cjjGPDMW41pPwsQ2U+DTfhqmdJyBKR1mYlonP0zvPBvTOs/ClA4zMLn9dHX5tJuGCW18MLL1eAx+bjQGPT0c/R8fBI9H+sPlYU84POsGx25ucP6HG9wdvTBk+EjMmOWPN5asRExkgmVAjopHRGQ84hI4Q04CDzNzWZXbKfz2VVFhqUrzeV6npEQ5IHZI3Xju9tLFWBgYcQlRBgsdTzo2GYC5RXLjg4/wy53zdOBXEzlQhMx/HcO8h8HjNTc4drGHzZM26H1/P/S5zw52DzjBtZUrvB/2wsDHh2Do0yMw4tnRGPP8eExoMxk+7acqXCe398XUDjMxXeHqh6mdZsGn/XR1TWw7FRNfmIRxrcerugOJ6RND4PGoFxwfc4LDs45w6uwK1796wL2fJ4YMHoLpvrOwYOEShEdGK0cXGcUBOUYNHvxWQWOQU1qlZsrEtCC/GHR+PJdDJ89fVBZMBS8dV7NMeMSUQScdmTU75QoHg5pz586r1Ydffvmpse9dfP8K9h86iMWL38Sw/qPg1tcLjj1c0O8ZW/Rs1Qd97mXQbQfnh5zh9bA3Bj8yFEOeGo4Rz43GmDbjMb7dJIUp7XFKR19M7TgT0ztbbHVqx1mY3H6GBVfa6QuTMe65SRj9tA+GPj0W3k8Ogcfj/VVw7vi0K5w7ecD1r27wsHXDsEHDMXXaDMx7PQSrI0MRGx+vzpIQU54n2blzj/rmFlcdeDXaaWGpwpR0ff0V3Prii8Zf7BX8mFrLN4LSsB3F1RraJN+NYMs8y7gye/rUGXDVkz/y+OOPd7ZHP/zgI6Rn5qil91HDx8KDq10veaBfa3v0eagf+t5jC8c/uMLpXk5cvDDgkUEY/thwjH56LMa2nqRwmtRuKia3n4bJHaZjSgdfTOs0Q/X96V38MLmDr8KUMhPbTMbY5ydi9LPjMPKpkRik7HQAnDjhecoVjh3d4fxnL7j26Y+B3kPgM2kq5s1fgNWh4WrlITImDqHRkQiPjsbWt3eoQ808K8JtKuLKfGFBibJVfmOG2wOff3Ybv/CsUAOOgqXYo9DCF1xp2zwELpjSVomrDMA8zMotp9NnzqC6rlad85K6Nz+/qVYbuF00btQ4eNl4w+lPLuj3vAN6t7JBvz/Yw/5eS4DIwM/zsSEY9MQIjHpqDMY9NwHjX/CBBVP2cfb9WcqfKp/aqcGndmjwqW2mYPzzkzDyuXEY/MxIDHxqGLwfHwjnh73g+LgXnNq4wOUlJ7j3dsFAT2+M9ZmAwHnzsHzVGsRwhTw2BlHRUYiMjMJbm7ciKzNX2WdZaXUjnrTP/AsMHItQXVWjfpVaVhwEN0kFA8GVtPgJ5jlJkS0owZR+lauYnJBya5QBOIP+7775XtTh9lef4+TxE4iLjoPPOB94OnjD6a/u6NfOEb0esUHPe/ui7wM2cHjQCe4PeqL/I4Mx+IlhGP7sKIx6YSzGtpnQOE5N7jANUzv6qr7v22U2pnf2V/51cjviPQ2T2k7F+NaTMebZiRj2zEh4Pz0Ino8PgMsjXmpi7qgw9YRbzwHwchuM0RPHY/acYCxduQoxcQzCYxEVGYuIiBh1No/fgKXvLCur0jClnZaocv52Dr+92JLzOAREx7Y53EVW5E3ZRnBbkPlPCW6kHWIwbLAYDKNg6YAS1FRVVarBgsuMH3/8kVTHV99/i9zTxxEatQbjR05QhuLQ3gV2T9ig77294fAHe7jd5wHvRwdbBojWYzChrQ+mtvXFjPYz4dfRD/6dg+DfZT4Cuy1EULcFCOrO/BwEdZuL4O7zENhtgeIFdl+IoO4hCO42D4FdgxDQNQizuwRhVqdA+LafjWltZ8HneV+MfnoSBjwxHC6Pe8GltSecOnvB5W+eGOA2GON8JsJ/4QKsiYxCfFwCYqOiER4WpbYBkg6mKiOhgysuKrcYUGGJmnFw/5szAQYp8rU8gqC/aD0vPK4scLVGZhZqIL5yRXVCOjZ2QAY1XL1Bw0FbDsRFJaWIW7cBU32mwumfTrDr6Kii/77394bNH/vC7V43DGo1BMOfGIMxz03CpBemYGrbGfDtEIiZHYlJMGZ3mYeArg3YdVuocAzqMQ/BPeaBaVC3+QjoskBhT/wDusxBQJdA+HcJwKzO/pjZ0R/T2s/ChLaTMfL5MRj45GB4PuEJt+dc4d7RVa1wuLn2x/ix4zF3ThBCQ8NVYMOzJFx54PIqv+LLwZADh2XQYIBjcXJcKuZXn7ntJk5OcNPtUoyN+PLDAJydmIMuLwkWOYDImRrqpg1zyZkfnv0orS7H+o2b4Tt9Ntx69od9Fxf0ftYO/3ioL3rd2weODzjA6yEvDH18uBo4GZjQUU3v4IcZHQPh13ku/Lta7DG4e4jFLrsuRGBX2uw8dQV2n4vAbvMQ3C0EQeR1noeAzvPg12UuZnQJxvRO/pja3g+T28zAyNYT4f3MMLg9PgAeT/WHcwd3OP7FGR4OHhg1ZjRmB8/G0rBliIqNRTSD8fAYtV/Pr/czGBc75aDBi7jyrE5xSSk+/PCD351x0G1T8oIn8SH+egAuAaNgysGCW1D8tdsfvr+z4nbx6mVs3bkbQQEL4G7XH7Y9HGD/vB36PNQXff7YDzb3OsD9UU8MenIYRj49DhOfm4wpL0yDb9sZmNVhFmarvm+x04BuCxCg7HC+ZrcLEETb7Wqx04CuwQjoEoSAzoHw7xyo6s/sGIBpClNfTGjto/yM++P94fqMN1zb9YfrS57wsPHCiFEjMS1wmjqro758EL1WYcpzT/z5CX7l33LQWAIcYlqCc2cLlD94//3rjdvUgiGxayrPAJxbBsRSt1PaJcvoU4gpv7XFf81h+fyGSzeuYvve3ViwYD4GOw6Cczc3OD7nCNuHesPmD73hdo8LBrQaiAGPDsFwTmLaTsDEdlMwvf0szGzvh9kd/eHfOVj1a0v/X4CAbrTPuQikP+0+t8HPhjRiG9iVfT9IYTqrkz9mdg7AjA7+mNJ2JiY8Pw0jnhyjgh33pz3g1tYDrj084dVnIEYMHYlpftOwZNlyRPEQcnwsQqOiEBUVp37K40jucYUd/WmjnRYU48KFfHX+hX2Xk0ZrXziwhi3luAVNDImpxU4tK4ukORHl9jN9NYNK+Xzw2UfYn5SEkJAlGOI2FA4vOsDpBTfYPuSMnvfZweZ+Z7i36o/Bj47AyIaAe1KbaZjafiZmdGDfnwO/LnMa+v9CZZ/KZ3ab3+hPVd+nf+hisePAzhafOrtbMGZ2DcD0zrMwvaMfpradhfFtfDDk2RFqouP2lCdcX3CDezcPuPZ2x9DBwzDNdyoWLX0dUTGWPs9vB9Knvr1lu2W7qqBU4dqI6YUSXFCBY4EaazhJ0X2obqOCid7/Tb7Os/YeTL7ovFv6nxrcsDFiMHRk4tRoPKS5P3nu/DkV2HCQ/q3h67bf//Atzpw+jWVLVmJE/7Gwe8kZ/3yqD3o/YIO+f7SHwwPu8H58GIY/MwHjn5+KKW1nYFqHWZjRyR8BPYIx58/zMf/vryOk15t43WY5FjutwnKPcKzpH4PwQfGIGByP8MFxKg0dGIuVnpFY6haGxY4rEdJvKRb0XIz5f1+IeX+xDNQBXeZidid20HkI6DQffh3nYGq7WWrgH/rUaHg+MwD2bZzUzMfTYSDGjpiIBXMXIDI8HAlx6xq/Yrp501YcyTmu9o9VhyzkMjWXVPPVbIAH0oiDHh3Li9YNhHmZBRNT4ikX6cKCAtUJ2SH5P5z4oTMsqyhCTEQkJg6eDOc/eaDns73R85He6PNHGzje6waPRwdhyLNjMYarXG1mYAYdWid/+HULQsBf5iPo1RDM7bkEIf2W4w2nNVjmFobV3tEIU5gmIHJIvLrCB8ViTf9orPCIwBsuqxFitwzzei3B3Fdfx5y/LkTQy3Ph1yUQs7sEw78rO3YQ/DoHYkaHmZjQegKGPjkMXk94wqW1s9pb9rQfiGHDRiEgcA5CQyPVICwD8oZ1m9XXKdkRVYCTX2KZGRcWqL1wfsPo8uVLjYfPiZ3eMaXDsJwBOO1SHyzoIC9euqiWaunYGODIQfbf8Btq6moQn5CI8SN84Pp3D/R9vh96PdwPve61he0fXeD14BCMeHIsJjw3CVPaTodvh1kqYJ7dbS4C/jwfwQ2YLuy7DIvtVmKZcxhWeUUhbGAsIgYnNFzxCB8Uh9XekVjhFoZl9quwuN8yhPRegnn/DEHg3+bD/+X58O8+H7O7zFV2yoBneucgTGkfgAnP+WLwkyPg9bQ3XJ93g0s3N3j18cawQcPgHxCI1avDFaYciOnk+DVoHujkb8b8buBQTo4DR4HCSFYbBU9iKXbKMn4YgMuZBZnMEGNe8kUBbttSl3yuXX8f23bshM/kmXC2HYje7ezQ98E+sLvHFg73OsPzoQEY/uRojHvOBz5tfTG13Uz4dvTD7K6BCHp5Dua+EoIFvZbgddtleMN5NZa6hqk+HjYwDpGDExE5xHLRbukTaKdLnFZhUb+lWPjaIsz/5+sIfmUBAl9i0DMP/p2CEdhpLoKZ7zwHvh39MeGF6Rj+9Hh4PjEITlzN7ewEj95uGO49AtN9Z2P5yjWIazjUHREWg/i4deq3TBjM0E4ZLBbmWwKc82cLceF8gfo2F//PkGBHPARPyTOl/ckWtPR/CcKJJc/UccVW3376+OMPsffdvZg11R/edoPQr50Nej3aG33us4XdPU5wecgDg54agTGtJ2FSW65wcWVrJmZ084f/S8GY99d5WPCPEIT0fgOL7Nj/VytMiV/EIEu/t/jVeIQOIKaRWOoSikUOKxDS700seG0R5r2yAMF/mgP/7nMwu/NcBHaei+BOcxHQcS5mtA/ApBemYfhTYzDgyWFwe84Ljp2c4P4PDwz1HKUmDUuWL0N4XDRiYy12Sh+w590DaoIjq40FBdz6L8SFC+dV/yceDAJ5Fkc/MyJ4Ctac1HAiRDx5ia3Sr8r5L/ppBj/yufnpTew/vB+zZwdgkOMw9OvoiJ6P9Uav+/rA8Y+u8LpvMAY/Nhpjnp2EySronomZ7fzh1zkIgS/PVTY2r9di5U8X261SfZ+2SN/Jvm+xU/qAOIQOjMYaz0isdA7FG7bL8XrvN1TfD/77PAT+eR4Cus2xBJ0q8AyGX+cAzOrIAHI6Rj0zGoOfGALXZ9zh0M4Rbn/3wEC3IZg8eRqWLFmGmJhExMWuU8E4J4/87TL+lEQpV3G520BbLWCAc0GNU1y55mSFY4rYJ1P9o9MiI3ydxzKdr+dFvqXpf0pwI43nwxMEiYJl0KBjo9HxACZ/sE1f2quqqVLf+BjhOQquLzqj1yO90OcP9nC41w1eDw9UTm3Ccz6Y0s5XbS/NfDEQ815bhBVOYYgZuBYbxm3B1tk7sSckCUkrs5ASmYvU2GxkxOchIyEPWfFHkRlzFJmxx5AVexxZcUeRHncEaXG5SInNwuHIbBxYkYZ3Q/Zjy6x3kDhmA8L6R+MNx5WY03MhZr8UBL/uQfDvFqhWd2io0zrMxOjnJmDAk0Pg1toNHj280N9mECaMm4xFi5cgKtbyVfJI7h/HJGLf/kM4f6EIRcVlav+de/CcbXCb49y5C6iv45YK940tL14MgCk7IzsYOyDxlKCGmPI3YE6dPo2CwgLcun3nrAKXUzdt2oSxI8fD+RUX9HmiD/r+sS8c73GDZ6sBGPrECIxtPR5T2viq6H9WjwDM/0cI3nRchtABEYgfuwGb/XZgx+t7sH9lMpLDs5AWnYOMuFxkJBxRuGYmHkVmYh4yE48pOiPxCNITcpEal41D0enYvyYVuxcfwtsBu5DosxERw2Kx3HUNQnotQeCf5mBW10D4cbWsazD8uArR3h/jnp+MQU8PgdvT7nB40QUuNl7qGwTzF4YgIiZWfU0/IoIrDwnYsWMPTp/JB3/EsZDbfjzbdIEBzgWcPXtOOaivvvqysSPpnYh5HVNxbsSUAfjp01wBy8etz+84tusfXMPO7TsweexkuL7qhl7P9MZr970Guz/awe1BLwx6cgTGt/aBb5uZ8G3njxldghD0ykIstl+hnFfc6A3YNP0d7Jy3B3uWH0JSeAZSo3OQHpuHjPhjyEw4hvSEPKQn0m6PKjoj4RgyY/OQFZWJjIgMJK9Jxr439mFb8LtYN3kLooYnYoVbuBqkGTjN6DYHft05mHAVMgCzOvhj4nPTMPTp0XB71gtuXTzg1tsTI4aNxpzgBYiIiFbBeGxUotqT37Z9J06cPIPikgoUcHtKbftxIM5XZ7d49uHWrS8UpmKjtE/p/wxYaHvS78VWia9sl/Br8Wjwi59/eQtJhw7Cb5ofXPq4o88LvdHnnn+g3z02cGrlhQGPjcTo1hMxoe0U+HScjlndAxDy6iIst1+NiAFxSBy3EVtm78DukCTsX56B5Mhshp5aVQAAIABJREFUpMbmqP7Nvs+Ldpq19phKmadfSIvPVf0/LSIXSSsz8O6SJGwO2IG1E95CxKA4LHdehYU9FyHw5WAV6HOFLaDrfPh1DYRvpwBMfMEXw58aB69n+8O1kzuc/umGQQOGIiAgGGsiotRXc3lAPjwiBlu2bFerOEXF5cpO8/NLlC84dz4f586eV2efbt78FL/8cufMiOBJjBnYCKbEkRdx5WDMFUUG4DeuX8dvDfW//PZrpGdmYs7sBejfZxBs2tjitVY90fceO/C8TP/HBmL0s2Pg88I0TO3gC98uMxDw12CE9HsDq9zDEDdsHTZP3ortwbuw783DOLwmG6nRFp+aHt/Q92mXCccbL9orefSpxP9QeCb2LkvGzvl7sHHGFsSOWYdQ7ygstVmGBX+bB78eAZjZLRCzuwfBr2sAZnTyU9su3K7xfmYAnDq6wu0VBjlDMctvFlatXoOEuLVqxTEsPAYbN76N7Kyjln5f1ND38wvVb6Cx7xYWFqv/DdbU7w0RU25Dsa/rtsr+n19QhBMnTuHq5av49WfLSi0nnzzovmDeAnjbe6FPx77454M91Wqi832eGPDIUIx6dgwmtvXB5Ha+mN5lNgL+EoxFNkuw2jMCsaPW3+n7y5JwKCwTadFHVN9XmDbgmpVIO7Xgqvp+3FFkxeQiMyobKWHp2L80Cdvm7MbG6VsQM3ItVnmGY7HNUsz52wL4dw9WAQ9X0Rn4cAVyahtfjHp2LDye9oZLew+4/t0Tg1yHYsZ0P6xasxqxcfwiRyxCQ6Owdt1mZGYeQVFRGQoKy5BfwO2pBn965hwKCywTca7KSt9XmYY/us0yb9KmrPBNWV3ubvn/lOCGjeBDMxKmwcisQqJhHgDj7IIGJZ9Pbt/Crj17MXnsFDj8zRl9nuqF3n/sCYd7HTHg0UEY+cxYjH9hqjor498jEG/aLUfcqPV4i87sjf1IichCdvwx5K49jiwOtPFHkEmHRkOJPYK02Bwkx2QiNS4TaXGZSI/LQmpMBlKjshQ/nQ4uIQdpiblI48C8Ng+Z644hJ5EBUB4OhaVj56I92DRjK6KGxGFJnzcQ/BINaB5md5uHWV2DMa3jbIx/3geDnhgOtxe84PxnVwx0HaAOH/PgcUx8PCKi4xAWFYO33tmBYyfPquiYDo7Lfry4zcJtAe7Ff/3Vt78bjBks8pCbODWm7IC8OFPjD+/VX7ykfo+GuH79/bdIT8vA7GlBcHjVBX2fs0OvP/SC/T32cHvYyxIovjBFnTma1SMQr/dcrma2G6Zvxa6QvUgKS1P4Za89juy1xxSuxIkXcU2Py1VXZnyewjozMReZCTnqykjIQWp8FlITspCWmK0CHb6P7MRjyFl7XAVByRHZ2L/4ELbN3InE4euxzHYVgl5egIDu8+DPgblrEHw7zcbEF6Zg8NOj4NraG04vWbZWJk6ZgjdXrUJMQqIKHvmNtfVvbUXWkaMoLLZs+3EPmdf584VqiZ7LyjxLow/AXFnUl/c5UBBX2ipnKPyqfHVlNX7+2TLY8PzX0bxczAsMhkdPT/RrY4ue9/eCzT22cHvEC0OfGYVxastpBmZ29cPCV0MQ6R2LTT7blHNPWpOiMCOeClMGhwxgEi2DrMI29mhDkJOHdMXnIHJEDcTEkHaaqmw1B+mJR9R7yeH7STiK1Jgs7Ft+ENuCdiNx7GasdF6DeX+bC7/uAVBL2AwcOwdiYjtftfLgTkx7uKitlfETJmLJ0jcRF5eImKg4hEdGImH9BqRm5qKguAz5xWUKS/5AGL+izx/H44FO4idL/8SWFw8CC5YyAHN7lGdrODDQXr/Rvv2UX5CPJUuWqm/l2LS3R6/7e6Hff/SBWytXDHh8CEY+PwET20+Hb4/ZCOm3BFFD4/C279vYE7IHKWGZSOcAu+44MtcfU303LSG3IWjJURhyoCWWDMAZ5FgGZgudFp+DtDjLRZwtQXpeQ98/ipTILLz3xgG8PesdxAyLxzKbVZj78kIE9AhSAwdXdGd1moOJbX0x4tkx8H5uEFw6cxvAE8NHT8CcRa8jil93jolHaHg04uPX4XBKhsLzQlEpzuYX4fyFYrXtd/Z0vrLZGzc+/N0WNfszt0IksBFfKgE4z4DxIOid7ZLfUFJZiWXLQ+FtPwT27RzR54He6Psf/eDcygMDnhiCUa3HqUkit96D/7QAq13DsG7CemwL3om9y5KQHpWLnAT2/eMKU/pE+sbUBrwEK9quwlNNbpgn9jkqTSWupMWnrj+GzPUnVMB5eFUKds/dhfWTN2FV/wjM+8dC+PcIUKvvnOTM6OyvVpCGPzcOnhyQeS6vpxtGDhmJeQtC1E9JRPOr+fz2amwi+Mu9FwpK1MrYhQY8L5wrUr9YzxWz69c+ws8//f43sRiAE0Nu7RNT8a0ct9S5uvP5+OLzO99+qr1Yi5jIaAx1HQGbrg7o/XAf5VOdH3DGoMcHq1UaHwY0XWdizitzsdotHBsmvoUdc3biwMokpMRlI2s97fQoMtYeVX6RtmnB64gFK/pXYtrgG+7YLQNGsVPac556L1nEdN1RpXv/qmTsnLsP6yZuxRqPaMx/9XUEvDhP+dQAbmF1no2pHaarIIfndNw7esHtH64YOngIAucFISImBtHxCQiN4O+QJeC9A0k4W1CkfCrHJ/Gp585eUBMcYsZgzwxKJFih3TbHM/mmLPkt/fxfD27YED6snAWR1QUaEIHgORDOMPRvQZwrPY2Fr78Oz14D0esZG7z6QC843GOPQY8MwahnLAdXZ/QIwOt9lyN+5EbsmvseDq9MRUZ0NrIYxMTlqZWEtJgcpEZnIzUmGynRDF44y8hGcngG0tfmoCClBNfLPsBnVz/HZ1c/w7WqayjLqUTOpmNIjsxEWgTrMwjKUldKQ32uUqTHcuDOQ8baPKV7//JkvBO0GzGD1yHkH0vh/+J8zO46FwHcZukQjAltpqD/80Pgygj5VQ8MHjYUQUvmWr7uHL8WayKjkbBuo+VrjkXlymjYEXmuwTJwnFc/WMXBmC+cg4d8I4I48pKZMJdL2RH5g3vy4T9j42HBgS6D0PcFO/S63xY2f3CG9wMDMOqp0RjbZhJmdZ2B+f9cgNWDYvBW4F4cWJoOzl6z+JwM8uJyGrEUPCUl1hmRR5ARmYfMqKPIiMpDRlQ2MiKzkB6RhbTIbDUoENfkyCykReUgPSIX6arOEaTE5uJwPFfUjiE3/hSyo48ieWU6ds/bh5jRa7Goz5sIetkS5ARwr7nTXExpMw1Dnh0M97bucP6bG4Z4jkBg8FyExkUiMj5eOTn+FklSSro6z1BYUNbQGYvUCg5ntcSKq4nEkxeDRdooLxmEiSuXthmAc0tFlhau3riufsRxhNso2LXlDLgX+v7RDp4PMFAchbFtfDCl60wE/W0eVrmHY+PMHdi1NAXJYVnIjmWwnYvUhHSkxmWB+DHgTonKRGp4BtK4chOageTQNBwKTUF6VCayonORHZWLzOg8pEZmq2DzYGgqDoVm4XBoDpLDcpDKlckGe1fvhsF7QiayGPREH8HBNRnY+voBxE/ahGVOKxD8l/nw6zEHAdzC6jwP056fjZHPjoNbOy/Y/8URHp7emBk0C6HR4UiIWYfwsBhlsxw4zhfyW2kl6tdPlZ2qoJGrWudVf5fzYlwFo30Knsyz/zNYZGDDcvncunUTb+/cjrHDxsO+sy3++VBv9PxjH7jc64ahjw3HmOcnYEqXmZjzz0WIHBqPdwJ3ImlFMtKiMpFNO407gpS4XByKz8XhuGykxGQhJTZb9d9U+oAorjJmqzQ9OhsZtNuYHDAvNGXkoqzI8x2lx+Sqy9L3jyAtJhcHV6Rhx1zaaSJe770I87kVzi3WbgvBLWwe/B7Wehy8Wg+G04secHfywrRpvljD7b+4tZZfQY+Ow669B3DqXD4Y4FzgBOc8+3+xmtycOXNOBTLElB9+vZh2KSsLginPfzAA53Yp7Zkfbq++u3c3Jo6aDMfu7uj1kL2yU/d73THssZEY+8xETG8zDQEvB2OxYyjW+mzDnpCDSFmdgey4I8hO4CpCrsVGG3wqfSJxVVcDroKf4CnYKgw13GmXUj85NhtJcTk4rAbpXMtKenwuUsIzsH/JQbzluxWr3SIw568hatVxVtc54Bbu1PbTMaz1CHi08YJLDyc4O3hjwuSpCF21GrEJ69RvjvEnOrbteFdNELn1Z8HT4lP5L3nOnM5X38jjFpTgJIGNBDWkuQ3FXYWqykr89MN3SpbnPw+kJmPaZF84/tlBHRC2+Q8nOP/BA4MfG4ZRz41XXwQI+lMgVjivxLqpb6uV6tTQTOQQ07WcPGeqCZ/YpxpfDNtT9soJd4ONmqlup2psa3gvXCE/nJCB5MRMS3Aem4eU0EzsW3wQm6ZvwRvuKxD09/nw6x6I2eo86RzM6Dgbo9qOh3fb/nDr7gEnWy+MnTAZy5evRELjRDxW/WuNY6fOqpUx/uscmTByLOe4wwmL/KyJBDWSEjwzYNF5Jt+UVeC38M//1eCGbWBgI1+fpcHIIMxImAbDQ8OylPX999/hQNIBTBzlA6fujujVqg963+OglvVHPzkak16YipkvB2ORwzJsmrYVSSsykBLBAcEyKCRHpSE5Mg3JEZk4HJ7ROJgejsrAoch0HI7MwIHwZOTtOoGblz/Dzz/e+Rl0wYuzzFsffoEzB/JxOCIDKeGZSI5IV1dKZIbSTf2cvan78J7R6Uhm0BSVjbTwbCS9kaJmyTwHEfhiEOZ0mY85XULUAc/RbSahf+uBcOnhBnengZjqN9vyA1bxiQiP5NccE9T5BglqpEOyI/Kn4rnPyaCG3zKTQFGCmiuXr6hgkQcyv/zqS/VIv/z6G44dOQU/n0C4/tkNPR95Db3/0Bce93tj2BNj1NmP6Z2mY4HNIsSPTUTS4hSkh+YhLTIPKVHcluNyfoYljcpEssIyA4ciMtTq1YHVqTiwKgX7Vydj/+rD2L8mBQfDUnEogrikIi02HekNq2Mp8ZlIjsvAoZg0HIxMwYFQS519qw5j76qD2LsyCftWpeDgmkx1v5QYLs9aME1Znoa3pm7BcqfVCHx5HoK6zsUcrpB18sP45ydi8PND4dHZGx42/TFx2lSsDI9AdPw69Vsu/Ml3HjbmCgMPbXLGwe0pDsIMcM6ePaNslEGODMJip0wZfLPT6gH42QtnEOQ3H66veKP3o33Q+w994HKfK4Y9PgITW/uob9/M7bkQ4UNj1JZoejhtNBuHYjNxODodKZGWKzk8DYfC0kAcucXH1bGUhAxkbcrFka3HcHL3aRzffQqH41NVwM2AkDJZm/Jw7vAFnDpwBmd3nsXpraeQtyEP6bEZSFqThn0rk5XOQ6HsD7TfNHXP5NgM1QYGmKlrsrDNfxdWeIZizishCOyxEHO7hMCfwXi7yRjcZjjcOg+Ecx9PjJo0GitXcql6nfq9DP6rB/4PpnPnC1HA1bBz3J6y4HrixHGFF/+nGoNxYih40lY5YPx/1L13fFTXtS/+XmwnubkvuUluihN3wAYEuMSFDqaaZnpVQRX1rhl1IYGEEBK9oza9d3V6L6IbAzYgVACBMJhuEGrf32etM2cYcOKb+25+f7zDZ3P2njmas886q3z32muvTXJPRpj4WDwoc/fi9IX4cvCXGPSHIRj88hCM+bexmPb7GfB+dT6C3w1H0pAMbPAvhiWzChX5BI5pAELGshL2FVUssyyfBQLvkswKckvXC6WyoJrrlctrULViKxeqi23xOjrTtcL1gj5xyT3pGJIHujfLBYHSGtizylEUVIysMdmI7pMEAuIxvRMR+l48Al4Pxay/zMb4d77EF59NgOfMecjKWMTp8/NXreV8WcUKlZBB9oQT3BwRBjcHDgiGgzw1BBaJhi59Wl/PiwTIU0Ng0d0D3tDUgJwlOZg0fDqnGxj4yiAM//kYTPndbPj9xR/B74Qi+kMpcsfnQx1jQBmB5BU7nnuusoJqpivrQ1HvEU85dUN5gZOuL9CTaEuDm8oCgbZEX6IpXU88ye+FBzukY2nQUyPcZ3klylfQtOw21u0VedugS7RyzIm0/0JE9opHQq8EXuhBqzJnvjYX49+ahC8+Ho+ZM+YgMS0Dy535scjjUFKk4D2XOLZJ9ODUnsTBA0exd98Bjm0ib6MIFulM/Eo0JrC4c+cObouDmqvXr3G6j2ljZ2DIa0Pw6c/7Y/gvRmLKr2fC80++8H87GNF/k2Dp5AKoE/QMEolHHKtrUL6SdBvZIiqVrOeIrg4nPQTec/Knk08rCqpdPEo0FflUpKfIp+U0Nc20JZ0t3Ifsnp3us7Ka9Q7PVvA01lZoJAbkTV8ByWepiOyZgPjeiYjuGSd4cv7ihQlvfolxH0zC9ImzIUlOxoq16zibNCVc3LC5GDt37uPAbQI3wkzDURw+IiQtpTATAjji4Q5gXgQs7t/R9e7fu9fF3/pnz/+/gBsCCHTQtAlNRbmv3iHGIWBDqf0pgBCdwgR7y62bWLtuHaaNmILhfxyJwT8bgi9+OR5Tfz+HlxmGvRuGtOELURgqgz2nkr0v5oIymPIrYFlaDSuNcJfSKJaMRRVseZWu4sirhGNpFRvfHdo9uH9biGxvw1NOeO8ey/IUbehEF9p+aMOhslpYcmleuZp/tyyvCva8KljpPsuquJQtrYBjKd2bjEoVLAUOWAvKULFsK0zpNqz3XofUz1IRRyuyeicipmciwt6JwNy/emPi29N5Pn6ujx8W5S7DmtWbQDEjlFjNbLKxMaYgTnKhkvEg1x8BQhI4cWRB9KRC7T379qP26FEGlET/h48fQqVWY+4ET05QNuCVQRhF3prfTIXnX3zg3y0E0gHJWOO1DoZMK+wFNTzfW7a0Go7cSpBXgJ91aRXTwEbPz89ZAVOBDTXyHTjiOI7TW8/i693n8c3hC7h4/DIun2pA41dNuHruCpq/vYbrl66jue46rtY1o+nCVVz55goazzTh8sl6XDpeh28Of4uzu87iTM1XOF5+EttVu2Fcbue4HEdeDexLa2DLK2fFWLa4ElsWlCBj1GJE9ItFrAcpOSkiusVg7pveGNdtIkb+bRymzZqDtMw0rF27HstXrEd+/mreeuDQ4eM4eoyM8TGOFaGYJsqhRFNUIk3djTHFghw4fAgPnQGuFJBtKy+H9+wAjOgxBv1/OQRDfzESE387Gd5/9UXwW4KnZsXs1TAkWVCZtw32/EpY8ytgzSuHY6kN5bmVcORUscfBtrQMVYXbcNB6BGd3foP6Y024XncTd2/cxw93HqPjSSfaf+jELv1+GJaUoWxZDYzLbLh0ol6Q8S6gvbUDP9x7jO9b7uDapeuor23E2Z3fYr/5MMo3VsGWWwb74jI4sstRllsGR54DtmXlsBZUwkHgPbcapZEaZI1biuh+sYjuFYMYDwnCeyRg/l9CMfmN6Rj18ShMmT4DSekLsZIz865lmspkahw4eAS1x07hCIPGY6glmu6hFA6nhA1X3YLcyTiTt4wyDH9/+3t+BgrE3r1vF4IDQjHSYxSG/moAhv9sBAdfe7/qg4B3AiAZIMV6302wLCxDecE2WAuqYFlWCXtuFYM5Any2vAqULa3kUs7nCvZ8kffLsZS+E0o5Ab6lFaBzxbIqVC6rQkVepastXideI15PeoT1C8s7/QbFOVXDllsBml4kD5tlaQWsBTUw51RiS0AJ0ocuRJRHPKL60MohCkCmmJwFmPzGVIynXFlfTEWMVIIVa9dg+Yq1yFu2GptKFNi17xDHNVAs3uEjQqp9AuLkQRRBjYtPGxt524g9uwksXhf4AsCRY0cQHRaNUf3G4pP/MxSDXhrGeZKm/2UefN9agKg+MVg6cSmUcVqQnJWxrBGflrHc23JJ7mv4GUl/UrEvrUIZF6JXlVCWVqEitxKVeVWoyqtGJZcqPpfnV4CL81qiKb0Lfh/0XriQXNC7ot+uhoPfYxUcuaRTq2EpKIedAdQ2aKVm5E9dgcSPpEjomYCE3ikIfzcRga8HYtqb0/B5vwkYN3YyIuPiOBPvqtUbQHE4GzcVYeeufcLgxukNrz1yEgf2H+IparJRVMQBI9GWPIs7t+/C1SvPwiVo7zCpJI11zODfD8DQnw3BhH//EjNfnQ3vd3wR/H4EsifnQxVvQMVS4tNqmPPKYcsrg53kLo+evQplOdUoz6mBI6cSjiWkDypQzvSuYDtGNkWgh8DTxKcivz47E73ceNrJ5wJNBZvnyCPbVcUDIgvxJ/eF7JXwWUVBDcf5LZlC3jEpYnvHI9ZDgsj34hH4ViBmvT4TY3tOxJiRkxEWFYsVyzdg9arNnNpg3YZN2Lptt4tPWacepTCKQ9i5cxfbKdGDI2ICYs4XAcv/U+CGOksuURqViTE2ohGmNik2QnbiQzU01iMzcyG+6D8Og/9jKIa+NBzjf/0lL5OjAKyo9+OxavY6GNMszPiWJWUwZTtgyrGD6jTiFc4OPpOysS4pZ6VjzS1HOTFOVgUcqyvQ0nhLUKhiDglnlkWxL21dnXjqTPj04M49bN2yC+ZFlbDRb+RUwb6k0vXbdB/3+9M9zUuEfpmy7aB7k9I0SE3I/3I54vpRMJewjDeiRyx8XwvE9DenY/TfvsD06XOQtVhwqRasWIOVq9bBbHHgyJHjEKenyBATICTlRvQURxcMbPbsQe2xo6CVZXR89/1trFq1GpOGj8eQVwdh8EtDMPaXkzDjj97weXMBwnrHIXfCcujizSjLpQBfO/ddpKM5h2hZDjpznbwKS7bCvriGjeXp7afx8P4DPH0qrDrgm/6D/x59/wPuX3+IR2SsX4iif/FPyO1ObvRvjlyEJb8C5kVVMC+pEDxDzr6QgTGk27Dacz0kf0tmLw7NI0f2jGZDOOWtmRj9wVhMmfQlUlJTGDTSfDHNxSu1Rhw8IsQx1B4+zrubi6nwiZ4iXUnJkbeGXK0/ON3W9x88RElxCaaOm43Br4/AoJcGYeS/TcBkyvXxxgIseC8SC0csgTxKC3tOFRxLanjKwpptZx4155bDlGuGdakdO4v24OzO87j+zQ3cvX0PrU+FhHgv0oMMPw0VLhyqA82fW7PsqN6wDffvCO+5E8LUw4t/R+0nj5/gzs07uHbuGr6u+Rq7CneiLJ/eKcmMwKfm7DJYF1eiLHcrTJll2OC/BUkDUxDtEQ9KhxDdU4Lgt0Iw+43ZGN33C0wYOxXxiclYvmY1Vi5fh4Lla1CiVGPvoVqOFSF+JbrSKPnCBfLUCnxKdCVgQ55H8i7Q6j46CCwaLQbMm+GJwd2G47NfDMSoX47E1D/MAHk5w3rHYumXBdBJjSinwUMOyT7xahlMIm8uEeSfeFeUewYcS8rhyK3gYl9SDrHQZ2Kdja1b2/07usb9793rtiXlLPvu8kLybqF3nONg2Sfjb0q1YeXMdYj7IInBDQV0RvekAPlwzHnDC2N7TcC4keMRFhOFglWUPXoj8pavxqbiUuzce4Cn/g4dPYFDh2sZ2JD+FONBiKbkXaD4pO17duO7W7eZpq1d7SirqWIP+PBuI0GDmhGvjMSU302D12t+COoRgcQBGSgMKIV9kQAqLFlWGNNtHCRszLLDlEl1KnaYs+ywZDm4WBcRD5bBlumAPauMC9XFQp8Rj9qyHFysS+ywLy1jev9D2ubSu6F3UgXTogoYF1lhWmiDPasC9sXk0XQIejXbDntuBcqzK6EIV/IqwSiaUu2dhGgPCRZ0DxVo2nMCRg0Zi8CQEOSvWI1Vazew7K/bVIgdu8jbcIYHi4cPUfLUUzyNIgJF0qUUC0Z6lvbUu9EseBZpzzcCl8F+ERjaayQ++9UADPv5KM5N4/VXbwS+swCpA9OxOaQUtpwqlidrdgUsJF85ZbBmO3gwQ/Q2Z9pgzLbAXlDGsZ40PV1J03P5lczbpkUOWBn0VLv4VKSd+1ms/yM+JR4leaDizqdCneTHzrxK+pSuKQlVIXXoIoT3jkN0XykiPeIQ/k44vF73xrj3JmP0wHHw9wtD3jJaMr4GeQUrsGrdJtBWQ7XHTz/z3h45wfvm0X6PlNaFpv1E+0oMSvUX28y4zv/cv3evu1/zz9T/pZ4bscOE0txXRYlGmAwGARtiHPLq0EEbLMZK4jGm3+cY8svBGPLSF/jytzPg9aYfAnuEIGVIBorCVLCSkcsph2GxDaZFVpgX2bhYFtthXmQFnamITGRdLDCTNbsMjkXlsC20slegq10wF9RHsb/uBCTjS0X87pt9F2GiUW9WpfA72Q6Iv01z/ZZsh+veQl+EflH/TFlWmBbRKq1KWBdWYP38Qkg+SUZk7zjEeUgQ3UuKoLejMOfNmRjVdxQmfjkNC9MXcYBhAe2rsnIt7xZN4Kb2CGXcFDaIEw2wSFdhauUwWjl/RReabjRgce4yTOg/FQN+O4inTCi2hhI8+fcIQ/THEqz3KoQ9tRLli2pgzXLAmCXQVHwGorFIU+FMz10FU1Y5DpmOovOJ4J17kclEWnZ1kdHtwo0LLbAvK4MlTTCmV85RzAodf3/ZIL0d59f4avtZ6BZaYcmqgGWxg9830ZRoa8+uQFlmFRTBKqQPykC0hxSS3sk8VUVzx95veGOsx5cYO2YSJJI4TvyXv3ItTwEqdQaehyePGO31c+mSMG0igkYyGJQThMCN6Fq9eed7LFu9AROHTcWAPwzEwJcHYeKvxsPzz/P5HcZ4JGH5zDXQZ5gEUJhVzmDBnFUG8yI7LJkOmBbZccR8FLeabqHtMQXdkQw8D05E+hENqN7Z1UmUwsNbP6ByfQ30qUac3XoOtPiFaCXQWSCZyLP8tyId+S10or3zKdoePcWpslPQp5ueyc8iB/eTgI1lUQUsOVVQxOuxeFQOJE5vY1zvFER2i4P3W14Y/95EjBs+CZGxMVixbq0QFLt8FUqVGuw7dJQDjGnq7+KFBjTUX3WBG6IpeR0I2NA6jY2OAAAgAElEQVS0Ch20WWipqhTs3v/zCAx4ZThG//s4zHp1Nny6+SGqvwQbAkphzaziVUtEP/H9i3xKvODOp+6yaVvsgINkd3EZ7ItIHzgE/eA0NvR3NgLtzrbdeT1dKxb3v3ev02+TriH5F3WR2amDqE3ypF9shSW7gnVXcbAKqQMyENErFvF9pIjunYTwdxPg97oPJvWYglFDJmN+WChy1+Rj5ZpVyM9fiY1Fpdi1/xCDxqPHT7oGiqRHSfYJLNJUFBmRltvCoK3taTuMejNmT56DYX8dgYEvDcPwX4/A7D/MRNCbgQh9NwI5Y/OgTjDDnl0DU3YZjIvsKMsuR8WqKp4SrVhLsSBVrlK5thqV66pRsa4aVVxqQJ8J9Wqu8zX8GQVzV6NifTUq1lajfEkVHFnl+CnalmdVw55ZCcNiByo37MQhXS12le6GeYkNlowyWBc5YF4s6FXh/Zdx343JZVg2bQ3i+0kR7yFBAgGdHjHwecufp6hHDRyD+f7+vCUGbY9Bg5sNm4pAW2KI0/7ffnvRNaAR9SkNvLdu3eqa3mvrakdFdTnmz/Dh7U/6/2IwRv98HGb+3ge+bwUj1CMcuROXwSSxojxnKyyLK1yybyHZJx5dZGdQY8qwY3vhLpzZfwYtV26ABn6P77Xi4e0fcOPSdziz7TxqNu6Agf6OwKOTF0Uedj+LdbrGnTfFOvM78amTV4k/RXlx8SzbUSvoO1NONTRJduRPWoF4j1hIeidC+l4qontI4P1OICZ2m4zP+4/AHJ+5yFu6nKdTiaZrNmzmzXjF6ekjh2mW4RjHKNLmqwTGRXvPusnNvoptVgjO/17Uge56zf26/6r+LwU3ImCgURkximgsxDoBGxq5iS6q89+cR2RkBEZ4jMagXw7F6FfGc0I8/7eCEUKj4JGLoafA1sVlPG2iz7DAkGGGJdMC80IzF7FOZ0umFdYsGxexbqH2QlLgJlw9e00kHxsOkWg/Rcw7V++yy9mRXAH7QmK4H9+H7iXc//l+WRZaYEqzwJQu/A2NZgoDiyEdkIKY3glI6JPCgZxh70Rhztve+KL3F/hy7EQsTMvEqjUbhFHHynWwWsp4brOu7lnQMAEcKmSECdyIRvhqyzVkZC7ChI8nch6goS+PxJe/m4r5r/tydkvJZ+koCpLDurAM5gw7zOk2mNPsMKXZYV5I/bTAlGGGIcXIxZhqgjndAutCG19PaL/pzFU30/nTLHa3+Q72a/dhd+Fu7FbtwXdXhamIn/4r+rYLt67cgmWpA5bUMlgybM+/8wwLBxw6ssqgjlUjY8RiThgmdSZfjOoeC5+3AngZ/tjPxyAmXooVzr2/aDSn05rYI3bpInkWhC0piE+JpsSjtDeMuNKEsrdS0sBx/Sdh4O8GY8jLwzi3Co2CKQNz7EcSrPPZAmtGOSswfYYVhgw7DAvtMGY6YKCRbVoZTGkmfLXrjPPRO9GJNnR0tTl9M8LHL/JiJwEcgRw4XnkKpoUW3Djfwp91dgkrPZw/6ALkzsuFdifQ0UXjznY8vvcDajZuhTHN6KIljSKpn9RffTrVzbAussOQYEbuuDzE9o5DQu9UxPfO4CX5vm/7Y9J7kzFq0BeIipPwxoa86mfFKsgpePPwcVxiYHPNBW5EI0yKjgK26aC9oEpKijF1zHQM+tNwDHppFMb9ehrmvjofC94JRsJnUpSEKxgUmjMcMKUTr1pdMk+yZc54pgOo/aIOoAGNnTwAC22wZZCMWmHMtMKQboY+zcRFl2pkmpqzrDwAEq+l66m4/717nb4TdY27LqI+UJvek4FKhgX6TAtsxKeROqQNyURML5qiTkV0b4p1iOfMvlNoivrTsfAJ8UMe7Ty+UjDGhaUKUPDmtxefpfwX+ZSMMO0wLQS5A63t7dBqTJg1di6G/XkI+r80AGP+fSJm/dkbYd0iEN07DnmTVsCUKHhj9AvNIJ2qSTLggPwgvr96mz1996/fx90b93BPLC1Cmz9ruY/71G65h3s373Ohulj4s5b7uPPdHbQ03sSuLfthoTQcTlqKdBXbpFPt6RXcD5pGffCdkN+oq60DF2ovsJeY9KeZ9TvR1gJjuh3GDAdo4GBKd2DN7E2Iez8RCX0S2SDHvhuHwLcXYGr3aRj9yVjM8/XnAGPahDN/+SoUbinl5fe0ApW2+BB1KQFwSnZKNCUAyUcXUFlVAa+p8zD0tWEY8PJgTPi3CfD8gzcC3olEqEcclk9fA0uqA5ZFDhgW2pxyRLJPxSKUDAssOXac3noaj51eVzGGR7jRs/8fffcIx6pOwZBjgjnFBLsb7UT+fJEX3duuOtslge+JV0XeFM8i35K+p6Ij3U+etxQHVk1fjcS+UiS8R7KfzqtVg94JwcxuMzD6w9GYNc+LF8HQPlW0MnU9Tfvt3CcEF7NHvJZtE+lRknuKA6PZHFG/ibaXntq9LrbFz8Trn1Hnn6/9S8ENdUTMu0DARhRCYhoaBVMAoRiZXnf5W0jjEvF5v1EY/HPKsUJJo+YhoHsQInrG8OoYdZQOlnQ7DGlm6FPJ4FpgTLHAnGaDKdXKRazTmQy1JcPORaybM4Rrbdl2fH9FcNuKBPt7BHzxu8f3H6NqZRXsiWSg7LAQGHjhPgJAIJDwfL+obUy2cDGlmmFMM8OSbsWWwBIkfJyMuN4SXgEU45GMqO4S+L7ljTG9RmDiF1OQmbUEaykGJ5/SYRfzxnuiIBJdxZFwVVU17jpz2Ny4dRPZ2fkY//FkDPnVYIx4eQSm/OcsTiUf3isKMR8loNBPDmtqOfQpFs7do0+1wZBqhzGFAI4V5lQrjAuN2Fa0FUctR7FXvg+WPCu0qTqYE4VR8o36FrC5bGvH07tP0XrvCZ7eb8WTB614fP+Jq1C79X4rHtx8gHvNd/Hg5n08fvCEi3AtXf+YS+v9J3h6txWtd1vR1voUXWjHnZt3Ub68EhapCMCevXNDqhX6FDMMqWbQO1bH6JE2OINjcOJoWS4td+wRB/93AtilOmLEeCQkpWLd+k3Iz1+O9es28rYeTY3kXRCCM4mmFHtTWVnlWml27+E9rFy9FpMGTsCQX3+G4S8Nx6T/mAmf14MR1jMGMf0SsGreWhCgMfL7tkOfbIeO6JpmhzHdAUM6ATQH9MlGWFc52BCQiPJggPa/cMt3JfKfu5ATwKF/Ny7dgGmhGRf3XBQiw7pomXUHfyde/0z0Be8jOdAoqJxucW7POaiTjTCnPuNTYxrJlx3EB7oUG4ypFhCvEpjQSC3IGbsEcb3jEe+RhliPNF795/9OEMa9OxmfD/4CUQlSrFm3GSuWr+ONTSnwtbHhChrqm1B/uZG9C2QwaM8a4ls6nna0QqVSY+qomRj0x2EY9PLnGPebKfB83Q+h3aOR8EkSCheUwppBNDPDmGKFKZl4VAAmxgwC4DRoMMOUZmbwbSawS0aQSoZVKDSoSLdyoc+Jvw05Zhy1H8OV41fQ/FUzLh2oQ+WWbdClmWBJe3Yt/06qRfiMdEsqfWdjfcS6Ju2ZrnHXRSzzTt1EU1KGVAv0qQSkjLAttEMVpkXaZ5lChuk+yYjoR0HHEoS9Gc7GeHD/4fANi0T+amHH8dz85dixew+anHvCibJPq6EqKyvZGPO77+yA0e7A1IneGPKnoRjyvwdjzH+MxZzXvBDRjXIbSZAzLh96qRXGDJvQJ6dO1STocVh/BO0dreikOMQfOtD+pB1tT9rQ1tqGjtZ2oTxpR+eTNtBeSW1P20BeIqFQXSi0SKPjCeXo7sCj1gfYqdgLfbKVdSPpcpF2dKa2Jd0BY7INZWuqcP+7B3hyrxW1lcdw9dsm5pWjZSeglupdf0c0NabYOEhfn2qFgXRumgMFs9chtl8iEjwI5FA8jhQh74RjWrdZGPrJaPgE+qNg9WqsXrkRy/JWoLJiK+rZs0h7mAnTe2Sztm6twddnhAEISc3WXVvhM2M+b1g54JWBGP1/xsLzVW+Ed4/i6ZvcSatgSS7nPmjTzNDx+ybZdzAII0CuSzFBn23GpUOXyJLzwI1tD41ayANL8kmlqwvtXcI0f2d7J745cB7mRSaYUi2wpjl4EGqhQWiqDXTmOvGmi5YCfQW6OmntZq/oOuJV8SzyrTGNdJeVdak+lcCjA4ZkO1ZMXonYPlLE9UlGggdl705CxNtRmPH2bAz7aBTm+HhhWf5KUFwTZeHfUiTD/gO1vMjg4OGjOHjwMJeqqhrs2rWbU0SIDhB+fn7D/4+AGzHOhlAvMQwJIo3ayGCQcqOVE3Q0f3cVSalSRoCDfjkEo34xFjP+NAcB3UIR2TMWCR8mosivhBWKNlkPXZKVo+UpYp4KEV6fZOMi1ulsTHHAlFrGRawbSRiSzLAtLgN5YdiZ73SLiQSm84t1sd36sBVVyythTjTBklwGc3LFj+5D96L7i32hvoltsc/c30QLDMkGGFJtWEHz8H0SEO+RiPg+SRxsHEnehu5+GNX3C0yZNB1LcvN59RTt2Eou/obLTS7ASEHFjrJyNDYJwW73Hj7AytVrMHHwVAz8zTAM+tlwfPmfU+D/9gJejhrdW4KCmWtgSnGwgtNJLUxLkY7c5yQr9AkWbN+yEw9u32PD2fa4Dbebvsde/X4YEwUFf7OeppY60FJ/E+UrqmDJt6KswMFLmCmZlFhoSXM5rTihVRQrhVUp1Kbv+btlVRzwScGEtnwbbEvtsBeUo/GsoNju3rzPAZ+mOLOLniJt6SzQlp7DAkuyHcUBMk5YFeeRiDgPIcaBkir6vRmMMT0nYPSosUjJSsfqlevhcJRxpmKRT4lXyQiTwaDcQHS0tbWiqKQYkz6fjgG/G4ihrwzB1N/OgM8bYTylENMzFkvHLYNBYoU+2fYcn4p0FXjCysCcwLkm0YgT1afR2dbJU07MZz8FbjopgzJBvXa0PmnFvuL9KF9egQf3haD4zk6atBJ+QORZ7rxzRNTeJUTlPLr9CI5VZdBKiQd/LD8iPcV+E21JlpSReqT2z0D8e4mQ9k4HTb9F90iE3zshGNNrHD4f8QUSUzM4caJeZ8CFb79F/eVnHkbSBTQSpukTOihY32K3YO6EebwB6+CXh2L8byZh7mveCHsvEjEeCVjtuRm6VCu0SUaX3HP/SA8kE6i1QZ9CNLfCkGiBMYnAh50BEIEgcwoVB7fpTG26xpjsYLd/R8fzqyTvtNxHzaqdMElsMCfT79iEkiKAfQaDKWQYBP1C8i7qF6KRSDNR5t3b3O9EK7TJJuhS9LAm21HoXYr4fgKPirJPcTgB3Rdg0nvTMGTASITFxqFg5TrIlRqc++YbNPBGooK3lkA4xYNQsLvoBd9WvQ3zps/HoDdHgGhKm6nOed0ToT0iGTylDciEJsIAY7IZ2hTSqYL803tWxRpxWFOLzq52NF1qgHW5HRX5lagoqOBCCSIreKVTNbbnb0X5yipUrqhC1QpaxVPNdWpzKahCzZpq3Lx6C0+ePsLO0l3QEqBKeaaXX6SfJt6IPYp96HjahnO7v4EiToft67fjcetT1J1sgCrBAEPSM/1KfWYaJ5LMWaBNMUGdaMGiMXmI7RmPhD7JrFNpaxLKNTalx2wM+mwoAiNDOEascHMJ7+3X1NiM+nrBc0M0pZmFvfv2OLMXA/uPHIG3rx+GdR+JIS+NwBe/noCZr81BaI8oXgW3cGg21LEmGFLsAp86bZLYPwPZAYkRyiQdTu84S6MZlgGSU3dZdW9Tnaai+egAjjuOQptkgIkAVEo5zETHZOLpMphSypgP3Xnxxbo7rUW5F8/ufCp+5uo7DdBiTcgcsRgxvSWQ9E7j4G2Sz8D3QjCjxywM+2g4/AMDsZq2Flq1AXkFK6HUGnCg9jgO1Z7gfEK05H7/vsOw2cp51akYf/Pi8wsPLPz/Ij3cr3W/7r+q/0s8NyIao6WyZCTE6ShiGDIYdrud54upM/cfPMCylaswauB49P9Nf4x9eSRm/OdsBHYPZZRIwp43cTlMCWRojaBRhTbBBG28UCgAVi+xsBEmQ8yGRTxLLDCQICXaXGcyyEYJeXysaLnwHdNDJJ5INLFNX4p10WA8bHkImvowJ5hglFphkjrcflu4D/WH+iH2RewXtV39TjBDF2+CLt4ArcQETbQRWcOzEeshZUGM75uEeI9UxPZIgs87nvj8g5GYPGs25HI16i7R6OIaLtcJgLGhvp4NxvGTJ3gg0N7eAUWpGlNHzsDAP9Gy5M8x+fcz4fN2AKJ6xSOuVxIyh+VAFa0HgRptghkakZ4JZqaljvonNUMTY8Q+xUFhxIZ2UMQHHQRyag1HOV6DPAgEEomeZDy0cXoYE8xcDAkmiMUoMT9Xf7HN18WboI83Ml10UUamV/2xRr7n3Zv34MgthyHGCJ3EwsHP1E+iN51F2jJ/kAJMMKPgy1WI9khAfN9kEMiJ7S1FbI8EBL0dhM/7DsPoSeOxfr0MFy9cQmOjYCyIZwnkUOwCGQxePYdOWCwWzBo3BwNfHcZBmZP/YzJ83wpCRB8JCCymfpoKWbCS+0MK2r1P3M8Ei8CrEhP0UhMHluuon9kWfN8oZIwmRSbyoTv/udfp+w5nbE7TiSao0lQ4v+c8e3z4738C3BCYoON09SkopSp+9y/yKfGr2Hc6i3Wir1Fqx/qZmyAhEO6Rgui+aYjtnYG4HkkIeDuAA2K/GD0JOcuW4OS502hsasTlOsFrSwMbyg1EKyPFdA/b9u+B9wxfjHrtcwx7eTDG/XoiPN+Yj1DyLHrEI3tULtSxFqglwvvVOWWf+xVPMiTIvoH0Q7wVhngrjAlWmCR2GBNsXKgutsU6X5dhx/0mIZCZJgUFugsxT8eMJ2GItcCU4OC/pb8j4GRIMsGQaObCusSpW0jPiEWg3491wHN8mmCCTqKHUWqGMc6KvC9WMG8m9E1mXo3qG8OGOezNaEzs+SU+HzSS4+9o09ema1dxueEZYKQgd3L1k5ecjuMnTsDfKwQj3xmJQT/7DKN/PRFzXvdGaM9IxPaRIKFvEjZ5FsEisUMXb+S8YO46VRGlxQHVYfYq1H1Vh9IYOfRROhhi9DDG6GGKNjD/2jLLYI42wxxrgynOCHO8UEzxRrhKDAERPQ982tufYueWXdDEml06U6SZqKdNiTaoo/XYrziAjidPcbr6NBSRGlTlV/AO6bSiUhWjBb9vl9wLPCryqZpkL9GOkiANkj5O4b3syI5w6ZWM4G7RmPDeVAweOAzRibE4sP8IrjRe5wHj5cuU9LSJdxKnAfide0KCvnOXvkXYgmgM7TESA35O++tNhuer/gjtGc2B4UkfpKNofinrfHWcoLeeyY7QP3r/6hgNqjdvx9OHQn4i2p1ctDH88txsDrVf/O6H735A5eoa1tc8nSi1cWyPmbzZUsH+iLR83u49+06kOfWHeFUvsUJHZ7HQ5y7amlj+Se5MUqtrwBjvkQRJnxTeJiKyTyyC3gvDjB5zMLT/UITHhmPjqkIsX7mOp/+sZZUMbg5zLqGjoESUO3bshtlsZhxAThD3Q5DDZ5+408C9/uyKf672LwE31AFCZBRlLk5HEbAho0EjDFJw9EBUtDotpo2egf6/H4yhr4zknaUpL0AUJb7qk4LUj7JQHCiDJkYPbbQe2igdtLFGaGIMrkJtKrpYI/Rxph+dDfTS4smwWtjgmeKsUEbrcGLbaRdV3In2j+p0cd2xehjiTDDGknIysTJ99tuW5+4v9kXsF7XFfnN/ow3QRemgijVAE2fA2lnrwKCG3H59kyHpkwwpuf7ejcG07rMxacg0bN26E83XbjrjF4Tsw7QcnEbDT54Kyad2bduLWRPm4bM/D8SQl4Zi6q9nwffNYIT3jmWPkKRvKlbNXAdtvBHKGD3fn/sQY2A6amOM0FCf4g1QRupQs2kHnjx8zB4BMqoUs0GW9O6Vu7DnV6H5nLCZaculm4InKMYEc6wVOomOM4xSllGdRAudVMttsf5im64TrtXAmGCCJVrwKtWfFMDNnZa7sOXYoQnXQhWphypCy3EL4vsXaUt9V8SR4dahyL8UEpry60vGOAlx7BWjzeWkmNvNC6PfH4syewWarze75trJCNPy5PLyctcqnsNHDsBzrg/6/3UQ+v/vwRxj4/dXf04LT1sZRHvEYeWkFZwrQh6ngyZK53rX1C+xj/ze4/TQO4suVs8g85DhKLukya/ijKph3nyRF4WYG+cUE7mtH7dh+8btqMyuQOsd4R2JTE1/6zrctuq4d/0u7EtsUEeooYszuXhW5FM6Uz/d+62J1kMdrWM+VSxQIXNgFmIJLBJoZOCYhKjuUsx/OxCjeo/BlsJCXGmmkTDJPWXKbuCswzabjRcXUL/q6i8hNDgEI7qPxMCfDcLYfxvHux+H9Yri3EW0B9wGz03QxFugjDZBGyXID/NntAHKKDWUcWqopVpopFo+K6VaqNyKUqpxtd3rcsqym2sFxTMQvdnjwdMBwrTeqeqvoJTQ3+qgTtJDl2yAPtEEbYIB6ngd1LE6phsBKQMBLBpk/R1auusAkaZEV12MgeMHtbEG6ONN2OJVguSPMtgAJ/ShfatoU8RkxL6bCP9uQRj93mgszy5AS/NN1FFOG+fUCSVII5pSUlQ6aNPSuLh4DOs1Gp++0h/jfvUFJ5AL6xEj/GbfRGQOzma50cUZBJ1KetVNn8rCVdirOsDgpvFUIxQxGmjitNAkUNFBFaNCxYZKnKw5DnWCkp9fE6+DTkqDJT2DNgJuVOh6fYoB39XfQkdbO3Zs2g11FA1gBH3MdCPaufSzBepwDedpwpN2nKo8CXmoEpW5Djx+9Bj1x+uhiFRBH2ty8egzPqXnMUITbYIyxgRtjAm5Y3MR3yeR9Snp1Lg+lI1XguDuURj+1mgkJ6WyLm1qaEb95StobLzK29SUlZVx4CvR9Lvb3yFtYTJGe4zEwFcGY9Qvx2LGnz0R1CMasR7JSOiVgpyhy6CLNjBfUPjEsz652apooocWFw5d4HdFQxQaObnLOH3h3nav84CmCzi74xzUcTqYE6wwx1tgijfDnEBA3MmHbrR0pyvzaZwZJD/aKAM0UWRTDc/Jvyj77rxKdeJTuqcmWodFo5YIe1/1o1kGWi5OyWklHG84oeeXGDlkBJIzUkAJU5etWM0Bxtt37eVVk5Rdn8qhQ7Xs5CDPOK2idtdV7vWfogcT8b/x378M3FCgoAhsyBVN4IYSdVmtVlfys2PHT2D+3AB8/sbnGPTSEEz4zVR4dw9EVJ94p3FPwaJBS6EI10FJIIANmh6qKANUUXQWipqYKoqUr4FfHHkbtLGkCIUzudPoherizNDFGaGPMUIVreUpj8ffC4CAXP3oIEajVDvkChRMTBd9xrl3utDR2oEdxXugjtBDR8o2jgCVme9F9xDvI95X7AO1uUQbf9znCD0UkTooY3SMiknB8eitTzIkFPHfJwHRvZN5q/sVcavR2HSFp54a6sl7Q0mlzrNHgehLx+XGy4gOi8WoT8eiz8vv44tfjYfPa/685w0BJ4lHMlL+lokifzkbVWWUHmIhejIto530jdFDGaGGPdeBh987d7l1GkmiDgULUjK45jNCLo0bdS0wJJlZaIzRVhhiLNBHm7kYoi0wxLjXX2wL39H1BioxJuiiaLRuQN0JYVro9vX7sGc4oIqRcWBxxcoq6BJ1UIepWVif8YMeymg1lLFqyENVyBqegzg3BUcbHpJSCnhtAQqC8nHx0gU0XhHAN9GRlteSl4a8jHS03LiOxKQEjBkxDn1+3hejXx4D7z/78g7mCQSa+iYh8cMUbJyzGeo4PWRRTvD1Io8Sn0YTKNezsiCFQXV1uBHGdCtu190iM4sOXlnGt/6RohPBDeg9OPcHuny4Dvp4DS7tuch/RPFPoOBi2uqAICnxNNW7yPPWiePlx6EOl8MQaYKGjYQgKyLfuvOAWKfpKJbBKC10kQYsG1PARoMAOBkMWioa2zsVoW/EIG6yBGdOn8bVpuuor6Op00aOuSkvq2DQSJ2kgPdlBXmYOGoc/vbrTzDspVGY86o3Qt6N5LgzmkpI75+FogAZVDFGKKOMbJDVUcI7VUZrsH3Tdpzfex7NZ5vRfK4Z18428zL3a1R3lWt/t371zFVcv3CD40jY20WrJUnOuzp4GuDejfu4dvYa/27z+WZcP38d189cR92+yzhkOAx7gR16CfGeFoYoM4wxZhiiaFBghDZGDz0BBjYKJpdMES1FHmVZi6S2DqpoHRQhWmQNzkaChxQEbiTktaWtRvokIvytOISMDseJIydx9cp11BFgbBAGNuSxofhFOigNw/r1GzH5y2n45I+f4bP/NRAz/nMuQt+NYmAv9aDpGQlWTFrD3hFRp6q5H8/0aWmIgmPriMcaTzRCGU7v3AI9yWO0CYpoHS4drMP1b6/BkqBn3WukqU2WeSsM0VauU1sfSR5sE25evslJUnes3wVVONHGxPqYzmIR9LMZyhAVDhTtReeTdpyuOYWKZRXYvmE7Ht97jPpjDZCFqdnT7U5PgU/14GeJMEJBzxStx9rZGyB5PwWSfimsV2lT3ph+EkS8k4DwTyOwp2Y/rly7hsuXyQvehKamK9ixYzsPwmlFD4miXCXDjBlTMODVTzHofw3CjN/PxIIe4Yjqm4B4GoD2ScWaL9fzwFsVpeUB4Y90aZQe8lANLBlWDsymYYe718bdoLsDGledZFiQZrRcauFYGV2EXtCpMSYYYs3QO22Ri7bxOjDojLVBF26GJlgPTbgJRppVSLZAl2QEyZEyRAN9qAnaaAtUpI+itdBGCgNHfg6yC1FkpzSs29dMW8+bG/OAkUC4B3nFk0DL8P3fDcXoXmMxbsoXWLIin/f3o7xCNJ168NBRHDhYy3E4+w8Kyf00Gg0v2KDkvnS4npdbwn/un7nX3S75p6r/Y3BDdyGvDbn1xekocWrK4bDzrqF0zfd37yA9JQujPpiAz34xGGP/fTzmvuGNsObVQI0AACAASURBVN5RSOiXzMwo6ZuCvJHLoQzVQRGuZeYgBlER2HErqgi9q011KgKTC2eqUyHBJGRPoxRaqaAM1+Co4Tg6nwpzmuSR6OxsQ1cnnWlpMhkIYQkzCfr5HeegitVBHU6o1+j8PRPXxXu435/7QIDMCcr+Xp/peeRhWigjdCgJVCKj/2LQcwueGynvpRTRQ4LUYamo3XbyOQ8DGeKtW7exIJLxam1vxfLVyzF35jyEeIdhwB+HYNzvJmFBz1Beai4lpUlG47PFkC1QQxGhg4Lu/QItVREiffWQBythTbZw8K/IQcRgdNAqirK8MjSfEZZzt1y8xdOHmjA9K0NtFAEdo6sQ/cW28C6eb4vfCbQ1sNHXRmtx+dglvt93V+6gZtl2fLXtFB7feYzOJ11oOtYAW4YZ8hCV6zn4/YdqIY9QQRGmQu4oMsTJkL6fynxF7unI7jGI/TgatdYjaL5xA5frn02d0PJkGrmRwJGCo1U8M+fMwIKAUIzpMQajfzkawd1COUYqsW8SpH1TkPppJrZ4ljBfycPIAGtc/SH6inzB50hSFkYu3NcIA09nHVIfRFu7AEDcaS3S+0XBFj9v++EpypY7OEnao4ePQeGboMDiTqo53d48v9+FW1dvw5hlhjZYDl0YeeZMLlkhPiWe/TE/6JlP5GEaqMLU0EXosGLCKkj6JEHaL1UA432TkNCb8uDEoayoGs3XKXahEfWXr4JiGSiHiNVix717wjQQecVmzpmFBYGhGNd7Eob/fBSvaKG8L8T/VDKH5qA4SMH3Zj4N00ARqkRprAqna86g/QfBtS/S6v/mLE43v0jb/+q3nj5oRV3tJVSvr4IyUgZtiAqGcDcAGKGDxql3RHrSuxbrdKZnoiLQVYfFn+dA2kcKKQ9CUhDXT4L4XskI7x4H9UoDrlyhXakpMJs8DFc4bkmv17tWnJGrf95cH4QsiMDk/tMw+OdDMf+1QET0SWA9kky/20+C1dPXQxlhYB4V++Der9IgOfaX7uNpzsbjDVCEqKALMcMQYoA8UAFLXiWePGzFg7sPUEWrLLMsOOU4A3WkFvoIA/SR5JE2CiXCCEOcAd/VtaC9tQ071+yAKoSMpKA/n5d50s8myAOV2LdlN54+bsfZHWdwfud5HDYdw8Nbj1B/tBGlC1RsA9zpyXLlpC8/E+m0CC02zCtkuSc+JYAj7UNT04kIfTcGsrgSNDfdAGVtJhtF+vTs2bMwGo0860A8cOLYKXj6eCMwKBCen3th6C+GwedVXw5QlvRLhLRfMhLfT8H6mRt5kEVAUB4q6FT3PhF9SwNVKMupRFsryaXTYyOenTqV7unOi2KdZZ2wN7pw/9Y9VOZWQ7FA/ZP6VButgz5SB3WwFqpYDbZt3IHTVWfQdPIKrp6/CvLKfb3tLPZs2cNe9pIFCgayqggNe8/oWUQ+JRtFhcDRxlmFkLxPvCTYKRqI8J5/HomIfjcR897zwbD3hyMgOBir127g7URWrFoLe0U1DtYex75Dtdh38DDnDKMQFYPBwJ5HmskRn9dd/tw/c6+7X/PP1P9H4IZuTEaWtgN4MYiYYhdIEMWU9UajGdNGzuC8K8N+PgKzXp2H4J4RjAgJaSd+kMZKk8ENGeJgNeQLVFwIaSpC1K6iDH3WVoVqQUUdpnOduc4vhpCrDmR8NeF6qAg0RWpw3HQCT+/R7qVCVD8txqW8xARr6P/OJ09xjnKsSLQ8qqDfUNPvhAu/Q6M3uod4T/H+1Ka+Uv/c+0h9F9v0TJSbRRWqQam/Agv7Z/NzC4Y4mYO2wt6LQ3GyAs1NLWhoeBbDRBkztVqtSxD37NuLWXPnIjAwBKlJGVgwJRRj/zAe4T2jQIIoeT8R0j4pyPgsGyUBKshDBboSbbk4+6Wkz6nfwTooApUwxBpwj4OvBcFjFz4JWfM92JbYcO204BK/+e1NmGJMUAdroAszQRthdNGIaKWNMLjaVBfbTEsCpE66Et004TSi0PLUSf1RYRlmS8MN7Cs9wEpVYGYBlF4+chmySDkLOyliZbAGyiA15CEKKIKVWDZqOQcViuAmwSOZN4hbF7Ee1+tuoL7xWWA2uflpNEGrT+igTVzne/vAz98XySlpiPaKw/g/TUDQO8GI7ytBEvFq31SkfJqJzZ4lUISpURqiZD5lHiXauuj6jBdolQzzKoHLMB0UQWqo4tW4dl7wgpESE+WJ6P1i3b1N/bxyqhHFUSX4evs5Nkr8fVc7A3X24lB2nNZOHNIfQUlwKXQhamhCnpcV4knq14uyRZ/LgwU+VYQooQ3VYuWE1Ujsl4LE99NcSi68WzTyZuXjwql6XLnWhMuUsK/hGseImYw2HK09wTQlIxIeHo55Xp6QJiZD4p+IiX+dBP+3AiHpJ4DQhL4pyBq6BKWBCihJ1oPVUAZqULxAhRM1Z9HeSZLZzl4WelY66CzW/1GbL3S7Vrz+p/5WjGN62tqGO9/d42XRrQ8EYNX29CnO7z4DQ5IaJUFFUIYqoQnVQBPi1Adu9BRl3kVfp9yRDiCezR6xBIn9EpmnpH0JNCYipocU6WMX4cyRc7hypRmX65qExQT1jewFpyl+OlpabiIuRoo5s70QFydFalwmb3pIe29F95Ww9yKZPRgSrJm+nnlP0D3PZF/sV4l/CfYV72E+ajjRgJIgGWRB9P7lvOXJme3nGagQ+Ni2fitO2r/C/asPYF5ohSJABU2woHtVpBNDddDF6PDdpRtob23H9lXboQhSCnrAXead+lQdrkepvxx7N+1G2+N2fL3jK5zffg6HjMfw4NZDXD7SgOIAOfOEOz2pTjQUdZnSSdtN84qQ9GG6a2BDoDmmpwTxgxNxcutXuHrlGutUEdzQNAnF2hE/UPLQ9LQMzJozBzGx8ciIX4TJvaZi7l/nsYctkYFNKpI/TMOGmZugDFYyEHSnq3sfS/wVqMqr4TjiDoq1ocUBvMJRmBYVeZDk/UWZd7XRyR6smvztkAepXDrUXZ+yXYrQQxtqhDpAhZpsK+qOXsCTJ8IO3aIMiOeutk5cOd+AbeurIAsqhTKQgLcT/DplTx5Meo3slB6bZhVC+gGBulQXXQngSHumQvJeKsLei8LU7jMwcuB4pGct5o02l+WvxuZiGXbvP4T9R45hn3P7EAralslkvHJajBkTZdLVPze5FmkkfvffOf+PwQ25mylmgZiFvDdUCOiYTCbs3y8I4uX6RkQER2HEuyMw7JXhmPLb6QjoFsyBn6TcCNhQIWSYNTgXMj8F5EEKyALkXGj0QIUMLxUlCZ5YJ0VByJ6UofP8fF0D5QI9VAt0/PKVQVoe9VOU/6V9l3C/5QEePXiCH+4/wf07D9F4ugm71u+EloxRoBKaEDXUIRqoFqj5Hs//tnBP9/uSIL/YR/c2PRM/S5AShZ7FSP04kxkm8YNUJHyQhvj3kiH9LA0Htp1Aw9V6NBK4cU7z0RJlCnojxqdEaImJKZg92wuRMfHIXZaPTSsL4f2RL+9hI+mbCOmHiWyIUz/JwkavIpQGCXQU6Sr2S8l9JprqoPBTQR+hx11XwKsAYEnz0XJuy2ILrp4WVmi1nL8JU6QBmkAVdAv0UJOSC9a4ipqMabCGwY8mWMsjCuFMxoDadK3zvS0guqmgCVWgvlbw3LQ0fIe9hfvw4OYdVry07Jkqj+8+hiO7DKXzZQJ/BCig8FdAsUAGmX8JlgzNZe8KgRsq8T0TkfhRMnbo96CxpZnjFygom4zu9h07YDFb2GNDHsiFmZmYPWMWoiIikZmTjeKNaoQOj8ScP8xjz03yB6lI6peGpI/SsWbGRshClGwM5M73Kr5f4lGxuOjMRk0FGfFUkA7F82XYVXwQHU5PIgny31N0ooCzwiMFSWb+yVNsW7kNqjgtbtUJuWNY8Lva0MnLSTtw85ubUMfooPJTQR1E96TzM1kR+0VnsYh9lgc4eSWIQKQSy0YXuMANg0bK0dQ7AfbVZbjecgv1DfW4ROCm8SoHEGq1Rty5QyvuOrFlyxbMmDEDEZGRSFuYAUWhAlHjIjHvVU8OquX31C8Vaf0zUehdxMaQZKTEtwRleRUgYEEeKc4J9A9GvPTsIp1EBUht4XCOmn9Cabr/LQHNH+49ws5N26FL1MKQQrme7DgoP4gHLULAafO567Dl2FDqWwhtgAaqIL2gH2hgJuomNz1Fn4l6jJ/NT4bMoVlOcJMqGI5+KYh6JwG6xeS1uYqGhquCJ6ypGcePn4RKpeKBJD2TVmvAtKmzEBoSieTkdF6Gmzo/AzP+NJM3QySapryfAun7icifuIJpKvIm6x+3d17kU4Q9W3ZxDFjdkToY0gw4Zj+Gk5XH8PWur/Do+0c4V3MGt769jfO1X+H767d525zdxXtQ4iuDJkgvAPowDeSkJyPUuHnxBjqetmPrihrI/GRQkfyHaKFx6gOSfSoESuid716/gxctnNn+Fb7e+jUO6Gvx8PYjXDxYh0KfEpCOek7vB6kgC3S3D0rWBaunrnWCmzTBEL+fjuh3E1AYW4zLl5tB2fBJ9slm0U70SqWS60TTqqoqzJ49C0FBwUhOycCGLcVYHJmDL/80ibOfS/smI/mDNAY3yyetRGmgDPIgoQ+iTnXvY4lPKcoWl6PjqTPk4f8C3BAvPrh9H+U5lQwCXTqV9OcL+pVAYmVBFe5cEZJk0jN1tHeig1ZmdnShgwYITo8ufff4/iPske9FiZ+TjiTrTj6VBSrYi0oe/1WT17nADdlp4i2aaUjoTat8JYjpFY8F74Zh6LtjMMvTE8vWrMTK5UL8DW1azN6bg4d5OpWC4SkEQC6Xs/59MbiY+vWcLLrJLH333zn+R+CGbkTLuwnMiOCGmIZGv6WlpWhpucFuNblCifGDJ2LAbwZgrBgT0ivONR1FiDCJmOaDdKR9Qu7+Isj8BeVW4lfCHo5SPwWEooTMX+msKyAPUEHmr+KzPFDNI2IaFcsDVVxXBmigCNSgJEgLVYAOWn8tFP4qFsrSQDn0CTpUZVdiW24NzCkGyEJL2Wgq56uhDFBCFSRnxFxKwkWjygBSUs/fh+4lD1A7+yL0jfr4rJ9UF/pf4l+KEr9SyAOUWDNlPQti8ocZLDSSD1IR2z0JGwOLceFyI+qvkCA2ct6Qs2fPQ6FQ8g61RPfKigrMnj0PC0IiIE1JxbrNW7B9+y5kBi3BzN/NQ0JPCaQfEtpO48DFlZPXQRZAfZDx/akPRE/ql9BPJUr9Vfzs5EW50yQICAsEuQ8p5qb5Lrukr54UwA0lk9OGG6DwU0LFCl7tUkAqpp0a8iAdNH5alHqVoHheIYo9iyH3kkPnq4bKVwkZGfxABdT0Dv1IgSlw+bAT3NTdwt5N+/Cw5Q4rUxpxkL16fL8VlXk1KPIkWiqYP2R+csgDZNg8ZzPSP8lA0gepIMBIQCT+PQmWz1yBy+cbcfHqRVxuEGJCvvnmIjQaPY4fEzwMtM/MvHneWBAYDIk0ESvWrsX2XfuwKmkdZv55JqJ7xEP6foagPD9IRd64FZAFKlHsL0Opn5z7QYpCoKvw/kUeoDPxqtxfJYyKA7SQ+Wp4qvDGWcF7087TpD8exYnCzuCGlBSvNujAza9bIItQQJNowNeV53GfDS9Bnza0d7Sx4ir2lkPlp4UikDwhKiipD06ZKfVz41GWKYFPWfac8iYLUKLIpxSZQ7IFEP5RBg9E4npIkDl2Eb4+eA6N167gMm2O2dDI3hu93ogdO3ayHqJVab6+/lwS4qXIX74SZZXlKMwtxFxaVtstAtL3k5FEOuCjVKydtoH7R/Tc5LMZpytPMbBlGriNcKntDgT5+w767Kkw1dzBtpr7QB7ats6nrNg5zoZyizhj656jLecaEbyDLZdbIFsgh9xTBbmPGjJPFRSeStgy7C5v291rd1BdUAmZlwxKHw1Pr5DnifhY4at+Tv5ZdzGfCIB846zNSPtkIZL6pSD5fTIYKTywSR+yCLVVtTwdzcklLxPAaYLNZmfjSw907epVhASHwcvTD3GxUuTm5sNaUQarrALT3pyN4LfD+V2RTk36MAVZw3IEfedP4J/4VObUqaSrlNg8twh7Nu5mGbt44CLKsh1oPnsNN+tbcLOxBY3HGmCKN+B8zTlaN4lH9+7h9rWbuNt8Fxf2XMClXXW4uPcC6g5dxEnrKegSdGj55jran3agpqAGpd4lboCPgDQBQA3rZ9KbhX7FOGarpZ/GSccJHK88gV3yvXh08xHvsyaPVqHUh3S9DEpfFRS+Kh4Aky4t9SuFzFeO4sBiFPsXY+moPLYjtJqJPQ0eGYh9Pwl7TYdwpeUm6hrq0OjUqTXV22C12nhgQ3ZMIpFg7rx5iIqJx6KcPBgdZbCoy+HVzweBr/nztGziRwJNs4cv4fvK/ZWsg9zlXrRTRZ4lMCUZ8fD7R7zulHhO5FmWZafhFj9z52mKCaVpZgI3NxpuwBivhYz4ygmYCUSpyPu7QAE10dNLCXOWCd8336GICnR0dLKeaOtqQ1snJQslvdIl8L3I+7T/4L3HqF5ZhSLvLSh16gCaUaBS7C9HiZ8SOSOXCbrU6YTgwU2/FI7Bi6UpUM62L8G0XnMxeMAwJGWlY+26Qs4IXSRTYs/BI9h/6Aj276es74ewfftObNlSyEn+aEBJBz27eIgyKX7u/p14zT9z/h+BG4pPoOyYIrghgEOF4hccDge/yKYrTQgLicSwbsMx9JWhmPLHmVjQPZwD3shlSIRK6kejjHSkfpiBlA/TkT9uJUp95aARRTEXGUhJc/GRo9RXhZL5Si5CXcGfyXzJQKq5uOq+ash9NZD5KFHkXcql2FMGKkXzSlEypxgls0pQNIs+U0FOv+Gv4MIeJD8FFD5KKH2UkJMx9lPB9dt+aq5Tu9RX+aN+Ud/Efpf4KFDsI0Ph/CIUzS9GibcMOcNzkUKA7qOFSP0gnRU87SC8u3g/mprJG0bJ0K7i6pUb2LPrAFQqDR7/8JhX9KSlpWHm7DmIjE3grRZ0JisOHamFbL0Wc7p5IuyNcEgJMH4kGOPFg5eixEvG4KXYuwRCkYH6JdKyxFeOQu9CqKM0uNssjFDJkPLcKDpAytyYYcXVE8K0FI1eVcFGFHsrIfdTQUEG3Ek78hao/HRQ+pAAyrFfuQ9na77CMf1R1CyvgTJMiSLPQsi9S6Gcr4RyvhYyHzkU/nLUHRKmpW5euondG3fj7i0CWl14QoYLXbhddxvKSA0K55UyfYVnkPHfF4xdgcQPUpDyEY2wUtjbQKnZy1eWCaPhxgsgT2JT03Xs23MIpSVK3KG9nZ48RfbipZgxfQ4iIuOwMDsXKq0RO/cfQKVtG7z6eCHwryFI6JeO5I/SGeBkDFyEzXOKUeQt8Ce/YyefinQVeZXOIq+6+MdXzQBt27oadD6mSZd2dBKQ/KlpqQ5hFPaUkq21t6P+UAOqllah0Hcz9AlafLv1PLraujgwVhGjRulcejfP+FTgVZIf4b2L/RP7zv0mXqXnYFlTYNWU9Uj82MlLf1vIii7hXQkKE4px/dp11DcKck8DG9pigQY2pBPoKNxSgpkz5iIsNBrp6YtRWqrC1r3bsLVqN4I+DsD813wR30+C5A+FAc6SEfko9pKjaL4MG3w2o+mEEDhPc8buRsDdEIjKsKOjC0+7nnIitLYf2vH9tbu41Xgb967f4cSQ7RSTRAHEncTTFGf3bM6fjQ0ZH2dw93eXb6E0WAnZfEGnMBAk+Z9NngktvtlDhh54cv8J9pTsAY3SidYyHzVKSTf5KlA6X9BTgg4gWSP9U4xinxL2hJHOS/sok3UATfnFdk/EpvAiNHDWbCHWhuT/zFffoLRUxvEhdE+D0Ygpk6ez1yYtNQslJXJs27UT+3bUIm5iMub8pxckfZOR+KHApyl/W4g109aiZH6pUHxKUeLj1KfecmyaWYi96/cwuLl8pA6l80t5yljlDDIlD8vm2YU4oNrPz3yq/ASqVlai4WQjGk5cRlNtA+pP1KHhTB2+Lv8a+hg9bpwjcNOJrXlbUUrTt6JO9ZVDRnR06uoiLzkn8nt8+wcOWK5YVwnaVHePdg9qHcKKwv3qgyiaS4POEii9FZB7yyDzLoHMUwbZXDlKPeUo9ivB5tlbkPVpNlI/yGBbQqAxrnsiVs5bj/NnLqPxWjMuNVxGU+N1fHO+DqUlKt5bih6KVvVOmzYNQcGhkKakY/3mIlRt34l9+48j3XsRZv12Jm8oKf2YQHgK0j7NwOZphZDPVz+n41mORJ3qJYcsqAQXay8y4OjscE5N/QRIF3mcFhJQHB0d53afRbH3JsjJlgUomZY0yFb7qaD0l0Hho4DKX4PzTp5kXnYD/y+2WV6oD7wVERjIykJV2Ex09JazTRBlf/3Mzcjovwg8AHcObNy9N7zcnlal9k5EkEcoBvcehnnz52P5mnUoWLUOlMG4cusO7D9YiwP7jmDf3kM4sL8WMpkSRpPJtXLKHcCI8kzP7l5nYvw3/vu/Bjd000ePHjGYoaWfoueGkssVFha6VklYrBZMHjEVQ34/BGN/PgZeb/jw3ko0Z0fTUBIR3HwggpsMpH2WhfXTNqPYswRFNNqfV4qiuSVcqE5GusRTKKVecq67n6lOReatQImPCiVz5JB5FaJm1VZ8vetbXNh/Cd/uu4hv917Epb0XUbfvW9Qfrscp21lefloyjwylgkcLRV4qlM4tgXxOIUq8lCjxVvFv8z2IEdz6IfaBPhP74N5vQvKFXkUo8SrF6olrkfZxhksQCeTQEsOscUtw7tA3uNbcLBjhxmu4eKEeWo0Ru3bu4VdLqyVmzpyJ2XPnIT4xFRsLS1C9fRf2HziIndv2Y8GwYHj+0QuSfqkMbgjg0PQXxU2UeJaiaJ5AS+ob0bOYPCBUvEpROG8z5625+919l0CKngICN5TJtem44Llp/roZqkAdiueSslFA7qN0neXzVZB5a6GYUwxDkgqPHgo5OegBWh+0ovl8C3Zt2gm5zxYUzymGzFuD0nklkPuUoO6A4Lm5cfEGdmzY6QQ3AOUtvnf7Lnau2o4tM7egaI4bT3jKsGnaFmT2X4y0DxcihbxhH6Ui4X0pUoam4vTOM2i4ehWN9XWob2zgWAaz0Q6btYxpeurk1/D29GVw8/8x997RUV1Zuvhfv7d+6603PT3T055+r3u6Z7qnbWNsk5SFQAKRQSAhkY3BGAeMjclBWaoqqZRVOSoAMkmgRAaBciAHE4WyEFkSkipL+t7a+1YJGdPddv/xZrTW0b2lW6q6deqcfb7z7W/vvWHDFshUWpScOM2p76uqL2Bz8GYsfmsZRwmEjwkXjOf4cEinJ/M45X58fZzS2HCOVdd4GDlesmkRX2KEcY0RLXVC4kJacAngkEFyAUuXwRMeU52oIVBxRJvdwayG1WxB27U2FMUfg3yljoWEZ1JKoQszYPfSPcgaMU5dY3PkfdC5a46N/Bz0d+0iHWL94hkoCpuPSGz9cCu2TdjBiR3bH5L7RNCFUYp10jCQ+4QKoD569Ahffvk1gueH4at1G5CamomComKUVVWivPoCxJ9JEPYvi7Bh1EYGNzvHRIIW4vQ5CuiWZkO+RI1Hzsg8qglHiwP1wQ/749VjK4EWp/F71vYUh2IPw/hFNgrEhTC/MDuvCOUobENWDHAggcCU0evSe9Df6Ofpg6cwrskG2wKyIwRgVxqRu2wvskJyuU9r82phs1ow5BjA1SNXkfvJXugX5sC4PBfajw0wLBfm1kgbQH0qW6BAhEcUjyHe2IyNZBC+ZcxOHFOewKNHnWh8QOLsNrQ0d6D0bBn27N7LmxrShWzcuBEL5i9kcJOSnIGigmMoK6vEhQtXoYrSY/4/L8A3b2/Cdp4DkexCjfWL4++S3p/n/wgboApWo1RWSugRDXUPoAnTwhCaBcMiIwyLaQNohDpYhWPSo+hr7cWR8AIYl2Qjh9wya3KYuc0mVmhNFnJX7GY36KM7nSykPS4+JsxvYl7IpjptMx3JZhBoqTLU8Dg+rT+DW6W3WJtCm6uSzGN41vqcBbG7V+dBv0gP41IdspYboF2kgS5UA+NSA9SLNWzj0wIyEfFhzPAmeccH4fjmzxuRn1iI9kfE2rQJUWfNHairuQSDLgdPHj/jgJjY2FgEBc3DmrWfIz4hCfvzC3C2rJILlxoTcxH620X48k/rsWP8ruEmnpwAA81f6lOXLSV76rKpS7OhDFHhZOZJDFnIrQo4nJvFvzSOhTk+gAEnsLF0WbjyN7FrOct3CzaW+nLlbu7r7OVZMIZloSCyCPZe2w80PcOv9QZ7QtccNJ/I4Wsdwsn006yt4bG61MhrAo0TSUAido0nEB6JnbRRdgKcV+zNds4ntvFdSo+xCXNHBWOSz1TESMQMbCg0PDdvP6oocqrSBW7qUFhUApVKhRs3rrOt+G8HbojKc1WodbE2VOdITzkv2tq4fsyO7TswbcwMTPwfExH6i4VY+8fPhJwW7wtCQuokQthkOIUWxZ0ompQIdbAG+jAdjIsMMLhamIEnC004allLhMknHA0MRFx/y1maA2OYAdqlKtTkVcP2UhBYEQHmai6L9/J5N06knIRxcRayCAwtyUX2olye5Kelp3A0pQSqMBWyF2cjaynt0ozIck58Yn/oPV3v67oveo7rvulvukV6aJfoIZ+vRKxXPDM2tBC7Pjvt3LI25aKptQmtzZS4qwVtrZ24dvV7KOQa3Lt7nwd9RkYG5syZg9BFS7AjIgYHDhfiXHk1yiurUFN/EZGfhCP0V6HY8O5W7CBWaEI0LxqRXjGQz1XAuDgbhkVZMIQZYWQDZoQhzICsxQaoQxUoii5Bb4+QQ8W1oJBbqrv9Bb7bddAJbobw8EYHdq/KYyOoD9VDvUAL9XwyjEbkLBHYMd3ibOxZnYtbhbfQefMRnrY8ZbcB9bvdYsPNkzeQtVYP40I9shcbkLNMj8ZKIcS5834nzirOwtTbzzvkJatGBAAAIABJREFUe6X3UBR+BJqFWujDnH1L970kC5oQHcR+CYgYH42ocXGIGBvD4OabDzdAtVbFO7X7bS1obWziMPBr125Br8vG5UvX2NWVm7MXc2bPR1joUmzevAN79x/C2fMVDG7K6mqhilNj/lsh+PrtbxHxwS5EjIlE+PgIRHpFImNOuvA9hxmgD9PzOY/PRUL/vhoPwlgVxguNXSOyFmVBF6TnrM0E+ihc9K+DGwI/tOuihZ586MKCTuOZSlrUH7kCzRod90f2YgLfQv8wQ0kspXOs8v2NmD/0mMbq60dpYCLC3cIRMT6CPzMxjJs/3IS4GfG4f7UJjR2vio6SLSBxNuVgoh8COmFhSxGyYBHWf/UtsrJzWeNUUVmLc/UXkJOxG8H/HIJ1f1qP7WN2IoJZjGhEe4qgCNJAsViDzmtCZN7fAjdkHAnkdVzpQN+LPjzreMEBBMppalAIre2lHb0v+tF8s4WjJbnfmL35C+Cm4SnIJU6sbs4ysgfZPKazl2bx0RiSDX2oAafSTqH/sVAP6W7VHeR+mQf1fJrngs0SxoOe5xfNORqnMT7x2DkuApHjowXWltJBvLcN0VNE+L7iFpof0mZREBI3PmjjjU1RUQn3KdWSW7RoEYKDBb0N1Uk6e7pM2BFfrEN+bgFWvL0Ca373Ocg1Q+JaAow7J0QgIUAK3UK6LwIudBTuSxmkwtmMsxgaGMDd6nuQzZdDE6KGJlRo2lAVNPNU2Pd1Hs6mn4FxWQ508/UwLFDDsMAAfVA2DEEGGIKM0AXRZlSPzu8fcmmGo/El0C80sD3NWbob2cRuLc1BNm0gl2Sz/bmQV89C+BPSU3hyS6jCTR/2nKycNZAP77ezRk0XrINusRYaYtrXZqEitwLXT11FcUIhUmelI3JcLNtSAoy0udn23k5E+cagsqAajU/aGNw0N7WB+jT/UCHyD5FLagC3bt/G8uXLERIcjFWfrIFcrWW2gcSwFfU1OHH4NFa5fYqPfrOKx+nOCeHY5RYBOqZMT0EWrUVkR13zh9Yo53qlW5jFTD257ejHMSQw4cPgxgnYXY9d7iSyA/RDeX8IZGiX7kHu0hzkLM1FFq1NS3cjZ0kug29DaC4qs6uH8ze9Dv5fvbbw3rxxGhyEjRkkGwMcKsarCVPDEPpq3KbMSEYEz/1IRNCGcRxtGAW3NK3b1Eh7Q8lSN727HZvf3o6V730Cn9F+WPvV50iTKyFNyWAWrPR8JYMbylZM7M358xXIzMzkZJSuGn78gV9ja/5LmBtySXV2djrBDVUAFurJHDlShD1798HUb8Ltu7fx0ZKV8P9dAAL+v6lY/q8f8eJAod+uzqEjDUQakNRocYoYH4Pw8VFImCSFdoGOjYhuoR7ahXrQ0RCqgyGUFlEtjGHCOR2NoTpkhRpg5C+Inq+FZrEcFw/UvBJtOoj2B/shB537vMfNT3Ak6ghPzBzalZGLKtQA3QItSlPP8K6vv9uEU+mnoVqghi6MdgpaZC/MhjHUKLxvmB5ZtLAN35twX3TPfN+heujDDFDOUyPOR8yfNXJCDH9e3r2NIQO3HcfUp9H+jOodNfLOjWjp8+cqodUY8eTJMzx98gxffvEVgoNDsXjxckRFx+PkqVJUVNSivLwSFXXVMKRnIeS3YaDq2FvH7WDf/q4JUdg1PhLx3mIo52pgoEkXSouxAQRMtKE66EKNUM/R4nTmWZhNFoG5YQpf8P2SUO3AlgNoudDKE+nRtQ7ePajmq5C34TtUGqpQl1vHmU1z5hP4y0Z22G4Y52uhXqDkkELjWiNOpB/Fw5ttzrE8hJunbsCw1ADDPAJYOtyvEPLNdDY8wmnJCVw5cAWF8QVQLpSzkdXTOKD+XKjn71obrEXi5CTuy8jxMYiaEIuIcRHs4lz/3rc4nFqA1vZ2NLa2oqWxGeQqpcRScpkaHe2d6O7qwbatOzE/aCEWhS3Djh2RKDl6EhWVdSivrEVlXTUK9h1FyB8X47M/fI6dY3YhYmw0It2iETEhAtEeMcicKYdxYRZ0wQY25jrqW2f/0pjg8ekaqzROh8eKDkZaFJZmo+Gy4Mph8PIXmRsHMwW82DsGMEi5OVgw6BQSDw2hsaKRo1ho/BqWaPm9aG64Gr03ndP8ocWX7zPUwONUH2qEIcQIfYgByVNTWb8UPiECETQ3x0YhnCJRRm+HYWMWL8CNbc2sCaEaXZcvXYVOa8DVq9dZyJicnIa5cxYwYNzwzWYcyi9gn3tlZR1HUBTnH8eKD1dh9f9Zi21jdzCTGTEuBrvGRSPeOwHpc9KHwY2DtUavgB8baNqROoEeDaaO6+3QfaZHUUKR4B754gC0c/WcR+nWiXvIjy5C9hd6PLn3hLc3g38L3KwUQHfWIgOywgzIpr5ZpINhsZYXs6wFu6Gdp+Hihp23nYkt7zzGga37oZ6rgn6+AdpQPTShKujDtFAH6dim0Xznue+c/7S5oYr26asVaH3QgcbWJjyg8jUtD3Htxh3o9NkorxBcQnK5HPODqE/J1fc18vYeQEV5NSrLqnC+phpnSiuwIXADFv9qKbZ8SDmuIhExIZrtKR1TpqaPGKM6aEMNUMxWoDT1JLvqmimJ35d7sP/LA9i/7iC3A+vpeAAHKHHqRkr7cJBz/Bz8+gAOfn0IB9bn4+D6Qzi4Pp/Dwvdv3o8ndx/DZrajJLYY+vk0/g3IIrAfRoCezg3IXmSAdoGa89pQNoOLhVdxIv04KGLrUsEVnEw5C3uvFTfP3hBs7gKypVlQBOtQd+Ciay1Ed0c3VKtUzH5Fjo9lO7DdLRyb396B5NA03Pv+Hh60EWCkdaoV9+42sj09c/ocv0be3n1sT0NDF2HNms+Qlb0HZWU1qKyqQ1lNDWoqL2LD3E1Y+M9h2DZ6O9tRYe5HsQ1Im5bO88Ww0MhzyWXzyaaqQ41QBamx56vdaL8huPNJA0NaGC6NQpsUZyM3Ea2rpJmjn+YLzcj+1AACdbQhpc1fNm1IFhmRvTgL2YuMzGYZFmXj1ok7/H8uYOOaHwRs3ghuBgZgdwxiyGHn/+u42Q7NIg30BFZDDKDPFOkehYgJkYiaEI3IcdHYReCGpCNOPZMrCIhcUxtH7cCmd3Zi3ehvMO0/Z2DWvLlIlSk4Y3FKhhzFR0+iprqegU15eQ0qKqo50IAE3SRt+W/F3JAQiKJNhMR9wi6DKixnZ+9FvpPq33/wIEKmLYTv//LBzF/Mw6o/rOWcA5Qx1wVuqIN2jQA2NOmpRbnRwh8D8cREyOco2b+pWaCFZoEGugUaaOeruOkWqIePOmJ6gjXIoi9othGqRWpcPHgBg5YBhjED5Mdk1fgAbEOCkOnxnUfYt/UAVLM0MITQgkmLbBaYqlWe4aKQDqreDAcsL2w4nVEK2bwMGOZoYVxAA08Lft8QLfQhWp6sfG8EghZowPccTPetRcZMGUTeCc7PFysYOOfubcf74Yj1j0fdscto6aSw2vtobGpFY2MbDh44wrs3ymlSU13HiwUxDCtXfIK4WAlKz5Rx/Y7K8ipU1FTiRPEZLHp3GT7+7WpsHrsV4W6CgaNFP8otFnFeYshmKKBZoIM2RM/3pl6ghma+AfJpWtRRn5HhZ32C4AogrqurtRuHNnyH5noB3HRebUf2ItIR6NBY1SjQYRROnV+HnCAdsuYZWER8Ma8ezbVN+L7ke5REFUE+JwPG5VrcOXWb8/PS5CtVnIdqlhqGhQbcOy/scp60PMX+r/ZCNl+FzNkZUM9XQb1ABU2wGgRodAt0UM5VQuKXgCh34bPR56OxEz6BdFzh2OYWifNHKvDwEWXPFSKkKMlcSfEJrg78sqcPN2/c5pBa0oYsW7oSEeExOFpCk1GgUmtqa3D6ZBk+91+PFW+twNYxO4e/Q3o/AuTR7nFID5RBE6SHloxwsA4a+t6DddDOp7EgNBobw+PFOXZUc9XYv/4w60Nox/YmYzTSWLkM2EjDNXyds0kDd8/fQdYyA4yz9NA734fe1/XedKR70QRrmHET5haNZQNUc3WQTk5BFC++NBeFz8iLJLEMo3fipP4MmtspEaIw9wX3SQVkmSo8fvQU7a0Pse7LbxgwLl/2MTZv2o7CwqOglOy0e6umhaO0Et+GbMPCXy7F5jFbEOkWyf3KNmB8DGI8ozmvERl6+yAJqd8MbmhyW/otKEk+jvQABQN03TINspboYAw2wLCE2Fs9ZLNVUE9VolR2DgNWKzOII/vyB26p+0+gW66Ffr6GWUVDiI7nN81xoT910C0wwjBfC/k8GXK+yMG9UgGUk6izQFSE9LlyaGcroQtSI3OOHGJf6fC4cdk5GjukEaH0AgcTj7AehArkNlBpkPZOnKuo5p3vnXv3OUKSRK/z58/H8mUf4ZuvN3F1+6pK2g1X4Bz166XLiFsTj+BfBmPDextBwFSwp7EM+mmcJgekQTmPvnthfMqnZ+Jc2gmwnRscwkuuBt6N7sdC6+Gq393oftSNnkddoMc9j7vx8kkPt54nVCG8mxv9rffxS2YgrSYbSmKOQjdXC+o/YmeFo274Mc2NrI+NaL3QxizK1RNXcVJ5Cudyy1jjZ+7px+HYI5DPzoBhnhaaeVlQhGnR6ozYZLG43YYi0RHWccaMi+d1Y5tbOLa8uwv6jVno6Ozgemc0/1tb2nCh/goz4ZcuXmV2aeeOSI48W7J4Bdav+xbZWXt47tM4LausRV39VUg3JCP4rYVcjHfXWAGcur5D6tOUgHSe+zR/XHNJ6F8DsuflQDVDCeOXWZyEcsAkuD6FzTUBGXos/I2MqL3Phu9Pfo+cNVnQzlPDEKKFMYT6TAvjwlfHrIU0Jsk9p8e90/eFNCZOPc+wPfgr4IZAFTHApOR+fPsR1KFaqGZrkTo1g+1Z5ARhjaLPSeOUN+FODwt5W0Zqbza+twMbRlESys0I+/Ni+E2cjCiRGGmZQnX7vfsOorrqggBuyqpZXEypYgisk5SFbJnrZyRbM/Lcdf2nHv8uzQ29+MuXL4czEpOBI+NG7hO1Uo/TJ0t5RyVKSMLMcbPg/T+8sOCtUHz256+YwqKcDi5wQ7Qp7Vyo46gDXQOGDCoNGjrGe8cjY3o6VHOJHlVDO0cD7Rw6qqGbK5zTkds8NVQzFbxoXztyg4Qa/GPnPBmkmXOVEwBXBqYcNuppehjnZLGhUs2TQzFXiSp1NawmEyhlNkVaUCVj+rF123FeXg7FLBU0TsNF76ufp+U2fF90f/PUfL+quUqkTk1BrGcsoj1iEeMRz59r5KDZ+u4OpIdm4O7VBjRRkbymB2hsacX9+028CB85XAyL2QaDPpsnIuW3+HTNF5CIpKDCmjVV9bx7K6+uYPHxZ/7rsOx/L8OWMduGwQ31J703vW+clwgpU1KgnKOAJkgN9TwVdLO1UMxT426Vk0J1OGB32NknSqG4BG72f7MXTXUtPJE6r7RDM1eDE5LjgJXU/ST3HUL7983YvUIH/VQ5sj/LQle7kMiNpq/ZZMedUw28m9WEqNDI+p0hPLv/GLqPDFDO0eBuqeCWInCzd3UOZLPUUPM9arg/NUEaqOapkD49HSJfEaI9CFy8Gi8CMI7k6AbJnBRcrb6OtodtDG5I9EoRPHt272PA2PuyH4UFJcOsDfVpVGQcigqPobbmIlOp1VW1LD6OWh2DkH8KBuXNce2+XePU1bfSycmQz1ZATd8937MamrnCOB05Vnm8BGmhm63h8VZL5RjIxNltXLiPJjvt4ngn5zRQP+mxfQC2QQuV2cTlfRehm6GFzjlPXHOE3tt1L8Q80Pik75+abKYckolSHp/0mVxzcNi4jYnEVreduHD8EloftjP4JnaR8rEUFhyFQq6Fqd8CijwjAB62cAlWr1qL7dvCUXCkhPuUaGlqFy9cgeSbJMz5h2B8O/pbRE54tWhEu8UzQKVszPRjdQzAYXfAYbcP9wvpeuhvFEpPzOppTSm0IUZoZxugnqOGYZ4GOfN0MM7VQjNbDfV8NTSLjKjV1YOq0NMO2tWn9FoDNtrNCgaD2B1ygdD3YyQXTJAWxiBi2XQ8z3nOz9Uxc6MKUkE5PRNZYVpUH6wHJZI299pwVnMOsplSpE5OQbTPqz6lMeOyc9SvOykCb/wuVO6vRlt7JxfIpXILTW0PORFapkqLJ0+fCTmYVq7EggULsHLlamzbGo7c3DwGiuUVVThfXoOay/VQxagR+lYYvvzTV6yXoPei96RG85/misRPAtlMGX/niulyHI0uxuN7D9HV9hxdD5/ixcMX6Op4ga6HL9D9sIuPdN71sMv5mI7dfC5cp+d0obtTuP784TN03OhA4aZC6GZqYaC+437U8TkBFXpspM3AdCX2fJWLhtoHsL60wdJjgdViRnfzC5wVnYV8thy6eWoex6pZWihDNWi50sa2hkrKDtjtOCop5oSl5JIOHx89HEhRlFmC9g5iwgX3KYXYnz51DiqlDg8aKBq1FWs++RwhwYuw8qNPsHnjdhj0OTxO2YVSUY2a2gvIle1H8G8X4ovfr+P1yvX9ueY99WuCnxTyWXKe9665r5+ThaxZRhhn6XjNUCxW4mTqCWZluh91wdxnYve8qa8fLx6/QEPNfRyVlECzUAMtbbjnUX8JY4/7jNx+1HfUn/N00AVpoAnS4WbRLbbJFN06ErCP3AC96XyIwc0QOi52IGOOHIl+yc4x8mru02cdnv8jwc0I1xRlLabyLJtGbcaqd1bDZ4wvvvp2I9IVao6aMmTtFjbg5GFgcFPD5W4SExN/EDVFc30koBl5zobgZ/z6u8ANvSGVW3gVJUVprDtRWVEDWaYaNVV1ePzkCdZv3I4pf5oK//9/Mhb9bhnWjdrAqespeyShPmosdn0DuHEZVpqIIo84iD3jIJ2YAMW0TGhmKKGZoYJ2pgq6WeoRRzU0ASpo5itx7cQVju0nsobTXnP4mzPkbAhoqGyAYWUWFIFqaGdpoac2RQPtXDXq9tZgwEI0P1F6g8Phc5SAiX6sfXac15dBNSMDuql0H2q+D76XWWroZqr5/tQzlJAFpiPRV8z3L/KMR6xHPGI9RcOLhmvgbHt3JwyfGTgdOE261sZGPGhtxrVr30MmU+NoyQmY+s2IjIjF7FlBHIHy9fqNkIiTeFGhhbiyrBpl1RU4X1GB8BWRWPjrhdj4/mZEuBN9GsPvKRi3OER7xCPOI4bvLXNqKjS0IE9VIO/TvXjS+JRYYtidiwkZftplPG95gbyvdqOxpokLanZcbGVf+5XviCIe5KRdJJiz9VqQ/+1+qP1lvLCflZ7BzaO30HHnGXNgpA+5d+I2G7UjWwphJSHc4CCK4ksgm67GndMCuHnU/Bh7VuZCPlUHzUwN1LPUvEjJp8kgnZSIOK84xHjSDl/4bK6FmBgqWig3jdoC5So97t2+zzmDmpuaOafFre9vQaXUo7joGHq6e7ny+rTAWWzg1q/fiNgYMSgJXbWTuaksq0FVTT0yo+QI+uVcbHxnK0e5uBYN11il75VYMZG3CGkBKVDOlEFFxm6m8tX4mKmClsYuj1s1lFPkyFmZi8etpEUCKEmczWFlQEnFJqlR/1P7KY/ttgEWGtuHbLD2mFEUdwSKgExoZwjz5Adzhu5llpLvUzE9E6n+SRB5CZ+Bxomr0eejz0qAbsfocEhmJ+J6zXU0d7Si6YEger1zWwCMtDD0vjThwP58zJg+h/v088++QlRUPPLyDrA7kIANUdMXLl2GSqzB/LcW4ss/r0PkuChmixgwusUjYsIuNHLk3BCs9gE4bHbun5H9YbfZ2f0xaKXOAx5UNnA+EM00HXSzdNDOUTJo10zTYt/qfWisb8GQ3Qa71QorHYf71s7j12YXNjGP7z5mV6o2UMW2QTdTw69DGwBadKg/dTNVUMxWCazvdB1UU9RQBqajNPUUTM9NGLQOoDK3AlETY1kHRnPfNf9cYIP6lYSv0ZNicPPcTTR3tKG5kULrW3D3QTO+O3iY86287OvjKNS58+ZixowZWLv2C7YFem02iLk5X1HFi0ZFXTn2Gw9i6R9W4JPfreWowVfjVLA9sR5xiHWLhsgjFimTpVAEylkrl/WRAXuW7ubQbeOKLBZNU2DFq5bzF85dzxGu53xEUZkUOGFAzjw9jDM00M3SQD9by0c6dz0mu6ubmQXVNHLbKVESUYRyVRXOppRxFJA6QAFdIC30WmhmqaCYKkPKrFQ01pMNIs2ZjauJHxUXM6NIbilywe/8MBq7PKNRXVCNtg4SvVOCScrF1orD+UVQq/TofPgYZecrERK8GNOnzebN4o7tEXyNFmASwFaXV6CiugbF+WcR+ucl+OQ3azCSuaG54ZonNP8l3iKkByRDMSMT6tlKaGZpoJ4jg2aWDLrpOmgC1cickoH0GZnIW/sdjkeU4Gz8KRwNL+LIKtlcGTRTtNAH6qCbLaxvrr4SjtR3agbdehqHs9WQz1DhlPw022gX2/43mZvBAThIPE8q58EhXDhwEdFkT93jEUPrlKeIP9fIcUoAx6UPZebmNXBD2pst72zBunfWwfttHyxbuQoZSi27ppRqPUrPlnOfUt+Wl1dxhBqBG4qu7ukRcmLR+joS0Iw8/xm4hp/6d4MbKn7lEhM/aGxGc9tDHD91FmkZcly+egNXb93AqpWfYdL/noJp/3MmPvr9anwzehNnJKX8A6+DGxITuiaha4chDJo4xHmKEE/NSwSJTwJS/FKQOSUTymkKqKaroJqmhHqaEgo/GbuCbh/7nl0kVNGayyoQpW2jqUA/g/j+1DUWTyknKaGcoYVmugZaPwX0sxW4euAyJ8igxZz8+cTyU00fOqct2dCAg7UoDssAanUVUARkQDlZDtV0pbOpoJimQEZABpInJiPBSwyxhwgSTxEfGdh4CBOCgFu4WwQix0Rj5+gofBe5z5nfohktTc1obG1BZc0FpKbLcerMOTx5+pypfm8vPyyYH4rtOyIgkiThQH4hqmovoIwmYkUlI2HZ9nTM+ad5+GrUN8zckIshxu2VcaX7EDnvS+IpRrKPFFJ3KY7GFcHhGGR/LNXWouawCuHJz5teIO+LHA4/Jo6mvb6FaftrB6+yBsdhscM6aGXB5on4Y1D5K6EL1EE2ORMyfwX2LMnG5fxLTD/DNogTMcXQzFSj43IH7LBzaQzZLCVun7rD39SjxmfQL8pCuocCCl8FFJNVSJqUCZFPIuK9aREWIc5bhFhP2o06dxq0EJNua1wsthBg3JYL0oOQcaNGrlSqeZaRrsDxY6c5WmLXzih4uPtg5oy5zDBQ3pA9eQdQXlXHdVGqymtQd+EysjJyEfTWXHzxx/W8O+Rx6uY0CE7QyuDGU4wETxGSfBORNjmVDbJ6uhLUVNPk0EyTQRGoh3JqJmST01AQU8J1giyDVtitDgEkWgdgtzhA44wyvdJ3wOf8WPhOXn/Mz7cOYsA6BF7sh4D2G63Qhumh9FdDNU0B3RQ1zxW+l0A55FMzkTo5FVKfRB6jIk8x4r0lw8bNtRjz3Bwfg+2jdkG2WoU7Nx6ghbK9Osst3Lh+m3UMxIg9e/qC+9fb2w/TZ87F+m82IU4sZe0I7YZ5R1xejbr6S9irOYCwPy7Bmt+tdS4aAgNHzE2kWziaahtZH2O2DHAGWyoc6uB+cXDSN6vFCqvFDod5AN1Nz1FprIEhTAd9gALaQB3bB+VMBZSBCuSGZqNKX4NnD6k0QD9ovL56LQcofJz6kPYwlOeJcohkeCdBPVEG1UQVZJOVkE1WIHOyAhl+cmROkiF9shwZkxSQ+Skhm6iC3CMVIo9oro1EIH7APoSzynOImRCLuAkiRHvGItIjDlFOVpr6decHEUicL8WDS6QHI4axGQ9a23Hzzn1k7c6D1piN7p6XMOj18PPzg6+vL75c/w1iRQmgReNcWRXKK2sEcFNVheNFp/HR+yux4q1V2P5hJCKItXGPRYxzIab5EusVC5FnAsSeiZD6JiLVLxWZkzKhnKSCMkAJVYAcKn85CFyopiig4CaHKlAB1VQl/109RQFuASqoA9RCm6KBxp+aGpopKuinaqALVEE7TQXtdLVwpHPX4+lqqKaroZmmgWaKErJJ6UjzTkWmjwzKyTJopst43MqnypE2OQ2JHgkQ+4vRWNPINmfIQUDVjmJJMbaN3iXo7dwisevDKET6R+NW7Q20tVNpkGa0NDej4UETdu/dD40uC0+edSFv30EGNhPGe7KGKTZWDLlSi1Nny3juV5RXorKyFqVnK7HcbQU+eusjTmgX4RY9ggmL4/kS5yWB2EMCiacEiT4JSPVPRvrUNKRPSUW6XypkE+WQ+yshn6KGIkADmZ8cMp80yH1SofBNg3JSBjQBSugmq6GZJINichrkARlQ+MugmqyAxl8B7RQ51IG01mhBgF03TQF5gBzGL3PR320WAgysgxiyDTGr6QLvxFCOPGdG2EaRlw4MmK3YuykH0ROiEOcZjxivOER7/pANp3FKjTY41ATdzavku+Sq5qR+723hNWfSf/ojKCQUKZkKkOYmXabEyRNneXND4KaiogqlpaVIS0vjhH6k3yUgQz8jAc3Ic774M379XeCGUOHI/DZU2I0m4+Gio0hOk+Hq9VsorSzDkgXL4PcvAZj1v4LwyX8IUVKcf+FngZt43g2TweXmJYHEKwFS3yQGOWn+aZD7K5DhI4MqTIE7p78nNywXQOPaURzyNgAbrJw24PvjN6AIzoDSjxYZFSNpjY8SmiAFrhRc5lA66j9S0TP6ZWGnEJlCjymSxU7Vmclw9Q2iJqcC6bNSIfNVQO4vR/rkdCT7JUPqI4WEjIdzsNOAF3uKBdZmBLiJcA9ncBM5Lg5FGUXo4NBa50Lc1oaTZ89DmpqJM+fLceduAz5euQZjx7ixGyUiKhZiaQr27DuEcipMVlkO0t3U1NZid1IOZv7jHKz98zqmpmMmxCD2NXAj9hDzROR7cxNxv9YfFNwjdtIpWYYwYB5ckmnbAAAgAElEQVTkRsnPCNx85wQ3NAw76lugmJmOak0NDzmbwwLa+d4ouQk9aU6mkGHTQTtVC2WgFoqJmdAskKH1RgcDRMp6SvTtjaNX+f8bTzdBNkeGWyduorvzBS7m1SDvc8qAmgvVgkyIaGfklQSJdyJErvHgXIhfBze7xsVi+3tR+C7hADoedqJlRAbtysoqZmsoiVdTYwuHKY969wNmGqIj45CYmAp9zm6UVlRzXRRiJGsuXMJ+Yz7C/n0hVv/uU2YcCdzEusUhjnY7xIR5ibmJvSRI8EwQjJy3FCkTk5ExKRWZARmQT82AMlAGtb8O+hAja7euHhQEuJZBM4MYqqFF4ZkDFD5qEUI1f+pjet5wo8yo9iGUys9D5p3OzJwyUAVZQCYy/NOROjEZST5SJHoRsBGMMt07zTP6LMLmQgCOZNiiJ8Rx1Xrj5lw0NXSgubVdqLDc8hCXL11nHQMJXCnFPbn2xo51R0DgDGzatpPHqVytY3eUC9xU115Ewb7jWP4hLcQrOfkavw8BVQY3kZyigXYqJrMDtn477NQIhJgcsJlssJgtsNoG0PW4C9/tyobMJx1aPyVUk2RQBqqhmU46GxUUk1TQTNbw9cPiQ+jt6YPdOvjqtfrtwuvTa5sdcJgG0Fj2AIURB5C/aR8Obz6Igo0HUPjtfhRs2I/DX+chf/1ebgfX7ca+r3Zj91e50H6qgupLBUcBktjbNmhF3zMz18eiHF6UqiDKg8CG4Cqiz7vz/XCoPlGi6ftWtLWSS7oJje0Pcfn698zaGHL2oPPRYyQlJcHd3Q1eXl7YuHkrRNJkrsB8khZiEr/zjrgGZWersMb7Myz+9QqQBICiJRmIO8epAG4kiPVKQaxXsjBmPcRI9E5EMm0cAzKgmiKDeqqcjwxoaCM5TcGMNPWpNlAJ3TQVNy2x34FabjpizGjOB9LCq+MmXBeeT//navT/BHI0TuAvgH8F1IEEmoT3lvtnIG0SgW8pErwSIJoggiRAgqaaJgY3IJbTakdJQjF2OsENabdIxxQ/T4KGG/c4gMC1sbl15w4osZzGmIO2zsdQqLTw9ZmMD94fxwkRRWIpV7emNBCVtGEkG1BZh/NllVg3fR0LtTd9uAURblFvADdiiGkD7ilC4gQJRO/HQ+KeAPlsJSeOPbKtAEeTjqFMU8aBF5f3X8blA5dw+cBFXDxwAZe+u4iLWXWoyDyHU5JiFG0/hANf7MceSrGxKBv6ID3UgSqo/BTQeCqg9pBDPjEFGl8CPFpcLbzOG3Oq6WVnVvIVM/k6uCGgYx6g5BrAvaq7SAiUIG5cPK9XIncx4mmtoI3bCAnFSHBDDA4liCWSglO6jN7FmqcNo7fg61GbMPPd2Zg+ay4SUtKQJlMiKTUDxUUnWD5B45QS+lFNP6VSCZlMxhIXWl/pZySgGXnOF3/Gr58Nbui1qWMo1NvlxyRwQxl1KTdAUlomLl2+huKjxVg4cyF8fzkJQf8Ugs/+vI5DwH8quBlJ97mMLR1pUUvwTuSBTpMxyScJ4gkJUISqcb/ynpOqBOyOIRYhOjhR0SBsdjMufFcH9WwNNH5q6KfqoJ6hgNIvDTlhWtwtu8uiY/vQK60DdbZ1wM67L7pI9W1sg2SwBmHjhF+Ut8CO2gN1nJQrwT0Ryb7JbCTo3qTerxaNN4Eb2klFuEcgfAyFFMfgTM4Z9g+7WAaK8Ck6dhIJyWkMbmrrLrLwlRbiVR9/CklCMi8a2Xu+w/mqGpRXlLPuprKuDvs1+Zj1q3lY8x+fO8ENLcSvXA2xnmKIPIhhkPDiFjc+DrKQDDx58AJDNjLuNtjNA8PGn8De88bn2PtZFhqrGzmZXkddMxRT0lASXgIHp8h3sOgwb91eqDzk0E/TO42blndn6ilqaCdmoia3hqVQT24+5lwVFfLzGDA7cHFfHdKnpOHI9gKUak7jwsFqdLV0wdTv4CrN+7fvRZxXLBK9pBB7JQwvwq6F2AVwiLmhEPjtY6JQICtCx+OHaHbmYiLmhrLnpqfJcfzYKVy9cgOrPl6LP/3xHRYTi+ITkShNhUafjTMUfVZTz+7WivoLOJx3FB+NXoll//ox5xCh92Nw4zQCLnAj8qJ+TRgeowneCUj0TYLULxnJbKhTkL3SgFPic1AHqfDoaicDaavdCpuThSBQQ2wENRfI+SmPXc8lUEoLNBmHxw1PkLM8C2meaUiekorkSSmQTkyGhNgab+E+aeHgMfo3wM2md7ZgX/QhtLZ3oqFViJKkQpl1tZeYrcnbsx/37zVi08Zt+PCD8ZgTFIIdEdGQJKVy7qCy81WoLBfCQSuq63Gy5DxWeXyC0F8twtaxO3nB4O/RBW7YBTr4V8GNxUoMzACq9OeR6SaFbEomZxEnsb+C3H7zcvHdmgNI8U+Fwi8DdcYq2GyAZcT4JuDE4GkYONkF9x4xRf0EpOywmQZg7x+Arc/BrlRLrw3UTD0WmHssoJwklqf9sHabBFbIbILJamK7crv6PiIDBPdUnBsxN8LiSAsGhSznbMxCw/1GNLU+QDMx4e2PUHfpKjIUamZvGh40IioyEmPHjmHmJk4kgUiawtePnjz7CtyUVaO6vB5fTt+A4F8v4QruEW6Rw5q0aI84iDwkSBkvRcy4aESM3YX48VFsA9hm+QhgPM0vFRmT05Dpnw75lExmHAncEAAhcKOZSsyYC7C8Bm6m/W1wQ//vYnRIZqCeRuyanFlOBt+T05A+KVUA4L5JSPRKYLsqcZMwuCHmhnISDdnMnKCxOKEYO97bhWi3OBamU86k5OVyNNwVUj+QTSW93dXrN6DWZ3Hdo7sPmpCYlApibWjDGBMtQoI0lZkGKhtQWXcB52gRrqxDaXkVti3agdB/XoQNozci0j0a0cMaJhdzI4bYhxiycMT6RmPPZ3tQlV2N1kut6H32Ena7Rcit5BjgBJykgSH3MWk6qTkGHBCiAoc4EeegZRCWl2au6ffo9iM01DbiWskNVGdV4lzyKRzdVYh9G/JgJC2ZlwrZK7Lx+LoQSm+1W4bd2C7X9ki3to20fRhAT8dL6D/PAW2uY0gLNjYCIgI54xIQ60Z6xlf60B+DG0E7y1XYR+9kPe2GUVuYMQ96NwR+AYEMFClnWEJSKg7nFwvMTbnA3FRUlHPElFQqBdX4I1xBPyMBzcjzn4Fr+Kl/N7ihgTKsuWlpw52GJvYPE7ipqqrFofyDmD81CL6/8EPwr0LxxbvrfzK4GQlsyH0S7yXsJOko9klAAu02vaWQekshmSCBLFiOBmc9InKpCKF1Q3Dm42KjVamvgDwwA+pJCmZsaKLKJmYie7kBjdUNjGApmorcTy7hFeXCIB/ms+ZnaLncytobTmNNZQBI4MjXhXT4dYfrIJ2ShAQ3CZKc95boI4Cw4V3xj5gbot6J4gtHxMQoVBypQFt72ysXSlsbs2GJKek4caYUJ06dZQ3D737779i8aRvTp6LEZBhz9+JcRRUqKitRVVaFigv1OJhTjDm/CcHqP3yKnePDmRZ3gRvqU6ZQabfuNBrx4+Owb3MebBSOaDLBZrLCRosrGXQTifYG8KzxGXZ/asCDKgI3g3hY3wT9dDlUoSp0XBUS+1GytENb90HulQbddD20bOg0MAQqoJ2qgWKiBkU7C2Dqs+H22TtQkzB7rhKHtuyHar4MmdPSuGptd2cfKOOs1WGGjYSjGALpIBRL5Ih2FyGeXVPOcTHCjUJjh/Q228ZHgGpqHTOeRNsjSlPQOOyWOnnyJDIyFKxVKi+vxvLlq/Dvf/hPkIYpWZqOJGk675jPnK9AZW09KipqcK62DkWHTmGN21os+tVyFsTTbjjOLZ4BzkjmxgVuXItFAo2DiUks1kv0IZCTgLL8SpxOPQH1MiW6HnezYSPBuNls5YWUmYnXF9yf8tgsaFDsfU6mw2yFY8iG89k1SHZPR7JPAhInpfC9SCYmOedSIi8cBHRFbwA3rt0baZk2j9qCI4lFaH9E4IbCa9u4CjhFlqWnK5CTk4ebN24xxT/6vTEIW7wcyekyBjeZcjVKS8udbqkalFfVouxsNT71+wwL/ikYm8ZsH6ENE3EYOo01os77+glIWDkBpLXPBmqWPgunnOjvtzBb9fjeM+Rt3osKfSUaKxuRs1SPDLcM7P44Dx3XO1GqK8W+7YfwrOUFC1ZtvcLr8Gv1WoXXp9d1nlv6bXD0W2Dvt4Jq6FnNNmaLeG6YrKDq7NTosdVshdlqgYP+brbBZLbCRPfcZ4OdXGddJuRs3osdoyIhGk+au0gGcrRgUDDBvog83Gu6jwdtDWhpbEFL2yPUXLjMiwPN7ytXr2Hbtm1455134O8fAEN2Liebo1witAGqqqp3MjfVqKm8gA3B2zD3X0Lw7XubEeUeiRgPwd1H32Wsu8DKaT/X42Q61SzSQUxsAzHiPolImpiEJGL1JiYjZWIq0ialI3NyBmT+mcz6KacqoA6QQzNFAd00AjYadgGSG1AXqOemnTrinK8Ty0PPVQk6xalKaNjlJYdiigyygAykT05jlobc+cR+U+N7oQ0j2Xxib9wTkDAlgd1SPwQ3JQxuiG2ImhDBOX5knxlwr6GR81oRuKEN+cXLlznpKRV1vHjlOmLjxRjz4QQGN/JMNTJkQk2kQwXFqKq7yBnKz5FbqrIaMZ+IEPyPIfh61DesY4wh7ZKHoE2JJdbWQ4SocZGQLc3ExaKLePmsd3ixfqUXGwDr4ki8zs3OzBOxTySOF/5GxZtJY+aAdYCCWUgiQau+c3knmYwDsPQ50PO8BzeKr0I9S4k0z1Ts+WI3Zycn1wIl27Y57OBNk90Gq83Kj10CjZ62Lny3OQ/x40QMtpNDk5CzLgfS6VJEjolE9HgCarRGxSLiNbcUhYUTa0OBQVwtfPQOfEsV2Cm32tuRWPj2Ynj4+MGQuwdqvZHBzaGDhYLmhnKylVehvLwCRqMR8fHxXPHeahX0biMBzcjz/yfghhAggRsq6MjsTUsbbt17gD37DjJzc/z0OeTm5WFuQBD8/jEAi369hCtVbxy9VUgLPtIt5VRfk1iJJjotGC5wQ6iRFmIxGV0PEuVKIPKRQDQxCcmemRCPE0O+LANNl8kvD6bgSVtDLAMVbaPBYOu14pTsFFImJUPmm4rMqWlQBKiQ4pkEw2rjcLZdO6FmAizOCBU+DpDzaQgtV5qhWq3D1aM3OSfAkH0AQ+ZB2AfsrE0ZpEE3AFwsqkPi9DimJKVeqYibmACxt0D3v4m5iXInVCyEgkb5xqL26IVh/zDTqG1toElGiwOVjz+YfxgLF4birbf+FaJ4EbJydoPAjT57D84Sy1BZxVE9FfV1KMw7hgX/FoZVv1/DyezI5z8S3BBQlHglItZXwu6eeK941B6u5iJrFpMVJgvtVB3sBuAdrc0BKoeQvVqLBxUNLF5rrW1msazUS4JyeRmoijKVBbhefA3pgelIm5wONe/GMiGfmobMKemQTZJDNj0D2Z/mQBmqRIZfGlJ9UyF2EyNxXCJKooswZLEzQLWYbDDTwmC289FiHUT+ju8QNS4KMd6vmBti9GickOFmcOPs00jPGJzefQbtDzucLKMAcKgAaVqGAhSeePx0KZYsW4l/+91/YMvmHVArdZBK05CpUEMANxe4su35miocLzyFNV5rEfLLRZz5mITa9H6u8fo6c+MCN1LvZCT7JCHNNwkSdzEKIg/hafNz6D/OQkl8MS+OA04XicAQCK6XH7EJbwI3ZgvsJlqAHTBbTBgcsLPOjFymNvobgaVBG551PoNmhRpJEwTXAy1c5NrlRcP7p4Obje9tR0FqCbNhDVR2gYo7tj5EWWUN96nRuJvzWVDU2bvvvI+wpctBzCK5TzPkKpx1pi1gUXEVRU3V4TP/LxD0iyBs/mAr2wDuTzKqHtG4X9XEuXz6+qww9Vo4maMLfJhfWvhvJhcw6Xagq7ObF4XHd58gc24qYv8cjcxQJZ53voTV7EBXRw/M/TaYe00/ei16PXptOrpe29xnhbnPgv5eM8x0jZsF5l5qAiASzi38PNf/073yfb208u6b7EPN/mphxz9WjEinSJuZm1E7cUB0CKRdFCIl25gZI7cIUfrkliorr8KmjVvxx/94G4GBM3Gk8ChiRAmcBfZI8VFUVb8CN9WV9di8aAfm/fN8fP3eJgaJxBK7+pVSbxg3ZuN5ZxfIxD1pfo7sr/QQj4tBEoHfiYlIJoDjmYz48WLEjRdBNE4C8fgEJLhJIZ2QiKQJEiS7JSDFXYpUbslIdU9GmkcK0txTkOaWhnR3oaV50DUp0jySkOYhRTIx3B7JyJiYjrSANKT7pyHNPwXJk5KR4puKRLcEiMbGIm5cDETj4yB1S4TENxli30RIPSRI8Jdw6glizQctZtjMNhQnlGDH6B2IpfVjfBR2fBgJ7bpsNDjBDYeBt7Wi7sJFKLVGkIuUbGZUdBwzjO+N+hC52XnQG3KYKT94pIjBzfnKSpRX1OB8VRXEXyQi6BfB+Oqdr4fBTZx7LGI9xIj2FCNy/C4Y12nQ6UxEOEBuegbBDtBmY6CPNo7kCqUNI7GygxjoH4DD1cyDsJocPE6ZJXQxi3TdNACraQAWC7lkBa2Y3UbB+2bYLSZUaMqQHpgGqXsiNEt0uHDkErqf9PDGkNdGtthDsDsGYH5mwq3Sm9B9okGsRzjE78dD+Yka7bcfor/HhJZrLdizdQ8ixoQjakwUaJ3aNYGi0EZETb0Obt7fic2jd2HLqO3Y8u52LHp7BTw8fDm3VXb2HiRIUrB/Xz6DGyGgoAokD8jNzQVlh7548eIwc0P3S6DGdXSd8x9+xq+/i7kZBjeNtHNrQtNr4Ca/8ChUBiPmTVmASb+cgsW/Xob1736DzaO3giqrugTFFAZOKcJdYbVvAjckJmZg4NSHJHiTWEsMkbsEmUsVaLkmJIMbtLk0CkOwUFgn7Oh71ofihAIk+cVD7iNDxuRMpPhnIMkrFblrc/DwhpD9lMKdX6fumMLj1wHarz9E5gwZkqcno76wltX59iGrQPvRomQbFJIEDgGXi69APCMZYncpi5+J9v8Rc+MU9kUx5ReDXWOiEO0Th9pjl15jbtoZ3FB9jrwD+cjZs5er1v7617/m7I77D+bz7o18yDRRqfxCRVktCNwU5R1D8O9HgBvShwz73AU2jFibGN9ExLnHQTIjkZkREqKa+q3oN9lgpcXUuUu2WW14fP8xg5uGMsqp4EBLTTOUM5VI9U6EKkSB9osdTLPaTBacTTuJNK8EBpTp/nKkBciRRoyWuxhJHglIcUuG3DMTKt8Mpr+JzUielIQr+y9x/pH+fhOzO7z7pZ2ztQ99JjP2f5uL2A8oyRuJin/M3DDL4B6DyA+jEEXgZs8ZLmVB45RyMpFb6tjx4yxwo93bkeJjWLpiFYObnTsisO+7g0hKSmO6fyS4Kaupwomik1jj/SlC/jEUm8ds5RT6RPP/FHCT6kNjIgaZCzPw5M5zPLnyEIkTJbh4+DILWMnl9Dpb85PBjZPtMZn60XG9A0/uPuMdoJkE3mwQLXDYLbiwrx5iHzEL3Wl3nESuMmZBfyq4icPG0TtQkF6Ch08e4gGDmw40tj1kAJguV3HW51MnSznyhMDN4uUrQRT/XwQ3FfUMbub/Yj62vAHc3KtsxKDNht5eC/pfmmHuMb8CHz1mmEY8tnbbQMDcbDXjacMzHEkoRO6GPShOPsr1pYhdsRKwIVD02v+OfOw6H/nar5//1Meu16KEdu1X2pA8JwXhH5KoWMRAjmze9vd2Yb84H42NJHx16pjaH7Hmg+Y+jdPComOcK+g///guZ9IuLasaBjekdXwd3GxdvBPzfhmEdaM2sj7EBW6iiNnwiEVVtpAU0GoV8quc156FeHwMpD4SZmzIxZ46MwV7Nu3B4Zh8FEQeQUHUERRGF6IwugBHog+jIOYICuMKURhbgKKYI9yKYwtRFCM8h45Co+sFoGvFsfS/+djzzW4kzSDNVypSJ8uR6i9Dqm8KpF4iKILlOLQhHyU7jyLv6wNImZOGuAkxkHokQuKRBIl/IieqpLB9h7kfxLAVSUqwk8ANpYTg8Poo6NbloPE1cFN/4SIzNwQaacMYEyswN6Pe/RBFBUexZ+9+ZhldzE1ZZSUzt2UMbhJ+AG5o7kd5xiKe5AVjd0H7mQYvHjznVAC9xJRYzHAQEHHObZdbmeY5tTc9dl1zXXc9Fl7DBpvZDIvVhH4bHalArkDoEMAuFBcghbSoHukQ+SdC86WOS9zcLL6BO6dv4/sT36PKUMF9L54qQpx7DOI9YpAamIoH5U38QnZYYIUNfc8tOK44hQjfGER8EONM5hkJSpJK6/WPmJv3d2LL6HBspWR+o7Zi8Tsr4DHBG8eOnWRQk5jwY3BDZYQI3MTExKC2tpbX09cBzX8dc+MEN43Nrbh9v5EX4JR0OQtcU2QyBM8IxaRfBmDpvy5/I7hxhYL/HHBDLEGSZxzEfvGoPyxkqSTxK4kwSW/AQliKduh4gYNRByDxjoPcOwXyiZlInZTJ7oG8b7/Ds4bnzMo4HE6Q4gy5ZVDjDMEldwixga03O6CZo0b6+GRIpyeiYnc5aAGnUTzg1ESQOJEHmgMokB5l1XmSp4R1Fz8J3HjHoaqoHq0UCuqK7GlrR35hCe/OtFm50BqysHTJEvzmN7+BXq9HYfHRYXBTym4pYm5qUVFXh4K9JVjwu1Cs+j2JX3exP/WH4IZClsWI90pC7PhY5G7IQf9TE4fV9vOu07kzde5iaWFgcPOJjpPskaujuaqJwU0a7fJ8E3Fww0H0tvfCMWiG6UUvzirPInlWIlKdkVi5q7JRq65CYUQ+ZAtkkPpKkOmXjAwSYU9O4kW3Sl/JqdjN/WaYXlp4MSIdCiUVvH7iOpKmJSHRXcyM2JvADQENSjZH4IaYm1N7TqPzUSeDcAI31LfHjp9gZkam0mH3vgNYumI1/vD7PyEuVszJ+6RJaSzUPH2unDU3pGcqq6nGscLj+MRrDUL+MexngJtEJPomIskzESK/GFQfrGJ2uc5Yg/QZUjReaWIt17CrxcVCjHCPvOnasCulz8L6D5uFWInnyP4yG/LlGtyvbcCAbYivUbZwoqT7OvuRtS4b4glidukSsPlZ4GZ8LL4dtR1H0orR8aTjx+BGoYJGY8D+7w6xW4p2w598+gXX6CGGMUOuxlkSvzpTsBPbU1FRj7WTv8D8fwh6A7iJwp2KBgxYLOjpMaG3px/9Xf0wdZs5MqSvqx/UKEqE8tz0d5n4cV93P8xdZli67LB1D8D6wgrzi5fo7+5DX5eJn/vqf3/82HVNeO1X1/k9up3vMeJ9Xc933cerx6+e29dnQm9HH1RL1Qj/IGI46SSDm1G7cECUz0k7KV8Y5Q1qa3/EzAFpbpRaA3bv2c+RfH/+0yiuf3bx8nVmbSkSpaDkGKqqXILialRXXsDmsO2Y84u5+OKdDZyhnNwLNDfItRjjHY+qPTWckZhYKTJypcbziHWLgdSbAh8kUIQpWdhv7zID5C2wAkN0tANDdjDjQ64Rcn1w3khKDzSiDdE5SSiojfg7n1sA01MzLh++wqVoEn1TkTZRxqk+Du/ah+arDcysUYK5vh4THlQ3Ye/XORB7xkPsnsJlJBorHsBqs8DW38vsXaGYBMU/BDfE3DQ++KFb6sKlSwwWUzOVLKMIj4zFuLHueH/0GJw/V4H9B48wEHcxNyPBTfznYgT9wwJmbih7rwBu4hE+dhdSFiSg/cZDTudgstjQZ7Ey22wzO8XvI4Xwb2JgndddGxpmy0k079R7kf5xoJ9cnn3od1hgpkAZ8wA6v29HZe55nIwpwb41ezgyK8MnAxneMiR5JCNufAxi3aMh8qHAhxjEjImCZJwYSe7JSPJKRMyYeByOLoStx8abCIulD722PpgGbTBbB1B78BJipsRi59htiJggREr9JXCz6b1d2PTONs60T+DGfYIPzpWWo6jwOAjcUDJamvskBSC3FIGb7OxsREREoKKigmt8/fcDNy1tnJOBBMW009Bn7UZcQiKWzFsO/18FcsFBYm42vcktNe6vMzfkbhBRpJHTLUV+YaL2k6Ylo/VCKygiisKVKafEgHMX8rTpOb776iCkHklInZiCVP90pPjTAixG4c5DnF3zr7NblIqOqikJ6u2OW62Qz09Hpncmkj1TWRh6TnGOU4OTb5MqOtutQ7DZBjE05EDdvjrET4yDxBnZRcaCGoXZ0udx7fRfMTeRiPSOQVl+FdpeAze066U+pSq1GTIFFi9ejD/84Q+g7I4nTp9hA0c+eaqDQrWlqNJ15YV65OcUYs5v5mP1XwI3BGy8SVScjMixkSg3nGNKlOh0MuImaj3ORaPbBAIbj+4+QtZqLe6euwv7oBXNVY0CuPFL5lDH5IlSHE8+DvMTExw0AXt7cOvUdRyMOIB9O6hsQzMGHFb0vujBw9udHJ2mXaFB0sQMZE5UIM09A4a1Bk4mBtsQYBmC9YUF7bfacM5wDslTkyEaK0bCxHiIfOLfyNwMgxuqDDwhAseMx7mAo4u5IXBz8tRpFrdSn8o1eixZ/jF+/29/hFymRHlZJQuK6RoxNyQoZnBTV4OiQyX4aMLHnIb9bzE3FCknuKUSkegjQfyEWBzZfhimlyaYLH3I/Xo3jF/kovdRFyfxehOAcblf3nRtGNwQGKLEZxYbultecLmF+A/ioF6swsMrbRgcsMFCQLHfhAHHEL4/ehspfpSiIOHvYG5isWHUVhxKPIL2R+1oaHW6pdoecsoCAi8qlQ5qlU6IQBv1AXbsikTthUuIl0gZ3LCg2AluSHNzrrQan/h++gO3FLlsot3jmfq/c74BlEyzq6sPPS/60Pu8F71dfeh90YuXz3vx8kUvn/PjLvpbH/qe9+FlVw/6unvRR//X8xLdfE34n94XfcL/0mvRa772mF+XXvu16yOfy/fhfG+6B25dwkEBlHQAACAASURBVOvRPfRSG/G6XS9foveFCYY1BoR/EI4odyGCyQVu9kR+h4ZGSlVACefa0dr+CLUXr/C8l6u0UGsM7DalYILVqz7Fzdt3IUlOY9tQcvzUK0FxOeVnqcc3QZsw5xdz8MU7lAoiirUTLnAT7RWPij017AYw95g4bPhM1jnW5SSSrZocj2vFVzAwYIfZ1MtsWe/LPlDCy77efvS97Ec/MV/EgNHmh9izbqFRAj5Ljwnmnj5YXlJNuH7Qe9B1vtZtganbgX6LlcPwq3OrkOwvhtRTgv1b9+N5+zO2Eeb+XvT2vUSf6SUo3Pvp/afQfGHgxVjqL8WDigewWMyw9Pair8eMH4ObSCjXatFwn1IWtPCmpq2tFZevXoPWmMPMLLn7Nm3ZgQnjPbhR+ZCD+QXM3NCmkjQ3ZRXE3FSDmJvIVVGY9w/zX7ml3OMQNyEOuzzDcdp4jnPGmJhJ6oe118yaMGufVdCHkV7MpRUbsYEZOY9HntPc5+eP0JlZ+kywWM2w2oGHNzpxLL4A2hAlkj0liB8VCcmYeN4gpgRIkUptUgrPdekkKRImJ7DWL9lPigS/JJDejgJexOOkXI+OCsmazeRatbGUw9pnhrXfigGHHeUHKrDLIwoRY4SySH8R3IzaiY0EbkZtR8h/LoGvjz/q6y9zCHhiQirX8yKXqQvckFuKNDcEbqgmJVU9+C8HNz+KlmpuQUNLO/ILSrjUucqgR7woAcsXrkDAvwYi9FdL8eU76/HtXwA3FFb2ep4bFwAgN0McfXlexDKQ5obC7eIhniTBpcOXuDPsVkp2RlWnB0DlFHK+2g2RdyIyfCg0OxPJk9ORPlXGlGjXg+foetaNtvvtaLveipb6ZjRUN+J+dQPuVz9AU/0DtF5tRvuddjxpe86CQCozoAhORbpPGjImK5Hqk4YEPxGOJR+H6QVFQzhgpl2EndT7gyhOPMoghvRBHOFFIk0SRbvAzXAouAgRlHBuTATCPSJwcvfp4YRTtAi3tnfg6MkzzCLQYpuWkYmFCxfi7bffxqmTJ3Hm7DlmbqjqahmxC5XVLCqsvFSPPO0RTP3FbHz8Bs0N9y2Jir1pJyRBtF80bp25zaLMkYDmB+f9ZnTeeYzsVXrcPXcfVocFzVX3QTlE0vxSkBGQBtnENM6XcSzxGLrISA2aYTdb0U8GrYsYBjP6envQ398Lq82OwR4gP/wIEnwSkOmbzuHKiX4SZK834NLhC7hx4gZq99fgWOZRFEQfRvaqLMT7koYpnv/Hxdy4ACN9LoqWIOZm17hwbB+7HSUZJeh49BAPmp36sKYmnC8rQ6ZCw353cqWQW+q3/+cP2L/vIOpqLwrRUoZsjpBgcEPA8WI1juQVYMl7yxDy64XYNGaL0y31SiPm0tzQkcpsELhJ9kpC4rh4pC5MRevNR6AMok+bniJlTgqOSU5gwGwHGRIXkHHpPejxyPO/9Nj60sQGvtdshuPlAIojDkE+OQ2pgRnQfEyFJ9t492w19bP+xvJyAAfD9+H/Mvee4VVcWbrw3PluT/omdD/Tt+9M93RPu21jEAiQEEFksI0NxtjGxu0EDU44kYRQzvEo54zIOecslCNBCOVzdHLOQQnsnnm/Z606JY7pcPtO//iG59nUrlN1qups7dr73Wu9613JgcnIWJCD9AVel9SfEC1FLg0CN8djjrL7VKalNhUEPCkjNSV3LS2u4C0lynz+uSnIzyvC/ftdSE3NRElxBQ9souWmobkNNy7WYGPgeqz+4RvY6S+E2EbOTURMUDLiAhMguyGHZ2QEDrMbw8ZhkMy/1WGB2+nCY9cjBuS82h39DsOuETjsTjitLjgsQjoASg3gtLj4+05OI0CpAtzwrT+9Lx6jLR3j4q07LG44KMWA2Q2a8Mkl8u2Il980PAI3gSizB07zMJzecx0WF+wOJ1wODyo/r0aUP73v0ROE4rApkaDweumQDAq1EnK5DkMaHTo6uziyh6JNSkorOVSZXH2hO8PRNyhFenYec3KIN0ZaLEIoeDOa6tvw9fKtWPUPa/D1lO2ICUqY4KOx5WZeMur2N3OUEVm5iO91u7IGybMTkRqQhN0fV3EQxaPRMYzYh9ki5nKOgIqbLGjOUXgcI8JWrNM+WdLIsuX9zLcuHqPtiH2c225keBhWqRUFr+cj6+VM9Nf3smtixD6CUccoRh1jXkvcMKtHd1y9g9i58ZAskUBaK8PYKAF7ep4xnE0RLDfxxNskt9SMKGR/mAfZwBPLjVqtwsOeXuzee5CJ2qWV1QgNC0dAQCAWLVoMmWwIx0+eYs4NuaxYO6yhEbdb6nC7vgHhb0fg9X8UwA2ltCGibezMBGS8mgbDgAUkhTHuGcaYe4x5VuI7Lb674v4fe6/FY2Nu4neNg97vxy663jBGx534dmwU3Rf7UPFOGfIoeMU/VeAwfr4XZxPOoqa4Bs37mtB6oAUtB5rRfKBJKAeb0HSwDk2HGtB4rAmn485AsiCDOUwPbneDQjbG2Ur/CI/cQiE1/v98PA6bwY7KjbsR6Rc9oXMjhIL7REtxAs1wbPGLwNYpYVj1/GusH9TXN4gb12uQIclh1XfK6Sf00ya21pSXlyM2NhZtbW0TnBtfV5Rv/Y8bJH736P8154ZuRiHSOp1uIv0ChYKTVDhpA5Avs7iiHJQ0b+OHG7H85y/jrR+tw+eTvgbFwFMoODGsnxbxIzQokoppNcMTlZcER5MFTWRUSIcja24Gc26KN5RB3alh0yiZP+VtSpR+WomEeYnIXJTFIlv5iwuQvzAf5S+X4ULUWZyJOYmDnxziZJFlr5Wi4KV85L6Yg5zl2chenoX8l/NZDr+UslRvOoITYWdxeudpFLyai5zFmShYnI/CRfnIIa7KogQcTzkOq8rCdh4CWZ0XOyFZlYXUoEykB2eCEgCKz06/QyS9ChMx+d0TWZmVJuOzBeegI/IrK2kqoVRrJnLLEAGuuLSMpdcDAwPRef8+rly9jqS0DBw+cYr987UNzUx+a2xvRVXmfiz7f19lQjFFS8VTrh5vyLIvuEkKSET+O3nQdOmZQEwmdXGF+r26ZwS6XhOqN1Sh75YUY49HoWgYRNErhcihiIrl2ShYls3cpoz52Ti0/TAG6wfxnfM7PHo0Ds/oMDzegZFWWsNjo3hkfwxyEWbMy0DeomzkLibibRbi5sYh6908XMy9goe3u2G32JmY59EO42LmVZYDIFAm9gtfcEOE9FgCN7NiETotFCeTTkBnNGCII3tIoVSJ9o4OFJaUs/WGLDcfbtiEf//5s6i9Xc/ghkLs9xw4xBnBCdyQhaHxbiuOVh3Hmn97i6XtQ2aGIpoiXkgczUtkpuegZ0ryShakElF3ngQp8xPRfqgDj8f+k91+3VceIutlCTpPdOI/vv0PjLoEK9n3wKSP1Yw+f/qYuD/mHMGoywWPZwTfer7Dw1P3ULSqAFdTriH/14UoersQbcfbYNU5BBeq8z9wPv4MEzXT5lO0VDqv4J4OBaffQr9L/G30ThK42ekXif3b9kIhVWJIK4dKTtosQuZ6Su5KsvblZbuxfVsonvnl8zhz+jy6HvQgPS2L04gQmVAENzR5XDhyEe+/sA5rfvQ2QqeFISEwDnGUTiMoAZEBEei/0Q+3ZxQOo1vIbWRxYtjuhk1qRtelh6jd14hbe+pw59R9aFs1nKHb5hqGzWKFy2CHw+jkYjc4IBb6zLf+9L54jLbi910GB4YNVthNDjhtoxg2jUN714C2U3dwe08D6vY0oet8Fyy9ZrYcORxOjoJzGF2wGx0MdIbNoyj9uAKxU8lqQ4lXBWG0sKmRKP64FIN9g5BrVZzSQqZSo6t3gMPAyTVVUVGNsF1ReO7ZyQwYe/sH2X1SUFIOdp96wQ1F9tXfasLHcz7Da/+4Bt8wuKG0LwI3jMBN4twk1O5tAgkgksWJdH1qym8hJSiJibxHth6GTWPnPke8RbZCkRXL5gFlXKdCVi3fumjtEseOp61e4j5/zyqAQNIacqndKHqzGPs27INZasYIue+sT8Ygvq59hK0Imh41Ct8s5pQrg7eHMEIkc+coXPYRnEm+gIip4ZzkMY6SBM+MRtLraZB2KyZ0bujdH5QN4cCR42zxIi5TdGwcpk6dijfffAN2ux2HjhzloJjL12+x1ZaSEde21KO2thFfLPt6wnLD4GZWIid53b9lH8YdjzA6RharJ25S8b0V31VxX3Rv/r79iWPkanWNMQj0eNyg9AzfeR7j/vG7yFtZwCTrghW5uBx/EdKbg7DqbBh7NIJvv6Xo0lGWPnn07RjGvx0HhYUL5REoixDp0fY2DSD1xXQmbd8//4B5f2RdY6s9jzcCL43Iyk6NA2WbKhA2NQLRM6ltxeSZgs4NZQbfSdFSfuHYOjUSX/ntxJJnl+KD9z/ixMSXL11HZkYui6ZSVKWgc9OCurp65OfnM+eGCMUUxEP/fAGNb/134csf/+S/BG7ohkajcSIUnDg3lOTtVl2jYGUoK0dRQTE+/vRjvDz5Fbz2T2/i02e/mAgF//PAjQSSOdlIm5uJxHkpyH0rB8cjDuDErgMoeS2fmfgkmpazKBt5i3KRtyiPlTfzF+dDwv7kBGTMS0buggzkLaBzspG7JBO5izORx9sc5C7KRfbCbGQEZ7JvMn1OFiebI0n9woV5zPLPoSif4CxkzslE5XtVOB55Egd3HEbGKxIkz02GJDgLacFZvxfciJNxwixBTTcyMA6RfrE4HHPoe+BGoVKzabqkUmD3l1ZUYs2aNXjppZdgsZhx+uw5ttyI5DfSZKivb0VjSxPyduVh+d+swKZnPmPODZHsngY3pPgc5x+Lg9/sh11rx7Bn9HumdF+zOq1SdT1G7NmwG703BzD6aBjyhgEUv1rErr/cZTnIX5aNYlI5XVDM/t78Nfk4n3yOo6vcJjc8Lo/wsro9cOgcqN9dj+xXc1iRNH9RHhMZJcsycD3jGvRdBozaHuE7z28x7BiD3eWE6/EI7DIXSteVIiEwiYGEOAmLYJjBDQGcwATsfGEn9obug0atg0JNeWQU0KjVeNjdI5j7yyqZXPjRbz5mrYvenn6WYydwc+jYSQHcUCbbhnY0dbSjOncfXv6nlXjvpx8KCUk5nPcJEBfBDVnpkuenM8ih5K8nok9h3DSO8WGyZD3GpfRLKFqdA32XHqOjj3llzIMagT6nyCN5wtcQBzxfLgd99mR/mL837hmHfcCOnJW5qMmpgeG+EQc/P4q0JRJUbNiH0zvP4MCX+5H1CpmkU5C6MBUZfwTc+LYtgZvogHjs8otG8cZiDHRJodJqoJILoeC9PVIc2HeErTZVlXsZ3JDlpqP9HjrvdSE9NQsH9h9hYCOCm9b2ezhccgRv/dsbWPfjD7BraqQXhMchMiAcUS9Goaf+IVyOUdj1bthcLhh1DjRUN6Dq/SLkLk1FGivtJiB7sQRlbxXiROwJyDvU8NhG4DDaJ0CMTW+HWAi0+Naf3heP0VYEOjadFW6DBWO2MegfmNgNUv52MbKXkGBjMsidk7U8C8UfFeFm+Q3Y5TYMW6mf25j/5zS44DJ6UL6lHJFThcWGCG7Cp0VDsiYD/fcGIdcbIFdoMKRSsrzGwWMneSKurNoHUtImPaaLF6/gYW8/v/vEx6Hkmg3EZaCUAU1tuHLhBt71ex+v//BNbJ1K6VeEvFLCgopSliTj9t5mFkB02lwsPXC79CaSgxIZ3BzechhWlRUjzhF4LG4OaXZZ3aDCYMPm+Z36n3KcvkvneSzDcNrccDs9sMudKHijGEc+PcZt5nHSOV6Xo/d8l83D7lx9vx4Vv65ii/NgjRQe9xhGHMNwWD0CuPELR2xgHDiL/YxYxC5NRnfzANRehWKlkoJf1Dh68iwvwssqq0F6Qc8//zy++OILthxQBCot0Gkuq29uQ2N9Cxqam3D7RgPen/ER3viHt5g/Gk3ZsgMTWHjy9t5GPGaOIAESwa3/BCQ8WZj8PjAjAh/xfPFdp+2Yc5zFJh0jDpYgkN9WonBVETICJSh7txSd1+7DNezkNDnjBPTI5e2ixY63ELXAMSYU5xhGnR58ax/Dtx4PzDIDctdkI3pqIk7GnMGYfZytkOJzkKuRxutvv/0tus49QERwDCKJSPwHc0tFYhsBnMm7sNlvK2Y9Mwfbt+8Ecc1OnzrHGlgUaEApLQRw04yamtug9Aupqal48ODBfw/LDYEbi8XyPXCj0BjQ2nEf1GGKSspQXlaFr7Z+hdVzV+Plv38Vm/798wm31C7/SOzy5pb6Q4kzxcmKtjTIitYPwRIiQfL8VBYhS52VhuSAJCQFJSB9dhryg/OQy+6RLM6bkrU0ExnLspC1lESpilCwqAB5S7KE8MNl+chfWsiS3wWLc1G4mCJ3CpBLqphL8pG3uACFi3ORsywHkuU5yF1KwCcbkiXZkCwmkFPAE3MSrYqC4pE0MwXpQalIX5CK5IUpSF74fauNOFnQln8fWW3IhBoYj7DnolH2WQm0Wq1guaHoHpWKJdiJTEzk19LySrz66qv45JNPmAy9/+BhNqFevCKoaQpaNyTm14ioDyOx4m9fxafPbmZwExdAq2Ex7YMwwCVT+OK0aI5kIB6D0yEMXr4D1UTd5WHC3O6PqtBzox8j4x4M1fWjaAVZbgRScBFZyZZmIX8ZWbhykDOPxOIkDGAOfnkQN7NuoLWsBTV5t7Dvs30saEcuvpzFWchZkIf02Zk4HHoEI0YXHo2MCDwGiwvDZg9GTGPMmxixjeDQ1j28QhPdfKJ1gdpUBDc08Ox6fhcKNhahv1fGGawJ3JCEwcDgIPYdPMKWG+qv77z7Ad588204HS5cOHcZ6enZTOSmUFwa4AjctLR1IDsyD4t/sBy/+cUm7AoI59QZlKRT7Kv0d2XLDbul0lgbIv+tchjvWvEdueccNoxYPNizaQ/2b6zCsN0Dl3OMFWyHPWN4PPIYj9zf8urJbR8GDepUxNUw8zx89oWJhlbWoxixDmPYJUweJ3acxsFNB2E1GDDiGMNFySUkzIyBJDCVRbkkc0nPhMBNMsvEk8ggRc4xL8yrKUVtOtFPvWHLBG4ipsYhaVWSkIxUp2fLjUqpxZBMiTNnLqAgvwTVuw9wmpCFC5ZCqdQwZ4FyoJ06ec4nt1Qz7t7tQklyGVb8/XJ89C8bscs/BjGzkhE1MwqJKxLRcewuczAsJjvcphEYB3U4EXOE07Akz0xDtH884gjkzklHfGAyEmalIX2OBBXrivDweh8c5mFY9DZe1dLK1qIT6gRaaJ+KCGR898U6H9fZYaPv6q1sfRmsk6JsfRlS5yQheU4q4gITkURWxIA0JE9NRuIMspAk4sj2IzD2GuAyOGHTWGDX2GAz29Bzqxs5a3LZsiBYGYX0CzELY9BV2wOZjsCNGkMKJRRqHc6cv8SZlSlEmdxRRHwlVe2Ou51ITJVgz8EjgmXRa7lpaW3HweqjeO3na/Dmj9dhu/8uIf0CpWCgMGkeA5JQU92EMUrWaHGAeCE1E+AmAYe+ofxyZngIZFCG8O+58bz7Xncfufwo5FgsLoub3YC8b3GB973HxbqbrHAWB9x2N+wyB4rWlqB0LWllaeDxDLPbj84Vzyc34IhnFNI2KSTLsxiUD9QMwu0kC5IbdrMbp5POI3xquEB6DYpFjH8MoubFo+Fsq0+QBgn6aXHhyg3m3JCrP02Sieeee47TAFBet7KKKl7wCBbbNjTVt6KppQUXT17Bmn9/C2t/+A62+m0XUtoEJnDQQl/LEMYfEdmdXGTjPosOgYxOgIEWIiJwebIoeUJWF4+Lx2g7ah/DmGMYbrcNHr0Lh7YdRlpQCspez0f/rV4W/BwjVz9xy5xujDgEaxqBUlokjTo8GLN7C/HUnMMYtxFHis4fwbnos4ienoq05RK0nGjFI3KvPv4tRkbGMDbyiIng5G4rfr8I4dNiEPVHcktxVnBKwTA5HB9P+QzTng1AQUExm1b27T3E+bpqbzcKhGIG4S2cWyo6Oho5OTkYHBz872G5oSd2Op0Tbil6GZVKHfp6pdi79xAKi8tRXlGNmIgYvP3Sm3jpR8vwm599gq2Tw7DLL5xdU6HepFvkniLdhafdUvwiitoMPtL2xL1h7RgOCU9H5vwsZAYLmh2kXJy5gMSfspG5KFOIwFmcwZoNWcGZyJ6bjZw5OSx2lDE3E+nzSEU4m4mVkkWpkNC15mVxZEv2nGzWaciZm4Xs+VmsPEyTeNbiDGQsyUQGuVD4PhnIWCRBxsIMVksmAT/KK5JGViJvqDJNeL4TxcQkTNlWyR0XEI/QSeHIWpuL3u5ByDVKnjQocSYlzyP9IMoMXFhSxtLr2dnZLDRYXrmbVxk3vauMhvoG1NMq43YrPl70GVb+3Upsfu4rRAREMw+F/e0+rgYKs4+bHodrBVc5izENJm6LZ4Jn8L260wNNlw671+/Gw6v9GB5xY+j2IApeLUb2okzkE3hkUEggMBv5S3NRsCSPdWxyF2Yje0GWEKHjFTgk9xPp25BLi/Qt0hZRPRdNB5sxQi+f0Q2HSeBYuM1OOInH4HLDrraiZEMxg0JqV3ESpi31GaGQlSEGkS9EIu3VTLQ13YPaQEJ+BG5UGBqS49zZyygurmAC7PzgxQjbFQmSVjh44AiyswvYxcqEQlq9NTWjubYFkRviseyvl2HzLz5j4UXKPizek/6mE89Cea9I4G9+LFqP3sG4G3BbbRhzOaFqUaPwjWLcyL+GUY8bw+YRPLJ/C63UiJuFl9BQUQ+LzMHkWbvdCZd1GG5aMfOKl7geLmElbXODVt0OO00Co3BbCOS4MD7iQceRe0hbkAlpXQ/70uWdShSvzUNGYCokC7O5L2cuICFM6qdeAO7lhIltKv4e8feRy5isULEz47Frdjjar3RAo6PIHnr3iQirxo0bN1FYUILdVfs59xllW3YPj+LcpStIlWTh4uXrILM0uaaodHQ8QPLX6Vj+l4uw6d8+QxgpdQcmI9I/Ckdjj2HYNAqz1gKjXg+H3I5TsccROzMKqbSIWJLGLs3bhXWcaPFs6gXkriuEJCgLWQGZKHwnH/LGAdjMTpjUNk5MatSYYVKbYdZYeCvWn96nz4VigUVpgVllhtVog/KOEhXryyAJSmXrbO47RTidcAk1ZQ2oKbqNkyGnIFlO0YdJrA9yNPQYDEM2mHQWWBUmWNQmeEweNFQ1I2JGBGIDBN2QqBkx2DUrDM1H2yDX6SBVqyCniCmNAZRssKioDNXV+7BhwwasXLkKbrcbt+saGNwcP32O3SdCioAmNN9tQVFCKVb802t47183YKd/2EQfZdfiLIEjdruqkUm/DpONuRa3Sm4gOSgByTPicfDrgzANmbjPOY1OuIxOdglSnTJZ09ZuouLgQiKUVOgzYev43vbpYy6jDU6TDW6LG9YBE4reLUDivFi07GnmyDcH9Wvv9RgkUd+3j+Fq0Q3E+8cjfVEa+m8NCIsxK7n9nDiZcBZhU8MQNZtc0gmII+rDrFCcKboAlVEDhVIFBdEn1BpesJCbv2z3XmzdHsIcRkoFQMmgC4tLsO/QUYFM3ERK2q1obG/EvqIDWPXPq/Huj9/FDv+dDG6iZ8Qh761CaAcNcI+MYNg6imHbCLslidRO3CGx+O5T/Q/ti8fYHUjcI6sbvx0dx92z95G9JIvzEzaW1bBiN0fnWUZZ8sRjpzaixSltaUFE1i83PN5CCylaMJFFkxZLxOchnbKMlZmI94tn7aBLGRcx0NAP46ABui492k51cB45Suw60Vd9LTdeET9yS+2YFoYdfpHY9UIU1r3wHuYELsC167fw3be/Za7dnuoDTzRuvOCGEmbu3BkC4t3QovP/9/QLog9sdHSUBzU5y9qroZAL+gyUTZnATWl5NbIzcvH+W+/jlWdW4N2ffIAtk0IR6kf+uXBWNST3FFlwIr0NJgIckXtDA6s4yIqrYgI3Ymg18QSItClEpQhhrTRoZy3MRmZwNjKCcpAVRInYiFeTi8K1BdjzeRXOxZ5ETe51tFY14s6JO7h36T4eXOnE/UtduH/qHu4daEVLWR2uplzAoW8OsgJvwYsFyJ2Xz9fLmJ3D+gzE6yEFTUq5IIbV0jOJhVbD9LxPgxtxwhBM/XHsxyQJ9rglSWi83OKdiFUcaitTakD+X+KGxMYnYObMmawJYDabUVBUwmGNnAOliULsGtHY3IIrZ2/jtV+uwet//zq+nrwVkYExzGcS25PalHzwnKU4IBG15bcx6nrMg8Qf4h+QEqb6gRZkuem60guPxwVZzQAKXilC9sIMtoZRYrscstgsJlVTQb6dciqRjDqpj+b4HKdzKAEqFdJcIQsPhZQ372+Gy038ChtcRgdsZgfstHohvo55GLcraoS8UrME4T6xfxCwoPYUC+kwRE2LQlhgJGpO10Fv0k9wmdQ0wNU180tHFgUKWSbTKalTFxWWoqSkEjVewFjX3IbmtlbUXr6NjfM/wcq/X4kvn/mCE8eJ/ZTu6fsciXPSeUI5FXUCTvswLC4nE0pHHv8WnWcfIu1VCR5e7oHL44bd7uAQ5briWiROiUXygiTUHa7DOHEJLHYIq1wP7FY3bERMJXKshcCeC06TG0763GWD3UbnuvDYOQZVhxrpr2Thdv4Ndi2MOx6zHknK7ESk00LAq21D/ZR4QaJVVOyn1JbcR7yWMOo39FujA+MQMzMWIX67cKXiKid5JFBDkWik/kpaFZUV1cjLKeLwWuKJULxh9f6D7Fqh6DMR3JB5mtSJv3ltO17+wUv47FdfIzwwCpFB0ZyS5GrxNTgMLmjlepBLqPlwE+IXJiHWPwmZq3PQcqgFVpqAzQ4udr0FA029OBx6mC1QBIBO7ToK3aAJJrUVerkeWoUeOrkeeoWBt2L96X36nIpBboB+yAijwgKr1IYzcaeRNjsJktnp2PfVAfTW9jKXiQIUXGY7bEMWHk9ybiBXbwAAIABJREFU38pF3Ix4RAdH4+beetg0Dhjp3go1g6SuCz2IDorm954jT2bEInR6GE6mnIFaY/SmtdCy8jPl7KrevQ8lxaWYPz8YyclJTLo9efYcR/UI3JA21De2ch6kljttiN4Yj6U/WIEN//4pdk2P4HeC/ob8bgRSX01ETWUDRh0u2AxW5q3cLLqGxEACNwk4tOUwzBorR0e5vJFgLgLRE3UPHASu7d7CQNvt/cwDp93DbifeeuvC+cLnbpsTTrsTbucIrHILyt4tQVpQKvLfyEfXuW64zB4mX7s4Qs4Dt8GDO4c6kfpyFuKCYpG6NBl9N/pht9E74IBVb8fJuDPY5ReGqKA4IantzGiETNuBsu27odOZeCyVK5Xs8uvqHeSIKYqaenXVa7xgpKzU/f39yM0rYF0mstzUEbhpbEHLnVYkf5OGl/72ZXz0049AuaWiZ8Vhl18EDoccZeFIJ3EVaYFB7jszWbdcDN4IwFHx3X/6uO/+RJ2I7FY3hm0ejj49Fn0c8f5xqPqwGrYeMzyeMThpIeq9tsfiARU3Ed196rRPljfhmAtuIsPTcXL1OT24f+YuslflINIvCmFTwtmKU/hOMXLXFCJ8VhxCXohE3MwkxAQK2jYi3ybca5xgdWICN1PDETIlihWxX37uFbz++pswGEwwGswoLCjlMHDx3adoqaamFhw+fBg7duzAkSNHQPOZiC3ELRlRfOt/nGHzu0f/y5wb0oMhFwpph1DEBIEb0miglUZxSSVKy3ajuKQcn332JVYGvo7VP34DX/1qG7b7EcoLB6E9BjfTo0Dp00Vfnghw6EWkF5IGWrGQxLUvuCGQ8zvgZj7lIZEgbVkGSj6qxPGYU2g82Ah5qwwWhYk7mYf0MMicNzYKz6Mx/JbEbMgK991vMfotEcNI1l2I8qHoDJvCDFW7Ak0Hm3As4hQK3y1D6qJ0znFEua1EYENbmjDouXj7FLgRf4f422jLgxsRtPxjsG1yCC4XXYTRqoOcMgMr1VBo9Wi/18Uv49vrfo2VK1fy4NbV1YWsnDwcO31OSPBGYbUNzaBkhFWZe/Hij17kVcb2aSGcW4omJ2pPKiK4IWGvhJkJXnAzDqtB4BiIpnpfLoLD6oDynhZVH1ai62ov3B4nBm/2IX9FAbIo+/XiTAY1ImBhzhOBGuI0MVk4B9k+gOZpcJOzMJ1dCpSXyqGwYcw9ijH7KEbM49D0mtF+9j727zqEhKWJSJ1FGdbTmTsggoqJwZsATmCCYA2cGYWQ57fhbOZpaDVaKFVCQlKNRovO+93Yu+cg1n+0CQsXLIPJaGFuTk52PvYfOILGtjuob2njVV5TWzsTX1f875ex9odvYcsL2/8guKHnSQpK5TZu2d2O8eFvwYKExjFImzQcyRcbnIiaknomVJPiqKrfiNL3K1CwvBJZK4tRe7CWo1TsJhtcBhebksddj+CweGAxuzjrNinxjhrHMWIYhVNrwwgNYnonD15EACT3XvmHpbAr7CyG2Ht7EJkrMpAalDYBbqifpoqWG6+VkRYRVESAI/YZ6j9RMykPWjQiJ0WhfFs5C6SpNQK4obbt7e3DsWMnOaonKHAuerr74Roe5Vw9JFdQ39zudUu1gvKkXTh5BW9PWofX/v4NfDF5OyJnRSIiKBrh/hE4EXMSdpWbgQhFNe79ej+i/eKRtliC5n0t7CrSKfXQDeqhH9TDKDPCojZDe0+D3Z/uRlpgBnKW5uDe2S6YNWbopGqopVqopRpoZMJWrD+9z59LNdANaqCU6WFSudB3uQ8FK3OR5p+Iqg8roG7TwKFyQyezQDNogn5AD41KzRnH7524B8lLGYieHomS35SyCjo9q1aqhlVrRe3uRkTOiGSLrfj+h00OR/6GQqhkOsi9ObtI70YmVeL4sdOIjo7FlClTWBtk/NEjlFXuZmsuvfOUIqS2sRmNTW2ouVmLTYs3Y9kPXsEnz32JsJlRDErF94OsxAkMburhsTlg1pp4dU/gJmkWudbjUf2bPeg634OBmzL0Xx/EwHUpb6nef0PK+wPXhM/pmFgGr0shvTHE5em6uD94Q4aB6wPouzEAaY0cfWf7UbqmGJlzs1kxPXOlBOczz6P3ch8UdSp0X+rFiYTTSFmahoTAZMTNTULS0iR0X+2FhQClwQqT1ooTcacFcENk4oAYdvtRHrTMtTmQdioh08ghU8l5npIq1CAdm7TMXEyeOg0hISE8M5LWCkWkEt9mAtw0NaGlpQ1fvrINy/7nMmz61UbsmhkO4tzsnLILV3OuMvHaaR7lBYfDYofT5OQiABUCvgTCfKL3vndcOCYcf1IXIvXsHAGovqtHxbpSHvcupV/HuPNbeNhVK9xH/O6T+wjgSnwO8bi4L57nsNtB6XLktxXYt20/Ul5KReT0GIT8Kgwhk8IQSVSLF9MRMYfmZ2ERTvM0zdciuGEy8bQIhPhFImRyFDZP3Yz5zwcjJDKM2/TunU4GN8S3oUgp4tvV17dwiqaCggJOKXLlyhW2RorwxBfQ+NbF43/q9r8Mbij/EvNu5BQOqoJCTgBHDUpEWFGxB8VlVSAibHhMHN54cR1W/fQ1fPzTT7Blchh2TIsQXFPEvZkexQ1Fic4Y4PhETYkTsQgK2HozV0jDIGrHcBJNst7MJxdTBtJmpyHrpUw07WuBVePA6Og4xigyZ5Ti9sfZv0whb0TkYhb643FoO/Voqm6ES+PB6KNxDLvdrM9AIXFE0mSp9lHSJxkF5bHR9ZtwIfUC0uenQDJHiDYhYiY9g8hd4O289Amrje+EMQFuvJOwgIZjse1XIdi7ZTcUShnkWlLUVUOp0WFAJkfVnv2YPjOA/ZP0x6X8SFk5ubhRUyeELDa14mZTI9ra7yPqoygs/uvFWP+zjdg5I4wtN+RCodBFcbLiKB9SK50Rh1uFNziMk3gFxDOwaK1cfOvEF5DfUaPqgwo8uNQDp9OOgRu9yH3ZB9wsemKNIXBD1hsCNlRnMPNHwA25ESXzC5A5X4LT4UfQdbUP3bcG0HysBdcrruNAyBGkvJyJmMBYTp6ZOC8ZCbOfaAaJ5Exq25iABG9fisSuyaEo2JAPWS8RYCnjshIqki6QKZgDQhoXJGtP/xobmpGbU4gLF66gmcBNswBuKIFeXlwBlv7dErz/vz7AVr+dvwNuqF1FQECS7AmkRryuGLdL69B4pAUXEs4gd2UO4oNSkDpbgsxV2agvrMXdE/ew95sjyFqVgX2fH0bRWyWQNcjZImM1k/XKjf5rPWg60gjTgBVWkxsWsw0e6zCM3WZcyr2EU5HHIK+Tw0UmeoMV484RNFU2IH2ZBNJ6ObvzbAYXDmw5wFmV6T2h90YAN0+ygIvAxreviv3FF9xET4pBzIo49Hf2Qq0hc78SCjlZb7S4evUGli97GRvWb+IUGg96epGRk88cpua2u2hqaENDYzNa2u6gOn8/lvzdcrzz4w/xjd9ORAdGITYgHtF+sUhdkYGO0w/g0Y3wRJiyLB3x05Kw98tqmHsM0BDw6FNzUfVroOxXcyFl4juH77B7iFIHXMm6AavCDrPCAoPCDL3CCIPSxFux/vQ+f64wwkQWHJUFTu0obpfW8OSfNV+CuvIaGDR6KPpVkPdpoezTQddtgLpXC4VMDtOgCcfDjiHBPxrx82PRc7kfDt0I3LJh9NzsQ/Z7+YjxF+QvCNxQBEr4pEjEL4tDZ/0DqHQ0ltKYSmRtHW7drMXatW9j9erV8Hg8HKmanpnNoqnMDSFw09SENspcv+8kVv3iTaz+x7X4YvIWhAcI4bv0dxTejXiO8LtZVgun2Q6j2giXxYVrRVeREBiPlKBkpC1IRcqCZKQuTEHaohSkL06FZEmaUJamI3NJOrKWpoP0VJ4uOcszkb08A1nLM5D9YiayX3xyDh0j/ZXsZenIWJaOrBeFQI6cBWlMHSDXdSYn9oxD2oJkZC+VIGVeEuJnJSJpXgKS55GuDEWppuDB5S6YjGZYtCYYVWZexJLlhiwqFHkaERCDML8oRM2JR+OpVqjNashUQ1AMaSBXadB65x4+++Ir/MtPf8ZRO+SSPn36DHZX7wUldKV3nyw3zW1tuHzmCtb5vY9X/3YlPp/0GcICIwQAFRCD1iPNGB0ehdM4ApvJCZvZypYcu9HOoGacODhWN+wcuefyRt9RFJ5jAgRRXdwX62RBd5nsGHGP4sH5PlC/y1uWi/tnH8LlHoXbYGUXIUXiUSE3Hpffc92nr00ghxZHFMnHEgvWETjUTjy8+RA3im/gXOp5XMi6gMbDTeg4fQcRL0UhfFokomfEs5clnLKBizmlCNiQsWJKFEInReHdKe9iXsBcXLp1hcfUixeuMN+GQA2BG9ElXVtbzyHg8fHxbPEV80rRl3wBjW+dL/h/8d9/GdzQPciURyZpMYEmTRxUp7QAFL5YXr0XqZnZ+PC99Vg15TWs+8l72PLcDnZLiYhPtN4QsTgiIBYUOUQDKb2IYhFX5zR50MDL0SjeBH/J8zOQGpzJHJfEOYlIeTEdd47f4dDB4VEidz3yErwEvQbBB+oBEVMpX4e214Cqz3YjJSARF1IvwmEaYcE6t9PB4l9k5SFSJoUcklqmy/MYw98+gsfkxtV0UiJOQPqcJEiCk1mDh7KWi2Z+2ooThTjx0W+aGGhmxSPS+5spDQVJVyctE8iaCoscahL1UqpgMBqRk5PLKzepVMqWm0OHDqGyYjf7MbnTNLaitq0Btdfr8JtZv8Hyv3oZH//7Zu6E1K6UJVtMfsbtyxacRERPjcKVlEts3jXojL/DRxD5BxajBfIOOao/rEDn+YewWW3ov96P3JeKOFEoARiKMCMX04T1xgfMiJ9xUjzvOWKdtpKFOVwovUbMrBhkvpGPy+nXcPfsXcg7B2FXWNBzfQAlvy5hvg3lHaPEdb7tyoM3EbSpL3lLmH8UIoNjcP/WfaiJyzSkwZBSwW1aWVmFSZNeQEtLC78yx46e5FVGXV0Ty9k3kOprcztaW+7gy9Xf4KUfrMSGn36G7dND+R40MYl9lLZsEWPujUCCp78zqXrGzIlHzKxYJM1ORuo8CUsEJAXHIzUoHvFz4pD1RjbunLyHM9FnUPROHswyK1wUXWZxwzJoxN6N1YidHYPG6lbYLMMwGi3wEIA50ILIoHDEB8TgTPx5uB1uduEMO1wYujqI7FUFuFXZAKeFBlob7p+6j5TgZKTNSWdJhdTgFO6zvu4oak8qYh8Vfx9PwgFxwqRBMuszolB77Ba0ei2vhmkiNuhNoLxd/v7TceLECW7Ts+cvMy/s+u16NLXcQVNjC24317LoXPTGJCz5q5fw0c82YbtfKFuGiGBP3DBaQSavlOAoSTdsOYqYoHgkzEnF9aJbUMuMkHerMdStwFC3EvIeFeTdSii61dD061jgLe+NArbulf26HBeSLuNMxkWcybiAc5JLOJ9xCeckFyfqwr7wmVg/L6Hzz+JcxgVcSbvMXJuUWckoXF2EwXoplH0qKHrUfF/5QyUUD1VQPlRD0a2EZkCLpgNNiA+IR9ScaOz+ai/Opl3E8ejTyHwzGxEzIoVjXnd85IwYhE2NRdjUUFwsvgiN2QQZLxoVbB1vamrmcOXCwkJuU1J2zcjKmeCFsZWhpRmkvlsQW4wFP1iM93/yIRNfySUt9lN678lyEzM7AdeLazjfmF5uhF3vwvn8y4ifEY/UWUI6AcpcTv01hUVUaUHpLZS8mBPupoGI6CIZnRZzVITF5hMBS0rEyUDae0w8j7fejPRplC9wPlkRSVQ0hUvyHOKtJQtldgqS5lAOp0QkBCQjYX4K7l3qgl5rgFGpg0lmxMmoMwidQtawBEQG0ngnJHbc8qudOJlyGjqzsLCRKxScjqW7uxvB8+dj5crXOPzcYXehonw3J9NtabnD/ZPC6js6H2B3WhWW/sNyvPXPv8bWSds4mCBiGrnH0tBT083kXJvewXowNqMVLh3pHDmh7VLheuVN9NY/ZHeV1eCBjQjm3si9iUg8n33xGG0J4BD3pmVPG5JmJiN3VS4UrQq4iEStd8JsssFqtLPF3UYufG8U4NPXpWv5WuHFOm2t9B3iTpmdzMkZcz0CFbIUP/KMwyQzI+0tCcL9wnjMI16cmDCT5vCQqeHYMTUMO1+IwLYXdmLJ5KV4+4N1cDidGBsdx4H9hydcUuSKFkHO2TPn2SWVl5eHgYEB5pBy5/7vAm4oUy752kVwQ0CHcvfUNzZzSDiJJBWVVWD79h14c9FbWPUvr+OzX37BDfJngRtfADGfBmrKj5SI5BUpTOAc9XwHx7ADw04HximSxCvLzmFutlG4XE4MP3bB8NCIfZ8fRMqcRGTOS0LKvGRcTr4Et9EDx+NhOF02ZqALiqik7zCKUfsIHC473KNueAyjOJd8HonzY5E2Lxkpwb5RXWlIChaIxOKEQZMfTRbixBHtBTcRgXHgPFvTo7Bl8g5c3X0daoMKSrkSOq0WMpkMr69eja1bt/Lfnwic1CnOn7vIE28LIeKGFrTdvYMDhQfxyo9fwep/Wosvnt/K2XEF4Pj7wU2kXySO7zgKK61sNUYYVSYYlLS6/X7drDdhqH0Iu98vx/2zXbCarei72oecFwuRGZzJ1pn/E7jxBTMi10b8LH1hNiiJI63QqjfvRff1fuj6TLBrXLDqnDDpaYXpQWt1MxLmExGThMn+OLih3x02PZr1lU5mnIZOo4FKoYFSrWYl6PXr12PduneYpW82WVmj5fCh42hp6WATP5n5W1rv4MapW1jz7BtY+Tdr8Pkz32Dn9PD/A7gRQDiBBsq+nkzq1MHpSJkvkHfT5mcgbWEy0mclM1hTtcvhlA9j7+d7sXd7FQ9YFiNFqzghbehH5nIJ0gNTcTHpIocTE4ggQbiWvS1IXZSEijcqUPHuXhg6jbB7nHCNPkL/lQFkrsxCQ3UTHMRfMthg7rGgamMFh8tSX02jycQbHeULwv8QuCHiP00atCDZPikMZTvKYdSaWFGXwI3Z7EBERCRWrFgBj9uNkZERVOzey1nryc1HYJHI2fWt9ai5WIt3pr2Pl/9uNT751RcInRbO1jaegL2Lm0iy6k7dJQiHBaUgfl46mve2Y6hPg8FOJaSdMsjuD2GoU46hTgWk9xUYeqiAvEmBiverkD4nE5K5GZDMEVK2ZFLW67lZyKAovnm0pQCCbC6++xRsIJmbiVS2cGVwIEL2nCxkzM5E8VslkLcqQIBmqJOKHNL7Q5Ddp2dQgsjbZMFpO3kPcfMknHQwJjAacQFRiPAPQ4Q/uYmSEMVWW8FazeDGPwbfPLMVxZ+VQCkl6QIlc8RIciM3NwfBwcE8tv7Hb3/L+XjKq6ondJgaWtrQ2N6GxppWbF7xFZb+YDk2/nwTdkzbKVhtvdbwCXATlIBrRTdg0ZmhlRlgU7twOfcqEufGIWVRPFLJWrNQAskiCTK9wRMZiymIIhOZS7K4ZC3NRvYyKjmgulhon6JL85fkeIMMhGhT4XzxXNrm8Hfp/IwlWXxt8R4S773o/mkL05GyKB2piyl9iQSJwSlIeDEFnRe6YRqycEizcUCPExGnvOAm8XvgZutzochYl42Bzn6eq0hDzGQy4vTp0/jJT36CQwcP8ZhKWkwlxZWgiB5azNAkTGH1zU0diHg3HPP/xyJ88LOPEeIXxm4pCgDJe7sA6i4NW0ysOiuseitsegscWiJEO9B2rBkJC1Jwq6iGxV6NRjrnSfSeCGTE6DzaF+u0JfDh1DtxLfcGEmYkoXBtEYy9ZthMFMHnhNlg5WhAsrQT74jL74kApGv5XvtJ3ToRQSh+16Kj3yBECNK4YZJbUPKbMkRMDUP4DNKn+11wE+IXjh1+u7Bh2ibMmhKE3QeruU2lA0MoK6tiqgotwAncUKH2LSoqxbZt23gRZDKZ2Frz3wrckOgOPZjAu1GwFYfATd+AlIWS8kTrjUSC9evWY9Xk1/Hev67H1kk7GeAQ6iOQQ4Pl90T9fKKn2MrgBQTiypgGYio8eXjRfnxgLK7mXuGoH4eLyG0OuK0OeCwu1mbgkGbSVrB4ON+O5qEKlZ9UIn2WBNkLMpC5OB0UUUXqt+dTz8GmcwmhtTaB2EXfpxT2HqsLLquDiaBuzwhcag/2bCZZ8DheeRCg8V0Ji88sAhrx99BqiojU4gqDfv/O6YR+Q5G7IQ/ygSHIlSrWE9qzZw+v3IhnQ/9u3LiBkpJiThVAJC3uOE3taGu+h7APIxH8F/M5UuLrKSHctoLlJpZ5KMRH4WcgAbHZ8Yj1j0Hxu4VQtClgIm4CES+HdFx862SGl7YOouq9Etw90wmz0YyHFx8iY2Ee0malIWNOOtJnpyMtKI23VJfMkUzU+dhs7zE6l6wHQal8PoXzp9DqbEYCCl/Px8DtQZgsNqg1BqiJACozwyAzwKA1offSQ6QuTUUMRaR4Te205YGbSK9eLYZwL5N/l38Utk3ahdQ1mZD3yRnYGM1mnDl3BlMmT8H169e5TdtaO1iL4eaNWgHYNLezC6XzTidyQrKx+G8WY+0/v4Otk7d73ajCili0aIh/VxG8ioBW7KeiNY/ADq1QU4OTeKV8IfMK7DYb88F2b6pA5WcVsGuJPGzlsPHmvc1ICE7i1e/JqJNw6VxsISGC5r2j95G2PB1Xk68j49UsXAi9CGmTEt03BnHgmwNIXpCM7nO9cOgdsKpscBrdaKiqReScCCQEJ/BqPGVOGltq6Hmpr1Jbiu1Jv4V+l9imZE0hsBgaEI6dz0cgZnkC7tZ3QqXRQa8z86AVFDQbBw8d5Dbt7HqAvMJiVtmmyDPB3N+Elo4WVCaXY/k/vITXf/Q2Nr+wBbv8I9jVRy5auh/dOz4ggftEQmAiYkmxeHYyTxTSBwoM3pVj4O4gBu5KMXhPxmXg7hCkD4YwUDeIgrVFSJqdgaQF2UibT5pVWUIU43yKGEvniZuyX3Ok4yIJZ8Kmz2mf3DJkTUgnqwMpOC9IQ8YCknlIR97qAvTV90PaOYTBu+J9pVyXdSgg71BB3aVD/f5mxMwlC1gSEgIS+W8dP0Pgg0VSSD0R3r1iaOH+UQj3j2T154i5kWg9fwdqo4FVoEn/Y/HixcjIyOA2VSmVnDT3zPmLE1w7AjfNHXdwtvoSlv7wZbz2D2vw+fObsWsmTUiRbBET25VcYNFB8bhWcANGjQGqfi1H6nVd60Z9RR1q99xGQ3UL6qtbUcfbNtRXU6H9Vm+9TajvaUP9nnbU72lDnbfQfu3edtTsa0PN/nYutXuF43SMzhPPF67rvdbEtcX7tKJ+D92vBY27W9BU3YqGqhbUVTSiYW8DhlqV0PUZYBjUQNenwfHwk9g5mUTm4nmhyPPJ9Gjs9I/AlmkhaDzUCJVeAaVKxfmmiLtIemE2mx3fffdbnDl9gRM80sRL4ykpPpOL/8zRy1j9zOt49W8JhH+NEP9IhM0IQ+jz21GxuRIWpZ0j+kQLNwm6mij03+LA9exrSJyRiLqSeritwzCpTTCr/9RIPTMDHbPKgjOp5xE/PRGl75VzJKVZb4ZNaYNZbYJFZYZZaeIoStJ1oueg6D/fCEDxM/EZxWP0XYvSBIfexlw9+pwWt7S1qC2w6SywKKyo/nwvwqaEImw6/fZonlNE4wRZbXZMDsNXU7dh8ZSlePedd6E1ahisXLt6EwcPHOUgAhHY0Hx162YdoqJieSFEPCdaBPn+83VF+dZ9z/lT6n+WW4puTGGJYt4e2lJRqrW4XdeEopIKlJRVsXbA1u3b8fbydXjjp+vw6S++wja/UOyYtgs7p4VPaN4w/2ZmzPeip2igEycOceB9MnGkIjGYTJcJyFyUhoeXuzDyiLQZSE10FA7zCGxWUXfByaGNlBRSfVeD6o27kRSYDA6J5VDubB7wKJokcXYSLiachF3tgts1JkSmkJ4DR6t44DSNchJC8llT2vmrmdeQOD2BTbgkLCiugn0nC9+Jgn4PD2ycFd0HCU+Pwo4XIhEyaweaLzdDazagu6cbS5YsYeIV/UEpuqa8vIL9w62t7WgkHZbmNrS138PFI9fw2jNr8NJfrcCmXwi6QmKbkpuGVt50by6z4llhN3FmImLnxeDO6bv8kmplOmgHacDTQCvTCmkqpFroVDr0N0tR/m4pOk7fg0lvwsPr3Sj9sBIl60pQ9l4pyt4vR+l7ZRPFd5/qwn4pSn8tlOJ3S1Dy61KUvEelBPmv5ePA5gPQDxqgles4lYZ2QAfNoA7GISPsOjtqSm4gcVYS4mcms8Kr2DdEkEFRUgQaxZeQ2PwhL0Rg+7QwXD1yFWa7CbKhIeYvbNy0EeTrpbxL+/cd4ReRXXzkb29pQVtbB5quNWBj8EYs+ovF+OhnGxAyNRQR02OYVEd/Q47K8k7IYtvyxOwjYyACnAkwPj8Z6bMpN1YK2k7dhcNkh9VowrXsK0heko5bRQ3Q3tXiwalOJkRWf3oAxe+UYf/WA3BqHdDp9LDZXeg8/QBJi5Nx/0QXbpXdQMoSCTJeyUfWigwkz0oAgcZTSedhVzlglZthMphAVqLCXxciMjCS9WKS5gjkZ7Gv0rOLfZV+DwMbatMZwm8mcLNzZgTCJsfiq2e34UjucehNJmg1Bnz15Ra88sqrGB72sJn51KlTqKzagyayhJEYIkWftFLuoxZ8+vKnWPqXS/Hev2zAN34hCJtBgQUxEwBnoo8GCWq+CUFxiJ8Zi/079mPgvhy97QMYaOtDX2s/+tsGuPS092PgnhStx9qQsjyVs0hnBkuQTq7r+ZlIW5AhgJWFmZAQx2tRJjK85cl+Flst0inqki07JHiYDgkBntlpSF0qQc2+WsgeyNHbNoC+9kH0tg6iv1WGwdYh9LdLMXRHiaPxxxAzKxqUYJHCkyOC4hHJYcrUZ6IQNSPqSZv6RyJiWhR2TIvG5l9+jQOxB6DS6GGxWhEdHYPg4HnMs6H3//KlKygrK+fIKGrTenKdtrTd9+//AAAgAElEQVSiuaMDUZviMf//WYJ1/+sDjpIk4itNSPS3475K/XVGLPNSruRdg15pgLJHA0WvBuoBA/RSI9QKWthYoZGboJEboBmid9HIW7Huu0+fqWV6qLyF9rnIaJFk4KIe0vM54rl0PhW6ju+1fOsauqeCnsEI3ZARBrkJepmByeNmqQHaXi2UvWooBhXQdKtwNOwEQiaT9S9uYqG8i/rq9Ah8/ewOlGwux9CQjNu0tLSUkw+Ta5/+aVR6VO/ej9s1DQzQKfEoRZ22tncgdWcm5v7PeVj3z+/hy0nbEUKTu38kwieF4mjkEeauGFSCpZus3Wa5EbTvMDtwfNcJRM0Mw82qmxzZaBmywKQwwUC8L4URRqWJy/f2vcfpGAEhg9yI04mnEe+fgLIPK2GU2tjCbpHTtYx8PQrdbj/TivvXO2Gia6qE6xrFayme2qdzFCaYFSZW1++ufYjG441QdCkFyQSlia9j0ZhAz7znq30InbxrgkTMY+q0cGyfFs4k4h1TwvCB33oE+AfiwKH93KbEx9275wCISNzachdNjcS5aWUF+P37D+OLL75GUVER69sQf9f3ny+g8a37nvOn1P9scEOTw5OoKS+4Uagx0D8EMvEXFZajsnw/JHk5+Gj9Brw+fS3W/etH+PL5rdg2dSd2Tg2bSMkgWnD4ZfQSjH3BDQ26BHBEcJMwJ4VTLSTNiUfyvEQ0HWrG6PgYXBQeaiQQ4oHd4gSFzhLZijRFhu6qsPuzSiQFxLMIIK/M5lM4eQbn2iCtm9Q5lN4hDqeTz0A/ZBbEpCgvjdnNEStO4yjcxhEmfY55HuNE1GnET0sEr4LnPonuoucUJwtxwhBXUCK4IWIW/W7qMKHTolne/uvntqJy+x5YLQ7ExMUgKCiIXX/0B21ubmPfMBGziMVf39KMutY2tLfcR87WfMz7y4V480fr8OWvtiJ0aiRflyZ6EdyI7UlckKg5MezDjpgWiVOJp6GTElFTD22fBpp+FfMXNH16aPp0UMu16K0bRPG6crSdvAPNkB6KLhUG22UYaJPyVto+hME22UTx3ae6sC/FoPd8/h6fL4Xsrhy91wZxMvEMZA1D/PKpCdjITdAqLdD0GZjclvFGBhL945EYILj4RHBD6pmihYrcUdSmYruG+EXgy2e2ofDTEuYZ5OXlY/ILkzmfCbVpd3cPc23IakMrN86w3NKIe/fvoTp5Lxb99TKO6Pnkl5sRMi1sAjhxu3rBFP09fcEN9VMCDGJfJYDDIIddQclI9U9A/juFkLYMwq42QafWQ9dpQvFb5UicnY7cNTmQLJUgb10hBm9IcSz6GLJfy4WyTga7zgGr0olLGZeRuDQBfSS/rrGj+0ofSj/Yzcn8KGKQ9Fay38zFQIOMtVq0chVsWhsuZlxhDhCnOZj7xGLz+/pqxFPWRWpTYdUWia9/tZ398UTsPXv+Al54fgrOnz/P4w5Zc4uLi0GrN7YuNtOE0Yr2u/dxqPAolv/kZaz829fx6S++ZCsutSW353RhIhb7Kbluhfc+gTO9J61IRd3RJkjvydHT1IPupm70NPdw6b3bj8HmIRzYcgiJcxMZlBC4oQSBQlQlafuQZESm8L5760/v8zlePSZyuVLhYAGKKAtMZotvX20P+u4M4mFLHx42DaCnUYrulgH03etH+5l7SH41HdEzYzkVCP0Gyu9ERQDDAieMfq/YR0OnELiJwJbnQxC9LAbyThVu1dxmnl1lZRm3KUX0lZVW4fSp82hrvcv9lFbEbe13censdaz85Wos/avlWP/zT1gpliZhsV0J8DNA9Y9GVGAsLmdfZYuN/IEW8gcqyLpUkD5UYKB7iLeyLhlkD4Uy1D30vfrQwyHIu2Q+RQpZl1CGHsrApUsK+UOZUB5IIe+SQsHfEerC/hAUXUN8Pt3rd+8j4+tK6TnoubplGHxI15VD8UAFeacG8h41VJ1qHA09gR2TQxExU+CD0e8WwpTDsW1SKHbMikD3zV6Q9TsgMABvvLEGw8PDwH8CN2/c5og06qdNTa1oauxAfUcLrl++gXemvoOlf7UUH/5sPbZO2cEL8V1TYxA5JQ6Xcy5ytJZo6aatUaaDUW6EWWVD5Wd7OMfVrapa2HQOGGUGGKVmGKQmLkaZGVR898U6bU0KK/RSPc7GnULitASUfFgGY5+ZwRNJGxilNG6Yob6vhuSVdBzcdoyvRaCVgODT9xKvzfeVmplPQ0rxJ+LOIG5hCu5feACLxs7PZJQRwDHCLDOiamsVQieHI8I/xvvuR2CHfxi20Vj4fDw+n/YNgv2C8ZtNG2GzWbmvEk/s0MFj7NYTPAutzG2sr69HUlISu6TOnDnD2kIEYHz/+QIa37rvOX9K/c8CN3QDQl02m+17vBtSK1Wr9DyolZVUoaS8GoXVldgVG4N1q9bjjefWYf3PP8b2Sbuwa3KkQDD2j3gyEc94soITJw3fgZcmjYmJYy6p7SYiJiAaFZsrYOg1weUchtVqhtNkZr0Uu9nBBE2LyoqqnbuROC0OknlZSF+QgqzglO+Fk2eTjg5FPc3JQFxgDC5XXYGDROQI3BhdcOudsBttsFgpTO9bdN/oQ8ZrmUiaSUqpaRyeTBOa+Iy+z02TH/0eBja0Eib/5VOsc1IU3farnYhdmIKqrH0IDApEWbkwuLmcbl5hnD1zkQe3lsYWNDc1c1jttbNXsfqF17HkB8vxwU9/g60v7ETotCfghtw0NMBNTBokU07pA8j/PyMWyatS0FMrg3rQiKE+JRdVjwaqbg2U3RpoBrWQ3upDwVsFqClrglpu5pWTjgSfBoVVn05qZEErErWiIu6Lx2llyJ+L53u/S8dVchVMUgMadtfjbNIpDHYooJKZIGtVouFAA/Z/fQixC5IQERjFWhcks05tyyKIRCL2ghvmLvmAG5qIKWHrN5NCWAl6X8YBzF0wB4lJifx+jI2P4dChwzhy+AQDm5amDjQ3tKOt5Q7qbjZg05LPsPAvluLX//sDfDlpC0cGsMI2uVJnUnJOYaIS+6kItkQro9hPRXBDfYPSc8TPiMLhsGOwDJqhG9JBpzBAensI+a8VIz4gBTGBMew2aq/uwLDWg+6L3chYlYnC94pxs6Qel6PPc86qY9tOQtOjh06jZ1//raLbSJqXAlKfJgVdIiJfyLoErc4N5ZAeFq0B7Wc7kLI4ldsvcXbahCvKt69SP6HfRKCYuUs+E7HgTqZVWwS2Pr8T+1IPYeXK1/HV1q/x+NtHgpn/zBns3bsXrS2C25QHuNY7qG+6i5DXt2P+X8zD2n/+CF89u53z0oiTMIWZipYGakuxv1J7RgUlsEssf102Og7fQX+rHA/bern03RlAV003TsSdRMIiehcTkUIJVuc+0Z3ylY3wrYu6P/SZb53kHMTz0uelQTInBZJZxP2JwaHw/ei8+RCD7UPobulDb+sABltlaDndjqKPyhE9jfqm10pKHCISQBQtYd52nQA30yIZ4G2bHorQ56Ox45lwVCftx9vvvMucMLfbyWZ+SkBYXlbNvAWeiInD0NSGO+2diPkkGYv/x0t440dr8fHzm7HdL4zHUwJPdB8GNhTCOy0KkQExuJR5Gep+A6T31Bi8L4AH6kfaHgPUfVpoeoWi7tVA06eFukfDhT7X9mih69ZAR1tvXdutAZce4bi2RwNdr1YodG63Bnrxez779BmdS9ena0/cp08LbZ/O+xwaaHmfnkkHZY8Rg10KSO8NQtkpg/KuAodCjmEHWRdmkHaasLBhED4lAqGTovHVcztRtK0UW7/ehl8+80sOqacBQKPRcVoQ4tpQm9a3UtqFFnTcfYDs0Dws+MFCrPrRanzy7Oe8sImcFoVQv11siWs60g6L1g7tgDAG6gZ10Eu1MA2ZIb+vRME7hYiaEYeayjpYNDZBtmDABN2AkYueJAQGv7+vo2sNGKEfMMIwZIZ2QMv5EBOnJaL4g1LousnapWc5AzpHozJB3q5A0sJE7Nl8CLp+o0ArkOqgn7gXWbzoPt5rs3SBCYZBE6fdORpxEpEBCWg7cQcmpYXP1Q8aGdxQrrSCjwuwwy8E5OIX3VE7/cIRNjkUW/124LXpaxG8eAlq6m7zmEp4gMbUmzeFxaIIbkgH69ixY5zqIj09Hffu3WPLOX/J5z9fQONb9znlT6r+WeBGvDGlKidiseiWIt0b0rwZkqlBEzGp6xZV7kZRSTm++mor3lz2Ft785dv48pkt2DFlJ6toUqPRoEkvI8XQi4OcONCJgxwNeOLEwVuK7CBi6WxKYxDJehjWbjPcDhusJhPsxDcw2Nh8SLldmg+3cvhiSmAyKFpEMi/l+6KARAKdn464gAQUv1eMngaScReY8HQtp9YNi8nCktdDtXLkrM1H1IwIpMyi8F/iBTzhLfDk6x3QxMmC1EgnBhoCNtOFgY1//7QIbGPmeTg+nfo1AibNxpZtWyZSwdfVNmB31T5+CcnCQOCGEHJrx11kJGViwU8WYuU/rsamZz5n/30IyWH76AlRCN9EexLQCYwV5MoDyZQbieNRZ2HoNWOwT44hivzoUkPepeRCkSCyZhmy1mahev0+qB9oWDdE2UMRIqqJQucPdSm4MOlSrHuv43tMvLb8oQryHgU0vRpo72pwvfwqTiQfw9GIwyj/oAQJQTGI9otB3Ayy1hD/IgG8Gqa2ZddQHJMIxcmCt94XkfrUtimh2P7CLmx+4RvM91uADZvWw+6w8wtCCdvIzVdf1yRYGJraedvW3oGK0kos/vkyvPg3r2L9zzdhi98OdqNSm/omgCXgSH9XEbjS31oECmJfFcEubSkVBpHQayprOUxZMaiDWWnFtYIroBD3xLlpSJ5DIblpzBXgleCAGW2n2pD/ZiHCp0cgOSARCf5xuBB7AboBHVSk3yLX4cGlLqQuzkAcRRYGp3FS1vy1eeitk8OqdsGmtONq9k0kUvb02fQuCRawp/uq2E/ot1F7Cqtg4R2lNuXy/1H33t9xnUmW4Nlf9ux/sLOnZ7p7uiSS8AAB0HvvPeEBgiRIgA7eJxLee5/IhAdoRdF7B9CAJDxAEN4D9FJJKqmqVN2qKt09N14+MMVW71SfmZ6d0TlP7yUymZkvMr4vbkTciDCLxNHZAVhluRabt2zHxNSkyLSvrw96vR4NDQ0ShqbReMYIQ2snTp65gE3mG7Hy/1oFj//sIyCcpaR8fwJ9hX/yr3tf8ftpHGMRwyZtlhopFT+jvYB7pY3Cw7iceR2F+4qEbJ7owIpK5UidxynyvzzUXlRqP6pPH5u+ns/NPD8vGSnk+s1jKjcW+Z6luJpyCw/0j3Cn9AHOxVxE2tYsRNpoEW/LobjGDsRGh4Z6IfpqdGpUfaUsOXgwwDIUIbOjRFdXma/FshUr8eJFt8iUXEYOJL196744NjQYT5+0oKW5HZcuXcf2hXux5P9YBdf/2wN+swMQbBE5Y4iUPZX9g6IRaakRcMNqsPHeaQy2TwoZ++HZxzgT/SXORV3EqdhzOBv7Bc7GnsdZ7Xmci/sSXxiP8/EXcD7uAr7UfokvY79UzjHnccF4XNR+CR6XYi/gctxFOS5ov8T5mPPyep7V40LsBfA4L+99Aefizs98Lq/Pyed/gTMx53BG+4VyRJ/H2bjLaLnVhaGuIYy0D2OsZRR1AacQODtE0nDUpRkdNY9A8KwonDALxQ7bPTCbbS6cJQr1p59+wo0bt6RCSvZTiS424VlzO67eug2ntS5Y9H8uwe7/5AK/Of4IsYhGhBmjF2Gyb5+JOC8jaRghedVHYKhEud+NfI3Ou93IWJuOGJs4ATfvJj5gmvwmYySc0fBXA2/k4LX6eOa6nz2c3mKybxJfRp9DvHmcODYccDw18gqTg1MC/ibH3mCwaQgJS1iIUS/fg32apgYICJXv86/em5/L9x94g68mv8LpyC/EcWDLindjH+Q7vRv9gHe9b3Ep+QrCHaMRauTHqrrKFGDQnBA4W7vA0XYesotz8def2bITaGh4gIsXL33UU+6pHED86BFiY2MlakOQQ7I8uxITR5j+p+IK/s302vQ1f8v1fze44ZfjwdbVrJpSyMUT0pZ9cmIaL7pfoqK6TpjoFfpqZGZnwcvbC7sX7oHL37viyKxj0tSPjf2CLMJkMnA4c5rWGkQynWKMOEjUgdEGY7+Wj8YjUQAFpwjH2SVAYxWNk0fL8X7grbSm/4plcK+/wbfT3+J37/6AH77+CW0nW5G5PEGZC7MgHSnzkmRWDMseE+elI8I2FsXOBRh8MoZvv/kR7BHyzavv8M2rb/HVG7a8/wMGHg2gYFc2Ysw1SLJPRJKjkoYQ46tWRDkkSAMtcl34/RmpUe4pRu6PZcohFlHSujrQKlQaIYXM1uC42Qms/nwd9rg4S+M5/pBM/VVV1uLenUa0NHfg+dM2CfM/bmnBnUePccI/BNsX7sa2v9sJH4Ib8zAEEijREDPlReNB4iIBDvk3BDec8GoXIyAnmjODFiej5WwzpgenMd45ibHucYyyCqRzTGmE9fI1zmm/FO7DqfAa9Df2Y7RlHENtrBgZw+iLCSmPZR5/kh7fwGtMDbzG+MAr0ICPD74Wr5AeHb00yZn3TkqFy2jnFIZbJjHaPoGhpyM4G3YGIdbM88Ygdm4atHNJGo41esDsmBlvlK1WyulVQyFhfusoBFGeFmEQJv/scATMCcFWs23YsHkDXvT0yNqgztbU1OL6tZtiJMRgNLXg+fM2NDQ9RHhUBLYv34XNf7cD+/6zD05YBIuu0nDIIidwtNGAAGBGT40gxzSCQ12dATkOiWLg0ramoq9xANMDbzA69ApTfa9RfVyPKCsNEllZNS9FymMf1DYIB4mb2eT4OC5GX5LIIyOLcfaJKPUowtCzEXkNS5BHWyaRt70YsfaJiOcYiPmpiLePRZlnsfSwOJt0AakrshFvnQzNPC2i5xkjYCZRBUVXeU8mfDCj88H7FhKhRbhUjuwx34sVy1bg0ZPHItPf//4P4rVdunQZLS1tAhQF3DDk/6QZGenZ2LZ2D9b9Zgvc/24fAmYHy/sE8/2sIhQdtYqWMz+f34XrR9b9XC3iKEv7VERaMQIaLTrLxn5x8xMQbcO1mIxUh3Rw7lgiKxh/0RcrZeaxyJcyZiNDVrPxeh7LnX95nWIsfeb7MCJGjl8Crx1ouOjMpCB+eQpilyVBMzcB0VbkLCVA46Dw2whoCBTlMO4BXIP0gkVXreiARICp00CzcASYhcPZwhVLHJbi8pWrItM//elHfPnlRYkucu1TnqKrbFPwvA25+UXYtmUX1v/jZrj9Px4I+CxMKoeop+wcyz2Aa185mKKOxuWUyxh7MYWB5mFMMK0Tex5Bs6IQbqZFiA3TWcpeIfuw8CA5zDRWmS8kToUyNkb03C4OsbbKEWcbjzjbOCGDx7Oi0RixkigWx00wmjVzcOyOEnWVyKutVqnutIkxno3N4ozAlxHT0DlRAh4fVTehv3MEfa0jGHmmpCJZiizRBeOeGmCp7IH+ZiHwtDqI+bOWIDQsAuyuz//6+wdw7uyXYLRW1VGeW1q6UVCuw/Zdu7Dx883Y+5/ccGx2kADGYPMYBFlGIcyMUYwwlAeVY+T5JN6PfIup3leY6mFq6ms0nX0K7XytVCbeNzQKb2iid9IYCZ/CxMspSGS8l5Hxj4/Va54ZQZt4OYnzUeegNYtFgVMRproUYDPeN4HJnlcYH36FvoZ+xC2KQ8XhWky9fIWJwUkon8V//6/fW43IM0pGDtCp8HOItItDQ+0jvB57i7ejbzHeNo6ayDr4W4UgbLYGEeZayQQQgAeYByNwTji8LY9gsflyHDnhi2+/+0pkOjExiTNnzuHJ46YZcMN139raIVV+HFDKYZl0KtXeNv9LghvejfrFGL2hd6GWhbNcWcjFExNofNyEEn0lSsrKUVZRhfjkFLjv8cIeu93w/C/74P9ZOALN6A2GzyBELnz1UFMN5FRwEXBB/Zrx4FA4Tr+OmhuN2uBTeD/wHuwYyYnXbFL09fR3+OrNd/j9ux/xvKYJySuTEDc3Acni5SUiaX4yYqxjUehchIHGIXz34Q94/+Y7fP3KeLz+RgYZDj4aR8aePERaRyqTthmxMVaZqKCL348bsikPRDXA6jnEMgpBnKRqGSZeW9CcCJyYHYbtZruwae0WPG1pFoX5048/4eKFK9J0ToDNszaF+PZMGex49stLSErPhIf3fuxYvBuuf++Oo+Q0mYchyJwzPxSQQ3nys2mMJdpgTFMJ0LGJRaRFDHKccjFwtx+sJhvqVDyjkbYRDHawEmUcA/eGUXW0GtpFWiSvTEaRUxH0PgbUBNTgdMRp8cRupNyQIZkNeffQUNiABt0jNOofoUHfiPu6Btwra8S9kkbcyb+HqxnX8UXCl6iPOoUK/1rovCuQtSVPDDMNNCNhWkYZxAtWZpAJWPw30lC8xxDLcARaBSDULEw2wwCzMLiYeWLNwjW4ekcxGEyn3rxxR3hh9NpUz03d5C5duoaszDzs8z6IXUv3Yu8/uOHwZyeUDtvGyIUKHH+hpwLGlUoqVU95VvWDgxYJLkuPl2HyJfuzjElDuvZ7XcjekgqtbQLiF6YifkEyEheno6HikXh17Kky3jeJ85rLAkrZ64mcs6QVaei50YfpwXFMvZzCUPcUqk7USZUGeSdx5IA5JgkwjHVUACENCnvJMAJGHohEFIxpKPZdMk1D8d5UT5j3ywhDENNR5iHwNPPEKodVqD+jVEdRWR89fCLEbMqTvBBVnjzfuHYH+XlFOHTEF3vWuGHPf3XH4X/0Q+jsCBnLEmTFAoNfVk9SX2Xds/07e2DRMBLgsIKKDf9sORIiVgZCSgrQOByWaUCmAIXnRKdFwIlSyaiORCHBW+2ZJWRv42P1mmfTdKJ6zR5LcY5JSGATSXslrcvvQZlSZ5W1b9RVletiBIrq2qdcBSga1yfXaoB5BLzNj2CF7RrkFOThL39ViJYdHe1CziSgUWX6lCTt5624efcBCnV6+B33x+51Ttj1+V74/b0fQmaHS2qKRHquBzXSGEpQZROJC8kXMNQxhpfPXkop++n489BYxEnEmjrBNBrvh7rDQ/ZWB45sSZaDf+M15SeypXyZCmXUcX4qSFSfuTZ5zvS1fA3fQ/0M08+RtS+DhT9+F8430ljHIcohHg01T9DT1ofulj7hO1Udr0PAbPZQixLeIsmu/jzMonCARthyOby8D+L19FvZUzm37fKl60Iibm3p/Lj+n7fh9v1GlJZX4nhgMJw2umHP5844+A9+CJ6jFMAEcx0Q7JtHChk+y7MI7dd68HbgnYCLV2OvcLf4PkKtIhHnGIsH+gZMD7/F2ItJ4SmqEWv2RuJh+li95nmi9xUmuqdxPvK8gBvy7ybapjHZPyWtCCa6XmOifxq9N/oQvzgJBt8qTHa/AoEPycET3R8j759+DvmSEz2Tws05GX4W4bZa3K9uxG+nf4vOm53I8yzACbNg0VFl/RMoK+MV/M0CcNjiOFabr8Ouna7oGegXmf7wwx9w8/odIRGrdkrAYnOHNKKMiIiQ3jYsNHj79u1M1EbFEPImn0Rr/n+L3PDLqF+MZ+ba2JNFBTVqifjYxBSu3b4nU5hL9BXQVZUjUhsFt51u2G27Gwf//gBCfhOO0DlaBFjGzHgbqtHghiBGWcDNxxJcbiJq6FcFFRoCjbkp0FpoUB9Qj1f9X+PD19/jzRv2c3iH7ye+kgm/X3/4AU+qHyF1hRKaj1uYDq2dFjl7sjHYOCzs9revP+C3U1/h66l3eP3mLb76+vfofTSG3N150JorE4xj5n0sSVa/i2xuNBZGQ/GpseB9cXEEWYbC3yoIoXOiETYrVsrAd1vuxbJl63D+6kXlt/4ZYiBUTohqiHnmBnf5+i2ZYqsrr0JiWgJcPTywdYEr3P+LN4I+D5HIhaRlaOiNHaG5wXFwqWnqj0S8SPsohFqEo8yrDH13XkjeuLd9FC87htDXNoDh1gGMtYxh6Mk47lY14XzabZzVXsHp0LOoP1aH6gNV0LvroXNVqp8K9uRDDqcCFLsWosyjGDoXHbTLEsQzjLGOgcZKg1iJIjFlFiWDPBOtkhDHKi56ffb8fT5W8KipH3YgpVwpS1U/eH8s/SSYo8EMmxMtm4+zhReWOq6BoZazjv6ZWovurpeorTkl/SxUb5gLkXK9dfOepP9YQUGA4+rpjq1Lt8H9H/bj+D+FIIh9HVgCaQSN/Fz1O/D7MIpDwCCg0aTaL4YVajTGDgm4k38fk72TGH4xgteDb3BPdx8R9uFiNGMXMNWagISFabivbxRvT5rV9UzgXOQlRNvFSaNIGgo2t2ssbcRk7xjGu5TI2c3s2zIVOX5evMwQo5EnuFJ4H0ZZGom61FVVpqKvxrWmylUADXXVPFycD4mEzYrCPvNDWOawFFm5mfjnf6FMgeGhYRk8+rCxCaYGgzIlWZvyLK3UI7M4C4d8/LB3uRucfuOGI785gfA50WKUZiJiJs4NZcvmngSFarqMeqGuebk3Y5UXryUFOM+El2fCgeNzMsbFOG7iY4m+EfgYG2+q4Iiy4yHAyeSaHb75N36e7EOiq4psfwEWjVVmjEIxysc0dIhEaxSZUq6BZmEInhWNA+ZHsNx2JSI10fj+hx9Epq9fv0JdXR3u3X0gMlXBYtOzFtx58BAVNfUoM1SjNL8cPn6HsHP9Trh+7gmf3xxFoEWwRBfIOVMjOIxsBFuG4aT2NAY6JtD1tEf4bScjziPKgnsanUfek3IvM/KU+/1YzPGpPFS5JlKulCHT+8ZrFSyykpSvUw9T2arvx7Pp70nZinyNo2pYURc2Pwp3dQ+kUo7gpv3hIIp99PD/3B/BFsEyCT3UXIOQOVocsgjEauuN2L3bCS1drSJTVrg+anyCmzfuoq21S9Y8dZT9whoan6D65GnQTnFq+DF/f+xZt1eGQR7+h2NSbs7fTJMWwGoAACAASURBVA7SCKw5NicU8SvicDPvAUY7JvFmYhoXEy6KTeMavGdowMTga4x0jUsKcKRrDDxGGRnvHpdr9bH6HKvxxnqmMNYxhS/ClMhNzu58jDRPYOzluFTrjXcohGr2HdMuSID+UAXGO6Yw2sOeS2Oyf6vv9+nnsC8UX8MofX3YGUTYxeJW/m08MDxA3NpkBH8WIXZJpU0EWIQJZSL8cw2OmQVgo9V2bFqzDQ8bn4hM//yXv0jq6cb1OyJTVU/FTjW1Ije3AL6+vmAjSqatOb6J//0vm5bilzNFVsxhMn3C8eUqsGEEh+Cmf3hMWrAXluilPLSsqgyh0eFw3umGvXZ7sP8ffRAxJxahNjFC2vx0k1ONRwTD/kbDoRoPbibqAoiWrrApiLdJEXJZdeBJvO77IP142Gfgd6Pf4v3kV3j75gO+f/0DHlY/RuyyeESbRSNzRw56OJDt7e/w5vU7vJv6Gt+Of4sP02/BOT9Dj8aRuTcPYRaRklPXMO3k8BFg8TvMGApjOF3lLPD702AICpYUXISAm3CrMESbxeGERRh2Wjlh7aI1qD93Cn+RkYNAf9+QhKPZVEo1GLIQaYhbOsRzkwm35VUwVFYhNikBrs6e2OGwB17/eADBsyPE8KqbqGqsCAIYpibAEZBjzUF+McpgRMsgFLrmof18u+TkewhunrEyZRC9T5XS15EONjIbx0TnOKZaJzH+bAL9TaPoeTSI7sYBdDzoQ0dDP140DuJlwyDar3bjWu5NFHkUI2VxIhJY4jtPi9h5seLdaOdpETMvWg6NY7RU88jvSk/dNGViTFWo8lSNMOWq3iM38kirWARZRcDF2gMrHVYjryQff/xJCUdPTIzjZP0ZaS5lKlN6xnzMPgz6skrhOJQbqpGcngZ3D0/sWrgb7v/VA/6zSK7jYL6PHBR+Pr8LD0n9GdNTpiBHrm200Dom4In+GaYHpjFKflPXJE4dq0eEtRZaGuV5CRJRYQTndul98dKGukYw2j2GsxEXwFElNL6MIJAbdjb4DEbaRzDaMYap3gk8P9WMOMc4xLF8mv1hjP2AVDBgKk+NSb8V6oGqr7wP6gjXoXqEWfJv4fCy2o8VdmsQl5KI3//x97JJvXv3VgbgkfTa0typpE6NPUMIHllmW8EBkLoylFdWITM3G/v2H8DulS5wme0pc9XICaGhZ3qGeqrKk781gaykqUzkSnmKjqjtDYzODu+T9/zRMH80qKoRVQ2rGo0xfaxem76W1+qhylP9DPV7qGd1DyAQE5kyJST8OsWpoTx5n7w/Ka03i8RBc1+stlyDoJAgvP36ncj022+/xfnz53Ht2jW0trR/NMJM8T1vlSZ+hqpaFJYaUF5ehYz8TPj4+WDXSifsmc3o7RFEEuyz6SLTiUYwHjwnFGnbMvDkdCuG7g3iYWUTUjblItwiWgj7MTbxiLFV1p16r6ruqDL4NdlQbqbyNL02lanpe/BaleOnn/VLPVWcBco0yDoEhZ7F6PiiC733B3C7qBHRi2OFq+RvFS4yjbCIw2Frf6yx3YzNW3ei6elTkenP+BmdHd24fu22RMG4lzIa9lxN9T1vRVXdKRlUXF5dh/ySYvge88PetU4KwPmnY5L64m8onXk5nNciRsjMQTZRKDtYidazLTJZPfizEOlAft/QgNHeSQx2jkg/JPZm+mV/po+P1ecGO4cx1DmGkbZxnAk5jehZGmTtysXwszGll1PHMEZaJzDyYlyIwDHz41F2sFxJ63ez79IwhttG5XPUz1LfW/pCtY9guHMEr4Zf42TEWdnP4lfHI9whQnhfYRYaYxqOTo3RhlhG4IjlcWyx2o5Vazbh8s3rikx/Bl4ODODq1Vuio2rUhrJtb+uWqik/36OIjYvDvXv38M0338wERfgGaoBE3uwTTGGKL9Tn/9bzfxfnRv1ipl+AfW8IbjgmQCUYj3L2zNQr9A4M4tSZL1BWUgF9eQVKyg0Ii9JgLwGOvSsO/tNhKZ3T2MdLfo8bQJB1pHg6phudlKeaeHEqyOFiEO/YIR5RDgzFxyPSMhJ1gfV4M/gW719/i7dj3+L92G/xgaVu05yj9D2q/WugsYrE3aIH+N2HP+HN5Nd4PfEV3o19La/9+s3vMPB4CAVOOYhix1R7vn+8jL1XPB2lqoObm+TWuamp7f+NBo8bNKMlASyhYxTFMlq+X6xNAgIsQ7DdZi9WLF2L2rpawBiOnp5+I62rOYyURlcWoUkKpbdvEEMjY7h05ZqQtXX6GlSU1yIuPg5Ozm5wWugGn3/yBfPo0XMTEWKlQcCcMOnVEmYRpvRrMA5Bi+BYe+t4RM6NQphduDIhdn0KbhTcxcvGPgy3DKH7aT+6H/eh/2EvBh6+RO+TbvQ8eYnuJ/0CfPqeDKKvqR8Dz/tB8DP0bBpdV3pxK/smCt3yELcsDhH25PjQ4KZIqJuEVoa/49iUz844uZiyZRrCSMRUOUtiLITfokRsCCh40BMOMGeqJExKQfleTPm5WnphzYK1yC3Kxh9/VDxhzmU6d/6ilCibyvTZU6Xy5GVvP8bGJkEPpLTEIACnUl+HpKQ0uLm7wmnxbnj+xkuMU9zcJGXQHH9P8whlXpq1Oi9N4ayQMyI6YbwXAhN2qS3xLkHX9W70PhnCbV0DEhfFQ2NLUJMASR8xYjU/GTeK7mC0k03rhjHSOQySGPlbqUaBadS8PfnoaxqQzWyiexzd17uRtzVXImHauYkSsZG1YUyVqs6B8r0UXSUgEzKv6INCIGbFDcciRNkw5ZKMUJsoeFp5Y7XjKsQkafHdd9/LPvPdd98JP+T69ZvoaOtG8/OOGUP89EkzurpeyCyvhgcPoddVoaykEpVVtUjLzYTXgf3YvdIZLrM8JczPNE+orJFQaY2ggkYBODP8JoWLI3wcoxPBe+I9qkZYPZsaTvValR0fq4bW9DnTv5leq6/he5t+lqqn8lsbK6GkyowzeEy4LmHmUQgkud0iVEi9cXZJCJ2jgY/lUayxX4uQ0CC8e6sAmz/88Uchu5Jr09rajpaWdjQ/azeW1jajo/MFhscm8Pjpc5SVV6BIXwpDVSWy8wqx79Ah7FnpBs9Zbgic5Y9ohxREzY1HsFkkAhh1sApHiEUoNCvjkLM7B9HLYxFsHS38poi5ygwhjY0CHNV7VfVHlcGvye7Tv30qOz7+9N/zsfpbffpZ3E8pW4nYqXJlBMw6EsFWYYhbm4TUXRmIcIyA/yxy7GKhsU+DxioBh60DsMZuIzbt3Iz7jxpn7OHQwJAAGxpeGuHm520ScWAflrbWDoyMTqKltRMGRhl1FaiorENBcTF8jx7FrrV7sdfMDb6fHVeqM21jEGQWJumvQGv2fopE+GfR0CzSQrs4DqEWodAu0OJBRSOG+8bQ396PwdYhDLTwGMZA6wj62obQ3zooh/LcsDw/2DqMwdYRqcY7FXJKhtXS+R56MioNKwdahzD8fFyaST499UycbN1+A0aaxzHYMYTBliEMNbPv0ogcfC/+G7Yv6G8bwMiLUYx0TKLjegeKPIoQYhaOUPNwRMxhNVgUjlsH45hFAMJpF+yTEGobjUPWR7DRbgvWbdiIL29cwU9GB3xyYgpXb94WHlhrs5LiY5UkeTbXr99CcHAY/P0DcfLUKUxNTUlHeFNAY3ptiik+vZ75Ef/Gi//h4IZdizm+vL+/X/g3jNyoBzk5L3pe4NSZcyguq4C+shZMp4RER2PPThfsneeM/Z8dlBbPnPqstY1HoLR2VnLGzBszjyleu7SCJvNfKa1WgQWrEbgQ+VgWpE0swq0jURd8Eu/7P+DD6w94N/ZeavzZGO53b7/DpbQrSFieip7Lvfj2zXdS5/9+5L00UPrw+rcYaBxFtnMBwizDpfpk5r1NIjWyEO2UMQrq91NLhgWYkcHPxkcWEdBYJSLFMU2+31HLQGyz24X1azbhzBfnZlAsc5IXL16WcD7R7y8NcSu6u3oxPjYhVWpDg4NgHrOktAxlFdXQV9UiJjEJ7m5ecFnohn3/dBisnEqanwWtTRLCWMZnEY4wNlA0iTiEm5T9RlprEW0eg2jHGBQf0OF22X10PuhF//MR9DwdQE9TH14+6UPPo5fK8aQXfU/6Mdw0hMGGfjyoeYiaiLNI3pyOKNtIaK00wo0wDXerG5sqT57lMJZ2RzCtJ3OxTHggatpE+gIpkQWCRQK3xPmZiHdIEc/OzcobG5ZtQklFMf74z0oHzO++/R5Xr9yYCUcrm1s7nj9vlR4MXV1dorOTk0qfpqtXbgq4MeirUFlZh9TkDHi7e2PP0t1wn+2F4Nlh0igvcW4iImUqrjH8b6UA8l8YZsrWeC8a6eGkQeqGdOS7FiJhcZI0H+PmrnJhOAAwZl4SruXdxEjLmLJZtQ7gbNg5hFlEzTQw5DC7hNVpeH6xFX0dA3jZPoT+ZyOoOlKFUPNg4dqo64FghqknpnjIY6Ge8jcXkGgEZULaZAsBs3BEWEQiwSEJSQ5p0gzNzcoTqxesQXpmmsyV4x7z+x/+KDn2a1dviY5SpjNyfdaK9vZ2SVVzD2DzxFt3H0galaNZKqrqkZmTA8+D+7BntRvcZ/sgxDwMqfOTEWuXiCDzaCXawCpKUz1VIzlGecr9EAx/EslR9Yr3b2o4P73+9LHsG8Z/oxpj09eoeqqCGjmrXCVbBRhKVGYmWhspnKLQOeFSip00L1W4JkFmoThg4YtVjhsQERuFD1+9l237p3/5FzQ0PMKF81dElurap3PDcQDcD1TnkR2LGxsboTNUShrFUFWH7IIiHPLzg/NaZ3hYeMLvsxPCBUp1yES0dZzw+9ivKdiMpHCCcjoJRj4enTKZqv2xZQXvT73n/5ZsKCdVVqbXv/YbqLLlc+pvxbOqp7zmZzNqZ5raF/6QZZT08vH/PAhBs4KFh5W4IEPuz8fqMFbOXY9dLk548lQhulOw1MFbt+6g6UmLpE5aWjrQ3NyGZ8+foaWlGUNDg1IIMzXxGgTljNqyCS2HFueV6OB7wh+7N7rA2doDhz8/Lh2z4+alIIR6Opt8UVZRRoFN7STyaMlImBYXU69Jumic3MXWQfS1DKC3eQAvWwbxsrkfL5v70Nvch77mAQw8G1KOpwQnI3JdF3YakbOjkbU1GwMPCFaGMfB8CENPx6Rp5aPqR4ix00Lnqcdw0zgGmoek4erA0xH0PR9G7/Mh9AmoGsZ4xyTGnk+i6Ytm1ESelmGtYeYhAsKZsqRsJU1qESGDllMWZElpvafVAWxy3IqtW/fg+t27M/Di/buvpYLv8cNnIlNVVwkUHz58KNVRfn6+0vOK3bY5ssk0GMI3+t8G3PCLMp9GRert7ZXoDUENHzNVReTW1dOLk2fPy2LUV9agtNqAqAQN9rnuh/Nid7jP9kaodYgMZEyfnyUbAsfLC7pkiMwkH880lXigxrO6EGXDsY1FpH00NDYx0JrH43TISbzqmZYujBMT05ieeo+vX/2A+pB6xNlE4nF5E3777gdMTbyRabwkEvc1jiLfqRCa2ez0SbKyknpSF7ssRNUrN84yUqNMcqbCm3NqariEqDPmZSF7QR40dhocsDyALbZbsXeHE67cUoiu/LHfv3snoeh7d+/LRkaF4UGjwXNnRw9GRziNWZErZTrQP4ALl65IrpgyZUg1KTUHHt4HsGvNLnjOdkfQ5/4yKiFrcT6i5iZIf6FghsctWJ2mhM4FmKnRJluF6xTCgXTzkpDvosMZzQXcMtzH88tt6L7Zj57bA3hxa0AG2T08/QiX069A721A4vIkKVkW79o+UebpMKqmbmTqBqhuYOpZfjcTsjC/j+nGRplKtIYckDnKd49zTEDm4nQk26XDzyIE6+12YfOmbTh1vh7//BeFD/LdN7/DrZt3Bdi0t3YbDbASYaD31tnZNZNKHZOBpa8xPDQOGm02Tis31KC6qh4ZGTnw2e8Lp3UucLZ0E+I2AQDn4fCe2P8hmERuC6W8WdUF9T7kXjjczzYREeaRiJwdimjOG1LBuBBmlYGqjOJcyb0hTRL7nvVjoKVfwE24ZdRMNEZrQ883CZczroGN13p6+vHi2SjKDhkQanYCMXZR8t6UK3XVtCkfvxu/l4AbI/j2twxHgFUk4u0TkLswE0mOyThmE4gdNruxZfVWlJeXz7QmYBM0NkBjiN9URxWA04n29i4MDyscPIWHN4nhsUncvNcgTo2urBo1FSeRXZiDQ8d9sXuTE1ysXRE4KxRJHJ2wJFW8diFy0mAYW0XwO6uHaviEdGxch+raVPcC1SCrZ1X3+Pj/ywDP/CZG42v6vr9Y95SrCWFYQK2xMpFri2uM0SiO0chalIdEm1QEWoRgl60T1q5ci8ysbHz/nRJZZAXJkydPcOH8JdALVtc9gQ0PckSGh9ks9WPxBvfXhoePoSuvlvVfXlWDwqICHPEPwJ7NHnCx3YODnx9ArE0scuZlI9U+RaY8c0+lQWZ1KrkVqj4wNfnpnqrspx9BjiobU1l+Ks9/j2zV30r9HPXM78H9Xv29+R1DjGufeyqjihkLc5Bln4JQyxC42O7D8nkrJD3X3aOU0XNP5R55//59PH3KCE2XEgV/rkTEWltbZXgj7dPY6AQmxl5Jn7YnBDiVtSJTgkam/08EB8F5mzuc7Txw4DM/xFrHIXthDmId0hBkEWt0xhViPFOOEZYx0CxLQKmPAffz7uLFrW4MNA1IdIZRlIFng+ht6seLp33oedqP3icfj/6ng+Iw1oacRPjnkUjflIHee4PofTYg/6b/8TD6WwfwoPwBNHYxKPHQYeDRCHqfD6D/6RD62Tm7bQhDjNo8HUbPnV7cKrwLw6EaxC1OR8jnIYiYHSbfMcRKK0CXMmXUPH1JFtIcshFiHQU3Wy+ss9+Efa4H8fTJ8xlg8+7dB0k3q5QJ1T4pPKYWZGVl4dChQzI6hDrNQdsqsDEFNKbXKthR/6a+fuZD/x0X/8MjN+qXYfUUvQtOX1UJxpKmmhjH+OQrdL3sx5nzF4VkrK+ohK5Gj6SsNBzw9sPu9a5wtnOB32w/YdLnLM+VEk2NVQxCparqo+FQw+kz3BETsMMFSOQcZZeAGMskBJuHoi6wTkix7MMzPfJbPK5tRcKKBITPDkP+ngIx1q8n32Nq/C26bwwg17lIwnUxlkzZKGXHXHjq4lc/Vz2rwIsbnHhFs8MQbRktk25zV+QheX46SM5ytfHEOsf1OHbED23dCtGNvxsjNlevXUVjYwM62pXNTTEcXWht6cKZ0+clVcVBhQRoBI08uHgHh0dx+fptBeBU1KCy6iSy8nPh6+cH13VucLF3kZkzsZaJyFyeLUPxWMJJjzJ0dphUwsjGPAMetYiwikWUtRYRFtGSqoq0iZRxDQkrE5G8IR0ZW3OQujkLCWtToFkRh6j5XNCR4G8VY8vKEQ4JZEk8Q/lKZObXNjL+VqpchadAoGhixPi96A2R58JcN1M7NLwcwJmxIBPRllp4W/lgrcNmeHn54EFTA/5qDJt++PBeQAqJwlx4lKNigDvQ0f4Cly9dw5kzZ2bANw0H5av0aprErRt3UVZaDl1ZJQw1dcgrLoXf0eNw2uICZ0d3HJx1RMK3mctzkL08RwE5Rj4OvzPTkeq9cHOm8Zjhj1jFKC3xef+MPEh5Pr1VjaQ/L2RfRd+zQbx40oO+5pcCbgiWaUgos9i58cLxydiSjSeGZ+i88hJfJFyCZgFTNxpE2H1s4CZyVSNfM7+xUrUjKWCLCCFvZy7NQsbSbBmHcNDKF1sdt8HFxQXX794AOQv8j6mou3fv4cb1j8BGMcQK+L5x/a5U+PT29oluUkfHJyYwOjGNwdFJ3Gt8IkM1dToDKiqrUKgrRlBoMFx3uGL3fFfsn+0LrU0scpfnyqT5GKYjCBxZ2mxMR6q6StkKyKFcrTWiR6o+8fzptSo7/p3Xnz7+tX+j6qz6Xur651lJ5ym/sRhfqaRhgUS4AFhOuM5ZnYcURhbmaOFreVicml1bnVB//iR+/OlPIlPO2Hn4sBFXr16RVBQjNKqe8ppEbZKyOzt78Gr6teyrNMgEN2MT03j0tFmcmpKyClRU1KJMX4Gw8Eg479qLvYuc4DXbCyGzgsGuzZQrex1FWUQjZA7BuNL0T2RJeZry8YzcId7rr8lG/RvPpvI0vVafU1/7qTxN1766l4q+GvlK/F5KsUAYwszCobXWSsPFvBUFiLdPhp/1Mey03411SzdCm5SI6bcTIlP+j2MXOI/v6dMmtLV1CGhsec4IYxceP36KyqpK6VbOPXR8jNPDXxmP13j6vE04OKz2pcOor6pCRGw0XPe6w2mxK7zmHIC/RTCSl2YiZ2WR9JeiflJPGakPs+LspQihA4TPDUXSuiTpxXavsBFt5zvRdasLfY8H0N86ipfNQwJaeh734sWjl8bIeB+qg+oQ9lkEUjakoecOO2L3opvPNw6gt6UPd3S3EGUdhRJPHQafjko0hwDn5Z0+dJzvRmPJY1SeOIm4DckItieBPRxhszSInhMjjq0/W4aYh0FrqwXXft7yfCnsOGrhj91znbBq0RoEh4ahf3h4RqaTb97g3r2HYKd8OtsqCKeectxCcVGpABv2tbl9+7Zkc1ihquIDFbzwDU2v1cfq39TXz3zwv+PiPwTckAHN/+jZkRlNgCObG2dPjY1jlBvd1DT6B4Zw5doNlJVVotRQDkNtDXKLS3Ak6ARct7nBZb4bPMy9BFxkLc5C8cpCZM5PlwXGsnFyAliaSoKvbDDGBRllJMkqDfM4SC0e4XYk92nBUQN5uzJxXnMW1cdroV0cj3B27bSNR5hlFFLWpeBM+CmcDjuJlNUpCGcekhsrw85z+To2bNNIP5JIK+bU2XwsUppHMRccZBUprHIqNsmaWQsyULyyGFlLc6WK5rDVYey0c8XGlbuQnZOL918ppYmU18jgKK5dvYFHj56go6NTNjgSCXmQBHfxwmWcOB6AkJBw3LlzD1NTKrgxDi2dmpI8/O2791FmqIBeX4GaqnrodJUICo/EXicX7F7kDO/ZPgg0C0Lq/HSUrCxG3pIcxNvz/o2VRlZsphiFcMsYCVeG2oYjxC4MoXZRM+3Hw81jEGWplQqLCPNoRFoQAMUiyorGRAGBEZx2LqmDGEkfqr0sxLD/K4CokC8pUwIXej0Mk4rXZhWNIItQBJqHCN+EvUnyVxQgf0U+EuzjETgrAO5W+7Bh+WbEJGkwPjY2swTYd+HytSt48OChRMEUcMONrQ1dnd0Spg4Pi8CRI0dw+fLlGbDITU4iY+NTGB+dROODxzCUVwvRsKL6JHTllQiLjoTLHg84LfXEPssDCJh1DCn2SShYVYjslblImJck+iGeO8P/Rn5QuHUEImw4Uy0CobZRAmTI0WCUiw3g1K7AnI1TE3gKI01j6G3uxcuHPSjdXyagmbKU10uXZBrWaEQ6aKXfSqhtKCItGU2IRxhD+vwthUDOvjzRCOEhG7BxDVlHSUUQDV7p8iKk2ifhqOUJuFp5Y/P8bQgPD0PPoNIbiIL96quvRW4ENwSHlKnqtXW0deH+/UZoorU4fMhXQKPaHoKGeHSchngKE5PTePzsKSpqq1FaakB15UkhxWoT4uC2bx/2rHSBt8VBsEcJJ6oXrixGzpJcxM2NR6hFGALNg0UnqLPCayG/hZVqVpzbRMDI+1fGjki0ykhEF16MUXYz158+Fp6H0pdKXmPsT6O+L3sRRQpgZZVcFMKsmNrh76u0s2BagqnH1PkpyF9VgNxlBYi1TcKJz0PgYXkAG+atwdHjfmhpbZvR069/+1vcvXNfZke1tbUrRli4Nm3o6OiSeVypKek4eOAQdKVlEhEjqFF5jWOTUzLTj/OQqmtPoqSsClWGWlRX1UCblgjP/Qexd50r3G084fcbP2l5kbu8AEUri5A+P024YyQcszcMeY6SBuT6M0agKFfuq8qeqkSqZmRjlNe/kifl+iuy/Ve/h/xeGnl/fo66l/PMPTnQKgqBJJhbhCPeLhZ5S3JRsrpExuWQO7TP5iA2OO7Ctu27UXuqFn/6k1qJ8xP6+vvw4EEj2HOprbVd4S81t6GjvUu4Nrm5eTh48CDy8nIl00D+yMS4cnAPmJx6hY6uFzh56ixKCcQralFeW4Ok7FTsP+CDPRvcsNfRFQfNDiHeJl72JQJZ9liKsCZxPBDBZmzSSFJ3KEJnhyPELAKB1qEyeLbAuwCnYs7gWs5tPKh+gqeXnqPrfjdePupToi9NQ6gOrkPwb0KQviEdL+8PYOD5MPqaBtHfNILh1jHcLbiLKMsoFO4okiGjN/Jvol57GiXeZYhbnohANodk2tyCaV6WsXPUD53EUARYh0lzzLyl2dCtLEWmYwbCLIKx38oHW+Ztx9ZNW1FiKMG3338nusoho6Mj47jX8BDPmHZu7TY6jB0iW6b5ynQGHPI5jOjoaBnH8ubNG+HZqMr+KWBRgcyvPf/pa9XX/C3n/xBwY/pl6eGxzTLzbWrkRo028Mzozp37DcK/kTx8TR3KqgyIj0/EfvdDcFrrBs+5B+EzxxcaGw2KlhahdLUeecsKkeSYhCiObaDhMB6y2YlXqnQ8pZFkDlk8EmP5sDTMmhUmjYj4vDrGnd4fib4Bs8OEeU/jGmEcwsh/z0VJI6IAGm6mDOkzv6o0HwyxDEW4ZTjiHRORvSwfJav1KFlSDK1tLA6bH4OblRe2L9gK7/1+uHn3Dv765z/Lb8Q0HrkJ165dl0ZnRL9ihFs70N7OlEmncGr8/f3h7x8ADn67efOmyJUGYwY4jo9jyrjhcdpqVU2d9Beix2GoqkFyWioOHvSD00ZvuDh4Y9/nh4R7kzU/AyWrdchfWSTeJbtqhski4H0pIXVObRZZUbbGplqSYpFIgMInIZBRZSnyNom+qOkD/l1kadzQuIExzSIRL+NmquZ+P/6mUdKPKGtxDkpWlaJ0hQ6Z9mkImRMEV8t9Na0zPQAAIABJREFU2OSwEx5uXrhw6cuZlMmff/oL+noHpEP2k0fP0NX5UmRKuba1dorsKMOIiHBpB56ZmSmVKc+ePcP4uCJTRU/HQYDEKA5JiDVVJ6HTVaC8ulbKcFMys3HgsC/2bnaCu6M7Ds06iDCzMGQsyEbJGh2KV5Yie2GWND4MN4+UPk4sxQ2m3liHI9SaIMfYnVeAilE+dlqlgmFRCs5FfYmb+lswBFUi3IG6/JGDoMhZ4SUIGLRixZOxTF54KlEItY2Uz2LrAX4uo1/hrPibG4/MRdkoXFGMkjWlyJifIdHNfeYHsGPuLrjudEN1bY1EaaioP//1ZwwPEYDfBNvV02NTwKISYWRE4d7de4iN1UrZZ3Z2Ni5duiReMVtEiJ4ycjs+jsnJCUxNT6O18wXqTp+TNBUrfypqTiIzrxCHWYK7wwMui/ZL2TmJjbmL8lG2ugyFKwrAcQgxbAXAdW8WIQ4ODaGqm4o+fUy1qHqnyOtjVPBTvfyo08rv8IvnCWiMBz9HXftc/yEWDO9HI94hGVlL82Q9FS8rlj44xyyD4W3ui912Lti+dS+Ky0rw1QeFX0O5MmJw4/ot4depYFExxK2ip0+ePEZqaip8fHyg1WplrAW7vQ4ODs6AcVVXp6emwPlJZ764INwmpqirak8hr7AEfqGBcNntAc+FnvAy2w+/OccRPzcZpSt1KF2tQ+aSXMQ4JM5UATLqyFQgeY4iV+O6lz1QjZaZrHFVtqoMfyE7k/Sy+lvMPC8yVfcAtqNQ1omsf4tIRNrFInVhOgqXF0K/sgy5S/IQbheFA9Y+2DPXCRuXbkNYQATa2ttnbB6jYNw3GxoaxanhnioRcO6pHe3CsaN+Hj58WHgh9fUnhbs0MDAgEVxWVFJPlciYQrHgLCQ6jWWVtSJT9hc6ER4Kp93ucF3qAQ9LLxybc0zmmtER53fNWZItETLqTRCbNRp1JZT9h+igzw7GcQ7ktI5E7LJkpG3JRJ5LEUr3V0B/pAalxyqRvCVd+J5xC7Uw+JWh6ng5Ko4ZYPCvhMG/Frm7OeYhGrGOsYhdGocQ61D4zwpEwOchkiYnkJH+VBJNipS9nZGvtAXpyF9RiNJVZciZnwuNRSz8zI5h71xXrF+6FceOH8fjJ49mZPrjH/6Elz0DEkFkylTZS7mfdqGjoxstLS3Q6XQ4dPgQQkNDce7cOdFtNWKjvtGngMUUL/A1ps+bXqv//m89/4eCG34xRnHY/4Z5TXYlVI0xz1QejqAfGZ9CU3M76s98gRJDBXTVlSivq5MFGRgUDte9nti7wh0e1gfgNycQ0dZJyFlaAP2aIujX5CN3RY6kKGKstWIoGTUh50GaLXFhGnkaPHNhqWd1MfKx6d/Uxaee1ed5DmZ5LFEvvTVO87WIkl4tiY5JyF2eg7LVeTCsKUbOskLE2KbC3zxYok/bHbfBfbc7inR6TLx9NfP7kHxN4tWtWyRktqGz4+VMhIGcBS5QpkwUYOOPsrIykPj6/v172cQoV3rG3NxU2fKaXl17ZzfOnL+EUikTr0V99VkUF5cjODIa7h5ecFrtDNe57jg8+wgi58SAE9GL15YJeCxYVoyU+WnQ2jA6EwUaZtnseO+ySI1yNcnVq7JV5WX6+FNZSmrGCGxooLiJcnAgmxoyz8uQNHkfGYszULimEPpV5ShepkOiY4oMXN1nfhA7bfZi71ZXpOalY2jsY8j0t7/9Bk8eP5VUFAEJgY0KGLkQOzte4OrVq7IA2TGTXtvTp09l8jINA2egsOKPMuQmRw7O2KgyUuRFdx8uXLyqELcra1BZexKleh3CYjVw9vSB6xp37LPeh8OzjorHluaYK8ajbG0JSlYWImsBieSxEj0JZvk6jQe5JOYK94Fgj3qlykvC21YRiJgfjWDrCESax0rX5n9Ttuwsa5QrjQM3NeosZcqIDT87Z2GmREF1a4pRtqIUWQ5ZCLaJgJeVL7bY7Mbe9S5Ijk9Fd99HzgLz5dQ1ErJJaiWwMZUpZXzn1n1ERWkE2OTk5Ah3hC3WCWxUXoOkUAjIGcVlOmXqNXoGhnHlxm0Q3LDAgKW4uopqxCQlYN+BA3Bd7wGPuftxyOIoQmwikbE4G2Ury1G22oC8FXmSsmYKi/dN3RT9NJaxU2dVfVTP/6bsTPYH9bXqWYm6KbrP96fBIGcq2krR06wl2SheqUfpGj3yVhQi0T5F+iztNzuMHbZ7sX3lLkRGRqK1swXGbCl+/OOPsr45bPTxoyZZ+zMGo61DnuPekJSUJMAmLi5OuHiUIZ3C5uZmiYwTHIk8uZ9y7U9NoX9wGNfv3JPigjJDFWoqT0PHKE56IvYf8obzFle4LHCHt9kh6d6dYJ8sILdsTQVKVpYha2mOGGX2oaLzIXuqpZISZHrIVEdVGfGs6u2n1+pj9bX899L3R6Kyxt/M2E2Z0XXuOynzU+T3LaeerilG5qIcRNrEwdf6KPbY7sXGpRvhtW8fzp46D3Lq+N+ff/4L3rx5LbOjHj16iPZ2JfVMuTK62N3dI3pJPgiBTXx8/IxMaY8o056enhnQyL9xf6WMxRG/9wDl4jRWiHNTXlWP5LQcHPI7hp27mf5zhqflfgTODkW6dQ5KVpagZG0xClYVIHNRhjgUlGmkeSQizBQnQ6IoVizVj0Do5xEI+iwM/uJ8RyF4lgahHPtgx1l2SmRdUsjk9c2JlOdDzBiRjUCwdQgCLIKkXQOdfFn7xlQ+1z+d7Iz5aShcng/d6mLFSVyQI3xLpqDcrN2wfuF27HHbj+qaWnz9ldJ1mHL98OErmRPHNJSqowpdolP21+bmdhQXl8jaDw8PR319vcjLtJ+NavQ+BSx8bPqf6fOm16av+Vuu/8PBjfrlOAKdGxyVR230JwCHefjxaYxMvkZ37yCuXL+F8spqKW+srqtDRU0FUjJTcPyIP9y374PzMg/ssz+Ig2aHxVvLmJ+FIqLk9TroNzD6kIe0RelIZImxLfkijK4QkBgBj7E/gSnwYYhe8vgCgljpYuxAKUY8QtJfyuuj5P3i2ETNMRkZixUjUb7OgIr1BpSsKEHWvCxEWkfBz/oIPO28sMV+C1w3uyArPR29/d34q5Gz8Kcff8SLFz0CariB0Zvo7Oia8TIUr7gDVVVVkjIJCgpCZWWlABqm+yhXlt3TGDc1NYkXJ5uckYMjYGdiGr2DI7h1v1GMsF5fDUPNSejr6pFdkI/goEC4OnnCaZUHvO33wc/cD0GWIUh0TEb+siKUrdajYkM5ytbokLs4V9rTU6Ya6xghJArIm5GnAiYpZ1N5iiyN8lVeHy75fZJuSb7lIiSQYZdZfm4a+QArcqFbXyq/acnqIuQsykaibQICzQPhaeuNLfY7sGOTExISktHW1oK//lUhDdNDIIn9xvUb0quGi5BypDdMQ8xrHufOXUBgYBCOHj0qc2YIZthThECcHh83NxLg6BlTpioHhzyc8bFXGBpmWPYxKutOocRQifKaGlTV1SKvoAhBIWHwdPaGyypXeDgchI/ZcZmfROORuzQXurXFMGw0oHiNDjlL85A6L13GhrChIUEkDWYwy3WNciUXgpUtJFGKt8dUljUJoEpqicabMhf9JtHSnABIAd0E+6zkSpufgRxGEtfqUL6xHPrVJchbnCPPBViEwtvGF9vtdmLH2h2IiIzAw8eN+OmnH2X/+Pnnv2B4ZBi3b9+SHhUE3Ko8VZmyco8z5MJCo+DrewS5ubkiP7WfBTc4GghGE39hOCYmMTIxjfHpNxgcm5C+LXRwGMFltLGqvh6lBh2iIzXY7+6D3etc4LTQU7hVJMOm2Ssbtbr2C1cXImNJJshx4fwu6pU0zTNu8JQlDwHpakWb2n/GZA8wlb3aG4YGKMoqWt433iFBBmoykiBrf0MFSleWClmYnKkA8yD4WPphx1wXbF+6FyGB4bh19w7+8KNStUfBTo5P4c6dO7h584ZEZ7s6X6DdmOKj3nZ3vZDnY2JixAhzkvL169cFgLMilT3FuMYpU0bFFSCudIWXiMPkK5FtU0s7Tp77QtpuGCpPoqLuDAoMpYjQauDj5QvXde5wne+J/VZH4DsnQMBD9sI86FYWoWJ9GfRrS1CwPE/uN5Gl3CJXYw8kVe9Erlz3H4HkzH5q7Jc04xgZfwPV+eTvw1QX35eReHFmVhVAv6EMZetLULSsABn2WVJtdtDqMPbaOWPjwk3wdPFCka4Eo68/cmu++/57dHW/wIMHD/C8+blEvVRwQ53l2md6moCGRFcV2LA3mypTrnfup3QqVSeRZ3HEeZ6cxvO2Tpw2RsYqqhjFqYeushKaxDh4H/DB3o1ucF7oIemyY7OCZHhm+pJMlKwpRvkGg+ynBUsLkDE/Ewn2KYgmJcJaixBJw7GvTCj8LYPB7tLsNxNmqaToQ6w1CLLRIJCA0Jp9tqLBYg8eXPeyT1iFSWZBwzEYcxNkLWQty0bh2iJUbCyDYW0p8pfnI9kxBeEWYThq6QdXezdsmL8ZTntckZOfj77hoRns8Mcf/4jevl48bHwo4MZ0P6We0qkhF4xjVQ4dOgyNRoMvvvhC9k7ybmmn+J96Vq8/fTzzgf87RW54E+qhpqi4IBn+44KUhThGgDOBickpjI5N4FlTM86e+QIV5ZWoqKhEXf0pATwpGek4euw43He6wm21O9znH8B+i8MInO0vDehS5meicHkpDGsrUbmxEoYNZShZU4LC5cXIXsIFmik8kySHVLBHCTtxkujKjq88eM3pqCTAsq8HSzYZvUhfkImsRTli8Jlm0K8pQ9WGClSuM4i3lrEgD3F2iQgxC4GPmS9cbDywbeEOuO5yQ3ZOFjo62/CXvyopKPzlZ0yQUHmnATdv3Zf+FfQmmFdnHph9QmgsyNTPzy8SJBwSEoKamhopr+dcFFWePBPo0GAwTE3DzoWoLsZR8Y6nMTYxidb2Dnx58QrKKmqkh0Nd9VlU1dQiOScLx4NC4O7kCZd1znBd5AZvq4M4PicQGosYpDmkIX9JIfTr9DBs0gvgKFtVjJLlRchfSm8qDynzMpDkmCI9LD6SMxV5qrJl2/x4u3gkzeXsnwykL8xC1vIc5K3IFz5F6boiGDaXoHIzI0fFyFmYjUT7JEmn+JofhbOtC3Ys2AHnzc5ITU1DU9Mj/GQkYnJhvH79Bg0ND6U3CHsscNFxQ1MPypSeBgeP+voew4kT/hJCJdimXpp2ymS5IlsZUKYzhoPcGyEaK3PTxien0PmiBxcvX5VSUTaoq68+icraeqQX5iIwNASezgfhvM4Lngv2gxvzkdnHEWkRjZS5aQIWS7nZbSpDxcYK6NaWCf8hZ2kuMhdmI3V+BpLmpUmKU4ZFzmWvInaRjpZqBo72oKw5x4hjAJLnpyF1QSYyFmYje0m2AH7dmjIBp9zUdGtKwPdOtU+FxjwKfnOOwMNyP3bOd8GOjXsRq4nFg4e38cOPSm6d4YUP797h8cPHuH6N0Zrn0q+GUS+CGgXYvBBuSG1tPY4f98exYycELDIKxmitGo6mntIY05nhME2mYBVjMYmxca598nAUfkNPXz+u3biJyqoaVFRWo7r6JGrrTyG3uBBhmih4eRyE8wZ3uCxxg5ftfhyz8BduDQ1F8ZIiVK4pQ81GPSrXF6NkVREKVhQjd1k+MhdlIXV+FpIc00GgGWefIKMcuObVPYBjKRSZxgsHKXkeh2ZmIXtxARjJ1K0ohn4NAWIFDBsrULpKj+wFuUi0SUakWTR85xyDu5UXdszbiW2rtyM0JBzXbtyY4SvQr/n2q29l2O2VKwq3Tl37lKeqqzx/ef4CgkOCZf0zysDmZ69fvxY5qutfrUqlc8SouGqACSRHuKey6m/6NfoGBnHz7l3UVJ9BeVk9qqpOoubkaRSWlCFSo8V+70Nw3eoF16X74GF3CL5mxxE+JxyJdknIXpSD0lVFqFyvQyUN89pSFK0oQd7SImQuypVob/K8VAjwcYhDtH2cMn/KuJ9Sppy5xX5LlHuyYypSF6QhY1GWAO6ilUyJFsOwwYDKjVXQrylH/rISpMzPQIytBkFmAfCy8MWeuV7Yspjp533QGXQYGB6YsYf//NOfMTA0LFzFR4+apEpPcRQ70d6mENwZcb1y+QYiIqKlwIJpPkbLTfkglCtBDqPidG6YoqYsVTtF+Y5PTGKCfNHBIdy73wA64IaKSlRW16G29iyK9HpExRHkHMbubc5wJR/P9gCOzjmOiDkaJNmmSXq1dFWxyLNiUxVK1+pRsKoY+dxTFxUga3420lgt6JgMrSPXeJy0RdGyuaIQ5JV2J/x7gmMikh1Ske6YJWs/a3k28lcWSlpUv1EP/WYddBt0KFheiAz7DMRYxuCE2QkcMD+IvXP3YNuiLXDf44bcojx09HbNyJQdhxmxZgS8seGRyFHVT0VX6Sx24+6de4iJiYWPzyFJ75G3yCHa1E1VT9Wz+ua/9lh9jmfT502vTV/zt1z/T4ncqF+EX5TGmGkVluXxTIUx9TomJyalDHugfwT37z1Cff1ZGCprFU+u7hRKKyqQmp2OgIAgeLkcgOumfXBd5gVP+wM4YsGW4yHScCjWIQlZC3NQvKIIhnWlKN+og2FjKao2lKFqjQ4V68pg2KAXo61fWw4ehrUV0K2jMpRCv06HirU6VGzQoXwTNzQd9OtKoFtRitxFeWJQWIlCkquP+RE4WXliu4MT9q5zga+XHwx6A/qG+vCXn5X5MFw009Ov0NDwWBrENT1uFgOsRhN4pkHuedEvnXMT4lPge9gP9NyYu2RIlEZXJWubKgEBD6MMlCmjY6pM1c2OBFsCHvIlHj18itMnz0kPh4qqOtScOiuyzcjPR1BEKPa5H4DX5v3wWLoP7vae2G/jg6OWnDIcIb0UCBBpRAyr9DCsM4gnUr5Br5zXG6Bfq4dBDoPIU7+2QmRbtq4MZRuKULZBB8OGcpSvr0T5mgqUr65A2QoDihYVIWNuJrRWbH4VhcMWx+Bi4Yntdnuxe5UbPN29UVBcgO4X3fjpzz+JSlEWrC6jwWS6pLGRoX1GZz4CGz4WsPj4GbKz8nH40FGEhUbKEDeCwh9++GFmMZkuJJbkMsJImbIHhmnKT5Xr5NSk9MZoetYMzvdiuai+okYMR2XdSeQUFiMkKhqe+w7Cdcc+uK06CHfHw/AxP4YTc4IRbh6FeOskZNhnIn9xEXSr9TBsqIRhox6GzXqUbdKJvOjtUdaUrch3nfKYUQMaBdHXTWUCPhmZMaxTDG/B4kJkOmQjyZpeWjSOmPnD3cwHO2zcsGuFG9ycvZGWkYGW1hb84Y8fowpMlRKgMFLAfivUS8qQsuxoV6JffPy0qRnFrBzz85WZMZwETiNLsEh9V+Wpnrnhca3TGNM7pnynphQHxxSUU74EQBcuXhLdJG+kuv40qmtPoahIhxhtPA74HIbzTk+4rPKGq6M39lv74gintlvEIN42DTnzC1GyQoeydTqUMQJBHd1YAT0N9MZS6DYUQc89YG2FUU+5/lU5G1C+3oDyjcZjgwHl1OmVZShYUohkh3REWsUjyEIDP4sAeFh4Y7eVE/YsdoLndi/EJcaj4VkDfve9kiqhsn77zXdoa+kQA8tRFDQQ5C98BOE9oAGmN0wAzqZnAQEBKCoqEkP7KVjke1L/KWeCHgJxypX7AGVMTpOqp4xGMK3K34+9m6qq6mEgF6fuFKinBaWl0CYkwO/QMbjv2g+XtZ5wn+clDRt9LY5L0z/yFjlYNH9xvkSpDOsoz3IYNpajYkMFKozrXLe+AmXrPu6nlC/XvmF9meynVWtLUbnRINFLiSIS1C8rQvqCbGgc4hFsw5EGwWCvmt3Wrti2YK9EQgKOBOPUmTMYmRiVtc//cY3SXnAEAAn/rICiPDuNOkoZ8zFlWl/H1H4Ijhw5jvz8fKlKo56rAJzvRz1Vz3yOOsq9hY6OqY1SdXVsfAyd3T2SUq2oZZSxSiLkNSfPoFBnQFxKGnyOHoXrbi+4rt0Pl3kH4Wl5FIfMg2SOmMYqHimOGchfWgTdKr1EAbmXVmyibCkznehd+Rrqn3JQnmKr1lWAv4FhfSkqNtCJ0aOSDvfaShhWGYTrme2Qi0SrZISba6RCar/5Uey29sSW+Xuxc5MzDh32RXVtNQaHBuW++T+uUeoTwR3lym7j6rpXwY2yF7zAF+fPz6T2OQyTYJFRMFWmqjxVmaofou4Hpo/Va/W16r/99LWmr/tvXf9PBzf8sjTSXIRcjDTGKjoeGxuVBamW4bIkr6dnALfuNggfh4ZDX1UDQ10NyqqqkVtYCo0mDsf9TsDbeT+cOeRspSucFzF15YMjlv4ImBOEMLNQaCw1SLJLRLpjJjIX5os3lrukSDyywqWF4MFFRkXj37MXFSJrUQHSHTKRxJJmK5IXQxEw5xj8LA5hn60Pds71wAaHbdi5Zi+OHjiGjLRMXLtzG++/+Zir5ERfAhPmf69evWYsnXspG5m6sVF5CGq4CC9euIq01CxoouOQn1coCsPNyRQJ/5oCqGFqbnJqSkWN4NAw8+CU9qnJNxgcGJX+BCQdqj1xqutOo6pCMR7ahFj4BvjBzdsTuze7wGmpFzwcDuGgzREctjyGo+b+CDIPlhL3RNtEpNumI8shG9mLsoVAl7csD/nLFXlSpiLfJYXIX1SE7IX5SJuXg0R2ErWOVSq0zIJxzMwfPlZH4Gzjgc0OO7Bt9W4c9PaTTffLaxfx5v3HqjI1CsAIID0F6hEJbTQOXHhchOrGxmt2G87JLhCZEuCw9FsFi6ayVBeSelYA6bS8P+WqbnI0Gqrh4ObKKE7v0CganjyT9gbkjgg5trZejHNhWTHik+MRcCIIPh6+cNrhjt2rXeC6YB+87Q7D1yjTExYhEtpnbjzFPgXZ83KQtyAf+YvzULA0D4XL8uUoWpYPHgVLc8XY5C9UvD3+G60tCYVR8LcMwVGLEzhkdRTu1gexzXYPtq7YgX2ePoiJS8QXX57H9DSryhTwTUNJ4jS9Vbb7J6hjIcCLF70zMqUsKV/q7Z3bD1CQXyJeW0ZGhpCxKR81ZfprcuXf+Dn0jAme2HxOKimNXBFTuRL0jI6No6m5DecvXRV+g6GiWnoNsd8Qx2MkpabhRFgw9h/0hdMuL+xa4wanRZ7wsj8EXyt/+JuHSsg+yioBcTapSHfIRs6CPBQsKEDxgiIULSlC4TJFT6mj+cvykbssFzlLc5C9OEd0OsU2DXFWcYg0Y1o7BMcsA3DY+hi8rWl8PbBjkQs8XQ4gJCoMVafKMTw6CFMKwZvXbwQcX7lyTZqdcY2remq6/nlNkjbvKy42Camp6Thz5rREDgkWVZ2k/HityleVKdP+jEIyJcNU9S+M8fgEJideCSl+ZHhCJolfvHJdDDGbflbVnEQ1OTnllUjITsHRqOPY5+sFl12MkHvCbfFBuM3zwwHbIzhqfhSBswOEyB1jGYdkW0YNsiUll7OkALmUo8l++nFPLUb2ogJkLMhFmn02Em3SwPYa7NrM2Xe+VifgYb8fOx33YN3CzdixZS/8jp5Adn6ugIw//kEZ88H7/d3vvsPAwKCk5O7du4/Wlg7RS8pVlWlXhwLIyRFhM774uGSkpmTiZP1pSTkxDU0jrP6nylc9U858jUJKbphxxFUd5X4q15OvMDQ2hZaObly6dnNGpuU19SivqpPPzsjMQnBECLz9/t/2zsO7quta9//KuzUuKffGuU7sJE5sx3bcOwJEFb2a3nvvIEQRIBBFXaiAJNR7RYB6bzQBBhuXGGPsOJlv/OY6U1qcyInHG+/l3nfHZYzF2uecrXP2/vY3y5pzrrXCZERIqAx7cYSMfHqMjHsCnTpDpvxojsx8fJ7WcbEW0cafbpAdT+5ysv/0Lgn/1S6JeGa37P01cu/0afivwmXv03tl3y/CZdeTO2TzExtl7b+tlmXMgnx0nsx5bLbM/OFMmfCTyfIeqbwnX5e3fv++TJ04UzZt2So5RXny8ad37fZ1p3QGG8ilG9Cd1/33wNScGuwUr9mm5sTxGFm9eo2sXbtWDh8+rHoDDqIz+efzlNfGWTsOfq1/FPjPnsFQ5/rn/a3jv4tzYzdiF02PsUbJoUzxjhHIAcKwhktgrQFmqXT3XZNLTa2SW1QqMfFJciQqWg4fiZLDx6J0jYIjh6Nkx849snzVOpkxe76EjZ0qI98ZI8NfHSnDfxcqo341TkY/GSbjfzpFxv1omoz54TTdfXfCo9M1BDvlX2cKbeoPZukMgimPzZCwx6bLuMenydjHp8ion0yQET8bKyG/GClv//IdefM3b0roW6Nk0dylWiCcV1ys3u4A2H/+s9z58I6cr6nVWU1aMFhOvYGLzODImJFAGDlm753Dkcdk3dpNGmFITEjRVNWdO7f/YhQ81EMHU4SVER6jXjDFOOHgMIrT0UbfNbnS169ruPRdvi7N7V1SWFYpCSnpKoikrHSF4+ijcij6iOzcvUdWrFor8+Ytkolh0yT03XEy/JXRMuKF0TLyN6Nk1C/GyJifjpewH02RiY9N1wjWhMemysTHp8qkx6bL1B8EMP3BTJn2g1ky/ZHZGpEZ98MpEvrjMAn52Vh576lQefOX78kbz74hw98eJvM+mCd790dIVn6O9F4jnz5YbHb3rrs3Rgg4NdwjaaPmpmapr3ORL7BEAGkoNjbH3Lhhq2zZvENOnUzQTUhZVfObb1xkwcfSeGrv0YMpxgUlh+EgMmHOuBkQUqpdl69J75XrWuPEeiOJKenq4EQeiZaow9Fy7MhxORp1TPaEh8uy9Stl1oI5OqsgNGSEhLweIsNfGCkjfztGQp8aI6FPjJExPxmvKdfJj0yXaY9gVGbIlB9M1Tb1kalCm/boNJn6yHSZ+AhcnSSjfzJORj4xWkJ+Hirv/TJE3vrNO/LeayEyY+Yc2blnl6RmpkhHd+uAQ8P9ffbpZ4phbl6uFlkXFOQ7TJubNN0eCxAnAAAgAElEQVTZUO8iX4prfavixygYTDdt2i7HjkWrM014H5keSqn5uPI5jXoxlonAwcEoU8BtDqP1mrK6cl3au/uE2pEzGdly4nicsGI00Q1SV0eio2T3/ghZtXGjzF+8RKZMni6jh42RkNeGyfAXR8rI34yVkb8YL6OemChjfjJJxv1oikx5fIbMeOQD5eSUAEfpJz06TeDvhEcD7fFpMu6Hk2T0T8fLyJ+PlvefHiFvP/OeDHtlmMycPFO2bdmu0aWm1ha5/0dXowSmX9y7J62tbZpKYoYNs/Ko/Wiod8YXmafVBXoKXU8np8vWLTtV/nFwCgqKVG6pWwAv+weWhqcd03MO9WI47WBK1IFjBkY44Jf7qBcLtL5+6ei+ItUX6zTqQFF85NHjEnk0WmetHjl+QvYeOiDrNm2U+UuXyJRpM2TM8HEy/LXhMuLl4TLy+VEy6lcTZPTPJsnYH0+VcT+kTZIJj0+SyY9N0pSn06dO/klzTXx8hoT9cIaM+9EMGfPjyTL638bKyJ+NkmFPDZe3n3lH3nz+HRkTMkGWL10jB6KPSkFlqdy+67ai4N6//vZbudbfLzXnzyuuOgGjtlYamxgYOnk3XYoRxok8k5alG9+uX7dZVxrPyS7URfosAg5mhiW/4R/zGtkHf3QnAygb4NigEZ6yrEHP5evSc+W6dPVd1Xqcs+dyJTomXgeOR48cl2NRxyU6+oQcPBQpm7ZtkkVLF8nU6dNkZOhoeZeBzkuhMvzZMTLiqbEy6ufjZcy/T5SwH02TSY/PFGzRlMemyeRHp8qUR51OHcR2pkx+ZJqMf3ySjPnJOI20j0D2nx4mbz/zlrz1wpsy8v1QWbhosRyIipSikkK5daPfqCTypz9r5Bv5w6FhPRqOW1qaVfbr6wMRWy9yy0Bxz+4IWbtmg0RE7NPoLiUmRMDNWTReDv7Qw9gGfx6Mu/+5f+x/3/c5/k9zbrg4wGAWBrUigDtQi3OZRZQCRrj3mnT3QqIrmu9sbW3XVRLTUs7I8ejjEnn4iEQcPqqrcx49clJJvGvvftmwdYssXr1cPlg8X2bMmysTp06XsWOnyJgRE2X0u+NkxBujJOTVETrVnJlYukPxs6ES8nyIhLw4TIa/PEJGvBYqI94eLaNDw3QUsXr9ejl64rgUl5VKT1+vfP7ZYNj5AZuG3roldRfr5dzZHElNyZCsrHytVWhqapHmJqIKjixmfBsb26Sq5qLEJabI5q07Ze26jRJ58JDk5uRJV2e3fPHFPfn220CtTkD4jAj+Q7djelNyRMYw/ig6WylaF/3ruy6M3mi9rHB85Zp0dHVLTe0FOZN5TqKPx6jxiDwQJUcOHZcjbHZ45LDs2L9HNuzcJivWrZUFi5fKnPkLZNL0aTJ23EQZHTpBRr0XJqGvT5CQV8bK+y+NlncZRT87Ut77LX2oDP/dKI2shbw+Uka8Eyqjh4XJtMlzZOWq9XLoaLQUFBVKV2enhu+NuEznvnPrjjTWNUn2uVxhn52srGxdeKuxsVngQkMDUbBmqQPbxlZpaGqTGhRbepbs2rlXjUXE3oNyJj1Dz//ssz8EjMWg0+TjZ7/Ne/bPMMWpQckVFhTp82Q9jKtX+qW396p0d1+Rrm6iDVe16LCjs1vOX7womVnZcuJEvBw6dEIOHo6Wg1HH5MiRE3Io8piE790vW3fskBXr18jCZUvViZw2dbaMHT9JRo0ar2mj4W+OltDfj1X83n92hNCGPTdSQp4LleHPj5IRL42WkNdCJeSdURI6YqxMmTRdVi1ZI5EHj8i5nGxpaW+Rjz8ZHKExU+fjj+5Kc1Ob5OQWSvLpdMnIyJKSYgpTwbRD8cSpAVcwrW9qlQuXGuRsZrbs2bNPMBa7d0VIcnKa1Nc36EZ4wYrN8DNswdKOrSetYAWcyD+rRFPXRISRnpw/sk+7cvWadHZ1a9E9azzFxsZLFIOcQ0clkgXWjp1Qwxx+4LBs3R0uqzdulHkrF8nsJfNkyuxZMjZssowaNUFCh4+X4e+MkfdfGSnD4OTzo5Sf8PT95xlVj9I6qZEvj5MRb42RUcPHyaSJ02TJ0mUSEXFAMs+dk6bWRrnx0Q355s+ukJ17++yTz6WzlVR6kZxOThUiNUxDpi6hrbVD8bYBDT24XqxrkpzcItl/4IjK/vbtOyQuLkFqamqFUTARSrDyjbBhF4yncRUHk9QAg0YKlnWGag9RW6dPSU/19rioGPUj3T2kVholr7BIYuOS5ejhU3L4wHGJPMhGvCfkwLEo2XVgr2zbtU3WbFwvC1cslVkL58vU2bNl/MSpMnrUJBkzfJKMejtMRrw2Rka8MkpCXgjV2a3vP4vs83qEDP99iISgU98IldD3xsi4sWEyY9ZM2bBto5xMPCmVtZVy5fo1ufelW9CQ+7n/1Vdy5Xq/VJ2/IBmZuZKZmSsF7LNXe0kxxalBp5o+tUFjfkGpHDgUJWs3bJFt23crptXVNXLzxi35+oFLaRuO9PYv+Nhe8xwYiDPVmcUAcQDMcezto04UHFkxmijuNaHWsaGpSQqLSiQu6bTiGHkoWg4eOCaHD52SQ1EnJTzyiGyJCJdV2zbKwhXLZc68RTJz1nwJmzxVRo+ZKKHDJ0jouxNk5KthMuylMfL+i6Pk/d+FCphir0KeHy0hvPfqCHn/zREyfNhIGTs6TD6YMV/Wr98kx2NOSmllmZA6+8Png1GvB19/I7du3Ja6C426YjtLELAuFXuXoU/RCyr36NSGZqlvapO6xlYpKa3SLWg2rN+imYUTJ2LVXsM1Kxw2vOjt+G9hy+dDnWvvDfVd9p1/q/9PcW7sorhwBBdPGiVHOoVRDtuld7T3agqFcGovC//19EhPb49cDqwei3FGSeTnl0pCcqqGrQ8cOqpLZOt08iPHdNYF29YzIjkZnyjJ6WckKT1d4k+nyKmERImOjZXoE6fkOO34KTlxMkaVZlr6WcnPL5Kq6lrp7OyWO3c+lvv3vxIWMPrTtxSd/UnufXFfdw6nboMRfUpqisTHxcuZtAwpLanStAjC1trSqSknBJCRm713sbZezmZky87wfbJq3UbZvidCYhMSdRoydSTBhDESfNdDDyYBhoNpuAhiVlaWErG1pUMxJSrG9g3d3S5dxXRnppJ2d/WpoqD6nfQYRYdMzWU9B3BkFgvYsgw5s4ROxCUEMD0jCalpEpuULMdiYuXYqRg5dvKUnDwZ4zCNS5SUlDTJyc2XyqoaaW/vlA8/vC337n0ZwFTk2z/+Wb68d19u3byt69OQ79WVg2OTJT0tUyvyL15o1DqFttYu7cGysb5FMW1u65QLDc2SmVug17dhwxaNgJ08ESfl5dVa5EZtkhkKw9HHNfg9n6d8RsiV1Y5ZOZrVjsGJugnwZFTc23NNenFwetyUXEZ48LalpV2jSOmpmXLiRJxEHj4qe/cf0uskT89UfcP3eGy8JKSkKq4JaWkSk5QkJ0/FyYkTMRJ9/KRylQL7uLhEST6dJllsWFdZLS2t7dLff1O++OJL+fZboiOOp1/df6BTOhldMZo/eyZDV7lmdhMbshI14B6Up03tA4YC2Wpt7lQFl1NQrDxYu3GLbNm6U6NhRBqRTZ7Zn/708MqjPhf942A8+QzDwayqpqZGycnJ1QgmcqJT768g+72KIb01VpzV+6mqkfTMbF0nB0MML2nwlLbv0BHl69FTsZKYmi7JZ85KfEqKnEpMkhNxccpNcEXuVfbjEpSnOKRl5ZXCoOTa9X75wx++kG+++Va+/fbPuqftV/e/lo8+uqsGjjB+RiYrXCfoyuHU07AGCPKuPG3GWXRyD1/BmtdFxeWawli/eZts2LJd10/BGSGCRdoFrgVz1bCk93kbjCt/y6CRlF9eXq4aZFILyLxzcnAcB3ElstPTfVmvl7qVjMwc3R6Hvf/g5d4DhxRPdAGvwRgnHfkH14TUVJX943HxchTZV55SYHtKYmLiJCExWc6ezZKi4lKNRvf0XJaPP/5UHjz42mEakC2iediBxvpm5QEcRQ+RAmXTUCIzLc0d0tLUoTIPT5SnLZ2KK9sAnDoVr3iu27xVdVRmdq5yhcgCuPgY2rGPn3/s44zzbptC44gTOdIobnefRsNV7hkw9g6mrInsdHb0qIxlZeVKfHyyHI0+pWuPmbwbT/ceiJQDR45KdGycYpqYmqaz3MA0Gp16MkaiTzobdfJkrCQmJUu62imiyZd0Y1rsFAsYIv80otOkiamhaWps0sJgdGlycrqmSFkmg/ok5NzsFBxtamjTcpCG5jYpqz4vsYmnZfO2XYJjs3/fITl7JltamttVbg1T46P13xdbO99wt9c+9nbsn/N9jv9uzg0XiLD6Auu/RskR/idvn5dbqPvVlJfVKDmoBVBh7O2R3p4+FVKUn4ZZ+65LZ89ludTYoikW1stgW4eo46dUEMP3R4q1PfsOqmBSSJd6NlNyC0ukspqZNY36sDo6utXAu3VNKMDtlfY2BKdVq8XLSivVqBGVYRuE2JhESUxMUuehorJCU2s4EBAFITRlZj3vUwvCfkUH9h2Wdes2yZbtuyTqRIzkFZVKZ0+vCpAjDAR92Gj4eBme9EMdcy7fg0CSSyWCk5mRrXl9NciXrwdGx07JYYQZ0Vk6EHwhd0lFtWTlFkhS6hktQESx+XhyjKAeOxUrp9PPSnZBkZRXn5eL9WDaJmDa1dWruHZ392lRc0c7zgk1RnUCpjnn8iXldLrExyVJzKkEISUHRhQ/m/J6CNNGRhjtijHvI6CZ2XlqgNds2CzrN22TyMgofVYUpn9y93P5WkfBLgz913A0oeEcH1ueBe/R37t3X3HCiUXQC/JL9Flb2J/9acwQ0/f1ujVy+Ly5qUPKKmokMydfa0koPtx/KGoAU/CEpxgU8vbJqWckN69Qi3cvXWyQZg9TDBKrheKUdrR3K95wuaryvOTmFOj07MSEZImLi9OWnp6mM8oI28NPw7S5cdCpwfDyGX1ebpEciToh6zZt1YYiPnMWxdYhH935VL5+4Jwow8Z4GIyv4Wh9MLa8ZoBz7ep1zednns2RvNxiqauzVHWvDmx0gNPTrdhqmvXqNU0HsNwBtTnn8godprHxml71ebo74oDiSo0Zxd/ncgvU6aVWSzFt71J5B0sw7erqEXja1tqpKU92jS/IL1ZHG37GxiRIbGysLlLI4KbuUp3iaY43/LSG/IM1r3EoT52Il02bt8vq9Zv0mk6nZ+gquAxGLGViWBpmwa/NCARjac+CHmcew8bGkBkZ2UJaBv2DbIPfoIPTp+/1sZZTX79cvtyvKevK8xcFxzb1bJbWPJKyhpfgSo8ugKvI/8m4BEnPPCf5xaVSXXNBIypg19nRrXj2Et3o6pPOzh4dvCDXONYUrLObPOk7Jk7Q0AVwj9SS8RRcWwM61ZxFPgNb0s/oYtJ6a9dtEp41qXambPffuq2Y+rgYpn+Np8Gf2d9jp3hO1IoyaMzJydeiWwbbfX3XBgbiRHac7DudiuxT61hzoU5yCh2mOA0seQCWxk/jLJhSRI9OzS0qkcqaC1q83AqmnT3S3dUb4Ct9t7S3dWl6jg0ry0qwU3mSmpKmtXAJCQna5wauFR1ksm+2ybhqeFNXQ03mtl3hytNd4fskPv60VFVekOvXbsm9e18FBlEP60njqY+fcdV0q+Hvv7ZjO5dzgo/9c77P8X+qcwNhMMD0NIjz5Zf35cNbHwecgBw5nZwmFI0xCkG5Wf64p+eqOjk9fVc118l6GbTO3ivS2tkjdU2tgnDmF5cJOVAUGobEBHRn+H7ZsWefbN8ZrukLiiP3hh8QUhjWDuw/LAfZFfbwMR2totSYbYCCIrqEkWhra9fRFiNJ3WqiyY3OIEtLS6cbvTW16zTklNNn9DfwgKkBiY4+pcqDRcxuffSJfPn1N4qB4QE2PknsmJ5z6I0owZ/xtzQwJQpELQ6O17ksSM9oqEBrK1QAraCz182qYIRHqoX1h3quuvUywBQHsqr2khSWViim1JUggBgMFB3pwO2792rbsXuv7Nm9T+93X0SkevzgyjEbUR4+FC3Ho2MkLjZJrwdlhkAppq0YGgx2j+KHwNEU0+YO915Lpxa6sWkjz2nN+k2yZuMWjYJQ2HfhQr3cuvmRfHnvG/njN3+SbwOOtfEtGDvD3MfRsOUz+zs9749/kgdffSuffPy5tLd26SiIZ0s++tKlRo2IuRkrbiYQTggGxRzyy1dv6OJ11JKwxxpKGEwzsvO0VudEbILyFExZWXbnzr2yc3u4FkUbpsZV8Ny371AAU8dTMGXUy4iXKdx1dZc0NUmqsqOja8DQGp5giyFC0WH8iEpFHozSkdra9ZvV+Uo5kynnL9bL9esfyr0vHsg3X/9ZmLTGCNGw8bGzY8PVsKS3z+j9v2Wk+dmnX+izJzKUmnJGMjIzB9IArhbHlo/A4elTeafWweQfTJF9eFpUWilZOfnCtZ+KS1KeYjQwIERMFdcd8HS/FkejAxRPMI2IVF4dOnhUjh09qfVa1MWADcb04oV61UkdHch/h+oBn6cYDxxrjDKGHJ1BnRCyT3Hr7j37dBBWXl2rXPj8i3sDsg8uwZzjPcOOz+wce9//DEytffPN1zrAQZ4pWIYXpGxJW8EHML165aqTd+QevdpzVXEFU2pJOnuuSFNbh64mzWAnm9RbeoY6PNTrmHMOpsj/jp3hsnvXPgkPP+Dp1EjVq/siDmnRNLIfG5MkyM25c9ma7iXtQ4QBR72zo3dAdz7M0y7VBWAKR3Qz20CtEqnS+ITTOiDjuu9+fk8eaMTNya9hAmZ+87H7W3iCPTqVSBBRpqqq82oTwLSivEY62t3in+yjpg5kTwBTNjqmxCKAKTxtbO3QQmRq9HDM4ak5PD6mOBhbd+6RHbse1qlwlEgK+o80N/uOUQ+XlJiqwQGWxmANL+pZedYMMo2TYGoNjtJwGolGE+3GUVy5Zr1s2blHI6Ml5VWaev/0k3vy4Cv4hew6uz0UlvYe2JqTYg4J79n7wZ/Za/s8+Fz7ju/T/z9zbrgou8Hg3hQeJCFHDOk4JpWCISYF9Nmnn7vZG5XVkp6eoWF49l1iB+eWti7pu9IvfVf7pffydenuvar1DuyWS+1DLykCGukXBLWrT9o7eqS1rUtTBCz0dOFindScvyCVVVVSXlYhZbTScu0rKio17+2KAJsfMqoYXAhihpcaBXLqLPWP84CCs89ZlKugqEyOn4yTzVt3yBoiNZt3SNTh45J5NlsaG1rkxs1b8ocv7sn9B1/L19/8UfEAE/CgGVZgZEoNPO0YnDk2wbVjvsO+hx5sqeG50X9LixszzmZKbGyCpKWeUQPI6JUi4yvXb4k6jD2XpavbNTClaT0JxXO9DtOOzl5pI2LQ2qmzai7V1WvtTkVVteJYWlqmK6+C7QCmFy5pnQb5coQLIwCWODMoNLDjPWtmMHh2bR3UB7RIcWmlxCYky7ade2TV2g2yYeNW2X8gUlLT03W/Huoz4M9XXz2Qr7/+o3wTcBoNI+vBynjKMW0ornI+z8L+TrF98I3m77/4wz1hd1zWKTp3LkcSEhK15oKIVFNTqxZyXrl20y1UiRHuAcvLiqfm6anRIfWKI9lzVQxT7peaLJwl9hqqrqrRNSfKysqVp+w/Vl5eIdQS1NZe1HoVCtabm13kBUwHW5e0tXVKSwsRBMdR42lnR5/UN7ZKWUW1JCanyY4d4Wp8KWxHcZ5OSZPqmvO6BtXdTz6T+/cfyIMHyKprOCTgATbGPY4NR8PVlFQw3sZzx1W+yw1wbt/+SCOm+XmFEh+fKEmJKVJSUq4yQwTw6lUiDKStwM3VOxlfeyicJVXYd105rJjCq/ZOaWxqlkv1DVILptU1iiE4giuYwlXSfIrpJWY2UVjdrNh1dAzyVOUfTrbB1UHZx0jAZfCtrKqVtPRM2R2+X9as3ai1SjinOJ/cCzVEdz76WL6496V8FdB9yKmPiXHOsDU8/5oOsL93PbL/tXz5JQOcu5oSLsgvlMTE09ooXCbaR/T7sqdP4SZ4GldN9g1vMFWdSoq4pV3qFNNLwt5WFZVOp6JXwZRWUVGlK7CjI9B7vuyTuiHCS5SHSDnYIf/0zJZFx3R2X5bG5natUaSwPDzioOB4E6nZtWuPxMTESlFhkXR2dsmdj+/KvS/vC/Ul8AkcVGYDetWw9LE1XK33P+PY/w77LqJsn3zyqXR3s0BluSQlnZb4uESBs0QEcSauXLuhNqoLuQ9g2tlJmQVrPMFT7NQ191nXZb1XZL+puUPrCLFT1TW1Ul5RKaXIfkD+4Sw8Zc8sdA81iOhwMDMOWuYBjoKr6VTDlufX3NopNbV1kpWdLwcio2Tdhi2yeu1GHfSTqi0oLJK29g7lKRxC7sHUYfCwjYKTZo/A0V6bzPs6gGP75x/znp0XfGznf9/+7+rccMO+4AEQwmxkwbGh4p88Ie3zzz/T3US7u67ovj6MOqKiTsqJGEKg2VJaVSOtHd2B2pz+gdExow/ChEQgNAphvaayXIrLhWS7NRpE2oZGZIievDdhRW0dvWp0zVCY8YVAHNPzWXcnaaw+zQuTd0+IP63Fl0y7Xbl2g3reUdGntCiO0TEr3d79+FMdARA+vn+fdl8bOBg2Pl7BAsdrw5Tz7Vz7W76P76LxGzRwpcaBUQWjTyIfeOq0NBYWq6zR5fBZFv8KDqTWkgSiZDiOODoBbC0a0dtNitAbUQdwNDwNX3rDlVqm9jbnKIIhzYQPXHF0rBFRKCqp0KgGIdwVa9bLslVrXa1CVLSknc2S6poa6emmPuqOYgqPaNwz9w/Pgg0HeIGf4Wp4+u9xjvHTer7PYXt/AFOmjbJ4FbOqKH5mVg+YkuMupFi3pV16UXQYkACmPk/BVfP2Aa4a7qQKLX1gOLr0TM8AT33OdnY5Pra3OifRYQtPwRun3OGKcSECwVYS1KaQIlm2ep1sJKV34IhG04hOEvKmzoj0JtxxXDWe3ldswMP4ZxgZloYtmFrjvWCu8h004+mXX95TB/XG9Q81okQUilEpI34iKKQCifKRRqWOxOrITN4fwjYQNdN0c6B2h7od46f14MixcZS+s6tTR71MPSaioE5NgKsOzx7lKTIB1mDGKP7IkeNCjdLi5asU270RB3VEDebwvL//lsqh4Wpc9WXW141gBrY+nv7xUDw1zvOdpldJ/d+8eUuvlWgSjhbr3pDKJwV1ob5JB4ssGTHIQSf/JvcDehV9Cra9gzqVSJDhSW94PqRTO3ESB/Wqk32nAzg2XNGnpGFIyVBucOjYCcV00bKVWqe4K2K/xCQkSUFBoc7uobgVOSSq8l3ybzrAeGo8pA/mpXHasDU8jaeGKfVNFBwTvSc6BqZElBITUzX9yTTxjp7L0hOkT01/Gq68Vv4qXxmgU7/nMPQxNZ7SG1e7u7s0Kgt21hyuLntg9gudyjEpv8xzeVpqsGnbTlmyYrWs3rBJo+/s9VZQUibNzS2a1oQzX3zxhwHZN1k1fhp24GcyTv/fxrmxG6H3j+1mfeIYoQDHhNkML8QETNonn9zV0cad25/Ijf7b+lAqK2sl9UyWrndDDcCRoyckPjZJQ/A4DTxYI4spPoTUBJJ8uhEFctAQPBM+ekJ49poRhU8MM7i8R0oCI1FZfl6NGOspsI7KqpXrZMniFTpSIwR+KiFJw44X6pp0xH6z/7bcuf2p3L37ud4nwsF9m1NnBhlsfAL5Aukf+8IH8QxXvseEHCVquN5VXD+SWzfuKC4YiXPn8uUodUqH2BjuuJyKS5SszBzNixumCB9Ygquv+MCbfLo5jH8dT1IjHdLRiREedGBQZGCKQOLM1FRf1LoblARr1BChWbB0hTo2hL+pU0LhkdLp6O6T6/035M5Hd9RgoODA1BkOJ5RgYXiCj+Fk2A2FJ+/ZuSbQfIfh6hzwz/W3wBankXw8jh6YkmrDIO+PjNKUCOmmtIxsgcNtLZ3KUxyaoXnqHHNSWqbAfFx5T3HUcHPAEe/qku4u8vE42s7Zhq88P0Z01DiQOsNB2L1zr6xdvVEWLl4my1at0dw6dWpnzrqCfv7m2tWbQgSFlCb3Bq6Dxtg5OoaL4Wk40vvYmszbe+Bq2PqYIgf8Bs/v008/l0/u/kGQfxwYZI1UBPVuTJdmSjj4MuihmJSaDF/24ag1nEQK6DECJveGK71h63on/y7lZLrB1ePBUxr44KSgc1htnFoxojLMJFu2ZJUsW7ZaMBoU3iamnpGSsip9BtwH6VIKkg1TuMM9mw5AZsGEZvgOhadhDaaGpZ1PD09p8JTvdpiiVz+V2x/e1UEh91BSWqkzNpkkwPUSaSZ1Tc0bsgiHwNWw9GUfvUokzZwYM7jgaPhyrDq1K4Cl1ow4fjqu9klnINLI9dRdbNRNRHESWLSRWU8Ll64QnBqKr0nZgGlBSbnUN7dIX99lndLMwAaugqfpVO7bZN8w9bHi2LhpGPt4+ufa3/N8jKcm9/wuC/9du3pDnzN8TE5Kk4OHjur1Iluk8eEv6R845OtTdABN8USfdjpcfa4apo6j4OvwNHtFyplnZRxVGxUYgLPuD79NaQUpZ9ZSW7JslWK6fss2vUYcXNLjpMpJ69368EP56KOPVO7NafRtlPETjHwuGp7m4OAPcGwRGfMPLALzXz5yYxdM7x9zU3az1hsQgANRTABNqSH0EBWyMKvmxo3bWsSEYiCcRyiNehpqFFh8jtwjBnDbtl06RZXcI8LJyAQjyUwBFCMPHiVHPQSjbDz9/uv9emyv6a9ccQV3jEIYYSBw5HhRZORVqVtBwVL3QPh+8aLlsmD+Elm4cJmsWL5Gtm/frfnP1NQMKSguk9pLDRphIoWGwcBRu3njjnz44cdKHl/JITSm3MDFNxqQyIjkH4MnrznXCMffmhAi6JATAYSsjDJu3bop/ddvqYJDWTEq1WK3gmKJS07V4tzdu/eps1X1K64AACAASURBVEYuG8eNXG5eXpFUVrraGAwmAoSCYh0NsNN21fXgy2ty0zRwxwFCONvaKAZsV0yptcnPK9Lvpx6HugScQ8V0wVJdfG/j5u0aYYhNOq0jTGoqmto6ddPVy9duqHNz88YNvTd4w71yz2Y4EErD1ZQUeBl2Q+HpY2oKMthQ8OzAFL6CK+u9XLvmIgnwDe4VFpUN7NK8c0+EbN26S/nKvTKdmkgfI37OxZhgOFFyKDtG0AO4BvAFV9rVq3CVzT3drCyMMfuVMSqDpzhXRDm0fmbDVlm6ZKXMn7dYG/iyqBnTkGMTTmttCkW5jU1tgefpfvvGjZvqsIEp98n9+sbDx9S4GoylYWxyb7gaX335943FnTsfqRGmBu/mjduKBVzDOBABIUJCPQxyyKACHQCmGMWc7IIBTBsbW6W1hXSRK0aGi8ZNw9LH2MeU0TgzIklRkxJHp6BbcKyoS1i6dKXMm7tIG3oAfbB370GJiUnQujRqVIiGtHV0q3PA87x+7abcvPmh6jd4Y7jCVzPKYGKcg69gZjgOdWxYGreDMfXln00QwbP/+oeqj0g91Te3atSWiDiLz+FUgCmNmg6cNxzjsrIquRDYIoaoCoZUC+ZVxgNyf83JvWFrss/EkJ4eBjTdWljPAAD97DDNUJ1J2n7ZslXK0blzF8qiRctl1ZoNGlGgvo/rKy6rVEypAySFjr7m+SF7DC7MyTH5R6ea3NIbRvSmAwxb46jhSQ+W8Ny+w/SpyT6ywe+if3i22Cl4yqwjJg9QkE1t0p6IA7ruDryhvouZXUTOqXNhaxhsjOlUorukXq+prPc/xFfjKrhS24NjiU5tbmnTQRWDGCJITMpgIMMzXLlyrbD324IFS7VnBXyKhI+diNHrK62o1ppKaoGILl/tvyX9N+ApA5yHZX9wgDPohAfLPLb+/2vnBo/LnBnfobH3gqM1RiAjjgkg5IMwptjMUNy8eUOuX++Xq1ddiBTCkJ/F2aAe4eKlRiUPMx8ST6dpFIcHtn7jVlm6fLXMW7hE5s9fIsuWrtJFx1B++/dF6voYTAFlxkNiArnnFElOSpGkpBRJiE+Wk6zWyw7FBw7raAwvF6dlzgcLZPLUmRI2aZpMmjJTZsyeJ3PnL5JlK9fIxi3bJWL/IR31pKRnSF5BieaH6yFsC9EKRo3MUGB7CRyrfg0PIxRmjBEWU24mkL6CAzeabxzs2ATWBJG/h4RgiqEfxPRmwABf05qFnu6rAyNR8tuX6pp0BdP8/BJJTc9U8u/Ze0A2bNomy1eulflgunCJLF2+ShilIjgUCuP8GKak5JKTUrX2hD4x/rRiHR19UiIjj+ieWVs2D2I6beosCQubLGETp8mU6bNk9tyFsmTZStm4eZsW1JLOS0pJ1+gXqcjaukZpaiYXz4gbXEmJXZZrAaNlAsk9+8bYhNIwNTxNyRm2hql9bpii3AxTMxam2FCszuFwYXq4iuOnjnFDq9ScZ2ZIuZw5c05OxSZIxIFDsmXbLlmxer0sWLxM5i9aKouXrdS6LJxjMCU6QeQqJiZeEhKStUYiOTlVaNRMxJwiTXNKDh8+KuHh+2TLlu2yauVadQqnTpkpYeMnS9iEKTJ52kyZPXeBRmlWrd0oO3dHCFtvJCSnybnsfCllp98L9br2CvVT5rD29bCi9TUNTZvhMEXH/cNVw9R3cgxPH0f/GFw5xwwG32G4msHAUSR9cqP/pnMW1TAyor2szh9O4IWLDUKhY0ZWrtZg7Y88Ilu379aagUVLV6j8MzpdvXaDbNsRLnsjDij/jkefVOzYv87hmaI1PWAaF5uoy0KAacTe/bJt6w5ZzUKWcxfKtKkzZeKEqdomT54hM2bNlXkLlqjxZWLCoSPHJC7htJzNzNE0anW125G+qalNWtuYOUTUiB3RL+tWLGAKV7lXM8jIK1j48h/MV+Op8dN6MOVc3wibIfZ1AL/LVjA4BUxdZmZYe3u3NDd3yKVLbBpbI1nZeRKfmCLsKL59116txVi0ZIXK/qKlKxXTLdt3q3wejIxSfQkf4+OTAjr1tGKalACmCaobolhWIhxMd8naNW5QOH36BzJh4lQJmzg1oFPn6nNjQVaeJXUgJ2NdGQIzShnUsvghmCpXOyglcCvb45QyO2woTMHBdCu8A6dgXI23xk87h/N9fWoc/T6yT41gZe1FKYan2Xk6xZ4lS6xekMjpvAWLZcGiZbpgKgMOBpPYHmT/1Kk4tUlwE/tE45janpMnYuUI0/MjDsrOHXtkw/rNOiicPWueTJk8Q3GdNMXxlO9fudphevDQMYmJS5KzOFYllVJbWzcg+9ThUGtFATqDJ8PTt1Mm+z5HjYPmHNLj4OAD4A/4jo75BxbJ+S8Zufk/cW4MBBNCBNkE0EjjFBtKDQNMlbmroUHp4tni4TLKra25JBUV56WwpELO5RdJWmb2QLU5UxQ3bt2hqxYzssKAjhs7UUKGhcrbb70vb7z+jrzy8hvy+5dek5defFVefOEV+d3zv5fnn6O9JC/87mV56YVX9RzO5+/Gjp0oE6fO0I0mFy1fqflfKtkJkzKqSEhJUwIzQ6u4oloFUUc5dRQlU2jM6NFNEUQQMYZmNFBujOCMOKbkUFRmOAw731BwbIbCjAWkA9O/dBZvKlnBlaiUm0LsDDDGgpHUhfN1OpoqK6uW/KJSORuYwcP0+YjIw7J5+y5ZuW6DzF+0TGbM+EA33Rs5Yoy89+4IeevN9+T1V9+Wl3//uuL64guvBjB9SZ579kXFFYzB/PXX3pH33h0uoSPHqrHAUMxfvFzTToTz9+yP1GmSzB5gtEY9QFFZpZRX1epMGJQwIyP4gGLu6uqWvr5ejRAhkAgjPPJHxcGYwkFTZD62Pr7G02DlZsaC3+EZmmOj0T6MRSAVNMDV83U6G0z3Fst108BJU5EKYIYJU9gXLlspM+bMk4kTpyou4AP3Xn/t7QGu/v7F1+SF3zmugumzv31BMYa/r736lrzz9jDheeDYTJ82W+bNXyxLV67RcD57XTFbkJ23mZmRlV+o660QQrcIJ9dLlJPr19A5C+gFcdWcceOqGWP4Zw08fRz9Y+Orj6lxlefF92OgeI6MTl1kqltrCtpaXNqSNU9wbli5uKi8Umfw6KyoeDcritQlU9ipJZg1d4FMmDJdxoyZIMNDRilGb7z+rrz2ylsDuCLvhic97XfPv6xcfvONd/XvxoyeoHuToU9IO1FTw/pUrP3EHm1sE4G8sMREUVmVVFXUahQNuWIbC2ZTkkIg1QBPuDczHubgDOWMowN8wxuMLa/hqcm/r1N5Rnwn+sX0Klxl1XIb8TPjk2deX9eiG/fW1FxQY8ysKGYexiQky+Hok7J73wFZv2W78umD+Ytk8vRZMjpsooQMHy3vvTNcwAkOOr36uupQw/K3v3lBucpr9AO6Ytj7I/WZTJo6Q58R9Uk8M54da74wu5UlKJjtimOD/JcxuKmtV10FV1lvhesnBUZUeCgHh/sHB+OrGWVwNR0AhmDMa2t8TgvWp8ZRk330Kb/L79uMJMWzvlmj9kREcW7gBal0nbmL7B+KUtmHR4uWr5JZc+bLZFbYDh0n7783YkD2wQv5psFTs1Fgabbq1VfelHfeDhmQ/Zkz5sj8hUtlOXV0W3foVHNmtfIsT5/JkKzcfB1sUVJBpAeOPiT7WmYAR53D6Nspi4pjY+Caj+P/ODcBYQQUwEGxQTwjDYrNjS4wwq4wmBA/o2CMsCq22notMsbzxPBBGnKaPDwMMUocB2fbjj0atVm5fI2OaFH4YeyCO3y0CthLL7wiT//i1/LYoz+Wf/yHf5VHH/mR/OLnv1Ii4QDh1OAUTZsyU+bOWSiLGbWs36T5dIQQghJyxGBAWpQB68Lg4BDqq6m5qMRhLRGm23Z0dKpSQbkhFD5puH9wAA+fOCgtU25+b8ffpdzMYAQrNg1nBlJuZoQJ9eMwYuQwdoSKbRpt/Ok0wRCzXxJTabfv2SukiVatWieLFy7TiBYjhdGjxqvDgqBhdJ/46c/ln//pEW0/+fET8ptnnpfXXnlT3n17mJ7Lyq+zZ86VRaTzVq2T9Zu3q7BTNIwg4jDi3GA0eL44sOSEK6prpZZIQ8AQt7URwXHKDUMIrkON3sDDhBFMTbH5OGKEabxH4xxTcL7RCHZu+E1LD7EOBbVDYIrSIORM6o1QMYWx6RnZqrSNqyyOxjoXTLtcu2GzLF++RsPyytXxkx1X33hXOfn0U8/IDx//twGuPvWLX6vCw1hguNnhGUee9NOKZatl3frNylWm6ftcRVZSM7J0lWKuizQW16mGuIE0TiCCQ6QhgKlx1Y/eGFfNYJhz42MKP/3GZ74h5juMq8iAGWEMvxkNamVIZWI0eO6k3piNhMHLDsg/05OpG8Aowh94xOCDhfKWrV6raePZM+fpisOjQsepkwNXn/vti/LEv/9c/uWfH5V/+scfiHGVz959J0S5yoarc2Yv0BQ0U7k3b94uO3ZHqDywVgnygZyQgkD+8wpLNXXGQmlcK0vZs5wFaS4MMY4FuAYPcMy58bkK/wxP+qGO4amPqQ1u0Cdw1aIMhqkObrpxGDt0qwi4Stqd6y1l7amCYnUqcBjRaxSZcp9waMeeCHWWKexfsHS5zPpgvkyeOG1A/nFwMLz/8bOn5F//5THl6o9++O/yq1/+Vh2bd98OUed9QtgUMSPMBAGeEzoVHWM6FecmPSvHYVpUKsVlVRpZZhFU7ADrZbHVBWkZMDVH3Jd/37kx+QdTmukAc24MX8MSXptzA5Z8l2+nfAe8u4f6TFffBkeRp4qqWl1/DUcRJw084Sh4Uodjss+gcc26zZqCnz93kQ5MGKAg0wxuGBT+/Mlfqn36h//1L2qv0AUMzN96413VEWHj3IDGZH/t+i06kQU54Nlho9ClZqPy8oqlpKhcdZPJPvYV3UVEnBQiC7z6dsof2PgcNRz/x7nxRhpGnGDSoEivXzeDQTrqYecGbxMjzHLcGQHSmHPz0Nore/ZpGHT9+s2yYsVaNaSE7SZNmi6jR42T994briONX//6OSXPM79+Tl5++Q19HwVIGHrWzLmyYMESJR7TDyEiAg5pMPj8HsRRg3E2S68nJ79IijDEFedVuaE8yFF/H+fGHBuwQcggjq/QfEE0o8HnJpBmhM1gDOXcoFiJ3DjnZtBgYOQoPMMIE143g0FoGIWD00iR9PZd4VqUhqIn7YdATZ8+W8aPH3QcEUgcxaee+rUqO5xFhJUI2NSps2TOnAUaRmWjwA2btsrWXeFq5CkUR/AxUjg3KLi0jCxd+I5oEk4jIf/BGhUKat1o2Ayxr9xQ7mBquKLUDFfD0nAcyrkxXHkeYAuuf9O5aXHODYaNehqKM6mtYZ2UtDPnBhxxn6tEVuAWNUcrlavL5YPZ82XypBkyenSYjuZeeeVNeeaZ5+TJJ3+pxoJR8rtEwELHasRn1sw56sTDddKGW7bsVIeRNXN4dmY04CqKNjMrVwrySvT6MGwYOBSzOTdOwTmH8f+WcwOfaeBq8m9c/S7nBsPV3tahDqM54aVlVTqIOJdXoNE9uIohxtEww8EAhzVCKJpcvWajcnUgkjtuko50iXYxKv7l078RnMVnn31RI7shIS5aO3XqTHXglyxZqdPkN27cJjt27PkLrrLU/um0s7qY3bmcAnVmzWlkawtzbojcMMr/a84NXDX5Bydf/oc6NjwNU9MBf825wcnC2aJOC0zVsSmplILCUsnOKxwwxmCKfrNBo8r/7r0aEWB1dVJ/8+YtlhnTP5CwsCmK6dtvv6+GF0wxygx2MNLDhhGtCdO0yQcBZ3Hl6vUasYH75oRjjJH/uKQUYZNPBlpEb0rLkf2LzmEMODfBkRscRl/+zbmBYz6mYAVuJvuGK68NT3SFcTTYubHIjQ0W1QFvpT7TOYpVVRe0bILCZ5xF0lLmLIKnL/vYE5YLWbfWDW6oN8Txw/6MGuUiOURwcBCf/I+nVQfgRGr0a7TDEztFXQ26Y/26LZr2Zi03ZN8ccH8Aju2kdg39NOjcuJW1v69zY3gadv9tnBt/HvpQNTfk2ci5WSMHZ+FpI48RZyiDYaF+8sLkVRllsCQ61fQIIg8GQ4zRyMrKkzNnsnSvHAwixOGBYijD9x3UBZA2bd2hlfdMz16yfJXmjz+Yu1BmzVkgM2bPlemz5mg/84P5wvukXqiDWL5qrY6o+XtSCLYqp0UX1LFJPaOjtsysPMnNLZSCghKdhQBxdOSmS4e36z34ozYTQpQ6BhMBCjbCEMcE0UhEb8eGJeeYMJoRDnYaGWngieuIuKdXna2W5lZdJ6X2/EUdwVPgBqbnzuXpyqZpaZmSlJTqFJy3aB8LzJE73rB5m6xet1FrjxYuWS5zFyzRGo+Zs+dpXQK4cjx7zkKZM3+RcM6ylWt1BhSrCbNKMyO2vZ4BZmRjjg1pqaxz+ZKfXyzFxeVSXlGjzx9DjNPISIO6AUYZKJpgIwwG8CsYV3AzPvp4mrL7W0puKKeRETEFkywRbxFGOKBcLSjVIl9qRFIzzqnTxj2ixOEqo2K4xQKILHe+buNWQfEvW7FG63KoRWKUDFdnfgC2c7T/YN5CrVOgzgRuM7tk09ad6oBSL8VUb98JR8GhZBlJZucWShFKrqRyQMlx3Tg3WizKjtJeWsrSJ8ZVw9WUHBykGTeHwhXcjbO+/PtcDTYcGOLWljZpqGtWB0wjjDjixeUqazlBzrhvjBmEYDS37gyXTVt2aE3O0hWrhRqSh7g6e67ylVo61QHzFsnCxcvVeKsBZvuJbbtk5559snd/pOoWnEW4ymqup1POyNmz5yQ7p0CvCd2Ec6Nh/7pGdW4swmBOuBlii4b5XDVMDS/rh8LW8AR7/s7k33duLCKG/ONcoU9JlTU0NCqmXKfq1bIqHTTm5BTo0hWpAafxVCAqDpfgKtFGImOkPdas36x60jAlxeJwnBfQrXNl9pwFMnf+Yk2XoFdXrtmgHLfBIk6TzoCNPqn62+SfOrXs7HwtzGemIfoUZwwn3KWlXaqPe/JTfWCKjILpUHrVeOrjasfGY8MT3QHXDU++l+9H1yAf6ny3d+g6ajg3XB9lE0y+IBJWWFiqUdIMVg4+m/XQ4MYi4lpwvGuvYGdYlJRNi9VOLVrq9CkyD0cDDV0AntTs4WAS/eY5sE+hLvi376CmTM1RJFLMoIbIDZGk4uKKgaiN4tnQpNO/2R6nK1DHZHhynyb7Q3HUOPnXnBursfn/oubm+zg3ODjm5ODccPNmNEwgMcgIoxEnOOxn5GElUObeo3wxbAgj4X7fyWFKM8aQUZxFcjAeOpKLilahVGVH5fruvTqq27Jjt46YB/qdezSKgDe9K+KARirwfgkh8j04TqrQKO5MO6tkxSuHMJCYUTrXxfVxnVzvYH2IC0tzT+bYBAsgysmiC0Ya30iYQQZHjvkMLK1HIM3JQSh9owFBISqkJYzKyI2NNZkRYikUFBxRMZwc1hMhipOZlaMjKKIoFlZlJKcO5BG3pxeGGSfFVtREaVE/Qw+2jKD5DFxRjGCKMsNJPHoyVjFlpMZvYHzVqckt0Fy1OjVl1ap8GWX4yg3nho0qUW4YCwwjmMIjX6kZroaV4UdvDTx9fHnfx5XvMEUHrr6SA1M1Gu2DqwAbVzHGVRUouipd2BGusAUD6TaLONhoDo4RZbHVdKl12BEeodiBozWwVVwDmLLuBwYCw8Pf82x4RjHxyRrRsJC0cZXUKVOU4WpNIH0CBwhN49zo7MJewtJXH+Iqjg2KHpmlBeMKXsHYGq4+tib//L0ZYzC1qBjyMSj7LETGAoRuqwg1HufrlA84EBoZKyzR9AVOGwaE+4VPyCo4YETgG7zbve+gOjzwkXQgHDWear9zt+INn8EfnYGTaNEvokMYX42Anc2Ss1k5GpVjUIDcID82IlYdUN+kcoZzA0dwMLg/4yr3bEbjuzAF1+/C1njK5yb/fA9cRQZMp/rGmGsh6tHSMrirNtcKV+EEmGoUN7dIow445GDqR3LA1Pacgnu2SjmyDjc37xjUAVt3BeQ/fJ+eF35gkKtwHj2NAeb7kQlkQ1N8ecVSXFiumKKbePYDdWFslxGIgpkhRscN5SyCB3rR5N+w9HG1Y7/nfF+fmp3id9A3luLr7ICjTvaDyyfgaElJhc6eJYqD7ONkgKfpU+yKyX4EEy/2R6qepK6LqLYv98bVbawIHR4xyFH2UoyKHrBTzIS0KC361Jd9Ip88a2QePOHCoPPt5N6cGu4VDvkcDbZRcPB/nJuAMYFAECeYPL6CA1xGOXjGLozqVq/kYTBq/wslV1qpoWqKt1jSmodJzhZll5R2Vh80Cg8hQukdj0lQZyWamScx8YHjOD3mc87j/ITT6UpEjC5rlZw5l6uCx+9YAXFZ5XlNl5jxVacmYCgohmZaOfeBMKC0iaIghNwvSoiGokc5mQBCGDMUGAbIYxEwXtuxnUfP35qCM2PMd/M7/J7liVGyhMg7OinKdausIpSQ/UKtcx5R0OrolFRogTFGOSvXhawRTvBAeBBQlD0GGsUPlg/jmaB4n4hN1HM4l7/hb1FkPB+UGUKPQsstLNX6mpLKamGJ+uoaQtENAzUhPH9ngInqsb1Bn1y+clmdNoyGGWDDdChB9A0uuBq+5oDb52Bqyg5cwdRw9THlmTqusoSAm9XDyNIUneNqvVRWX5CyqvNaZJhfUq7OG7hmBJwdM8woeZ+r4BqMLRjz3kn25UpIlthEuJqmXAdXnhHG3mFaomuDUNzI71PoyOqkbEj6l1ztk54uNwuN+0IOzVlEufsGeCi+DsVTw9j4bLj68s/3+phisMCUYnHWU8HhIpVq8m/Oow50qmqltKJGCssqVCbViOQW6P2bIVGunk5TroIX2EUHyT1GhsZnp+KTJTYpRbmK0w2m6ngHuMpz02LXkgopL3UOTU31JY0uIEdEF5SrrW59JysmNufGNxhwdSgDDPcMM5+jxk/rOee7MEUecKRM9nmmA0a50y2chzxxrQ0UFhN5OO/qGomUUuuWV1Sm6RW4hF5FD4IHuMA5ZNowdTw13QqeTh/A15PxSXquyT8GPiUg/3wvejunoESfI8+T2irDlOsiMmLOd1/fw7N6MMLcKxylmfybPoRrhpP1Pn7+sX1ObzoVued70aPoGcsuqOyzgCHrUgXWQQqWfThKvSALpRaVk1J16SruFxlNz8xRbhmevuybrTKdSj8o+y7K7exU2oCdcs5MvpzLcxzlGQ7I/vmLUhMYJGJHkameLmeb4CY8MccGjhqmPkfBFG6CmWGFjFsjY2OzpOj/20RubCaVRW4IRXGzGGNrgAAogGOODoABIARiVOwTyCm5y9LHglxsFsi08FYEkm3aW1VBs1w9e+BU117SlS3Lq85rjQZrIxSWlKvnTN0GLa+wRHILiiWnoEhbbmGx97pY8opwXEp1tcbC0nKtoeF7SiqqpKyyRonK7/B7F+oa5VJDs7Cmhlbw65RaN+NE9xbSzRMH13+AONybCaOv1AwTMwbgw7HhZmk+683BMVIZnoYphp3vh6D8Hr/L70NijAdKDqdrUDAZfWCU2XW3ObAFQL3UXLgkVaSuqmv1/sHBcMXBAyswpYGpYUsPtvYZ2BeWlImPKUJHLQ3PixVJWXOH9YEu1jfJpcZmXX+Fa2JkxHIAumggG332sh5Lv1y/5maecV82GoZDKCMTQnD1MbJjw9aEkd4wt3PsNd9hxhieIvim6PhtZzyu6zR7Zvnp1gC6ASurBHdKc3O7TruEK3Dm/CXHVRwNNhyFV0xvpl4LZcQ6SYprUYliqByFp4Xw1nGXY+O08rV4EFu+C2XKM2NtIOPqxYZmqWtqkaYWV+jOjDPFNTANlK0NWIKBJQu4JzhjEUa4ZJj6hheswIkGJ42ffm/nGOb2mu+Bp0SE4CmYGlf5fYzIlSvX5bKu7uxWyXaOjttrSJ1yMK1vUt7UXKxXrlaydH31eSmtrNZiVDB1esDpgAE8PSxNH9CrDkBfgGlJuXIWzsPViurzUnn+gi4kWXsRxxvD26xygw54mKvsNeRm85jxAFPuE56a8w23aD7fjLeGK9gGR8MNR/s7eh9TeAqeyAY8pTlMcchxdFgdF8NMuspxlXtQxzww66fmYp3OAK0A06rzqgdV/uGp6daADhjA1efpgK4N6NaiUuU3uML3Ab1aA1cvqmxcrGuS+oaWAKaD8q81Id1ufa3+/huKozmK5tAYpsZR68EqGC97/V2f8QzMNuF8m9yDp+nT/n5kxm0LorLf7WpFcRyc49gmdY0tqtNYzgLZRyYNTzhVXF6pe6IVlRlPy5SDaqsG5H5Qt+Jcq65F7wbwZHVh8OTZqJ2qqZXqC4Oyj+6pb2pVXcRiojrwHpgd5aK08NLwDE49w0+wpBkn6e0YfhpH/XIV37nh2P75x342KPjYzv++/d9l+wW7KZQcN23KjmMjFcCY4UB5+gQyJWfGA0PGGg3MpKIeh7AkBaUU65JHZqn01jbWQWiVZk254HQ0SWNTk+aX6+sbdH+juvp6oV2qq9Omr+vca47rGxoGGnlp3bunpVXDuHw3jUp9wnmsuMuMHUZm1Af1Uml+5YquFcCaErQb/YMOjaVNzGAgkAgjhDFygI1hZdgZaUy52ef+3/i4QkQbbWA0+D2aKToEE+PhHJ3AAoYBXA1TZqlwjxrCbm1TTMGVFCGYsF8P+NDAzHA1bOvqDGfXs7dXQ6M7n2fC9yieAWwV03b3HHXZ+85OxZTiVp45z541GFjgCsXmFppza4XY/fkjDXA1A2E40Qdjx2uEEWyDP+dZGK48IzhqOXi4ar/ruMoIGUfHOQdcqzMgRCAdV+EKfHVcbVe+ct+kCAawbXa8BatgXB22hufDPIXrPBdtzS3SDK7KV9ZbadffJK/OVg3dAUzBlWuEB+rQ4HwHptNzT9wfsDGbPQAABcBJREFUmHKvcBVFb8rMDIKPreFngxvDmt4+s2O+xwwHhp7f4LdQroNGBIfcNXC1dVp0NmUPUR0WMnOYKq4dpFycbLaReoW3zS1OBwTwNPlWvnpy7+sDzjFuw1VrYGuYtgR+h5A+DblRrjKN/rLTAWCK/kLeMIiGqRkQ+GTGAjyCMTX8DOPvwtU+N0yDeQquGC7TAU6nOmfHx1TrHDVazgruFB53CDjSVLcGZPUhHYBMD8FV9pMCU9MLpn+1H9CxjQ5buNvssEXf8LtOr7INgZN/eIoO4HrhgjmJ8Ib7Rd6DDfBQmBpWPrb+sfGUZ8H38d1wnwZPaT6etwNrM/XrIMdxVCOPAX0KR8k+cD/aWGW8s8th2kp60OlWJ7fN0tCIY+dk35d/H0vVrXXMxnM6AIwHed2gz0N1bEvLgOwjH8ZRAgaDeLqIDfzkviz1bANEMECP0gxPw9B64yW9OTbYf47tn/kD/ms7pvc/94/9c77P8d/VubEb50ZpptwABgIBGsQ0Epmig7Sm6EwoWWHXnB0b2VEbwGjEXnOMsqYRNrwaCMWSjqERrbA++Nhe27m6hkpgZWNnANwqsXjrN264ka3z4Pul/8agInOCF1iN9KPB1Ui5JzOOCAsEMhJBHBMyw4re8PN7+5z3DE/rfQVnQslvGp4QmGYG5MMPb8mNm05ZGLZgaM3eU0y9VYctJHu5j9VKHa6GH71/PIin264B4eK52HPit/gda4Yp7/Ncec11DhoIN8LgPrgvmikeXzgRTMPV8POxG+o9/3MTXjjKc4Kj1sDWfpfeYYoTeVsNCddK4558LN292b0OrkKKQqQZrmAazNOhXvMeUTjDVDkfWNgQ7PymeAawtutApszwmTNjuIKlccj46jvi4APvDMfg3rCk5zPreSZ8jy/3fL/JhhkQruPjj91K0FwjHLh5y62gCq7cg+HMMc3ul3sdwFNTXI57xsVgLI2zxlswpcFTbYHnY8/S564d89voBTDlWm0kjKwZpsZTeu7Zd8JNhg1Hw89/7R8bnrwHpvCd7/O5arianDie+ph+qNc6FJ4mj9wX9233aXr1CrgG+Gd4Gr6GZ/D78JS/4zscV68EXnvvBXQDelY56+kA9jyDpz6myCT3bY4i8mqyaz3Y+lz1sbVjw9McG5xvw9Mw9fHkGZrsc02Oo+DpomWmr+iNn3YMpuDpyz14wDnD0MfOeOm/55wUHJVB7PSZBL7D9ALfa4ud8rsslGsc5VpN/uEGMmhYgiMNboFJMJaGp4+fOSb0vG//7H3/tR3T+5/7x/453+f47+LccGN2g3Zsr02ITcEBpjVzcsyI+ArPiOQTm/dMYfw1AfaVoBHMlKMRz17buf6DN8Vvv2HKCbLb71tv18S107gXEw56mt0vPUJkRsPHyvDiPWv24O0zU3YQzxScr+TsdwxXrscENPh67brtfet53xka5xSBhWFjAm0YDoWtjyfHJkw8Rx9X+z2uLxhXrtu/PrsP44n1YMv9g6nhimCCk4+tfwyW/PPf4xhMEW7/+3yFZ8/VrpdronEfXKu9tvd83A1TwwAcOAZXa8FYDvWa9/xnYd9j389z43rsGvxjzvGvk8/sXuzejJ/GWR9T5BicvqsFc5XzfMNhuNp381sc89tcB8f0XJd/3dyLPW8fU86x+zZcjZ9gBFZ+G4qzpgPsGfD3xlewNczAlWO7NpMP+9w+Mw5wnXbN1ptsggM8CzYWhp/hOxRH+RswRX8Yntb7eNpvGl7GB3reC272OffHvRme1vu4GraGXTBP/fd9LE32+U5rvGfN3qM3PK33r5t7417B0Iww8m52hh4sTQeAp4+tHfM5f8/3mP6wHkwNT+OoYUrP9dg18bmdYxz+LjztXn08gzlqeNr7hid/Y43v8fGyY/teO8/e93E02fKvn/s1LK0HRxo4+XhybBw1LO09c0jsff+1HdP7n/vH/jnf5/h/A/hGLctWZu7HAAAAAElFTkSuQmCC)
AHA, 2020.
A figura do quarto elo representa oferecer um transporte rápido, de ambulância, até o hospital mais próximo.
A figura do primeiro elo significa que a criança deve ser transportada na cadeirinha ou no bebê conforto do automóvel de acordo com a faixa etária de cada criança.
A figura do terceiro elo corresponde as manobras de ressuscitação cardiopulmonar realizadas pelo socorrista o mais breve possível.
A figura do segundo elo corresponde as compressões cardíacas que deverão ser realizadas na metade superior do externo no caso de bebês e na metade inferior do esterno no caso de crianças.
A figura do quinto elo significa desfibrilação precoce na criança para restabelecer os batimentos cardíacos sincronizados.
As urgências e emergências são classificação em quatro níveis, para tanto, o socorrista deverá reconhecer a gravidade dos casos para promover ações de primeiros socorros para a vítima que irá ter a prioridade. Leia as assertivas a seguir e identifique as verdadeiras.
I. Ao identificar a vítima em risco de vida ou com perda funcional grave, temos a emergência de nível 1.
II. A urgência classificada em nível 2, a prioridade é moderada e o atendimento da vítima deve ser iniciado até 4 horas após sofrer o agravo.
III. Na urgência de nível 3, a prioridade é moderada pois ainda há risco de vida ou de perda de funcional grave.
IV. No nível 4, a prioridade é mínima e a vítima pode ser atendida em uma unidade de saúde.
Análise as alternativas a seguir e assinale a correta.
Apenas as assertivas I e II estão corretas.
Apenas as assertivas I e IV estão corretas.
Apenas as assertivas II e IV estão corretas.
Apenas as assertivas II, III e IV estão corretas.
Apenas as assertivas I, II e III estão corretas.
De acordo com Potter, a pressão arterial (PA) pode ser classificada em estágios. Assinale abaixo a alternativa que contém os valores relativos à pressão arterial sistólica (PAS) e a pressão arterial diastólica (PAD) para um adulto em crise hipertensiva, considerado uma situação de urgência que necessita de cuidados.
A PAS acima de 180 e a PAD abaixo de 100 mmHg.
A PAS acima de 140 e a PAD abaixo de 100 mmHg.
A PAS está entre 140 a 159 e PAD entre 90 a 99 mmHg.
A PAS acima de 180 e a PAD acima de 120 mmHg.
A PAS entre 70 a 120 e PAD 50 a 80 mmHg.
Na avaliação da cinemática do trauma, o socorrista deverá estabelecer a dinâmica dos acontecimentos e o mecanismo da lesão para que possa analisar a situação e prestar os primeiros socorros às vítimas com maior eficácia. Vamos imaginar uma colisão frontal de um automóvel contra um muro à 50 km/h (barreira estática). O veículo ficou com a frente muito amassada e o ocupante com ferimentos. Diante dessa situação, você como socorrista chegou até a cena do acidente e se perguntou “o que aconteceu”? Ao pensar na cinemática do trauma e nas condições do motorista analise as assertivas abaixo e assinale a alternativa que contém a resposta correta.
- Ao colidir com uma barreira física estática, a energia cinética permanece inalterada e as vítimas ocupantes do veículo tendem a sofrer apenas ferimentos leves.
- O socorrista analisa as circunstâncias presentes na cena com a finalidade de estabelecer correlação entre o acidente e os traumas sofridos pelo motorista.
- Os ferimentos encontrados no motorista do veículo não são resultados da influência da energia cinética ocorrido durante a colisão.
- O motorista pode apresentar ferimentos traumáticos localizados no tórax, abdome e coluna.
Apenas as assertivas 1 e 4 são verdadeiras.
Apenas as assertivas 2 e 3 são verdadeiras.
Apenas as assertivas 1, 2 e 3 são verdadeiras.
Apenas as assertivas 2 e 4 são verdadeiras.
Apenas as assertivas 1, 3 e 4 são verdadeiras.
O socorrista, na cena do acidente, deve se questionar se o local oferece segurança para si próprio, para a vítima e para terceiros. Desta forma, a segurança na cena do acidente deve ser prioridade, para que, se possa evitar novos acidentes e consequentemente mais vítimas a serem socorridas. Para tanto, a regra dos três Ss o ajudará a avaliar se o local é seguro. Leia as alternativas a seguir e assinale aquela que o socorrista deverá adotar na cena do acidente para manter a segurança do local.
O socorrista irá utilizar da “regra de situação” ao improvisar na cena do acidente os equipamentos de proteção individual para entrar em contato com os fluídos corporais da vítima.
O socorrista irá utilizar da “regra de situação” ao realizar o levantamento dos possíveis riscos à integridade física dos presentes na cena.
O socorrista irá utilizar da “regra de cena” ao levantar as possíveis causas que culminaram no acidente.
O socorrista irá utilizar da “regra de segurança” ao tomar o relato da vítima e das testemunhas sobre a análise da segurança local que antecedeu o acidente.
O socorrista irá utilizar da “regra de segurança” ao sinalizar corretamente a via onde ocorreu o acidente com cones e triângulo em uma distância segura da vítima.
Apenas as assertivas II e IV são verdadeiras.
As assertivas I e III são verdadeiras.
As assertivas I e II são verdadeiras.
As assertivas I e IV são verdadeiras.
Apenas as assertivas III e IV são verdadeiras.
As causas para a ocorrência de PCR em bebês e crianças são diferentes das causas encontradas em adultos, portanto, a corrente de sobrevivência infantil possui elos diferentes em relação à corrente aplicada em adultos. Cada um dos elos da corrente corresponde as ações que deverão ser realizadas pelo socorrista para que a criança ou o bebê tenha maiores chances de sobrevivência após sofrer uma PCR. Assinale a alternativa que contém a resposta certa de acordo com o significado de cada elo da corrente representada pela figura abaixo:
![](data:image/png;base64,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)
AHA, 2020.
A figura do quarto elo representa oferecer um transporte rápido, de ambulância, até o hospital mais próximo.
A figura do primeiro elo significa que a criança deve ser transportada na cadeirinha ou no bebê conforto do automóvel de acordo com a faixa etária de cada criança.
A figura do terceiro elo corresponde as manobras de ressuscitação cardiopulmonar realizadas pelo socorrista o mais breve possível.
A figura do segundo elo corresponde as compressões cardíacas que deverão ser realizadas na metade superior do externo no caso de bebês e na metade inferior do esterno no caso de crianças.
A figura do quinto elo significa desfibrilação precoce na criança para restabelecer os batimentos cardíacos sincronizados.
As urgências e emergências são classificação em quatro níveis, para tanto, o socorrista deverá reconhecer a gravidade dos casos para promover ações de primeiros socorros para a vítima que irá ter a prioridade. Leia as assertivas a seguir e identifique as verdadeiras.
I. Ao identificar a vítima em risco de vida ou com perda funcional grave, temos a emergência de nível 1.
II. A urgência classificada em nível 2, a prioridade é moderada e o atendimento da vítima deve ser iniciado até 4 horas após sofrer o agravo.
III. Na urgência de nível 3, a prioridade é moderada pois ainda há risco de vida ou de perda de funcional grave.
IV. No nível 4, a prioridade é mínima e a vítima pode ser atendida em uma unidade de saúde.
Análise as alternativas a seguir e assinale a correta.
Apenas as assertivas I e II estão corretas.
Apenas as assertivas I e IV estão corretas.
Apenas as assertivas II e IV estão corretas.
Apenas as assertivas II, III e IV estão corretas.
Apenas as assertivas I, II e III estão corretas.
De acordo com Potter, a pressão arterial (PA) pode ser classificada em estágios. Assinale abaixo a alternativa que contém os valores relativos à pressão arterial sistólica (PAS) e a pressão arterial diastólica (PAD) para um adulto em crise hipertensiva, considerado uma situação de urgência que necessita de cuidados.
A PAS acima de 180 e a PAD abaixo de 100 mmHg.
A PAS acima de 140 e a PAD abaixo de 100 mmHg.
A PAS está entre 140 a 159 e PAD entre 90 a 99 mmHg.
A PAS acima de 180 e a PAD acima de 120 mmHg.
A PAS entre 70 a 120 e PAD 50 a 80 mmHg.
Na avaliação da cinemática do trauma, o socorrista deverá estabelecer a dinâmica dos acontecimentos e o mecanismo da lesão para que possa analisar a situação e prestar os primeiros socorros às vítimas com maior eficácia. Vamos imaginar uma colisão frontal de um automóvel contra um muro à 50 km/h (barreira estática). O veículo ficou com a frente muito amassada e o ocupante com ferimentos. Diante dessa situação, você como socorrista chegou até a cena do acidente e se perguntou “o que aconteceu”? Ao pensar na cinemática do trauma e nas condições do motorista analise as assertivas abaixo e assinale a alternativa que contém a resposta correta.
- Ao colidir com uma barreira física estática, a energia cinética permanece inalterada e as vítimas ocupantes do veículo tendem a sofrer apenas ferimentos leves.
- O socorrista analisa as circunstâncias presentes na cena com a finalidade de estabelecer correlação entre o acidente e os traumas sofridos pelo motorista.
- Os ferimentos encontrados no motorista do veículo não são resultados da influência da energia cinética ocorrido durante a colisão.
- O motorista pode apresentar ferimentos traumáticos localizados no tórax, abdome e coluna.
Apenas as assertivas 1 e 4 são verdadeiras.
Apenas as assertivas 2 e 3 são verdadeiras.
Apenas as assertivas 1, 2 e 3 são verdadeiras.
Apenas as assertivas 2 e 4 são verdadeiras.
Apenas as assertivas 1, 3 e 4 são verdadeiras.
O socorrista, na cena do acidente, deve se questionar se o local oferece segurança para si próprio, para a vítima e para terceiros. Desta forma, a segurança na cena do acidente deve ser prioridade, para que, se possa evitar novos acidentes e consequentemente mais vítimas a serem socorridas. Para tanto, a regra dos três Ss o ajudará a avaliar se o local é seguro. Leia as alternativas a seguir e assinale aquela que o socorrista deverá adotar na cena do acidente para manter a segurança do local.
O socorrista irá utilizar da “regra de situação” ao improvisar na cena do acidente os equipamentos de proteção individual para entrar em contato com os fluídos corporais da vítima.
O socorrista irá utilizar da “regra de situação” ao realizar o levantamento dos possíveis riscos à integridade física dos presentes na cena.
O socorrista irá utilizar da “regra de cena” ao levantar as possíveis causas que culminaram no acidente.
O socorrista irá utilizar da “regra de segurança” ao tomar o relato da vítima e das testemunhas sobre a análise da segurança local que antecedeu o acidente.
O socorrista irá utilizar da “regra de segurança” ao sinalizar corretamente a via onde ocorreu o acidente com cones e triângulo em uma distância segura da vítima.
A figura do quarto elo representa oferecer um transporte rápido, de ambulância, até o hospital mais próximo.
A figura do primeiro elo significa que a criança deve ser transportada na cadeirinha ou no bebê conforto do automóvel de acordo com a faixa etária de cada criança.
A figura do terceiro elo corresponde as manobras de ressuscitação cardiopulmonar realizadas pelo socorrista o mais breve possível.
A figura do segundo elo corresponde as compressões cardíacas que deverão ser realizadas na metade superior do externo no caso de bebês e na metade inferior do esterno no caso de crianças.
A figura do quinto elo significa desfibrilação precoce na criança para restabelecer os batimentos cardíacos sincronizados.
As urgências e emergências são classificação em quatro níveis, para tanto, o socorrista deverá reconhecer a gravidade dos casos para promover ações de primeiros socorros para a vítima que irá ter a prioridade. Leia as assertivas a seguir e identifique as verdadeiras.
I. Ao identificar a vítima em risco de vida ou com perda funcional grave, temos a emergência de nível 1.
II. A urgência classificada em nível 2, a prioridade é moderada e o atendimento da vítima deve ser iniciado até 4 horas após sofrer o agravo.
III. Na urgência de nível 3, a prioridade é moderada pois ainda há risco de vida ou de perda de funcional grave.
IV. No nível 4, a prioridade é mínima e a vítima pode ser atendida em uma unidade de saúde.
Análise as alternativas a seguir e assinale a correta.
Apenas as assertivas I e II estão corretas.
Apenas as assertivas I e IV estão corretas.
Apenas as assertivas II e IV estão corretas.
Apenas as assertivas II, III e IV estão corretas.
Apenas as assertivas I, II e III estão corretas.
De acordo com Potter, a pressão arterial (PA) pode ser classificada em estágios. Assinale abaixo a alternativa que contém os valores relativos à pressão arterial sistólica (PAS) e a pressão arterial diastólica (PAD) para um adulto em crise hipertensiva, considerado uma situação de urgência que necessita de cuidados.
A PAS acima de 180 e a PAD abaixo de 100 mmHg.
A PAS acima de 140 e a PAD abaixo de 100 mmHg.
A PAS está entre 140 a 159 e PAD entre 90 a 99 mmHg.
A PAS acima de 180 e a PAD acima de 120 mmHg.
A PAS entre 70 a 120 e PAD 50 a 80 mmHg.
Na avaliação da cinemática do trauma, o socorrista deverá estabelecer a dinâmica dos acontecimentos e o mecanismo da lesão para que possa analisar a situação e prestar os primeiros socorros às vítimas com maior eficácia. Vamos imaginar uma colisão frontal de um automóvel contra um muro à 50 km/h (barreira estática). O veículo ficou com a frente muito amassada e o ocupante com ferimentos. Diante dessa situação, você como socorrista chegou até a cena do acidente e se perguntou “o que aconteceu”? Ao pensar na cinemática do trauma e nas condições do motorista analise as assertivas abaixo e assinale a alternativa que contém a resposta correta.
- Ao colidir com uma barreira física estática, a energia cinética permanece inalterada e as vítimas ocupantes do veículo tendem a sofrer apenas ferimentos leves.
- O socorrista analisa as circunstâncias presentes na cena com a finalidade de estabelecer correlação entre o acidente e os traumas sofridos pelo motorista.
- Os ferimentos encontrados no motorista do veículo não são resultados da influência da energia cinética ocorrido durante a colisão.
- O motorista pode apresentar ferimentos traumáticos localizados no tórax, abdome e coluna.
Apenas as assertivas 1 e 4 são verdadeiras.
Apenas as assertivas 2 e 3 são verdadeiras.
Apenas as assertivas 1, 2 e 3 são verdadeiras.
Apenas as assertivas 2 e 4 são verdadeiras.
Apenas as assertivas 1, 3 e 4 são verdadeiras.
O socorrista, na cena do acidente, deve se questionar se o local oferece segurança para si próprio, para a vítima e para terceiros. Desta forma, a segurança na cena do acidente deve ser prioridade, para que, se possa evitar novos acidentes e consequentemente mais vítimas a serem socorridas. Para tanto, a regra dos três Ss o ajudará a avaliar se o local é seguro. Leia as alternativas a seguir e assinale aquela que o socorrista deverá adotar na cena do acidente para manter a segurança do local.
O socorrista irá utilizar da “regra de situação” ao improvisar na cena do acidente os equipamentos de proteção individual para entrar em contato com os fluídos corporais da vítima.
O socorrista irá utilizar da “regra de situação” ao realizar o levantamento dos possíveis riscos à integridade física dos presentes na cena.
O socorrista irá utilizar da “regra de cena” ao levantar as possíveis causas que culminaram no acidente.
O socorrista irá utilizar da “regra de segurança” ao tomar o relato da vítima e das testemunhas sobre a análise da segurança local que antecedeu o acidente.
O socorrista irá utilizar da “regra de segurança” ao sinalizar corretamente a via onde ocorreu o acidente com cones e triângulo em uma distância segura da vítima.
Apenas as assertivas I e II estão corretas.
Apenas as assertivas I e IV estão corretas.
Apenas as assertivas II e IV estão corretas.
Apenas as assertivas II, III e IV estão corretas.
Apenas as assertivas I, II e III estão corretas.
De acordo com Potter, a pressão arterial (PA) pode ser classificada em estágios. Assinale abaixo a alternativa que contém os valores relativos à pressão arterial sistólica (PAS) e a pressão arterial diastólica (PAD) para um adulto em crise hipertensiva, considerado uma situação de urgência que necessita de cuidados.
A PAS acima de 180 e a PAD abaixo de 100 mmHg.
A PAS acima de 140 e a PAD abaixo de 100 mmHg.
A PAS está entre 140 a 159 e PAD entre 90 a 99 mmHg.
A PAS acima de 180 e a PAD acima de 120 mmHg.
A PAS entre 70 a 120 e PAD 50 a 80 mmHg.
Na avaliação da cinemática do trauma, o socorrista deverá estabelecer a dinâmica dos acontecimentos e o mecanismo da lesão para que possa analisar a situação e prestar os primeiros socorros às vítimas com maior eficácia. Vamos imaginar uma colisão frontal de um automóvel contra um muro à 50 km/h (barreira estática). O veículo ficou com a frente muito amassada e o ocupante com ferimentos. Diante dessa situação, você como socorrista chegou até a cena do acidente e se perguntou “o que aconteceu”? Ao pensar na cinemática do trauma e nas condições do motorista analise as assertivas abaixo e assinale a alternativa que contém a resposta correta.
- Ao colidir com uma barreira física estática, a energia cinética permanece inalterada e as vítimas ocupantes do veículo tendem a sofrer apenas ferimentos leves.
- O socorrista analisa as circunstâncias presentes na cena com a finalidade de estabelecer correlação entre o acidente e os traumas sofridos pelo motorista.
- Os ferimentos encontrados no motorista do veículo não são resultados da influência da energia cinética ocorrido durante a colisão.
- O motorista pode apresentar ferimentos traumáticos localizados no tórax, abdome e coluna.
Apenas as assertivas 1 e 4 são verdadeiras.
Apenas as assertivas 2 e 3 são verdadeiras.
Apenas as assertivas 1, 2 e 3 são verdadeiras.
Apenas as assertivas 2 e 4 são verdadeiras.
Apenas as assertivas 1, 3 e 4 são verdadeiras.
O socorrista, na cena do acidente, deve se questionar se o local oferece segurança para si próprio, para a vítima e para terceiros. Desta forma, a segurança na cena do acidente deve ser prioridade, para que, se possa evitar novos acidentes e consequentemente mais vítimas a serem socorridas. Para tanto, a regra dos três Ss o ajudará a avaliar se o local é seguro. Leia as alternativas a seguir e assinale aquela que o socorrista deverá adotar na cena do acidente para manter a segurança do local.
O socorrista irá utilizar da “regra de situação” ao improvisar na cena do acidente os equipamentos de proteção individual para entrar em contato com os fluídos corporais da vítima.
O socorrista irá utilizar da “regra de situação” ao realizar o levantamento dos possíveis riscos à integridade física dos presentes na cena.
O socorrista irá utilizar da “regra de cena” ao levantar as possíveis causas que culminaram no acidente.
O socorrista irá utilizar da “regra de segurança” ao tomar o relato da vítima e das testemunhas sobre a análise da segurança local que antecedeu o acidente.
O socorrista irá utilizar da “regra de segurança” ao sinalizar corretamente a via onde ocorreu o acidente com cones e triângulo em uma distância segura da vítima.
A PAS acima de 180 e a PAD abaixo de 100 mmHg.
A PAS acima de 140 e a PAD abaixo de 100 mmHg.
A PAS está entre 140 a 159 e PAD entre 90 a 99 mmHg.
A PAS acima de 180 e a PAD acima de 120 mmHg.
A PAS entre 70 a 120 e PAD 50 a 80 mmHg.
Na avaliação da cinemática do trauma, o socorrista deverá estabelecer a dinâmica dos acontecimentos e o mecanismo da lesão para que possa analisar a situação e prestar os primeiros socorros às vítimas com maior eficácia. Vamos imaginar uma colisão frontal de um automóvel contra um muro à 50 km/h (barreira estática). O veículo ficou com a frente muito amassada e o ocupante com ferimentos. Diante dessa situação, você como socorrista chegou até a cena do acidente e se perguntou “o que aconteceu”? Ao pensar na cinemática do trauma e nas condições do motorista analise as assertivas abaixo e assinale a alternativa que contém a resposta correta.
- Ao colidir com uma barreira física estática, a energia cinética permanece inalterada e as vítimas ocupantes do veículo tendem a sofrer apenas ferimentos leves.
- O socorrista analisa as circunstâncias presentes na cena com a finalidade de estabelecer correlação entre o acidente e os traumas sofridos pelo motorista.
- Os ferimentos encontrados no motorista do veículo não são resultados da influência da energia cinética ocorrido durante a colisão.
- O motorista pode apresentar ferimentos traumáticos localizados no tórax, abdome e coluna.
Apenas as assertivas 1 e 4 são verdadeiras.
Apenas as assertivas 2 e 3 são verdadeiras.
Apenas as assertivas 1, 2 e 3 são verdadeiras.
Apenas as assertivas 2 e 4 são verdadeiras.
Apenas as assertivas 1, 3 e 4 são verdadeiras.
O socorrista, na cena do acidente, deve se questionar se o local oferece segurança para si próprio, para a vítima e para terceiros. Desta forma, a segurança na cena do acidente deve ser prioridade, para que, se possa evitar novos acidentes e consequentemente mais vítimas a serem socorridas. Para tanto, a regra dos três Ss o ajudará a avaliar se o local é seguro. Leia as alternativas a seguir e assinale aquela que o socorrista deverá adotar na cena do acidente para manter a segurança do local.
O socorrista irá utilizar da “regra de situação” ao improvisar na cena do acidente os equipamentos de proteção individual para entrar em contato com os fluídos corporais da vítima.
O socorrista irá utilizar da “regra de situação” ao realizar o levantamento dos possíveis riscos à integridade física dos presentes na cena.
O socorrista irá utilizar da “regra de cena” ao levantar as possíveis causas que culminaram no acidente.
O socorrista irá utilizar da “regra de segurança” ao tomar o relato da vítima e das testemunhas sobre a análise da segurança local que antecedeu o acidente.
O socorrista irá utilizar da “regra de segurança” ao sinalizar corretamente a via onde ocorreu o acidente com cones e triângulo em uma distância segura da vítima.
Apenas as assertivas 1 e 4 são verdadeiras.
Apenas as assertivas 2 e 3 são verdadeiras.
Apenas as assertivas 1, 2 e 3 são verdadeiras.
Apenas as assertivas 2 e 4 são verdadeiras.
Apenas as assertivas 1, 3 e 4 são verdadeiras.
O socorrista, na cena do acidente, deve se questionar se o local oferece segurança para si próprio, para a vítima e para terceiros. Desta forma, a segurança na cena do acidente deve ser prioridade, para que, se possa evitar novos acidentes e consequentemente mais vítimas a serem socorridas. Para tanto, a regra dos três Ss o ajudará a avaliar se o local é seguro. Leia as alternativas a seguir e assinale aquela que o socorrista deverá adotar na cena do acidente para manter a segurança do local.
O socorrista irá utilizar da “regra de situação” ao improvisar na cena do acidente os equipamentos de proteção individual para entrar em contato com os fluídos corporais da vítima.
O socorrista irá utilizar da “regra de situação” ao realizar o levantamento dos possíveis riscos à integridade física dos presentes na cena.
O socorrista irá utilizar da “regra de cena” ao levantar as possíveis causas que culminaram no acidente.
O socorrista irá utilizar da “regra de segurança” ao tomar o relato da vítima e das testemunhas sobre a análise da segurança local que antecedeu o acidente.
O socorrista irá utilizar da “regra de segurança” ao sinalizar corretamente a via onde ocorreu o acidente com cones e triângulo em uma distância segura da vítima.
O socorrista irá utilizar da “regra de situação” ao improvisar na cena do acidente os equipamentos de proteção individual para entrar em contato com os fluídos corporais da vítima.
O socorrista irá utilizar da “regra de situação” ao realizar o levantamento dos possíveis riscos à integridade física dos presentes na cena.
O socorrista irá utilizar da “regra de cena” ao levantar as possíveis causas que culminaram no acidente.
O socorrista irá utilizar da “regra de segurança” ao tomar o relato da vítima e das testemunhas sobre a análise da segurança local que antecedeu o acidente.
O socorrista irá utilizar da “regra de segurança” ao sinalizar corretamente a via onde ocorreu o acidente com cones e triângulo em uma distância segura da vítima.