ORGANIZAÇÃO, SISTEMAS E MÉTODOS
A ISO 50001 trata da gestão e da conservação de energia, uma área essencial atualmente. A ISO 50001 surge como um auxílio para as organizações que desejam aprimorar o desempenho em energia, aumentando a eficiência energética e reduzindo as mudanças climáticas.
A implantação de um Sistema de Gestão de Energia nas diretrizes dessa ISO traz ganhos não só para plantas industriais, mas também para instalações comerciais e até mesmo para empresas inteiras.
Ao definir um sistema reconhecido pelo mundo todo, integrando a eficiência energética às práticas de gestão e produção das empresas, podemos listar os seguintes benefícios consequentes:
I - melhor utilização dos ativos consumidores de energia;
II - melhorias nas práticas na gestão logística;
III - verificação e priorização de novas tecnologias de energia eficiente;
IV - promoção da eficiência energética pela cadeia de fornecedores;
V - melhorias em projetos para diminuir emissões dos gases do efeito estufa.
Assinale a seguir a alternativa que traz o único benefício que não condiz com a ISO 50001.
III
V
I
II
IV
Uma empresa fabrica e entrega seus produtos para várias lojas de varejo e quer diminuir o número de devoluções. Para isto, investigou o número de ocorrências geradoras de devolução da entrega no último semestre, conforme apresentado na tabela abaixo. Faça os cálculos e construa o Diagrama de Pareto para acompanhar e conferir os resultados dos cálculos.
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)
Assinale a alternativa que traz corretamente o percentual acumulado na razão Preço errado.
93%
98%
97%
89%
87%
Ergonomia é adaptação do trabalho ao homem, nunca o inverso. A NR-17 (Portaria nº 3751, de 23/11/1990) é a norma regulamentadora que estabelece regras para adaptar as condições de trabalho às características psicofisiológicas dos trabalhadores, do mobiliário nos postos de trabalho, dos equipamentos, das condições ambientais e da organização do trabalho.
Falando sobre Ergonomia, analise as duas asserções a seguir:
I – A ergonomia estuda a organização metódica do ambiente de trabalho com o objetivo central de harmonizar as relações entre o homem e a máquina.
DESSA FORMA,
II – a ergonomia atende as necessidades físicas e psicológicas humanas, oferecendo conforto ao funcionário e aumento da produtividade.
Analisando o exposto acima e as duas asserções, é correto o que se afirma em:
As duas asserções estão corretas, e a asserção II complementa corretamente a I
A asserção I está certa mas a II está errada
A asserção I está errada e a II está correta
As duas asserções estão corretas, mas a asserção II não complementa corretamente a I
As duas asserções estão erradas
A partir do quadro de prioridades abaixo, elabore a rede PERT e determine as datas cedo e tarde. Assinale a alternativa que traz corretamente a data cedo e a data tarde do evento 6, nessa ordem.
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)
15 e 15
6 e 8
8 e 8
9 e 10
6 e 6
Carta de Controle é uma representação gráfica de uma característica da qualidade medida ou calculada para uma quantidade de itens em função do número de amostra ou variável de tempo. Serve para monitorar variabilidade e avaliar estabilidade de um processo e detectar causas especiais e causas comuns.
As etapas para confecção de uma carta de controle são:
I – coletar dados;
II – calcular a frequência e a porcentagem acumulada;
III – desenhar as linhas de controle (LIC, LM, LSC);
IV – plotar as médias das amostras nos gráficos;
V – verificar se os pontos estão dentro ou fora dos limites de controle.
Assinale a alternativa correta:
as alternativas I, II, III e IV estão corretas
somente as alternativas I e II estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
Sobre o diagrama de Ishikawa, é correto afirmar que ele tem, ainda no século XXI, grande e importante utilização nas empresas, pela sua aplicabilidade prática e objetiva. Abaixo seguem 5 recomendações de quando devemos utilizá-los:
I – quando necessitar identificar todas as causas possíveis de um problema;
II – obter melhor visualização da relação entre custo e qualidade;
III – para classificar as causas em sub-causas, sobre um efeito ou resultado;
IV – identificar com clareza a relação entre os efeitos e suas prioridades;
V – quando for analisar defeitos com o objetivo de identifica-los e melhorá-los.
Assinale a seguir a alternativa correta:
somente as alternativas III e IV estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e IV estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
O Programa 5S+3 é uma metodologia que visa estruturar o trabalho de forma metódica por meio de um processo de reeducação, que busca a sensibilização e mobilização dos colaboradores na criação e manutenção de um ambiente de trabalho saudável e produtivo. Promovendo a mudança de hábitos e comportamentos através da reflexão das pessoas acerca dos recursos disponíveis, contribuindo com o combate aos desperdícios e sem necessitar de investimentos significativos.
Falando sobre o 5S+3, os 4 primeiros sensos são:
I – Seiri: é a fase inicial, onde se analisa os postos e locais de trabalho buscando selecionar e deixar no local somente os materiais, as ferramentas e os equipamentos que agregam valor ao processo e à execução da atividade;
II – Seiton: é a ordenação e arrumação das ferramentas, materiais e equipamentos de tal forma que facilite a execução das atividades que agregam valor;
III – Seisou: o ambiente de trabalho precisa estar 100% limpo, e isto é tarefa de todos na organização, não somente de um ou outro setor ou nível hierárquico;
IV – Seiketsu: é a preocupação que cada funcionário deve ter com a sua própria saúde.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
IV, apenas
I, III, apenas
II, III, IV
Durante um período de seis meses, a produção de filme de Polietileno foi acompanhada, anotando-se os defeitos encontrados (Folha de Verificação abaixo). Priorize os defeitos a serem tratados, faça os cálculos que julgar necessário e construa o Diagrama de Pareto.
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8uzp8/P/oIJh8S13gI2//4j//Y6GUEtG+hQRJeLw0BnBybCo04bUrFCU7YOtqBEyEu7E2XsgAftroop07dq/yILDiyk6qvHwZPUZn9PguN2TOuWwL+5jRQxwWZQTBtxClSGE2Ir4eOAT7yRtvRLu3nhEbMnyoDgZe+RjWmqWMj5Wu0gzTTCA3kjw9hR2FGHrEc+MJAHvUpEyGwASZ6l1fzp/xo8pA1/GgiAlinNuv4kHQTPzGdKOVnWRDfxscY3OPvJ/VgNGzHh8H50Hms5yIeBo8PlZeNJtQVAbl06MNl9sEKfTj31qk67ZT6+GHbb2lYaNQh7jSDIoA/QlwYqMaxjX1xwUkUF+h4wUe+GFzHgDoej7ZTv6sCfOSZtpw6da/yA8c5LQAswC/1nAbK0mlWSOvX26Zavvt9FhrdM53GYhw1wN8CRAH24+8E55rr168XL7zwwvi8hDT6L/VaXOTTu/hInwquYwCOv1nc6UXZKoK4X+safY9p6tiAvTrpogBoMqKBMuJIBO5ox9fbppihTk2ERixH8+f8iK+NhR96px1tpyMXsYymr67VNsxtxzJSD2nn/OTzHLChb84qC+JzfpTtTwkNfUCbeeHnIl5vqyMV0Re98z/N622bjmjgb61KaMSHvWMZGMH4h3/4h9EIBm6k6jc2WE8IO/2on4UGyXi98gTwR4gLg17Em2wjL2zoAkGCwEHtnD59ehRAIB1OlkePHh0NM7/zzjvJEY+qAB92pi0n1j1Vl+gHTjI4ieMf6oG1Tp9CnVF3nHS4YDsKNL6li2m8nh0BC43ZsW1jGX8zURDouaJqG3+nuec6UiJCP1D39ttvT9wYQFm0h/OBCg0cQ3CP4Bw+f/DBBxNvjdO85BBt0DaPc10nXRQaFAo891TZwHEdjYC/sEEeuAubagf4nBMaKSY6wkMmzI/60g+9IUM/MJUr54cKjThqgnJ0ChfOxXiOBAElrjV4+19qmhj5p9Y5P/nBPvgZxRD8gJ8UGrP2MyU04AO+3E0/0T/wHRgN7OkjmOB4FCG4ZuHGF1+uMM0H++CLfgwPvqj4Ul/QDqhTmRCoOs62zKVDu6p98MKICqaAgcWHH344MSLHNuXD4HG0A8f1Y4EoH30jluGpU2wZr1eeAP4IcWHBH0/Tfzg5IdhPLXG0ocp2HPWIAX4uMJ+mnFh3cMA+XVJihnWhT/jSbxytYJrUGqIjNeqh5Xq7OwIWGt2x7MoSLvCpIDf19xL3/cEf/MHEcxPqUwzOY97UbxUDUaik0us+nAP19bU4f6hYUdvqZ510CHBiEM+yIYAgtqrKastDhUIbJvE5DPihwSbrUbZWoQF2ccShLC+OtRn1aOsnhQb9bFLXJqMeOaFRxSKWgcBYnyepyg/xgDqqeJvGF/3AYE4gsKyq4/y7KkunX/auqiuO4+/63//938f1bZo/9VE/+lm19tSpKkI+PjgCMdiu80eINAiWEWCXLXVFQBQZsFlXaCBt23Ji3VNCAwGRPnOifCg04ANYxFELTcttjOTAppf5EbDQmB/rJiXh7yA1wsC/lbI1AgFMY9IHtVl2lc233nqrwN8u77CrGIgCIPqAgCtOn9LpWTG/2qZ/WNdJVybG6goNlFUVoJ84cWINDxUa8DWOjCgXMtE76KnnG5r6EYVGnbrQrzYig+1T10/Wl3fomZ9+1hEbUQCojdR2DO4xMvTmm29OjF6QAde5MiA2fvd3f3f8d8D0cf3GG29MPDhNv6IvCK7r+KIiA7bKBEKd4+qPjiqgXTgqEcuIdUQfRhyh38qIIxL4qnidNp1GZKAuFhpsUa+XhgAuIrgYxj+81G/cAUGgnBvFSEFBAI48CAzU5u7du0cXQJwAUksToYH8bcqJdU8JDdjGBf/kyZMTdQALXJDiAjaxvqh7U27Rrn+3J2Ch0Z7dPHLi7wtzpH/wgx9M/I3hfIFACIE9psJgiiLFAc8lGuSrr3zGg+nxN4ggiB/U1Lv0UQxQAOnHNfH3/vOf/3wkbPA3riMNnNKE8usIiCbp4MupU6cmpmzBFzDBqGjViAaZ4PwYX1GL6TO4g487x5GHCg3YSPkB8fHRRx+NmMQpQ2ASn8OAHQS38INBOtoRfuB8Dz/woDLbLCU01Ia2j/YVtMG0Sx0/WYeU0FA/ta/QTwS1bUa1Y3APzpgChP5+8ODBMTuUg2lenE5VxgNthzZRP/H3AoGho3XRRvSFz2fQF/Kp8iWKABUIKLPqOP2qSoc+jGlcWk/04YsXL46mR8YpUinBgH6R+sDfb/7mb476sU4/o19N1xYaTYk5vQmYgAksmICFxoIboMPidTRBA/wOi7ApEzABE1gYAQuNhaF3wSZgAibQjoCFRjtufc2Fu/MY/cDdQ87j7quv9ssETMAEmhCw0GhCy2lNwARMoAcELDR60Ah2wQRMwARMoJKAhUYlIicwARMwgX4RsNDoV3vYGxMwARMwgTQBC400F+81ARMwgd4SsNDobdPYMRMwARMwASFgoSEwvGkCJmACQyBgoTGEVrKPJmACJmAClUIDr/HyPzNwH3AfcB9wH3AfcB9wH3AfcB9wH2jcB3J6q7EhixKLMvcB9wH3AfcB9wH3AfcB9wH3AfcB9oEyoZE75v0mYAImYAKLIeCpU4vh7lJNwARMwASaEaicOtXMnFObgAmYgAnMmoCFxqwJ274JmIAJmEAXBCw0uqBoGyZgAiYwRwIWGnOE7aJMwARMwARaE7DQaI3OGU3ABExgMQQsNBbD3aWagAmYgAk0I2Ch0YyXU5uACZjAwglYaCy8CeyACZiACZhADQIWGjUgOYkJmIAJ9ImAhUafWsO+mIAJmIAJ5AhYaOTI9Gz/zZs3i+3btxcHDhwoTp06Vfzbv/1bbQ8fP35cXLt2rTh27Fixe/fu4vDhw8m82I9XGu/du7dAnmVbUKdz584VGzZsGL9ybuvWrQXYejGBIRGw0BhSa9lXE5iOwNWrV4v169ePr1u5Tw+cOXOmePr06XSFObcJdEzAQqNjoLMyh2BYA2Rs1w2Qr1y5MnGCWlWhQSGlJ2kIjW+//XZWzWa7JjATAhYaM8FqoybQSwK4QbZu3bqJ67hex7htodHL5lt5pyw0BtIFotDAieXs2bO1vI8B9ioKDeX36quvLuWITa3O4ERLQcBCYyma0ZUwgVoEjhw5YqFRi5QT9ZGAhUYfWyXhkwbKmP4EoVFnihPu1uOuPUZAMPUK+XJCI1Hs0uzSUR1sezGBIROw0Bhy69l3E6hPAFN+9+3bV+Bv/tChQ8WTJ0/qZ3ZKE+gBAQuNHjRCHRdUaLzzzjsj4VBn+hQDbNzFhzBZdaFRh1md9nAaE1gkAQuNRdJ32SYwPwK4Wbht27aR0Lh8+XLx7Nmz+RXukkygAwIWGh1AnIcJFRqXLl0ai4aq6VOcNqV5VnlEw0JjHr3VZcyagIXGrAnbvgn0gwAfBMe168aNGxYa/WgWe9GAgIVGA1iLTKpCA6MUEBhV06c4bQpTp+7cuTMWJzmhQVFSNiULdo4ePTrxYDrehIW3WsUFQ74cRYHPSLNz586R3/AdU7lQLy4p2zi5ojwca7OQE8qL/yg6yAnHy4QbbcUHyOdZzxQj+J1rgzbMnKf/BCw0+t9G9tAEuiDAB8G3bNlS3Lt3rwuTtmECcyVgoTFX3O0Li0KDvxkspyxz2hQEhAbDbYUGA+0YsPP3yZMnJ9zQMvFqXabjWgP2Ktuo54ULFybs1/lRZpfsuhQas6wnRqXILreGkEN9vCw3AQuN5W5f184ESIAPgu/Zs6f4xS9+MXq9/aZNm8bXgjfeeKP48ssvPdJBYF73joCFRu+aJO0QhQUCTAgIDeIRTKcWjlDguKZvIzQ0YMcoBUcYYBcCg4Gv+qJl4jgDe/iK/BwFUdsIlHWUA9s6CoK6t1koutQH2ulSaMyqntr+yh91AOfTp0+P2yDXvqyv18MnYKEx/DZ0DUygigDO7XwQHM9p4PrFa21c+9W2VTR9fFEELDQWRb5huRpoMthmgI7AEyckXRg8M7DWoD8XiFKYRHu0hRNbPIYy1baOUuh+5KXfKT9ztsvsq52q7XkKjVnUk22tfGOd2X5laWIe/x4mAQuNYbabvTaBJgRw7eWD4FFYpH5bbDSh67TzImChMS/SU5aTEhrcRzGhRTCwpjDQoL+p0KCtnFhAuUyjvmiZueCXAbTm03pwm3WFD8jTdEn5RxsqpMps09dYl3nUk2VXcWKdvF5uAhYay92+rp0JgMCtW7eKzZs3j0YxduzYMbrOPnr0aAzn7t27xfHjx8ff2PBzHGM03ugRAQuNHjVGmSsaaCNoxlIWIPPuNgNnDYabCg0GuTHALvMXx7RMCp6Yh35W2da65vyPtvX3vITGrOpJ/yG0IDbwgDz6hJfVJGChsZrt7lqbQIoAn+PA9cGvwE0R8r5FErDQWCT9BmWnhAayM1DXAJcBvt795j6ciHKBespWrow6rleVqcfV/5TtJmlT+RmoKxOmUxFDYcZjus4JLvUtxVaPT1NPfRYG7ch/eHsX3kxy//59ddfbS0zAQmOJG9dVM4GGBHAN4xQrf9SvITwnnzkBC42ZI+6mgJzQSAXQTKtBrQa7qWAYXi5SaOR8Uno5/zRNbjvFiWnnKTSmrSceoMerbCky4hoPzvMhe9bP6+UjYKGxfG3qGplAWwK4vvOhcQuNthSdb1YELDRmRbZjuxQPCCwRNHNJBcm886535/suNFQUsW66Vv+r0mo+bvdFaFT53qSe6BOnTp0afY8kCg7tI2Tg9fIQsNBYnrZ0TUxgWgIWGtMSdP5ZErDQmCXdDm3nhAaK4J1+rBmoxilC3I+ANHdXnXZiMMz9Zc9RpOyn9kUkdWwjjwqqnP/Rtv7uQmjkfO1DPeGDvuI2tqGy8PbwCVhoDL8NXQMTqCLAZy+qHvLWh8b95qkqqj4+bwIWGvMm3rK8MqHBIBpC4JNPPhk9LBwDzSbBcMxL+3E0RauS8q9OmRx9KbONctQHHalRH8q2mT8KMOSpI2K0LlFw6bGcCJqmnnXss+45McTjXi8HAQuN5WhH18IEygjwq+C4PuYEBK4PnDaF69uNGzf88b4yqD42dwIWGnNH3q7AVCBPSxoo7969ezR/Pwa8dYJVBqlRaKj9eIw+MK8G4XXKrGNb7ah9ll1nXSY01H6ufsyPE370QfNH7vRt2npSqKSEEstQP3L1YFqvh03AQmPY7WfvTaAOAVw3+JA3rj0nTpwovvnmm3FWjGTs2rWrwPkAx/H18AcPHoyPe8ME+kDAQqMPrVDDhzKhgewM9HGywT8ExrpoEJoLhmkjFaRqoI3jTb8MnisTPjKIht9VXwZvM5qBMuh/LlBXH2L9cFcJ+ci2jdCYtp4qVODLpUuXJj7SiPaA3/Qxtr/2BW8Pn4CFxvDb0DUwgToEdFSD5/fUGtcFj2bUIeo08yZgoTFv4i3LqxIaGijHQBhFTis0YEPLSJ3o8PpVXeqUyfRVtnESvXDhApM3XlcJDfU1VTcE8XwGIvLVvGWCCk5PU0/tAykfuQ9leFluAhYay92+rp0JKIEqsWGRobS83TcCFhp9a5GMPxpkpu5W6/FUsFsnGC4b0aBbuHOOj8XhxMbAFq9bTb1StU6ZtIt1yjbKgYCZ9hsRVUID5cNfnNDxXQrWDdsYPcBCkTCN0Ji2nvSRU+TUzy44jSrq/3pPwEKj901kB02gUwL8CvjGjRvH1ydMq8J16eHDh52WZWMm0CUBC40uadqWCZiACcyBgIXGHCC7CBMwARMwgakJWGhMjdAGTMAETGC+BCw05svbpZmACZiACbQjYKHRjptzmYAJmMDCCFhoLAy9CzYBEzABE2hAwEKjASwnNQETMIE+ELDQ6EMr2AcTMAETMIEqAhYaVYR83ARMwAR6RsBCo2cNYndMwARMwASSBCw0kli80wRMwAT6S8BCo79tY89MwARMwAS+I1ApNPj6TK9/+SE8czAH9wH3AfcB9wH3AfcB90JaZJEAACAASURBVAH3AfeBmn3gO90xuQWAXkzABEzABPpFwCMa/WoPe2MCJmACJpAmUDmikc7mvSZgAiZgAosiYKGxKPIu1wRMwARMoAkBC40mtJzWBEzABHpAwEKjB41gF0zABEzABCoJWGhUInICEzABE+gXAQuNfrWHvTEBEzABE0gTsNBIc/FeEzABE+gtAQuN3jaNHTMBEzABExACFhoCw5smYAImMAQCFhpDaCX7aAImYAImYKEx8D5w8+bN4ujRo8X27dsLfc0afmM/ji/zcvjw4VG99+7dWzx+/LhxVc+ePTvKv3Xr1uLbb79tnH/aDIsuf1r/nX8xBCw0FsPdpZrALAlcv369OHjwYIG/b17P9+/fX1y5cqV49uzZmqKPHDlSrFu3bpyWecrWhw4dKp48ebLGlneYwKwIWGjMiuyM7d65c6fYuXNnrRMM0i2r4LDQmHFHs/leErDQ6GWz2CkTaEUAN8n27ds3ITCiWDhx4kTx9OnTCfsWGhM4/KOnBCw0etowZW7h7saGDRtqiQw9WeHu+bItFhrL1qKuTx0CFhp1KDmNCfSfQB2Rwev4mTNnJsSGhUb/29ceFoWFxsB6AUQGTzpYQ3Ckpkjdv3+/OHfu3BpBgvxeviOw6KlLiy7/OxLeGhIBC40htZZ9NYE8AVynOf0J1/OPPvpoPE0KIuT8+fPFpk2bRtf9LVu2FPfu3csbSxzBlOBt27aNRkv27NlTPHjwIJHKu0xgdgQsNGbHtnPLOGHgWQIKDTyXgClUZQtOVLzrT2GyrNOoyjjkji060F90+Tku3t9vAhYa/W4fe2cCdQjoaAZExO3bt8ciQ/NTjECI3LhxI5lG0+s2Rz3a5FU73jaBtgQsNNqSW0A+BqUQDE0fflaxgW0vvyRApn4Y3D1iSAQsNIbUWvbVBNIEbt26VWzevHl08/Dy5cuNBETa4uTeq1evFuvXrx/Zj9OuJlP6lwnMjoCFxuzYdmoZdz4gLtqOSuhoSAyq9RgCb5QVp13hgfJr165V1olvwcLdE468YL179+6RTdguWzBCg6lgmv/AgQPZsimgyoQX/IYN+gPbJ0+eHNWzSmhMWx/UdZrykT/FBHUAp6oRrTLWPjZcAhYaw207e24CJMCRijZTomgjt/aUqRwZ7583AQuNeRNvWR4CXgbfbUckGJQj4NZnNVRonD59eixoGJjrOhfQQ0AgeNe0qW0IFpSXWhj0p/JhH+zHhXVK+aXiLGUTggvBOo5F8dVFfaYpn/WsYpLjwvxeLycBC43lbFfXarUIcFoTn53As5WnTp0aP5OB8zteb/v55583Hu2gbcQNTadbrVYruLazJmChMWvCHdnXh8ARfLZZcjZUaDAgRwCOkx6WGHSnhI4GxBwtoI+4666v4q3KD9HAO/Wx7Fj3MqHBYwzGYStVHxyPQmPa+qCcacpHfvUhjl6gbVTYpUTYqLL+bykJWGgsZbO6UitEANcjvtIW37b49NNPx9OoeB3WdZOpTzoly9/NWKFO1dOqWmj0tGGiWxp06mhETFf2OzcqEoVGSgjALgNn3CGBLS6aP5dX08TRh7JjKAMnZORJCQL6FG1qXaM4od/KVIWG+tOmPrA/Tfkxf84HpGMdYpuwjl4vJwELjeVsV9dqdQio0MBboThjQcVF3K4rNjyasTr9aAg1tdAYQitJQIkTzyyFhgbcEU0uAOdISVmwWyYWmL+sbkwTy8gJDe6vWx9NlytLeZTVB+mmKR/5KSDULy2f2+pHmSBheq+Xg4CFxnK0o2uxugRUaFBQ7NixY2Ka0927d4vjx4+PX39b51kOXKf5OluPZqxu/+pTzS00+tQaJb4w8CwLxkuyjw7pXXYNSnMCImWPAXQcQUiljfuYNwbPrFvcH/OnftOm+tMk+Gb+acqOeactv0l+MGEdlEGKlfctDwELjeVpS9dkNQlEocHnNFI0+NA4rv9Vb6dqkjZVlveZQNcELDS6Jjoje7zLjhMNAvM2S86GCo0q2wxqY3Ad/cEzBBA2169fHz3ctn379vGD4jEvbbYJlFN5tT44XrbUFTlN6jNt+Zqfd7rqrCPXsnr72LAJWGgMu/3svQlEoVEmIHBNqDNKoTbLhIvpm8A8CVhozJP2FGXlRiOamGRQjqAVooOLBra6n8d1XRaYX7p0qVBBkQuOY0BMv2YhNKqE0yzqozzblK/5cwxT+yNXbTdvLxcBC43lak/XZvUIqCiomhKlacumQ+lD4HWf51g98q7xvAlYaMybeMvycKJBII4AMz6nUMekBq8xINVjVYExRYHaUN80AMa3M44dO1Z88MEHozdYpfLCd+6fhdCA7bIlJTSmrY/ybFN+k/xldfOx5SVgobG8beuarQ6Bug9t1xUanDaFGMGvtF2dftT3mlpo9L2FxD8GxQjmmwblDOaRNwa/GtjWFRpavvoVX20r7o8FhYoUHKdvcb/m1eBf/Wde9SeXVu1xm/m17GnrM235ml/rRZ+9NgELDfcBExg+Af1yd9nUqbojFRQunjY1/L6xTDWw0BhQa6ogoNjg9yZy1UDQymAaeVKjIWq3LLDVdBQkdYNizatBPfzWZ0dyU7d06pimYd2i3xQLsSzlpL4zne6LNjVvWX2Qrm35LIP1SrUX02Bd11/N4+3hE7DQGH4bugYmoAKibPoUBQSu4TlBgmtSnec4TN0E5k3AQmPexKcsTwNuCgd8zA37dcHDyxhGRaCKdPxHgaBpNWhGulQapE8Fv3UDXQbesM+gnj5o+bngnmXHvNwf8yknpEktKZ+6qA/Kals+/dT8sW5Mg3Udkabpvb0cBCw0lqMdXQsTUBGB6zU+3Pfs2bMRmPh627KRChUtfj7D/apPBCw0+tQaNX1BcBkFBIVE2TonIDTQZ/7Tp0+P7pbDJYyaQMzwWLSjAXucOoWAWb8KDhupu/QaMCOw5kgNAn/9AnYsOyc04Lf6pV/WjjbhkwoYzde2PtOUz26gfoDhtWvXeGjUNmgjtkmZGBln8sbSELDQWJqmdEVWnICORPB8nlvnRjOAsO40rBXH7eovgICFxgKgd1EkAvEYwOdOTkiHgD+3qND40Y9+VCpiYqAPm8hf5QsCfQ2MdfoT/dLAOlUXBP1xKRMaSKsiJdqEz2+//fYoWFeh0VV92pavdaxigjpZZCix1di20FiNdnYtV4MARi527dpV4O86XqfwGzfnPvroo+Lp06dZIH4QPIvGBxZMwEJjwQ0wbfEQHKdOnVrzWlm8ZjY1pSpVngoNBLZxBAMnOh0RSNnAKAFOdPp6W5wc1QctJzediWXriM2BAwcm7uZr+VVCA2khsmCDJ3DY5kgFA3kVGsjTVX3alq91JBNli7qUcdH83l4+AhYay9emrtFqE8A15/z588Xzzz8/Fhy4Vr355pvFl19+OZ5OlaNEoVH2rEcur/ebwCwJWGjMku5AbKsAQODtxQRMoN8ELDT63T72zgRMwARM4JcELDTcE0ZTn3BHH3fJLTTcIUyg/wQsNPrfRvbQBEzABEygKCw03AssNNwHTGBgBCw0BtZgdtcETMAEVpSAhcaKNrxW21OnlIa3TaD/BCw0+t9G9tAETMAETMAjGu4Dv3prlKdOuSuYwHAIWGgMp63sqQmYgAmsMgGPaKxy6/+q7h7RcCcwgWERsNAYVnvZWxMwARNYVQKVQoOvBPX6u69rm4VZuA+4D7gPuA+4D7gPuA+4D7gP1OgDOZUFeF5MwARMwAT6RcAjGv1qD3tjAiZgAiaQJlA5opHO5r0mYAImYAKLImChsSjyLtcETMAETKAJAQuNJrSc1gRMwAR6QMBCoweNYBdMwARMwAQqCVhoVCJyAhMwARPoFwELjX61h70xARMwARNIE7DQSHPxXhMwARPoLQELjd42jR0zARMwARMQAhYaAsObJmACJjAEAhYaQ2gl+2gCJmACJmChMaA+cPjw4aLNa9TwMT58K8OLCfSZwOuvvz7q33v37i0ePXrUZ1cX7puFxsKbwA6YwMwJnDt3rli3bl2xZcuW4t69e6Xl3bp1qzh48GCBcwPjhP379xdXrlwpnj17VprXB01glgQsNGZJt2PbFhodA7W5XhGw0KjfHBYa9Vk5pQkMkQCEw+bNm0eioUponDp1aiRIKDDies+ePcWDBw+GiME+LwEBC40BNaKFxoAay642JmChUR+ZhUZ9Vk5pAkMj8Pjx42Lfvn3j0YkyocFRjygu4u9Dhw4VT548GRoK+7sEBCw0BtSIFBqYWoITkRcTMIHVJGChsZrt7lqvBoEjR45MjFDkhAamRG/btm0kSDZs2FBcvHhxYtrpJ598Mh4VwfEbN254GtVqdKFe1dJCo1fNUe6MhUY5Hx81gVUhYKGxKi3teq4agatXrxbr168vMN3p1VdfHYmInNBg2jIRwTQY4Xj33XeLp0+frhpS13fBBCw0FtwATYq30GhCy2lNYHkJWGgsb9u6ZqtLgCMUFA4//vGPaz8MnqNGmzhnePpUjpL3z5KAhcYs6XZsexZC486dO8XRo0cLnNh0TueBAweKa9eurakBTlp4ixXSnj17djSFC3NENf/OnTuTeaOxVNmwA39wrGxJ5YVPOb/VVtO8sc5qS7fBAz7Et3xhmhumu+EY3gACrmCE3/i3ffv24ubNm2NT2E61ye7duwuwbjNtTn1AP8IS/QD7kydPTthHGjClr1hXtU9b/+s8o5Fqu6o+g7q//PLLozp8+umno3q/8MIL4zqB/xdffDHmP4QNC40htJJ9NIH6BHCe4nMZly9fHk1x4hSq3IhGHesqNDyiUYeY03RNwEKja6IztNe10Lh06dI42NJAUrcREONExUWD7tOnT48DaM3D7bJnSRiUM21qjaA3tbTxm3ba5NU6w+/cwjqVCY1jx46tYc70uNCgzikWui+2Sc4f3a9CA8Px7Etql9vw55tvvin1BcF9DM6b+A/7cakSGuCLAJt+xjV8ev/996PZkXCi0MjxT/mzxlCPdlho9Kgx7IoJdECAD3XrqEMXQoNTp3B+9DMaHTSUTTQmYKHRGNniMpQFhzHo4m+cXPRuOb3HPhxDOggCHUFAwAgRQRu8A468GnTzOO5w379/f2Q6Bpual2UzIEf+eHccdjTYjmKjrd8ou21erfO0QgN11jYBd44cKRfUGyy5IJ2OgqS4Mm1qDVscVWG7aRmx3XCXn+2jbav9Avb0exdV/usoAvyP73YvExqwTZEBDipy0K5qG6MWuqBuFBrkz/zKX/P0fdtCo+8tZP9MoD4BvsoWN3n0exnTCA2ct/W1t2fOnPHzGfWbxCk7JGCh0SHMWZtCcMYgse5ag1r1j0Eh76brMW6zPE2jQTd8yAW8zBvL12A/lxfl07+Yn/vVJ/rLNcuOadrm1TrDRm7J2Y9BPqZPxUXLyHHRNGWjRdE2fkcfUvVQ+3XaFnw5EoC8zz333Kh/wv8oIuCDpokiBcdzQqMqH+tHMaF+xWOoVxQiSDO0xUJjaC1mf00gTQDnN745ilOmmLKN0ODICGMEXENxzkudk1mO1yYwSwIWGrOk27FtBtA8gdRZx0CdLjEozh1nurjGSRGBHMqOgbym1XQaOLPcsrywo4FxKn9Tv2GTZTfNq3VJBeisN+3Humld4jHmhfgA0zLf6tihvbium5d9DH7wrn+0xXpqGviP4Ff3xXzwIScGkDYnNFBelW3kh4jduHHjiON77703vrBWlRv9HMJvC40htJJ9NIFqAhQTqREHHmvyjMY777xTvPTSSwWe6eP5ENeWEydOFA8fPqx2yClMoGMCFhodA52lOQaBTe9mp3xiYMvgFlOYEKhVLRp0qwBI5Yv+arBblRf2Yn7sa+v3NHm1ztMKjWnbjkxygiXVDtin7Mt8UPscrYg264iKmIe/KSbgf7TPY3G0g/tTeWgXa7RTalRFhUa0rfmHtG2hMaTWsq8mkCbA5ydyX+5uIzRiSfotDX3+I6bzbxOYFQELjVmRnYFdBoFlgWKTYvVZCAgO/sP8fAy/cm6+2qwbdCMP/WVQrHlZVp0189OPNn5Pk1f9nlZogEndBfwh/q5fvz6aa8vnJsAsMqmyqUKjzAdtsygEWEZdoVHlf7RPQaFioIlIyKXV/ajfMkwhsNBgb/TaBIZJgM9lYBQ495B2F0IDdChocO2I07OGSc9eD4mAhcaAWotBYFdCA1VPvb5Ug388eMuHlZFeg24EnGULp9gwKNa8WkbVNvNrWU39niav+j1roYG3YqmgyLFJMdE6xu15CY0m/jcVGnVEQpVYqWMjsuvjbwuNPraKfTKB+gTisxS5c33c32ZUAtcwPgfSJn/9WjmlCawlYKGxlklv98xCaGhlcfccb6lIBboUFXWDbtilvwyKNS+OdbXU8TtXVp286veshIYKAb2wYJ4tXsn6wQcfjEaYItNcveJ+tV/GXu1HIUCbqRENHTWo63+0XyUSdKSDvuhafdC0uh/184iGUvO2CZjAIgjMU2jgHMhvdFhoLKK1V7tMC40BtT+DwC5HNHLVx4kpvsoU++oG3bAb/UV++I5AdFZ1yPmdq6fuz+WtW2fWl8KKtrXeSJNaOPoDNvra2Zg2V0ZMF3/X8QF51H4UArSZEhp1/aeYAKNon8dUJKBM7k/loU9Yo52qntFA/Sw0lJq3TcAEFkGgC6FRd2oVzo0e0VhEK7tMELDQGFA/YBA4bZBeN+gEGpbJ4FmD7jI/NJ2OAtAe5qViNCG3qI8sR/fBTtnCcuj3NHm1Lrly1T7LpH96LJVfj7OuzKtr9SOWoelS21pGygfmUW5RCDBNFBqwzbdJwX/9tgbzYA3/KQTgf7RPQRFtoP9gqhBEWNmraekX0uXeOoX6WWhoq3jbBEygrwSqhISKldRbq1gv2sG50V8HJxWv50XAQmNepDsoh0FgWTBatxjegS4L+DU4ZZka7OKkpSJCy6av0T7EBfYhL21qPm4jaEQa/MM2l7Z+I3/bvCkO9Idr9TeKAM0PLnHR42VM6D+YxDKizfhby0j5wPRst5QQYBoG9GhHvAIXtusIjeh/XaGhAgV8UkJGfYi+6zHUz0KDLem1CZhAnwlQIOReb4tzI0cqcF3AK2z1vHr37t1i165d4xs1sPP111/3ucr2bQkJWGgMqFEZBDIAb7JGkKeLCgYEjHiIFwEZF3wxGUEdy2Cwr/l4DFOsmBf58KpcHovlwr4GnPFhc9hJTdmiX1p+E7+Rf5q86jO4oJ5Y4C/uKlE8od5RBCANWeaCfLUfp05BnOlXwVEGyisbESIvruv4gLTsYzFYpx2so9DAvir/9cvd9D9+pyM3okH7HNWo+jK4jmYgL+pOIWShASJeTMAEhkCgSmigDjqqwetubu03Tg2h1ZfPRwuNAbUpg8DcSaRsPwLBuOjoQt28Gqz/6Ec/mgiwo41UmfRBA9OYj78RnCNIjEsbv2mjbV4N1OmfruErBVIboQGuUUyofWxDwLEM/Kb4Y93K1up/TuwgP/tYU6EB/6OYqPI/ToMqExrwDX2GYiPaxm+Ir/fff38NBguNNUi8wwRMYAAE6ggNVKNKbODcePHixeLp06cDqLVdXDYCFhoDalEGgakgq2pfLuhHEIaTFN5upDbw5incWY/f0lChAZtxBAM2EBDzjn8ZXuaNb7k6cODAxCt1Uzaa+q022uZlPvUX2xgNwkLx1EZoIH/KPi4Q+jFF5V8mGLS+tF01qoJ07GNNhQbLQF9SPin/+ZwGytJpTFVCA2Wwz8Au+yu2U30V6bGAq0c0fgXDKxMwgcEQqCs0UCFMkzp+/PjE18AxrQrXJZ1ONZjK29GlIWChsTRNOZ+KaKCbEy/z8cSlmMDqEvB3NFa37V1zEzABExgSAQuNIbVWD3y10OhBI9iFlSdgobHyXcAATMAETGAQBCw0BtFM/XHSQqM/bWFPVpeAhcbqtr1rbgImYAJDImChMaTW6oGvFho9aAS7sPIELDRWvgsYgAmYgAkMgoCFxiCaqT9OWmj0py3syeoSsNBY3bZ3zU3ABExgSAQsNIbUWj3w1UKjB41gF1aegIXGyncBAzABEzCBQRCoFBp8haTXv/xKtTmYg/uA+4D7gPuA+4D7gPuA+4D7QM0+kJNEAOjFBEzABEygXwQ8otGv9rA3JmACJmACaQKVIxrpbN5rAiZgAiawKAIWGosi73JNwARMwASaELDQaELLaU3ABEygBwQsNHrQCHbBBEzABEygkoCFRiUiJzABEzCBfhGw0OhXe9gbEzABEzCBNAELjTQX7zUBEzCB3hKw0Oht09gxEzABEzABIWChITC8aQImYAJDIGChMYRWso8mYAImYAIWGgPqA4cPHy7avEpt69atBb5/4cUETGA5CFhoLEc7uharS+DWrVvF5s2bi9dee6148uRJJYi7d+8Wx48fLzZu3DiOA7Zt21a89dZbxcOHDyvzX79+vTh48OCa/GfPni2++eabyvxOYAJtCVhotCW3gHwWGguA7iJNoIcELDR62Ch2yQRqEnj8+HGxb9++An/Hhw4dqhQaV69eHYmS3I3GDRs2FDdu3CiePXu2xgOUderUqWLdunVjgRLtIP/ly5eT+dcY9A4TaEjAQqMhsEUmt9BYJH2XbQL9IWCh0Z+2sCcm0ISAigwE/FVCgyMfURzE31u2bCnu3bu3xpUjR46UigzaKRMra4x6hwk0IGCh0QDWopNSaOzdu7fAycqLCZjAahKw0FjNdneth00A05927do1GslggF8lNFQo7Nmzp7h9+/Z45CHai7ZUpEBIXLx4sXj06NEYIqZTvfjii2N/Yv5xQm+YwBQELDSmgDfvrBYa8ybu8kygnwQsNPrZLvbKBFIEcGPw/PnzxaZNm9ZMXyoL7vFsJZ7DwN87RMaDBw/WmC9Lc+7cudFoRtloBfJv3759VAZGRb7++us1ZXiHCUxDwEJjGnpzzmuhMWfgLs4EekrAQqOnDWO3TCAQiFOlEPR/9tlnxSuvvDIK7usKjbJ0HPWIYiS3P7hYQJCsX7++KBMkMY9/m0BdAhYadUn1IN0shMadO3eKo0ePjk4wHMrF+sCBA8W1a9fW1Bp3P/AWK6TB2ypwEsVJCico5t+5c2cybzSWKht24A+OlS2pvGV+q62meWOd1ZZugwd8iG/5AiNMd8OxK1eujNiAEXnhbtLNmzfHprCdapPdu3ePWMNe00V9QD/CgvZVP8D+5MmTE9PykAZ9gb5iXdU+Kb5V7QrGzz333Kic9957b9yvwIZlYxt9rar+KP/YsWMTfZLlf/XVV0l0sPnyyy+Pyvr0009HbF544YWJsr/44otk3kXstNBYBHWXaQLNCeDcwge/T5w4MXpDlO4rExCaLooIelInDdPm1njY3EIjR8f7pyVgoTEtwTnm71poXLp0aRxIMZiLawSiCAK5aNB9+vTpcQAd8+F32bMkDMpT+bgPQW9qaeM37bTJq3WG37mFdSoTGgiAWT+umR4XDNSZ+3Pr2CY5f3Q/bFPsvPrqqwX7UqoM+IPXHZb5gsA9FXiTQcou96XaVYXG22+/PSGAmI9r1D/3OkaUjyCcaeMafr///vuKZrQNPhQauTbKlbnG2Bx2WGjMAbKLMIEOCODc8uGHHxa4ycG3QmEfxUeZ0EDxFAE4l1U9o9H2zVEc+fDUqQ4a3CbWELDQWIOkvzvKgsMYUPE3Aiu9W87aYR+OIR0CUNwF5oKTIEQEbfAOOI5r0M3juMN9//79UXbk1QBV89K+BqPx7jjsaP4YlLb1G2W3zat1hu+5hfWicGA6MGGQD2baJuDOkSPmRxrUG/m4IJ2OPqS4Mm1qHX2IZcR240hCbFvtF6iTPlio/jdtVxUaZARBQAaoP4UAjmPUIy4onyIDrFQIoe11hAKjFrqgHLWPNmJ+bSPNs8htC41F0nfZJjAdAZxv6goNlMRnLXDuy/07c+ZM8fTp08aO6QPjVaKnsXFnMIGiKCw0BtQNuhQaDApjUKw4WJ6m0aAbJ7xcwMu8GlTDtgb7ubxIR/9ifu5Xn9RnbLPsmKZtXq0zbOSWnH1cVFRoYPpUXLSMHBdNA3sMwqOt1O/oQ6oear9O24Iv7/KjXfkhKfjPO3fRFzLSQB5pUDanTqHsKASQBnWgGIgiR/PHY/RB86vv0XaufNrpw9pCow+tYB9MoB0BnIuaCA2UglGR1MPkOJf+7Gc/ayUycN7ETSWcTzya0a4tnauagIVGNaPepGAAjUCo7r8YqLMyGvAhSKy7aDAaA3m1oek0cGa5ZXlhRwPjVP5cvdSHuM2ym+bVusBGbqH9WDetSzxGWxAfaNMy3+rYob24rpuXfQx+8I5+tMV6ahruQ/0oPmI+/IYfFAsoi4IEjCk0ckIB+V9//fURp1gOysfFUn1Kla+CCKMiLF/9irZTdha9z0Jj0S3g8k2gPQGcb+oKDZwb4ytxU9f/3DMcOS+j3bbTrnL2vd8ESMBCgyQGsGYQ2PRudqpqDGwZ3GKqSx3BoUG3CoBUGdFfDXar8sJezI99bf2eJq/WGQFtbtFgG3m4aL2nbTsyyQkWlhnXdX1Q+znBgDbQoB62U+Ih+sDfFAsqKMCLQgM+UAAwD9cUFFEM0Gbcz3xc58rROqhfzNe3tYVG31rE/phAfQI439QRGpoO12o8TK7nZXxH4/jx4+MP8tWd+oR8fG0u7L777rutRkTq19gpV5mAhcaAWp9B4LTBKqusz0LoHRK+3YfPXTA91nWDbqSlvwyKNa+WV7XN/PSjjd/T5FW/pxUaYFJ3AX+IP3xU6dSpU6MhbrKKTKps4oKFfoP8ZT5om+kFTe1HoaHBO/2rs1ZRoDZSz1+w/JTQaCIScml1PxjkhA79WPTaQmPRLeDyTaA9AZxv6ggNfRC87BkMPsyN827VyMQnn3xSbN68eTwrwiKjfTs6Zz0CFhr1OPUiFYPAroQGKpV6fakGiXiolg8rQxywcAAAIABJREFUI70G3Qg4y5Z4h1/zahlV26mguqnf6mfTvOr3rIUG3orFB7HLuKSYaB3jNi5sqyA06ogEjn6ABx9mt9CIPca/TcAEZkWgrtCggMDzE/fu3cu6g2sURyjKBAm/l4FrC6aZ4kvhbR4gzzriAyaQIGChkYDS112zEBpaV9w9j3fOGexSVNQNumGX/jIo1rw41tVSx+9cWXXyqt+zEhoqBMgca3w7A69b/eCDD0Zv9opMc/WK+9V+GXu132ZEA/nbjAaAMadOeUQjtt7a3x7RWMvEe0xgKASaCo2q5y9w/qTQSE2fQnkULbiu7Nixo7h9+3arc/VQGNvP/hCw0OhPW1R6wiCwyxGNXKE4McVXmWJf3aAbdqO/yM+76rOqQ87vXD11fy5v3TqzvhRWtK31RprUwtEfXATiq201fa4MTZParuMD8qn9ukIDtvmMho4SpPzI7ZtGaMAmRynAPuc30mk5qCtFkdZB9+f8XfR+C41Ft4DLN4H2BHC+qTN1iuKgyYhGSmjQDq4vVaKlfa2c0wTSBCw00lx6uZdB4LRBet2gExBYJoNnDbrL/NB0OgpAexi2xWhCblEfWY7ug52yheXQ72nyal1y5ap9lkn/9Fgqvx5nXZlX1+pHLEPTpba1jJQPzKPccgF7fEYDeZmv6q1P8CMlSlC3tiMaKB99DME3LqSpV+OyfvQd6XJvnUJdKECYr29rC42+tYj9MYH6BHAerCM09PsZVVOi1q1bNzr/xWc01AYeJn/y5El9R53SBDogYKHRAcR5mWAwVxaM1vWFd9DLAn4NTlmmBrsI1lREaNn0NdqHuMA+5KVNzcdtBIRIg3+ctoVjbf2eJm+KA/3kWv2NIkDzg0tc9HgZE9YdTGIZ0Wb8rWWkfGB6thvsNxEaaFd+RwN14LMPtMu1BvoqCKYVGpo/Vz4YUOTE+ukxMLDQYIt5bQIm0DUBnG/qCA2c1zglCuf9N954o/jyyy/H56f41qk48uGP8XXdcrbXhoCFRhtqC8rDIJABeJN1FAQqGBD44yFknPy44GvICNhYBoN9zcdjmGLFvMiHV+XyWCwX9jVgjg+bw05qyhb90vKb+I380+RVn8EF9cQCf3HHiOIJ9Y4iAGnIMhfkq/04dQpBvH4VHGWgvLIRIfLiuo4PSMs+FgNx2sGaYgE+6Lc2tA512lXFCNpmmhEN+IXyOaqB8tU3sNIvg+toBvKCD0WIhYa2trdNwAS6JoDzTR2hgXJ1RILX1dw6jmbolKlcnrg/2ui67ra3egQsNAbU5gwC44mhzm8EYXFB8KUBcs6O5tVg/Uc/+lFpfs0Xy8axXHncj+AcJ+S4tPGbNtrm1UCd/ukavlIgtREa4BrFhNrHNgQcy8Bvij/WrWyt/ufEDvKzj7URGshft11VZCBfF0KD5VNsRH74jf7+/vvvI+nEAj4WGhNI/MMETGBGBHC+qSs04EIdsRGnVuGcqqMhqfNhap+FxowafYXNWmgMqPEZBKZODlX7ckE/Tng4ieHtRmoDr1jFnfX4LQ0VGrAZRzBgAwEx7/iX4WXe+DrXAwcOTLxSN2Wjqd9qo21e5lN/sY3RICwMstsIDeRP2UdgrB9TVP5lgkHrS9tVoypIxz7WVmjARpt27UposHy8qUtFNLbRn1FOagF7C40UGe8zARPomgDON02EBsrnNClOUcW1Fue1N998c2I6FX3VaVN6ba/attAgQa+7ImCh0RXJFbGjgW5OvKwIClfTBBZGwA+DLwy9CzYBEzABE2hAwEKjASwnnXzOwULDPcIEFkPAQmMx3F2qCZiACZhAMwIWGs14rXxqj2isfBcwgB4QsNDoQSPYBRMwARMwgUoCFhqViJxACVhoKA1vm8BiCFhoLIa7SzUBEzABE2hGwEKjGa+VT22hsfJdwAB6QMBCoweNYBdMwARMwAQqCVhoVCJyAiVgoaE0vG0CiyFgobEY7i7VBEzABEygGYFKoVH1KjQf/+XXq83BHNwH3AfcB9wH3AfcB9wH3AfcB0IfyGkTgPJiAiZgAibQLwIe0ehXe9gbEzABEzCBNIHKEY10Nu81ARMwARNYFAELjUWRd7kmYAImYAJNCFhoNKHltCZgAibQAwIWGj1oBLtgAiZgAiZQScBCoxKRE5iACZhAvwhYaPSrPeyNCZiACZhAmoCFRpqL95qACZhAbwlYaPS2aeyYCZiACZiAELDQEBjeNAETMIEhELDQGEIr2UcTMAETMAELjQH1gcOHDxd4E9jevXuLx48fD8jz1XTV7bWa7T6PWltozIOyyzCB+RG4detWcfDgwQJ/23w16v79+4srV64Uz549q3QEMcH58+eL559/fmxj27ZtxdmzZ4uHDx9W5ncCE5gVAQuNWZGdgV0HrjOAOkOTbq8Zwv2V6UuXLhU//OEPi0ePHs2+sB6VYKHRo8awKyYwJYFTp04V69atGwsMCg2u9+zZUzx48CBbyt27dwuIChUpzIv1li1bitu3b9cSLNlCfMAEWhKw0GgJbhHZHLgugnr7Mt1e7dnVyfn666+PR/gsNOoQcxoTMIG+ETh37lypyKBgOHToUPHkyZM17mMkY9++fVmRwfxVYmWNYe8wgY4IWGh0BHIeZhy4zoOyyxgKAQuN6ukUQ2lL+2kCq0jg22+/HY9EbNiwofjoo48mRmc//vjjYtOmTaMbKjh+48aNNaMSKlR27NhR/Ou//us4zfXr14vNmzePR0refffd4unTp6uI2nVeIAELjQXCb1q0hUZTYk6/zAQsNCw0lrl/u27LT+Dq1avF+vXri5yIAAGmwcjEmTNnJoSCjmZgetS9e/fWQFMx41GNNXi8Yw4ELDTmALmrIiw0uiJpO8tAwELDQmMZ+rHrYAJlBFQoxOlTeICcIxZRhKhNjnqUCRpN720T6JKAhUaXNGdsqyuhcfPmzeLo0aOjuyicv4n17t27C5yQcm+0wn688Qpp8SaMa9euFTt37hwPy27fvr2AbS44fuDAgfFxnOROnjw5so83YcDO1q1bC5xIuWAb+3AMaXJLLn9TH2G/LY+cb9yfaq9YP/gL5mCHOuMftsvagfbv3Lmzph3BG9zLllQ+tA36BI6lFvj58ssvj/z79NNPs21fJ90XX3wxLqKNL2j73EOP77333njaAAuZVfvS/iLWfhh8EdRdpgnMn4AKjSgmONpRJSBUkHj61PzbcNVLtNAYUA9IBa5N3EcQiECfAW1uDfGgwT/LQH4KjWPHjq2xQ9Gg6VJlIB2CWhxjHpYRA3Huj+s6QqPMR9iblkf0Kf5OtZfW7+23354QapFVrh1QDusf8/A32jm1VOXDBevChQtrsoIVhUaO6zfffDNiWiddnTqgLqhHfLVjXaEBn8E4J0rICpzh+5AWC40htZZ9NYH2BMrEBEcqctOmWKqKFQsNUvF6XgQsNOZFuoNyUoFrE7MaZHJkgflxZ1lHJ1BWXKKAQFDKEQzk5510+slAEfmwYB2FziyFBsrP+Qh/puUR+cTf5KDfPVGhQf8Q2JMROFLM4Th8jIv6jbTIgyXyjXk1H9qabYe82Nb2x6iFLrBNAUG/OTKhbV83nfoSR1Lu378/0U9SYgO+VU2d+slPfjIWGW+99dbEQ5bw+YUXXhiLZbRVFDRa/75tW2j0rUXsjwl0SwDnQX3tbRzNQGlHjhwZvbGqidCI06+69drWTGAtAQuNtUx6uycVuNZ1VgNc2EktmkaDY6ZFEKlBMKZPxQUBK4L7XJCM9BpkzlpopHyED1rXtjxi3ePvVHtpuWCU8k85x3bQ/PEYyte8yrYqXyqv3uWPAiIKEda9Tjr0kY0bN476CBjlAnz0EwTU6E8UNSwH6zKhgfo+99xzpWVoGrAc0ityLTS0J3jbBJaHAEcpcH3gTR2cb1PnSQqNqoe8cV7mK3AtNJanrwylJhYaQ2mpoihSgWtd9xHQ8qSld7I1fy5IZZqq40hHEaFBLvNzrUFvTKfHYCu35Mqp4yNsdsEj5xv3p9pL65cSCjFv5EO/cyIlVzfy0hEelqVrFQHKH1w5ogGfVIRo/jrp6EuZHdhUWylBUiY0wKlMpET7Vb5oHfuwbaHRh1awDybQPYF33nmneOmll0bPTPKGDM73J06cWPOFbwuN7vnbYvcELDS6Zzozi6nAtevCWEYMcFGOBvGpIFmPw07ZkitHA3ENdKMtDVaRh4v6kPKR6equc37Wyc+86ofWr4xRrn65/VX+0JdUu2pe+KcjATymQT/qk7v7X5VOj8On1F06lol1mZgoO6Y2yrZpw0KjjJKPmYAJLIqAfksjjkZYaCyqVVxuEwIWGk1oLTgtg0UNXKdxCXNAcQcbH/XBXFB981EqINUgPhUkaxBdJhLgcy5grmsjl7/KxzJeTXmU2cKxVHtNW7+UzSo/lElV31EhoIJC96fanj7EdFFIqJDBXbq6/1JCgCJB/aQfqXVV++ZGaVK2Fr3PIxqLbgGXbwLzI8AHwnG+vHz58vgGDYWGn9GYX1u4pOYELDSaM1tYjjZBZnT20qVLE4IiF+ititCYhkdkG3+n2mvRQqNMJNB/9ZsjF1FAMG1cx3SLFhpo3+9///uVgiYlZGLd+vTbQqNPrWFfTGC2BHDd2LZt22g6qI5q8HmOJkLDb52abVvZ+loCFhprmfR2jwaACOiaLEiPO79RWODbGXhd6QcffFDgji/LmFZoVAW0uRGJaQNxrWeZD5pOmTThUcWfLHUUYdr6pWxW+aF1VV9S+ZCWz2LoSIHur+LK/EhXJjRSx1M+5faVjWiov2XtSxsWGjnK3m8CJrBoAjifpR7m5kgHnr27cePGmvMt/dbvaOiICI97bQKzJGChMUu6HdtuE2TSBQb2CLriq22ZBmuW0UZo4GRIMQM7ZUuunLqBeC5/XR+64FFWP2WpwX3d+tG/2A65eqsvKQZ18sEG/Kt6RgO2cgvKLhMaelyFTM5e2X6KhJSdslfbqk3asNBQKt42AROYB4Fppz6pgEi9/pZ14MhHlSBheq9NoEsCFhpd0pyxLQaLGrjWKVIDz7K8GgTHABflqJ1csJkLkNXPsnL0WK4M9SP6qcfq5J+Gh9YptZ1qL60fWOWWHMc6b53Ccze4oEBUIj0W2tN9qbL5tiakU//AVQVEKi/2xXRxRANpGNzDx9Rra2lbbaXEBO3EY1X5aB9tQVFloUEqXpuACcyLAAUAzrdlQoGCJKbDuY4jHbnpUzjPcdpV1Wtw51Vvl7NaBCw0BtTeqcC1jvs4GSEYw0mqLLDWYDQG8ChH7eSCeA1yNVBVP8vK0TJyvmqwHf3U/DkfNU2uDPhb5qfWJ7edaq9phYbmz/nOcpVNnXzKJQbeONaV0NBX6KIOfA4kclTRk/pux7RCQ0c9Yn2jL3377Wc0+tYi9scEmhNQEYDrM15hqy+luHv3brFr167xh0dTYkLFCm7e6Dc38KKXzZs3j6dM+/mM5m3kHNMTsNCYnuHcLDCAxAmpzj8NNDVojlOnEPjpV6FhGycs7NdFA9FcEI/0ubKQv+rL4DE/AlH98jVOqrxbDz+1jsg7rY+wUZcH0pYtbC8VBBrwg1NuIcNYP6RXoRX5KN9onzbBrerL4DFvl0IDdYi+8KvyOIayTp8+Pe7jOTECGwi4OTKCfHjOCIuKiPhVcLSvfhWc/b1sdGVktEf/WWj0qDHsiglMQUCFAs5FZf9Sz1dEsZLL79GMKRrJWaciYKExFb75ZmbgmjuRxP0apOJkFMVETH/06NGJAA8BrS51g3ikK/MVfrz99tujE6r6yLK0nOgjfiPwZCAa82veMjHUBQ/6m1uTQddCA+VpoJ5iBMGRWqryIWi/cOHCmqzg2tWIBo1X+cK2rjPiQQZgjulaaN8oJpiGa/Z3BO3Ylxo1oa99W1to9K1F7I8JtCdQJTZwXv7oo4+Kp0+fJgvRZzV4ftM1RkJu376dfVg8adQ7TaAjAhYaHYGchxkGrnoCKdtOBeE4oen3MnACQ8DF0QsEaMgHuzFQrxvEkwXuUh84cGB8hwZlcTSFQWb0kXlRVvQVfuN1pVhy+Zv4mCqjCQ/6mluzvWYhNFAmRnrQdvCZ/QC8dXQg5VsqH9uGIwIxH1h1LTS0DtonUZc69UB+9Af9ei6YU5jUbV8+p4G8qWdKIos+/LbQ6EMr2AcT6I4ApkkdP3584nyGZytwrcN1uWrB+e78+fPF888/P55qxfwPHz6syu7jJjAzAhYaM0Nrw2UEUkF4WXofMwET+I6AhcZ3LLxlAiZgAibQXwIWGv1tm0F6RgGRG6lApXDnBXf5U6Mmg6y0nTaBOROw0JgzcBdnAiZgAibQioCFRitszpQjwClNEBHxGQ/mwTQtTvdBei8mYALNCFhoNOPl1CZgAiZgAoshYKGxGO5LW6qKCIgJPlOBCmMkA78pMspGPZYWkCtmAh0QsNDoAKJNmIAJmIAJzJyAhcbMEa9eARjJoJjgQ8pxjTdP8bW1q0fINTaB6QhYaEzHz7lNwARMwATmQ8BCYz6cV64UvL0Ib5jKvU0IoxteTMAE2hGw0GjHzblMwARMwATmS6BSaMQ70f5d/kEd8zEf9wH3AfcB9wH3AfcB9wH3AfeBX/WBnLYxIP+RuA+4D7gPuA+4D7gPuA+4D7gPuA+07gNlQiN3zPtNwARMwAQWQ8BTpxbD3aWagAmYgAk0I1A5daqZOac2ARMwAROYNQELjVkTtn0TMAETMIEuCFhodEHRNkzABExgjgQsNOYI20WZgAmYgAm0JmCh0RqdM5qACZjAYghYaCyGu0s1ARMwARNoRsBCoxkvpzYBEzCBhROw0Fh4E9gBEzABEzCBGgQsNGpAchITMAET6BMBC40+tYZ9MQETMAETyBGw0MiRGcB+fPRu7969BV83hu2uP4R39uzZkf2tW7cW33777QCo2MWhEEBfPXfu3MRX5NHPvvjii6FUYWF+WmgsDL0LNoFOCNy6davYvHlz8dprrxVPnjyptIn0Bw8eLPC3z2v+/v37iytXrhTPnj2rzI/z7fnz54vnn39+bGPbtm0FrvEPHz6szO8EJtCWgIVGW3I9yHfz5s2JIG3Dhg0F9nW59FlooK47d+4cnXRRdwStOJniH0TXLHh0yXaWti5dulT88Ic/7Fx4dunz66+/Pr5g8sIJofHNN990WcxS2rLQWMpmdaVWhACuUfv27RsF/IcOHaoUGqdOnSrWrVu35nzJ8+aePXuKBw8eZOndvXu3gKhQkcK8WG/ZsqW4fft2LcGSLcQHTCBDwEIjA2YIuykCEGwz4D58+HCnrrOMvo1oYHQFPunJMm7PYoSnU7gzMoY+ABZ9rj9E4saNG0d+vvrqq8WjR49mRGM5zVpoLGe7ulbLT0BFBs7TVUIDN9DKRAavezk7sTymj+sqsbL8LeMazoqAhcasyM7YLu/a42SBwHJWgmBWdqfFg+Fi1h227t+/X5w8eXI8wgPhdefOnWmLGWT+IQgNtB/vrn366aeD5LxIpy00FknfZZtAOwIYWdi1a9f43IdrWE4goATcUONIBEboL168OHFT5pNPPhlNv4IdHL9x48aaUQkVKjt27Cg+++yzcZrr16+P88PGu+++Wzx9+rRd5ZzLBDIELDQyYPq+W6dNIWhj4I2TBba7WvoqNLqq3zLaGZLQwMXRz2Q074UWGs2ZOYcJLIoAbgzi+YhNmzatGYUvExpXr14t1q9fnxURqA/T4Np/5syZCaGgoxmYHvX111+vQQAxs3379pH48ajGGjze0QEBC40OIC7CBINJTmnSqURdTpmx0FhE605XJvtGl/1gOo/W5uaIhoXGWjZ19lho1KHkNCaweAIa7HPkAaMKr7zyyii4LxMadbzXUY9oiw+cp0SI2saoR5Wg0fTeNoEmBCw0mtDqSVoVFQgquVAUIHhr8lD4tWvXigMHDozvtCA/piHhBEmbFDQsS9eYonT06NHxtCWeTLGvavpSKi/ywx/4VbagjrFc5N29e/f4wfCy/KmyUfc6fpfZ5bE29rVtwR5tgIsA7jihbviHbezDMV3YVkynaxzDgjwQIDiGYB+M+XwPbce+06Ye6pdul/mYEh3TtjHKhv/Hjh2b6J91+lcqH/vHV199pdVas53KC74oF3cgp10sNKYl6PwmMB8COOfywe8TJ06M3vCk+6I4aOqVCo04osHRDpy3UtOqWJYKEk+fIhWvuyJgodEVyTnayU2TQlCGEwoCGgaWZW5p0Ik88R/EBYJu7M8JjbLAkfYgWlIL3ozENLk1gmCcSHWB37CZy8P9qby0U+U3OF64cIHJG6+r7MPHFBcVGm+//faECGC9uI71KysTx7BomyP4pi2u0c761qcym8yTqkcOWJk9MOc0KviJ+rOM3BoM1N9Y7k9+8pOJ+dDRzltvvTWer6x5q/LBTi4v+jWEQCxLf1f5rb6kti00UlS8zwT6RwDnsg8//LDAzQm+hhb7KD6mFRplYoLPZ2Da1L1797JwcN3h9CkLjSwmH2hJwEKjJbhFZuPUmBj8axBZZ9oM7SAAQrCI/FiwjoF8LAvpNGiMowB8OJvBVQxGVRTBV9wB5oLyT58+PQ7UdNQmlqt+4xjsIIhjuTFvzI+0egcf25q/zfMu03BRoYE6UPCwbVA/jkjgOMqKC9s11QdgR/PDPusP2zqKNE09ok/xd9XUKZTNYB1trG+lgp8vvPDCRBvzAq7lqFhAnTkKAQYQMbT/3nvvjQMA5Nd86NfMh2Po15o3ig2w5Nu0tEzkRbl/9Vd/NS4X789P+a11yG1baOTIeL8J9J8AzgXTCg2ci/S1t3E0AxSOHDkyemNVE6ExrfDpP317OG8CFhrzJj5leRqIVgXRZUEyAiIEmblgFW5qoBmFhuZP+cFq0oYGtGo72mU+rBkwa5qq+iOfponBdtkxlq3BuJbN42Xrabmof2ibVBuqf7F+8I3cUsc0b84+bGjAXLd9ORpRxofHyoQGGDz33HOjvomyU8G4pkE9VYigjKrj4PDyyy+PykAbc1Qk1jtVNuxTjKBfa725X22yzlzj+yEQCmVpmDa3ttDIkfF+E+g/AZx/2goNjlLg/I1/OAfhzX2pcxWFRtVD3tP403/a9nDRBCw0Ft0CDcvPBe40UzfQZTBaFkhr0BvT0Y+4n35wrYGtBqzMHwUI8+XWCFB5ckVdU4uWGf2rW65yRJ66C+3HcmN+9VG5KPOUUKCdsvbjsVR+LbfMR60Hg3CWrWvYY8Cu9dA0qe0yoVF2jLa0XNQj+kgb6Cu51+cyjYqFOkIBPmj5qDcv8syvNulzl2sLjS5p2pYJzJcAzh9thcY777xTvPTSS6NnETl6ivMcn//QmlhoKA1vL4qAhcaiyLcoFycnBI84qaSCSJjUNLlAUtNUBYcMWtVWk/zwiTbUZwR5qAf+ISjDFJWccGiBalym+q2+xP2xDA34qxgxbxdc6parQgB5dEnx5nH1UduDx7FGmibiQcuLIwtqV7dTQb4er7PNL4ujLaPQYMCfOpazHetN8ZBLz/LBkfVmvbRf64hHzlbT/RYaTYk5vQn0hwDONW2FRqyFfksjTnuy0Ii0/HsRBCw0FkG9ZZl6l51BetU6dTe+bjALN1MBreavKl+Px+A+PgfCtHyrEuag1lmQDmzw8SHMWdU3NGmZdYJsltckLfN0wUVtpNqOZaXahcc08Ec9dNF65QQUfODUJbZJnXWToJ4Bed07/1VtHIVGSgQoh9R2V/XWZziUG/olBFDdfp3ykfssNEjCaxMYHgGch7sSGqg9HwjH+eby5cvjEVYKDT+jMbw+skweW2gMqDUZXGrwUrWdumtdN5gFGpapAbvmrypfj6sNYo+v1tX02MaD2fqAMvPhzT4qKGI+/tYy6wTZtI91WcCu6bjdBRe1sepCA238/e9/fzzyxTaN65TAWaTQQH9An/3BD36Q9R39eprX3Fpo8K/OaxMYHoGuhQauG/yCuI5q8HmOJkLDb50aXn/qu8cWGn1voV/5pwFoDLTKfuOOcZySpLZyd7WJpUpoVOWnnTpr+BlHJFg33AHHomKBx7DGtzPwutYPPvhgdMeYIiEnNFICTH3UcqrSMl8TrswT12qjD0Kjy/bVupaNaIA9p26VtTHFxCyEBupdNXVK61O2Xdavc8+PlNnDMQuNKkI+bgL9JdC10MjZ40gH4oC639HQEZH+ErRnQyJgoTGQ1kJgxqCrLABldTR9DBY1iI7HmJ9rHEe5bQN22mm6ho/6ilsG+xQ+8Cm+2lbLSPmN47n9mhfbGvBXMWJe5Up/eazuWssta2dy0HZhGaxjygf1MVcvpGGgDxt8/oD2u1iXCQ3UDYE02zhXfh2hkRIh9F/rCRYoZ9b1Rpn6itu2fC002Ipem8DwCOA8UGfqVJOpT6kRDf0QX+r1tySHkQ9/GZw0vO6agIVG10RnZI/BY2qEIlWkBqypYLQsUKU9nAwRCEWhgeN1/VEbDHx1Xy7YpQ8sB3XQb0jQFtPpuqzurDfqhGA3t6hQQ566C/2taidloHVR38vKZT1SbUsf1C7913LL2NMG6lH2MDPstQnOc0Kjrj1w4nMkKTFB+2jn3KgBRhr41hamoXhpU2/1veobGSgHYiHlO9uqbG2hUUbHx0yg3wRwrqgjNDj1CeexMqFAQRLTaTmYPvX111+vAYNzKaYh45xS9RrcNZm9wwRqELDQqAFp0Uk0+EwFjzn/GCymgmoEWQimcCwXcDKYRZoY0Gr+Mp80YMc2F9ouC8hxkoRtlI81HqLV3zieWmg75XcdllpurHeqPN03LRf1D/XILaxjyj+2e6pdtG65dkeZGoTDTm5UoU5An6oD88WAHv7VES6oPy6MbOP4MDg4Uojk/Keo0GB/2nrzbVexXsqgbh01T9y20IhE/NsEhkMA54A6QgPnMY5U4FyHV9jque7u3bvFrl27xufC1LMYKlZwXsJQCcEYAAAWmElEQVRNFU4LxQtUNm/ePDqPwr6fzxhOHxqSpxYaA2gtDdbLgs9YFc2XCjoZrOIEo1/2xkkwvhEqFdBq/vjQNmykpj7RRw2ocfLDg7/Iw0VHL+Af6oJFy4xTpxAk6le9kQ+2sV8XtYH0ejzaQNqmS7SvD7M34VJWNssoaxfWHWXyTUfYRl8AmzKhgTqzDKSt0745MZLilxMaLJciAm2sdtE++lVwtnFq1IVlIA3qzC98g4G+Garsy+Cotz60jbxlU59U4ID/z3/+8zX9mkIKfnEkJcWobJ+FRhkdHzOBfhPAeaSO0EAtVCjgnFH2L/V8RRQrufwezeh3nxmydxYaPW89DQwZONZ1uU7eKCj0JIQgCwEZ9qUCWvihwajm1e2UyEFeBI2ok6ZNbWvAjZMm/Eql4z6IJhU5FCnKrcpv+HXhwgXN0mi7yj58TXFRAab1joXTfqpdUF+y4JqiQvsE90Xb+pvl0E5qjXqoGND8uW2KAHCOIgEMopiI5cY2zgXsHGGI+fn7rbfeGt/dU1+r8iF/rt7o15ySxXJS6yhwtPyqbQuNKkI+bgL9JdBEaKAWVWID59GLFy8WT58+TVZan9VInYswEnL79u3kuTBp0DtNoAEBC40GsBaRVIPxVGBa5ZMGirnAFWUcOHBgHJzipMXRAuZPBbQsG6MPCPzi62ZhU+/mM72uccLFSRRvjdITIGzBB96JT+XR8uAzfEBdsGjAnguo6TfysmzWPVWu+lBnm/bVT5RTxkX9zrUXyq5qF4wQab3AAKybCg2U1aYeVXzKhAbysl8ou1Qbc3oU6sfpALFs+I83kimPsjZgfuZTH9h+OsrB9LqG/z/96U+z/RrtPM1ioTENPec1gcUSwPmh7ogGPcU0qePHj0/cxMC0KlwLdDoV08c1yjx//nzx/PPPj6daMf/Dhw9jcv82gc4IWGh0htKGTMAETGA+BCw05sPZpZiACZiACUxHwEJjOn7ObQImYAJzJ2ChMXfkLtAETMAETKAFAQuNFtCcxQRMwAQWScBCY5H0XbYJmIAJmEBdAhYadUk5nQmYgAn0hICFRk8awm6YgAmYgAmUErDQKMXjgyZgAibQPwIWGv1rE3tkAiZgAiawloCFxlom3mMCJmACvSZgodHr5rFzJmACJmACvyJQKTT42k+vyz+UYz7m4z7gPuA+4D7gPuA+4D7gPuA+EPpATnYBlBcTMAETMIF+EfCIRr/aw96YgAmYgAmkCVSOaKSzea8JmIAJmMCiCFhoLIq8yzUBEzABE2hCwEKjCS2nNQETMIEeELDQ6EEj2AUTMAETMIFKAhYalYicwARMwAT6RcBCo1/tYW9MwARMwATSBCw00ly81wRMwAR6S8BCo7dNY8dMwARMwASEgIWGwPCmCZiACQyBgIXGEFrJPpqACZiACVhoDLwP3L9/vzh37lxx4MCBYsOGDYW+Um337t2jY0jjxQRMYHkIWGgsT1u6JiZQh8Ddu3eL48ePFxs3bhxf5/fv319cuXKlePbsWR0TTmMCCyFgobEQ7NMXeufOneLo0aPjE44KjNQ20j5+/Hj6gm3BBExg4QQsNBbeBHbABOZG4OOPPy42bdqUvd7v2LGjuHfv3tz8cUEm0ISAhUYTWj1Je/PmzTWjFylxEfft3Lmz+Pbbb3tSC7thAibQloCFRltyzmcCwyJw9erVYv369VmRwev8nj17igcPHgyrcvZ2JQhYaAysmVMiA9Omrl27tmbEAmkxkqFTqg4fPjywGttdEzCBSMBCIxLxbxNYPgK4Mbht27YCf+8QFBi5uH379niq1PXr14sXX3xxfPzMmTPF06dPlw+EazRoAhYaA2o+TH3au3fv+M7G1q1bC0yhqlqQBmlxooLogADxYgImMFwCFhrDbTt7bgJ1CehoRm7EQsXIli1bPIWqLlynmxsBC425oZ6+IDz0xWFSCIcm06B0JMSjGtO3hS2YwCIJWGgskr7LNoH5EMCLXtatWze6QXjjxo3xSEYsXQXJ5cuXs+liPv82gXkQsNCYB+WOyoBAoNCA6Gi6nDx5cjSVCtOsdNGREtjFcTzPwbK2b98+2sdRkbNnz2r2iW0cQ74ohLQMCp1YDkZb4KM+tI40mBpGX7DGdLCykRw+KK9TxrBdlY8VSeVHuZyixnRem8CiCFhoLIq8yzWB+RE4cuTISGjkRjPoya1bt4rNmzePrpOePkUqXveFgIVGX1qiwg+MXjDQj0F8RdbKwyoCjh07NhHUUzRgRITlTys0Xn311UJFk4oIlof6QnTEY/ydmwJGocN0cY18Fy5cyDK5dOlStkza8kP1WXw+MCcCFhpzAu1iTGCBBNoIjUOHDhVPnjxZoNcu2gQmCVhoTPLo7a9ZTn1SoYFgWoN43N3HqIIKnWmFBgN2Hb2ADyosMIqCdBiF4HdAkOb06dNjIYDnVbCPi4oMiAF9FgXbOkqTGhFSxrCtoyaxbI7KsGyvTWCeBCw05knbZZnAYghQaFQ9e6FTpyw0FtNWLjVPwEIjz6ZXR/T5jLJAv43TCKL1IfNUEN610EjVQcuAyMgF8xwN0ZEdzRsFCJloPTUvj1OopI4xTapsHvPaBOZFwEJjXqRdjgksjkAdAYHr2r59+8ZvnrLQWFx7ueQ0AQuNNJfe7a0rNDSY5shBXOuIBSqqeXJBtgbyKZFAYLlgvU4ZsMFAPvpI+1izDE2T2qd5uK2jFrEedW3QltcmsCgCFhqLIu9yTWB+BHDd1dfbvvHGG8WXX345ftgbz2bs2rVrLDJwrbfQmF/7uKR6BCw06nFaeKp5CY3caECXQiNXBiBTaOQED9KQhQqNOvmQV+uBPLrQLk7WsI1pWzr9StN62wQWScBCY5H0XbYJzI8A3zwVbxjqb1yvMN0Y5wULjfm1jUuqR8BCox6nhafSO/ExQFbndORAT0S6rQE68mqenG0N0ONIgJbPUYEoFOqUATt1BAMFAeuhtstETKxrKq0+J6LMcBLHCZ/Pi2idvW0C8yZgoTFv4i7PBBZHoExs4Dr42WefFa+88oqFxuKayCWXELDQKIHTp0Ma6KcC5Dq+UgQwQGceDdSHLjRy/rOuWFPM5DimXqmrogMPlSONFxNYFAELjUWRd7kmsBgCmCZ18ODB8TQpXMdPnDhRPHz4cDRSzylWfr3tYtrHpeYJWGjk2fTuCANkBL24q990WQWhkRMPZKWiqiot8mAk6dSpU6NhaRUbbduAfnhtAtMQsNCYhp7zmsByEdDvaPiDfcvVtstQGwuNAbUipwwhyI1Tk+pUYx5Cg2Io+qcBftmoQy6/1o8cdGSmTj7Y0JGhMj+0PG6jDmWv12U6r01g1gQsNGZN2PZNYDgEOLWq6jW4w6mRPV0mAhYaA2pNDdYhNjTQrqoGvgmBO/ipfGo3F3zXCdDVzryFBkVU1UgDRQrSIQ8X9T3HgGnrihqm99oEuiZgodE1Udszgf4R0JGK3JQoTeMHwfvXhvaoKCw0BtYLNOBHsIx/fGYgPqh89+7d4oMPPpj4UB3SR4FSJ8jWNLkpRxrEz1toKJecf1qH6B+6AcVK5KNdRG3kytH03jaBWRCw0JgFVds0gX4RwHWNz17gunTx4sXi0aNHIydxLfr444+LzZs3jz9i62lT/Wo/e/NLAhYaA+wJeG5Av3JNwVFnjXz6xWtUX4Pnsrv5DMRRDoJs2kF+DN3iREgfYiBft4w6owUUNFEQqH+op76aNjLT0Qx2ARUrsH3p0qWJL4/rqBDqCT+8mMAiCFhoLIK6yzSB+RPgtCheW3Nrj2bMv21cYj0CFhr1OPUuFQL33KtYUyeiVODMStUVAZouVQbEB59hWITQQH1UbKR8BIcLFy6w6mvWECRIk8qr+1JCZY0x7zCBGRGw0JgRWJs1gR4SwAtJ1q1bl70u8e1TPXTdLpmAp04NvQ8g+OfrWGOAjG8/1PnonAqIshENsEJa3GGBbQbe2MbdfywM9BclNOADRh5Qb+WBbQizOL1s5HT4j3XcvXv3uI6oK+pZ10Yw6Z8m0CkBC41OcdqYCfSewPXr1ydeb4tr0v79+4vPP/98/KXw3lfCDq4kAY9orGSzu9ImYAJDJmChMeTWs+8mYAImsDoELDRWp61dUxMwgSUhYKGxJA3papiACZjAkhOw0FjyBnb1TMAElo+AhcbytalrZAImYALLSMBCYxlb1XUyARNYagIWGkvdvK6cCZiACSwNAQuNpWlKV8QETGBVCFhorEpLu54mYAImMGwCFhrDbj97bwImsIIELDRWsNFdZRMwARMYIIFKocFXmHr9y69wm4M5uA+4D7gPuA+4D7gPuA+4D7gP1OwDOYEEgF5MwARMwAT6RcAjGv1qD3tjAiZgAiaQJlA5opHO5r0mYAImYAKLImChsSjyLtcETMAETKAJAQuNJrSc1gRMwAR6QMBCoweNYBdMwARMwAQqCVhoVCJyAhMwARPoFwELjX61h70xARMwARNIE7DQSHPxXhMwARPoLQELjd42jR0zARMwARMQAhYaAsObJmACJjAEAhYaQ2gl+2gCJmACJmChMfA+cPPmzeLo0aPF9u3bC33NGn5jP457MQETWC4CFhrL1Z6ujQlEArdu3So2b95cvPbaa8WTJ0/i4TW/7969Wxw/frzYuHHjOBbYv39/ceXKleLZs2dr0nuHCcyLgIXGvEh3XM6dO3eKnTt3jk8oKjLiNtLNQ3BcunSp+OEPf1g8fvy449ranAmYgBKw0FAa3jaB5SKAa+i+ffsK/J0fOnSoUmh88sknI1ESr/38vWPHjuLevXvLBcm1GQwBC43BNNV3juIOxYYNG2qJDJ5osD579ux3RjreOnz48MifvXv3Wmh0zNbmTCASsNCIRPzbBJaDgIoMXLerhMbVq1eL9evXV8YDe/bsKR48eLAckFyLQRGw0BhUcxWjYVAVDxAcqSlS9+/fL86dO7dGkECkzGKx0JgFVds0gTQBC400F+81gSETwPSnXbt2jUYyeJ0vExrffvttsW3btnF6jFzcvn17PFXq+vXrxYsvvjg+/u677xZPnz4dMiL7PkACFhoDajScVLZu3Tq+c4HRA0yhKltwd4QiACcuCJNZTKNiGR7RKGsNHzOBbghYaHTD0VZMoA8EcJ0+f/58sWnTpvH1vY7Q0NGM3IiFipEtW7YUX3/9dR+qbB9WiICFxoAaG1OfePJpGtBTCCA/trteaL+pX137YXsmsAoELDRWoZVdx1UgEKdK4WbgZ599VrzyyiuVz2hg1sK6detGNxBv3LgxHsmI3FSQXL58OZsu5vNvE+iCgIVGFxTnYAMnIwTxbUcldDQEoyL4zUWPlT3HQaGj+bmPAkjXtKW+Y+rWtWvXJh5kxxuydJQFozSYDqbPoXCKWNUITiovfDpw4MCoXNbZaxMYMgELjSG3nn03ge8IqNA4ceJE8fDhw9FzjnUeBj9y5MhIaORGM1gK32CFa6GnT5GK1/MiYKExL9JTloNAnIF32xEJjjrgZKPPasxTaBw7dmw8KkNRUle4ID0YXLhwIUkTb72izdwab+BSkZU05J0m0HMCFho9byC7ZwI1CUBofPjhh8VXX301HmlQ8VH2jEYboVFmr6bLTmYCjQhYaDTCtbjEEAYMnjlS0NSbnI1phAZ9oIhJTZ3SEQ2KBY5gYAQCIxxYdHQkvpIX6fV1viqUkFeFGHzQkQ+Uf/r06TG/tkKNdfXaBBZNwEJj0S3g8k1gdgSaCg08e1H2+lqdOmWhMbt2s+U0AQuNNJfe7dUgPAbZdZ3VYFyD7XkLjZT/6kNKrKCOKlh0FATHyCfuVzYUQ2VpNL23TaCvBCw0+toy9ssEpidQV2jUERBqCzf6LDSmbx9baEbAQqMZr4WlZiCNE0UqUK/jWB+ERi7IZ/0wNQp+5hatA/JwqZuf6b02gSETsNAYcuvZdxMoJ6DioEwY4Aadvt72jTfeKL788svxFCw8m9HkdbnlXvmoCbQjYKHRjtvcczGQHrrQyI1W1B1t0JEPHZWB+AIb/OOD42WCZe4N6AJNoEMCFhodwrQpE+gZgbpCA27zzVO8/qXWuCbipSs4b5QJl55hsDtLQsBCYyANqYG03slv4n7OhgbvZbYpdlKjEhQKKSGBkyb24wSo4oC+6/FUfqbDuiztyZMnx2JDT7Y4weJkjI8YejGBZSBgobEMreg6mECaQBOhAQtlYgMio+7rctPeeK8JTEfAQmM6fnPLrVOGUsF6HUcoBhCE6/SrPgmNOnVjPVKiBA+W41W2KjR0Gw+U8+HzOsycxgT6SMBCo4+tYp9MoBsCTYUGSsU0qYMHD46/Ag6Bwdfl6hQrv962mzaylfoELDTqs1poSr2TjxNI02lBKibiiIQeG/KIRmwgMDp16tRoyFjFRhRaMZ9/m0DfCVho9L2F7J8JtCfQRmiUlabf0fAH+8pI+dgsCFhozILqjGxy6hIC5dTd/LJiOQqAvHHUoK7QoI0oVFAuj6X8UpEUy6bPzJ+yzTRYq685W5qe2/BBX3Gb8pNpvTaBvhOw0Oh7C9k/E2hPoGuhwalVeA3u119/3d4x5zSBFgQsNFpAW1QWDbIpNvR7ESm/cMJiEI88qdEQtZsL3lUspMQAy0gF8Jo3Z19FlE7rinVKPWdSxz7t0M9UHZjGaxPoOwELjb63kP0zgfYEcE2r82VwHak4c+ZM8fTp0zWFaho/CL4Gj3fMgYCFxhwgd1mEPqtB4XD06NE1U6nw4DPuYkBYIB3/paZGaaCeEgrwXwP8VJDOAD6VX+3nhIaKnZQN+KB2og8UKikhRf6aP1cG03ptAn0mYKHR59axbyYwHQFcq+oIDVw3+XpbXPsuXrxYPHr0aFQ4bHz88cfF5s2bx9d/T5uarl2cux0BC4123BaaC0F/FBAUEmXrlMhgRRioIz+CcI6U4GQVBUsM8mGD+RnoIx/f8oRt2ITtnNBQG0hX9WXwWBcVKvDh0qVLI2HC+qE+9AH2y0ZNmMdrE+grAQuNvraM/TKB6QngmllHaKAkTovCda3sn0czpm8XW2hHwEKjHbeF50LgjGC87MTCYzFoTzmvYoD5dI0gnc84pISGjngwH0WF2ua+lA/YR8FCG3ENEXHhwoVk9jjaE/PydxQpSWPeaQI9JmCh0ePGsWsmMCWBJkIDReGlJ+vWrcvGA3z71JRuObsJtCJgodEKW38yQXCk3qyEb0ekplSVeY6TG+6OIC+DcmxjdAALRUBKaOA40ulIC0QFbDYRGrCDOsF3tYVtfCeDoyQjhxL/sQ67d+8e1wF1QT3q5E+Y9C4T6B0BC43eNYkdMoHOCOA6VndEg4Vev3594vW2uO7t37+/+Pzzz8dfCmdar01gngQsNOZJ22WZgAmYQAcELDQ6gGgTJmACJmACMydgoTFzxC7ABEzABLolYKHRLU9bMwETMAETmA0BC43ZcLVVEzABE5gZAQuNmaG1YRMwARMwgQ4JWGh0CNOmTMAETGAeBCw05kHZZZiACZiACUxLwEJjWoLObwImYAJzJmChMWfgLs4ETMAETKAVAQuNVticyQRMwAQWR8BCY3HsXbIJmIAJmEB9ApVCg6859br8YzjmYz7uA+4D7gPuA+4D7gPuA+4D7gOhD9TXJU5pAiZgAiZgAiZgAiZgAiZgAvUIfK9eMqcyARMwARMwARMwARMwARMwgfoELDTqs3JKEzABEzABEzABEzABEzCBmgT+P/i5Q7RMtpOKAAAAAElFTkSuQmCC)
Assinale a alternativa que traz corretamente o percentual acumulado no defeito espessura maior.
78%
97%
80%
87%
95%
Um gerente da qualidade precisa encontrar os 2 maiores problemas do processo de extrusão do processo dele. Para isso, ele coletou os dados e montou a seguinte folha de verificação.
![](data:image/png;base64,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)
Com base nessa folha, ele elaborou os cálculos e o diagrama de Pareto. Assinale a seguir a alternativa que traz corretamente as porcentagens acumuladas dos defeitos “rebarbas” e “cor errada”, respectivamente.
58,17% e 86,78%
32,56% e 58,17%
6,13% e 4,77%
25,61% e 11,85%
32,56% e 25,61%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
K = ![MathML (base64):PG1hdGg+CiAgICA8bXNxcnQ+CiAgICAgICAgPG1yb3c+CiAgICAgICAgICAgIDxtaT5uPC9taT4KICAgICAgICA8L21yb3c+CiAgICA8L21zcXJ0Pgo8L21hdGg+](data:image/png;base64,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)
LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
III
V
I
II
IV
Uma empresa fabrica e entrega seus produtos para várias lojas de varejo e quer diminuir o número de devoluções. Para isto, investigou o número de ocorrências geradoras de devolução da entrega no último semestre, conforme apresentado na tabela abaixo. Faça os cálculos e construa o Diagrama de Pareto para acompanhar e conferir os resultados dos cálculos.
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)
Assinale a alternativa que traz corretamente o percentual acumulado na razão Preço errado.
93%
98%
97%
89%
87%
Ergonomia é adaptação do trabalho ao homem, nunca o inverso. A NR-17 (Portaria nº 3751, de 23/11/1990) é a norma regulamentadora que estabelece regras para adaptar as condições de trabalho às características psicofisiológicas dos trabalhadores, do mobiliário nos postos de trabalho, dos equipamentos, das condições ambientais e da organização do trabalho.
Falando sobre Ergonomia, analise as duas asserções a seguir:
I – A ergonomia estuda a organização metódica do ambiente de trabalho com o objetivo central de harmonizar as relações entre o homem e a máquina.
DESSA FORMA,
II – a ergonomia atende as necessidades físicas e psicológicas humanas, oferecendo conforto ao funcionário e aumento da produtividade.
Analisando o exposto acima e as duas asserções, é correto o que se afirma em:
As duas asserções estão corretas, e a asserção II complementa corretamente a I
A asserção I está certa mas a II está errada
A asserção I está errada e a II está correta
As duas asserções estão corretas, mas a asserção II não complementa corretamente a I
As duas asserções estão erradas
A partir do quadro de prioridades abaixo, elabore a rede PERT e determine as datas cedo e tarde. Assinale a alternativa que traz corretamente a data cedo e a data tarde do evento 6, nessa ordem.
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)
15 e 15
6 e 8
8 e 8
9 e 10
6 e 6
Carta de Controle é uma representação gráfica de uma característica da qualidade medida ou calculada para uma quantidade de itens em função do número de amostra ou variável de tempo. Serve para monitorar variabilidade e avaliar estabilidade de um processo e detectar causas especiais e causas comuns.
As etapas para confecção de uma carta de controle são:
I – coletar dados;
II – calcular a frequência e a porcentagem acumulada;
III – desenhar as linhas de controle (LIC, LM, LSC);
IV – plotar as médias das amostras nos gráficos;
V – verificar se os pontos estão dentro ou fora dos limites de controle.
Assinale a alternativa correta:
as alternativas I, II, III e IV estão corretas
somente as alternativas I e II estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
Sobre o diagrama de Ishikawa, é correto afirmar que ele tem, ainda no século XXI, grande e importante utilização nas empresas, pela sua aplicabilidade prática e objetiva. Abaixo seguem 5 recomendações de quando devemos utilizá-los:
I – quando necessitar identificar todas as causas possíveis de um problema;
II – obter melhor visualização da relação entre custo e qualidade;
III – para classificar as causas em sub-causas, sobre um efeito ou resultado;
IV – identificar com clareza a relação entre os efeitos e suas prioridades;
V – quando for analisar defeitos com o objetivo de identifica-los e melhorá-los.
Assinale a seguir a alternativa correta:
somente as alternativas III e IV estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e IV estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
O Programa 5S+3 é uma metodologia que visa estruturar o trabalho de forma metódica por meio de um processo de reeducação, que busca a sensibilização e mobilização dos colaboradores na criação e manutenção de um ambiente de trabalho saudável e produtivo. Promovendo a mudança de hábitos e comportamentos através da reflexão das pessoas acerca dos recursos disponíveis, contribuindo com o combate aos desperdícios e sem necessitar de investimentos significativos.
Falando sobre o 5S+3, os 4 primeiros sensos são:
I – Seiri: é a fase inicial, onde se analisa os postos e locais de trabalho buscando selecionar e deixar no local somente os materiais, as ferramentas e os equipamentos que agregam valor ao processo e à execução da atividade;
II – Seiton: é a ordenação e arrumação das ferramentas, materiais e equipamentos de tal forma que facilite a execução das atividades que agregam valor;
III – Seisou: o ambiente de trabalho precisa estar 100% limpo, e isto é tarefa de todos na organização, não somente de um ou outro setor ou nível hierárquico;
IV – Seiketsu: é a preocupação que cada funcionário deve ter com a sua própria saúde.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
IV, apenas
I, III, apenas
II, III, IV
Durante um período de seis meses, a produção de filme de Polietileno foi acompanhada, anotando-se os defeitos encontrados (Folha de Verificação abaixo). Priorize os defeitos a serem tratados, faça os cálculos que julgar necessário e construa o Diagrama de Pareto.
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)
Assinale a alternativa que traz corretamente o percentual acumulado no defeito espessura maior.
78%
97%
80%
87%
95%
Um gerente da qualidade precisa encontrar os 2 maiores problemas do processo de extrusão do processo dele. Para isso, ele coletou os dados e montou a seguinte folha de verificação.
![](data:image/png;base64,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)
Com base nessa folha, ele elaborou os cálculos e o diagrama de Pareto. Assinale a seguir a alternativa que traz corretamente as porcentagens acumuladas dos defeitos “rebarbas” e “cor errada”, respectivamente.
58,17% e 86,78%
32,56% e 58,17%
6,13% e 4,77%
25,61% e 11,85%
32,56% e 25,61%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
K = ![MathML (base64):PG1hdGg+CiAgICA8bXNxcnQ+CiAgICAgICAgPG1yb3c+CiAgICAgICAgICAgIDxtaT5uPC9taT4KICAgICAgICA8L21yb3c+CiAgICA8L21zcXJ0Pgo8L21hdGg+](data:image/png;base64,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)
LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
93%
98%
97%
89%
87%
Ergonomia é adaptação do trabalho ao homem, nunca o inverso. A NR-17 (Portaria nº 3751, de 23/11/1990) é a norma regulamentadora que estabelece regras para adaptar as condições de trabalho às características psicofisiológicas dos trabalhadores, do mobiliário nos postos de trabalho, dos equipamentos, das condições ambientais e da organização do trabalho.
Falando sobre Ergonomia, analise as duas asserções a seguir:
I – A ergonomia estuda a organização metódica do ambiente de trabalho com o objetivo central de harmonizar as relações entre o homem e a máquina.
DESSA FORMA,
II – a ergonomia atende as necessidades físicas e psicológicas humanas, oferecendo conforto ao funcionário e aumento da produtividade.
Analisando o exposto acima e as duas asserções, é correto o que se afirma em:
As duas asserções estão corretas, e a asserção II complementa corretamente a I
A asserção I está certa mas a II está errada
A asserção I está errada e a II está correta
As duas asserções estão corretas, mas a asserção II não complementa corretamente a I
As duas asserções estão erradas
A partir do quadro de prioridades abaixo, elabore a rede PERT e determine as datas cedo e tarde. Assinale a alternativa que traz corretamente a data cedo e a data tarde do evento 6, nessa ordem.
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ORBqyJMeSGxorpIS4kwMQgIzUM/XIhuSF5IRZe+Gwbvl4ehd+2Jcr/4XHej0aJXjpxzM+D3lwqaRAej0svEiXIFCYXenxMiyzfndxQzC7prVbmYbVFcmOiqiLo+j8klwzrs524kGiQVNAIsc9X1LcbjRhTjlyIIRod9mG2PT1gtm9ucaUUFFM30PhwIfFgCoFpCaOn5myIF7KaXVghbUzyTFzxf5J0caEBpG5jwTOXj34NFieM2PzsD1vkcmVgivwGRnmoJ42ONLUWrUnH8Le0R3JDsmmcazpbBkd0XjyRm9TcUjAlTTJ0xeBlkt6iDSIOWcs3b1M8wusJLEsl6CyZ6AydLeoa3psrdTdrdfgKlO9WR0s6y0SGnvh4s4z0JX54XzptdOSZCeGyNSxD0matOatA3LRpcsPIBlkwIzZcaATYYQ0j5j7WSpDBGnIzZ0OsNDrDbkZpkcxQQYQm2sL7b361SwqM2ekLSquE3FCZMUTMeg3W3lBJERzGi2POncSGoHEkNyavyd9CD4z/h+CiQePC9BWvMeSGeX3ep7UpGHe/p62QG4LcjFKicmAI15BWtgHbkykmY1jooRBXbCdHcsPoHj1xXsuUBM8n1mhsuJ9kyJAbDh2mp81lzZ5Uic7xfxiiu2BrAq4avAw/rY+V6E5haaVEaUwKlHiip8/ID38v6zZ4f0YCuZDckLSxhoMLjRpTDjFphdgbmys1OkxtsY3ctd3fta8tkpuwev3CFCP1yaif9ghBJmFgbR0XphfZbxnSf2TSJjFcJA70elnHQKLCKA0X6ivqCBazl1fVILeoUiLFdNRY5MmF6UVG7ZjmpMEKiM7G8O8Dce+YdZK+5HXEBwmJRK+n28gNI4NMGRh9MvaXfYKba4euwOTfbL+VeOToLNYYMlXBKCbx/ndhwtv/bS/khjJne4mu+Wa3lFGw0JjOlnGaGLlhRJbkhe3ExURumF5iKpJkiG1O/TRxXpDYPWIrOqUQmfm2aByjh7RPJNRcXpi+Xc6n3eN1jBya+/OVS1HJhUK06ciT3BiniTVZJEW8F2tGuRBb/P9Kbv7CCaXYSK/M2IHq2loxMmSUzBmy+MkwVnpUDAV/U5+WYiEvGS0b2XhEJDc0gCZyw5FO9LLvHrNWPCjWSdBLuuDl33HZG0vFQ6dnz1SHMS4EpztyQy+Oo224MC1CA8XwIYvAuATE5Mj/pufNxZAkbx2+NRxvC+SGHZDK3rQ16xDoSbODEhvszExNkYTSI+JCg8KCPuKEBehcqCRopLhvRUCK7NsTa6tpYMiXhonXGHLD9OPQ7wLkPJJiGj0qLFODQxxS2RFbNGQkIhe8vBhMU3KhJ8c2Zg0HC1dZsH7hK3/gg19s4WLekxg0aTJGn/q9uEjwyZF+xFlrVD5tkdw4FhRf9sYSkS2xT/mbNia5ZHtd/OofMlKSbbg/q1hIDM+79LUlgh+DD/ZzGjWSC0ZvGOFhu5kRe6y7oiNEXcH/SYN40/CVQmhYm0VjRsy6khv+DkaFiEkuHJ3DqCTvzageF3rqbAdiiw4hI0hKbv782ka2uykoZlqbbcV9T0zeLKkltgUHwDAy8u73tggg7Rb7LsmvqbdyJTd0nGj7qNfMOW99vRvnPLcQM1fZpppg2pzke1+8zWEnCaeTz3ZnRJfZCi68nqMrGQGkw8SF5IajArkwckibd9mbS2UwDfcRUyQ7vFdrsEOefkObjtwQBBxex+XXLYmSOyTrZUMZJUHDQA/py+WRct78zfGiKEhuDAFiaI5AWB1oM1osmqIRYrGmaeSEzGLx/r9ZESWFepMXcpTNMuyOshk4FoQ5khuCmQtZNnPpJr/NkVIsJqVC48LUBQ0mvW0urvPieGq41rC/LZAbKgHmpblkFZbbhk7WD+dme5k6K0biGH2prrEVaZJsfvxbCB6btEmuzSwol9QQ66NMukkO1LcZOzu9GaNsqNTuHrVWojo8j9GgPfVtzO8LtibK8E8TqeH/J+Exy5if9wop56RaXEiuOMLCFCTvzyyW/8dIHxd68ryexdIcCUjSc8f7tqGirQEr5je0RXITU1/Uy5osx7mziH/qCHrMXIIS8qS4l9FjLhxpwnQinRpG6IgnUzTOyC3rc0hG5Nr4XPywJkZSn/vq0+O7orIkjfnTulipxSJhJiEqLKuS9MQTH9vJzUv1xJx1E8S8GYLMezMdboqaiTeSIpIpEhvi6TElN3+Jkb6R7VCfZqQTFRibI04WP3Nh23OQAo0wI8SmaJdROs5jZZaJ9QNjGCHmQuywjalvguvJy29bE/H50giU1A94oN0imTE1eSTRjB4yGkg9xIE3XIgBEh+mKs3yzJQtUgNmfucK/+QGp4yRJhZD83+bPt1at22W3BiPnNEajmyiMaGx4n4qnTvfXytzmtArppdE9ssUAoe+8aE53I0RHobkXp6+Q0JvLPAztTIs2qNiIgliLURR/YgpAsAUD9ObojdEZcbCPgKO57Ox/aNz5Hc9/elW8epf/2qXKDkDIA4N5JB02/wEq7EqMFXu89Y3tiGkrRUwjr+rLZAbEmB2Xip1Dn21RTTWCE5ISDiCirggsSVxoVdrCAdruBitIbFhVI+pIdbdsNichb88j1uSInq+NFaswSKmGFEkPhiBScy01V8xZDztj3Bk5pfhx7WxQo6ZxzaFfEwprPBPEQPI6CHnXqIhMkXtTFHx9zHiRKVGw0rM8/lYSGoWFhTzWflbW1v0pi2RG4bu2a6bQzIkFcmCYfZxxz5AJc9CXBblGmOQkV8OOkE8954xaxtSREZ3fLooTIwDvXiO2jOOD/URdROL2fnZEG3mL5gWp0fNaB9T42xvpqUEd++tBvUM78N6MbY5ccFRNgZ7/N8scH7rGxaqr8BDEzfKPXmcaak7NC3l1K6ObdzSz+x/dG7pLDNKRvLClDajyCQfdLqJEaa7iQUSEeoOLuzjrCXNK6qQkVQs4GUhMXWFqaUj9tieJuJCPcbpBWgP6cwTS8QHIy1Mo3Ph/+f/YX0Y7290HX8T54Yjhojna95ZIUPRjT3ktUynvjPLX35rS2Xyv7yuzZIbIyR2UnZy15FF/E4vh8aBxocjR8xnKlgqAHovnAuHRoL3Ixh5DVMR7PBUbjTgBB7/BycKJLB4L57La0iAmHqi0jG/ifdnxTmvMfuE+IxaI0yd9+dvMmSM53OuEoLd8T7m2ta6bQvkhu1MMsK2pxJxNPbmM4+xvYkZpo/4nW3E8yl7Fv+xPdlO/E4Cy/bjeby3IbROmKq/lu3Oc3g/bg2WiBuez+Osy6BxInli6JojcBiW5v8izvi7iDv+P2KG1xL3PM57cJ/BLe/DZzH45DmtaaUM+dvawgzFRr6UN9vE4MFRntQdNDKcFI01etQR7MtsE7YbV/YTprXZNtQ5PGbuwWsfmUjdYtMJbE9ikCkHkhlewzor3oP/g9exfYlJcw+z5X2IU36342Kd3JsRAuoz4s2cTwy5u4853lq2xAx/d1ubxI/yY/uLjfhwk6T/iA22Iwkm29jYHj4jscAUIfs6SQlX2gTqBbYn29axvQz2qIuIO7an4GnSRtEH8v/fX4MLX1ncMHqOk5HS6TJY4P2JMd6fv5U2S/RkvePE/83fQ/zwftRfrQUX3n5Hmyc37PQ0CMbwOD6wHKv3XtmYBBMb0Jzj7lruo/I1ioTn8t78H9zPlec43cONh8zIEK8x53FLI+juHjzm+Fsdr2nNn/mb2XHpZXBiQz5ba/y9bHPXtje/0+DCtKm0dX07G6zYFI29zXmtaS9znbmf7HfBI/c54oa4MISI1/H+5rj8nvoJtMw9+Tt4nM9g/rcjPs0+nsOV93PXH8z9/s4tfxd/Y1shN0a2omOamHPKYMwmf2esmPZzd4z3d2x/0zYGl7zGFbtse15jzjVb7msKF46YM//X3X3M/VrLlphpq+TGJmebLSCG2D5Gr7iTL89hm/McEg5H3Hlqd6Nf2JbmGnM923zWyuiGmkMOaGBNlvnfxJb8v/oJSfn/zDFuzb3NOY7HWvvnNk9uWruA2/PvI/DbArlpz23Q1p6tLZKbtibj9vZ72zq5+bvagwSZOpqznjPtxBIKZhnaAqH9M2Sm5KaVhe3/jEb9X91DyU3rSvn8r9r9QP6PkhvFjK/4UXJzYJhh1IuEhulQRn/cpVd9bZO2cL6SGyU3TmFIX0Cr5ObAlI4vsm4v5yq5Ucz4imUlNweOGZOm8lX2bfl8t+Tm/g9YhW/L+TGHp6vKwB0GiBGOJmLNje3lbracr7tzdZ9iiBjgu+A4PxRrbszIC8WGYqMpDBAznOKDBcWcH8w24lFl1pTM9NhaGQH9e4BtqhaO9vLLLijH3WNsozpYRKSrysATBkzlPCdO5AskObTa07m6X3FEDPD9XMQJJ1LktAec/VSxodhoCgPEzLVDVkjNyKT5QfIKm6bO12OKJ2KAkyMu8ncgNxwPz0l++OZQTkuvq8rAEwaIEc7SyzkcOIcG32rs6VzdrzgyGGCkj1P/c0Ixfjb7dasY8YQB4oRzsPDdcJxg09N5ul8xZDBApzu31PZybInc8I8uKgGVgEpAJaASUAmoBNqLBPz4YkG+0ba8olpXlYFXDFRUVsvbthUz2l980Rm1tXWorFI944vMrH5uTU2dzLRrdTno8zdf1zoSMz9O+R0Wk4OgiEwER+qqMvCMAWIkNCoLhcUViIzPwb6IDMWM9hmvGCBOiJnY/XnYF66YUR3jWccY2RAnuQVl2M+33itmvPYxIzcrb4mT+ldtCcfxY81NcFQ29oRlCIh4gq4qA3cYIEZIcGiowmOzERiWpljR/uIVA8RJQVEFohNyERiqmHHXt3Sfs84NDE1HTn4ZElIKEBCa7hVjKj9n+VlRHgEh6SivssduhNyERGcLeOhh6aoy8IQBdhh6BiQ3EXHZ2BOernjRPuMVA8QJyU1MYi72hClmPPUv3W/XvcQJyU1iagECFTNe+5hiJwMkxEpu1CC1qLMoubErX0/KJDgqC0GRmS2Sr6d7tvX9Sm4a44YYYcRc8BKVhX0RihlHnCu5aYwZIx9ihgEJbs0+3Sq5UTAcALFTcuNZ4ewNT0doTC5CY3IQHpevOHPAmZIbZ9yQ2ITH5SE4OlvwEplQiPi0CkTvL1bc1ONGyY0zZkheiJu4lDJExBcITiISChCTVKKYqceMRm4clK6y3cYdqCmZKLnxLK+oxCIsXLIZF1x4KQYPHa1Kx6GfKbmx44beNtennnkZZ57VB2eceTYuufQKPPDQk5i7cC3iUssRFKkeuZIbO2ZsxMaGiTETpmHARQNxfNcTcNmgq/Hlt/NB3dOU3rbKMSU3DkrXKo3+Zz2nkhtnheMo18T0Sjz25PPw8/MTxbNjTzzCYnNV6URkSG2W1tzYsMPInn9wMrp2647LBl2DMeOn4oWXB6PfeQNw0EEHYfDQMYhJLrV8mkrJjbOuIYGZt2gtTj75FDz1zCsYM2GqkJwOHTtiwe/rleBEaFpKjc0BkDslN84Kx5AbpqN27duPE086BU8/+yo6d+6CD6d8g/jUcsWbkhsnDBhy0+PEk/HG2yORXwYkplchNqUMz734hpDjH+cuQ7TF0w1Kbpx1DaN9OwLjsdU/GgnplUjPB7bsjsIhhxyKl14dgoS0SiecGd1kpa1Gbg7AuFsJKO6eVcmNs8IxMopLKceUz75Dly5Hwz8oGZcMvAKDrrwOscmlWlys5MbJ6Bhyc+JJPfHiK283EGDWUbBIlOmG2++6X9JT+yxcmK7kprGuIcEx0WBud+1NRKdOXfDWO6OkZsvoI6tuldx4ITcsDKWSYRjQrLah8jqEVclNY4VDRUJyc/W1N8maUwKMHDtZUgxrNwc3FP9ZVeHwubXmxo4bT+QmKDJDDNT1N96OPueeL4XGNGZWxY2SGztmXDFAG5WYUYWPp86USN/iFdvAonTX86z2XcmNF3JDIrNpZwR+mLMEP8xZKtuNOyKE8FgNLK7Pq+SmscLhyKgN28JwZJb3LHUAACAASURBVKfO+Oq7BSisBAKCk3H44Udg2MgJGi5WcuNkdDyTm0zEJpfh9jvvx8k9e8E4Wa590Crfldw01jVse+KCTvfOvYnoctTReOTxZ2xF6DqVgM5z4005cGjdtBk/4rTTz2xYp34xW0e/SMfSSfxc8ZOQViFFoSwkfuKpF/Dqm8Px6hvD0alTZ1x40UBEJhZafj4KjdzYDVVT5IbDwS+48BL0O/9CmU5AIzc6iZ+jviGxYfqSNX4DLrwUZ5/TV2aMN6kqx3Ot+FkjN14iN5xLIDA0FdsCYhtWfud+KwLG8Zk1cmM3UpRLcFQmohKLMfDyq9H71DNwy23/wjXX3Ywbb74Tl152JToecgj+WLnd8iMZlNzYceNIblgIyvQCo8X7M6uxZtM++P3DDy/8920pGnXse1b7rJEbO2bY9iQ24fH5CIvNw1XX3IhTep2GnXsTtK7PwZ4ruXEQhieFQSJjm5CNk7LlKrGpl5mSG2eFw/Dw4pXbJe89bcZssN6G3ndqLrBrXyI6duyIF15+Sw2Vvn6hwTEy5KZ7j5Pwwn8HCzaCorKwYPEGnH7GWeD+LbuiLD8RpJIbZ10jdZ9habjhpjvQ85Te2Lg9QtKYJD3qeNtkpeSmGeTGE+mx+n4lN84KJz61As++8LrU1zAHbsLDfLkoJ2O79oZb0bXrCVo/oeTGidwwEnzaGWfi2OOOR/8LLsbZffpJGvO6G27F6o17JdJHo2VlfaPkxlnXUJ9MnvatOFIkNxdfOgjn9u2PPn3Px823/QsBISmWrwtVcqPkpsVKU8mNs8JhVG/mDwvxzfe/SbjY0Rhxev2lq3fhg0mfwz8oSd4j5HjcSp81LeWMG3racxeuAWv5Pvp0pkwj8OsfG6WegtFAqxMb9g0lN86YYcRv3dYQzJg5V2pCOVJq8tRZMmLqy1nzsScszfIRHCU3Sm6U3PxJGKARYsFwdFLjdwLxGHPkfBeM1cPGSm6cDRWNN0kM50HibMRc+d3KBcSuZF/JjTNmqE9IcBwxQ9zwu76TzCYrJTd/kmFz7YxW+K6RG2eFY4U2/zOeUcmN4sZXHCm5Ucz4ihklN0puNHKjGGgxBnxVODxfyY0aKl9xo+RGMeMrZpTcqGFrsWHTyI0qHF8VjpIbxUyLMBOWjpx8neemJbKz6jVKbpTcKLlRDLQYAy1RnBq5UYLjK240cqOY8RUzSm7UsLXYsGnkRhWOrwqH5yu5Udz4ihslN4oZXzHTiNxUVtdib0Qm/EPSEBCqq8rAMwaIESqdgqJyhEZnYndIqmJG+4xXDBAn+YXliIzLwe5gxYzqGM86xsiGOMnKK0Vccj52KWa89jEjNytvd+1LRVkVGha/2to6ZOWWIiOnBJm6qgyawAAxQqxUVNZIPlwxo32mOTqDOCFm8grKkZGtMmuOzKx+DnFSVl6NguIKpCtm1C41YZdMXyFOqmsauA386urqUFZRjdKyKpToqjJoAgPECNeamjpRPCWlihntM83AQKkNM+UV1VDMNENeTfRBy+CttBLV1bVCiktKK1UvKya8Y6C00s5sAEjkJjuvDOnZxbqqDLxiICOnGOWVNcjOK0ValmJG+413DBAnxExuvmJG8eIdL5RRWlYRSsuqJQXOzyq35snNynIiThwXITc5+eUa9mpG2MuEv6y8zcq1pRg4TFNTDJpiaU5fIE5saSnFTHPkpeeUICO7WKLDhcUV8lllorrGGwaIGcdFyY2SGp+IrZIbVTLelIzrcSU3ihlXTHj7ruRGMeMNI67HldwomfGJzLgCSMmNKh1XTHj7ruRGMeMNI67HldwoZlwx4e27khslN0pu/kQMsEMVlNSgug6yVtYAJeUA69i8dUarHFdy09hQyajDahtmDHa4LSiu0TRMjqalmtIN1Dk5+RWib8qroXqmXp8rufkTDVtTAGyvxzRy42yo8osqsHN3ECZP+Qyjx07AJ59+juUr1yOvsFJWdrj2ioXmPpeSG2fMZOWy9qgIP/68AOMnTsbosRMxZhzXSdiweSfyiysVM1pz4xEDuQUVSErNxafTZmD2T/OEDGepMyVy0JobJTgeO443g6Xkxm6o6H1X1QJPPf0c/Pz80L//AJzT51x06tQJ99//INKzi8TD8ibT9n5cyY0dM2zrwpIaBIfG4NBDD0XXrt1w3vn9cW7ffjjr7HMw46tvUVpR1+L+2V6wRKeA89xoQbEzdti+jPC9/c5w0Tnde5yIhKQscaTaS9u39Dk0cqPE5oAUp5Ibu7IhuWEa6t8PPiLGqRpAWSXEmyLZ+e6HOajQsLGMqtPRUnbckNwE7g3HEUcegW+/n4NaAPlFVWKgdOSqTU5Kbux4cTT2JeV12LZzL3r06IGbb7kdp556GuL3Zyq5qU9lauRGCU6LCY6SG7vSMeTmwYceRb/zzhcjRUOVnJYnXtXED6eIl+WonKz4WSM3dsyw/Ulu9uyLwJGdOklqigqZ848Vl0NmALciRlyfWcmNM2YoH6Yzy6uAq6+5Dk8/8wKmTpuBE07oruSm3p5r5KYZxIZGix5Udn65bPndtfNZ9buSG7vSMeTmkUefwBn//Cei4pIRGhGDV157E6eeejpCwuNRUFxleewoubFjhnrDkJtOnTtjxMgx2LF7D1av24KtO/YIVlTfaEGxO/vCKDHrtDp37ozktGxM+mgKunU7QcmNkhtnBeMOPGYfiQ2LtsyqoWK77JTcOMrClpZ69rkX0aFDB5x+xhno3r2HRG3uued+mcWZhcUGV1bdKrmxY4YYILnZGxyFY445Fl27dcOZZ56N3r1PxbXX3SBRP+odq2LFPLdGbpwxk1dYgaycYsHJ8PfGSPZl1JjxNnKjNTfSXzRy4yVyU1Jei3kLFuOCARdhwIUXy5bfud90PCtvldzYlY5j5ObMs85GRHQ8dgUE46c5C6RQ9K6770VBSTWsPpJByY0dM9QdDZGbTp0wZeoXSM3IRUR0EmLiUlXHOHjhWlBsxw3TUUOGjkDfvv3A4d9cJkyaLGkppquKy+osP4WAkhsv5IYM2X9PGD6fMROffzFTtgF7wsD9ViY15tmV3NgVjiE3Dz38GPr2Ow98IW1RaZ0onpGjxkkEJyQ8DgXF1ZbGjpIbO2YcyQ1rblh07lhQbPqZ1bcaubFjhpE8yqNXr94SGb7x5ptx7XXX47TTTschhxyCywddieUrN6CkvMbiekZfv9AkAAgijlxgftOseUVVlmfFRtkqubErHUNuWFDM4bxcOEyTy3PPv4zDDj8csQlpIH6M/Ky4VXJjxwzb30Rujuh0JH7+5TfBC0fVceUx6iAr4sTxmZXc2DEjL7bOKsKcuQsxecp0fDD+I0yZOh233n4nOnXqjPdHf4DAfRHIL7J2CpyYcVz03VJeIjmOHU4/s2JfX5xpcEByw3luHvj3w+jQsYMomeHvjcb9DzyEgw46CO+PHidDw835Vt0qubEbKmKgsKRWhoJzuoBbb70Do8Z8gKHDRsrcJYuXrNIidJ2h2C25La2wEWCSYC6jx03EEUcciey8chSXwfKkWMmNkhm3Hae5hlfJjbOhKimvxnc//IJ77r0fN918G26++Tbceee/MPun+SgqrdXXMIih0reCO/YvphkSkjIlunf7HXfZcHOLDTtffPUtisusnV6grDRy46xnHPHDz6UVNfj2hzm47/4HpQhdB73YMKORGyU4LSY4Sm6clQ6VMOtsGMExaUxuOZkfIzuuSsmK3zVy0xgzTDXQA3fEDD8zqkNMWREnjs+s5MYZM46y4Wf2KZJkvotM9YxNVsSM46JpKSU6PilSJTdNKx1XJaTfbYpYZyhW3PjSF5TceMcLSY2+oNcuJyU3SmZ8IjOuCknJjb0zucpGv7uXjUZu3MtF8eJZLkpuPMtGceNeNkpulNwouVEMHBAGfFWuSm7cK2Nf5Wil85XcKGZ8xbuSGzVsB2TYNHKjSsd3paMFxb7KzOrnK7lRPeNrH1Byo+RGyY1i4IAw4LvSUXLjq8ysfr6SGyU3vvYBt+SG4+QZOtZVZeANAwQci0NtE0upvLzJS4+XID3Lhpnc/DL5rDLRfuMNA+lZReDrFwqKK8DP3s7X44op4sRx8aurrUNhSSXyC8t1VRl4xUBBUTmqqmtRWFyBPJWXV3lpvyoXnBAzxSWVyCtQPaOY8I4B4qSysgalZVWKGdWzzdKzxIzjIkPBi0oqxVjRYOmqMmgKA0XFFaimoSpVzDQlJz3m3I9IbkrKqsQTV9k4y0bl0VgejNhUVtWgrLwKBUWNj6vMVCauGCBO6upff0OS40elExyVjT1h6dgbrqvKwDMGiJGgiAwhwOGx2QgMS1PMaJ/xigHihIonOiEXgaGKGdUxnnWMkQ1xkpNfhoSUAgQoZrz2MSM3K28DQtLAt6ebRchNSHQ29oZnYF+ErioDzxggRoIjM4XcRMRlY094umJG+4xXDBAnJDcxibniRGkf89zHVDY22dCRIrlJTC1AYJjqGcWF9z4TGJqu5EaB4h0o7mSk5KZlcnMnSyvtU3KjuPEV70puFDO+YkbJjXraXj1tT6BScqMKxxM2mtqv5EZx0xQ+3B1TcqOYcYeLpvYpuVFyo+TmL8RASEwOwuPyERqbi6DIzBbLuqlO3NaOWZncBEdlgWl/x5X7vLUhzwmLzbNhKcZ6WFJy457cUKeExuTW4yLHK4684aw9HVdy8xcatvYEFHfPopEb9wqHRXw0XnEpZfAPTsaqjXux1T8GMUklooR43J08rbLPquSGhogkZU9YGgJCUmQNDEmR7021PXETEV+ATTsisGrDHmwPiENMUiki4vOlsLSpa9vLMSU3zrrG6JjY5FJs84/FyvWB2LVvP2KSSxEU6Z0stxdcNPUcSm6U3LTY0Cq5cVY4pqOFROcgNCYHb7w9Et1O6I5jj+uKY489HjfefCdWrA9EWFxei2Vu/kdb3lqR3JDYRCYU4D9Pv4weJ56ME7qfKGu3bt3x+lvvIT61wi0maLxmzV6Eiy65HMcd3xUndO+B44/vhptuuQtLVu1EuEWwpOTGWddQx/gHJeGRx5/BiSf2xEknn4KuXU/AkHfHiQOlUeIMKLlRcuNWqTbHeCq5cVY4lBmVSlxqmSgdPz8/vPTqEMyeuwxTv5iNSwZegVfeeBdxqeUtlnlz2qW1n2NFcsOIDSMt5/e/CH3OPR+ffz0Hn0z7Fh9+8jV+X7YVYbG5jTARn1qOydNmgTi67oZbMXP2Ivy8YCU+/fwHXHb51XjljWHiqbf29v4zfp+SG2ddE5VYiLkL1+L6m27Hl7PmY/lafzzw4BOCle/nLEF0UnEjPP0Z7dCW7qHkRslNizuBkhtnhcOOH5VYhHmL1omSGf7+h8goAOh9x6dVSDRnq3+05WtvrExuLrjwUtx9z8PILIREa0h0WZPlmqpkdG/r7hh0Oepo3HrHPUhIrxQMRe0vlut4zc69CZbBkpKbxrqG6c3IxCLEJpchKbMGW3ZHi94ZMfojyztQ1MVKbpTcKLn5EzGwP7MaTz/3Gjp17oLdQUlOaQN67wwntyXv56/4rUpuHkJmEZCQViFGiFEbV3LDY28PGyvGivUU0fuLJbpDMsSVZIdE2vW6v6K9WsM9ldw0JjdsF0YDiYfk7DqMGPWR4GXewrWI2l9keT2j5MaLYaPy4CgFKhuzulNGrUEB/K9/g0ZunBUOU1Is6Lv+xttx1tnnilelxX3OMiJGrUxuBl5+Nc46uy/eGT5OarJeH/we/li53YkEU0aJ6VW4+bZ/oceJPcVIkdz8ungDeD7X4aM+xOIV2yxTv6XkpnE/IiZm/rBQUpYXXjwQRxxxJMZN/Eyw87+2Ba3x/ym58UJuSGyWrNqBt98diyHDx4k39ceqHUJ4WmOD/i9/k5IbZ4XDyAzTBQMuGoj+F1wkI1q0sM9ZRsSnlcnNlVffgC5djsL5F1yMfucNQN9+F+Dr736VyIxj32Vk5rY77kWv3qfLCCs6Vp99+RP6nneBXMc6nBf+O1gcLsfr2utnJTeN+xGjM9///Afu+/fjuPPuB3BOn3648qrrsWJdgIyua69YaO5zKbnxQm6Y4/7q2wW4+NJBuPSyq2TL79zfXCG31/OU3DgrHBKZ2JQy3HjLnTjxpJ4y/wSHhJv253GN5Fib3JD43n7n/ZJWYgSYaUpHjBiskNywGP2QQw/Fpp2RYqx4Xlh8vqSnOOLqmRdeB4uOzTXteavkxlnXsK2ZVeAUAay3Scqqwe59+2Uk3qArr0VkYqGQ4vaMCW/PpuTGC7khgKiAIhMKG1apm7D4XCW2zqXvlnLtYPHpFXhvtC33/eO85UjNhaQciB/bHBQ6kZ+VIzeG3MSlVgip4eSOLDZ3LSqm8/TT/BVSQ/HK68OQlgepseF+Fqif3LO3khsvutu1b7an74bY0JlidoE2KacE+PfD/8HJJ/eSQnN3pLk9ycDbsyi5aWYHsXnd9LzVOBlQaeSmsTcVGpuD3UH70fvU03Hc8d0k5bBlVxRWbgjEf55+SeolaJyMDK24tTK56T/gEtxy2z1CdDmz7Db/GDz06NOSXmCBsB0PtiggjRVTUP99fRjWbQmREVKsvenYsSOeevYVTUs1U3/b5dq4z7bFY5wzacbMufhg0nRsC4gV3CxYvAFHHNEJDz36fzKBaFt8rj/zNyu5sWjn+DNApOSmsaKkR0UjtXZLMK646noc3KEDjjn2OHTu0gWnnX6mTMhm9ZEM1iU3BWDhJ9NSjOIRJ8vXBQh5GTxsDDjSzrFfMqrD75z4j6PvDjvscPTocRI6djwE/zzzHHz702K5h+M17fWzpqWcdU10UonUYHGCUE4IeeZZfWTaAE4Uumtfott5k9orNjw9l5IbJTdOCtUTUNztV3LjrHCMjEhwmPPmLMUsRv/y2/ng8My9YWlijHjcnGvFrRXJDduZ9VYs9lyzKUjqIZiOGjthmhQYr90cJKkpRzwQJ8QQI30bt4fj2x8XYcr07zHn11UIDE2RNLlVsKTkprGu4ezUrMfiJH6cJHTh0s0yNJz7rYILx/7i+lnJjZKbFhtaJTeNFY5jB+PoKam1SSoRUmP1HLiRjVXJDZ+fBaA0PsFR2QgMTZUIzPvjPkFCehX2NUF6WZNDb50RHw4BJukx8rTCVsmNe13DyR757jGuWkTsLCMlN0puWqwkldw4dyYrGJk/4xmtTG6M/Eh0OaPs51/NQXB0to6i86KHldyorjF9p7lbJTdeOlVzBWnF85TcqMJpCe6V3Nhww8gePW5uWyJHK12j5EZ1ja94V3Kj5KbFilXJjSocXxUOz1dyo7jxFTdKbhQzvmJGyY2SGyU3ioEWY8BXhaPkRo1UizATlo6c/DIkphYgMMzaBfktkZ8Vr1Fyo4atxYZNIzdqqFqiNDVyo7jxFTcauVHM+IoZt+SGlfx7wji9s64qA88YIEaCIjJRWFyB8Nhs8ahUXp7lpbKxyYaed0FRBaITckEFpHJRzHjDQGBomkRuElIKEBCapphR2+wVAwEhaSivQsPiV1cHFBZXivKhAtJVZdAUBkhsqqtrUVRSiXzFi/aXZmCAOKmqrkVxqWKmqb6lx+y6N7+oHJVVNSgtr0J+Ybn2s2b0M6vjh5ghnzGLkJuikioUFBFAuqoMvGCguFwMlZCbQiojL+frccvLKL/QgdwoZiyPh+boDBKaykpHcqN6pjlys/I5xIzj4ldbW4fsvHJkZBfrqjLwioHMnGJUVNYgO68M6VmKGe033jFAnBAzufmKGcWLd7xQRulZRSgrr5aIDT+r3JonNyvLiThxXITc5OSXIzOnRFeVgVcMZOWWiKHiSIaMbMWM9hvvGCBOSG7yChQzihfveKGMaKRJbpgG52eVW/PkZmU5ESeOi5IbJTQ+KQ4lN6pkfFWgSm4UM75jRsmNrzKz+vlKbnwgM1m5pT4ZfiuAS8mNB0MlWFG8uOsDSm4aY8aTbvG0351c2/M+jdw0xoxrexMrihe7nJTcNIPcUEj5RdUoqwSKSms1LOogMyU39s5EZUPlwuGHFdW2tbIGqKgB8gorFTf1uFFy0xgzpRVAQXG1U2qXWCqtBPKLqiyPHSU3zpgxxIZyKSiuAfUMMUQbVVIOy+OF8lFy42CoDWBct0WlVdi2Yw/+7+nn8cfS1Sgqq9EITr3clNzYlY6tqLoQH02ehhdfehVPP/OCbKd/8Q2S03JF8bDDueLLat+V3DhjhpgY9u5ILPhtCQpLqwUfrHtMSs3BW4OHYuXqTSgsqbI0bigjrbmx44Y6g/2IRCY0PB5D3hmO226/C/fc+wB+nvsbCoqrLB/FUXLTDHJTWQs8/sRT8PPzw2WXX4GiUtvoIKsZJXfPq+TGrnDoYUfFJgtOLr74Ujz9zHO48aZb0KXLUTjzzLOxZt1W8a6olNzJ0ir7lNzY2z+3oAIp6bk4+uhj8Oprb4kHThwQSxHR+3HwwR0wbvxHoA6yCj7cPaeSGztmjHyKy2qxdccedO3aDQMGXITBQ97FM8++KESnsKRGyY0WFDcGjQEPt1QyMfGpOOWUXrj/3w/j8COOwJbtASguq7O0sjEyUnJjx4+Qm5hkdOjQAd/98IsU6jM9FR2XjEsuvUyUUGxCmmDKyM+KWyU3dszYyE2e6Bd638SL0TuRMUk49tjjJBLI1KYVsWKeWcmNHTOUCadryS+uxPn9B+DKq65BSXmN6BuS4LzCKmRa3IGijDRy4yVyw1zmZ59/je49TgSVDVnym2+9g+o6aysbo3SU3NiVjiE3HTt2xBczZglGWDdRVQvsCYrAQf84CKNGj2/wzo0MrbZVcmPHjCE3PXuegvdGjhUDxZqtWgCpGQU47rjjldzoUPBGxJbO9fpNO3HwwQdj+659NmKj9X1OclJy0wS5oWFigdaVV16D+x94SAD02ONPiZeVnVeKnPwKJ2FazUjxeZXc2A2VK7khqaGMWD/BYtGzz+mDO++6R1MMOs9Ng96wkZt8nH7GP3HrrXfg65nfY+q0Gfj8i28wfuLHOOKII/HJp59LUboV9Yt5Zo3c2PUMZcII3+czZuKwww7Hx598hgcfehQ33XIbxo6bhJT0fBnAYGRn1a2SmybIDfOWe4IiRcEsW7FeyM26DdulpmLJ8rVCfKwKHPPcSm7sSscTuZFRLxWQeq2Blw1CUSlnAS9rMHBGllbZauTGjhlDbvr0OVdSUOf06YuzzjoHZ5/dB2ec8U/84x//wLTpXym50YJiJ31BckPyS3xcdNEleOPNt/HSf1/DEUccgdvvuFsKiq2sY6hLldw0QW7oeY/74EMp6vtm1o+Y/+tifPv9HHTo2BHPPPei5T1wAkjJjd1QeSI3VDIMI/frdz5uuulW8bpIeKxCZlyfU8mNHTMmLcWavsFvD0NpRQ3SMgsl2hcWmYBjjjlW01KalmqkK0huxoybiE6dO2N/Sq443vzDkZkc+MJUFactce17Vvqu5MYDuaFBYuTm0ksvQ48eJ+LiSy5Fv/P6g6NgTu55iqSmktPyLB/+U3JjN1SeyA3rs/bsixClM2bcJK250bRUg9FxJDdDh70HloVyH8lwTHyaFhTX62dNS9n1DAkKyc1X33yPgw46CBHRSSgsrpF9a9ZvEz2zeu0WGSZuJTLj+qxKbjyQm5LyWmzcvEuAMnfB7yjlxEhZRaJ0mKIiO/75l99kwjZXoVrpu5Ibu9Ix5IZFfj/MnifeFAvSI6MThBSzOJQjpzghpJUw4vqsGrmxY8aR3OhoKbtcGmNG57lxlElRWS127NondmjqZ182RG5eefVNHHbYYYhLTNdRmToU3H2HolF68j9P4+ijj5bcHWeBZGEoDVNuYYVEczgEr7Si1tLzCSi5seNHyE1sCg466GD06dMX9913H2686VZ07twFvU89DWvW6zw3VNBKbuyYMeTmmKOPwWtu5rnhtAIfTPjY8ilwjdzYMcM+xLR2SXkdHn7kcXB05gsv/RcPPfwYOhzcQQrQy6p0NK9GbtxEbggcGqqJH34ioT/X3CUnT+I8JkPfHQm+Vt3KhVtKbuxKhzhIzy7G+Akf47EnnsLDjzyB198cglnf/YT9KTk6gV9DikHfCm68cMFMVhFGjhqHhb+vQGGJfYZiYoY6hikGs99cZ7Wtkhu7njFtn1doG61L8ksn6pFHn8TC35eLnrFyTZ+Rj5IbN+SGwqFgSips7+vgZyOwhmPlgLJjLSh2xAU/U6lwnhJOpsXoHydf43e+W8r1XKt+18hNY0NFjLDGz1HXEEusrWC02HG/FXHD59fXLzjjhjLJKagQjHDwC/UNbZYSG5ucKB/Hxa+2tk7SL1bsQPrMzp2nOfLQyI3vMmuOXNvzOUpuFDO+4lvJjWKmJZhRcuMheuOrMK14vpIbVTq+4l7JjWLGd8xo5MZXmVn9fI3cKLE5oHSJkhs1VL4qUSU3ihnfMaPkxleZWf18JTdKbpTcKAYOCAO+KlElN0pufMeMkhtfZWb185XcqGE7IMOmkRs1VL4qUSU3ihnfMaPkxleZWf18t+SGwxN5QFeVgTcMZOYUo6KyBnyRaFqWysubvPR4seCEmMnNV8woHpqnM9KyilBaVo2Cogrws8qteXKzspyIE8fFr66uDqXl1SgprdRVZeAdA2WVqK6pRWl5FYpVXt7lpTISnBAzZYoZxUsz+wN1S1V1LSoqq1XPNFNmVrfhxIzjIkPBrTwpndVDeb4+v8zFUcnZm637lmtfZabn10/iV1h+QClRlaN10lsZOSUoq6hGYXGFzHCtbW+dtm9pWzP9XVtnpzd+ZMf7IrMQEJKOwDBdVQaeMRAQmo694RkSKg6LyYJ/SJpiRvuMVwwQJ/mFFYiKz4F/sGJGdYxnHWNkQ5ww9R2fnI/dihmvfczIzcrb3UFpMoGqoTdCbkKis8Vo7YvIgK4qA08YILEJjswUbyoiLht7wtMVL9pnvGKAm7eTagAAIABJREFUOGHtRExiLvaEKWY89S/db9e9xAmjw4mpBWLYVTZ22ags3MsiMDRdyY2Cwz04vMlFyU3L5OZNru39uJIbxY2vGFdyo5jxFTNKbtTT9uppewKVkhtVOJ6w0dR+JTeKm6bw4e6YkhvFjDtcNLVPyU0T5GZveDrCYnMRtb8IUYm2NSw2r8VkoKmGaIvHlNy4VzhBkZmITChswIzBji3dq2kYJTeNcUMdQ91CnWN0AXEUvb8YoTE5TvvNcSttldw4Y4Y4IS6MbnHcUvcQO1bCh7tnVXLTBLkJjsrGxu3hmLdoLeYsWIVffluDzbuiEJNUouCJyJC6LK25cVY6VCp7wtLwx8rt+OXX1Zhj1gWrsGV3NEhw3HVEK+1TcmPHjDFC8xetw5pNQQ34MDia+9sabNoR0bDfSjhxfFYlN3bMUC7UIxu2hYmOmbtwLcw6//f1WLx8GwJDUy1vo5TceCA3VC70pu6+9yF06XIUep96Brr3OAnHHd8V7436SBjzvghrs2ON3DgrHCodek2LV2xHp05d0OPEk9Gr9+k4pdep6HnKqZgxcy5iU8qU3GhBcQMG6H0HhKTgpJNPwUuvDkF8arkcC4vLw+adkTj2uOMxcszHDfsdDb6VPiu5cdY1sSmlgovjju+Grl1PkLXbCT1w3HFdcdRRR2P1xr2IiM9vwJmVsGKeVclNE+QmMrEQF118Oa665kbsi8zEVv8YPPL4M/Dz88OiZVvEkBlBWnGr5MZZ4RADDA/PXbhGMDLrx0USxdnmH4Nt/rEIDE2xvDdFGWnkxo4bkhv/4GSc0P1EPP/yWw0khuSGEZvOXY7CuyMnNuy3op4RzOhoKSeiEhyVhR174rF09S4sXb1TtsTLldfciJNO7iVpTGLLqnjhcyu58UJuLr3sKtx0691IzKxCWh6wasMeMVxTpn+HOIt74Upu7EbKKBGSm3mL1glGFi7bjOTsWokARsQXKLGp72tKbuy4MeTmxJN64r+vD0VyVq3U3kQnlWB7QCyOOfY4jBj1oZIbJTeNiEpwdDaoV7gmpFWI833Y4Ydj2HvjkZBW2eh8o6OsslVy0wxyc/1NtzcU9r386js4vms3rN0cjPA4a4f9lNzYjZRRGI7kZubshZJy2LQzErv2JSq5UXLTyOAYcsO01FPPvoJ94RnYsisKO/cmYNnqXehy1NF4b7SSG01LNdY1Rudwm5hRhedfehNHHHEktgfEITxOB74oufFCbq674VZ06twF/c6/EL16nSYe+TMvvI6E9EoERWY1UlaOgGvvn5XcNFY4JDcLFm/AP/7xDxx//AlSS8GUw6133CtFgAwnt3dceHs+jdzYcUNyExCSjDPPOgdHduosKYUTT+wJRnK6dz8Rfv/4B8ZMmKaRG43ceNQbHNG7O2i/1No88dQLSEyv8niut77Zno4rufFCbgZdeR3Ov+AifPXdAkyeOgv/9+yrOOwwhv4myKip9gQGX59FyY3dSBnZkdxw5Avrst4ZPg4zf/gN07/8CT/NX1EfubF2ETrlpOTGjhsTuWHR+W133odvf/wd07/6GV/Omo9Jn3yFI4/shJFjJiu5UXLjkbDQ0WbROXXOsjW7EZVY6PFco6essFVy44XcXDLwStxy+7+QmgfJY2bkQ2pwWJXOEVVWHtqr5MZupIyycExL/b58K1JzISSYo6jMOVbfKrmx48aQG46se+2t4cgqtOElMbMa/kFJWnNjUplKbtzqD9qfkOgcGZF57fW3SB2omV7A6npGyY0P5CYutVyUz70PPIajjzlWwKbkRt8t5ahEPJEbzo1EQ+Y4SZvjdVb6rOSmMblhGurFV95uiNCY0VLUM1pQnCHvINN3S9lxY/QFpw5gpI9Rm+9+/gMcIm6OWX2r5MYLubnoksvRp+/5mDV7Eb6cNQ/Pv/SWAOm/rw9DbLK15yzRyE1jZROVWCyTPVLZDHl3LGb+sFCUDxXQ6k37hOBYXekoubHjxkRuGAl+lrV8aRVinEhuOIEoR78MHcHRL7b9VsWOFhTbMWMwwPo9Dmrpc+55OPOsPjJqSmv67HJSctMEuWHukgrnpJNOQY8eJ+Hknr1x9jn9MGzkBDFSnMHYAM2KWyU39o5k2p8TZ3G6ACobphrMygkgP/50pk7ipzU3TjqDkV9O4nfxpVfIfDaxyTbPOzQ2F1t3R6Pf+QPw4Sdfw+w3OLPaVsmNG12TUIAlq3bg5J69MOWzby0/NYlrn1By44HcUFDMXTKNwGnzN++KxLaAWHnXFNNTJDZWTzEouWmscIgbek8c+s1XdXBYL1fONquT+NnkpZGbxrjhhGwkOa71EtyvU+lrWsrVcBv75B+cJBOEsu7G3TlW3qfkpglyQ2DQUPGFdrY1V75bGTCOz67kprGRMvIJjcl1wI0NPxoyVnJj8OG6JV7c4YMRHHf7Xa9v7981cuNe15AMcyi4Kylu73hozvMpufFCbpojRKueo+TGvcKxKh6a+9wauVHcNBcr5jwlN4oZg4XmbpXcKLlpcThTyY0qnOYqGsfzlNwobhzx0JzPSm4UM83BieM5Sm6U3Ci5UQy0GAOOyqS5n5XcqKFqLlbMeUpuFDMGC83dKrlRw9Ziw6aRG1U4zVU0jucpuVHcOOKhOZ+V3ChmmoMTx3PckhuOBNoTlgEaL11VBp4wQIwERdgm8QuPzUZgWLriRfuMVwwQJwVFFYhOyAUVkCd86X7VPQYDxAkn8UtILUCAYkb7TDP0bEBIOsqr0LD4VVXXIiw2R6qvg6MyoavKwBMGWKEfGp2FopIKRMXnYF8kR5epvFQGTWOAOCksrkDcftubi1VeTctL5WN7H1tuQRn2pxVir4xiVZkpLprGAImxE7mpq6tDeWUNyiuqdVUZNAsDNbV1qKisRpnKq1nysnrfIk6ImcrKGpSVq56xOh6a8/zESU1NLaqqFDPNkZeeUy26pa6uIXADv9raOuQVViA7r1RXlYFXDOTkl6KyqgZ5BeXIylXMaL/xjgHihJgpKFTMKF6844UyysotEcehqKRSPqvcmic3K8uJmHFchNzk5JcjM6dEV5WBVwwQQBWVNZIPz8hWzGi/8Y4B4oSYySsog2LGu7wUUyXIyC4WT5zpTH5WmShuvGGAOHFclNwoofFJcSi5USXjTcm4Hldyo5hxxYS370puFDPeMOJ6XMmNkhmfyIwrgJTcqNJxxYS370puFDPeMOJ6XMmNYsYVE96+K7nxgdzYakrKkJ1XdkCEwFujtKXjSm7cKx1iJSuvTOqQDG64bUtt+1f9ViU37jFj5C3YUaw49RUlN54xY9cvapdMH+JWyU0zyA3JDIeUFZex2LoShSW1qKgGWJtEAToK1Gqfldy4VzqFJTUoLK1FUf1KzBA7WmNCpaM1N570BA0VMZNbwNoS99jydG173q/kpjEWiBXaJeoa4oW4Ka2Ape2RYx9QcuOF3JDAEDTfzJqNQYOuRO/ep+H8/gMwfuLHSMsslEJaR4Fa7bOSm8ZKh3j5YMLHGHTFVRgw4GJceNElOO/8C/DJp5+jpLzO8spHyU1jzFBv0EAlJmfj3w89gjlzF6K4rNbyWDH6VMmNM2bocJPcTP3sS1w68HKcdXYfDLxsEH6ZtwhFpapjiBslN02QG8OM33hzCPz8/PDAgw/jw48/wauvvYWjjjoaM776FuXV1mbKSm6clU5WbhlKyoHzz78Ap552OkaPHYMhQ0fgnaEjsHjpahQUV1reYCm5ccaMMeD5RVWIjkvFoYcdhlFjJqCyxtq6xcjFGCrOdaOjpWzYYRZh/cYd6HNuX4wcNQ4//PgzBg68HB0POQSbt/qjSImxkhvHDuT6uaS8FmvWbRViw0gNlxoAtQBCwuOwNzgKuQXWHjav5MbZUJHcUPGQ3Dz86OMNmCFu6FHRm3DFmdW+K7lxxoxpf5KbmPg0HN+1K8ZPnCypb3PM6luN3DhjhpGbhKQsJKXmoooGiTYpLFZs1eQp01GhxFjJjSelwagN62qeePL/0K3bCaDRovIx5xcUVyOvsMryxkrJjbPSMeSmf/8BePDhR0XplFUBXG11FEpulNw4Y8boFCU37uVC+Si5aSwb2ig6UrRTXOYtWCzkZtHiFVp7o2mpxoAxiobMmEWgF18yEDfdfBvKKiE5TnNctzbZKblxxpAhN5dcMhBXXHU1Vq5ejfm//iFrZHSS5SN9NkOlBcXu9IeSG+e+5CgjJTeNZcMU99Ydgfho8lS89vpbOP2Mf0r6u6isRpxxR/lZ8TMx47joJH71NTgkN/S0TzmlFx586FElNx5qk5TcOCsdQ26uu+4GdOjQASd0746u3brh+OO7imfF0Q1WVDSOz6yRG2fMGNkouXEvF8pHyU1j2ZRV1uDnX37DFVdejX7n98cxxxyL555/GclpefIKJYMrq26V3Hgw2iQ3TD2d27cfrr7mOkkrMAxoVaB4em4lN85Kx5CbAQMuwh133Y28wiLEJqRJLQVH1ymGdCi4p76k5Ma5LznKSclNY9nQSciVqUlqZDj4xs07ceSRR+KRR59AaUWd5XWNkhsP5MbU3PznqWfQuXNnKd5ibpOkh/OVME1FZUSAOXZCq31WcuPc/obcXHDBhbj/3w9JVJS1WcQKJ/WzGj7cPa9GbpwxY2Sk5Ma9XCgfJTfOsqE86HxzZCYzDNl55aJrHn/y/3DyyT2RlVMq+w22rLhVcuOB3BAMHC3FYXUcBn7b7XchLjEV+cXVSM0skDlLfvx5AZjftCJwzDMruXFWOobcsKD4nvsekNF1Rla6tclKyY0zZgwuDLk57vjjdbSUi15WcuOMGTrY6zbuwOq1W6Q2lKMxE5MzcUqv3rjr7nu1jEILip0BY5SMfVsqVeezf5qHo485Bp06d8aACy/CKb16oWvXbvht0TLLT8qm5MYZQyQ39KbOOacPbr/zbpk2wI4n53Otul/JjXsckNxwnpsjjjwSY8ZO1HluHAiOkhtnzDBz8MWXs3D44Yfjkksvw22334nu3Xvg3L7nYV9INApLqi3tdFO3auTGoQN5MjZMR4VGxOPjTz7Dm4OH4vMZsxARnSQzF3u6xir7ldw4Kx22O8PEHI65eu1m5BdVWF7JuPYFJTeNMUMZMeWdmlGAn+b8it0BIVoU6qCbldw4Y4ZlE8TLmnVbZBI/TjT7+ZezZN4bTuBHebn2O6t9V3Lj0IGaavyC4hqZT4CTI3HES36RMmPKS8mNs9KhTNipGL3RSfsay8YmHx0K7knX0GjZ6/nUQBk5Kblp3JeIFeoZOt/GLun76+xyUnLTTHJjOplu7eChLJTcOMtD8eFdHhq58S4jxZGzjJTcOMtD8eFdHkpulNwcUPhSyY33TqaKyFlGSm6c5aH48C4PJTfeZaQ4cpaRkhslN0puFAMHhAFflaqSG2cl7Kv8rHi+khvFjK+4V3Kjhu2ADJtGblTp+K50tObGV5lZ/XwlN6pnfO0DSm6U3Ci5UQwcEAZ8VzpKbnyVmdXPV3Kj5MbXPuCW3HCIGQ/oqjLwhoHMnGJUVNYgO68U6VkqL2/y0uPFghNiJjdfMaN4aJ7OSM8qQmlZNQqKKsDPKrfmyc3KciJOHBe/uro6VFXVorKyRowWlZCuKgN3GCBGuNbW1qGySmXkTka6zz0uiJkqxYzqVh/sS21NHaqra1VmPsjM6vrHidzU1NYhLasEKRlFSM3UVWXgGQPESFpmMcorbHP+KGY8y0pxZJcNcULMMNqnmLHLRTHiWRbESUlZFfIKy5GstkltczO4SXJ6Ear4Xor6xa+yuhZ7IzLhH5KGgFBdVQaeMUCM7AlLR0FROUKjM7E7JFUxo33GKwaIk/zCckTG52B3sGJGdYxnHWNkQ5xk5ZUiPjkfuxQzXvuYkZuVt7uCUlFWZagN4FdVXYuQ6GzsDc/AvghdVQaeMUCMBEdmorC4AhFx2dgTnq6Y0T7jFQPECWsnYhJzhRxrH/Pcx1Q2NtnQicrJL0NiagECw1TPKC6895nA0HR5m4ChN0pu1Dh5NU6mYym58d7BjKx0a5eVkhu7LBQXzZOFkpvmyUnxZJeTkhslM80mM64dR8mNvSO5yka/e5aNkhvPslHcuJeNkhv3clG8eJaLkptmkpvQmFzEpZYjPq1CtmGxeS0mBe0FkEpuPHesoMhMRCYWCl7iiZvUcoTH5VseM8S+khvPuNkbno7Q2FzBTXBUFvZFaApGMKNpKY+6IzgqG7HJpYhPrRDchMfngzhqL3ampc+h5MYruUlHTFIJdu5NxJTPvsM7wz/AR59+g827ohARX2BpECm5aWykxDjF5ApmFi3bgvfHfoJX3xyOiR9/iTWbghCZUGh5paPkpjFujAIPjcnB2s3B+PTz77Fr337YCI7n88117X2rkZvGGKCuoQ0Kic7B19/9ijeHvI8h747DkpU7hSC3d0x4ez4lN17IDYnNL7+tRs9TeuPQQw/DP8/qg+O7noDju3bD7LnLELW/yLLGSslNY4XDCB+jNg8/9gwOPfRQ9Op1GvpfcAm69zgJXbochQ8mTRcvy1vHbM/Hldw0xo1pb0aGJ3w8A35+flixLkCMlzlm5a2Sm8aYYSR4e0AcLh14Jbp2646rrr4Bfc49D48+8SyiEotED1kZM0pumiA3TD3t3JOArt1OwICLBmLjjggw5Lc7KElY8oyZcwVEVgWQkpvGCofpJyoXGqcPp3yD8Lg8RMTnY09oKsZN+gzjJn5macywryi5aYwbo0OY+v5wyteCn5XrA5Xc1OtnJTfOmKEDRcf7xpvvwEkn9cTGHeGISymTKM7uoP2WdbhNP+JWyU0T5IaG6o3BI/EPPz+s2bQPCekVEiZmTjw2pQz00q2c21Ry46xwovcXY/7v68UwDR0xHmn5EGXDnLjUbKWUWT6VqeTGGTOOypifldy4l4+SG2e5RCYUYNma3Ti4QwdJSeWXQ+ptbHYpR2u1lNw4A8ZR0ZAZ01hdefUN6Hf+APnMfY7nWP2zkhtH/GRKQd8zz7+Gjh07YntgHMLi8sAaiuikYsEPi/602E8jN03pDSU3jn3K/lnJjV0WxA9x8tGnM6VUYs6CVRg7YarU2/zwy1JxoLRWSyM3HskKwcG01Kmn/RO33XkfYpJLLJ/DdFXKSm7sCkfCxMmlgpWep5wqE2HGppRixsx5uPCigbjw4stw2aBr8PHUmYjeX+IRd64ybo/fNS1lx41r+yq5cS8bJTfOciFO3n1/Ig4++GCc8c+zMfDyq3HBhZfioIMOxkuvDJFaUKs745qW8pCWIrlhKuGUU07FTbfciZjkUiU3LrJScuOocDIRy3qbJ5/D0Ucfiz1hqTIU/I+VOzBi1IcY/v4kHHLIIXj0ieeQmF6l5EZnKHaLASU3jn3K/lnJjV0WJMTEyeCho3HYYYfj9+VbRackZ9fipVffkbT46o17LV+vpeTGxWAbT8qWlirCoCuuRa/epyEiLl/qJ8xxRnXCYrXmRl+/YFc6rMka/cGnolwW/L5e5rYhQU7MqJIaLXpYj//nBSSkVbo1bAZb7X2rkRs7ZlzbmkaLU03oaClnGSm5cZYHcTJmwlR07HgIdu1NkDm0uG/ewrWCnZ8XrJRUuCu+rPRdyY0HckMQECxjJ04TsEz4aAbS84GEtArsz6zGll1R4GgGvofLSoBxfFaN3DgrHI6M4vxHxxxzHC665HLBRnJWrZAbjmQ47fQz8diTzyu50XdLNdIZHJjA4bs5JcCU6d+LzuEgBo60c+xzVv2s5MZZ1zC1PWfBSsHJl7PmI7MQso76YIrsW781xPKThiq5aYLckLhwpMtNt94lgLnn/kfx3uiP8eyLb6B79xMxcuxk8citqnCU3DgrnH3h6RKtmTbjR8FL79POwCuvvytz2/zn6Zdl33MvvqHkRsmNE2FhlJjE+L0xH2PYexPQf8AlOPGkntgTniYF6VbVL47PreTGWdfYRmDm4Pz+F6Fbt+749PMfMHr8pzjiiCPx2JPPyTBxrbnRF2c6KRrHDkVviqknjnh5e9gY9DvvApx+xlno07c/Bg8dA//gZI3c6FvBG+HHTPx4x133o/epZ+Ckk0/B2ef0wwsvv4X1W0OllssRZ1b7rGkpZ0PF9ufITM4uy8lC+/a7AN/9tNjy8yE59gslN40xw9mJqU9uuf0e0TN9+/XH62+9J+UTnLXYUX5W/KyRmyYiNwQECQ4jOEwrcDZifufMkJwDh/v53YrAsckmA1pz01jpUDY0VsQMP3MiSHrmxAxrtayMGcpDyY17zNBYBYSkICQmp0HXUF66ZkDJTWMcUI8wbUlnihPL0glnKYXV7ZLpL0pufFAeDPPZUlV8oV1jsFltn6alvGOAeGFRsc47YZeVkhu7LFx1Bj1uxUpj+Si5aSwTgx3aJRIbxY2zjJTcKElpMVFTcuPcmYyy0W3TclFy07R8FD+N5aPkprFMFCdNy0TJjZIbJTeKgRZjoCUKVslN00q5JTJt79couVHM+IpxJTdq2Fps2DRyowrHV4XD85XcKG58xY2SG8WMr5hRcqPkRsmNYqDFGPBV4Si5USPVIsyEpSMnvwyJqQUIDLPuII6WyM6q1zQiN5VVNVKYRADRw9JVZeAJA8RIUEQGCosrEB6bhYCwNMWL9hmvGCBOCooqEJ2Qg4BQxYyn/qX77bqXOMnOK0NCSgH8FTNe+5hiJx3+IWkor0LD4lddU4uohDyExWQjPFZXlYFnDITFZiMyLgfFpZWITSJmshQz2me8YoA4KSqpRGJKgWJG8eIVL9TBoTFZyC8sR0pmEUKjVc+oXfJsl4xsiJPKmgZuA7+6ujpUVNagrKIa5bqqDJrAgMFITS0xU62YaUJW2pfs+oS4sWFG9Yziwo6LpmQhmKmpRVV1DcrKm3dNU/fTY+1fhsSM4+JXW1uH3IJyZOWW6qoy8IqB7LwSIcO5BWXIzFHMaL/xjgHihA5UfqFiRvHiHS+UUWZOiZCaopIK+axya57crCwnYsZxEXKTk18uAOJBXVUGTWEgK9dGbljsl5GtsmpKVnrMhg/ihOQmr0Axo5hons7IyC4WcsP6Pn5WuTVPblaWE3HiuCi5UULnk+JQcqNKxlcFquRGMeM7ZpTc+Cozq5+v5EbJjE9kxrXDKLlRQ+WKCW/fldwoZrxhxPW4Rm4UM66Y8PZdyU1OiQwx5DBDs5ocrzfhmeNZDte29B7mXm1tq+SmsdLJLaiQWiXXtvS03/W89v5dyU1jzLT3Nj/Q51Ny4x0z1C9aUmKXk6XJDZUswZBfVCXb7Lxy5BVWoqwKKC5DsyIaJEK8nsAyxIb35OcD7dBt4XolN/bOxPYiHlIzCtzWBXB/W2jTv/o3KrlxxsxfLe/2cH8lN54xw/5UUFyN5LQ8pGcVWcb2eMO1pclNUWkNtu3YgwEDLkLfvufhnD7n4rTTz8Bjj/8Hm7cFoLSyaYJDEkMw3f/AQ3L9uX37gWufc/ti9JgJKCmvdevBe2uUtnRcyY1d6ZAYxyako0+fc/HTz7+ivKpWyAwVT1BoDM4882ysXL0JxeW2/W2pnf/M36rkxo6ZP1Ou7fleSm48Y4YT1S1buR69evXGjTfegpT0PHG22zMemvNsliY3BMW8+b/Dz88PH0z4GHPm/oaJkz7Buef2Q4eOHTH/1z9QXg2Po4BozOL3Z+Loo4/Bvff9G78tWoLZP83Hdz/8gi3bAiwBMCU3dqXDCF5kdJLgadpnX6G6zkaOC0tq4b8nTPbPW7BYZs1sTudsr+coubFjpr228Z/9XEpu3GOGGYPcwnJccslAdOlyFE7u2RPx+zMkA/Fnt0Fbu5+lyU1ZJbDgtyU47LDDELg3XEaN1QHIK6rAVVddgx49TkRCUibyCqvcphNIbhKSsnDCCd0xYdIncj3vyZXeOoXb1gDh6+9VcmNXOiQ3UTHJ6NixI76YMQtVtXZyE7A3XMjNrwuXCj58lXN7Ol/JjR0z7ald/8pnUXLjHjOcpm7M2Ino2+88DB8xCieddLI43LRNf2V7tIV7K7mpJzebt/qjuKxOCEllLbBuwzYxRj/+vMCjp+1IbiZ9NEXIDa/lxIisuVFy475DtoWO0ZLfaMhNhw4d8MPsuQ144Ifo+FQlN/UjE5XcWKtftKQvuV6j5KYxZgpLqhEVm4QuXbpg4e/LMfWzL9GtazclNw16xsLz3DhGbgy5YafKL64WY3TkkUdixMix8n4K187G7yQ3iclZ6H3qafjnmWfhlltvxw033oz77n8QMfFplggNauTGrnSE3MQmS5qSNVy33mbDw00334ZBV1wl5GbR4hUaudFJ/Bp51TTedIiYKqdzxHfiFJXWWsJBcqdbXfcpubHrGZFNbimq6oAHH3oUlw+6UhypMeMmolu3E5TcKLkpESNj0lJO5KaIjDgZJDevvzmkIb3g2uEMuenV+1QMuPAiPP/CS3jiyafx31fekLwn86Gu17S370pu7ErHRG6Y+77iiqvx/Isv4T//9yyeefZFKTpnbRc9LJLq9oYDX55HIzd2zBi5cXACayW+njkb07/4BtOmf4VVazYjt0DTC5SRkhtnzJRW1GH5yg049tjjsDc4SsjNhEmTpUQiK7dMiXE9ZkQw9X8sNUOxp8gNh4EH7osQT3vK1C/Ek3I3941zWupTESHrLDQt5dwRjQJv71tDbjQt1XT7K7lpLJ/CkhqwLmvQFVdjwIUX47zz+mPU6PEoKq1r9yMum6MXlNzYMcMIX0FxJS6++FL0738BFi9dhUWLl+LhR5/AUUcdjZnf/iTOOd8R2RzZttdziBnHxbLkZseufaioDwVTIG8NHirkhgrHhIld62gMuenevQfGfjAJLEamgeNKT6y9gsbxuTRyY1c6htxoQbFdJo5YMZ+V3LiXDx0oGf0ik7HphGwGL9wqubFjhhhJyyyUMojTz/inDAHv3fs0HH3MMTjooIPQ85Re+O335WA8hD8+AAASeklEQVR0x1GGVvtseXLDobk0RstXrkdaZj6Cw2Lx9pB3hdgMfnsYauqA9Rt34JVX30RsQprT8G6SGw4FZ55zyNARyMwpQEx8qrDmpJQcS3hcSm7sSseQm4MPPhiffzGzIZ3JoeBmtBTToJqW0hdnejI0dKDM6i5a7Om69r5fyY1dz7CtiQ1O2kebxLm1cvKLMPTdkTjuuOPFhklJRP3b1Ns7Njw9n6XJTWmFbfIj1kIcdfTROPGkk3BC9x4ynO6D8R/KcO5aQIZ58xwaKBb5GWESQJwwiZOzHXLIIZLv7Nq1G4459lg889xLKClHuyc4Sm7sSseQG2KlEbmpn+dGyQ29cCU3Rofo1t5/mpKFkpvGcqL9oc6hk82FE8cec8yxSEnPl/1NydMKxyxNbughEQir120BR7Fw3bh5F5JSc2XyPqaWmKq68657MGjQlcgrtL1iwREYvAdTWouXrMZvi5bJyqJRznxshdSUkhu70qE3xXDxqjWbEBmThJwC2ys4iBF6WStWb0RcIr0sa7yaw7GfOH5WcmPHjKNc9LNnuSi58Swb4ia3oAwhYXFYu2GbpPA06mdLZVq25oagoOFhBIepAr5ugXPdSEgvp0Ren7Bk+Voce+yx2OUfjOIye9TGURGx6I/XO64sEGSHdDyvPX5WcuOsdKhUiCeOcnFsf+KM+CDhddzfHjHh7ZmU3Dhjxpu89LjW3HjDAHUKozjMFng71yrHKRPHxVIFxd4aubCkSrxwziqroHGvkJXcuJeLN2xZ+biSG8WMr/j///bOPEiK6o7j+y8ooIBy7C6i0aSMsRJjBLTKVIwaY7TUgCioKIKKIh5oQqKWJnhUvHJo8MSo8YhIyqO8SBRFQMOxy7Lsfc7O3sueM7uzM7NzfVO/NzTbPdM9M738Be87VV3dOzNU2V8/7/c+/d7rHumogqEo/ENh7S8O3Gan6/cpNwce+GMHQNKGoxSbDBlRbthR2bWdTO9RbshMJj7sPqPckBk7LjK9R7nJ0HFnCo6fJRsb5YZFx21boNyQGffMcOTGbWa6f59yQ7k5pDlayg07KrdFlHJDZtwzQ7lxm5nu36fcUG4oN2TgkBhwW0QpN5Qb98xQbtxmpvv3KTfs2A6pY+PIDTsqt0WUckNm3DNDuXGbme7fT5MbuXUqEo1jJBLjxgxyYiAeTyASJS9sM7kzkGSGdYbMuGMmGiMzZCZ3Ziy3gkdjCTS1+dDQ3M+NGWRlwNMygOFgBM0dftR7yQzbTXYGhJNAMIK2rkEywxqTtcZIm6r39iVvA+8NoM7bl9O/YVvM3haP5IzqmvoQiY3qTZ6M2uyr6UZxRSdKKrkxA2cGhJHSqi74BsOorO9GUUUHmWGbycqAcDLgD6PW04uicjLDGuNcY4xshBN5EKanbQC7yUzWNmbkpvN+d1kHgpEUuSmv68Heqi6UVnNjBs4MCCNlNfvVFVV1Yw9KqjrJDNtMVgaEExFiuRqX4ss25tzGmE0yG+FEfrbE2+7DHjLDNpNDnd1T0YkQ5YbFZSxFlHJDbsbCDeWG3LjlhnJDZtwyQ7nJwQDdhqrL9yk3LDhjYZ1yQ27cckO5ITNumaHc5CA3dS1DaGwLWrbKxn7s1XwahnKTqeB0oqy2G43tIVTU92rPirkwUW4yccPPzKwYx5QbKxfS91Q1Dlj6JKOPamgLqtpjZKfrnnKTQW721eyHrD96/M8vYtG1yzB/4XVYINtVS/DWu5tQ6x3Ueu6TcmMtOOYiUl7fi2+LG3Drqt/i4//uVIXI/LnOx5QbZ2505iLTuVNurMxUN/nx6psf4sqrr8fCRTfgqkVL1f6aJTfjrnsewI6SJtV3Zcr0SP+McpNBbqSDKqlsR37BLMzML8SvLp2PCy+6FBf84hK89OpG1LcEKDdcUGzLQLXHj882FyEvLw/PPP8GPO0h2+8d6QXG7vwoN9aOyi4jvmfNiHJjzUNmE/7y91fxwzPOwhk/nqO2ufPOxXHHT1M1Z/P2Mu0vqCg3WeRmT0WbkptVd92H/X6gvnVYSU1lQ5/2Uw0cubEWHHOHVO3x4T9f7VGF5rmX/6WGj82f63xMuXHmRmcuMp075SadmYr6PlQ29KtN6k1TRxhzzz4X887+KWq9fsjMQ6ZMj/TPKDc5yE1B4QlYecfv0NqbUDYsc526gyMNg3KTXnCMgkG5cc6GcuOcjcEP99aMKDfWPIQP6YNkXZ9a29cWxIb3v1AXU8+v38CLqeouUG5ykJvCWbNxw7KVKKnswNadNdi2q1Ydl1brbcaUm/SCY3RKlBvnbCg3ztnIGj9jk07L4En3PeXGmRmRHE9HGBddfBlmzT5J3cAgDOnODOUmq9y043unnoajjjoa+fmzMH1Gvtq/+/5mLijmQ/wcCwjlxrkYU26csykub0VxWStkL+v9dO+gjPOn3DgzU9Pkx6Yvi9WozYNrn0ZT5wi54ciNMzDSqGRBsay5mX3id9Ri4tfe/gjPr38HL7zyLv5X3IiyWr3tmCM3zvxQbpyzodykZyO8fPrFbpz6/dNx4kmnYPaJJ2PlnWtQ2zzEKfDqLvUkaz6hOJ0b6ae8nREsufFWdQG+o8Sj1uAYUqjzniM3WUduDiwovvs+dMmC4paA2pJDxno/Op5yY19spKBQbpyzodykZyP1ZFepF6+//RH+8cYHWP/6e+oRApxeSGbFkZt0ZqTOyPPW5JET48aNx9Llq5To6Cw05nOn3OQgN7KgeMXKe9UD2czh6X5MubEvOMIF5cY5G8qNfTbyg8UyUlMnW0sAVXxQ6MHpFcqNPTMyarPm/kfUlJRMTdV4/Qcz071/otzkIDfHHDsZS5ffrhZt6Q6M+fwpN/YFJyk3fM6NmRXzMeXGmRtzTjwezYlyM5qFwYXcCi6jfbIe9PwLL4GnPcwpTFN/TrkxhWFAY+xlqHhvVQduue0erHvpbcjCLeMz7nkreCYG5CcX5K66qxYvxQefbEdNk4/sHGhrlJv0jioTS/yMa27sGJCRvc++LMYVCxbjg0+3c9QmpS+n3KQEYgeRrLOp8gxo/9C+1Gw4cpO5k9onvy3VFuRvS6W0McpNZm5S2xn/ptw4MSAX4FJjOIWZ3qYoNymF1wkivp8OD+UmPRNykj0Tyk32jMiRNSNOS1nzIB/Z86DcUG7GPF1CucnewFiE0jOi3KRnQk4yZ0K5yZwP+UnPh3JDuaHckIExMzCWokq5SS/EY8lRp39DuSEzbnmn3LBjG3PHxpEbFhy3BUe+T7khN265odyQGbfMUG4oN5QbMjBmBtwWHMoNO6kxMVPZCT6hmOy4YcdWbkprulFc0Yk9ldyYgTMDwoiM3vgGw6is70ZRRQeZYZvJyoBwMuAPo9bTi6IyMsMa41xjjGyEk57+YXhaB7C7nMwYuXDvzM7ufR0IRnDwlReNxeFt98PTMqBAEpi4MQNbBloG4G3zYTgUQWunH42t/WSF7SUrA8JJIBhBx/5BNLaQGdu2RY4sHAkng4ER7O8LoIHMWLIhP/b9c0NzPyKxg26DvEQigfBIDKFwlBszyMpAOBxFLE5m2F7c1Yt4PIGRCOsMucmdm1gsgUg0nrUmMdPcMz3SsxpVGyBPik5PfwhdPQFuzCArA/t7A0qGe/qD6OwmM2w32RkQTuQCqm+AzJCX7LxIRp3dQwiGovAPhdUxc8stN51zEmbMLyU3vQMhSKfFjRlkY6C7L9lRyWI/aUjZvs/PmZFwInLT7yMzbA+5tYeunlG5kWPmlltuOucknJhflBtKnavCQblhkXFbQCk3ZMY9M5Qbt5np/n3KDWXGlcykNhjKDTuqVCay/U25ITPZGEn9nCM3ZCaViWx/U25ylJs+XxiBEDAcBvyBOGSNSbZwdficcuNcdKRxCTeDw3GyYmpnlBtnZnSoGWM5R8qNPTMDgxH4h+PwB2KqX2LfNJoT5cZUdFMbnRRhWX8UjgKtHX344qtv8OmmL7GruPwATDFIgKn/Tqe/KTejjSn1/7sszK/3dGBnUZnipLtvWGtWjHwoN87MGBlxb82IcmPNQ/jo7guiqrZZ9UfSJxlbS3sfL757ZcE119w4djgiNr6hKB5/8q8oLDwBEyZMwDHHHIvJk6fgnHPOxTc7SuAPRBz/vQ4FinKTXnSM/+8ixQ8/+gQKCgvR6O2CXGUZn+m8p9w4M6MzF5nOnXJjZabfPwJvaw9+dMaZmDJlKqZPn4Fp06Zj2vQZ+HzzNgRCCe1rDeXGceRmGCMxYPW9a5CXl4fV96zBrqIyVNc1Y9PnWzB/wUI8s+5FBEf0hohyYy065gIt/Pz+/ocwceJE1DW2U24OtDXKjTMzZn54PJoT5WY0C+FCLpRqG1oxfvx43LX6NyjaU4rNW77FV1/vQHNbL0duOHJjBcZcTIaCcXy9bZcSmz+ufUzdUTYUhIJK1t0MjwCcZpChUd4KbubGfCxy88CDazFlyhQ1PcWRm2R7o9w41x0zPzwezYlyM5qFcCG1pK6xDRMmTMSL619T/ZPUG1kXyvWgRp3htJTt8N1IHFi2fAUmTZqk1tv0D0bgC8TUaI5AFIlDTVlJo9O5CFFurEXHzALlxj4byo19LmZ2eGzNiHJjzcMYuRk3bryaXSguKUNVrRdDwYQSH937JWk/koH5xefcqIVaw+oHt+bMmYe5c89Wq9CDIzG8s/FDLFi4CFcvvg63r7obO3aVwjek9zoKyo216Jg7JcqNfTaUm/RcpBAbNy/IWi3ZpKNiJ5XMSnIwnlDMTAKQNTdNLftx5k/mIL+gEDNm5mPipElYfM0SNLV2q8/NtUjHY+HE/KLcyLqAvmGEIsDPzjsfZ82Zp+6MCo3E8MZbG3HZ5fPxy4svVdNVTz79jBrJ0REc45wpN+kdlZEN5cY+G8pNei7SWVXVeLHqztW46ebbcNPNt+Kfb26APxDVemTYaEuUm3RmJJvahjaUVzWioroRL7/yuuqXblx+i7o4133ZBOXGYUGxdEy3rLhd2bDcWifTUvIsAXkNDEbVXVNPPPU3dYVlNEAd95Qb+6IjLBhyM3nyZK65MbUzyk06MzLNsLesFjcsXY5rrr1eXYE/98Iraupb905K2hLlJp0ZyUW4kTt6jb7pil9fiYKCQpWXPGNLxz7JOGfKjanoGqHIfjicwEeffK5M+MGHHlZSIwuJgyNAz0CIcnMgN8qNfdGRhX3yWvvwnyBy09DUqQqRmTFdjyk36cxIIZZpKRkxlikp2cvDH+V9XTkxnzflxsqM5CFCI5yY5eaCCy/CaT84HQODI9ovLJaMzC9OSx3stJNTU8tuWqEEZ8Vtd2DL1h0oLa/DuufWq/dk5Eauzs2NULdjyo216BhX2f9+72MU7y3HeT+/ACef8l1VaKTz0o0Pu/Ol3FiZMWck/Bib+X3djyk3VmZkunLDxg/x7LqXsK+iHjX1LZBlEvLYkqf+8qySHjJDuXHscGRYTzqkh/7wCGbOLICsTJ84cRKmTp2Ky69YgOKSKi4o5q3gFn66+4PwD8dw9aJrMf6oo3H88dPU2olAWO/nIZkLLeXG2lGZs+GxfTaUG2sugVBcrQEtLJyF4447HjPzC9R01KOPPQlfIKr9qI20I47cOExLGeH0+kIIx+TnF/qxdftu9ZCkimqPep6ArL2RAHUuSBy5sRYdYUGEuKWjD1u27VSLROWuF50ZST13yk06M6kZ8W9rRpSb1DwCalqqqaUbW7buxNfbd8HT3KVGbOQ5N7r3S9J+KDcZ5MZcYGQURzopeZCfzHEa0w/m7+h4TLmxFh2jUYngGKzoyEWmc6bcpDOTKS9+xgXFTgzIXXbJfinB279T+nLKTUogThDxffuCTLmxz4W8OOdCuXHOhtzYZ8ORG/tcyItzLpQbys0hTZlQbpwbFwuPfTaUG/tcyItzLpQb52zIjX02lBvKDeWGDBwSA26LK+XGvhi7zVGn71NuyIxb3ik37NgOqWPjyA2Ljvuik/yx1X6fLHxkfm7z0/H7lBu2E7fcU24oN5QbMnBIDLgvOpQbt5np/n3KDeXGbRuwlRtZfS13BHFjBtkYkIdJyWsoGFc/S5Ht+/ycTMkjFOQ1HCIzbA+5tQf5mYF4AghH5Odvkj85wOxyy07XnIQT8ytP/ojG4ohGuTGD3BiIJxJkhu3FVc0QZmKsM64y070exeMJxOK51STds+L5JzlJkxvzGzxmAkyACTABJsAEmMDhnIAauTmcT4D/7UyACTABJsAEmAATMCdAuTGnwWMmwASYABNgAkzgsE+AcnPY/y/kCTABJsAEmAATYALmBCg35jR4zASYABNgAkyACRz2CfwfnKECNRVY/icAAAAASUVORK5CYII=)
15 e 15
6 e 8
8 e 8
9 e 10
6 e 6
Carta de Controle é uma representação gráfica de uma característica da qualidade medida ou calculada para uma quantidade de itens em função do número de amostra ou variável de tempo. Serve para monitorar variabilidade e avaliar estabilidade de um processo e detectar causas especiais e causas comuns.
As etapas para confecção de uma carta de controle são:
I – coletar dados;
II – calcular a frequência e a porcentagem acumulada;
III – desenhar as linhas de controle (LIC, LM, LSC);
IV – plotar as médias das amostras nos gráficos;
V – verificar se os pontos estão dentro ou fora dos limites de controle.
Assinale a alternativa correta:
as alternativas I, II, III e IV estão corretas
somente as alternativas I e II estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
Sobre o diagrama de Ishikawa, é correto afirmar que ele tem, ainda no século XXI, grande e importante utilização nas empresas, pela sua aplicabilidade prática e objetiva. Abaixo seguem 5 recomendações de quando devemos utilizá-los:
I – quando necessitar identificar todas as causas possíveis de um problema;
II – obter melhor visualização da relação entre custo e qualidade;
III – para classificar as causas em sub-causas, sobre um efeito ou resultado;
IV – identificar com clareza a relação entre os efeitos e suas prioridades;
V – quando for analisar defeitos com o objetivo de identifica-los e melhorá-los.
Assinale a seguir a alternativa correta:
somente as alternativas III e IV estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e IV estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
O Programa 5S+3 é uma metodologia que visa estruturar o trabalho de forma metódica por meio de um processo de reeducação, que busca a sensibilização e mobilização dos colaboradores na criação e manutenção de um ambiente de trabalho saudável e produtivo. Promovendo a mudança de hábitos e comportamentos através da reflexão das pessoas acerca dos recursos disponíveis, contribuindo com o combate aos desperdícios e sem necessitar de investimentos significativos.
Falando sobre o 5S+3, os 4 primeiros sensos são:
I – Seiri: é a fase inicial, onde se analisa os postos e locais de trabalho buscando selecionar e deixar no local somente os materiais, as ferramentas e os equipamentos que agregam valor ao processo e à execução da atividade;
II – Seiton: é a ordenação e arrumação das ferramentas, materiais e equipamentos de tal forma que facilite a execução das atividades que agregam valor;
III – Seisou: o ambiente de trabalho precisa estar 100% limpo, e isto é tarefa de todos na organização, não somente de um ou outro setor ou nível hierárquico;
IV – Seiketsu: é a preocupação que cada funcionário deve ter com a sua própria saúde.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
IV, apenas
I, III, apenas
II, III, IV
Durante um período de seis meses, a produção de filme de Polietileno foi acompanhada, anotando-se os defeitos encontrados (Folha de Verificação abaixo). Priorize os defeitos a serem tratados, faça os cálculos que julgar necessário e construa o Diagrama de Pareto.
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)
Assinale a alternativa que traz corretamente o percentual acumulado no defeito espessura maior.
78%
97%
80%
87%
95%
Um gerente da qualidade precisa encontrar os 2 maiores problemas do processo de extrusão do processo dele. Para isso, ele coletou os dados e montou a seguinte folha de verificação.
![](data:image/png;base64,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)
Com base nessa folha, ele elaborou os cálculos e o diagrama de Pareto. Assinale a seguir a alternativa que traz corretamente as porcentagens acumuladas dos defeitos “rebarbas” e “cor errada”, respectivamente.
58,17% e 86,78%
32,56% e 58,17%
6,13% e 4,77%
25,61% e 11,85%
32,56% e 25,61%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
K = ![MathML (base64):PG1hdGg+CiAgICA8bXNxcnQ+CiAgICAgICAgPG1yb3c+CiAgICAgICAgICAgIDxtaT5uPC9taT4KICAgICAgICA8L21yb3c+CiAgICA8L21zcXJ0Pgo8L21hdGg+](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACEAAAAbCAYAAADyBeakAAADIklEQVRIS+3WWcivUxQG8N9BipKxDm6IkBIXUseYlHmeMh1SyBSZMhPJlHAhU8iFWYaQzCFDhghlSoqIRG4kJNGjtfWe/b1/3/9/Ohcu7Pr6etf/2et99lrPs/a7wH9gLZiBw+fYYAb8NNAD8cgsJF7Bzvh1muyzYKYlsS6uxpGzJJ8WOy2JXbAFrpk28Sy4aUmcgQ/xTCVfAWtjMyzCdrgKzw9evj5OxQFYBTfUIX7uCU5L4h6chbz8OuxaiVu+l3AEvkFy7ocrsUn3wmNxx9KSeAq7DzavXqTOr9j1OBe/4zDsgYvxFS5BwyV22dKQ2BDHDBK1HMfjlnqI1R7F/tgBF+Gn+m2IS1tDeInV2rFG9fNEvNlh9sVKuH8QX7E0cDrexyFYDufU33eFXb5Ofl49R+DPTSJxHw4tIUVAw5Xe3oWPBsFYNjrZEbeWfS/Atfh4gFsVt+MgvI7D8eUYiWxMmbKSeHEHehtbdbFtEZ1E9adgZXyNHObPATbCfKDsHbKp3C9jJOL/lPJV/IAt63/D3objuo1JFpd8VpVIZS4cecE+eKz2nlDYnsPfdmorIouI9sKTFcwc2B43D3A5/Y01PVPa93AavuiyD/XwLfbGO3MYlKdbPP1KOy6vUyUeoX6A1yaUOOG0L/v6FRtHS3vi6SKdSv9rJVbD93ijTh/wwzh6YLfEhiXOhDwKOWm/NsdD2KgGV2z7x3wk8vsL2Amb4pPqZyzaVm+5M8v3QzE2bCbo3fWQHI+PEUisH9uZaJeWNlLKs+u57V+rSrxbiTLWS7v6NTZHPi1QDrJERXoSGyPgWC19zobhCeKcJ7BOkTm5a1UjM5wjOUzDpcIH11z5rYHHLrAoPhfVg2XDzP+25h3BBczN+mzNkTaqF5bo810Sa/+zxkjcWWKMQLceYDO6M/dDJELMTfnWhD4P9XBSCTzCjFBf7veMkci3QT7lbqoytj3r4V5sM5/lOgdl/4+VK9NzjognfU8E2N/9GVxxQ27VkIyIRy2HNavvuX3juCvw4hiBMXe0U2e45Bvg3Um2Wpbxab+sluU75+T6n0QryV8nDaocyBrnDgAAAABJRU5ErkJggg==)
LS = LI + H
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAi8AAABiCAYAAACYjTPfAAAgAElEQVR4Ae3dB7RsSVU38MfIDEGMmEFHRURFxZyQIEgW84hpzBlFMeeIWQxjwAEEjAg6iqgDCihgzglzzmOOmLW/9evFnrVvvTqh69Tpvre/3mu9131Pn1On4t7/HWrXpc2JTj1w6oFTD5x64NQDpx449cAF6oFLF6iup6qeeuDUA6ceOPXAqQdOPXDqgc0JvJwmwakHTj1w6oFTD5x64NQDF6oHTuDlQg3XqbKnHjj1wKkHTj1w6oFTD5zAy2kOnHrg1AOnHjj1wKkHTj1woXrgZvDy7//+75tj+/df//Vf28E4tnZFe/7v//5vo43x9zF9Grhjbdv/D/Pyv//7v0/z8oLx1P/8z/88Wn55WnMXV77HvCyR1aW/+7u/27zne77n5qM/+qOP7t8HfdAHbd7pnd7p6NoVY/XO7/zOmw/4gA84yva94zu+48b4RVuP6fODP/iDN9p3TG3KbXmXd3mXzfu93/sdZfvwkw/8wA88yrZ96Id+6OahD33oUbYNLznmNUcWvP/7v/9Rjt2HfdiHbT77sz+7xC6bS7/927+9bTBkemz/fuZnfmbz8R//8UfXrhinT/7kT9786I/+6FG27+M+7uM2P//zP3+UbfvlX/7lzSMe8YijbJu5+Zmf+ZmbH/qhHzrK9n3CJ3zC5id+4ieOsm2/+Zu/ufmoj/qoo2wbXoKnBO88ts9P+7RP2zznOc85yvb9wR/8weYjP/IjLwcvv/u7v7shBI+RCAmM9Fjpcz/3czc/9VM/dZTN+/RP//TNr/3arx1l2wiJT/3UTz3KtmnUF33RF22e97znHWX7PuuzPmsLqo+xcYTEJ37iJx5j07a8BE85VvqCL/iCLag+xvb9+Z//+eaRj3zkZU27BLx80id90mU/HMOFX/qlX9p8xmd8xjE0pdqGz/mcz9n85E/+ZPW3i36RJvGrv/qrF70Z1fr/xm/8xuZTPuVTqr8dw8Uv/MIv3Dz3uc89hqZc1gbK0M/93M9ddv0YLvz+7//+hmXpGAkvwVOOlT7/8z9/8+M//uNH2bw/+7M/Wxe8/Ou//uvm677u6zZ/8Rd/caYD//mf/3nzmMc8ZvMxH/MxW22T+W6Mfv3Xf32L/j/8wz98E/8AkP/93/8de6z6W0/w8qxnPWvz1Kc+9bL3aA8tWvu081/+5V8uuydf+Pu///vNl37pl27v/6qv+qrNP/7jP+afd/reC7z8z//8z+YbvuEbNr/3e7935v0Cpb75m795W1ca2fOf//wzv9f+YFWg4YiBeMITnrARuNlCvcCLIGbz8k//9E/PVOOFL3zh5nGPe9y2bSyPP/3TP33m9/zHL/7iL948F2NOMkEDID/2Yz+Wb531vSd4ARKe/OQnX/Zec984mJfa/0//9E+X3ZMvfMd3fMd2zKJ9Pn/wB38w3zL7ey/w8sxnPnNzww03XPZe7mB9r23XX3/9xljOpa/8yq/cKLeVeoEXbgtrjrUj03/8x39s1422USq5qKbIOFlvtNNf+IVfmLp98Pee4EW9v/Vbv/WydwV/0L4aPy0fMLb4pPuN3T/8wz+Ut8z6uyd44Z55ylOectl7f+VXfmU7L43F933f9132e3nhj//4jzfWCheyzz/5kz8pb5n9dy/wQs6al7/zO79z5t3m67d8y7dsxwHAnSML8Ebjpj/Iz1ZaFbwQEO/zPu+zuXTp0gb4CPqbv/mbzX3ve9/Nne50p21gqe8v+7IvuxWIcU/5iTko563f+q1v/vdu7/ZuBwUvEO1LvdRLbd793d/9THW/8zu/c9ue+93vftsARe28973vvfmrv/qrM/fFHzfddNO2TXe5y1027/u+77vtl7d7u7fb/O3f/m3cstNnD/Bisn7sx37sts+ztkzY6fdXe7VX21x77bWbhzzkIdu2YiBD9MM//MObl3/5l9+O+Xu913tt7nCHO2z7zPzYlXqAF+BLcKz5lJk6APmgBz1o8xqv8RrbcXvAAx6weZmXeZnNYx/72Go1f+RHfuTmuWhe3uMe99i84iu+4rbcmnCtFpIu9gIvP/uzP7t5uZd7ue3YpOI33/M937O9fp/73Ge77u585ztv3uZt3mbD/Foj/XTHO95xc/XVV59pJ/DZQj3AC7fT7W53u817v/d7n6kCgWisjJmg4Nd8zdfczrc5a+hJT3rSdsyWuEZ6gBfKgtgS8zJbTikyAoKNgzVnjuKXX/u1X3umD+IP5QDe+slzAqXNS0KmhXqBF+76V3mVV9ngbZkIvFd+5Vfe3Ote99q2zz1iEod2kwAu97///bdjHPzyrd7qrZoUvl7ghZve/BMgm+kZz3jGlve9/du//VYWGgf8eUh5oxCRF2/yJm+y3Zjwxm/8xlt+ZE23UA/wYvcqYGJeAmhBDBDXXHPNVhYYh3d4h3fY3P72t998+Zd/edxy2ac5qJ/cq6/cT4lqoVXAi8Y++9nP3phQGkzAZ8QWQOSP/uiPbq6ziHYMhwCpkcGn1fagpZYXVhSTIgQVbTTIgL74i7/4VjjEtT/8wz/cDhiff40+7/M+byskAtzQum5961tvHv3oR9dun7y2FLywNgCUL/ZiL7a54oorzlgfvvEbv3E7phZZkPeZhKUVw+/643Ve53U2H/IhHxK3b4OJAQQaya60FLwQfm/7tm+7bcNtb3vbM/EzX/zFX7y9Llg9yJwjwP/6r/86Lg1+0kLe8i3fciMKvoWWghdWTm0gCG5xi1tshXjU49/+7d+2Y/Swhz0sLm1Byyu8witsxGvUiLDBaGrjWrt/6toS8GIemWfqi6fQ2oII91vd6lZbK1hc4/Z+yZd8yVFG6t7f+q3f2o7vlVdeubEOW2kpeGGRoOBYb7e85S3PgOrrrrtu2+Yc62Ud6IvSoq3+NFt9lIUCXvJKr/RKGwx/V1oKXsw9Ao3SYl6+x3u8x81VoCSREwB10A/8wA9seY9NBzX6iq/4ii14Uy+kTfoCT96VloIXa+5Rj3rUtm+1LfM5IPL1Xu/1tuAx6sWSaa4NeRruec97bvllKHb6DpABQMnVXWkpeAGaKOFkgfZlix8LtXmW3aXWEJ7BelQSxfe1Xuu1zrh61A/IbvE0rAJeVAQyfvjDH76x8AjiDF6gUdpOpu/+7u/eTu7SXOoe2tMbvdEbbScGBohRLPHjLQUv3/Vd37WBiJkITaysBWKyFldurzbQKjLIyW0nIN/gDd4gX9ouBu1soSXghQDGXFhIjBFGmoN/MUbmw0yusazkSRy/s9qYnKxLJQ1pH+V9+e8l4AWjgfgxGCDsqquuOgNeAG4LMhPTO6bPrD1FzLyAQ6sJeyl4efrTn765293utvn2b//2rUUla4G0VdYx78jEUmErZY2e+MQnbhUK8xnAYaZnNW2lJeCFC8xa41KwVqQCCMJvCMeSd9z97nc/A3Li/vjkigHSaflv9mZvtnWnxW+7fi4BL+rxru/6rluw+U3f9E1b4ZbXkjVkvmZi9SOwAcySvuzLvmxr4cCLgvBQymHNZRP3DH0uBS92mJmXXM1AijkXxLry9V//9Wd4DEBJwH//939/3Hbm05jlue1Ha5pSsitPWQpeWFjJJvPzzd/8zc8AM8Dja77mazbkTZBxBQSG3CvGHx/KxOrBsgsM7UpLwIu+lC6FPDBvyIIsdwGZDJDVzTWygAu3JLwDL83P4FkA0BzlsCxvFfCi0SGsoGjaRNZmy0r4mykUIKiZCmkcGkiD56LBlGj6X/3VX10ravLaUvBCOAVSxPQM8BixUqh/CdjiGe170zd9061libAEcmjwpaCJ+6c+l4AXmlCMXdQ7m7Br75bfghsp+iTfY4y4UyzyBz/4wVtNhOl7yFWRn619XwJeLP5oG63OmGBeY8RF9rqv+7objGiMzCmLu9U0r+yl4IVmE8BJn8vNMUZcuRipmKwaiZXQRxQR/cBt8fqv//pba0Xt/qlrS8CLdkV8zhu+4RuesSrV3st6qO6A3BBxrVAqlIv3LNnptQS85HkZ9c7gpVZ/ZnpgJAOUuM+a4zaUqyuIlRvPZJnblZaCF3UMizrgAnzUiIUaYDYWLPEUqZJYvQGhcjMJkMDtPsdNmMtcCl7wvOB7eHYZQhDvYgnkfrZ+KKv47BwyN1msPuIjPmLvlpcsC/ST9URRHSMgUn1jvPO9yhPXaf0CQxQRCgmePrc/cnmrgJf8AhYVDHIMvKi8jhkKmDM5mNtUNuhLvuRLtuXmmIX4bepzKXjJ5ev8MfBi0hpMTHIoaJdWzDdN+FmYzHMAQQ3I5XcPfV8CXnKZULZxGQMvtHL3DGl0/PI0xLd4i7fY0CpoKL6bwCFo8zunvi8BL7nsG2+8cVvvMfDCBKptT3va0/Kj1e8sVRjTrppfLmwpeMllAfiSbw0RYcZ1h+EGKCjvZdrOAYaEISBH0agJlvL58u8l4CWXxfIirmWIaO4sYFzN1laNxGER/mEhvetd77po18kS8JLrx6Jizo2BF7zPPWLraoTXcl2LWQMcCHSxNJTIsXiEWlmuLQUvuVwuCONSIxZdc1LbWDHDdZLvxTOMVbkrDwCn1e8a3LoUvOS6sbwMgRd88tVf/dW3YyBgfg6fMHeBPeEJgF0LLbG85PexvhuXMfACNLtnSElXHqVRGIlxFtvDKj8k9/P7a98PCl4MIO3uNre5zVaw1So4dA2yw6BaNIl9gZcXvOAFG0GRAE4GXrlNtC5BzXyBYkCYkAEyE90CbkGk+wIvcggApmMMkYnQhM6mUMIFc20J/NwHeNHnmCO3Uukiy2MX3/l3+XlpFUtoX+CFC4wAALZ2ZYrcaphPi+VsH+CFGwUoAcpq8SDGx3XtD4uTNagvlqRP2Bd4sbYpOVx4YwTYsJRF8KcYIUqDMdiV9gVeKGsENgFHqNXGA9Cm+JRWMmOJZ/7lX/7lTs3bF3iJtrGsC6OY4hXiH1k8Kb45zmSnxm022zig7OrZ9fm4fwq8iOcEjsfaxdKLT+Ktxtk/QNy1loDkg4EXGgFrg6A6rqUxUknaPyYT5HlMigDdlfYBXvjyXuIlXmJrbh+yuKi3SSq6vgQA4hMwnyGteKzNa4MXoFNabaDz277t28aqsjWVvvRLv/QZMyIXDGFRmn5HC3rRj2uDF3UT1Apczd0xxOokYDQHoM9pS3nPPsALLQf4EPsT5u6yHv42xtZJaTFlATWeLUG8a4MXu6kIPeOHMQ5RBJ0LFBVLQKibyzR3sTRTLsJauWuDF5Yu1iZB5rUt8LU6EeSUBu5ffOa1X/u1By2ktefj2prghXVFKoZyvPAX7qOSKBas2GVQPL7A9b7r2K0JXrSJ5b20IHHBis8ZIkKeCwyPnBNrN1SO62tbXvAJLj7rR0zTGHHtcV1mvmM8KRItCXEPAl4AD/EPmMeQRSJ3goAu2nvON4IJExhZo8/PjH1fG7yoG1OfiTNFzKBAWLmTikXK5C0X9VR5fl8TvGCiYlZE0RO2UySeByLP7gfjSIBOAZ9a2WuCF30tqh8T3AWIiFEiAJfS2uCFRgsoz8koSlPEVHJwpfYJLGXVYCHcldYEL4I7BQoO7ejLdeUqEmwPdGK4rEn65YEPfOBWkcKQd6U1wYu+5prmLgs311j9WAJt+868QzsJmNoukLGy/LYmeBGoKV6uHDcxW0NuTynhuS+zVVrs4VDg+Vj71gQvAD45EBY+9aCAA2VilmoE7OCt3NC5fbV751xbE7xYJ/pcLCovwxSJB2R10sYgQbyv+qqvuhFkviutDl4wCcAjI0gL3TVM1O98ZAK1aLqBnMXKxFZalaQ1QKtiFTAdk4Im0rJ9rCd4KbfC0XYEy/HpCRZUV23zL+Jz7Ipg1rX7BTGdMQWLsQB8bL3jjgHaWqgXeBERb5yy2THcQHzoAq5i7GiDEcNCkOTkboQ7wWLyskgZR8wm2r9LG3uBF3XUtrxbg3B1DePPbbO7LKxn3/u937vVZKPOoTnkrbvx266fPcELAJaBh7gHJmjbvoHGPC/DZCtegGWFcoG49cxLfS6ZlMRSLFLmaAv1Ai9csXnLN/4ADLuu/uZZrDlrHWGY1lzwl7L+nq25Kcr7hv7uBV70szmYd2twEbnGjZznpfaEZZZyEOOIB7EiEf7cFMAZK3DtELuh9uTrPcELUFJaHaw38wpvsTOJJu/vyC/FRYmXhsZOluAncjXZuYq/sLjl9A25/mPfe4IX4DIHyZNNLEQslcbAugFazNWIaeK2xTvNS2BAPBBlj7tam2MeU9JbZF0v8MJ1ZQ7m4z2AMtcEE+d5aQ1GwC6vSuxWFTNHIcebWEnxYO2lvLdYclcHLwYM8IhtjDR3QU18sbQdyZbiH4EWuU7EgBCQQZiP2BDmNIABQ82aRdw357MneOH6EhgXJBBQ24AXCyza5hMoQRiNCRqWC5NWRlCInEYh8AsoaEXevcCLgE3jkJmCaHLtIwiZAKN9xlgsC2KKz1sZLUyCyz3KY7nZNbBuW/Bmsx13DGcpYYzqEnWmEdnyXpuXfOxRX4svb9OlFbO6PP7xj19apcW7jXIFCHdMPQjTGZqXkeclBGcIfM8COeajdhM8hGEr9QIvrLbZ5UihwQBra45igABQCkHNcsGsLwi5dN3u0s5e4AWjNy9jjhNYgvdraw6vACwQ3pnzp3ieIMUvbeUVON8SZK3snuCFpl4GW1t7NG/rDG/n0sxCMpSoEILqJHAUCKL1S7QIxLRQT/DCalsqMfgDpZQV03hxGWVgSrjboMEaDXQaR3OZch681SdLTA6bmNvWXuAFTzAvA3R5P/5Sm5fuC9lmjDKgA9aAU/eQB2R66Zqe27bVwYvFl4Wwvwlr1wxG/hf3uUen1+JZmLNbBjF3SE/wos7qGxTtqbUv7hMwaECz+SyebzHHx7Px2Qu8qG/ZvqmxUwdaA7dXSfrG+C2hXpaXaFuuy1TbPCMgjaDK5Lke1NPyYtz8C5ozLykOtPWaCbjHvOwFXso5OadtNDtrbihAuSwz+m3uZy/w0jovxRNkQBf1tt7yPIjru3z2BC/qMlQf12vzjNUQMAjLda577f78+9T3nuClpW0AizVHgHt+igdNtaf8vRd4Ua76mZ9Bc+rKOsNiWBIgvVQWDIIXGkoZ0V1WYK2/dRBLRFhher9HQBQBfyiyCJl81yKgbyiD41rvzOXaEh0aYb7e4zsrQVhLepS3axlyNVg0a5A+W+K6WFonjHwsL8rS8gG/sW33S8sfe55LhWl7LXKSe7i513rHWLksf7vEaY2VVf5mvpdbk8t71vybm2hJ/qSxuuElYXkcu2+t3yjScwOwW+oglijciS3PL32G26umpC8t1/PiZSSYLOkSNw8XgYDLQ/zTYBNrjXeLp+GLXKPsOWXSsJkJabhz7t/1HgFt4hp2fa7X/YAvTaJXebkcc5K/NF/b53fzcq22cSfy4++zPfldQP2a85IGhpnld+7r+9prjgmdQrKv9pTvWXPNcclw95Tv3NffMS999n4nXnJIObf2vOTGAvx699vc8tacl85ZKt10gMwlQVIO0GKmP7Z/tuHxkx5bu6I9/Iz8yvH3MX2KpyHgj6lN0Ra+YDvw4u9j+7TFlY/72NqlPZICioU6xrYJyBTXdYxtw0vwlGNsmzaJUxNjeIztA1zI8pIuQUyHNGGXFer5N+2ZL/BYiamQC+AYiXk+gr+PrX3iMlp3hFyEvnA4YA74uwh1nltHrtq8o3LucxfhPtuZ52yvvwhtKeuIl+Apx0oCoXMA/jG100475z6VdImArwWAlTdexL97Buyex/b3Ctg9j22jQRwrMOsZsHsex65XwO55bFuvgN3z2LaeAbvnrX09A3bPW9vUp2fA7nlr32DA7gm8nLehml+fE3iZ31fn6c4TeDlPo7FbXU7gZbf+Oi93n8DLeRmJ3euxOniR0ZFfsTT1C3oUKHXPe95z47AuQUV5G1bZFPv++e/kAoh/8j3YvrUr9bS8XHfdddskc2UdZLTULu3TTu2dQ7aPiVeRwryVeoEXiYbEYZRmR5NGbhvj4Yh7W6PnbhdWN0GbrdTL8mK7unlZjgstk4/fuDn91s6psTmm3Y5yEKsiRsz9Y/N4rN09wYvderVUA3bcmJfGzliUqcvL+ll3suqKV5HTqCWjdZTZy/Kivx10l8kY4SHGTMyXM8+m8pqY17bgut8aLXlULn/qey/wYgdFBJDmd+KjfPyx5vAHW8SHSAJI7mPxHMYOPxqbx0PluN7T8mLt11yj8vDIcGzdSeQ2tXNLYLn79IfcKa27K3uCF0lFy0zB+s+8DFmA54ztlsQ7zCWJ3ELO+cRXWqiX5UWCQLKg3K4uNlZ2eOOA/+mDsXWH31ib7rfu7PSK5Ka7tm9V8MJ6I/GaLHzZH4xJO0RLdj2Nda6BDIljW9Zk93SAE1dW/NMJLQuyF3ghILRNcrNMfKjaY6u59mmnFNjaPUUmmzJrvrypZ+P3HuCFcCcI1CWfJIqJSlhGWEt85V2S1eWEaFGP/GmcxFApb4mPuQd4ketD/dUlZ9gV5yV5EmZv3Pj5nb0lA+gQ+U1GZduAzV8p2EvBOvRseb0XeJHgUBLEnCjQu2ynNS+tH6BbAjPAJLIHl/WRAVP7BdnK12DHifa1bvPvAV6Mi3FTl0yy0GqbOeZ0WwnrKAFDGXXxIwe7Ai/6AiOV8Oymm27Kxc7+3gO8iHkivLUvJzIDqiQ4ExQsC615hhfWdlqosOSdEr2Zl3ikf5KeqWML9QIvtgRfeeWVZzI/q4/xklGXEKQIqbuT6Ie2+Fq/MiIDBMYOqJZRuBSsc9raC7xYW8YtJwr0fgqEeWmrubmrzrJc13IpuZ8gl4HX2g0559Np4y3UA7zIReOQSO2LrMfqInEnYOW4ELIAXzfngO8amZf4DdmPR1JCJO+z9iJTdO25oWurgBcagcbIwmoSSo9MMAQRzBZfTjCEsblfR5VE8BEoS4ReLnMpeCHAoX0Zgk1MiDSItQKDz3VlTZE1cerwKWfPOOfB5F0SLL0UvMiqaoJhCJhNTvWP0RCMgviCaFPqXFox4ncZeu9973tvy5OmfOzk0Xhm6HMJeDGPAE59jJkbO1v+gvQbJpqPLSAUzeHIsBv3+iQAna+V8zTI0grMRXrsfP/U96XgxWKWWZdQ1s/5/BTaELBiG30Q4YAhDVlTaEf+ZcJ8CNgxrT/fn78vAS8EFoZuzRmjnH2bNkcgmBtB2lSCgPjNJ0DmtPcgQsM41zTnuGfscwl4oW1bQw5itebMqSyIrRfrMGuo5jEeCliUFEdf5GMcbMN3/xwFqixvKXjB0/W3tgHDMqwHGTtrsQRid7vb3S47fDGeMY8og3mdAqt5bse9U59LwQvAqT3WHH6Sd7+wVriWlXLrEPAaUoiAA2UNKRRT7Sl/Xwpe5H3St+rkqJB8wjXgaI1lwM/CZ4xr80yOJ/fb4hzEwmY9zz0EN57zuQp4MWgYp7NRaGlXXXXVGcFmv36JqjUaeKkJCaYpqYShP6CBJQNCb6Wl4MX5NoQE9Ax1OjQtyGI0OMy/maRYLxdo/l1CPigW6KNhDU3u/MzQ9yXgxeLiNoGMpYuXUj0nFmOuzWcdqYPzSCDubMXIdYOwmUv9zmojXXYrLQEvmJ3trEzuT3va07Ztw7yCgJGcgtx1bhbMVbtLAvIwpzzW5oS+yIKjfG7o76XgRep+jBRDCDdPvMu4YowWfJDU5BhH1vLjN5/6ojRxs4CyWilvV1oCXrgVpEjHO1hzWVWCrDmaaU5q6XwVTLSm4VKaWFlKZUL5XNEttAS8qA8FSJZcOVWsubwri+KXhYb6ASiOH6m1Tz8DQlm4A9N4aIs7eil4ASTxbXzXMQz4d5B5RGlj6c3EQpHBd/5NP1mT8YwytLeW1Ts/V/u+FLwAhawtlCDpNzIwM641WcCVNwS0KEvkID5lLpItrS4x7V0CXvSregLP1pd5ma3w5kX+2/vIDMpbPlIm+p3Cay7kEANjCNRyre1Kq4CX7POPc3yGtHIVhjIJNeAkPxuNsUAxWT5RmhHzooVrwbdogEvBCw0+iPaWwUtcz59QJcRJWAwR11OcX6HMQ7mN9H+MQWjmGbyU9TcRxb04PyVb0vJ9MUYWA63jUOAl2qVucY5PBi+5zr5zOThrZMjSoB3ak02eFhTXExPxrrQUvOR5yRQr7XiNgBhJGgn3OPundl95DYCzDlu3zS4BL7ltDsDL4CXXE5B2FhDL09AY0JYJO1bETGIxzOMhV1O+t/y+BLzkNUcxwCsyeCnfxZLLIkYhqqVY58IwTizEQRSH2972tjuNdzy7FLzkscPjM3iJd+RPAl8fDJ067+BQYIjiSFHDf4AdSu6utBS85LYZjwxeanWhNGmbA2prRLYR/jLHcvfpL2cbHcJtlOclS6B6l2AltwGfN7bWJ4ViDnGnlXN1znPuWQW85JfLZguxDYEXjXTmCGZDq6oRoYix54miXJ1JCO1KS8FLft8UeMFM1XMMaLFQMZOGEPS91ArzO6e+L7G85LKDkQ6BF5NV7AEzd2mNyeXEd+07JHiJevh0mJ9xGQIvhAJGhOGbLzXSz9oTp926BwPlcmtxjS0FL7mOrHdD4EVMDKbIfcYNVHPV5rJ8Jwhp7oR7dl+U9439vQS85HLHwIvYHIJM27gqnGRbEusut0MJXrh6HTQXp2qXz439vQS85HIJKfNyCLxQFig6t771rc+4c3MZzPjAmVPFlUPgcLkREvJ+7EpLwUt+n7EZAy94Dbc7cELZqZE1pm0xf81LlkYxlrvSUvCS3zcFXsgqhzAC16HQ5ed9Z4koA8eBM9bOIeWwLCP/vcTyksthhTUvh8AL2cxlRhY4SHMOscgrkwu0hQ4KXkxCEcoYyZCAHGoUa40FmmNLhu4tr+8LvHA50G4N6hASJbCYzbjBuB8ICSerMtf5O1sLynYM/b0P8EJgYzD86IDAHLoo4IX7AXPk580BamUbWQGBl7Yh2wgAACAASURBVCzswvJCiO5K+wIvUS9MkgVzyIQd9zFbi9kCiGpu3bhv6nMf4CXqwFpr7dXO5AHWgBTuh0xiE7ikhtZqvrf8vg/wAogJTuWWdHr9GOFx4szwVkIVUDN+tPldaV/ghWVa2ygNociVdSUkBVmz1DuwEXGPEfBkya5Ws32BF8q2uEDK3q51jDiScJOVfTL29z7Ai7HiOtO+Me9Crie5zaghcWUrHQy88KWLoKdFlX71sjG0B77a7Cvjw4W8W46x3wd4wSSg7CkXCasLJguwEIRcDmKEWKJYpFoCt9YGL0Anky2Btos/9iKAFwJd7JGYiBzMW85Jf4vDsGBzzIt4E2beFovgmuCFtYQLNwfXaQPfutTvQwSYmp8ERqvFJcpeC7zof+b40sqiznbMlYSPsG6WwOaaa67Zrrny/jl/rw1euLq4MPGIIUtgrZ6AOOHuU7CzftqV9gFeuPjwyyl3OaUJjyy3WwMHgLh+2oX2AV5YYVkY8OUxYlkR+yEGKBNFSIxP5jP597Hva4MXioBYH0G9ZRxrrV7aKDzCJh78cwkdBLw4/ZRwKLc7DjXEHvfSZAXMMC/WAoOGyonra4MXQbcWkgDKKQLCCK046Ep7MCjBasyg2VU2VVb8viZ4ISAAl4c85CGDps+oR/l53sELUAZMC8aeQ5g6t1LOwQCssqRla8ycstyzJngRLAeE8KkHGUsurrxzJ37zyfy7ZAdOLsv3tcALa5DdOFlRwNjUXbqCGtnOaZtmuCaAOqCzVRNcE7wYO3k/WF3mkABfVoi8wxNPYNUoAd6c8tYGLwLf8cs5W/ABT/FcpeuJW954Dllshtq5NnhhUde2oRiXXC9zkVzMu+Bc8ze335CrKZdRfl8TvJBdgo/FosY6Kt+f/w7XEvBZ2wCR753zfXXwIuof8MCYETcIwewat4P8ILQ//2hCET/ge5igCAJ7/6E7i9CuHf7b1m2NPcEL87O6BWmntgm6evjDH751GUX7aAfI1mNJ3oYYiXY6gbeVeoEXLhNtyT5MsTiu2TVgV1K0zS4Uwh8RIrbYlWRsLeQhgVLeX/t7yW6jXB4rhHaEFmteCmJ1jZDI85I2GCZqwapOog3S17QI/WK8xSK0uIyU1xO8AGEEWCY5QqwbO7+MEcbD+mkbMgKcjSMLC9cJYaA/uD0J+xhrAr4FVPcCL1wheEcmgcfaxgXGJE3YcwFhcIivHnAL/sLCBrhxN7hfLA8hMbQm87tq33uBl4iRy7ve1Ns4UBjyvMRDwpLGEhHCnwAn4LlWXDevWXKBhBbqCV7EblB+ggBPa8bYlfwy6isW0m/hNtFH1pz4GfNYDBAlYijAN95V++wJXqQiIMiDxHkaN6C4bFtYHXgVrLngLyy27jfWj3rUo7bjyMI9FDMa7xr67AVerB9tyVYhfNw1LvYsC8jnWHfy3MQ4arP7rTUKU/ATn0MxXkPtcn118GIR8oeFYIPQJN3BfKBngVbxzyQM5sE/mxOfMX0KNrN9jDlYPEkr9QQv2mJ7W5DAVUGQXD7Rrvh83OMet71N1lLMxMIpiWYh0pyfs5V6gRdbh/mf88LBLIwdxhHt8ik4NISg8alpiXy9JvaSsesFXghqbYsdGbQawKQ2L7kTQkhwQ+SdLkAPy4sFTDsKptQydj3BizxBtZ1EtthqD+ZIaEe71NdajXlpHWIqxhIIymNtzrdogb3Ai/XBulkS5cDawyMoNsFL3EcosDyZ00HmteBJ90tNMCdwOZ4tP3uBFxZY8zI0U/PLeq6tOWMTbhLj6bkgWrE6UTKY6bMCEvfM/ewJXghTPCTILij1xj/yHPM9+Kp7jF0OFrV+AWrtpgzn36LsOZ89wQuFOyeotJ6GZEEEqZIX1pw2BnG/mJeUYkpszIX4fZfPXuDFWjFOef0AJrV5SfZF0LHfjRECLvWHOVmO9Vhs4VB7R8HLkh0vQy+cex1jXZLLZew9JmxOHDR27xq/EfIYSmgSvd+BOeTEcr3LnypPICStYQ0CMIZ2pa3xvrJMsUzBVMvflv6NQSyxSi19P0FoXnLrrkH6bokQXVInAljbci6YJeWVz7Jw5MRy5e9r/80a1rLDbU69zIcleafmvGPsHqCSYpvdYGP37/IbXtK69X+X9wzdq2/Ny7BUDN3Xeh0f3nUzTOu7as9RMgCoNci8qOX2uQTtMUsys+77H23Qdk4mxTXeDaVbjGuUPadMlhc+UObdOffveg8NwG6EXZ/rcT9tl9UIo+lRXlkGrVvCrvL6Pv4We2BeAp9rvE+yuHBtrFH+VJn6VQLGteYlhUEc2FQ91viduZvVaa22sUZ5xxp1nyqTy8Gaw7On7m35nVWAxbTl2R7PWBesamuMnTmPp/SoZ0sZwDwX9hptUx/ATMLMlrotfYb1TwAypWxpWbXnWaphlJIusQrwm/LV7fufhUIDVbE13i0gU+T+GmXPKdNiYdXSzjn373qPrZHMdbs+1+N+bQKeCOEe5ZVliGWQFLC8vo+/o21rzUvapbiLfbSl9g5azJrzUrwDV0ft3WtfW3vN4SfccWu3o1Z+zMu11ty11167jVOovXsf18xLPGUNfomX4Cn7aEftHWvPS/FFxyoLuLW510q6ZKfLId1GZYV6/k2T4A8+VuJyywF/x9ROmsTUFuaL2l7+5EO6jdbuN3EorI7HSKxKu6QNuEh9IH7hkG6jNfsKLzmk22jNtilbXEp5tMTa79xX+eJoq24j4IUp9BgJeFly8OF575NjBi8Cdo8ZvNAwj5VO4OVijizwMpV/5WK2bLPlJXjKsdIJvBzZyPbcbXQeu6bXbqPz2LZeu43OY9t67jY6j+3rtdvoPLat126j89i2nruNzlv7eu42Om9tU59eu43OY9tGdxv1sLwItBEFX0ZTC+axrUwOCb7Mqa1utmbaLy6xnT3iS0y0PcGLIMDYx54H2G4fPk4+uac85Sn5p9HvtBxZgwVwtVIv8GJbuzEScJXJuT9ymWgbn+2crXxyo7hfzok55yDl9+XvvcBLbL0vd9bod6nUzUvzLOc1yPXI35/85CdvtxXLMdKSryDK6gleBOk98YlPjKJv/uROtP1S+2yl3iVrp3W8y1y++aUv+tILvMgSW8sjxCVlzWmbc1Om1tALX/jC7Vibl3JtLLHo9QIvMpBa/+WaMl/l6VFX88zpvFNk95N2ecbOzdohjlNl+L0neHHoYqSMyO+2bsTsGDvzJG/hz/f5bmzFh8U/Z1hZq9w/5M0u1BO8CEavpbjA74yDthlbsm+MrEm714wb8LFkh1wv8CKFB1mQt0prg/QXIQukNsF3pshmEm2z1X3O/UPlrQpeJJcToCcxTd7eGimFZRPEbOwLl2b9sY99bLWeEmYJGpOYCHiRN0b2zEjKVH1o5GIv8IKBSI4kUC8TQe3MH3k/CGupncUyTGUhtFVVsK377WxppR7gBaOTtdLY5TgFY6H/JdKTmEiSL2dMjQltC9F4mbCCpSVhah27HuCFIMD4tE2+iCB97jwYB71hhuau/BLXXXdd3HLmU6I25nRnIEn85n5ZTOdk0zxT0Iv+6AVe7GCwViK/QrwLyHJd/gjrThI6AcKR6ybuq30CC/rLnGilHuAFs5PUjMDKRCAaK2NAuEsYJlfUEOPHm+TswYOsUbls9E3r6b09wIu1JQhRP+ftrXbwOUhTQkxrTgCmuo4dsogHuUf+FELCUSpyL+16ro4+7gVeKHSSVOIZmdQVT5DgzbyUYNG/EsDFM9zi8kzFP8/pM+v2UODFvJGvxfzLZLdNjAOeIimk4zhKZT6eIRsFf0swCAzE/a63UA/wQm5ZU/o4rw/JLCN5rLqSC+QeV9UQUaj0Ezlgi7jvsuW30CrgRWIlFgmZ9By+ZPDyHn0CyDkWOc8JZCrjZWQazI2xfVPH3XDDDTdftn+d0NxFc4yHl4IXC0RsAoGsfTmZHoQq/THhGCQpm/uGrEWewXy1X5pz567kBFtRztzPpeAFWHFehTOW1DvnjIkj3fM5FhIOYSQ1wviMXZ6gNKw73OEOG5rvrrQEvJiXhJ/dBbe85S23wDNr2+aUumZrjHF2JkxNE3SOkfszEKNdYaLGdFdaCl5YGghR4Ne45WR6+hpjydesHW2bClgkRGT5NB+WBG4uAS+0Ve8m/LSNtTbIb9ZNzkotzYL21hL1eY4AJNAjeaZrGHFrLNxS8MIiYTeWdviXc8bIK2SeZR6q/oByTQjiHXgjq2gQQAusZiUyfpv6XApenM+mvo7NMHZZ2aMkuQ6QBeGveGEtGDPuyZ+UBXO+ZZPCUsuLuuJJIQsoMUHafbvb3W4LHuMaPqKueHSN5OgyL0MOAi3KsHZaaCl44RGx69jav+KKK84E/+Lp5mXmoayzDBGRpC7XOfiNtRIE6FjTU9aouD9/rgJeDKislXYrMSnRlLLrwUItzc8EPIEWWVpzJQkQmhThE0TASBPeouUuBS+yqEqtDqARhBBkEM2GBSkzCYyDsMzaVNzvk8UF0sakLASHNLaAsihzCXiBsrWHtkZTL+st2Pnxj398vGr7KfOiCV4jE4y525wIIlBM2Jbzf5aAFxYX2qetzg7EJCQwryDjVLojjDHmWjs81Fx1oByNOUj9zMspK1vcnz+XghdrwdZIYJ/VgeUvyLzEbLIA9BvQSdsfIsKF1s+FfI973GOrGQ/dO3V9CXgxFwFqR4Y4ODOfiwa0cYuUFiRrlFJUEmDp6IBIVMlVE5R5TFyb87kEvHg/gU67lYXUmsuWTHyDBp+J1ZfABKBLAtAJkDhIM7ev5ViHpeBFOn8WZblaZFU3n4LUjeKW+aXfWONtY54iwh1IZd1toaXghdUI6JSrhUWF9SEIv7Hm9F8mVr4hCyaZyRqYx4llF19poSXgxTph4WQxJ6/NyxzeQYEtXdNcZHh7Vm6j3uS+MjIWoBgZP/23K60CXsSnxMLB/CG2XOGykhgGU6IJXmP6UDtgkxchAMLkNORqKt+R/14KXiDqEFiRdySXH99f8IIXbA96Y+4d0261OfrLjgwHMx4KvFg0URfaH2RdA12EGmHJ0mCxDVmVoi98sugAojSL1iMCloCXPC+ZP7Utg5dc1/hOG2fCjvGO6+WnhUlTpDHOOZCzfN7fS8ELZhnWLECDABgj60AflGA0P0PAAw3KBlCZvltpCXjJaw54yRakWn3MNW2rzTPKAneZ2CbghmLEPF+LV6iVXbu2BLzkNcd6oN4ZvNTeB+yw8BmXkriTCEixeD7xH/dni2L5zNjfS8GLORnz0jEatZO+8/utAxaa2hEQ+T7fWb0pC1k5Ku8Z+3speNH/4YoDXihyY0SoG9+huUa5ALpZcMxd85wiMiY/x963BLzkeRlW5gxeau91VMPQeFAwyPHsAmMlpLgPWUhr74hrq4CXKNwntG0ijnU+c68BHQqO1HHMVrQ/5jQmKQgXissn+ub3jn1fCl5y2ZjgkIYgwAmDYXlSdwJ/ikw2zxwKvOT6QdHGpQZeuPxoUSajyZp9obmM+A7FAzrcD/zbLB8ttAS85PfdeOON27aNgRdakPZPBZVhXuYA4ELryG6k/M6p70vBSy4fwxPvMESYJIsSl19NAHrOejReoRVTLsQktNIS8JLfCUyOgRf8gjYHvNVAJ6YHrNBogQ6WASCNklULvs/vHvq+BLzkMgNUj4EXdTUvuXBrxILrYFigk5WYtcp3Ft0W8/xS8JLryNJXngidf2fNtI5YEKcCrt2Lt7LsttJS8JLfa32MgRfrG3/Q/gBz+XnfWaOtW+1Snk+W8KE1Wj5f/r0EvOSyAlSPgRfr27wc4n+OjbnjHe94BrxQlK1FSu2udFDwgrEwn7GgMAuPkdOpTWrMFGAQACumpuUE332BF5o+oc3Ee5vb3GaW3/KigBeoXPswGIIEIKn5OfOYup+VCagzyUWd70r7AC/qSEgbsyENqay3tpnPXHaEYA3wlc+Uf+8LvJj/4rIICAygRnzzQIKxQqyjFwG8YLIANUvukAIgzoVwL5UOChEXwBwlo+yzfYAXc0yA+K1udatRi7PdONZXjgHh9nRyc2nmL9tR+3tf4EXsBCsu/j7HSiS+At+pxaPV2lG7ti/wwjJNflEqsuUh1wlPNScpr8bL33b3+Jslxt+70r7AC88CY8KYtYyLnaKb2w+84DP5sM65bTwYeIkIekFnTO5zyM4BQoGfDOrWEc94xjPmPHrmnjXBC/O2BVEia6dp0nKn6LyDF0xFAsNMhK6gstqJysaM+yzHEnD/AaEt2WTXBi/AGI2d5s46M0YWobZnshgFwTqEcFfaB3jho7dDjqAu52iub+wuIkjsfvDpOUJfcGWLmX5tywurCU2VhW8MgOA9XJeEXybbWAmYllistcGLsaLVi2WZig+g0Jm/2XKBLwEG6rkr7QO8cLVSYsWk5XqP1ZXLPm+MGLt36Ld9gBfuH4qQ+JGaJTDqZrcj4F3OS0KfxaLFarY2eNEeY2CnX43/R9t8GmObdwTTB/muzS0Wz4OAF4NAM+KPxUimCFOnCed4GMKBCS7iM6bKyL+vCV4EDRqgvL3WADPZ5kj0XJ/8/byDFztyBApihkEEHcFWC9IyYWmKOSaGWZ8W2OLyWxO8EFq2XdKO5mxVZy0kLLNLFLjGqKYWcvRd/lwbvAD6XEXiqqYIUzF2gn/t8tMesRNM3ixmY+BgqOw1wYv6UYTyuhuqh+sPetCDLlMmmOsFk7Jw7EprghfAhVBn+RqylOX6Esh2c2a3kmvAQd6xmZ8Z+742eOEqA/jFNs4lfNZcHovXmlPW2uBFzKfdRYDxFOE/rCy27meywUBcSIvraE3wQgmlBNkdO2V11x48hZzIQEUgMH455/ncJ76vDl74v5gwc3IbWx5dYwIVaY7h+MdEH9qg7+H3NVExJnvoMSnARYNbXEYa3RO80Gbyrg7lCwLEKPj4xPz4ncC3UBBhZ9FlALD9YbPZakZQ9hzhGc+Un0t2G+WyIugx+znVHVLG/DFCZkJaXt79Ycw9i2joAj0tPsIe0BFwSZtvAZ69wAumYg7aPRVkx4JrYrCMT8xLpvbQxu0GCXM8q5JdK9piEZqzmA8LW8zjKHvOZ0/wwlKSd3WoqzVESFx//fXbXVLRvhhfDEQA/JDmi0kdKmA39x8QhWkGsQbiB66rvxiIaFts89e3wHIIANe5HFhpaMYEBCDa4spUj17g5VnPetZ2DjpJOQi/My/leMnz0vdYQ9zqMY6eM07G224Xa848lcOoBXT2BC94AeUgiPKK31FEzUtBnTF2z33uc7e3EXp+y5YH69eYh4yI8nb97AlebEUX4B8kLpAiy8pnXrKgRNvivCFWbDIw+At+KkaUjMRfbd3njtH+FuoFXiL+McZEXWILP6U8z0ttja3e+GKOZdWuiHkU92jcc9qDXdq4OnixGMWmhA+T9YSZiTCT6AwzjX+CyjBZBBTYOhhEW6d98I9ZADqllXqCF0y0PMBSnAukTYCoL8HOdRJk4ZmgEQgZ131iNhZAMKX829zvvcCLBG7qnwW8OhAEgsiAENqgSZx3gtnpYqyCTGS5XYw5AQiAxOSOe+Z+9gIvGL22xdZh2rYtw7V5qY12qCBzOQM1DMo8xbj8pu9bXCrK7glexCHlbcLaq22C4wiLWHM+w9/MfSteJyfui3HhbzfmLG+t1MvywgWbd++xKOn/WtsiZoe7rNymCSBYa/oF4LQuW6kXeFEn8zL4BXcrTVwduVrzuGWNV6xOzp9iPYp98RyrL8t1q0LUE7xoS94mrL3aoY7lvIwxZs1kScpxZKxK2hzyonXceoIX6yPn1mFRGlpzYf00d625UGyNd6QFwF9D1mW3+y5t7QVeyF/zMvMGoKM2L63FMFYAzDlZJi8EfkO+K4/C2KLo6YPVwcsuHR33YpQaGAMc13t99gQvLXXS6YQ7prAG9QIvU3WrLSjXaL4Q9hrUC7y01E3bbOnTv2tQT/BS1q82VuU9YnjMS/VYg3qBl7Juc9rGesstFEpUWcbSv3uBl5Z6aL9t3y0xZHPe1xO8lO+bM3YCrwFWfLs39QQvZd3mtE3wuDVXxhEqa87z5TvLv3uBl7LcuX+zpGVAN/e5OfcNghcaKUFxKJKUaYn1YazeUOEu/tWxslp+g2JbkuvNfRftOCPkuc/1uo+Z2sRagyD1sJasUf5Umfy1rRrsVNncNoTgoQhoYaFYi+QfCZfbWu8YKpfgs2V4LaJs5Uyja71nqFzuzLyLY+i+lusEbMtW1pZ31Z4h2FtiyGplldfwktYEd2VZLX+bMzk2qaWMsWe4HJe61sbKn/qNFYnbbw3icqwBo0t28zCjM+sd4h9ETACv8W4CSNbANcqeU6bkbyatANc59+96j+y4fJC7PtfrfmNHWPQqL5fDZcO/n6/t8/ua85IrlLtnn+3J7xJUvea85F4Tp5bfua/va685sTNPetKTDtI2fbjmmgNo7ZTZ11iV71lzXuIleEr5zn39vfa85KYTg7Kv9pTvWXNeUkZqeacuQdt2BEmIdGz/+Fz5Eo+tXdGee97znltwFn8f06dgP1k1j6lN0RbCXdxX/H1sn3YXAmfH1i7tEeclcPEY2ya2QXzJMbYNL8FTjrFt2iTmhBHiGNsnjrK2g/cSc9ohTdhrmJmiTD7csZMv476L+iku45Am7DX7jXl+rbiFNes9p2yutrXiaea8f+17BJDSNI+RuGrzlvljaqPg+tYDK897P+AleMqxko0jwhSOkezWtWO5pEv8jFLaHyMdOmB37T7dV8Du2u2olX/IgN1afXpeWzNgt2c9W8taK2C3tT49nztkwG7PdtTKWjNgt/a+fV7j1jhkbOfabT10wO6a7RsM2D2BlzW7fd2yT+Bl3f5dq/QTeFmrZ9cv9wRe1u/jNd5wAi9r9Op+ylwdvABB9r9L6Z+JKct156uIP7GlSn6UKbKNWrKm85LnhYsGus2kHRIP8aXKEWILYyTHyvfVvksCJIBsTubh2vOu9QIvcijIyVOa+kWPixtyiiqf6lQafYmx7DSRB8UzTJktybK0rZflxdZZ54hEPoLoS/NVXIZ5KZvs1IGTTOq2hUtUZ6zlpmjdJdcTvMi9U7p9rR0J96w3dVXvSI4V7R/6lJ/pYQ972M1nHQ3dN3a9l+WFi0ZZmbRNgi9rzhxzum3kSsn3+W59aovzneKfHDHG3JyIU4LL58b+7gVexBpac6WpnxvfJgNtc+rwox/96DO5lcq6mYNcPZLTeQZ/zRnKy/vH/u5peVGPMi+Wdwt2FqtnDGyLjuSCQ/UytpKWmseyYucEfUPP1K73BC/4WrmL1XZnQerWXMyvqS3fXFkCwPEUY233Ziv1srzYrm5eljuX7JAkC4yDuCh8fmz9kCXaFOvOpznawjNXBS/iLjAF2SEdNBUk6ZkTXZ0hIyspn6OzcaZyg8j8SbAoTzK3VurlNooMgyLxM2Es0t9jsLJ63uUud9kutFpG3fwcQSnjoGRNrUnclNcDvNhtJnhUX8uuGKReJpvFiOHwOcomPLbFFuBwJouMw/rM99atlz3AC8ACSGlbTsAn4ZzkSUCLeSmSXfbgoayr+oKwlEwKWDUnjbXA1LlgNfrVZy/wQkBoGyGQSYZP8xKDld1SgqkHP/jBgxl187PWqDJr0f35vrHvPcALAaEeBHkmWybNQ7mhzEvtwmNqiSABHfdg7P6JfzOPlXvttdfOUqLyu33vAV4oeISAeuSjNgAXCT3ve9/7buvt7BtnTAlWrOUCwWfMYWnpATp5l/TFFH8t2xR/9wIveKFkc8BGJgqgtPHAlhQZEn9ad5nv5PspGFdfffU2b495TAnWH1OAJ5cR33uBF5lzjVt52Cdlhmwzz/AUuYZkWx8CMMCrLN2yY+sv/E651nQL9QAvwJSAdPWIzOnqArjc+c533oJOSpGEkNpGHtbmpWds3ZbJ2pqLf1OAZ6jdq4AXmo0KOXtCamQpki3AIIzCwspniGBKskcSIDVybD1m6zBGk8HAttJS8GIxY47aRhDnjJEyW2I0WTjLbWHgn//851erLMOgdN4WIOAi4+QhwQtBrB4YxJVXXnmGKUj9Ly23iRPkwDiHpNUICMKYMJkgE921yFob1+d8LgEv5ptkXhh5zKMc2CwFt/HMGXLvd7/7bcFIrW626hnXXIaxBhCGAE+tnLi2FLxgMpijsbPmWB+CWLoAM2nwgwA39Z+qK2ugAwul9a7lVYjypj6XgBcC6wEPeMB23BwCl48poBWakwKCg7RXRlrzZQ6xjlp3rRbPJeAltHPHblhz5VlgwIr1kpUfa4iA1y8lOY/KuOa07M985jO3cyLP1fK5ob+XghfrHJDWPnPIwZ5BMq6SE2XgJatDbSeJ5wg9PNazQY6GKM8Eit/GPpeCFwJcBtmQBRlU4yPmas5Kbawp9I985COr1bKDxjrNVjKAPDJFVx8aubgUvJCzWRbEsQZeCbCRD3nNyOuizUNWT7Iiy8uRqk/+tAp4MWgmHteO5EIamCPxLTiTJpNOAl6GBBptEYrFcC3w1nONvHMpeHGqq0lKUwpTYLQF06QB5ERmzH6EYtnmeMYgSFMO1ZqoJi+G3EpLLC/qL628/sX8pK7OabnVNWuFGIgt9aWWH3WXgAnj5aYJAmiAVxN9V1oCXlhDMDjaHeDhiIY8JoR/PkCSS4XJ3VbDGnGrAStZywBAMOiWhGhLwYtU4yyTFAXuPEAmCDOUg+Gmm26KS9uzUzCa3Oabf3zRF/NYGm9WJeOcQUN579TfS8ALyx6eQpA6dkM7g8xBc7Q8kwkYKYViPJM/WTxZBKbcn/mZ8vsS8ELhYdGSm8lxKtZcNs9bL2XSSevK2UXmTEmEJbCZ064zy9PoW/jmUvCifwFpFk9KH6tQEEW35Jd+M9fyGMf9PlmSaPjBU7QTeGjZYLIUvDhSAn8g01iqCecgvBR/yGcyqQjz3QAAHJZJREFU+Q1PqVkwrVGgzfixDqobcLSEloAX9aHs6G+Kt3mZ3XP6v+QdQDL+V7Ms4b/WLvcS3sRqfe6OB8jM3CLT6AxeysGIhUWA52fL+/xNYEDqLYswylsKXqIcnwajNBXG707l9RutkMl+iHKbTVxM5lDgJdeFsKPBZfASbSDYuRK4kJxLki0xcY9PbiJWjiw0IXXPEGa70hLwktvG2qBtGbxEXVi9AGWWPuO7y1hwO7DslAwryh77XApectkYQwYv+TdtZ9plvuXiHCP3mcP6DtM5FHjJdQSmhgRb3McyYXynYpYAB66afP5KlLHL5xLwkucl4aDeGbyU9SCsCUBjnDX0uE/b8RygI4iQMd5cNLvSUvCS38cdksFL/i2+45v6YCiuUUyFOcldC5yalw6KzQpjlDX1uRS85PLNowxe8m/xPQ4qpmiUJEOycdUm8Twsh4CANTc3Nq0scwl4yfPS/DEmGbyU7wLWuJfwTOuqJDKAFYcFlZWUoi7mxZzIVsXyuaG/V7G85Jc5VZmGOwReVJov1yDVTKC5LN8FixIOFwG88Ks7UdoAOb9iyCWW22iyHRK85LrESaI18AJESvBk4jEHQ+c1MklpRTl1OfAiNgRA2JWWgJf8Llq2xVgDL+aYgDnzUtsIgzmE6ZjrLHMttC/wwhJoXvJXY/pD6bu1W2xQME6MNR/2uGsbl1he8rumwAueY2znxHhwR08x5fzuoe9LwEsuE9hSnyHwwspk7MT31LRbZQHbEYvAmquNFENWNu78XakneOGGHQMv2u8ATZYa1ocasUSJK8Mn3WeOsnrU4ptqz+dr+wQvrDTGFhjJwCDqA3xxKbGosQ6LfwHkuBElmWuhJeAlvy9CH4bACxAtCJ7LnNJbI2571pocLgIU4ZktYSAHBS9MYtwuFtrQQiw74SKBl6g7d4QJOefo74sCXqJtPtWZazAHv8bvAs24+YCdIJYNlhe+/F1pH+Al14kAFGM1BqxpHNxRNFvpxltpX+Al6gdMUwQcJ1ESEz/TPMsMVy4XKU2XZcnfmQGVzw79vQ/wIl6Lm1Jszpw6siwRfnPuHWqX6/sALzRXgp97fUiIRB1tkOCi4T6yu0M8lyD7Q1texsDLU5/61K17nRsmu7yiTT4BGlYyFt8A1dYfEM4SNfRcLiN/3xd4EayLj3AXqW+NgBdjW65H7jBArcU6sQ/wgp8bE5tNpiydtXZzlQ255mv3x7WDgRdbAQVdAS+Q9Fw67+CF1uOQtNLKApXaCjhF5x28sMLQIDKJsRDTg/mU9OxnP3srTPIYAwKCDVsOJFsTvNBS+Wwz2dqH6dBea8Q9xD/PHJoj8Wv3Tl1bE7ywdrG4lDFlmAaLSknikQBuIJNywXpIA9QXzL4tWxvXBi+24NLiBBLOIe4HDDcHVM55rnbP2uAFeOTGBCDNk7kkDohWzPIpzqxcu3PK2YflJXaRTR2SKJ7SXBTXl+mGG27YjmU5v/M9te/7AC/axOIyZfUCvMQ75s0e6myXJtd7iyt6bfBCMY/QgZoVO/c5mc9VlGPTzE2WVIHKu9JBwAvhBbjI17IrnXfwgknQwHM0uTpjknOOrD/v4MUCtBAx0yDMnxm75hpkcbGLKse32C7HTdiyo2pN8MKNxWSdgSethxCP4MBos08mfBoHX3cLY8ll+b4meNHX3AZ5zZmr3GJ5B1LUiVbLMmqc/QNQMRnbUs3nIZN+PF/7XBO8mINi4YZ29NXqw3phbuZdObX75lxbE7yYj4DLUGxdWT/rUBxI3lkE2OmfFtC5NnhxcCD++PSnP71symV/C/AVjE4RzNYyFkEB2mGNuezBgQtrgxeWS6CREjeHnG/GWpb5iTgSrsKWNbcmeGEpAlzUbQ4JRic7HIwcJAaI1b7FYrM6eGFGV+HQFvj67ON3jVkTM7R1zj9ulVhczGu13CGQHg1QIGgr9QzYFVRVBvtxldBQ+WO5HSwqFqYQipimnRM14Q3gWMjZzbJrO5fsNsrvwtSNUxYILEv3ute9thoChohpsLpA1EE0h+zDlGtCf9gi55/vrrVQL/DC6qNt2V1pfFghCGltICzKutIQLDikDcqwTZz7IeYxK1vNhTbV3p7ghbDD5DMZEyBTu4AygXX+YQLILjK76HJwdX6eVji0fTXfN/S9F3gRQ5V3t9mJYxwAEYG8giZjLCLo01xmjs9CAQ/hYgLGllIv8BIxOGIMgsRIaJ8YrMwvjUXwFHyGawJxL3DPiCujRJmbts7b+dlCPcELPpgtfSyyFAYKn7G75pprbh47LkAEYEjcGfPUWOKR3GDmMeEJmIt12pV6gheuHVbJIOvZuOGPZdtY55FxtuZiU4DxtCYpRMaOm5Brt9xtFu+Y+uwFXsgsbckgg2vWNXxGArtYc6y5oezh1zGOgCe5zh0tds68psS6p4VWBy8CzwxOBGwyEwk+MpiCWAn++JeZi4AsAaElMX/TFHMnlvdM/d0TvDAJ1hII2dGhjRgpJplNZQJhuU1qZjbBngTnrhpEbnMv8ELbxjTKeA9tYYHBaAS2lmNBeBvbTHJPmNx+872VeoEXJkxtK83MAKU8EtoGaJWJsvjWPYeAAd+1K+awT7t8WphNT/DCEiGnTUnPec5ztv5l7WOqD2XBfdaqeVkLFqV0SFcQArIsd87fvcCLZGa09SBjZK0BZXkcfI/spHLVYJQ5o7J5iJewoC2lXuDFHDCnYousfqcYuEZI5/ZRjgR1ImDOmAYBMOJbzE0gp9zSGvfN+ewJXvCN7D4JYEL45bb5HnyVBcnYZSXKOFIk8FfWxNb29QQv1kfeuCBw1bwEOMu22cyBgBdrLitRALadnMaOQj+UM2XO2PUCL6yv5mC2ruMfrtkZldtnHTIyIOMqWDwTHmKukgWhXOTf534fBS+l721uoT3uI4DlPViDTNjW6O0e9cEMMJ4l1pWxepj4QxHfY8/1+o3QzAyqV7nKIbgw+EMRQTK27X1JvYDFVi1kyXvjWRYI8zI03Lje65O7cCrQtNe7ynIAcFbCmrWzvLflb0pMC2BteVftGUnMcpK+2j2t12jRLByHItYIYxeArmc98BI85VDE8mTNhXLfux6UmGzF613+VHniz6z7NYiFOIdnxDsuEbBQnxv2/Q9qg0xN1jXezf8Ita9R9pwyab/8u3yGc+7f9R4mZEnSdn2ux/00Qdv8MIUe5ZVlPOIRj9jGKJTX9/E34U5rIAjXeB/Bfqg1pz2sE6wRa81LwEz5a/TdVJn87YJV12obJsrlM1WPNX4HNs1LO4zWKJ8iJBZjjbLnlMmyJiB3jbHjgsJT5tRjjXtYrVnb12ib+nLtkzVr1H2qTKCTLLCFferelt9Zq4xdSZe8WKAQs+q+/wEW0DCf2hrvZsrid12j7DllmlAY+Zx7W+7hVxZX1PLs0mdi7ACopWXVnucLpqnUflv7WrRNPpc13kW7tG1wjbLnlEm7FrQ8596WeyIDacuzS59Ze83hJ9wDS+vZ8vza81IMgziMlrr1eCbmpXb2KC+XgZfgKfnaPr+bl2uuOdvkuWj22ab8LnJ8LVnAHSokpaRLtMs5u2PKBy/C33yIU1vyLkI7hurIz1mLWxi6/yJdF1uQ4xYuUt2n6sqv3JK4b6rc8/K7GIx8Nsp5qVePenBztwRp93j32mWICyNkj5HwEjzlWEmc2SFDCNbsV9YqBo6StuDlkH7OskI9/+4ZsNuzXr3K6hWw26s+PcvpFbDbs069yuJqO2ScWa92DJXTK2B3qPxDXu8VsHvINgy9u2fA7tA7DnW9Z8Duodow9t5eAbtj7zjUb6MBuyfwcqhhWfbeE3hZ1n+HevoEXg7V88vfewIvy/vwECWcwMsher3PO1cHL6L77ewpcykI0CFk+eNst7K1eC451Ir/07bpFuppebHVK2/bjPpoj3Zpn3ZO7SyytdFOFlv/bK9z0mor9QIvtpDa/keoZspbpeWQmNr6bLunxETaZhud4MlW6mV50QbzstzBkLdKi0FxtsgYyV0gj4GtqmKpym3jY8+Wv/UEL8Yktprm9wgW5yc2L/mjY6ttvid/twtCjI+x81mu43zv1Pdelhe5o3IeoXiveWXM1HXOlm4bA+SbcL8108pPvL8XeHHyrrrkLanKd53bzbhJIbGL69TuuKk1Gn1Y++xpebGRQMbYkmTujnlpuzGeMUb6hwwQ22ertEzYLdQTvMij4/T1kgQF4+nmWeQ8Ke/Jf4dQdr81yj3SSr0sLw5aJAvKbduyVEvEZ16KQcmJEafqLK+UXC+tPCX6qXxPF7cRQSBpj0Q2WQCqrAAwZ4qIqxHoJnlWbVKXFRNILCuo5FJljo7y3qG/e4EXUdxXXXXVdgHldxEa2kOwcwNop0R1kbgn3+u7lNeCo6X+5sOTz8GpsHMyTpZl+bsHeMEs1d/Y5fwKkilJSiRhGcucPC/yFAz5jTEh98nuKZBLLh8Js+Yedli2rwd4kdtEHhpty9tbCXLBzpGkjiA0jkNnMAF3kQBM8iXnG8nGW2NgZTtqf/cCL444cEDaQx/60DOvIfAl8wIgrTvJ9aT/F2tTI/1h7goiFnTnU/K7fNRD7bmhaz3Ai8SVcXBffo9dDdpGSFhDEnsBW/JK1QjvkMRNQKP7HIgnoNhabKEe4EVuJ0LAvMzbW63FBz7wgTcnhpTc03EUc2IZpC1QntxFrdQLvAD2ErZJtpeJgoCHaLvYGhlmBQkPnVNE6ElUKMsufqA/PN/CL3uBF6BMoj25WTJRbrWZYmOekV12FNZOXfYcpd4aE0RszeFF1mkrsO4BXoyDdWUeZeUMcMFHHR+Cx/tu3WV5kfsif6es4y3KbI0VWwW8SGNs0DAEA0pYyWERRKBLCZxzLhgo5zdEpsG4N38ShCY1wKDsQ4EX9TYBZQrUDkIrCPPT5ryFy/2E91CQMLCBGZm4QYQi1N1CS8EL4QdcEoDOislWoMgqmwWe/BLGuCbUBH6boJGUSXuMv5TZmPKutAS8mD80UMwBONS+rClY6OoKIAcZM2OXr8VvcUqsbZxBtFwL2MLalZaCFwzOll3z0hrBcIL0NSYq8V4Q65M1NxSMSeCZl5GV1tyWLKx1Xi4BL7RP23VlVrXmrL8gB90RZvnoA9lWr7jiijPgNO736V7gBQNGFCr9M/dcpFyW70vBC+GHmVPKjF22JMjobF5mBZDglkV3iFgmaO7W5dKM5EvBC2WBcLPm1QVICZLiH6+R2DFIyoBb3OIWg+eJASvON8rHA0iERgEcAqtRdvm5FLzg7Xh9rDnWhyB1IdjzOgTUtC2D07jfJ+ANvFmbiOWTQtRyoKbnl4IXHgTgKWRBDriPLOVZAbz//e+/zXy8rfzIf5Qn8xx/MQYttAp4weRMRsnSaHsmbDaD2rdfomQLFCqNzHy1xhCcMu8SziZvq7lpqeWFeZD1gQkeQmY5CiIkmKzLuklljfmWxO1Aow2BoO92XYBlmUvAi3cDTqwktFzghUk3yEQtD2CUH4RQyQw37if0WVkg7SBCESDI1+K3qc8l4MXYcO/Y0SM9NyGYFw6QVprX5WDAdPP8jToCNo6HyKfEAqCuOdhwV1oKXqwpQk2+EYycJhRESHPdlQBT+vHadkPPmUfakjPQYjYEUQstAS/4g7VP82PF5JINohlqW3YBci3jO7U5ac2xOHE7ZJIpNAvR/NvU9yXghRbOGkaBs7ZYlvJuQXO0nE8ymo6BF2vMPVxprKRLEoUtBS/mI/534403bgi3XG/8hqKblQhjZuw8VyNAr0x2aC2aFwFGa8/Vri0FL3ik41LkDnOeVAZm1o0Mz5l34JWEdg28UPoBuaxgqDN+rN+mXGm19i0BL9YJ6zNFAVAhC3K/y98SGazj3firsR4jigWZJ5EppeNcWV4g4tCqaac0oDyAZcPcr8HMtjqsRhqIcTKVEoY0xhIg1J6rXVsKXiyQqCdUivGMkQlLc7JISyLcDSRkzZd9pzvdaSswALWWyar8JeDFAoqxk3JbvTN4Kevvb6ZSGkY8V7vHNczIQnDsO1DQQkvAS24b4KltGbyU9dH/GK3DxzJAifukx6YVAZxBfMJcTbXU/HHP0OdS8IJZBvC1nqYEMbCmD7JVLNfN+gLSMeQnPOEJ23kOFLGmtdAS8GLNhabNvZq12VwXQp9vniLkfTXiDqPdluejASCEx5BJv1ZWXFsCXvK8tNaMSQYv8Q59IN6HReWud73rNvlX/FZ+hmJg3gKghwQveV4KIwCYa2TtqKdDe2tbYGvPuGb9GW8u7F155lLwom0hC+T6MTY1InMASsJ6yALP64CPlvNWLCT3UYxprfyha0vAi74Mnk7+mpcZvMQ7zTGgmxwElMfACJ5ifClagDWld+z+eEftcxXLS34RlAWxjYEXcRBMadkklcugWdEoWXIQwQ68TAUb5jLy96XgJZeF2Y2BF1oEYUYLrjFFZkFuDNp9TDSpvvXHYx7zmPyq2d+XgJf8EhYyE3YMvDD/uae0pOVyfLfAgTMaL4HPvbIro1HOEvCS60QLVO8x8AJoGQcBdzXiChVnQVOykGQ4dV4HzSqfcVJ7tnZtKXjJZd797ncfBS9xXgyNbkhbZe4XN+NwSmCIW0U8VriR8vvmfF8CXnL5GPkQeAEo/W7NsawQLiVhoPhHCTCBHhbdlnPFloCXXD+WJfOyBl64ycW+YP5XX331oGUil2esDg1ecn0oA0PgRTAr64n5xrKWz93KZeTvBDqLHP45ZrXPz+TvS8FLLosVfgi8iOcEus1LQaq1eB5WW8orsJJJzJ3xbol7CZmSy2v5zlJkXtbAi3pz26k7cMZgUSP8nnUz3Lus3MBLtrrVnhu6dlDwgkkIZBJsNaaJQ+EC60xmKA+D0knMmbSWXWlf4OV5z3veNv4BwxmaeAbewisBkNgeGn+N+U61dx/ghYZvp4b4nl2DbwEXC2FqJ0+tnfsALxiL/sdoShdZWSdtEH+FuQCytCoaWMs5M/sCL8Ao4Y3pD+2Cs64AMSflhjtGwDkG7HpYeMr+GPt7H+Al3s/aaW6WWqzfWTsJ9HKDgHXT4npQ5j7AS4D9mJ/4ZukGjPbH50UCL1Fnh6aKreK6HiMgFKgmNM/DwYxj4CXaAQQAZ7Wz9VherLfSSsYqj8dEHEyUNedzH+Al5iVZBZhoX81YQW5TXhkdyHGuUODF2IVVdU6b4p6DgRdC28TjQhjT7Al9k9N9AtowT/ES/MJMbGOgJxpZfu4DvBDo6mgwxwbGhMRIw6oUdWXSBtDmaB/xTHyuDV6ATho5BiO2YIwIClpkBpkmrjFtSci2NngRgGc3hAA8AnAO0f5ocBaT9gIyLfNyH+CFj5plSJzLGACx7gCcUgvkPrL+WrZvrgVeuA24k8PEHWPG2lnubPGb+cc6A3BkkireqeEttCZ4YeErt6jSVgkJsQhjdN7BizEzdqU1j5UWvx8iAAff5LYPcD1079j1NS0v+KS2laAD+GcZLYl1WghB6TJj2eW+HZMjZVnx95rghfu4tFybq5S+MkbLmhMTxOpOKSfHyTdeGZbElkOYDwJeIEyWFFHjQybr6HyNtjVOjIKYCX4ygEAn2B5JWOxKa4OXQJRz9vSru5gRkzYQrGvAAfNq+FN3aeOa4IXWJxDQRJwjwLhnuF4yQAVm7PaZk4ujbPea4AUDFXyn3+f4l7mJCLwMMAWhAXVDlrayPfnvtcELMy1QNselZV0S8IIFM7G20Z5aXCtrgRfWB7t0uJODCAxMUX1rxNLJQhZEiNolhtm30JrgxXo2p/KcvP7667fgpRQeZd3PO3ihLLA8Z0WGkGbFJORrZJ1QfvIuz9p9c66tCV4IV27lnGoB/7TLrQzKjbqK27HuQhYINaAMcc+30JrghYUIUMm8Dk/H20u3J+WV3M1y3JrRP/jRlAWx1vbVwQtBzkWQkyphKK7ZfcOUpIP904hYoL6LuagRc+/tb3/7M51Wu2/oWk/wYiLmXR0GgblaAJm2OZI82hd75GlREvsEIreAME7+UgjUorQ1TQR7C/UCL9xepZ+TJu4aoS02RxCa9mlPgBltsN0aEXL83KxkGK44HkFdAj9bBGAv8CJGRztysJgtw66Jwcrz0nyLoFz1jxgY1kMCknZvVx1TMCHaGqvUE7zQWnNsAZCPURAU2gZIxLykECCmXmMaYEwgrx1Z+oMl0TZsf88F5dtC03+9wIs+z7s6vELdMFLzk3VI2zH9SNFgnFkzg79YcxQg8zjup8ljiC3UC7zYmmoO5vQE2iDA2DwzJtactmZgJlFmjGOuP8ECsIrnaaWlu43ye1kcbMzIRAgSePpQ+8RFhDvBfd5vzpqXgI2x1Ud2DXKpxDymzO6q7PUEL0A9xS4TfsVCpo7WEMse2WCtIzt2rLngLxQilk3J98xL99uo0hLPo3zvHZKjuZ5T3yP+MVujWbzEiIlH1TbjyJWJXwThixTYGrEaGveai6l2f3ltdfBCYJuwkaCNqRq6pLkbbI2PfxZnCEDoMwJ7ykrbNilwkPBooZ7gRWxE9l9qr0RnzJkEdrTNJwGPCHZCIJuCfbflmgVGjMzQNsE57e0FXphmWchyQJUgSGMnyDi3jRYbu1Duc5/7nAkWBdJsBdc2fQPQtQAXbe8FXliCtC3y1WCK5pu22cmR22ZxhlDj187Bohir7YTaZv7aOtlKPcELs3ve0iwYXtvUk189ty987MAqV2feXmxbqh0ixhcIbXGHRX/0Ai8AB6aciWbH8oLXGCPB1tmdoN7cZYRDkDmgbe639rKCFffM/ewFXvj/zcuyLgAMV59xYB2kIGQ3AmWgFixqnbHsEuyt1BO8yImSc2BFnYAW7dI+7cw8R5xIbB/HSwSH4iOUoDyPWQlrmyLiHbXPnuCFXCsPVmVBoczEvLQuA1CrD7CqbXhtEKsFr4R5CaSrYyv1Ai/Gw7zMyp46WWOsSMYNn6SgZgCJZ5SALtpCVgJnuT/itzmfq4OXOZUo78GIaApM8GtQT/DSUj+BZrSLzFxbyhl6phd4GSp/7LrFSoi0mjnHyvZbL/Ay9Z7a7+YlQU/zXYN6gpeW+gmkk6chC/iWcoae6QVehsofu84ias1Ze2tQL/DSUjdrjlVJHdagnuClpX6CygGzLOBbyqk90xO81MqfumYHmTUXStTU/bv+3gu87Ppe95uXNmdkJaqlnKFnBsELNERQHIrs8uAfXIMw5zJAdo33DJXJVFgz8Q7dv+t1QgJAOxTZHh8WtN51sJsnLDy9y55TngSF4e6bc/8u9zANryWA5tSD+TbcfXPu3/Uepn8BjIcgQoq/fS0iJLIlda33DJVrzeXYg6H7Wq5L57CWMjKnPpS8lp2Jc8rGS4byrsx5fuk9FBbWl7WIWy1bUtd6z1C5LNFDOxqHnpl7XTxXGdzs2UvQNk2Fj2vf/5ivmc742dZ4t7NnoN01yp5TJhO+IGTtnHP/rvcwNcphsetzve7XNm3sVV4uh7uQfz9f2+f3NdvGxy2x3D7bk99lvVl3a81LaREAmPzOfX2PNbfW+/ATcXprlT9V7przUjZqpv+pOqz1+5rzEi/BU9aq+1S5MS/XWnOCnlnlpuqx1u/mJffsGuVL+ppd+AF6LtmzLVcFLf4Y/wnsO8Z2adOpbRd3zp7G7mKO3TGP24mnXMw5eezjpn21GMNLgWJOn6ceOPXAqQdOPXDqgVMPnHrgIvTACbxchFE61fHUA6ceOPXAqQdOPXDqgZt74ARebu6K05dTD5x64NQDpx449cCpBy5CD/w/tQk5bbSGtlEAAAAASUVORK5CYII=)
Assinale a alternativa que traz corretamente o valor do H.
As duas asserções estão corretas, e a asserção II complementa corretamente a I
A asserção I está certa mas a II está errada
A asserção I está errada e a II está correta
As duas asserções estão corretas, mas a asserção II não complementa corretamente a I
As duas asserções estão erradas
A partir do quadro de prioridades abaixo, elabore a rede PERT e determine as datas cedo e tarde. Assinale a alternativa que traz corretamente a data cedo e a data tarde do evento 6, nessa ordem.
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)
15 e 15
6 e 8
8 e 8
9 e 10
6 e 6
Carta de Controle é uma representação gráfica de uma característica da qualidade medida ou calculada para uma quantidade de itens em função do número de amostra ou variável de tempo. Serve para monitorar variabilidade e avaliar estabilidade de um processo e detectar causas especiais e causas comuns.
As etapas para confecção de uma carta de controle são:
I – coletar dados;
II – calcular a frequência e a porcentagem acumulada;
III – desenhar as linhas de controle (LIC, LM, LSC);
IV – plotar as médias das amostras nos gráficos;
V – verificar se os pontos estão dentro ou fora dos limites de controle.
Assinale a alternativa correta:
as alternativas I, II, III e IV estão corretas
somente as alternativas I e II estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
Sobre o diagrama de Ishikawa, é correto afirmar que ele tem, ainda no século XXI, grande e importante utilização nas empresas, pela sua aplicabilidade prática e objetiva. Abaixo seguem 5 recomendações de quando devemos utilizá-los:
I – quando necessitar identificar todas as causas possíveis de um problema;
II – obter melhor visualização da relação entre custo e qualidade;
III – para classificar as causas em sub-causas, sobre um efeito ou resultado;
IV – identificar com clareza a relação entre os efeitos e suas prioridades;
V – quando for analisar defeitos com o objetivo de identifica-los e melhorá-los.
Assinale a seguir a alternativa correta:
somente as alternativas III e IV estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e IV estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
O Programa 5S+3 é uma metodologia que visa estruturar o trabalho de forma metódica por meio de um processo de reeducação, que busca a sensibilização e mobilização dos colaboradores na criação e manutenção de um ambiente de trabalho saudável e produtivo. Promovendo a mudança de hábitos e comportamentos através da reflexão das pessoas acerca dos recursos disponíveis, contribuindo com o combate aos desperdícios e sem necessitar de investimentos significativos.
Falando sobre o 5S+3, os 4 primeiros sensos são:
I – Seiri: é a fase inicial, onde se analisa os postos e locais de trabalho buscando selecionar e deixar no local somente os materiais, as ferramentas e os equipamentos que agregam valor ao processo e à execução da atividade;
II – Seiton: é a ordenação e arrumação das ferramentas, materiais e equipamentos de tal forma que facilite a execução das atividades que agregam valor;
III – Seisou: o ambiente de trabalho precisa estar 100% limpo, e isto é tarefa de todos na organização, não somente de um ou outro setor ou nível hierárquico;
IV – Seiketsu: é a preocupação que cada funcionário deve ter com a sua própria saúde.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
IV, apenas
I, III, apenas
II, III, IV
Durante um período de seis meses, a produção de filme de Polietileno foi acompanhada, anotando-se os defeitos encontrados (Folha de Verificação abaixo). Priorize os defeitos a serem tratados, faça os cálculos que julgar necessário e construa o Diagrama de Pareto.
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)
Assinale a alternativa que traz corretamente o percentual acumulado no defeito espessura maior.
78%
97%
80%
87%
95%
Um gerente da qualidade precisa encontrar os 2 maiores problemas do processo de extrusão do processo dele. Para isso, ele coletou os dados e montou a seguinte folha de verificação.
![](data:image/png;base64,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)
Com base nessa folha, ele elaborou os cálculos e o diagrama de Pareto. Assinale a seguir a alternativa que traz corretamente as porcentagens acumuladas dos defeitos “rebarbas” e “cor errada”, respectivamente.
58,17% e 86,78%
32,56% e 58,17%
6,13% e 4,77%
25,61% e 11,85%
32,56% e 25,61%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
K = ![MathML (base64):PG1hdGg+CiAgICA8bXNxcnQ+CiAgICAgICAgPG1yb3c+CiAgICAgICAgICAgIDxtaT5uPC9taT4KICAgICAgICA8L21yb3c+CiAgICA8L21zcXJ0Pgo8L21hdGg+](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACEAAAAbCAYAAADyBeakAAADIklEQVRIS+3WWcivUxQG8N9BipKxDm6IkBIXUseYlHmeMh1SyBSZMhPJlHAhU8iFWYaQzCFDhghlSoqIRG4kJNGjtfWe/b1/3/9/Ohcu7Pr6etf/2et99lrPs/a7wH9gLZiBw+fYYAb8NNAD8cgsJF7Bzvh1muyzYKYlsS6uxpGzJJ8WOy2JXbAFrpk28Sy4aUmcgQ/xTCVfAWtjMyzCdrgKzw9evj5OxQFYBTfUIX7uCU5L4h6chbz8OuxaiVu+l3AEvkFy7ocrsUn3wmNxx9KSeAq7DzavXqTOr9j1OBe/4zDsgYvxFS5BwyV22dKQ2BDHDBK1HMfjlnqI1R7F/tgBF+Gn+m2IS1tDeInV2rFG9fNEvNlh9sVKuH8QX7E0cDrexyFYDufU33eFXb5Ofl49R+DPTSJxHw4tIUVAw5Xe3oWPBsFYNjrZEbeWfS/Atfh4gFsVt+MgvI7D8eUYiWxMmbKSeHEHehtbdbFtEZ1E9adgZXyNHObPATbCfKDsHbKp3C9jJOL/lPJV/IAt63/D3objuo1JFpd8VpVIZS4cecE+eKz2nlDYnsPfdmorIouI9sKTFcwc2B43D3A5/Y01PVPa93AavuiyD/XwLfbGO3MYlKdbPP1KOy6vUyUeoX6A1yaUOOG0L/v6FRtHS3vi6SKdSv9rJVbD93ijTh/wwzh6YLfEhiXOhDwKOWm/NsdD2KgGV2z7x3wk8vsL2Amb4pPqZyzaVm+5M8v3QzE2bCbo3fWQHI+PEUisH9uZaJeWNlLKs+u57V+rSrxbiTLWS7v6NTZHPi1QDrJERXoSGyPgWC19zobhCeKcJ7BOkTm5a1UjM5wjOUzDpcIH11z5rYHHLrAoPhfVg2XDzP+25h3BBczN+mzNkTaqF5bo810Sa/+zxkjcWWKMQLceYDO6M/dDJELMTfnWhD4P9XBSCTzCjFBf7veMkci3QT7lbqoytj3r4V5sM5/lOgdl/4+VK9NzjognfU8E2N/9GVxxQ27VkIyIRy2HNavvuX3juCvw4hiBMXe0U2e45Bvg3Um2Wpbxab+sluU75+T6n0QryV8nDaocyBrnDgAAAABJRU5ErkJggg==)
LS = LI + H
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAi8AAABiCAYAAACYjTPfAAAgAElEQVR4Ae3dB7RsSVU38MfIDEGMmEFHRURFxZyQIEgW84hpzBlFMeeIWQxjwAEEjAg6iqgDCihgzglzzmOOmLW/9evFnrVvvTqh69Tpvre/3mu9131Pn1On4t7/HWrXpc2JTj1w6oFTD5x64NQDpx449cAF6oFLF6iup6qeeuDUA6ceOPXAqQdOPXDqgc0JvJwmwakHTj1w6oFTD5x64NQDF6oHTuDlQg3XqbKnHjj1wKkHTj1w6oFTD5zAy2kOnHrg1AOnHjj1wKkHTj1woXrgZvDy7//+75tj+/df//Vf28E4tnZFe/7v//5vo43x9zF9Grhjbdv/D/Pyv//7v0/z8oLx1P/8z/88Wn55WnMXV77HvCyR1aW/+7u/27zne77n5qM/+qOP7t8HfdAHbd7pnd7p6NoVY/XO7/zOmw/4gA84yva94zu+48b4RVuP6fODP/iDN9p3TG3KbXmXd3mXzfu93/sdZfvwkw/8wA88yrZ96Id+6OahD33oUbYNLznmNUcWvP/7v/9Rjt2HfdiHbT77sz+7xC6bS7/927+9bTBkemz/fuZnfmbz8R//8UfXrhinT/7kT9786I/+6FG27+M+7uM2P//zP3+UbfvlX/7lzSMe8YijbJu5+Zmf+ZmbH/qhHzrK9n3CJ3zC5id+4ieOsm2/+Zu/ufmoj/qoo2wbXoKnBO88ts9P+7RP2zznOc85yvb9wR/8weYjP/IjLwcvv/u7v7shBI+RCAmM9Fjpcz/3czc/9VM/dZTN+/RP//TNr/3arx1l2wiJT/3UTz3KtmnUF33RF22e97znHWX7PuuzPmsLqo+xcYTEJ37iJx5j07a8BE85VvqCL/iCLag+xvb9+Z//+eaRj3zkZU27BLx80id90mU/HMOFX/qlX9p8xmd8xjE0pdqGz/mcz9n85E/+ZPW3i36RJvGrv/qrF70Z1fr/xm/8xuZTPuVTqr8dw8Uv/MIv3Dz3uc89hqZc1gbK0M/93M9ddv0YLvz+7//+hmXpGAkvwVOOlT7/8z9/8+M//uNH2bw/+7M/Wxe8/Ou//uvm677u6zZ/8Rd/caYD//mf/3nzmMc8ZvMxH/MxW22T+W6Mfv3Xf32L/j/8wz98E/8AkP/93/8de6z6W0/w8qxnPWvz1Kc+9bL3aA8tWvu081/+5V8uuydf+Pu///vNl37pl27v/6qv+qrNP/7jP+afd/reC7z8z//8z+YbvuEbNr/3e7935v0Cpb75m795W1ca2fOf//wzv9f+YFWg4YiBeMITnrARuNlCvcCLIGbz8k//9E/PVOOFL3zh5nGPe9y2bSyPP/3TP33m9/zHL/7iL948F2NOMkEDID/2Yz+Wb531vSd4ARKe/OQnX/Zec984mJfa/0//9E+X3ZMvfMd3fMd2zKJ9Pn/wB38w3zL7ey/w8sxnPnNzww03XPZe7mB9r23XX3/9xljOpa/8yq/cKLeVeoEXbgtrjrUj03/8x39s1422USq5qKbIOFlvtNNf+IVfmLp98Pee4EW9v/Vbv/WydwV/0L4aPy0fMLb4pPuN3T/8wz+Ut8z6uyd44Z55ylOectl7f+VXfmU7L43F933f9132e3nhj//4jzfWCheyzz/5kz8pb5n9dy/wQs6al7/zO79z5t3m67d8y7dsxwHAnSML8Ebjpj/Iz1ZaFbwQEO/zPu+zuXTp0gb4CPqbv/mbzX3ve9/Nne50p21gqe8v+7IvuxWIcU/5iTko563f+q1v/vdu7/ZuBwUvEO1LvdRLbd793d/9THW/8zu/c9ue+93vftsARe28973vvfmrv/qrM/fFHzfddNO2TXe5y1027/u+77vtl7d7u7fb/O3f/m3cstNnD/Bisn7sx37sts+ztkzY6fdXe7VX21x77bWbhzzkIdu2YiBD9MM//MObl3/5l9+O+Xu913tt7nCHO2z7zPzYlXqAF+BLcKz5lJk6APmgBz1o8xqv8RrbcXvAAx6weZmXeZnNYx/72Go1f+RHfuTmuWhe3uMe99i84iu+4rbcmnCtFpIu9gIvP/uzP7t5uZd7ue3YpOI33/M937O9fp/73Ge77u585ztv3uZt3mbD/Foj/XTHO95xc/XVV59pJ/DZQj3AC7fT7W53u817v/d7n6kCgWisjJmg4Nd8zdfczrc5a+hJT3rSdsyWuEZ6gBfKgtgS8zJbTikyAoKNgzVnjuKXX/u1X3umD+IP5QDe+slzAqXNS0KmhXqBF+76V3mVV9ngbZkIvFd+5Vfe3Ote99q2zz1iEod2kwAu97///bdjHPzyrd7qrZoUvl7ghZve/BMgm+kZz3jGlve9/du//VYWGgf8eUh5oxCRF2/yJm+y3Zjwxm/8xlt+ZE23UA/wYvcqYGJeAmhBDBDXXHPNVhYYh3d4h3fY3P72t998+Zd/edxy2ac5qJ/cq6/cT4lqoVXAi8Y++9nP3phQGkzAZ8QWQOSP/uiPbq6ziHYMhwCpkcGn1fagpZYXVhSTIgQVbTTIgL74i7/4VjjEtT/8wz/cDhiff40+7/M+byskAtzQum5961tvHv3oR9dun7y2FLywNgCUL/ZiL7a54oorzlgfvvEbv3E7phZZkPeZhKUVw+/643Ve53U2H/IhHxK3b4OJAQQaya60FLwQfm/7tm+7bcNtb3vbM/EzX/zFX7y9Llg9yJwjwP/6r/86Lg1+0kLe8i3fciMKvoWWghdWTm0gCG5xi1tshXjU49/+7d+2Y/Swhz0sLm1Byyu8witsxGvUiLDBaGrjWrt/6toS8GIemWfqi6fQ2oII91vd6lZbK1hc4/Z+yZd8yVFG6t7f+q3f2o7vlVdeubEOW2kpeGGRoOBYb7e85S3PgOrrrrtu2+Yc62Ud6IvSoq3+NFt9lIUCXvJKr/RKGwx/V1oKXsw9Ao3SYl6+x3u8x81VoCSREwB10A/8wA9seY9NBzX6iq/4ii14Uy+kTfoCT96VloIXa+5Rj3rUtm+1LfM5IPL1Xu/1tuAx6sWSaa4NeRruec97bvllKHb6DpABQMnVXWkpeAGaKOFkgfZlix8LtXmW3aXWEJ7BelQSxfe1Xuu1zrh61A/IbvE0rAJeVAQyfvjDH76x8AjiDF6gUdpOpu/+7u/eTu7SXOoe2tMbvdEbbScGBohRLPHjLQUv3/Vd37WBiJkITaysBWKyFldurzbQKjLIyW0nIN/gDd4gX9ouBu1soSXghQDGXFhIjBFGmoN/MUbmw0yusazkSRy/s9qYnKxLJQ1pH+V9+e8l4AWjgfgxGCDsqquuOgNeAG4LMhPTO6bPrD1FzLyAQ6sJeyl4efrTn765293utvn2b//2rUUla4G0VdYx78jEUmErZY2e+MQnbhUK8xnAYaZnNW2lJeCFC8xa41KwVqQCCMJvCMeSd9z97nc/A3Li/vjkigHSaflv9mZvtnWnxW+7fi4BL+rxru/6rluw+U3f9E1b4ZbXkjVkvmZi9SOwAcySvuzLvmxr4cCLgvBQymHNZRP3DH0uBS92mJmXXM1AijkXxLry9V//9Wd4DEBJwH//939/3Hbm05jlue1Ha5pSsitPWQpeWFjJJvPzzd/8zc8AM8Dja77mazbkTZBxBQSG3CvGHx/KxOrBsgsM7UpLwIu+lC6FPDBvyIIsdwGZDJDVzTWygAu3JLwDL83P4FkA0BzlsCxvFfCi0SGsoGjaRNZmy0r4mykUIKiZCmkcGkiD56LBlGj6X/3VX10ravLaUvBCOAVSxPQM8BixUqh/CdjiGe170zd9061libAEcmjwpaCJ+6c+l4AXmlCMXdQ7m7Br75bfghsp+iTfY4y4UyzyBz/4wVtNhOl7yFWRn619XwJeLP5oG63OmGBeY8RF9rqv+7objGiMzCmLu9U0r+yl4IVmE8BJn8vNMUZcuRipmKwaiZXQRxQR/cBt8fqv//pba0Xt/qlrS8CLdkV8zhu+4RuesSrV3st6qO6A3BBxrVAqlIv3LNnptQS85HkZ9c7gpVZ/ZnpgJAOUuM+a4zaUqyuIlRvPZJnblZaCF3UMizrgAnzUiIUaYDYWLPEUqZJYvQGhcjMJkMDtPsdNmMtcCl7wvOB7eHYZQhDvYgnkfrZ+KKv47BwyN1msPuIjPmLvlpcsC/ST9URRHSMgUn1jvPO9yhPXaf0CQxQRCgmePrc/cnmrgJf8AhYVDHIMvKi8jhkKmDM5mNtUNuhLvuRLtuXmmIX4bepzKXjJ5ev8MfBi0hpMTHIoaJdWzDdN+FmYzHMAQQ3I5XcPfV8CXnKZULZxGQMvtHL3DGl0/PI0xLd4i7fY0CpoKL6bwCFo8zunvi8BL7nsG2+8cVvvMfDCBKptT3va0/Kj1e8sVRjTrppfLmwpeMllAfiSbw0RYcZ1h+EGKCjvZdrOAYaEISBH0agJlvL58u8l4CWXxfIirmWIaO4sYFzN1laNxGER/mEhvetd77po18kS8JLrx6Jizo2BF7zPPWLraoTXcl2LWQMcCHSxNJTIsXiEWlmuLQUvuVwuCONSIxZdc1LbWDHDdZLvxTOMVbkrDwCn1e8a3LoUvOS6sbwMgRd88tVf/dW3YyBgfg6fMHeBPeEJgF0LLbG85PexvhuXMfACNLtnSElXHqVRGIlxFtvDKj8k9/P7a98PCl4MIO3uNre5zVaw1So4dA2yw6BaNIl9gZcXvOAFG0GRAE4GXrlNtC5BzXyBYkCYkAEyE90CbkGk+wIvcggApmMMkYnQhM6mUMIFc20J/NwHeNHnmCO3Uukiy2MX3/l3+XlpFUtoX+CFC4wAALZ2ZYrcaphPi+VsH+CFGwUoAcpq8SDGx3XtD4uTNagvlqRP2Bd4sbYpOVx4YwTYsJRF8KcYIUqDMdiV9gVeKGsENgFHqNXGA9Cm+JRWMmOJZ/7lX/7lTs3bF3iJtrGsC6OY4hXiH1k8Kb45zmSnxm022zig7OrZ9fm4fwq8iOcEjsfaxdKLT+Ktxtk/QNy1loDkg4EXGgFrg6A6rqUxUknaPyYT5HlMigDdlfYBXvjyXuIlXmJrbh+yuKi3SSq6vgQA4hMwnyGteKzNa4MXoFNabaDz277t28aqsjWVvvRLv/QZMyIXDGFRmn5HC3rRj2uDF3UT1Apczd0xxOokYDQHoM9pS3nPPsALLQf4EPsT5u6yHv42xtZJaTFlATWeLUG8a4MXu6kIPeOHMQ5RBJ0LFBVLQKibyzR3sTRTLsJauWuDF5Yu1iZB5rUt8LU6EeSUBu5ffOa1X/u1By2ktefj2prghXVFKoZyvPAX7qOSKBas2GVQPL7A9b7r2K0JXrSJ5b20IHHBis8ZIkKeCwyPnBNrN1SO62tbXvAJLj7rR0zTGHHtcV1mvmM8KRItCXEPAl4AD/EPmMeQRSJ3goAu2nvON4IJExhZo8/PjH1fG7yoG1OfiTNFzKBAWLmTikXK5C0X9VR5fl8TvGCiYlZE0RO2UySeByLP7gfjSIBOAZ9a2WuCF30tqh8T3AWIiFEiAJfS2uCFRgsoz8koSlPEVHJwpfYJLGXVYCHcldYEL4I7BQoO7ejLdeUqEmwPdGK4rEn65YEPfOBWkcKQd6U1wYu+5prmLgs311j9WAJt+868QzsJmNoukLGy/LYmeBGoKV6uHDcxW0NuTynhuS+zVVrs4VDg+Vj71gQvAD45EBY+9aCAA2VilmoE7OCt3NC5fbV751xbE7xYJ/pcLCovwxSJB2R10sYgQbyv+qqvuhFkviutDl4wCcAjI0gL3TVM1O98ZAK1aLqBnMXKxFZalaQ1QKtiFTAdk4Im0rJ9rCd4KbfC0XYEy/HpCRZUV23zL+Jz7Ipg1rX7BTGdMQWLsQB8bL3jjgHaWqgXeBERb5yy2THcQHzoAq5i7GiDEcNCkOTkboQ7wWLyskgZR8wm2r9LG3uBF3XUtrxbg3B1DePPbbO7LKxn3/u937vVZKPOoTnkrbvx266fPcELAJaBh7gHJmjbvoHGPC/DZCtegGWFcoG49cxLfS6ZlMRSLFLmaAv1Ai9csXnLN/4ADLuu/uZZrDlrHWGY1lzwl7L+nq25Kcr7hv7uBV70szmYd2twEbnGjZznpfaEZZZyEOOIB7EiEf7cFMAZK3DtELuh9uTrPcELUFJaHaw38wpvsTOJJu/vyC/FRYmXhsZOluAncjXZuYq/sLjl9A25/mPfe4IX4DIHyZNNLEQslcbAugFazNWIaeK2xTvNS2BAPBBlj7tam2MeU9JbZF0v8MJ1ZQ7m4z2AMtcEE+d5aQ1GwC6vSuxWFTNHIcebWEnxYO2lvLdYclcHLwYM8IhtjDR3QU18sbQdyZbiH4EWuU7EgBCQQZiP2BDmNIABQ82aRdw357MneOH6EhgXJBBQ24AXCyza5hMoQRiNCRqWC5NWRlCInEYh8AsoaEXevcCLgE3jkJmCaHLtIwiZAKN9xlgsC2KKz1sZLUyCyz3KY7nZNbBuW/Bmsx13DGcpYYzqEnWmEdnyXpuXfOxRX4svb9OlFbO6PP7xj19apcW7jXIFCHdMPQjTGZqXkeclBGcIfM8COeajdhM8hGEr9QIvrLbZ5UihwQBra45igABQCkHNcsGsLwi5dN3u0s5e4AWjNy9jjhNYgvdraw6vACwQ3pnzp3ieIMUvbeUVON8SZK3snuCFpl4GW1t7NG/rDG/n0sxCMpSoEILqJHAUCKL1S7QIxLRQT/DCalsqMfgDpZQV03hxGWVgSrjboMEaDXQaR3OZch681SdLTA6bmNvWXuAFTzAvA3R5P/5Sm5fuC9lmjDKgA9aAU/eQB2R66Zqe27bVwYvFl4Wwvwlr1wxG/hf3uUen1+JZmLNbBjF3SE/wos7qGxTtqbUv7hMwaECz+SyebzHHx7Px2Qu8qG/ZvqmxUwdaA7dXSfrG+C2hXpaXaFuuy1TbPCMgjaDK5Lke1NPyYtz8C5ozLykOtPWaCbjHvOwFXso5OadtNDtrbihAuSwz+m3uZy/w0jovxRNkQBf1tt7yPIjru3z2BC/qMlQf12vzjNUQMAjLda577f78+9T3nuClpW0AizVHgHt+igdNtaf8vRd4Ua76mZ9Bc+rKOsNiWBIgvVQWDIIXGkoZ0V1WYK2/dRBLRFhher9HQBQBfyiyCJl81yKgbyiD41rvzOXaEh0aYb7e4zsrQVhLepS3axlyNVg0a5A+W+K6WFonjHwsL8rS8gG/sW33S8sfe55LhWl7LXKSe7i513rHWLksf7vEaY2VVf5mvpdbk8t71vybm2hJ/qSxuuElYXkcu2+t3yjScwOwW+oglijciS3PL32G26umpC8t1/PiZSSYLOkSNw8XgYDLQ/zTYBNrjXeLp+GLXKPsOWXSsJkJabhz7t/1HgFt4hp2fa7X/YAvTaJXebkcc5K/NF/b53fzcq22cSfy4++zPfldQP2a85IGhpnld+7r+9prjgmdQrKv9pTvWXPNcclw95Tv3NffMS999n4nXnJIObf2vOTGAvx699vc8tacl85ZKt10gMwlQVIO0GKmP7Z/tuHxkx5bu6I9/Iz8yvH3MX2KpyHgj6lN0Ra+YDvw4u9j+7TFlY/72NqlPZICioU6xrYJyBTXdYxtw0vwlGNsmzaJUxNjeIztA1zI8pIuQUyHNGGXFer5N+2ZL/BYiamQC+AYiXk+gr+PrX3iMlp3hFyEvnA4YA74uwh1nltHrtq8o3LucxfhPtuZ52yvvwhtKeuIl+Apx0oCoXMA/jG100475z6VdImArwWAlTdexL97Buyex/b3Ctg9j22jQRwrMOsZsHsex65XwO55bFuvgN3z2LaeAbvnrX09A3bPW9vUp2fA7nlr32DA7gm8nLehml+fE3iZ31fn6c4TeDlPo7FbXU7gZbf+Oi93n8DLeRmJ3euxOniR0ZFfsTT1C3oUKHXPe95z47AuQUV5G1bZFPv++e/kAoh/8j3YvrUr9bS8XHfdddskc2UdZLTULu3TTu2dQ7aPiVeRwryVeoEXiYbEYZRmR5NGbhvj4Yh7W6PnbhdWN0GbrdTL8mK7unlZjgstk4/fuDn91s6psTmm3Y5yEKsiRsz9Y/N4rN09wYvderVUA3bcmJfGzliUqcvL+ll3suqKV5HTqCWjdZTZy/Kivx10l8kY4SHGTMyXM8+m8pqY17bgut8aLXlULn/qey/wYgdFBJDmd+KjfPyx5vAHW8SHSAJI7mPxHMYOPxqbx0PluN7T8mLt11yj8vDIcGzdSeQ2tXNLYLn79IfcKa27K3uCF0lFy0zB+s+8DFmA54ztlsQ7zCWJ3ELO+cRXWqiX5UWCQLKg3K4uNlZ2eOOA/+mDsXWH31ib7rfu7PSK5Ka7tm9V8MJ6I/GaLHzZH4xJO0RLdj2Nda6BDIljW9Zk93SAE1dW/NMJLQuyF3ghILRNcrNMfKjaY6u59mmnFNjaPUUmmzJrvrypZ+P3HuCFcCcI1CWfJIqJSlhGWEt85V2S1eWEaFGP/GmcxFApb4mPuQd4ketD/dUlZ9gV5yV5EmZv3Pj5nb0lA+gQ+U1GZduAzV8p2EvBOvRseb0XeJHgUBLEnCjQu2ynNS+tH6BbAjPAJLIHl/WRAVP7BdnK12DHifa1bvPvAV6Mi3FTl0yy0GqbOeZ0WwnrKAFDGXXxIwe7Ai/6AiOV8Oymm27Kxc7+3gO8iHkivLUvJzIDqiQ4ExQsC615hhfWdlqosOSdEr2Zl3ikf5KeqWML9QIvtgRfeeWVZzI/q4/xklGXEKQIqbuT6Ie2+Fq/MiIDBMYOqJZRuBSsc9raC7xYW8YtJwr0fgqEeWmrubmrzrJc13IpuZ8gl4HX2g0559Np4y3UA7zIReOQSO2LrMfqInEnYOW4ELIAXzfngO8amZf4DdmPR1JCJO+z9iJTdO25oWurgBcagcbIwmoSSo9MMAQRzBZfTjCEsblfR5VE8BEoS4ReLnMpeCHAoX0Zgk1MiDSItQKDz3VlTZE1cerwKWfPOOfB5F0SLL0UvMiqaoJhCJhNTvWP0RCMgviCaFPqXFox4ncZeu9973tvy5OmfOzk0Xhm6HMJeDGPAE59jJkbO1v+gvQbJpqPLSAUzeHIsBv3+iQAna+V8zTI0grMRXrsfP/U96XgxWKWWZdQ1s/5/BTaELBiG30Q4YAhDVlTaEf+ZcJ8CNgxrT/fn78vAS8EFoZuzRmjnH2bNkcgmBtB2lSCgPjNJ0DmtPcgQsM41zTnuGfscwl4oW1bQw5itebMqSyIrRfrMGuo5jEeCliUFEdf5GMcbMN3/xwFqixvKXjB0/W3tgHDMqwHGTtrsQRid7vb3S47fDGeMY8og3mdAqt5bse9U59LwQvAqT3WHH6Sd7+wVriWlXLrEPAaUoiAA2UNKRRT7Sl/Xwpe5H3St+rkqJB8wjXgaI1lwM/CZ4xr80yOJ/fb4hzEwmY9zz0EN57zuQp4MWgYp7NRaGlXXXXVGcFmv36JqjUaeKkJCaYpqYShP6CBJQNCb6Wl4MX5NoQE9Ax1OjQtyGI0OMy/maRYLxdo/l1CPigW6KNhDU3u/MzQ9yXgxeLiNoGMpYuXUj0nFmOuzWcdqYPzSCDubMXIdYOwmUv9zmojXXYrLQEvmJ3trEzuT3va07Ztw7yCgJGcgtx1bhbMVbtLAvIwpzzW5oS+yIKjfG7o76XgRep+jBRDCDdPvMu4YowWfJDU5BhH1vLjN5/6ojRxs4CyWilvV1oCXrgVpEjHO1hzWVWCrDmaaU5q6XwVTLSm4VKaWFlKZUL5XNEttAS8qA8FSJZcOVWsubwri+KXhYb6ASiOH6m1Tz8DQlm4A9N4aIs7eil4ASTxbXzXMQz4d5B5RGlj6c3EQpHBd/5NP1mT8YwytLeW1Ts/V/u+FLwAhawtlCDpNzIwM641WcCVNwS0KEvkID5lLpItrS4x7V0CXvSregLP1pd5ma3w5kX+2/vIDMpbPlIm+p3Cay7kEANjCNRyre1Kq4CX7POPc3yGtHIVhjIJNeAkPxuNsUAxWT5RmhHzooVrwbdogEvBCw0+iPaWwUtcz59QJcRJWAwR11OcX6HMQ7mN9H+MQWjmGbyU9TcRxb04PyVb0vJ9MUYWA63jUOAl2qVucY5PBi+5zr5zOThrZMjSoB3ak02eFhTXExPxrrQUvOR5yRQr7XiNgBhJGgn3OPundl95DYCzDlu3zS4BL7ltDsDL4CXXE5B2FhDL09AY0JYJO1bETGIxzOMhV1O+t/y+BLzkNUcxwCsyeCnfxZLLIkYhqqVY58IwTizEQRSH2972tjuNdzy7FLzkscPjM3iJd+RPAl8fDJ067+BQYIjiSFHDf4AdSu6utBS85LYZjwxeanWhNGmbA2prRLYR/jLHcvfpL2cbHcJtlOclS6B6l2AltwGfN7bWJ4ViDnGnlXN1znPuWQW85JfLZguxDYEXjXTmCGZDq6oRoYix54miXJ1JCO1KS8FLft8UeMFM1XMMaLFQMZOGEPS91ArzO6e+L7G85LKDkQ6BF5NV7AEzd2mNyeXEd+07JHiJevh0mJ9xGQIvhAJGhOGbLzXSz9oTp926BwPlcmtxjS0FL7mOrHdD4EVMDKbIfcYNVHPV5rJ8Jwhp7oR7dl+U9439vQS85HLHwIvYHIJM27gqnGRbEusut0MJXrh6HTQXp2qXz439vQS85HIJKfNyCLxQFig6t771rc+4c3MZzPjAmVPFlUPgcLkREvJ+7EpLwUt+n7EZAy94Dbc7cELZqZE1pm0xf81LlkYxlrvSUvCS3zcFXsgqhzAC16HQ5ed9Z4koA8eBM9bOIeWwLCP/vcTyksthhTUvh8AL2cxlRhY4SHMOscgrkwu0hQ4KXkxCEcoYyZCAHGoUa40FmmNLhu4tr+8LvHA50G4N6hASJbCYzbjBuB8ICSerMtf5O1sLynYM/b0P8EJgYzD86IDAHLoo4IX7AXPk580BamUbWQGBl7Yh2wgAACAASURBVCzswvJCiO5K+wIvUS9MkgVzyIQd9zFbi9kCiGpu3bhv6nMf4CXqwFpr7dXO5AHWgBTuh0xiE7ikhtZqvrf8vg/wAogJTuWWdHr9GOFx4szwVkIVUDN+tPldaV/ghWVa2ygNociVdSUkBVmz1DuwEXGPEfBkya5Ws32BF8q2uEDK3q51jDiScJOVfTL29z7Ai7HiOtO+Me9Crie5zaghcWUrHQy88KWLoKdFlX71sjG0B77a7Cvjw4W8W46x3wd4wSSg7CkXCasLJguwEIRcDmKEWKJYpFoCt9YGL0Anky2Btos/9iKAFwJd7JGYiBzMW85Jf4vDsGBzzIt4E2beFovgmuCFtYQLNwfXaQPfutTvQwSYmp8ERqvFJcpeC7zof+b40sqiznbMlYSPsG6WwOaaa67Zrrny/jl/rw1euLq4MPGIIUtgrZ6AOOHuU7CzftqV9gFeuPjwyyl3OaUJjyy3WwMHgLh+2oX2AV5YYVkY8OUxYlkR+yEGKBNFSIxP5jP597Hva4MXioBYH0G9ZRxrrV7aKDzCJh78cwkdBLw4/ZRwKLc7DjXEHvfSZAXMMC/WAoOGyonra4MXQbcWkgDKKQLCCK046Ep7MCjBasyg2VU2VVb8viZ4ISAAl4c85CGDps+oR/l53sELUAZMC8aeQ5g6t1LOwQCssqRla8ycstyzJngRLAeE8KkHGUsurrxzJ37zyfy7ZAdOLsv3tcALa5DdOFlRwNjUXbqCGtnOaZtmuCaAOqCzVRNcE7wYO3k/WF3mkABfVoi8wxNPYNUoAd6c8tYGLwLf8cs5W/ABT/FcpeuJW954Dllshtq5NnhhUde2oRiXXC9zkVzMu+Bc8ze335CrKZdRfl8TvJBdgo/FosY6Kt+f/w7XEvBZ2wCR753zfXXwIuof8MCYETcIwewat4P8ILQ//2hCET/ge5igCAJ7/6E7i9CuHf7b1m2NPcEL87O6BWmntgm6evjDH751GUX7aAfI1mNJ3oYYiXY6gbeVeoEXLhNtyT5MsTiu2TVgV1K0zS4Uwh8RIrbYlWRsLeQhgVLeX/t7yW6jXB4rhHaEFmteCmJ1jZDI85I2GCZqwapOog3S17QI/WK8xSK0uIyU1xO8AGEEWCY5QqwbO7+MEcbD+mkbMgKcjSMLC9cJYaA/uD0J+xhrAr4FVPcCL1wheEcmgcfaxgXGJE3YcwFhcIivHnAL/sLCBrhxN7hfLA8hMbQm87tq33uBl4iRy7ve1Ns4UBjyvMRDwpLGEhHCnwAn4LlWXDevWXKBhBbqCV7EblB+ggBPa8bYlfwy6isW0m/hNtFH1pz4GfNYDBAlYijAN95V++wJXqQiIMiDxHkaN6C4bFtYHXgVrLngLyy27jfWj3rUo7bjyMI9FDMa7xr67AVerB9tyVYhfNw1LvYsC8jnWHfy3MQ4arP7rTUKU/ATn0MxXkPtcn118GIR8oeFYIPQJN3BfKBngVbxzyQM5sE/mxOfMX0KNrN9jDlYPEkr9QQv2mJ7W5DAVUGQXD7Rrvh83OMet71N1lLMxMIpiWYh0pyfs5V6gRdbh/mf88LBLIwdxhHt8ik4NISg8alpiXy9JvaSsesFXghqbYsdGbQawKQ2L7kTQkhwQ+SdLkAPy4sFTDsKptQydj3BizxBtZ1EtthqD+ZIaEe71NdajXlpHWIqxhIIymNtzrdogb3Ai/XBulkS5cDawyMoNsFL3EcosDyZ00HmteBJ90tNMCdwOZ4tP3uBFxZY8zI0U/PLeq6tOWMTbhLj6bkgWrE6UTKY6bMCEvfM/ewJXghTPCTILij1xj/yHPM9+Kp7jF0OFrV+AWrtpgzn36LsOZ89wQuFOyeotJ6GZEEEqZIX1pw2BnG/mJeUYkpszIX4fZfPXuDFWjFOef0AJrV5SfZF0LHfjRECLvWHOVmO9Vhs4VB7R8HLkh0vQy+cex1jXZLLZew9JmxOHDR27xq/EfIYSmgSvd+BOeTEcr3LnypPICStYQ0CMIZ2pa3xvrJMsUzBVMvflv6NQSyxSi19P0FoXnLrrkH6bokQXVInAljbci6YJeWVz7Jw5MRy5e9r/80a1rLDbU69zIcleafmvGPsHqCSYpvdYGP37/IbXtK69X+X9wzdq2/Ny7BUDN3Xeh0f3nUzTOu7as9RMgCoNci8qOX2uQTtMUsys+77H23Qdk4mxTXeDaVbjGuUPadMlhc+UObdOffveg8NwG6EXZ/rcT9tl9UIo+lRXlkGrVvCrvL6Pv4We2BeAp9rvE+yuHBtrFH+VJn6VQLGteYlhUEc2FQ91viduZvVaa22sUZ5xxp1nyqTy8Gaw7On7m35nVWAxbTl2R7PWBesamuMnTmPp/SoZ0sZwDwX9hptUx/ATMLMlrotfYb1TwAypWxpWbXnWaphlJIusQrwm/LV7fufhUIDVbE13i0gU+T+GmXPKdNiYdXSzjn373qPrZHMdbs+1+N+bQKeCOEe5ZVliGWQFLC8vo+/o21rzUvapbiLfbSl9g5azJrzUrwDV0ft3WtfW3vN4SfccWu3o1Z+zMu11ty11167jVOovXsf18xLPGUNfomX4Cn7aEftHWvPS/FFxyoLuLW510q6ZKfLId1GZYV6/k2T4A8+VuJyywF/x9ROmsTUFuaL2l7+5EO6jdbuN3EorI7HSKxKu6QNuEh9IH7hkG6jNfsKLzmk22jNtilbXEp5tMTa79xX+eJoq24j4IUp9BgJeFly8OF575NjBi8Cdo8ZvNAwj5VO4OVijizwMpV/5WK2bLPlJXjKsdIJvBzZyPbcbXQeu6bXbqPz2LZeu43OY9t67jY6j+3rtdvoPLat126j89i2nruNzlv7eu42Om9tU59eu43OY9tGdxv1sLwItBEFX0ZTC+axrUwOCb7Mqa1utmbaLy6xnT3iS0y0PcGLIMDYx54H2G4fPk4+uac85Sn5p9HvtBxZgwVwtVIv8GJbuzEScJXJuT9ymWgbn+2crXxyo7hfzok55yDl9+XvvcBLbL0vd9bod6nUzUvzLOc1yPXI35/85CdvtxXLMdKSryDK6gleBOk98YlPjKJv/uROtP1S+2yl3iVrp3W8y1y++aUv+tILvMgSW8sjxCVlzWmbc1Om1tALX/jC7Vibl3JtLLHo9QIvMpBa/+WaMl/l6VFX88zpvFNk95N2ecbOzdohjlNl+L0neHHoYqSMyO+2bsTsGDvzJG/hz/f5bmzFh8U/Z1hZq9w/5M0u1BO8CEavpbjA74yDthlbsm+MrEm714wb8LFkh1wv8CKFB1mQt0prg/QXIQukNsF3pshmEm2z1X3O/UPlrQpeJJcToCcxTd7eGimFZRPEbOwLl2b9sY99bLWeEmYJGpOYCHiRN0b2zEjKVH1o5GIv8IKBSI4kUC8TQe3MH3k/CGupncUyTGUhtFVVsK377WxppR7gBaOTtdLY5TgFY6H/JdKTmEiSL2dMjQltC9F4mbCCpSVhah27HuCFIMD4tE2+iCB97jwYB71hhuau/BLXXXdd3HLmU6I25nRnIEn85n5ZTOdk0zxT0Iv+6AVe7GCwViK/QrwLyHJd/gjrThI6AcKR6ybuq30CC/rLnGilHuAFs5PUjMDKRCAaK2NAuEsYJlfUEOPHm+TswYOsUbls9E3r6b09wIu1JQhRP+ftrXbwOUhTQkxrTgCmuo4dsogHuUf+FELCUSpyL+16ro4+7gVeKHSSVOIZmdQVT5DgzbyUYNG/EsDFM9zi8kzFP8/pM+v2UODFvJGvxfzLZLdNjAOeIimk4zhKZT6eIRsFf0swCAzE/a63UA/wQm5ZU/o4rw/JLCN5rLqSC+QeV9UQUaj0Ezlgi7jvsuW30CrgRWIlFgmZ9By+ZPDyHn0CyDkWOc8JZCrjZWQazI2xfVPH3XDDDTdftn+d0NxFc4yHl4IXC0RsAoGsfTmZHoQq/THhGCQpm/uGrEWewXy1X5pz567kBFtRztzPpeAFWHFehTOW1DvnjIkj3fM5FhIOYSQ1wviMXZ6gNKw73OEOG5rvrrQEvJiXhJ/dBbe85S23wDNr2+aUumZrjHF2JkxNE3SOkfszEKNdYaLGdFdaCl5YGghR4Ne45WR6+hpjydesHW2bClgkRGT5NB+WBG4uAS+0Ve8m/LSNtTbIb9ZNzkotzYL21hL1eY4AJNAjeaZrGHFrLNxS8MIiYTeWdviXc8bIK2SeZR6q/oByTQjiHXgjq2gQQAusZiUyfpv6XApenM+mvo7NMHZZ2aMkuQ6QBeGveGEtGDPuyZ+UBXO+ZZPCUsuLuuJJIQsoMUHafbvb3W4LHuMaPqKueHSN5OgyL0MOAi3KsHZaaCl44RGx69jav+KKK84E/+Lp5mXmoayzDBGRpC7XOfiNtRIE6FjTU9aouD9/rgJeDKislXYrMSnRlLLrwUItzc8EPIEWWVpzJQkQmhThE0TASBPeouUuBS+yqEqtDqARhBBkEM2GBSkzCYyDsMzaVNzvk8UF0sakLASHNLaAsihzCXiBsrWHtkZTL+st2Pnxj398vGr7KfOiCV4jE4y525wIIlBM2Jbzf5aAFxYX2qetzg7EJCQwryDjVLojjDHmWjs81Fx1oByNOUj9zMspK1vcnz+XghdrwdZIYJ/VgeUvyLzEbLIA9BvQSdsfIsKF1s+FfI973GOrGQ/dO3V9CXgxFwFqR4Y4ODOfiwa0cYuUFiRrlFJUEmDp6IBIVMlVE5R5TFyb87kEvHg/gU67lYXUmsuWTHyDBp+J1ZfABKBLAtAJkDhIM7ev5ViHpeBFOn8WZblaZFU3n4LUjeKW+aXfWONtY54iwh1IZd1toaXghdUI6JSrhUWF9SEIv7Hm9F8mVr4hCyaZyRqYx4llF19poSXgxTph4WQxJ6/NyxzeQYEtXdNcZHh7Vm6j3uS+MjIWoBgZP/23K60CXsSnxMLB/CG2XOGykhgGU6IJXmP6UDtgkxchAMLkNORqKt+R/14KXiDqEFiRdySXH99f8IIXbA96Y+4d0261OfrLjgwHMx4KvFg0URfaH2RdA12EGmHJ0mCxDVmVoi98sugAojSL1iMCloCXPC+ZP7Utg5dc1/hOG2fCjvGO6+WnhUlTpDHOOZCzfN7fS8ELZhnWLECDABgj60AflGA0P0PAAw3KBlCZvltpCXjJaw54yRakWn3MNW2rzTPKAneZ2CbghmLEPF+LV6iVXbu2BLzkNcd6oN4ZvNTeB+yw8BmXkriTCEixeD7xH/dni2L5zNjfS8GLORnz0jEatZO+8/utAxaa2hEQ+T7fWb0pC1k5Ku8Z+3speNH/4YoDXihyY0SoG9+huUa5ALpZcMxd85wiMiY/x963BLzkeRlW5gxeau91VMPQeFAwyPHsAmMlpLgPWUhr74hrq4CXKNwntG0ijnU+c68BHQqO1HHMVrQ/5jQmKQgXissn+ub3jn1fCl5y2ZjgkIYgwAmDYXlSdwJ/ikw2zxwKvOT6QdHGpQZeuPxoUSajyZp9obmM+A7FAzrcD/zbLB8ttAS85PfdeOON27aNgRdakPZPBZVhXuYA4ELryG6k/M6p70vBSy4fwxPvMESYJIsSl19NAHrOejReoRVTLsQktNIS8JLfCUyOgRf8gjYHvNVAJ6YHrNBogQ6WASCNklULvs/vHvq+BLzkMgNUj4EXdTUvuXBrxILrYFigk5WYtcp3Ft0W8/xS8JLryNJXngidf2fNtI5YEKcCrt2Lt7LsttJS8JLfa32MgRfrG3/Q/gBz+XnfWaOtW+1Snk+W8KE1Wj5f/r0EvOSyAlSPgRfr27wc4n+OjbnjHe94BrxQlK1FSu2udFDwgrEwn7GgMAuPkdOpTWrMFGAQACumpuUE332BF5o+oc3Ee5vb3GaW3/KigBeoXPswGIIEIKn5OfOYup+VCagzyUWd70r7AC/qSEgbsyENqay3tpnPXHaEYA3wlc+Uf+8LvJj/4rIICAygRnzzQIKxQqyjFwG8YLIANUvukAIgzoVwL5UOChEXwBwlo+yzfYAXc0yA+K1udatRi7PdONZXjgHh9nRyc2nmL9tR+3tf4EXsBCsu/j7HSiS+At+pxaPV2lG7ti/wwjJNflEqsuUh1wlPNScpr8bL33b3+Jslxt+70r7AC88CY8KYtYyLnaKb2w+84DP5sM65bTwYeIkIekFnTO5zyM4BQoGfDOrWEc94xjPmPHrmnjXBC/O2BVEia6dp0nKn6LyDF0xFAsNMhK6gstqJysaM+yzHEnD/AaEt2WTXBi/AGI2d5s46M0YWobZnshgFwTqEcFfaB3jho7dDjqAu52iub+wuIkjsfvDpOUJfcGWLmX5tywurCU2VhW8MgOA9XJeEXybbWAmYllistcGLsaLVi2WZig+g0Jm/2XKBLwEG6rkr7QO8cLVSYsWk5XqP1ZXLPm+MGLt36Ld9gBfuH4qQ+JGaJTDqZrcj4F3OS0KfxaLFarY2eNEeY2CnX43/R9t8GmObdwTTB/muzS0Wz4OAF4NAM+KPxUimCFOnCed4GMKBCS7iM6bKyL+vCV4EDRqgvL3WADPZ5kj0XJ/8/byDFztyBApihkEEHcFWC9IyYWmKOSaGWZ8W2OLyWxO8EFq2XdKO5mxVZy0kLLNLFLjGqKYWcvRd/lwbvAD6XEXiqqYIUzF2gn/t8tMesRNM3ixmY+BgqOw1wYv6UYTyuhuqh+sPetCDLlMmmOsFk7Jw7EprghfAhVBn+RqylOX6Esh2c2a3kmvAQd6xmZ8Z+742eOEqA/jFNs4lfNZcHovXmlPW2uBFzKfdRYDxFOE/rCy27meywUBcSIvraE3wQgmlBNkdO2V11x48hZzIQEUgMH455/ncJ76vDl74v5gwc3IbWx5dYwIVaY7h+MdEH9qg7+H3NVExJnvoMSnARYNbXEYa3RO80Gbyrg7lCwLEKPj4xPz4ncC3UBBhZ9FlALD9YbPZakZQ9hzhGc+Un0t2G+WyIugx+znVHVLG/DFCZkJaXt79Ycw9i2joAj0tPsIe0BFwSZtvAZ69wAumYg7aPRVkx4JrYrCMT8xLpvbQxu0GCXM8q5JdK9piEZqzmA8LW8zjKHvOZ0/wwlKSd3WoqzVESFx//fXbXVLRvhhfDEQA/JDmi0kdKmA39x8QhWkGsQbiB66rvxiIaFts89e3wHIIANe5HFhpaMYEBCDa4spUj17g5VnPetZ2DjpJOQi/My/leMnz0vdYQ9zqMY6eM07G224Xa848lcOoBXT2BC94AeUgiPKK31FEzUtBnTF2z33uc7e3EXp+y5YH69eYh4yI8nb97AlebEUX4B8kLpAiy8pnXrKgRNvivCFWbDIw+At+KkaUjMRfbd3njtH+FuoFXiL+McZEXWILP6U8z0ttja3e+GKOZdWuiHkU92jcc9qDXdq4OnixGMWmhA+T9YSZiTCT6AwzjX+CyjBZBBTYOhhEW6d98I9ZADqllXqCF0y0PMBSnAukTYCoL8HOdRJk4ZmgEQgZ131iNhZAMKX829zvvcCLBG7qnwW8OhAEgsiAENqgSZx3gtnpYqyCTGS5XYw5AQiAxOSOe+Z+9gIvGL22xdZh2rYtw7V5qY12qCBzOQM1DMo8xbj8pu9bXCrK7glexCHlbcLaq22C4wiLWHM+w9/MfSteJyfui3HhbzfmLG+t1MvywgWbd++xKOn/WtsiZoe7rNymCSBYa/oF4LQuW6kXeFEn8zL4BXcrTVwduVrzuGWNV6xOzp9iPYp98RyrL8t1q0LUE7xoS94mrL3aoY7lvIwxZs1kScpxZKxK2hzyonXceoIX6yPn1mFRGlpzYf00d625UGyNd6QFwF9D1mW3+y5t7QVeyF/zMvMGoKM2L63FMFYAzDlZJi8EfkO+K4/C2KLo6YPVwcsuHR33YpQaGAMc13t99gQvLXXS6YQ7prAG9QIvU3WrLSjXaL4Q9hrUC7y01E3bbOnTv2tQT/BS1q82VuU9YnjMS/VYg3qBl7Juc9rGesstFEpUWcbSv3uBl5Z6aL9t3y0xZHPe1xO8lO+bM3YCrwFWfLs39QQvZd3mtE3wuDVXxhEqa87z5TvLv3uBl7LcuX+zpGVAN/e5OfcNghcaKUFxKJKUaYn1YazeUOEu/tWxslp+g2JbkuvNfRftOCPkuc/1uo+Z2sRagyD1sJasUf5Umfy1rRrsVNncNoTgoQhoYaFYi+QfCZfbWu8YKpfgs2V4LaJs5Uyja71nqFzuzLyLY+i+lusEbMtW1pZ31Z4h2FtiyGplldfwktYEd2VZLX+bMzk2qaWMsWe4HJe61sbKn/qNFYnbbw3icqwBo0t28zCjM+sd4h9ETACv8W4CSNbANcqeU6bkbyatANc59+96j+y4fJC7PtfrfmNHWPQqL5fDZcO/n6/t8/ua85IrlLtnn+3J7xJUvea85F4Tp5bfua/va685sTNPetKTDtI2fbjmmgNo7ZTZ11iV71lzXuIleEr5zn39vfa85KYTg7Kv9pTvWXNeUkZqeacuQdt2BEmIdGz/+Fz5Eo+tXdGee97znltwFn8f06dgP1k1j6lN0RbCXdxX/H1sn3YXAmfH1i7tEeclcPEY2ya2QXzJMbYNL8FTjrFt2iTmhBHiGNsnjrK2g/cSc9ohTdhrmJmiTD7csZMv476L+iku45Am7DX7jXl+rbiFNes9p2yutrXiaea8f+17BJDSNI+RuGrzlvljaqPg+tYDK897P+AleMqxko0jwhSOkezWtWO5pEv8jFLaHyMdOmB37T7dV8Du2u2olX/IgN1afXpeWzNgt2c9W8taK2C3tT49nztkwG7PdtTKWjNgt/a+fV7j1jhkbOfabT10wO6a7RsM2D2BlzW7fd2yT+Bl3f5dq/QTeFmrZ9cv9wRe1u/jNd5wAi9r9Op+ylwdvABB9r9L6Z+JKct156uIP7GlSn6UKbKNWrKm85LnhYsGus2kHRIP8aXKEWILYyTHyvfVvksCJIBsTubh2vOu9QIvcijIyVOa+kWPixtyiiqf6lQafYmx7DSRB8UzTJktybK0rZflxdZZ54hEPoLoS/NVXIZ5KZvs1IGTTOq2hUtUZ6zlpmjdJdcTvMi9U7p9rR0J96w3dVXvSI4V7R/6lJ/pYQ972M1nHQ3dN3a9l+WFi0ZZmbRNgi9rzhxzum3kSsn3+W59aovzneKfHDHG3JyIU4LL58b+7gVexBpac6WpnxvfJgNtc+rwox/96DO5lcq6mYNcPZLTeQZ/zRnKy/vH/u5peVGPMi+Wdwt2FqtnDGyLjuSCQ/UytpKWmseyYucEfUPP1K73BC/4WrmL1XZnQerWXMyvqS3fXFkCwPEUY233Ziv1srzYrm5eljuX7JAkC4yDuCh8fmz9kCXaFOvOpznawjNXBS/iLjAF2SEdNBUk6ZkTXZ0hIyspn6OzcaZyg8j8SbAoTzK3VurlNooMgyLxM2Es0t9jsLJ63uUud9kutFpG3fwcQSnjoGRNrUnclNcDvNhtJnhUX8uuGKReJpvFiOHwOcomPLbFFuBwJouMw/rM99atlz3AC8ACSGlbTsAn4ZzkSUCLeSmSXfbgoayr+oKwlEwKWDUnjbXA1LlgNfrVZy/wQkBoGyGQSYZP8xKDld1SgqkHP/jBgxl187PWqDJr0f35vrHvPcALAaEeBHkmWybNQ7mhzEvtwmNqiSABHfdg7P6JfzOPlXvttdfOUqLyu33vAV4oeISAeuSjNgAXCT3ve9/7buvt7BtnTAlWrOUCwWfMYWnpATp5l/TFFH8t2xR/9wIveKFkc8BGJgqgtPHAlhQZEn9ad5nv5PspGFdfffU2b495TAnWH1OAJ5cR33uBF5lzjVt52Cdlhmwzz/AUuYZkWx8CMMCrLN2yY+sv/E651nQL9QAvwJSAdPWIzOnqArjc+c533oJOSpGEkNpGHtbmpWds3ZbJ2pqLf1OAZ6jdq4AXmo0KOXtCamQpki3AIIzCwspniGBKskcSIDVybD1m6zBGk8HAttJS8GIxY47aRhDnjJEyW2I0WTjLbWHgn//851erLMOgdN4WIOAi4+QhwQtBrB4YxJVXXnmGKUj9Ly23iRPkwDiHpNUICMKYMJkgE921yFob1+d8LgEv5ptkXhh5zKMc2CwFt/HMGXLvd7/7bcFIrW626hnXXIaxBhCGAE+tnLi2FLxgMpijsbPmWB+CWLoAM2nwgwA39Z+qK2ugAwul9a7lVYjypj6XgBcC6wEPeMB23BwCl48poBWakwKCg7RXRlrzZQ6xjlp3rRbPJeAltHPHblhz5VlgwIr1kpUfa4iA1y8lOY/KuOa07M985jO3cyLP1fK5ob+XghfrHJDWPnPIwZ5BMq6SE2XgJatDbSeJ5wg9PNazQY6GKM8Eit/GPpeCFwJcBtmQBRlU4yPmas5Kbawp9I985COr1bKDxjrNVjKAPDJFVx8aubgUvJCzWRbEsQZeCbCRD3nNyOuizUNWT7Iiy8uRqk/+tAp4MWgmHteO5EIamCPxLTiTJpNOAl6GBBptEYrFcC3w1nONvHMpeHGqq0lKUwpTYLQF06QB5ERmzH6EYtnmeMYgSFMO1ZqoJi+G3EpLLC/qL628/sX8pK7OabnVNWuFGIgt9aWWH3WXgAnj5aYJAmiAVxN9V1oCXlhDMDjaHeDhiIY8JoR/PkCSS4XJ3VbDGnGrAStZywBAMOiWhGhLwYtU4yyTFAXuPEAmCDOUg+Gmm26KS9uzUzCa3Oabf3zRF/NYGm9WJeOcQUN579TfS8ALyx6eQpA6dkM7g8xBc7Q8kwkYKYViPJM/WTxZBKbcn/mZ8vsS8ELhYdGSm8lxKtZcNs9bL2XSSevK2UXmTEmEJbCZ064zy9PoW/jmUvCifwFpFk9KH6tQEEW35Jd+M9fyGMf9PlmSaPjBU7QTeGjZYLIUvDhSAn8g01iqCecgvBR/yGcyqQjz3QAAHJZJREFU+Q1PqVkwrVGgzfixDqobcLSEloAX9aHs6G+Kt3mZ3XP6v+QdQDL+V7Ms4b/WLvcS3sRqfe6OB8jM3CLT6AxeysGIhUWA52fL+/xNYEDqLYswylsKXqIcnwajNBXG707l9RutkMl+iHKbTVxM5lDgJdeFsKPBZfASbSDYuRK4kJxLki0xcY9PbiJWjiw0IXXPEGa70hLwktvG2qBtGbxEXVi9AGWWPuO7y1hwO7DslAwryh77XApectkYQwYv+TdtZ9plvuXiHCP3mcP6DtM5FHjJdQSmhgRb3McyYXynYpYAB66afP5KlLHL5xLwkucl4aDeGbyU9SCsCUBjnDX0uE/b8RygI4iQMd5cNLvSUvCS38cdksFL/i2+45v6YCiuUUyFOcldC5yalw6KzQpjlDX1uRS85PLNowxe8m/xPQ4qpmiUJEOycdUm8Twsh4CANTc3Nq0scwl4yfPS/DEmGbyU7wLWuJfwTOuqJDKAFYcFlZWUoi7mxZzIVsXyuaG/V7G85Jc5VZmGOwReVJov1yDVTKC5LN8FixIOFwG88Ks7UdoAOb9iyCWW22iyHRK85LrESaI18AJESvBk4jEHQ+c1MklpRTl1OfAiNgRA2JWWgJf8Llq2xVgDL+aYgDnzUtsIgzmE6ZjrLHMttC/wwhJoXvJXY/pD6bu1W2xQME6MNR/2uGsbl1he8rumwAueY2znxHhwR08x5fzuoe9LwEsuE9hSnyHwwspk7MT31LRbZQHbEYvAmquNFENWNu78XakneOGGHQMv2u8ATZYa1ocasUSJK8Mn3WeOsnrU4ptqz+dr+wQvrDTGFhjJwCDqA3xxKbGosQ6LfwHkuBElmWuhJeAlvy9CH4bACxAtCJ7LnNJbI2571pocLgIU4ZktYSAHBS9MYtwuFtrQQiw74SKBl6g7d4QJOefo74sCXqJtPtWZazAHv8bvAs24+YCdIJYNlhe+/F1pH+Al14kAFGM1BqxpHNxRNFvpxltpX+Al6gdMUwQcJ1ESEz/TPMsMVy4XKU2XZcnfmQGVzw79vQ/wIl6Lm1Jszpw6siwRfnPuHWqX6/sALzRXgp97fUiIRB1tkOCi4T6yu0M8lyD7Q1texsDLU5/61K17nRsmu7yiTT4BGlYyFt8A1dYfEM4SNfRcLiN/3xd4EayLj3AXqW+NgBdjW65H7jBArcU6sQ/wgp8bE5tNpiydtXZzlQ255mv3x7WDgRdbAQVdAS+Q9Fw67+CF1uOQtNLKApXaCjhF5x28sMLQIDKJsRDTg/mU9OxnP3srTPIYAwKCDVsOJFsTvNBS+Wwz2dqH6dBea8Q9xD/PHJoj8Wv3Tl1bE7ywdrG4lDFlmAaLSknikQBuIJNywXpIA9QXzL4tWxvXBi+24NLiBBLOIe4HDDcHVM55rnbP2uAFeOTGBCDNk7kkDohWzPIpzqxcu3PK2YflJXaRTR2SKJ7SXBTXl+mGG27YjmU5v/M9te/7AC/axOIyZfUCvMQ75s0e6myXJtd7iyt6bfBCMY/QgZoVO/c5mc9VlGPTzE2WVIHKu9JBwAvhBbjI17IrnXfwgknQwHM0uTpjknOOrD/v4MUCtBAx0yDMnxm75hpkcbGLKse32C7HTdiyo2pN8MKNxWSdgSethxCP4MBos08mfBoHX3cLY8ll+b4meNHX3AZ5zZmr3GJ5B1LUiVbLMmqc/QNQMRnbUs3nIZN+PF/7XBO8mINi4YZ29NXqw3phbuZdObX75lxbE7yYj4DLUGxdWT/rUBxI3lkE2OmfFtC5NnhxcCD++PSnP71symV/C/AVjE4RzNYyFkEB2mGNuezBgQtrgxeWS6CREjeHnG/GWpb5iTgSrsKWNbcmeGEpAlzUbQ4JRic7HIwcJAaI1b7FYrM6eGFGV+HQFvj67ON3jVkTM7R1zj9ulVhczGu13CGQHg1QIGgr9QzYFVRVBvtxldBQ+WO5HSwqFqYQipimnRM14Q3gWMjZzbJrO5fsNsrvwtSNUxYILEv3ute9thoChohpsLpA1EE0h+zDlGtCf9gi55/vrrVQL/DC6qNt2V1pfFghCGltICzKutIQLDikDcqwTZz7IeYxK1vNhTbV3p7ghbDD5DMZEyBTu4AygXX+YQLILjK76HJwdX6eVji0fTXfN/S9F3gRQ5V3t9mJYxwAEYG8giZjLCLo01xmjs9CAQ/hYgLGllIv8BIxOGIMgsRIaJ8YrMwvjUXwFHyGawJxL3DPiCujRJmbts7b+dlCPcELPpgtfSyyFAYKn7G75pprbh47LkAEYEjcGfPUWOKR3GDmMeEJmIt12pV6gheuHVbJIOvZuOGPZdtY55FxtuZiU4DxtCYpRMaOm5Brt9xtFu+Y+uwFXsgsbckgg2vWNXxGArtYc6y5oezh1zGOgCe5zh0tds68psS6p4VWBy8CzwxOBGwyEwk+MpiCWAn++JeZi4AsAaElMX/TFHMnlvdM/d0TvDAJ1hII2dGhjRgpJplNZQJhuU1qZjbBngTnrhpEbnMv8ELbxjTKeA9tYYHBaAS2lmNBeBvbTHJPmNx+872VeoEXJkxtK83MAKU8EtoGaJWJsvjWPYeAAd+1K+awT7t8WphNT/DCEiGnTUnPec5ztv5l7WOqD2XBfdaqeVkLFqV0SFcQArIsd87fvcCLZGa09SBjZK0BZXkcfI/spHLVYJQ5o7J5iJewoC2lXuDFHDCnYousfqcYuEZI5/ZRjgR1ImDOmAYBMOJbzE0gp9zSGvfN+ewJXvCN7D4JYEL45bb5HnyVBcnYZSXKOFIk8FfWxNb29QQv1kfeuCBw1bwEOMu22cyBgBdrLitRALadnMaOQj+UM2XO2PUCL6yv5mC2ruMfrtkZldtnHTIyIOMqWDwTHmKukgWhXOTf534fBS+l721uoT3uI4DlPViDTNjW6O0e9cEMMJ4l1pWxepj4QxHfY8/1+o3QzAyqV7nKIbgw+EMRQTK27X1JvYDFVi1kyXvjWRYI8zI03Lje65O7cCrQtNe7ynIAcFbCmrWzvLflb0pMC2BteVftGUnMcpK+2j2t12jRLByHItYIYxeArmc98BI85VDE8mTNhXLfux6UmGzF613+VHniz6z7NYiFOIdnxDsuEbBQnxv2/Q9qg0xN1jXezf8Ita9R9pwyab/8u3yGc+7f9R4mZEnSdn2ux/00Qdv8MIUe5ZVlPOIRj9jGKJTX9/E34U5rIAjXeB/Bfqg1pz2sE6wRa81LwEz5a/TdVJn87YJV12obJsrlM1WPNX4HNs1LO4zWKJ8iJBZjjbLnlMmyJiB3jbHjgsJT5tRjjXtYrVnb12ib+nLtkzVr1H2qTKCTLLCFferelt9Zq4xdSZe8WKAQs+q+/wEW0DCf2hrvZsrid12j7DllmlAY+Zx7W+7hVxZX1PLs0mdi7ACopWXVnucLpqnUflv7WrRNPpc13kW7tG1wjbLnlEm7FrQ8596WeyIDacuzS59Ze83hJ9wDS+vZ8vza81IMgziMlrr1eCbmpXb2KC+XgZfgKfnaPr+bl2uuOdvkuWj22ab8LnJ8LVnAHSokpaRLtMs5u2PKBy/C33yIU1vyLkI7hurIz1mLWxi6/yJdF1uQ4xYuUt2n6sqv3JK4b6rc8/K7GIx8Nsp5qVePenBztwRp93j32mWICyNkj5HwEjzlWEmc2SFDCNbsV9YqBo6StuDlkH7OskI9/+4ZsNuzXr3K6hWw26s+PcvpFbDbs069yuJqO2ScWa92DJXTK2B3qPxDXu8VsHvINgy9u2fA7tA7DnW9Z8Duodow9t5eAbtj7zjUb6MBuyfwcqhhWfbeE3hZ1n+HevoEXg7V88vfewIvy/vwECWcwMsher3PO1cHL6L77ewpcykI0CFk+eNst7K1eC451Ir/07bpFuppebHVK2/bjPpoj3Zpn3ZO7SyytdFOFlv/bK9z0mor9QIvtpDa/keoZspbpeWQmNr6bLunxETaZhud4MlW6mV50QbzstzBkLdKi0FxtsgYyV0gj4GtqmKpym3jY8+Wv/UEL8Yktprm9wgW5yc2L/mjY6ttvid/twtCjI+x81mu43zv1Pdelhe5o3IeoXiveWXM1HXOlm4bA+SbcL8108pPvL8XeHHyrrrkLanKd53bzbhJIbGL69TuuKk1Gn1Y++xpebGRQMbYkmTujnlpuzGeMUb6hwwQ22ertEzYLdQTvMij4/T1kgQF4+nmWeQ8Ke/Jf4dQdr81yj3SSr0sLw5aJAvKbduyVEvEZ16KQcmJEafqLK+UXC+tPCX6qXxPF7cRQSBpj0Q2WQCqrAAwZ4qIqxHoJnlWbVKXFRNILCuo5FJljo7y3qG/e4EXUdxXXXXVdgHldxEa2kOwcwNop0R1kbgn3+u7lNeCo6X+5sOTz8GpsHMyTpZl+bsHeMEs1d/Y5fwKkilJSiRhGcucPC/yFAz5jTEh98nuKZBLLh8Js+Yedli2rwd4kdtEHhpty9tbCXLBzpGkjiA0jkNnMAF3kQBM8iXnG8nGW2NgZTtqf/cCL444cEDaQx/60DOvIfAl8wIgrTvJ9aT/F2tTI/1h7goiFnTnU/K7fNRD7bmhaz3Ai8SVcXBffo9dDdpGSFhDEnsBW/JK1QjvkMRNQKP7HIgnoNhabKEe4EVuJ0LAvMzbW63FBz7wgTcnhpTc03EUc2IZpC1QntxFrdQLvAD2ErZJtpeJgoCHaLvYGhlmBQkPnVNE6ElUKMsufqA/PN/CL3uBF6BMoj25WTJRbrWZYmOekV12FNZOXfYcpd4aE0RszeFF1mkrsO4BXoyDdWUeZeUMcMFHHR+Cx/tu3WV5kfsif6es4y3KbI0VWwW8SGNs0DAEA0pYyWERRKBLCZxzLhgo5zdEpsG4N38ShCY1wKDsQ4EX9TYBZQrUDkIrCPPT5ryFy/2E91CQMLCBGZm4QYQi1N1CS8EL4QdcEoDOislWoMgqmwWe/BLGuCbUBH6boJGUSXuMv5TZmPKutAS8mD80UMwBONS+rClY6OoKIAcZM2OXr8VvcUqsbZxBtFwL2MLalZaCFwzOll3z0hrBcIL0NSYq8V4Q65M1NxSMSeCZl5GV1tyWLKx1Xi4BL7RP23VlVrXmrL8gB90RZvnoA9lWr7jiijPgNO736V7gBQNGFCr9M/dcpFyW70vBC+GHmVPKjF22JMjobF5mBZDglkV3iFgmaO7W5dKM5EvBC2WBcLPm1QVICZLiH6+R2DFIyoBb3OIWg+eJASvON8rHA0iERgEcAqtRdvm5FLzg7Xh9rDnWhyB1IdjzOgTUtC2D07jfJ+ANvFmbiOWTQtRyoKbnl4IXHgTgKWRBDriPLOVZAbz//e+/zXy8rfzIf5Qn8xx/MQYttAp4weRMRsnSaHsmbDaD2rdfomQLFCqNzHy1xhCcMu8SziZvq7lpqeWFeZD1gQkeQmY5CiIkmKzLuklljfmWxO1Aow2BoO92XYBlmUvAi3cDTqwktFzghUk3yEQtD2CUH4RQyQw37if0WVkg7SBCESDI1+K3qc8l4MXYcO/Y0SM9NyGYFw6QVprX5WDAdPP8jToCNo6HyKfEAqCuOdhwV1oKXqwpQk2+EYycJhRESHPdlQBT+vHadkPPmUfakjPQYjYEUQstAS/4g7VP82PF5JINohlqW3YBci3jO7U5ac2xOHE7ZJIpNAvR/NvU9yXghRbOGkaBs7ZYlvJuQXO0nE8ymo6BF2vMPVxprKRLEoUtBS/mI/534403bgi3XG/8hqKblQhjZuw8VyNAr0x2aC2aFwFGa8/Vri0FL3ik41LkDnOeVAZm1o0Mz5l34JWEdg28UPoBuaxgqDN+rN+mXGm19i0BL9YJ6zNFAVAhC3K/y98SGazj3firsR4jigWZJ5EppeNcWV4g4tCqaac0oDyAZcPcr8HMtjqsRhqIcTKVEoY0xhIg1J6rXVsKXiyQqCdUivGMkQlLc7JISyLcDSRkzZd9pzvdaSswALWWyar8JeDFAoqxk3JbvTN4Kevvb6ZSGkY8V7vHNczIQnDsO1DQQkvAS24b4KltGbyU9dH/GK3DxzJAifukx6YVAZxBfMJcTbXU/HHP0OdS8IJZBvC1nqYEMbCmD7JVLNfN+gLSMeQnPOEJ23kOFLGmtdAS8GLNhabNvZq12VwXQp9vniLkfTXiDqPdluejASCEx5BJv1ZWXFsCXvK8tNaMSQYv8Q59IN6HReWud73rNvlX/FZ+hmJg3gKghwQveV4KIwCYa2TtqKdDe2tbYGvPuGb9GW8u7F155lLwom0hC+T6MTY1InMASsJ6yALP64CPlvNWLCT3UYxprfyha0vAi74Mnk7+mpcZvMQ7zTGgmxwElMfACJ5ifClagDWld+z+eEftcxXLS34RlAWxjYEXcRBMadkklcugWdEoWXIQwQ68TAUb5jLy96XgJZeF2Y2BF1oEYUYLrjFFZkFuDNp9TDSpvvXHYx7zmPyq2d+XgJf8EhYyE3YMvDD/uae0pOVyfLfAgTMaL4HPvbIro1HOEvCS60QLVO8x8AJoGQcBdzXiChVnQVOykGQ4dV4HzSqfcVJ7tnZtKXjJZd797ncfBS9xXgyNbkhbZe4XN+NwSmCIW0U8VriR8vvmfF8CXnL5GPkQeAEo/W7NsawQLiVhoPhHCTCBHhbdlnPFloCXXD+WJfOyBl64ycW+YP5XX331oGUil2esDg1ecn0oA0PgRTAr64n5xrKWz93KZeTvBDqLHP45ZrXPz+TvS8FLLosVfgi8iOcEus1LQaq1eB5WW8orsJJJzJ3xbol7CZmSy2v5zlJkXtbAi3pz26k7cMZgUSP8nnUz3Lus3MBLtrrVnhu6dlDwgkkIZBJsNaaJQ+EC60xmKA+D0knMmbSWXWlf4OV5z3veNv4BwxmaeAbewisBkNgeGn+N+U61dx/ghYZvp4b4nl2DbwEXC2FqJ0+tnfsALxiL/sdoShdZWSdtEH+FuQCytCoaWMs5M/sCL8Ao4Y3pD+2Cs64AMSflhjtGwDkG7HpYeMr+GPt7H+Al3s/aaW6WWqzfWTsJ9HKDgHXT4npQ5j7AS4D9mJ/4ZukGjPbH50UCL1Fnh6aKreK6HiMgFKgmNM/DwYxj4CXaAQQAZ7Wz9VherLfSSsYqj8dEHEyUNedzH+Al5iVZBZhoX81YQW5TXhkdyHGuUODF2IVVdU6b4p6DgRdC28TjQhjT7Al9k9N9AtowT/ES/MJMbGOgJxpZfu4DvBDo6mgwxwbGhMRIw6oUdWXSBtDmaB/xTHyuDV6ATho5BiO2YIwIClpkBpkmrjFtSci2NngRgGc3hAA8AnAO0f5ocBaT9gIyLfNyH+CFj5plSJzLGACx7gCcUgvkPrL+WrZvrgVeuA24k8PEHWPG2lnubPGb+cc6A3BkkireqeEttCZ4YeErt6jSVgkJsQhjdN7BizEzdqU1j5UWvx8iAAff5LYPcD1079j1NS0v+KS2laAD+GcZLYl1WghB6TJj2eW+HZMjZVnx95rghfu4tFybq5S+MkbLmhMTxOpOKSfHyTdeGZbElkOYDwJeIEyWFFHjQybr6HyNtjVOjIKYCX4ygEAn2B5JWOxKa4OXQJRz9vSru5gRkzYQrGvAAfNq+FN3aeOa4IXWJxDQRJwjwLhnuF4yQAVm7PaZk4ujbPea4AUDFXyn3+f4l7mJCLwMMAWhAXVDlrayPfnvtcELMy1QNselZV0S8IIFM7G20Z5aXCtrgRfWB7t0uJODCAxMUX1rxNLJQhZEiNolhtm30JrgxXo2p/KcvP7667fgpRQeZd3PO3ihLLA8Z0WGkGbFJORrZJ1QfvIuz9p9c66tCV4IV27lnGoB/7TLrQzKjbqK27HuQhYINaAMcc+30JrghYUIUMm8Dk/H20u3J+WV3M1y3JrRP/jRlAWx1vbVwQtBzkWQkyphKK7ZfcOUpIP904hYoL6LuagRc+/tb3/7M51Wu2/oWk/wYiLmXR0GgblaAJm2OZI82hd75GlREvsEIreAME7+UgjUorQ1TQR7C/UCL9xepZ+TJu4aoS02RxCa9mlPgBltsN0aEXL83KxkGK44HkFdAj9bBGAv8CJGRztysJgtw66Jwcrz0nyLoFz1jxgY1kMCknZvVx1TMCHaGqvUE7zQWnNsAZCPURAU2gZIxLykECCmXmMaYEwgrx1Z+oMl0TZsf88F5dtC03+9wIs+z7s6vELdMFLzk3VI2zH9SNFgnFkzg79YcxQg8zjup8ljiC3UC7zYmmoO5vQE2iDA2DwzJtactmZgJlFmjGOuP8ECsIrnaaWlu43ye1kcbMzIRAgSePpQ+8RFhDvBfd5vzpqXgI2x1Ud2DXKpxDymzO6q7PUEL0A9xS4TfsVCpo7WEMse2WCtIzt2rLngLxQilk3J98xL99uo0hLPo3zvHZKjuZ5T3yP+MVujWbzEiIlH1TbjyJWJXwThixTYGrEaGveai6l2f3ltdfBCYJuwkaCNqRq6pLkbbI2PfxZnCEDoMwJ7ykrbNilwkPBooZ7gRWxE9l9qr0RnzJkEdrTNJwGPCHZCIJuCfbflmgVGjMzQNsE57e0FXphmWchyQJUgSGMnyDi3jRYbu1Duc5/7nAkWBdJsBdc2fQPQtQAXbe8FXliCtC3y1WCK5pu22cmR22ZxhlDj187Bohir7YTaZv7aOtlKPcELs3ve0iwYXtvUk189ty987MAqV2feXmxbqh0ixhcIbXGHRX/0Ai8AB6aciWbH8oLXGCPB1tmdoN7cZYRDkDmgbe639rKCFffM/ewFXvj/zcuyLgAMV59xYB2kIGQ3AmWgFixqnbHsEuyt1BO8yImSc2BFnYAW7dI+7cw8R5xIbB/HSwSH4iOUoDyPWQlrmyLiHbXPnuCFXCsPVmVBoczEvLQuA1CrD7CqbXhtEKsFr4R5CaSrYyv1Ai/Gw7zMyp46WWOsSMYNn6SgZgCJZ5SALtpCVgJnuT/itzmfq4OXOZUo78GIaApM8GtQT/DSUj+BZrSLzFxbyhl6phd4GSp/7LrFSoi0mjnHyvZbL/Ay9Z7a7+YlQU/zXYN6gpeW+gmkk6chC/iWcoae6QVehsofu84ias1Ze2tQL/DSUjdrjlVJHdagnuClpX6CygGzLOBbyqk90xO81MqfumYHmTUXStTU/bv+3gu87Ppe95uXNmdkJaqlnKFnBsELNERQHIrs8uAfXIMw5zJAdo33DJXJVFgz8Q7dv+t1QgJAOxTZHh8WtN51sJsnLDy9y55TngSF4e6bc/8u9zANryWA5tSD+TbcfXPu3/Uepn8BjIcgQoq/fS0iJLIlda33DJVrzeXYg6H7Wq5L57CWMjKnPpS8lp2Jc8rGS4byrsx5fuk9FBbWl7WIWy1bUtd6z1C5LNFDOxqHnpl7XTxXGdzs2UvQNk2Fj2vf/5ivmc742dZ4t7NnoN01yp5TJhO+IGTtnHP/rvcwNcphsetzve7XNm3sVV4uh7uQfz9f2+f3NdvGxy2x3D7bk99lvVl3a81LaREAmPzOfX2PNbfW+/ATcXprlT9V7przUjZqpv+pOqz1+5rzEi/BU9aq+1S5MS/XWnOCnlnlpuqx1u/mJffsGuVL+ppd+AF6LtmzLVcFLf4Y/wnsO8Z2adOpbRd3zp7G7mKO3TGP24mnXMw5eezjpn21GMNLgWJOn6ceOPXAqQdOPXDqgVMPnHrgIvTACbxchFE61fHUA6ceOPXAqQdOPXDqgZt74ARebu6K05dTD5x64NQDpx449cCpBy5CD/w/tQk5bbSGtlEAAAAASUVORK5CYII=)
Assinale a alternativa que traz corretamente o valor do H.
15 e 15
6 e 8
8 e 8
9 e 10
6 e 6
Carta de Controle é uma representação gráfica de uma característica da qualidade medida ou calculada para uma quantidade de itens em função do número de amostra ou variável de tempo. Serve para monitorar variabilidade e avaliar estabilidade de um processo e detectar causas especiais e causas comuns.
As etapas para confecção de uma carta de controle são:
I – coletar dados;
II – calcular a frequência e a porcentagem acumulada;
III – desenhar as linhas de controle (LIC, LM, LSC);
IV – plotar as médias das amostras nos gráficos;
V – verificar se os pontos estão dentro ou fora dos limites de controle.
Assinale a alternativa correta:
as alternativas I, II, III e IV estão corretas
somente as alternativas I e II estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
Sobre o diagrama de Ishikawa, é correto afirmar que ele tem, ainda no século XXI, grande e importante utilização nas empresas, pela sua aplicabilidade prática e objetiva. Abaixo seguem 5 recomendações de quando devemos utilizá-los:
I – quando necessitar identificar todas as causas possíveis de um problema;
II – obter melhor visualização da relação entre custo e qualidade;
III – para classificar as causas em sub-causas, sobre um efeito ou resultado;
IV – identificar com clareza a relação entre os efeitos e suas prioridades;
V – quando for analisar defeitos com o objetivo de identifica-los e melhorá-los.
Assinale a seguir a alternativa correta:
somente as alternativas III e IV estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e IV estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
O Programa 5S+3 é uma metodologia que visa estruturar o trabalho de forma metódica por meio de um processo de reeducação, que busca a sensibilização e mobilização dos colaboradores na criação e manutenção de um ambiente de trabalho saudável e produtivo. Promovendo a mudança de hábitos e comportamentos através da reflexão das pessoas acerca dos recursos disponíveis, contribuindo com o combate aos desperdícios e sem necessitar de investimentos significativos.
Falando sobre o 5S+3, os 4 primeiros sensos são:
I – Seiri: é a fase inicial, onde se analisa os postos e locais de trabalho buscando selecionar e deixar no local somente os materiais, as ferramentas e os equipamentos que agregam valor ao processo e à execução da atividade;
II – Seiton: é a ordenação e arrumação das ferramentas, materiais e equipamentos de tal forma que facilite a execução das atividades que agregam valor;
III – Seisou: o ambiente de trabalho precisa estar 100% limpo, e isto é tarefa de todos na organização, não somente de um ou outro setor ou nível hierárquico;
IV – Seiketsu: é a preocupação que cada funcionário deve ter com a sua própria saúde.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
IV, apenas
I, III, apenas
II, III, IV
Durante um período de seis meses, a produção de filme de Polietileno foi acompanhada, anotando-se os defeitos encontrados (Folha de Verificação abaixo). Priorize os defeitos a serem tratados, faça os cálculos que julgar necessário e construa o Diagrama de Pareto.
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)
Assinale a alternativa que traz corretamente o percentual acumulado no defeito espessura maior.
78%
97%
80%
87%
95%
Um gerente da qualidade precisa encontrar os 2 maiores problemas do processo de extrusão do processo dele. Para isso, ele coletou os dados e montou a seguinte folha de verificação.
![](data:image/png;base64,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)
Com base nessa folha, ele elaborou os cálculos e o diagrama de Pareto. Assinale a seguir a alternativa que traz corretamente as porcentagens acumuladas dos defeitos “rebarbas” e “cor errada”, respectivamente.
58,17% e 86,78%
32,56% e 58,17%
6,13% e 4,77%
25,61% e 11,85%
32,56% e 25,61%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
K = ![MathML (base64):PG1hdGg+CiAgICA8bXNxcnQ+CiAgICAgICAgPG1yb3c+CiAgICAgICAgICAgIDxtaT5uPC9taT4KICAgICAgICA8L21yb3c+CiAgICA8L21zcXJ0Pgo8L21hdGg+](data:image/png;base64,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)
LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
as alternativas I, II, III e IV estão corretas
somente as alternativas I e II estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
Sobre o diagrama de Ishikawa, é correto afirmar que ele tem, ainda no século XXI, grande e importante utilização nas empresas, pela sua aplicabilidade prática e objetiva. Abaixo seguem 5 recomendações de quando devemos utilizá-los:
I – quando necessitar identificar todas as causas possíveis de um problema;
II – obter melhor visualização da relação entre custo e qualidade;
III – para classificar as causas em sub-causas, sobre um efeito ou resultado;
IV – identificar com clareza a relação entre os efeitos e suas prioridades;
V – quando for analisar defeitos com o objetivo de identifica-los e melhorá-los.
Assinale a seguir a alternativa correta:
somente as alternativas III e IV estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e IV estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
O Programa 5S+3 é uma metodologia que visa estruturar o trabalho de forma metódica por meio de um processo de reeducação, que busca a sensibilização e mobilização dos colaboradores na criação e manutenção de um ambiente de trabalho saudável e produtivo. Promovendo a mudança de hábitos e comportamentos através da reflexão das pessoas acerca dos recursos disponíveis, contribuindo com o combate aos desperdícios e sem necessitar de investimentos significativos.
Falando sobre o 5S+3, os 4 primeiros sensos são:
I – Seiri: é a fase inicial, onde se analisa os postos e locais de trabalho buscando selecionar e deixar no local somente os materiais, as ferramentas e os equipamentos que agregam valor ao processo e à execução da atividade;
II – Seiton: é a ordenação e arrumação das ferramentas, materiais e equipamentos de tal forma que facilite a execução das atividades que agregam valor;
III – Seisou: o ambiente de trabalho precisa estar 100% limpo, e isto é tarefa de todos na organização, não somente de um ou outro setor ou nível hierárquico;
IV – Seiketsu: é a preocupação que cada funcionário deve ter com a sua própria saúde.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
IV, apenas
I, III, apenas
II, III, IV
Durante um período de seis meses, a produção de filme de Polietileno foi acompanhada, anotando-se os defeitos encontrados (Folha de Verificação abaixo). Priorize os defeitos a serem tratados, faça os cálculos que julgar necessário e construa o Diagrama de Pareto.
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)
Assinale a alternativa que traz corretamente o percentual acumulado no defeito espessura maior.
78%
97%
80%
87%
95%
Um gerente da qualidade precisa encontrar os 2 maiores problemas do processo de extrusão do processo dele. Para isso, ele coletou os dados e montou a seguinte folha de verificação.
![](data:image/png;base64,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)
Com base nessa folha, ele elaborou os cálculos e o diagrama de Pareto. Assinale a seguir a alternativa que traz corretamente as porcentagens acumuladas dos defeitos “rebarbas” e “cor errada”, respectivamente.
58,17% e 86,78%
32,56% e 58,17%
6,13% e 4,77%
25,61% e 11,85%
32,56% e 25,61%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
K = ![MathML (base64):PG1hdGg+CiAgICA8bXNxcnQ+CiAgICAgICAgPG1yb3c+CiAgICAgICAgICAgIDxtaT5uPC9taT4KICAgICAgICA8L21yb3c+CiAgICA8L21zcXJ0Pgo8L21hdGg+](data:image/png;base64,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)
LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
somente as alternativas III e IV estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e IV estão corretas
as alternativas I, II, III e V estão corretas
todas as alternativas estão corretas
O Programa 5S+3 é uma metodologia que visa estruturar o trabalho de forma metódica por meio de um processo de reeducação, que busca a sensibilização e mobilização dos colaboradores na criação e manutenção de um ambiente de trabalho saudável e produtivo. Promovendo a mudança de hábitos e comportamentos através da reflexão das pessoas acerca dos recursos disponíveis, contribuindo com o combate aos desperdícios e sem necessitar de investimentos significativos.
Falando sobre o 5S+3, os 4 primeiros sensos são:
I – Seiri: é a fase inicial, onde se analisa os postos e locais de trabalho buscando selecionar e deixar no local somente os materiais, as ferramentas e os equipamentos que agregam valor ao processo e à execução da atividade;
II – Seiton: é a ordenação e arrumação das ferramentas, materiais e equipamentos de tal forma que facilite a execução das atividades que agregam valor;
III – Seisou: o ambiente de trabalho precisa estar 100% limpo, e isto é tarefa de todos na organização, não somente de um ou outro setor ou nível hierárquico;
IV – Seiketsu: é a preocupação que cada funcionário deve ter com a sua própria saúde.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
IV, apenas
I, III, apenas
II, III, IV
Durante um período de seis meses, a produção de filme de Polietileno foi acompanhada, anotando-se os defeitos encontrados (Folha de Verificação abaixo). Priorize os defeitos a serem tratados, faça os cálculos que julgar necessário e construa o Diagrama de Pareto.
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)
Assinale a alternativa que traz corretamente o percentual acumulado no defeito espessura maior.
78%
97%
80%
87%
95%
Um gerente da qualidade precisa encontrar os 2 maiores problemas do processo de extrusão do processo dele. Para isso, ele coletou os dados e montou a seguinte folha de verificação.
![](data:image/png;base64,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)
Com base nessa folha, ele elaborou os cálculos e o diagrama de Pareto. Assinale a seguir a alternativa que traz corretamente as porcentagens acumuladas dos defeitos “rebarbas” e “cor errada”, respectivamente.
58,17% e 86,78%
32,56% e 58,17%
6,13% e 4,77%
25,61% e 11,85%
32,56% e 25,61%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
K = ![MathML (base64):PG1hdGg+CiAgICA8bXNxcnQ+CiAgICAgICAgPG1yb3c+CiAgICAgICAgICAgIDxtaT5uPC9taT4KICAgICAgICA8L21yb3c+CiAgICA8L21zcXJ0Pgo8L21hdGg+](data:image/png;base64,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)
LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
I, II, III, IV
III, IV, apenas
IV, apenas
I, III, apenas
II, III, IV
Durante um período de seis meses, a produção de filme de Polietileno foi acompanhada, anotando-se os defeitos encontrados (Folha de Verificação abaixo). Priorize os defeitos a serem tratados, faça os cálculos que julgar necessário e construa o Diagrama de Pareto.
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8uzp8/P/oIJh8S13gI2//4j//Y6GUEtG+hQRJeLw0BnBybCo04bUrFCU7YOtqBEyEu7E2XsgAftroop07dq/yILDiyk6qvHwZPUZn9PguN2TOuWwL+5jRQxwWZQTBtxClSGE2Ir4eOAT7yRtvRLu3nhEbMnyoDgZe+RjWmqWMj5Wu0gzTTCA3kjw9hR2FGHrEc+MJAHvUpEyGwASZ6l1fzp/xo8pA1/GgiAlinNuv4kHQTPzGdKOVnWRDfxscY3OPvJ/VgNGzHh8H50Hms5yIeBo8PlZeNJtQVAbl06MNl9sEKfTj31qk67ZT6+GHbb2lYaNQh7jSDIoA/QlwYqMaxjX1xwUkUF+h4wUe+GFzHgDoej7ZTv6sCfOSZtpw6da/yA8c5LQAswC/1nAbK0mlWSOvX26Zavvt9FhrdM53GYhw1wN8CRAH24+8E55rr168XL7zwwvi8hDT6L/VaXOTTu/hInwquYwCOv1nc6UXZKoK4X+safY9p6tiAvTrpogBoMqKBMuJIBO5ox9fbppihTk2ERixH8+f8iK+NhR96px1tpyMXsYymr67VNsxtxzJSD2nn/OTzHLChb84qC+JzfpTtTwkNfUCbeeHnIl5vqyMV0Re98z/N622bjmjgb61KaMSHvWMZGMH4h3/4h9EIBm6k6jc2WE8IO/2on4UGyXi98gTwR4gLg17Em2wjL2zoAkGCwEHtnD59ehRAIB1OlkePHh0NM7/zzjvJEY+qAB92pi0n1j1Vl+gHTjI4ieMf6oG1Tp9CnVF3nHS4YDsKNL6li2m8nh0BC43ZsW1jGX8zURDouaJqG3+nuec6UiJCP1D39ttvT9wYQFm0h/OBCg0cQ3CP4Bw+f/DBBxNvjdO85BBt0DaPc10nXRQaFAo891TZwHEdjYC/sEEeuAubagf4nBMaKSY6wkMmzI/60g+9IUM/MJUr54cKjThqgnJ0ChfOxXiOBAElrjV4+19qmhj5p9Y5P/nBPvgZxRD8gJ8UGrP2MyU04AO+3E0/0T/wHRgN7OkjmOB4FCG4ZuHGF1+uMM0H++CLfgwPvqj4Ul/QDqhTmRCoOs62zKVDu6p98MKICqaAgcWHH344MSLHNuXD4HG0A8f1Y4EoH30jluGpU2wZr1eeAP4IcWHBH0/Tfzg5IdhPLXG0ocp2HPWIAX4uMJ+mnFh3cMA+XVJihnWhT/jSbxytYJrUGqIjNeqh5Xq7OwIWGt2x7MoSLvCpIDf19xL3/cEf/MHEcxPqUwzOY97UbxUDUaik0us+nAP19bU4f6hYUdvqZ510CHBiEM+yIYAgtqrKastDhUIbJvE5DPihwSbrUbZWoQF2ccShLC+OtRn1aOsnhQb9bFLXJqMeOaFRxSKWgcBYnyepyg/xgDqqeJvGF/3AYE4gsKyq4/y7KkunX/auqiuO4+/63//938f1bZo/9VE/+lm19tSpKkI+PjgCMdiu80eINAiWEWCXLXVFQBQZsFlXaCBt23Ji3VNCAwGRPnOifCg04ANYxFELTcttjOTAppf5EbDQmB/rJiXh7yA1wsC/lbI1AgFMY9IHtVl2lc233nqrwN8u77CrGIgCIPqAgCtOn9LpWTG/2qZ/WNdJVybG6goNlFUVoJ84cWINDxUa8DWOjCgXMtE76KnnG5r6EYVGnbrQrzYig+1T10/Wl3fomZ9+1hEbUQCojdR2DO4xMvTmm29OjF6QAde5MiA2fvd3f3f8d8D0cf3GG29MPDhNv6IvCK7r+KIiA7bKBEKd4+qPjiqgXTgqEcuIdUQfRhyh38qIIxL4qnidNp1GZKAuFhpsUa+XhgAuIrgYxj+81G/cAUGgnBvFSEFBAI48CAzU5u7du0cXQJwAUksToYH8bcqJdU8JDdjGBf/kyZMTdQALXJDiAjaxvqh7U27Rrn+3J2Ch0Z7dPHLi7wtzpH/wgx9M/I3hfIFACIE9psJgiiLFAc8lGuSrr3zGg+nxN4ggiB/U1Lv0UQxQAOnHNfH3/vOf/3wkbPA3riMNnNKE8usIiCbp4MupU6cmpmzBFzDBqGjViAaZ4PwYX1GL6TO4g487x5GHCg3YSPkB8fHRRx+NmMQpQ2ASn8OAHQS38INBOtoRfuB8Dz/woDLbLCU01Ia2j/YVtMG0Sx0/WYeU0FA/ta/QTwS1bUa1Y3APzpgChP5+8ODBMTuUg2lenE5VxgNthzZRP/H3AoGho3XRRvSFz2fQF/Kp8iWKABUIKLPqOP2qSoc+jGlcWk/04YsXL46mR8YpUinBgH6R+sDfb/7mb476sU4/o19N1xYaTYk5vQmYgAksmICFxoIboMPidTRBA/wOi7ApEzABE1gYAQuNhaF3wSZgAibQjoCFRjtufc2Fu/MY/cDdQ87j7quv9ssETMAEmhCw0GhCy2lNwARMoAcELDR60Ah2wQRMwARMoJKAhUYlIicwARMwgX4RsNDoV3vYGxMwARMwgTQBC400F+81ARMwgd4SsNDobdPYMRMwARMwASFgoSEwvGkCJmACQyBgoTGEVrKPJmACJmAClUIDr/HyPzNwH3AfcB9wH3AfcB9wH3AfcB9wH2jcB3J6q7EhixKLMvcB9wH3AfcB9wH3AfcB9wH3AfcB9oEyoZE75v0mYAImYAKLIeCpU4vh7lJNwARMwASaEaicOtXMnFObgAmYgAnMmoCFxqwJ274JmIAJmEAXBCw0uqBoGyZgAiYwRwIWGnOE7aJMwARMwARaE7DQaI3OGU3ABExgMQQsNBbD3aWagAmYgAk0I2Ch0YyXU5uACZjAwglYaCy8CeyACZiACZhADQIWGjUgOYkJmIAJ9ImAhUafWsO+mIAJmIAJ5AhYaOTI9Gz/zZs3i+3btxcHDhwoTp06Vfzbv/1bbQ8fP35cXLt2rTh27Fixe/fu4vDhw8m82I9XGu/du7dAnmVbUKdz584VGzZsGL9ybuvWrQXYejGBIRGw0BhSa9lXE5iOwNWrV4v169ePr1u5Tw+cOXOmePr06XSFObcJdEzAQqNjoLMyh2BYA2Rs1w2Qr1y5MnGCWlWhQSGlJ2kIjW+//XZWzWa7JjATAhYaM8FqoybQSwK4QbZu3bqJ67hex7htodHL5lt5pyw0BtIFotDAieXs2bO1vI8B9ioKDeX36quvLuWITa3O4ERLQcBCYyma0ZUwgVoEjhw5YqFRi5QT9ZGAhUYfWyXhkwbKmP4EoVFnihPu1uOuPUZAMPUK+XJCI1Hs0uzSUR1sezGBIROw0Bhy69l3E6hPAFN+9+3bV+Bv/tChQ8WTJ0/qZ3ZKE+gBAQuNHjRCHRdUaLzzzjsj4VBn+hQDbNzFhzBZdaFRh1md9nAaE1gkAQuNRdJ32SYwPwK4Wbht27aR0Lh8+XLx7Nmz+RXukkygAwIWGh1AnIcJFRqXLl0ai4aq6VOcNqV5VnlEw0JjHr3VZcyagIXGrAnbvgn0gwAfBMe168aNGxYa/WgWe9GAgIVGA1iLTKpCA6MUEBhV06c4bQpTp+7cuTMWJzmhQVFSNiULdo4ePTrxYDrehIW3WsUFQ74cRYHPSLNz586R3/AdU7lQLy4p2zi5ojwca7OQE8qL/yg6yAnHy4QbbcUHyOdZzxQj+J1rgzbMnKf/BCw0+t9G9tAEuiDAB8G3bNlS3Lt3rwuTtmECcyVgoTFX3O0Li0KDvxkspyxz2hQEhAbDbYUGA+0YsPP3yZMnJ9zQMvFqXabjWgP2Ktuo54ULFybs1/lRZpfsuhQas6wnRqXILreGkEN9vCw3AQuN5W5f184ESIAPgu/Zs6f4xS9+MXq9/aZNm8bXgjfeeKP48ssvPdJBYF73joCFRu+aJO0QhQUCTAgIDeIRTKcWjlDguKZvIzQ0YMcoBUcYYBcCg4Gv+qJl4jgDe/iK/BwFUdsIlHWUA9s6CoK6t1koutQH2ulSaMyqntr+yh91AOfTp0+P2yDXvqyv18MnYKEx/DZ0DUygigDO7XwQHM9p4PrFa21c+9W2VTR9fFEELDQWRb5huRpoMthmgI7AEyckXRg8M7DWoD8XiFKYRHu0hRNbPIYy1baOUuh+5KXfKT9ztsvsq52q7XkKjVnUk22tfGOd2X5laWIe/x4mAQuNYbabvTaBJgRw7eWD4FFYpH5bbDSh67TzImChMS/SU5aTEhrcRzGhRTCwpjDQoL+p0KCtnFhAuUyjvmiZueCXAbTm03pwm3WFD8jTdEn5RxsqpMps09dYl3nUk2VXcWKdvF5uAhYay92+rp0JgMCtW7eKzZs3j0YxduzYMbrOPnr0aAzn7t27xfHjx8ff2PBzHGM03ugRAQuNHjVGmSsaaCNoxlIWIPPuNgNnDYabCg0GuTHALvMXx7RMCp6Yh35W2da65vyPtvX3vITGrOpJ/yG0IDbwgDz6hJfVJGChsZrt7lqbQIoAn+PA9cGvwE0R8r5FErDQWCT9BmWnhAayM1DXAJcBvt795j6ciHKBespWrow6rleVqcfV/5TtJmlT+RmoKxOmUxFDYcZjus4JLvUtxVaPT1NPfRYG7ch/eHsX3kxy//59ddfbS0zAQmOJG9dVM4GGBHAN4xQrf9SvITwnnzkBC42ZI+6mgJzQSAXQTKtBrQa7qWAYXi5SaOR8Uno5/zRNbjvFiWnnKTSmrSceoMerbCky4hoPzvMhe9bP6+UjYKGxfG3qGplAWwK4vvOhcQuNthSdb1YELDRmRbZjuxQPCCwRNHNJBcm886535/suNFQUsW66Vv+r0mo+bvdFaFT53qSe6BOnTp0afY8kCg7tI2Tg9fIQsNBYnrZ0TUxgWgIWGtMSdP5ZErDQmCXdDm3nhAaK4J1+rBmoxilC3I+ANHdXnXZiMMz9Zc9RpOyn9kUkdWwjjwqqnP/Rtv7uQmjkfO1DPeGDvuI2tqGy8PbwCVhoDL8NXQMTqCLAZy+qHvLWh8b95qkqqj4+bwIWGvMm3rK8MqHBIBpC4JNPPhk9LBwDzSbBcMxL+3E0RauS8q9OmRx9KbONctQHHalRH8q2mT8KMOSpI2K0LlFw6bGcCJqmnnXss+45McTjXi8HAQuN5WhH18IEygjwq+C4PuYEBK4PnDaF69uNGzf88b4yqD42dwIWGnNH3q7AVCBPSxoo7969ezR/Pwa8dYJVBqlRaKj9eIw+MK8G4XXKrGNb7ah9ll1nXSY01H6ufsyPE370QfNH7vRt2npSqKSEEstQP3L1YFqvh03AQmPY7WfvTaAOAVw3+JA3rj0nTpwovvnmm3FWjGTs2rWrwPkAx/H18AcPHoyPe8ME+kDAQqMPrVDDhzKhgewM9HGywT8ExrpoEJoLhmkjFaRqoI3jTb8MnisTPjKIht9VXwZvM5qBMuh/LlBXH2L9cFcJ+ci2jdCYtp4qVODLpUuXJj7SiPaA3/Qxtr/2BW8Pn4CFxvDb0DUwgToEdFSD5/fUGtcFj2bUIeo08yZgoTFv4i3LqxIaGijHQBhFTis0YEPLSJ3o8PpVXeqUyfRVtnESvXDhApM3XlcJDfU1VTcE8XwGIvLVvGWCCk5PU0/tAykfuQ9leFluAhYay92+rp0JKIEqsWGRobS83TcCFhp9a5GMPxpkpu5W6/FUsFsnGC4b0aBbuHOOj8XhxMbAFq9bTb1StU6ZtIt1yjbKgYCZ9hsRVUID5cNfnNDxXQrWDdsYPcBCkTCN0Ji2nvSRU+TUzy44jSrq/3pPwEKj901kB02gUwL8CvjGjRvH1ydMq8J16eHDh52WZWMm0CUBC40uadqWCZiACcyBgIXGHCC7CBMwARMwgakJWGhMjdAGTMAETGC+BCw05svbpZmACZiACbQjYKHRjptzmYAJmMDCCFhoLAy9CzYBEzABE2hAwEKjASwnNQETMIE+ELDQ6EMr2AcTMAETMIEqAhYaVYR83ARMwAR6RsBCo2cNYndMwARMwASSBCw0kli80wRMwAT6S8BCo79tY89MwARMwAS+I1ApNPj6TK9/+SE8czAH9wH3AfcB9wH3AfcB90JaZJEAACAASURBVAH3AfeBmn3gO90xuQWAXkzABEzABPpFwCMa/WoPe2MCJmACJpAmUDmikc7mvSZgAiZgAosiYKGxKPIu1wRMwARMoAkBC40mtJzWBEzABHpAwEKjB41gF0zABEzABCoJWGhUInICEzABE+gXAQuNfrWHvTEBEzABE0gTsNBIc/FeEzABE+gtAQuN3jaNHTMBEzABExACFhoCw5smYAImMAQCFhpDaCX7aAImYAImYKEx8D5w8+bN4ujRo8X27dsLfc0afmM/ji/zcvjw4VG99+7dWzx+/LhxVc+ePTvKv3Xr1uLbb79tnH/aDIsuf1r/nX8xBCw0FsPdpZrALAlcv369OHjwYIG/b17P9+/fX1y5cqV49uzZmqKPHDlSrFu3bpyWecrWhw4dKp48ebLGlneYwKwIWGjMiuyM7d65c6fYuXNnrRMM0i2r4LDQmHFHs/leErDQ6GWz2CkTaEUAN8n27ds3ITCiWDhx4kTx9OnTCfsWGhM4/KOnBCw0etowZW7h7saGDRtqiQw9WeHu+bItFhrL1qKuTx0CFhp1KDmNCfSfQB2Rwev4mTNnJsSGhUb/29ceFoWFxsB6AUQGTzpYQ3Ckpkjdv3+/OHfu3BpBgvxeviOw6KlLiy7/OxLeGhIBC40htZZ9NYE8AVynOf0J1/OPPvpoPE0KIuT8+fPFpk2bRtf9LVu2FPfu3csbSxzBlOBt27aNRkv27NlTPHjwIJHKu0xgdgQsNGbHtnPLOGHgWQIKDTyXgClUZQtOVLzrT2GyrNOoyjjkji060F90+Tku3t9vAhYa/W4fe2cCdQjoaAZExO3bt8ciQ/NTjECI3LhxI5lG0+s2Rz3a5FU73jaBtgQsNNqSW0A+BqUQDE0fflaxgW0vvyRApn4Y3D1iSAQsNIbUWvbVBNIEbt26VWzevHl08/Dy5cuNBETa4uTeq1evFuvXrx/Zj9OuJlP6lwnMjoCFxuzYdmoZdz4gLtqOSuhoSAyq9RgCb5QVp13hgfJr165V1olvwcLdE468YL179+6RTdguWzBCg6lgmv/AgQPZsimgyoQX/IYN+gPbJ0+eHNWzSmhMWx/UdZrykT/FBHUAp6oRrTLWPjZcAhYaw207e24CJMCRijZTomgjt/aUqRwZ7583AQuNeRNvWR4CXgbfbUckGJQj4NZnNVRonD59eixoGJjrOhfQQ0AgeNe0qW0IFpSXWhj0p/JhH+zHhXVK+aXiLGUTggvBOo5F8dVFfaYpn/WsYpLjwvxeLycBC43lbFfXarUIcFoTn53As5WnTp0aP5OB8zteb/v55583Hu2gbcQNTadbrVYruLazJmChMWvCHdnXh8ARfLZZcjZUaDAgRwCOkx6WGHSnhI4GxBwtoI+4666v4q3KD9HAO/Wx7Fj3MqHBYwzGYStVHxyPQmPa+qCcacpHfvUhjl6gbVTYpUTYqLL+bykJWGgsZbO6UitEANcjvtIW37b49NNPx9OoeB3WdZOpTzoly9/NWKFO1dOqWmj0tGGiWxp06mhETFf2OzcqEoVGSgjALgNn3CGBLS6aP5dX08TRh7JjKAMnZORJCQL6FG1qXaM4od/KVIWG+tOmPrA/Tfkxf84HpGMdYpuwjl4vJwELjeVsV9dqdQio0MBboThjQcVF3K4rNjyasTr9aAg1tdAYQitJQIkTzyyFhgbcEU0uAOdISVmwWyYWmL+sbkwTy8gJDe6vWx9NlytLeZTVB+mmKR/5KSDULy2f2+pHmSBheq+Xg4CFxnK0o2uxugRUaFBQ7NixY2Ka0927d4vjx4+PX39b51kOXKf5OluPZqxu/+pTzS00+tQaJb4w8CwLxkuyjw7pXXYNSnMCImWPAXQcQUiljfuYNwbPrFvcH/OnftOm+tMk+Gb+acqOeactv0l+MGEdlEGKlfctDwELjeVpS9dkNQlEocHnNFI0+NA4rv9Vb6dqkjZVlveZQNcELDS6Jjoje7zLjhMNAvM2S86GCo0q2wxqY3Ad/cEzBBA2169fHz3ctn379vGD4jEvbbYJlFN5tT44XrbUFTlN6jNt+Zqfd7rqrCPXsnr72LAJWGgMu/3svQlEoVEmIHBNqDNKoTbLhIvpm8A8CVhozJP2FGXlRiOamGRQjqAVooOLBra6n8d1XRaYX7p0qVBBkQuOY0BMv2YhNKqE0yzqozzblK/5cwxT+yNXbTdvLxcBC43lak/XZvUIqCiomhKlacumQ+lD4HWf51g98q7xvAlYaMybeMvycKJBII4AMz6nUMekBq8xINVjVYExRYHaUN80AMa3M44dO1Z88MEHozdYpfLCd+6fhdCA7bIlJTSmrY/ybFN+k/xldfOx5SVgobG8beuarQ6Bug9t1xUanDaFGMGvtF2dftT3mlpo9L2FxD8GxQjmmwblDOaRNwa/GtjWFRpavvoVX20r7o8FhYoUHKdvcb/m1eBf/Wde9SeXVu1xm/m17GnrM235ml/rRZ+9NgELDfcBExg+Af1yd9nUqbojFRQunjY1/L6xTDWw0BhQa6ogoNjg9yZy1UDQymAaeVKjIWq3LLDVdBQkdYNizatBPfzWZ0dyU7d06pimYd2i3xQLsSzlpL4zne6LNjVvWX2Qrm35LIP1SrUX02Bd11/N4+3hE7DQGH4bugYmoAKibPoUBQSu4TlBgmtSnec4TN0E5k3AQmPexKcsTwNuCgd8zA37dcHDyxhGRaCKdPxHgaBpNWhGulQapE8Fv3UDXQbesM+gnj5o+bngnmXHvNwf8yknpEktKZ+6qA/Kals+/dT8sW5Mg3Udkabpvb0cBCw0lqMdXQsTUBGB6zU+3Pfs2bMRmPh627KRChUtfj7D/apPBCw0+tQaNX1BcBkFBIVE2TonIDTQZ/7Tp0+P7pbDJYyaQMzwWLSjAXucOoWAWb8KDhupu/QaMCOw5kgNAn/9AnYsOyc04Lf6pV/WjjbhkwoYzde2PtOUz26gfoDhtWvXeGjUNmgjtkmZGBln8sbSELDQWJqmdEVWnICORPB8nlvnRjOAsO40rBXH7eovgICFxgKgd1EkAvEYwOdOTkiHgD+3qND40Y9+VCpiYqAPm8hf5QsCfQ2MdfoT/dLAOlUXBP1xKRMaSKsiJdqEz2+//fYoWFeh0VV92pavdaxigjpZZCix1di20FiNdnYtV4MARi527dpV4O86XqfwGzfnPvroo+Lp06dZIH4QPIvGBxZMwEJjwQ0wbfEQHKdOnVrzWlm8ZjY1pSpVngoNBLZxBAMnOh0RSNnAKAFOdPp6W5wc1QctJzediWXriM2BAwcm7uZr+VVCA2khsmCDJ3DY5kgFA3kVGsjTVX3alq91JBNli7qUcdH83l4+AhYay9emrtFqE8A15/z588Xzzz8/Fhy4Vr355pvFl19+OZ5OlaNEoVH2rEcur/ebwCwJWGjMku5AbKsAQODtxQRMoN8ELDT63T72zgRMwARM4JcELDTcE0ZTn3BHH3fJLTTcIUyg/wQsNPrfRvbQBEzABEygKCw03AssNNwHTGBgBCw0BtZgdtcETMAEVpSAhcaKNrxW21OnlIa3TaD/BCw0+t9G9tAETMAETMAjGu4Dv3prlKdOuSuYwHAIWGgMp63sqQmYgAmsMgGPaKxy6/+q7h7RcCcwgWERsNAYVnvZWxMwARNYVQKVQoOvBPX6u69rm4VZuA+4D7gPuA+4D7gPuA+4D7gP1OgDOZUFeF5MwARMwAT6RcAjGv1qD3tjAiZgAiaQJlA5opHO5r0mYAImYAKLImChsSjyLtcETMAETKAJAQuNJrSc1gRMwAR6QMBCoweNYBdMwARMwAQqCVhoVCJyAhMwARPoFwELjX61h70xARMwARNIE7DQSHPxXhMwARPoLQELjd42jR0zARMwARMQAhYaAsObJmACJjAEAhYaQ2gl+2gCJmACJmChMaA+cPjw4aLNa9TwMT58K8OLCfSZwOuvvz7q33v37i0ePXrUZ1cX7puFxsKbwA6YwMwJnDt3rli3bl2xZcuW4t69e6Xl3bp1qzh48GCBcwPjhP379xdXrlwpnj17VprXB01glgQsNGZJt2PbFhodA7W5XhGw0KjfHBYa9Vk5pQkMkQCEw+bNm0eioUponDp1aiRIKDDies+ePcWDBw+GiME+LwEBC40BNaKFxoAay642JmChUR+ZhUZ9Vk5pAkMj8Pjx42Lfvn3j0YkyocFRjygu4u9Dhw4VT548GRoK+7sEBCw0BtSIFBqYWoITkRcTMIHVJGChsZrt7lqvBoEjR45MjFDkhAamRG/btm0kSDZs2FBcvHhxYtrpJ598Mh4VwfEbN254GtVqdKFe1dJCo1fNUe6MhUY5Hx81gVUhYKGxKi3teq4agatXrxbr168vMN3p1VdfHYmInNBg2jIRwTQY4Xj33XeLp0+frhpS13fBBCw0FtwATYq30GhCy2lNYHkJWGgsb9u6ZqtLgCMUFA4//vGPaz8MnqNGmzhnePpUjpL3z5KAhcYs6XZsexZC486dO8XRo0cLnNh0TueBAweKa9eurakBTlp4ixXSnj17djSFC3NENf/OnTuTeaOxVNmwA39wrGxJ5YVPOb/VVtO8sc5qS7fBAz7Et3xhmhumu+EY3gACrmCE3/i3ffv24ubNm2NT2E61ye7duwuwbjNtTn1AP8IS/QD7kydPTthHGjClr1hXtU9b/+s8o5Fqu6o+g7q//PLLozp8+umno3q/8MIL4zqB/xdffDHmP4QNC40htJJ9NIH6BHCe4nMZly9fHk1x4hSq3IhGHesqNDyiUYeY03RNwEKja6IztNe10Lh06dI42NJAUrcREONExUWD7tOnT48DaM3D7bJnSRiUM21qjaA3tbTxm3ba5NU6w+/cwjqVCY1jx46tYc70uNCgzikWui+2Sc4f3a9CA8Px7Etql9vw55tvvin1BcF9DM6b+A/7cakSGuCLAJt+xjV8ev/996PZkXCi0MjxT/mzxlCPdlho9Kgx7IoJdECAD3XrqEMXQoNTp3B+9DMaHTSUTTQmYKHRGNniMpQFhzHo4m+cXPRuOb3HPhxDOggCHUFAwAgRQRu8A468GnTzOO5w379/f2Q6Bpual2UzIEf+eHccdjTYjmKjrd8ou21erfO0QgN11jYBd44cKRfUGyy5IJ2OgqS4Mm1qDVscVWG7aRmx3XCXn+2jbav9Avb0exdV/usoAvyP73YvExqwTZEBDipy0K5qG6MWuqBuFBrkz/zKX/P0fdtCo+8tZP9MoD4BvsoWN3n0exnTCA2ct/W1t2fOnPHzGfWbxCk7JGCh0SHMWZtCcMYgse5ag1r1j0Eh76brMW6zPE2jQTd8yAW8zBvL12A/lxfl07+Yn/vVJ/rLNcuOadrm1TrDRm7J2Y9BPqZPxUXLyHHRNGWjRdE2fkcfUvVQ+3XaFnw5EoC8zz333Kh/wv8oIuCDpokiBcdzQqMqH+tHMaF+xWOoVxQiSDO0xUJjaC1mf00gTQDnN745ilOmmLKN0ODICGMEXENxzkudk1mO1yYwSwIWGrOk27FtBtA8gdRZx0CdLjEozh1nurjGSRGBHMqOgbym1XQaOLPcsrywo4FxKn9Tv2GTZTfNq3VJBeisN+3Humld4jHmhfgA0zLf6tihvbium5d9DH7wrn+0xXpqGviP4Ff3xXzwIScGkDYnNFBelW3kh4jduHHjiON77703vrBWlRv9HMJvC40htJJ9NIFqAhQTqREHHmvyjMY777xTvPTSSwWe6eP5ENeWEydOFA8fPqx2yClMoGMCFhodA52lOQaBTe9mp3xiYMvgFlOYEKhVLRp0qwBI5Yv+arBblRf2Yn7sa+v3NHm1ztMKjWnbjkxygiXVDtin7Mt8UPscrYg264iKmIe/KSbgf7TPY3G0g/tTeWgXa7RTalRFhUa0rfmHtG2hMaTWsq8mkCbA5ydyX+5uIzRiSfotDX3+I6bzbxOYFQELjVmRnYFdBoFlgWKTYvVZCAgO/sP8fAy/cm6+2qwbdCMP/WVQrHlZVp0189OPNn5Pk1f9nlZogEndBfwh/q5fvz6aa8vnJsAsMqmyqUKjzAdtsygEWEZdoVHlf7RPQaFioIlIyKXV/ajfMkwhsNBgb/TaBIZJgM9lYBQ495B2F0IDdChocO2I07OGSc9eD4mAhcaAWotBYFdCA1VPvb5Ug388eMuHlZFeg24EnGULp9gwKNa8WkbVNvNrWU39niav+j1roYG3YqmgyLFJMdE6xu15CY0m/jcVGnVEQpVYqWMjsuvjbwuNPraKfTKB+gTisxS5c33c32ZUAtcwPgfSJn/9WjmlCawlYKGxlklv98xCaGhlcfccb6lIBboUFXWDbtilvwyKNS+OdbXU8TtXVp286veshIYKAb2wYJ4tXsn6wQcfjEaYItNcveJ+tV/GXu1HIUCbqRENHTWo63+0XyUSdKSDvuhafdC0uh/184iGUvO2CZjAIgjMU2jgHMhvdFhoLKK1V7tMC40BtT+DwC5HNHLVx4kpvsoU++oG3bAb/UV++I5AdFZ1yPmdq6fuz+WtW2fWl8KKtrXeSJNaOPoDNvra2Zg2V0ZMF3/X8QF51H4UArSZEhp1/aeYAKNon8dUJKBM7k/loU9Yo52qntFA/Sw0lJq3TcAEFkGgC6FRd2oVzo0e0VhEK7tMELDQGFA/YBA4bZBeN+gEGpbJ4FmD7jI/NJ2OAtAe5qViNCG3qI8sR/fBTtnCcuj3NHm1Lrly1T7LpH96LJVfj7OuzKtr9SOWoelS21pGygfmUW5RCDBNFBqwzbdJwX/9tgbzYA3/KQTgf7RPQRFtoP9gqhBEWNmraekX0uXeOoX6WWhoq3jbBEygrwSqhISKldRbq1gv2sG50V8HJxWv50XAQmNepDsoh0FgWTBatxjegS4L+DU4ZZka7OKkpSJCy6av0T7EBfYhL21qPm4jaEQa/MM2l7Z+I3/bvCkO9Idr9TeKAM0PLnHR42VM6D+YxDKizfhby0j5wPRst5QQYBoG9GhHvAIXtusIjeh/XaGhAgV8UkJGfYi+6zHUz0KDLem1CZhAnwlQIOReb4tzI0cqcF3AK2z1vHr37t1i165d4xs1sPP111/3ucr2bQkJWGgMqFEZBDIAb7JGkKeLCgYEjHiIFwEZF3wxGUEdy2Cwr/l4DFOsmBf58KpcHovlwr4GnPFhc9hJTdmiX1p+E7+Rf5q86jO4oJ5Y4C/uKlE8od5RBCANWeaCfLUfp05BnOlXwVEGyisbESIvruv4gLTsYzFYpx2so9DAvir/9cvd9D9+pyM3okH7HNWo+jK4jmYgL+pOIWShASJeTMAEhkCgSmigDjqqwetubu03Tg2h1ZfPRwuNAbUpg8DcSaRsPwLBuOjoQt28Gqz/6Ec/mgiwo41UmfRBA9OYj78RnCNIjEsbv2mjbV4N1OmfruErBVIboQGuUUyofWxDwLEM/Kb4Y93K1up/TuwgP/tYU6EB/6OYqPI/ToMqExrwDX2GYiPaxm+Ir/fff38NBguNNUi8wwRMYAAE6ggNVKNKbODcePHixeLp06cDqLVdXDYCFhoDalEGgakgq2pfLuhHEIaTFN5upDbw5incWY/f0lChAZtxBAM2EBDzjn8ZXuaNb7k6cODAxCt1Uzaa+q022uZlPvUX2xgNwkLx1EZoIH/KPi4Q+jFF5V8mGLS+tF01qoJ07GNNhQbLQF9SPin/+ZwGytJpTFVCA2Wwz8Au+yu2U30V6bGAq0c0fgXDKxMwgcEQqCs0UCFMkzp+/PjE18AxrQrXJZ1ONZjK29GlIWChsTRNOZ+KaKCbEy/z8cSlmMDqEvB3NFa37V1zEzABExgSAQuNIbVWD3y10OhBI9iFlSdgobHyXcAATMAETGAQBCw0BtFM/XHSQqM/bWFPVpeAhcbqtr1rbgImYAJDImChMaTW6oGvFho9aAS7sPIELDRWvgsYgAmYgAkMgoCFxiCaqT9OWmj0py3syeoSsNBY3bZ3zU3ABExgSAQsNIbUWj3w1UKjB41gF1aegIXGyncBAzABEzCBQRCoFBp8haTXv/xKtTmYg/uA+4D7gPuA+4D7gPuA+4D7QM0+kJNEAOjFBEzABEygXwQ8otGv9rA3JmACJmACaQKVIxrpbN5rAiZgAiawKAIWGosi73JNwARMwASaELDQaELLaU3ABEygBwQsNHrQCHbBBEzABEygkoCFRiUiJzABEzCBfhGw0OhXe9gbEzABEzCBNAELjTQX7zUBEzCB3hKw0Oht09gxEzABEzABIWChITC8aQImYAJDIGChMYRWso8mYAImYAIWGgPqA4cPHy7avEpt69atBb5/4cUETGA5CFhoLEc7uharS+DWrVvF5s2bi9dee6148uRJJYi7d+8Wx48fLzZu3DiOA7Zt21a89dZbxcOHDyvzX79+vTh48OCa/GfPni2++eabyvxOYAJtCVhotCW3gHwWGguA7iJNoIcELDR62Ch2yQRqEnj8+HGxb9++An/Hhw4dqhQaV69eHYmS3I3GDRs2FDdu3CiePXu2xgOUderUqWLdunVjgRLtIP/ly5eT+dcY9A4TaEjAQqMhsEUmt9BYJH2XbQL9IWCh0Z+2sCcm0ISAigwE/FVCgyMfURzE31u2bCnu3bu3xpUjR46UigzaKRMra4x6hwk0IGCh0QDWopNSaOzdu7fAycqLCZjAahKw0FjNdneth00A05927do1GslggF8lNFQo7Nmzp7h9+/Z45CHai7ZUpEBIXLx4sXj06NEYIqZTvfjii2N/Yv5xQm+YwBQELDSmgDfvrBYa8ybu8kygnwQsNPrZLvbKBFIEcGPw/PnzxaZNm9ZMXyoL7vFsJZ7DwN87RMaDBw/WmC9Lc+7cudFoRtloBfJv3759VAZGRb7++us1ZXiHCUxDwEJjGnpzzmuhMWfgLs4EekrAQqOnDWO3TCAQiFOlEPR/9tlnxSuvvDIK7usKjbJ0HPWIYiS3P7hYQJCsX7++KBMkMY9/m0BdAhYadUn1IN0shMadO3eKo0ePjk4wHMrF+sCBA8W1a9fW1Bp3P/AWK6TB2ypwEsVJCico5t+5c2cybzSWKht24A+OlS2pvGV+q62meWOd1ZZugwd8iG/5AiNMd8OxK1eujNiAEXnhbtLNmzfHprCdapPdu3ePWMNe00V9QD/CgvZVP8D+5MmTE9PykAZ9gb5iXdU+Kb5V7QrGzz333Kic9957b9yvwIZlYxt9rar+KP/YsWMTfZLlf/XVV0l0sPnyyy+Pyvr0009HbF544YWJsr/44otk3kXstNBYBHWXaQLNCeDcwge/T5w4MXpDlO4rExCaLooIelInDdPm1njY3EIjR8f7pyVgoTEtwTnm71poXLp0aRxIMZiLawSiCAK5aNB9+vTpcQAd8+F32bMkDMpT+bgPQW9qaeM37bTJq3WG37mFdSoTGgiAWT+umR4XDNSZ+3Pr2CY5f3Q/bFPsvPrqqwX7UqoM+IPXHZb5gsA9FXiTQcou96XaVYXG22+/PSGAmI9r1D/3OkaUjyCcaeMafr///vuKZrQNPhQauTbKlbnG2Bx2WGjMAbKLMIEOCODc8uGHHxa4ycG3QmEfxUeZ0EDxFAE4l1U9o9H2zVEc+fDUqQ4a3CbWELDQWIOkvzvKgsMYUPE3Aiu9W87aYR+OIR0CUNwF5oKTIEQEbfAOOI5r0M3juMN9//79UXbk1QBV89K+BqPx7jjsaP4YlLb1G2W3zat1hu+5hfWicGA6MGGQD2baJuDOkSPmRxrUG/m4IJ2OPqS4Mm1qHX2IZcR240hCbFvtF6iTPlio/jdtVxUaZARBQAaoP4UAjmPUIy4onyIDrFQIoe11hAKjFrqgHLWPNmJ+bSPNs8htC41F0nfZJjAdAZxv6goNlMRnLXDuy/07c+ZM8fTp08aO6QPjVaKnsXFnMIGiKCw0BtQNuhQaDApjUKw4WJ6m0aAbJ7xcwMu8GlTDtgb7ubxIR/9ifu5Xn9RnbLPsmKZtXq0zbOSWnH1cVFRoYPpUXLSMHBdNA3sMwqOt1O/oQ6oear9O24Iv7/KjXfkhKfjPO3fRFzLSQB5pUDanTqHsKASQBnWgGIgiR/PHY/RB86vv0XaufNrpw9pCow+tYB9MoB0BnIuaCA2UglGR1MPkOJf+7Gc/ayUycN7ETSWcTzya0a4tnauagIVGNaPepGAAjUCo7r8YqLMyGvAhSKy7aDAaA3m1oek0cGa5ZXlhRwPjVP5cvdSHuM2ym+bVusBGbqH9WDetSzxGWxAfaNMy3+rYob24rpuXfQx+8I5+tMV6ahruQ/0oPmI+/IYfFAsoi4IEjCk0ckIB+V9//fURp1gOysfFUn1Kla+CCKMiLF/9irZTdha9z0Jj0S3g8k2gPQGcb+oKDZwb4ytxU9f/3DMcOS+j3bbTrnL2vd8ESMBCgyQGsGYQ2PRudqpqDGwZ3GKqSx3BoUG3CoBUGdFfDXar8sJezI99bf2eJq/WGQFtbtFgG3m4aL2nbTsyyQkWlhnXdX1Q+znBgDbQoB62U+Ih+sDfFAsqKMCLQgM+UAAwD9cUFFEM0Gbcz3xc58rROqhfzNe3tYVG31rE/phAfQI439QRGpoO12o8TK7nZXxH4/jx4+MP8tWd+oR8fG0u7L777rutRkTq19gpV5mAhcaAWp9B4LTBKqusz0LoHRK+3YfPXTA91nWDbqSlvwyKNa+WV7XN/PSjjd/T5FW/pxUaYFJ3AX+IP3xU6dSpU6MhbrKKTKps4oKFfoP8ZT5om+kFTe1HoaHBO/2rs1ZRoDZSz1+w/JTQaCIScml1PxjkhA79WPTaQmPRLeDyTaA9AZxv6ggNfRC87BkMPsyN827VyMQnn3xSbN68eTwrwiKjfTs6Zz0CFhr1OPUiFYPAroQGKpV6fakGiXiolg8rQxywcAAAIABJREFUI70G3Qg4y5Z4h1/zahlV26mguqnf6mfTvOr3rIUG3orFB7HLuKSYaB3jNi5sqyA06ogEjn6ABx9mt9CIPca/TcAEZkWgrtCggMDzE/fu3cu6g2sURyjKBAm/l4FrC6aZ4kvhbR4gzzriAyaQIGChkYDS112zEBpaV9w9j3fOGexSVNQNumGX/jIo1rw41tVSx+9cWXXyqt+zEhoqBMgca3w7A69b/eCDD0Zv9opMc/WK+9V+GXu132ZEA/nbjAaAMadOeUQjtt7a3x7RWMvEe0xgKASaCo2q5y9w/qTQSE2fQnkULbiu7Nixo7h9+3arc/VQGNvP/hCw0OhPW1R6wiCwyxGNXKE4McVXmWJf3aAbdqO/yM+76rOqQ87vXD11fy5v3TqzvhRWtK31RprUwtEfXATiq201fa4MTZParuMD8qn9ukIDtvmMho4SpPzI7ZtGaMAmRynAPuc30mk5qCtFkdZB9+f8XfR+C41Ft4DLN4H2BHC+qTN1iuKgyYhGSmjQDq4vVaKlfa2c0wTSBCw00lx6uZdB4LRBet2gExBYJoNnDbrL/NB0OgpAexi2xWhCblEfWY7ug52yheXQ72nyal1y5ap9lkn/9Fgqvx5nXZlX1+pHLEPTpba1jJQPzKPccgF7fEYDeZmv6q1P8CMlSlC3tiMaKB99DME3LqSpV+OyfvQd6XJvnUJdKECYr29rC42+tYj9MYH6BHAerCM09PsZVVOi1q1bNzr/xWc01AYeJn/y5El9R53SBDogYKHRAcR5mWAwVxaM1vWFd9DLAn4NTlmmBrsI1lREaNn0NdqHuMA+5KVNzcdtBIRIg3+ctoVjbf2eJm+KA/3kWv2NIkDzg0tc9HgZE9YdTGIZ0Wb8rWWkfGB6thvsNxEaaFd+RwN14LMPtMu1BvoqCKYVGpo/Vz4YUOTE+ukxMLDQYIt5bQIm0DUBnG/qCA2c1zglCuf9N954o/jyyy/H56f41qk48uGP8XXdcrbXhoCFRhtqC8rDIJABeJN1FAQqGBD44yFknPy44GvICNhYBoN9zcdjmGLFvMiHV+XyWCwX9jVgjg+bw05qyhb90vKb+I380+RVn8EF9cQCf3HHiOIJ9Y4iAGnIMhfkq/04dQpBvH4VHGWgvLIRIfLiuo4PSMs+FgNx2sGaYgE+6Lc2tA512lXFCNpmmhEN+IXyOaqB8tU3sNIvg+toBvKCD0WIhYa2trdNwAS6JoDzTR2hgXJ1RILX1dw6jmbolKlcnrg/2ui67ra3egQsNAbU5gwC44mhzm8EYXFB8KUBcs6O5tVg/Uc/+lFpfs0Xy8axXHncj+AcJ+S4tPGbNtrm1UCd/ukavlIgtREa4BrFhNrHNgQcy8Bvij/WrWyt/ufEDvKzj7URGshft11VZCBfF0KD5VNsRH74jf7+/vvvI+nEAj4WGhNI/MMETGBGBHC+qSs04EIdsRGnVuGcqqMhqfNhap+FxowafYXNWmgMqPEZBKZODlX7ckE/Tng4ieHtRmoDr1jFnfX4LQ0VGrAZRzBgAwEx7/iX4WXe+DrXAwcOTLxSN2Wjqd9qo21e5lN/sY3RICwMstsIDeRP2UdgrB9TVP5lgkHrS9tVoypIxz7WVmjARpt27UposHy8qUtFNLbRn1FOagF7C40UGe8zARPomgDON02EBsrnNClOUcW1Fue1N998c2I6FX3VaVN6ba/attAgQa+7ImCh0RXJFbGjgW5OvKwIClfTBBZGwA+DLwy9CzYBEzABE2hAwEKjASwnnXzOwULDPcIEFkPAQmMx3F2qCZiACZhAMwIWGs14rXxqj2isfBcwgB4QsNDoQSPYBRMwARMwgUoCFhqViJxACVhoKA1vm8BiCFhoLIa7SzUBEzABE2hGwEKjGa+VT22hsfJdwAB6QMBCoweNYBdMwARMwAQqCVhoVCJyAiVgoaE0vG0CiyFgobEY7i7VBEzABEygGYFKoVH1KjQf/+XXq83BHNwH3AfcB9wH3AfcB9wH3AfcB0IfyGkTgPJiAiZgAibQLwIe0ehXe9gbEzABEzCBNIHKEY10Nu81ARMwARNYFAELjUWRd7kmYAImYAJNCFhoNKHltCZgAibQAwIWGj1oBLtgAiZgAiZQScBCoxKRE5iACZhAvwhYaPSrPeyNCZiACZhAmoCFRpqL95qACZhAbwlYaPS2aeyYCZiACZiAELDQEBjeNAETMIEhELDQGEIr2UcTMAETMAELjQH1gcOHDxd4E9jevXuLx48fD8jz1XTV7bWa7T6PWltozIOyyzCB+RG4detWcfDgwQJ/23w16v79+4srV64Uz549q3QEMcH58+eL559/fmxj27ZtxdmzZ4uHDx9W5ncCE5gVAQuNWZGdgV0HrjOAOkOTbq8Zwv2V6UuXLhU//OEPi0ePHs2+sB6VYKHRo8awKyYwJYFTp04V69atGwsMCg2u9+zZUzx48CBbyt27dwuIChUpzIv1li1bitu3b9cSLNlCfMAEWhKw0GgJbhHZHLgugnr7Mt1e7dnVyfn666+PR/gsNOoQcxoTMIG+ETh37lypyKBgOHToUPHkyZM17mMkY9++fVmRwfxVYmWNYe8wgY4IWGh0BHIeZhy4zoOyyxgKAQuN6ukUQ2lL+2kCq0jg22+/HY9EbNiwofjoo48mRmc//vjjYtOmTaMbKjh+48aNNaMSKlR27NhR/Ou//us4zfXr14vNmzePR0refffd4unTp6uI2nVeIAELjQXCb1q0hUZTYk6/zAQsNCw0lrl/u27LT+Dq1avF+vXri5yIAAGmwcjEmTNnJoSCjmZgetS9e/fWQFMx41GNNXi8Yw4ELDTmALmrIiw0uiJpO8tAwELDQmMZ+rHrYAJlBFQoxOlTeICcIxZRhKhNjnqUCRpN720T6JKAhUaXNGdsqyuhcfPmzeLo0aOjuyicv4n17t27C5yQcm+0wn688Qpp8SaMa9euFTt37hwPy27fvr2AbS44fuDAgfFxnOROnjw5so83YcDO1q1bC5xIuWAb+3AMaXJLLn9TH2G/LY+cb9yfaq9YP/gL5mCHOuMftsvagfbv3Lmzph3BG9zLllQ+tA36BI6lFvj58ssvj/z79NNPs21fJ90XX3wxLqKNL2j73EOP77333njaAAuZVfvS/iLWfhh8EdRdpgnMn4AKjSgmONpRJSBUkHj61PzbcNVLtNAYUA9IBa5N3EcQiECfAW1uDfGgwT/LQH4KjWPHjq2xQ9Gg6VJlIB2CWhxjHpYRA3Huj+s6QqPMR9iblkf0Kf5OtZfW7+23354QapFVrh1QDusf8/A32jm1VOXDBevChQtrsoIVhUaO6zfffDNiWiddnTqgLqhHfLVjXaEBn8E4J0rICpzh+5AWC40htZZ9NYH2BMrEBEcqctOmWKqKFQsNUvF6XgQsNOZFuoNyUoFrE7MaZHJkgflxZ1lHJ1BWXKKAQFDKEQzk5510+slAEfmwYB2FziyFBsrP+Qh/puUR+cTf5KDfPVGhQf8Q2JMROFLM4Th8jIv6jbTIgyXyjXk1H9qabYe82Nb2x6iFLrBNAUG/OTKhbV83nfoSR1Lu378/0U9SYgO+VU2d+slPfjIWGW+99dbEQ5bw+YUXXhiLZbRVFDRa/75tW2j0rUXsjwl0SwDnQX3tbRzNQGlHjhwZvbGqidCI06+69drWTGAtAQuNtUx6uycVuNZ1VgNc2EktmkaDY6ZFEKlBMKZPxQUBK4L7XJCM9BpkzlpopHyED1rXtjxi3ePvVHtpuWCU8k85x3bQ/PEYyte8yrYqXyqv3uWPAiIKEda9Tjr0kY0bN476CBjlAnz0EwTU6E8UNSwH6zKhgfo+99xzpWVoGrAc0ityLTS0J3jbBJaHAEcpcH3gTR2cb1PnSQqNqoe8cV7mK3AtNJanrwylJhYaQ2mpoihSgWtd9xHQ8qSld7I1fy5IZZqq40hHEaFBLvNzrUFvTKfHYCu35Mqp4yNsdsEj5xv3p9pL65cSCjFv5EO/cyIlVzfy0hEelqVrFQHKH1w5ogGfVIRo/jrp6EuZHdhUWylBUiY0wKlMpET7Vb5oHfuwbaHRh1awDybQPYF33nmneOmll0bPTPKGDM73J06cWPOFbwuN7vnbYvcELDS6Zzozi6nAtevCWEYMcFGOBvGpIFmPw07ZkitHA3ENdKMtDVaRh4v6kPKR6equc37Wyc+86ofWr4xRrn65/VX+0JdUu2pe+KcjATymQT/qk7v7X5VOj8On1F06lol1mZgoO6Y2yrZpw0KjjJKPmYAJLIqAfksjjkZYaCyqVVxuEwIWGk1oLTgtg0UNXKdxCXNAcQcbH/XBXFB981EqINUgPhUkaxBdJhLgcy5grmsjl7/KxzJeTXmU2cKxVHtNW7+UzSo/lElV31EhoIJC96fanj7EdFFIqJDBXbq6/1JCgCJB/aQfqXVV++ZGaVK2Fr3PIxqLbgGXbwLzI8AHwnG+vHz58vgGDYWGn9GYX1u4pOYELDSaM1tYjjZBZnT20qVLE4IiF+ititCYhkdkG3+n2mvRQqNMJNB/9ZsjF1FAMG1cx3SLFhpo3+9///uVgiYlZGLd+vTbQqNPrWFfTGC2BHDd2LZt22g6qI5q8HmOJkLDb52abVvZ+loCFhprmfR2jwaACOiaLEiPO79RWODbGXhd6QcffFDgji/LmFZoVAW0uRGJaQNxrWeZD5pOmTThUcWfLHUUYdr6pWxW+aF1VV9S+ZCWz2LoSIHur+LK/EhXJjRSx1M+5faVjWiov2XtSxsWGjnK3m8CJrBoAjifpR7m5kgHnr27cePGmvMt/dbvaOiICI97bQKzJGChMUu6HdtuE2TSBQb2CLriq22ZBmuW0UZo4GRIMQM7ZUuunLqBeC5/XR+64FFWP2WpwX3d+tG/2A65eqsvKQZ18sEG/Kt6RgO2cgvKLhMaelyFTM5e2X6KhJSdslfbqk3asNBQKt42AROYB4Fppz6pgEi9/pZ14MhHlSBheq9NoEsCFhpd0pyxLQaLGrjWKVIDz7K8GgTHABflqJ1csJkLkNXPsnL0WK4M9SP6qcfq5J+Gh9YptZ1qL60fWOWWHMc6b53Ccze4oEBUIj0W2tN9qbL5tiakU//AVQVEKi/2xXRxRANpGNzDx9Rra2lbbaXEBO3EY1X5aB9tQVFloUEqXpuACcyLAAUAzrdlQoGCJKbDuY4jHbnpUzjPcdpV1Wtw51Vvl7NaBCw0BtTeqcC1jvs4GSEYw0mqLLDWYDQG8ChH7eSCeA1yNVBVP8vK0TJyvmqwHf3U/DkfNU2uDPhb5qfWJ7edaq9phYbmz/nOcpVNnXzKJQbeONaV0NBX6KIOfA4kclTRk/pux7RCQ0c9Yn2jL3377Wc0+tYi9scEmhNQEYDrM15hqy+luHv3brFr167xh0dTYkLFCm7e6Dc38KKXzZs3j6dM+/mM5m3kHNMTsNCYnuHcLDCAxAmpzj8NNDVojlOnEPjpV6FhGycs7NdFA9FcEI/0ubKQv+rL4DE/AlH98jVOqrxbDz+1jsg7rY+wUZcH0pYtbC8VBBrwg1NuIcNYP6RXoRX5KN9onzbBrerL4DFvl0IDdYi+8KvyOIayTp8+Pe7jOTECGwi4OTKCfHjOCIuKiPhVcLSvfhWc/b1sdGVktEf/WWj0qDHsiglMQUCFAs5FZf9Sz1dEsZLL79GMKRrJWaciYKExFb75ZmbgmjuRxP0apOJkFMVETH/06NGJAA8BrS51g3ikK/MVfrz99tujE6r6yLK0nOgjfiPwZCAa82veMjHUBQ/6m1uTQddCA+VpoJ5iBMGRWqryIWi/cOHCmqzg2tWIBo1X+cK2rjPiQQZgjulaaN8oJpiGa/Z3BO3Ylxo1oa99W1to9K1F7I8JtCdQJTZwXv7oo4+Kp0+fJgvRZzV4ftM1RkJu376dfVg8adQ7TaAjAhYaHYGchxkGrnoCKdtOBeE4oen3MnACQ8DF0QsEaMgHuzFQrxvEkwXuUh84cGB8hwZlcTSFQWb0kXlRVvQVfuN1pVhy+Zv4mCqjCQ/6mluzvWYhNFAmRnrQdvCZ/QC8dXQg5VsqH9uGIwIxH1h1LTS0DtonUZc69UB+9Af9ei6YU5jUbV8+p4G8qWdKIos+/LbQ6EMr2AcT6I4ApkkdP3584nyGZytwrcN1uWrB+e78+fPF888/P55qxfwPHz6syu7jJjAzAhYaM0Nrw2UEUkF4WXofMwET+I6AhcZ3LLxlAiZgAibQXwIWGv1tm0F6RgGRG6lApXDnBXf5U6Mmg6y0nTaBOROw0JgzcBdnAiZgAibQioCFRitszpQjwClNEBHxGQ/mwTQtTvdBei8mYALNCFhoNOPl1CZgAiZgAoshYKGxGO5LW6qKCIgJPlOBCmMkA78pMspGPZYWkCtmAh0QsNDoAKJNmIAJmIAJzJyAhcbMEa9eARjJoJjgQ8pxjTdP8bW1q0fINTaB6QhYaEzHz7lNwARMwATmQ8BCYz6cV64UvL0Ib5jKvU0IoxteTMAE2hGw0GjHzblMwARMwATmS6BSaMQ70f5d/kEd8zEf9wH3AfcB9wH3AfcB9wH3AfeBX/WBnLYxIP+RuA+4D7gPuA+4D7gPuA+4D7gPuA+07gNlQiN3zPtNwARMwAQWQ8BTpxbD3aWagAmYgAk0I1A5daqZOac2ARMwAROYNQELjVkTtn0TMAETMIEuCFhodEHRNkzABExgjgQsNOYI20WZgAmYgAm0JmCh0RqdM5qACZjAYghYaCyGu0s1ARMwARNoRsBCoxkvpzYBEzCBhROw0Fh4E9gBEzABEzCBGgQsNGpAchITMAET6BMBC40+tYZ9MQETMAETyBGw0MiRGcB+fPRu7969BV83hu2uP4R39uzZkf2tW7cW33777QCo2MWhEEBfPXfu3MRX5NHPvvjii6FUYWF+WmgsDL0LNoFOCNy6davYvHlz8dprrxVPnjyptIn0Bw8eLPC3z2v+/v37iytXrhTPnj2rzI/z7fnz54vnn39+bGPbtm0FrvEPHz6szO8EJtCWgIVGW3I9yHfz5s2JIG3Dhg0F9nW59FlooK47d+4cnXRRdwStOJniH0TXLHh0yXaWti5dulT88Ic/7Fx4dunz66+/Pr5g8sIJofHNN990WcxS2rLQWMpmdaVWhACuUfv27RsF/IcOHaoUGqdOnSrWrVu35nzJ8+aePXuKBw8eZOndvXu3gKhQkcK8WG/ZsqW4fft2LcGSLcQHTCBDwEIjA2YIuykCEGwz4D58+HCnrrOMvo1oYHQFPunJMm7PYoSnU7gzMoY+ABZ9rj9E4saNG0d+vvrqq8WjR49mRGM5zVpoLGe7ulbLT0BFBs7TVUIDN9DKRAavezk7sTymj+sqsbL8LeMazoqAhcasyM7YLu/a42SBwHJWgmBWdqfFg+Fi1h227t+/X5w8eXI8wgPhdefOnWmLGWT+IQgNtB/vrn366aeD5LxIpy00FknfZZtAOwIYWdi1a9f43IdrWE4goATcUONIBEboL168OHFT5pNPPhlNv4IdHL9x48aaUQkVKjt27Cg+++yzcZrr16+P88PGu+++Wzx9+rRd5ZzLBDIELDQyYPq+W6dNIWhj4I2TBba7WvoqNLqq3zLaGZLQwMXRz2Q074UWGs2ZOYcJLIoAbgzi+YhNmzatGYUvExpXr14t1q9fnxURqA/T4Np/5syZCaGgoxmYHvX111+vQQAxs3379pH48ajGGjze0QEBC40OIC7CBINJTmnSqURdTpmx0FhE605XJvtGl/1gOo/W5uaIhoXGWjZ19lho1KHkNCaweAIa7HPkAaMKr7zyyii4LxMadbzXUY9oiw+cp0SI2saoR5Wg0fTeNoEmBCw0mtDqSVoVFQgquVAUIHhr8lD4tWvXigMHDozvtCA/piHhBEmbFDQsS9eYonT06NHxtCWeTLGvavpSKi/ywx/4VbagjrFc5N29e/f4wfCy/KmyUfc6fpfZ5bE29rVtwR5tgIsA7jihbviHbezDMV3YVkynaxzDgjwQIDiGYB+M+XwPbce+06Ye6pdul/mYEh3TtjHKhv/Hjh2b6J91+lcqH/vHV199pdVas53KC74oF3cgp10sNKYl6PwmMB8COOfywe8TJ06M3vCk+6I4aOqVCo04osHRDpy3UtOqWJYKEk+fIhWvuyJgodEVyTnayU2TQlCGEwoCGgaWZW5p0Ik88R/EBYJu7M8JjbLAkfYgWlIL3ozENLk1gmCcSHWB37CZy8P9qby0U+U3OF64cIHJG6+r7MPHFBcVGm+//faECGC9uI71KysTx7BomyP4pi2u0c761qcym8yTqkcOWJk9MOc0KviJ+rOM3BoM1N9Y7k9+8pOJ+dDRzltvvTWer6x5q/LBTi4v+jWEQCxLf1f5rb6kti00UlS8zwT6RwDnsg8//LDAzQm+hhb7KD6mFRplYoLPZ2Da1L1797JwcN3h9CkLjSwmH2hJwEKjJbhFZuPUmBj8axBZZ9oM7SAAQrCI/FiwjoF8LAvpNGiMowB8OJvBVQxGVRTBV9wB5oLyT58+PQ7UdNQmlqt+4xjsIIhjuTFvzI+0egcf25q/zfMu03BRoYE6UPCwbVA/jkjgOMqKC9s11QdgR/PDPusP2zqKNE09ok/xd9XUKZTNYB1trG+lgp8vvPDCRBvzAq7lqFhAnTkKAQYQMbT/3nvvjQMA5Nd86NfMh2Po15o3ig2w5Nu0tEzkRbl/9Vd/NS4X789P+a11yG1baOTIeL8J9J8AzgXTCg2ci/S1t3E0AxSOHDkyemNVE6ExrfDpP317OG8CFhrzJj5leRqIVgXRZUEyAiIEmblgFW5qoBmFhuZP+cFq0oYGtGo72mU+rBkwa5qq+iOfponBdtkxlq3BuJbN42Xrabmof2ibVBuqf7F+8I3cUsc0b84+bGjAXLd9ORpRxofHyoQGGDz33HOjvomyU8G4pkE9VYigjKrj4PDyyy+PykAbc1Qk1jtVNuxTjKBfa725X22yzlzj+yEQCmVpmDa3ttDIkfF+E+g/AZx/2goNjlLg/I1/OAfhzX2pcxWFRtVD3tP403/a9nDRBCw0Ft0CDcvPBe40UzfQZTBaFkhr0BvT0Y+4n35wrYGtBqzMHwUI8+XWCFB5ckVdU4uWGf2rW65yRJ66C+3HcmN+9VG5KPOUUKCdsvbjsVR+LbfMR60Hg3CWrWvYY8Cu9dA0qe0yoVF2jLa0XNQj+kgb6Cu51+cyjYqFOkIBPmj5qDcv8syvNulzl2sLjS5p2pYJzJcAzh9thcY777xTvPTSS6NnETl6ivMcn//QmlhoKA1vL4qAhcaiyLcoFycnBI84qaSCSJjUNLlAUtNUBYcMWtVWk/zwiTbUZwR5qAf+ISjDFJWccGiBalym+q2+xP2xDA34qxgxbxdc6parQgB5dEnx5nH1UduDx7FGmibiQcuLIwtqV7dTQb4er7PNL4ujLaPQYMCfOpazHetN8ZBLz/LBkfVmvbRf64hHzlbT/RYaTYk5vQn0hwDONW2FRqyFfksjTnuy0Ii0/HsRBCw0FkG9ZZl6l51BetU6dTe+bjALN1MBreavKl+Px+A+PgfCtHyrEuag1lmQDmzw8SHMWdU3NGmZdYJsltckLfN0wUVtpNqOZaXahcc08Ec9dNF65QQUfODUJbZJnXWToJ4Bed07/1VtHIVGSgQoh9R2V/XWZziUG/olBFDdfp3ykfssNEjCaxMYHgGch7sSGqg9HwjH+eby5cvjEVYKDT+jMbw+skweW2gMqDUZXGrwUrWdumtdN5gFGpapAbvmrypfj6sNYo+v1tX02MaD2fqAMvPhzT4qKGI+/tYy6wTZtI91WcCu6bjdBRe1sepCA238/e9/fzzyxTaN65TAWaTQQH9An/3BD36Q9R39eprX3Fpo8K/OaxMYHoGuhQauG/yCuI5q8HmOJkLDb50aXn/qu8cWGn1voV/5pwFoDLTKfuOOcZySpLZyd7WJpUpoVOWnnTpr+BlHJFg33AHHomKBx7DGtzPwutYPPvhgdMeYIiEnNFICTH3UcqrSMl8TrswT12qjD0Kjy/bVupaNaIA9p26VtTHFxCyEBupdNXVK61O2Xdavc8+PlNnDMQuNKkI+bgL9JdC10MjZ40gH4oC639HQEZH+ErRnQyJgoTGQ1kJgxqCrLABldTR9DBY1iI7HmJ9rHEe5bQN22mm6ho/6ilsG+xQ+8Cm+2lbLSPmN47n9mhfbGvBXMWJe5Up/eazuWssta2dy0HZhGaxjygf1MVcvpGGgDxt8/oD2u1iXCQ3UDYE02zhXfh2hkRIh9F/rCRYoZ9b1Rpn6itu2fC002Ipem8DwCOA8UGfqVJOpT6kRDf0QX+r1tySHkQ9/GZw0vO6agIVG10RnZI/BY2qEIlWkBqypYLQsUKU9nAwRCEWhgeN1/VEbDHx1Xy7YpQ8sB3XQb0jQFtPpuqzurDfqhGA3t6hQQ566C/2taidloHVR38vKZT1SbUsf1C7913LL2NMG6lH2MDPstQnOc0Kjrj1w4nMkKTFB+2jn3KgBRhr41hamoXhpU2/1veobGSgHYiHlO9uqbG2hUUbHx0yg3wRwrqgjNDj1CeexMqFAQRLTaTmYPvX111+vAYNzKaYh45xS9RrcNZm9wwRqELDQqAFp0Uk0+EwFjzn/GCymgmoEWQimcCwXcDKYRZoY0Gr+Mp80YMc2F9ouC8hxkoRtlI81HqLV3zieWmg75XcdllpurHeqPN03LRf1D/XILaxjyj+2e6pdtG65dkeZGoTDTm5UoU5An6oD88WAHv7VES6oPy6MbOP4MDg4Uojk/Keo0GB/2nrzbVexXsqgbh01T9y20IhE/NsEhkMA54A6QgPnMY5U4FyHV9jque7u3bvFrl27xufC1LMYKlZwXsJQCcEYAAAWmElEQVRNFU4LxQtUNm/ePDqPwr6fzxhOHxqSpxYaA2gtDdbLgs9YFc2XCjoZrOIEo1/2xkkwvhEqFdBq/vjQNmykpj7RRw2ocfLDg7/Iw0VHL+Af6oJFy4xTpxAk6le9kQ+2sV8XtYH0ejzaQNqmS7SvD7M34VJWNssoaxfWHWXyTUfYRl8AmzKhgTqzDKSt0745MZLilxMaLJciAm2sdtE++lVwtnFq1IVlIA3qzC98g4G+Garsy+Cotz60jbxlU59U4ID/z3/+8zX9mkIKfnEkJcWobJ+FRhkdHzOBfhPAeaSO0EAtVCjgnFH2L/V8RRQrufwezeh3nxmydxYaPW89DQwZONZ1uU7eKCj0JIQgCwEZ9qUCWvihwajm1e2UyEFeBI2ok6ZNbWvAjZMm/Eql4z6IJhU5FCnKrcpv+HXhwgXN0mi7yj58TXFRAab1joXTfqpdUF+y4JqiQvsE90Xb+pvl0E5qjXqoGND8uW2KAHCOIgEMopiI5cY2zgXsHGGI+fn7rbfeGt/dU1+r8iF/rt7o15ySxXJS6yhwtPyqbQuNKkI+bgL9JdBEaKAWVWID59GLFy8WT58+TVZan9VInYswEnL79u3kuTBp0DtNoAEBC40GsBaRVIPxVGBa5ZMGirnAFWUcOHBgHJzipMXRAuZPBbQsG6MPCPzi62ZhU+/mM72uccLFSRRvjdITIGzBB96JT+XR8uAzfEBdsGjAnguo6TfysmzWPVWu+lBnm/bVT5RTxkX9zrUXyq5qF4wQab3AAKybCg2U1aYeVXzKhAbysl8ou1Qbc3oU6sfpALFs+I83kimPsjZgfuZTH9h+OsrB9LqG/z/96U+z/RrtPM1ioTENPec1gcUSwPmh7ogGPcU0qePHj0/cxMC0KlwLdDoV08c1yjx//nzx/PPPj6daMf/Dhw9jcv82gc4IWGh0htKGTMAETGA+BCw05sPZpZiACZiACUxHwEJjOn7ObQImYAJzJ2ChMXfkLtAETMAETKAFAQuNFtCcxQRMwAQWScBCY5H0XbYJmIAJmEBdAhYadUk5nQmYgAn0hICFRk8awm6YgAmYgAmUErDQKMXjgyZgAibQPwIWGv1rE3tkAiZgAiawloCFxlom3mMCJmACvSZgodHr5rFzJmACJmACvyJQKTT42k+vyz+UYz7m4z7gPuA+4D7gPuA+4D7gPuA+EPpATnYBlBcTMAETMIF+EfCIRr/aw96YgAmYgAmkCVSOaKSzea8JmIAJmMCiCFhoLIq8yzUBEzABE2hCwEKjCS2nNQETMIEeELDQ6EEj2AUTMAETMIFKAhYalYicwARMwAT6RcBCo1/tYW9MwARMwATSBCw00ly81wRMwAR6S8BCo7dNY8dMwARMwASEgIWGwPCmCZiACQyBgIXGEFrJPpqACZiACVhoDLwP3L9/vzh37lxx4MCBYsOGDYW+Um337t2jY0jjxQRMYHkIWGgsT1u6JiZQh8Ddu3eL48ePFxs3bhxf5/fv319cuXKlePbsWR0TTmMCCyFgobEQ7NMXeufOneLo0aPjE44KjNQ20j5+/Hj6gm3BBExg4QQsNBbeBHbABOZG4OOPPy42bdqUvd7v2LGjuHfv3tz8cUEm0ISAhUYTWj1Je/PmzTWjFylxEfft3Lmz+Pbbb3tSC7thAibQloCFRltyzmcCwyJw9erVYv369VmRwev8nj17igcPHgyrcvZ2JQhYaAysmVMiA9Omrl27tmbEAmkxkqFTqg4fPjywGttdEzCBSMBCIxLxbxNYPgK4Mbht27YCf+8QFBi5uH379niq1PXr14sXX3xxfPzMmTPF06dPlw+EazRoAhYaA2o+TH3au3fv+M7G1q1bC0yhqlqQBmlxooLogADxYgImMFwCFhrDbTt7bgJ1CehoRm7EQsXIli1bPIWqLlynmxsBC425oZ6+IDz0xWFSCIcm06B0JMSjGtO3hS2YwCIJWGgskr7LNoH5EMCLXtatWze6QXjjxo3xSEYsXQXJ5cuXs+liPv82gXkQsNCYB+WOyoBAoNCA6Gi6nDx5cjSVCtOsdNGREtjFcTzPwbK2b98+2sdRkbNnz2r2iW0cQ74ohLQMCp1YDkZb4KM+tI40mBpGX7DGdLCykRw+KK9TxrBdlY8VSeVHuZyixnRem8CiCFhoLIq8yzWB+RE4cuTISGjkRjPoya1bt4rNmzePrpOePkUqXveFgIVGX1qiwg+MXjDQj0F8RdbKwyoCjh07NhHUUzRgRITlTys0Xn311UJFk4oIlof6QnTEY/ydmwJGocN0cY18Fy5cyDK5dOlStkza8kP1WXw+MCcCFhpzAu1iTGCBBNoIjUOHDhVPnjxZoNcu2gQmCVhoTPLo7a9ZTn1SoYFgWoN43N3HqIIKnWmFBgN2Hb2ADyosMIqCdBiF4HdAkOb06dNjIYDnVbCPi4oMiAF9FgXbOkqTGhFSxrCtoyaxbI7KsGyvTWCeBCw05knbZZnAYghQaFQ9e6FTpyw0FtNWLjVPwEIjz6ZXR/T5jLJAv43TCKL1IfNUEN610EjVQcuAyMgF8xwN0ZEdzRsFCJloPTUvj1OopI4xTapsHvPaBOZFwEJjXqRdjgksjkAdAYHr2r59+8ZvnrLQWFx7ueQ0AQuNNJfe7a0rNDSY5shBXOuIBSqqeXJBtgbyKZFAYLlgvU4ZsMFAPvpI+1izDE2T2qd5uK2jFrEedW3QltcmsCgCFhqLIu9yTWB+BHDd1dfbvvHGG8WXX345ftgbz2bs2rVrLDJwrbfQmF/7uKR6BCw06nFaeKp5CY3caECXQiNXBiBTaOQED9KQhQqNOvmQV+uBPLrQLk7WsI1pWzr9StN62wQWScBCY5H0XbYJzI8A3zwVbxjqb1yvMN0Y5wULjfm1jUuqR8BCox6nhafSO/ExQFbndORAT0S6rQE68mqenG0N0ONIgJbPUYEoFOqUATt1BAMFAeuhtstETKxrKq0+J6LMcBLHCZ/Pi2idvW0C8yZgoTFv4i7PBBZHoExs4Dr42WefFa+88oqFxuKayCWXELDQKIHTp0Ma6KcC5Dq+UgQwQGceDdSHLjRy/rOuWFPM5DimXqmrogMPlSONFxNYFAELjUWRd7kmsBgCmCZ18ODB8TQpXMdPnDhRPHz4cDRSzylWfr3tYtrHpeYJWGjk2fTuCANkBL24q990WQWhkRMPZKWiqiot8mAk6dSpU6NhaRUbbduAfnhtAtMQsNCYhp7zmsByEdDvaPiDfcvVtstQGwuNAbUipwwhyI1Tk+pUYx5Cg2Io+qcBftmoQy6/1o8cdGSmTj7Y0JGhMj+0PG6jDmWv12U6r01g1gQsNGZN2PZNYDgEOLWq6jW4w6mRPV0mAhYaA2pNDdYhNjTQrqoGvgmBO/ipfGo3F3zXCdDVzryFBkVU1UgDRQrSIQ8X9T3HgGnrihqm99oEuiZgodE1Udszgf4R0JGK3JQoTeMHwfvXhvaoKCw0BtYLNOBHsIx/fGYgPqh89+7d4oMPPpj4UB3SR4FSJ8jWNLkpRxrEz1toKJecf1qH6B+6AcVK5KNdRG3kytH03jaBWRCw0JgFVds0gX4RwHWNz17gunTx4sXi0aNHIydxLfr444+LzZs3jz9i62lT/Wo/e/NLAhYaA+wJeG5Av3JNwVFnjXz6xWtUX4Pnsrv5DMRRDoJs2kF+DN3iREgfYiBft4w6owUUNFEQqH+op76aNjLT0Qx2ARUrsH3p0qWJL4/rqBDqCT+8mMAiCFhoLIK6yzSB+RPgtCheW3Nrj2bMv21cYj0CFhr1OPUuFQL33KtYUyeiVODMStUVAZouVQbEB59hWITQQH1UbKR8BIcLFy6w6mvWECRIk8qr+1JCZY0x7zCBGRGw0JgRWJs1gR4SwAtJ1q1bl70u8e1TPXTdLpmAp04NvQ8g+OfrWGOAjG8/1PnonAqIshENsEJa3GGBbQbe2MbdfywM9BclNOADRh5Qb+WBbQizOL1s5HT4j3XcvXv3uI6oK+pZ10Yw6Z8m0CkBC41OcdqYCfSewPXr1ydeb4tr0v79+4vPP/98/KXw3lfCDq4kAY9orGSzu9ImYAJDJmChMeTWs+8mYAImsDoELDRWp61dUxMwgSUhYKGxJA3papiACZjAkhOw0FjyBnb1TMAElo+AhcbytalrZAImYALLSMBCYxlb1XUyARNYagIWGkvdvK6cCZiACSwNAQuNpWlKV8QETGBVCFhorEpLu54mYAImMGwCFhrDbj97bwImsIIELDRWsNFdZRMwARMYIIFKocFXmHr9y69wm4M5uA+4D7gPuA+4D7gPuA+4D7gP1OwDOYEEgF5MwARMwAT6RcAjGv1qD3tjAiZgAiaQJlA5opHO5r0mYAImYAKLImChsSjyLtcETMAETKAJAQuNJrSc1gRMwAR6QMBCoweNYBdMwARMwAQqCVhoVCJyAhMwARPoFwELjX61h70xARMwARNIE7DQSHPxXhMwARPoLQELjd42jR0zARMwARMQAhYaAsObJmACJjAEAhYaQ2gl+2gCJmACJmChMfA+cPPmzeLo0aPF9u3bC33NGn5jP457MQETWC4CFhrL1Z6ujQlEArdu3So2b95cvPbaa8WTJ0/i4TW/7969Wxw/frzYuHHjOBbYv39/ceXKleLZs2dr0nuHCcyLgIXGvEh3XM6dO3eKnTt3jk8oKjLiNtLNQ3BcunSp+OEPf1g8fvy449ranAmYgBKw0FAa3jaB5SKAa+i+ffsK/J0fOnSoUmh88sknI1ESr/38vWPHjuLevXvLBcm1GQwBC43BNNV3juIOxYYNG2qJDJ5osD579ux3RjreOnz48MifvXv3Wmh0zNbmTCASsNCIRPzbBJaDgIoMXLerhMbVq1eL9evXV8YDe/bsKR48eLAckFyLQRGw0BhUcxWjYVAVDxAcqSlS9+/fL86dO7dGkECkzGKx0JgFVds0gTQBC400F+81gSETwPSnXbt2jUYyeJ0vExrffvttsW3btnF6jFzcvn17PFXq+vXrxYsvvjg+/u677xZPnz4dMiL7PkACFhoDajScVLZu3Tq+c4HRA0yhKltwd4QiACcuCJNZTKNiGR7RKGsNHzOBbghYaHTD0VZMoA8EcJ0+f/58sWnTpvH1vY7Q0NGM3IiFipEtW7YUX3/9dR+qbB9WiICFxoAaG1OfePJpGtBTCCA/trteaL+pX137YXsmsAoELDRWoZVdx1UgEKdK4WbgZ599VrzyyiuVz2hg1sK6detGNxBv3LgxHsmI3FSQXL58OZsu5vNvE+iCgIVGFxTnYAMnIwTxbUcldDQEoyL4zUWPlT3HQaGj+bmPAkjXtKW+Y+rWtWvXJh5kxxuydJQFozSYDqbPoXCKWNUITiovfDpw4MCoXNbZaxMYMgELjSG3nn03ge8IqNA4ceJE8fDhw9FzjnUeBj9y5MhIaORGM1gK32CFa6GnT5GK1/MiYKExL9JTloNAnIF32xEJjjrgZKPPasxTaBw7dmw8KkNRUle4ID0YXLhwIUkTb72izdwab+BSkZU05J0m0HMCFho9byC7ZwI1CUBofPjhh8VXX301HmlQ8VH2jEYboVFmr6bLTmYCjQhYaDTCtbjEEAYMnjlS0NSbnI1phAZ9oIhJTZ3SEQ2KBY5gYAQCIxxYdHQkvpIX6fV1viqUkFeFGHzQkQ+Uf/r06TG/tkKNdfXaBBZNwEJj0S3g8k1gdgSaCg08e1H2+lqdOmWhMbt2s+U0AQuNNJfe7dUgPAbZdZ3VYFyD7XkLjZT/6kNKrKCOKlh0FATHyCfuVzYUQ2VpNL23TaCvBCw0+toy9ssEpidQV2jUERBqCzf6LDSmbx9baEbAQqMZr4WlZiCNE0UqUK/jWB+ERi7IZ/0wNQp+5hatA/JwqZuf6b02gSETsNAYcuvZdxMoJ6DioEwY4Aadvt72jTfeKL788svxFCw8m9HkdbnlXvmoCbQjYKHRjtvcczGQHrrQyI1W1B1t0JEPHZWB+AIb/OOD42WCZe4N6AJNoEMCFhodwrQpE+gZgbpCA27zzVO8/qXWuCbipSs4b5QJl55hsDtLQsBCYyANqYG03slv4n7OhgbvZbYpdlKjEhQKKSGBkyb24wSo4oC+6/FUfqbDuiztyZMnx2JDT7Y4weJkjI8YejGBZSBgobEMreg6mECaQBOhAQtlYgMio+7rctPeeK8JTEfAQmM6fnPLrVOGUsF6HUcoBhCE6/SrPgmNOnVjPVKiBA+W41W2KjR0Gw+U8+HzOsycxgT6SMBCo4+tYp9MoBsCTYUGSsU0qYMHD46/Ag6Bwdfl6hQrv962mzaylfoELDTqs1poSr2TjxNI02lBKibiiIQeG/KIRmwgMDp16tRoyFjFRhRaMZ9/m0DfCVho9L2F7J8JtCfQRmiUlabf0fAH+8pI+dgsCFhozILqjGxy6hIC5dTd/LJiOQqAvHHUoK7QoI0oVFAuj6X8UpEUy6bPzJ+yzTRYq685W5qe2/BBX3Gb8pNpvTaBvhOw0Oh7C9k/E2hPoGuhwalVeA3u119/3d4x5zSBFgQsNFpAW1QWDbIpNvR7ESm/cMJiEI88qdEQtZsL3lUspMQAy0gF8Jo3Z19FlE7rinVKPWdSxz7t0M9UHZjGaxPoOwELjb63kP0zgfYEcE2r82VwHak4c+ZM8fTp0zWFaho/CL4Gj3fMgYCFxhwgd1mEPqtB4XD06NE1U6nw4DPuYkBYIB3/paZGaaCeEgrwXwP8VJDOAD6VX+3nhIaKnZQN+KB2og8UKikhRf6aP1cG03ptAn0mYKHR59axbyYwHQFcq+oIDVw3+XpbXPsuXrxYPHr0aFQ4bHz88cfF5s2bx9d/T5uarl2cux0BC4123BaaC0F/FBAUEmXrlMhgRRioIz+CcI6U4GQVBUsM8mGD+RnoIx/f8oRt2ITtnNBQG0hX9WXwWBcVKvDh0qVLI2HC+qE+9AH2y0ZNmMdrE+grAQuNvraM/TKB6QngmllHaKAkTovCda3sn0czpm8XW2hHwEKjHbeF50LgjGC87MTCYzFoTzmvYoD5dI0gnc84pISGjngwH0WF2ua+lA/YR8FCG3ENEXHhwoVk9jjaE/PydxQpSWPeaQI9JmCh0ePGsWsmMCWBJkIDReGlJ+vWrcvGA3z71JRuObsJtCJgodEKW38yQXCk3qyEb0ekplSVeY6TG+6OIC+DcmxjdAALRUBKaOA40ulIC0QFbDYRGrCDOsF3tYVtfCeDoyQjhxL/sQ67d+8e1wF1QT3q5E+Y9C4T6B0BC43eNYkdMoHOCOA6VndEg4Vev3594vW2uO7t37+/+Pzzz8dfCmdar01gngQsNOZJ22WZgAmYQAcELDQ6gGgTJmACJmACMydgoTFzxC7ABEzABLolYKHRLU9bMwETMAETmA0BC43ZcLVVEzABE5gZAQuNmaG1YRMwARMwgQ4JWGh0CNOmTMAETGAeBCw05kHZZZiACZiACUxLwEJjWoLObwImYAJzJmChMWfgLs4ETMAETKAVAQuNVticyQRMwAQWR8BCY3HsXbIJmIAJmEB9ApVCg6859br8YzjmYz7uA+4D7gPuA+4D7gPuA+4D7gOhD9TXJU5pAiZgAiZgAiZgAiZgAiZgAvUIfK9eMqcyARMwARMwARMwARMwARMwgfoELDTqs3JKEzABEzABEzABEzABEzCBmgT+P/i5Q7RMtpOKAAAAAElFTkSuQmCC)
Assinale a alternativa que traz corretamente o percentual acumulado no defeito espessura maior.
78%
97%
80%
87%
95%
Um gerente da qualidade precisa encontrar os 2 maiores problemas do processo de extrusão do processo dele. Para isso, ele coletou os dados e montou a seguinte folha de verificação.
![](data:image/png;base64,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)
Com base nessa folha, ele elaborou os cálculos e o diagrama de Pareto. Assinale a seguir a alternativa que traz corretamente as porcentagens acumuladas dos defeitos “rebarbas” e “cor errada”, respectivamente.
58,17% e 86,78%
32,56% e 58,17%
6,13% e 4,77%
25,61% e 11,85%
32,56% e 25,61%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
K = ![MathML (base64):PG1hdGg+CiAgICA8bXNxcnQ+CiAgICAgICAgPG1yb3c+CiAgICAgICAgICAgIDxtaT5uPC9taT4KICAgICAgICA8L21yb3c+CiAgICA8L21zcXJ0Pgo8L21hdGg+](data:image/png;base64,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)
LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
78%
97%
80%
87%
95%
Um gerente da qualidade precisa encontrar os 2 maiores problemas do processo de extrusão do processo dele. Para isso, ele coletou os dados e montou a seguinte folha de verificação.
![](data:image/png;base64,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)
Com base nessa folha, ele elaborou os cálculos e o diagrama de Pareto. Assinale a seguir a alternativa que traz corretamente as porcentagens acumuladas dos defeitos “rebarbas” e “cor errada”, respectivamente.
58,17% e 86,78%
32,56% e 58,17%
6,13% e 4,77%
25,61% e 11,85%
32,56% e 25,61%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
K = ![MathML (base64):PG1hdGg+CiAgICA8bXNxcnQ+CiAgICAgICAgPG1yb3c+CiAgICAgICAgICAgIDxtaT5uPC9taT4KICAgICAgICA8L21yb3c+CiAgICA8L21zcXJ0Pgo8L21hdGg+](data:image/png;base64,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)
LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
58,17% e 86,78%
32,56% e 58,17%
6,13% e 4,77%
25,61% e 11,85%
32,56% e 25,61%