ORGANIZAÇÃO, SISTEMAS E MÉTODOS
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:
as alternativas I, II, III e V estão corretas
somente as alternativas III e IV estão corretas
todas as alternativas estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e IV estão corretas
A ISO – International Organization for Standardization, é uma organização fundada em 1946 e sediada em Genebra, na Suíça com o propósito de desenvolver e promover normas que possam ser utilizadas por todos os países do mundo. A representação brasileira dela é a ABNT.
O objetivo dela é promover a normalização internacional de modo a facilitar o intercâmbio, a transferência de tecnologia e a padronização das unidades métricas mediante um conjunto único de medidas da qualidade.
Uma variante dela é a ISO 9001, que é um sistema de gestão com o objetivo de garantir a otimização de processos, maior rapidez no desenvolvimento de produtos e produção mais ágil a fim de satisfazer os clientes e alcançar o sucesso sustentado.
O que a empresa ganha com a ISO 9001?
I - Produção mais ágil com processos mais inteligentes;
II - Planejar e controlar de forma sistemática as rotinas de trabalho (padronização e definição de responsabilidades), eliminando retrabalho e dando mais agilidade aos processos;
III - Reduzir custos com maior produtividade;
IV - Melhorar a comunicação, a moral e a satisfação dos colaboradores no trabalho;
V - Aumentar as oportunidades de mercado (muitas empresas grandes só compram de fornecedores com ISO 9001);
VI - Melhorar a imagem da empresa;
VII - Desenvolver fornecedores: o reflexo da certificação sobre os fornecedores é notável, e eles passam a submeter-se a especificações mais precisas e parâmetros de qualidade mais rígidos, aumentando a confiabilidade do seu produto/serviço;
VIII – Aprimorar seus descartes de resíduos oriundos do processo.
É correto o que se afirma em:
I, III, IV, V, VI, VII, VIII
II, IV, V, VII
III, IV, V, VI, VII
II, III, V, VI, VII, VIII
I, II, III, IV, V, VI, VII
Numa indústria de autopeças foi encontrado, após brainstorming, os seguintes problemas: baixo índice de produtividade, inexistência de normas procedimentais, estrutura hierárquica desatualizada, ausência de sinergia, má distribuição dos recursos humanos. Cada participante do brainstorming analisa e avalia cada fator, dando-lhes nota 1, 3 ou 5, segundo os critérios do GUT. Efetue os cálculos e assinale a alternativa que traz o problema que deve ser priorizado.
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)
ausência de sinergia
baixo índice de produtividade
inexistência de normas procedimentais
estrutura hierárquica desatualizada
má distribuição dos recursos humanos
A MMC Construtora é uma referência na construção civil nacional e está passando por um processo de reorganização administrativa, visando maior competitividade no mercado. Dentre as mudanças propostas está a elaboração de um novo organograma para a empresa. A ideia central é fazer algo não gráfico, mas descritivo e que contenha a maior quantidade possível de informações sobre as atividades desenvolvidas em cada uma das unidades da empresa. O tipo de organograma escolhido pela MMC Construtora é:
Clássico
Informativo
Lambda
Organograma Linear de Responsabilidade
Radial
Organização & Métodos caracteriza-se como um desenvolvimento organizacional, que envolve a atuação do profissional como consultor em planos estratégicos, projetando mudanças organizacionais, gerindo negócios, educando empresarialmente com qualidade.
São características de OSM:
I – visa racionalizar as atividades organizacionais;
II – contribui para o processamento de pedidos de vendedores;
III – ajuda no processo de melhoria contínua;
IV – combate o desperdício;
V – busca ganhos na produtividade nos diversos níveis organizacionais.
Assinale a alternativa correta:
nenhuma alternativa está correta
todas as alternativas estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II e III estão corretas
somente as alternativas I e II estão corretas
Dando continuidade nos conceitos e aplicações do 5S+3, os outros 4 conceitos do 5S+3 são:
I – Shitsuke: é o comprometimento de todos os funcionários da empresa com a manutenção dos Sensos anteriores, ou seja, manterem-no funcionando diariamente, através da educação e autodisciplina;
II – Shikari: é o investimento que a empresa disponibiliza em qualificação da força de trabalho, engrandecendo o trabalhador, tornando-o mais criativo e produtivo, além de prepara-lo para assumir novos cargos na empresa;
III – Shido: aqui o fator decisivo é o exemplo que vem de cima, da alta direção da empresa, aliada a motivação, eficiência e liderança;
IV – Setsuyaku: após as pessoas serem educadas, treinadas e conscientizadas elas se sentem motivadas a introduzir mudanças e melhorias de baixo ou nenhum investimento, objetivando a economia, o combate aos desperdícios e o aumento da produtividade.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
I, IV, apenas
IV, apenas
II, III, IV
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 R.
1,4
1,8
1,3
2,0
1,1
O Brainstorming é uma tempestade de idéias, turbilhão de pensamentos. Consiste em reunir um grupo de funcionários com o propósito de “gerar” ideias e emitir opiniões acerca dos diversos assuntos vivenciados na empresa.
As fases para condução de uma sessão de brainstorming são:
I - Escolha do Coordenador;
II - Anotar as Ideias Apresentadas;
III - Priorização dos Problemas;
IV - Sessão de Sugestões;
V - Relatório de Resultados.
É correto o que se afirma em:
I, III, IV, V.
I, II, IV, V.
II, IV, V.
I, II, III, IV, V.
II, III, IV, V.
Assinale a seguir a alternativa que traz corretamente a área total ocupada pelos equipamentos em uma cozinha industrial de uma grande lanchonete da cidade. Os equipamentos, suas dimensões e demais informações seguem na tabela a seguir.
![](data:image/png;base64,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)
as alternativas I, II, III e V estão corretas
somente as alternativas III e IV estão corretas
todas as alternativas estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II, III e IV estão corretas
A ISO – International Organization for Standardization, é uma organização fundada em 1946 e sediada em Genebra, na Suíça com o propósito de desenvolver e promover normas que possam ser utilizadas por todos os países do mundo. A representação brasileira dela é a ABNT.
O objetivo dela é promover a normalização internacional de modo a facilitar o intercâmbio, a transferência de tecnologia e a padronização das unidades métricas mediante um conjunto único de medidas da qualidade.
Uma variante dela é a ISO 9001, que é um sistema de gestão com o objetivo de garantir a otimização de processos, maior rapidez no desenvolvimento de produtos e produção mais ágil a fim de satisfazer os clientes e alcançar o sucesso sustentado.
O que a empresa ganha com a ISO 9001?
I - Produção mais ágil com processos mais inteligentes;
II - Planejar e controlar de forma sistemática as rotinas de trabalho (padronização e definição de responsabilidades), eliminando retrabalho e dando mais agilidade aos processos;
III - Reduzir custos com maior produtividade;
IV - Melhorar a comunicação, a moral e a satisfação dos colaboradores no trabalho;
V - Aumentar as oportunidades de mercado (muitas empresas grandes só compram de fornecedores com ISO 9001);
VI - Melhorar a imagem da empresa;
VII - Desenvolver fornecedores: o reflexo da certificação sobre os fornecedores é notável, e eles passam a submeter-se a especificações mais precisas e parâmetros de qualidade mais rígidos, aumentando a confiabilidade do seu produto/serviço;
VIII – Aprimorar seus descartes de resíduos oriundos do processo.
É correto o que se afirma em:
I, III, IV, V, VI, VII, VIII
II, IV, V, VII
III, IV, V, VI, VII
II, III, V, VI, VII, VIII
I, II, III, IV, V, VI, VII
Numa indústria de autopeças foi encontrado, após brainstorming, os seguintes problemas: baixo índice de produtividade, inexistência de normas procedimentais, estrutura hierárquica desatualizada, ausência de sinergia, má distribuição dos recursos humanos. Cada participante do brainstorming analisa e avalia cada fator, dando-lhes nota 1, 3 ou 5, segundo os critérios do GUT. Efetue os cálculos e assinale a alternativa que traz o problema que deve ser priorizado.
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)
ausência de sinergia
baixo índice de produtividade
inexistência de normas procedimentais
estrutura hierárquica desatualizada
má distribuição dos recursos humanos
A MMC Construtora é uma referência na construção civil nacional e está passando por um processo de reorganização administrativa, visando maior competitividade no mercado. Dentre as mudanças propostas está a elaboração de um novo organograma para a empresa. A ideia central é fazer algo não gráfico, mas descritivo e que contenha a maior quantidade possível de informações sobre as atividades desenvolvidas em cada uma das unidades da empresa. O tipo de organograma escolhido pela MMC Construtora é:
Clássico
Informativo
Lambda
Organograma Linear de Responsabilidade
Radial
Organização & Métodos caracteriza-se como um desenvolvimento organizacional, que envolve a atuação do profissional como consultor em planos estratégicos, projetando mudanças organizacionais, gerindo negócios, educando empresarialmente com qualidade.
São características de OSM:
I – visa racionalizar as atividades organizacionais;
II – contribui para o processamento de pedidos de vendedores;
III – ajuda no processo de melhoria contínua;
IV – combate o desperdício;
V – busca ganhos na produtividade nos diversos níveis organizacionais.
Assinale a alternativa correta:
nenhuma alternativa está correta
todas as alternativas estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II e III estão corretas
somente as alternativas I e II estão corretas
Dando continuidade nos conceitos e aplicações do 5S+3, os outros 4 conceitos do 5S+3 são:
I – Shitsuke: é o comprometimento de todos os funcionários da empresa com a manutenção dos Sensos anteriores, ou seja, manterem-no funcionando diariamente, através da educação e autodisciplina;
II – Shikari: é o investimento que a empresa disponibiliza em qualificação da força de trabalho, engrandecendo o trabalhador, tornando-o mais criativo e produtivo, além de prepara-lo para assumir novos cargos na empresa;
III – Shido: aqui o fator decisivo é o exemplo que vem de cima, da alta direção da empresa, aliada a motivação, eficiência e liderança;
IV – Setsuyaku: após as pessoas serem educadas, treinadas e conscientizadas elas se sentem motivadas a introduzir mudanças e melhorias de baixo ou nenhum investimento, objetivando a economia, o combate aos desperdícios e o aumento da produtividade.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
I, IV, apenas
IV, apenas
II, III, IV
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 R.
1,4
1,8
1,3
2,0
1,1
O Brainstorming é uma tempestade de idéias, turbilhão de pensamentos. Consiste em reunir um grupo de funcionários com o propósito de “gerar” ideias e emitir opiniões acerca dos diversos assuntos vivenciados na empresa.
As fases para condução de uma sessão de brainstorming são:
I - Escolha do Coordenador;
II - Anotar as Ideias Apresentadas;
III - Priorização dos Problemas;
IV - Sessão de Sugestões;
V - Relatório de Resultados.
É correto o que se afirma em:
I, III, IV, V.
I, II, IV, V.
II, IV, V.
I, II, III, IV, V.
II, III, IV, V.
Assinale a seguir a alternativa que traz corretamente a área total ocupada pelos equipamentos em uma cozinha industrial de uma grande lanchonete da cidade. Os equipamentos, suas dimensões e demais informações seguem na tabela a seguir.
![](data:image/png;base64,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)
I, III, IV, V, VI, VII, VIII
II, IV, V, VII
III, IV, V, VI, VII
II, III, V, VI, VII, VIII
I, II, III, IV, V, VI, VII
Numa indústria de autopeças foi encontrado, após brainstorming, os seguintes problemas: baixo índice de produtividade, inexistência de normas procedimentais, estrutura hierárquica desatualizada, ausência de sinergia, má distribuição dos recursos humanos. Cada participante do brainstorming analisa e avalia cada fator, dando-lhes nota 1, 3 ou 5, segundo os critérios do GUT. Efetue os cálculos e assinale a alternativa que traz o problema que deve ser priorizado.
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)
ausência de sinergia
baixo índice de produtividade
inexistência de normas procedimentais
estrutura hierárquica desatualizada
má distribuição dos recursos humanos
A MMC Construtora é uma referência na construção civil nacional e está passando por um processo de reorganização administrativa, visando maior competitividade no mercado. Dentre as mudanças propostas está a elaboração de um novo organograma para a empresa. A ideia central é fazer algo não gráfico, mas descritivo e que contenha a maior quantidade possível de informações sobre as atividades desenvolvidas em cada uma das unidades da empresa. O tipo de organograma escolhido pela MMC Construtora é:
Clássico
Informativo
Lambda
Organograma Linear de Responsabilidade
Radial
Organização & Métodos caracteriza-se como um desenvolvimento organizacional, que envolve a atuação do profissional como consultor em planos estratégicos, projetando mudanças organizacionais, gerindo negócios, educando empresarialmente com qualidade.
São características de OSM:
I – visa racionalizar as atividades organizacionais;
II – contribui para o processamento de pedidos de vendedores;
III – ajuda no processo de melhoria contínua;
IV – combate o desperdício;
V – busca ganhos na produtividade nos diversos níveis organizacionais.
Assinale a alternativa correta:
nenhuma alternativa está correta
todas as alternativas estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II e III estão corretas
somente as alternativas I e II estão corretas
Dando continuidade nos conceitos e aplicações do 5S+3, os outros 4 conceitos do 5S+3 são:
I – Shitsuke: é o comprometimento de todos os funcionários da empresa com a manutenção dos Sensos anteriores, ou seja, manterem-no funcionando diariamente, através da educação e autodisciplina;
II – Shikari: é o investimento que a empresa disponibiliza em qualificação da força de trabalho, engrandecendo o trabalhador, tornando-o mais criativo e produtivo, além de prepara-lo para assumir novos cargos na empresa;
III – Shido: aqui o fator decisivo é o exemplo que vem de cima, da alta direção da empresa, aliada a motivação, eficiência e liderança;
IV – Setsuyaku: após as pessoas serem educadas, treinadas e conscientizadas elas se sentem motivadas a introduzir mudanças e melhorias de baixo ou nenhum investimento, objetivando a economia, o combate aos desperdícios e o aumento da produtividade.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
I, IV, apenas
IV, apenas
II, III, IV
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 R.
1,4
1,8
1,3
2,0
1,1
O Brainstorming é uma tempestade de idéias, turbilhão de pensamentos. Consiste em reunir um grupo de funcionários com o propósito de “gerar” ideias e emitir opiniões acerca dos diversos assuntos vivenciados na empresa.
As fases para condução de uma sessão de brainstorming são:
I - Escolha do Coordenador;
II - Anotar as Ideias Apresentadas;
III - Priorização dos Problemas;
IV - Sessão de Sugestões;
V - Relatório de Resultados.
É correto o que se afirma em:
I, III, IV, V.
I, II, IV, V.
II, IV, V.
I, II, III, IV, V.
II, III, IV, V.
Assinale a seguir a alternativa que traz corretamente a área total ocupada pelos equipamentos em uma cozinha industrial de uma grande lanchonete da cidade. Os equipamentos, suas dimensões e demais informações seguem na tabela a seguir.
![](data:image/png;base64,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)
ausência de sinergia
baixo índice de produtividade
inexistência de normas procedimentais
estrutura hierárquica desatualizada
má distribuição dos recursos humanos
A MMC Construtora é uma referência na construção civil nacional e está passando por um processo de reorganização administrativa, visando maior competitividade no mercado. Dentre as mudanças propostas está a elaboração de um novo organograma para a empresa. A ideia central é fazer algo não gráfico, mas descritivo e que contenha a maior quantidade possível de informações sobre as atividades desenvolvidas em cada uma das unidades da empresa. O tipo de organograma escolhido pela MMC Construtora é:
Clássico
Informativo
Lambda
Organograma Linear de Responsabilidade
Radial
Organização & Métodos caracteriza-se como um desenvolvimento organizacional, que envolve a atuação do profissional como consultor em planos estratégicos, projetando mudanças organizacionais, gerindo negócios, educando empresarialmente com qualidade.
São características de OSM:
I – visa racionalizar as atividades organizacionais;
II – contribui para o processamento de pedidos de vendedores;
III – ajuda no processo de melhoria contínua;
IV – combate o desperdício;
V – busca ganhos na produtividade nos diversos níveis organizacionais.
Assinale a alternativa correta:
nenhuma alternativa está correta
todas as alternativas estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II e III estão corretas
somente as alternativas I e II estão corretas
Dando continuidade nos conceitos e aplicações do 5S+3, os outros 4 conceitos do 5S+3 são:
I – Shitsuke: é o comprometimento de todos os funcionários da empresa com a manutenção dos Sensos anteriores, ou seja, manterem-no funcionando diariamente, através da educação e autodisciplina;
II – Shikari: é o investimento que a empresa disponibiliza em qualificação da força de trabalho, engrandecendo o trabalhador, tornando-o mais criativo e produtivo, além de prepara-lo para assumir novos cargos na empresa;
III – Shido: aqui o fator decisivo é o exemplo que vem de cima, da alta direção da empresa, aliada a motivação, eficiência e liderança;
IV – Setsuyaku: após as pessoas serem educadas, treinadas e conscientizadas elas se sentem motivadas a introduzir mudanças e melhorias de baixo ou nenhum investimento, objetivando a economia, o combate aos desperdícios e o aumento da produtividade.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
I, IV, apenas
IV, apenas
II, III, IV
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 R.
1,4
1,8
1,3
2,0
1,1
O Brainstorming é uma tempestade de idéias, turbilhão de pensamentos. Consiste em reunir um grupo de funcionários com o propósito de “gerar” ideias e emitir opiniões acerca dos diversos assuntos vivenciados na empresa.
As fases para condução de uma sessão de brainstorming são:
I - Escolha do Coordenador;
II - Anotar as Ideias Apresentadas;
III - Priorização dos Problemas;
IV - Sessão de Sugestões;
V - Relatório de Resultados.
É correto o que se afirma em:
I, III, IV, V.
I, II, IV, V.
II, IV, V.
I, II, III, IV, V.
II, III, IV, V.
Assinale a seguir a alternativa que traz corretamente a área total ocupada pelos equipamentos em uma cozinha industrial de uma grande lanchonete da cidade. Os equipamentos, suas dimensões e demais informações seguem na tabela a seguir.
![](data:image/png;base64,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)
Clássico
Informativo
Lambda
Organograma Linear de Responsabilidade
Radial
Organização & Métodos caracteriza-se como um desenvolvimento organizacional, que envolve a atuação do profissional como consultor em planos estratégicos, projetando mudanças organizacionais, gerindo negócios, educando empresarialmente com qualidade.
São características de OSM:
I – visa racionalizar as atividades organizacionais;
II – contribui para o processamento de pedidos de vendedores;
III – ajuda no processo de melhoria contínua;
IV – combate o desperdício;
V – busca ganhos na produtividade nos diversos níveis organizacionais.
Assinale a alternativa correta:
nenhuma alternativa está correta
todas as alternativas estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II e III estão corretas
somente as alternativas I e II estão corretas
Dando continuidade nos conceitos e aplicações do 5S+3, os outros 4 conceitos do 5S+3 são:
I – Shitsuke: é o comprometimento de todos os funcionários da empresa com a manutenção dos Sensos anteriores, ou seja, manterem-no funcionando diariamente, através da educação e autodisciplina;
II – Shikari: é o investimento que a empresa disponibiliza em qualificação da força de trabalho, engrandecendo o trabalhador, tornando-o mais criativo e produtivo, além de prepara-lo para assumir novos cargos na empresa;
III – Shido: aqui o fator decisivo é o exemplo que vem de cima, da alta direção da empresa, aliada a motivação, eficiência e liderança;
IV – Setsuyaku: após as pessoas serem educadas, treinadas e conscientizadas elas se sentem motivadas a introduzir mudanças e melhorias de baixo ou nenhum investimento, objetivando a economia, o combate aos desperdícios e o aumento da produtividade.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
I, IV, apenas
IV, apenas
II, III, IV
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 R.
1,4
1,8
1,3
2,0
1,1
O Brainstorming é uma tempestade de idéias, turbilhão de pensamentos. Consiste em reunir um grupo de funcionários com o propósito de “gerar” ideias e emitir opiniões acerca dos diversos assuntos vivenciados na empresa.
As fases para condução de uma sessão de brainstorming são:
I - Escolha do Coordenador;
II - Anotar as Ideias Apresentadas;
III - Priorização dos Problemas;
IV - Sessão de Sugestões;
V - Relatório de Resultados.
É correto o que se afirma em:
I, III, IV, V.
I, II, IV, V.
II, IV, V.
I, II, III, IV, V.
II, III, IV, V.
Assinale a seguir a alternativa que traz corretamente a área total ocupada pelos equipamentos em uma cozinha industrial de uma grande lanchonete da cidade. Os equipamentos, suas dimensões e demais informações seguem na tabela a seguir.
![](data:image/png;base64,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)
nenhuma alternativa está correta
todas as alternativas estão corretas
as alternativas I, III, IV e V estão corretas
as alternativas I, II e III estão corretas
somente as alternativas I e II estão corretas
Dando continuidade nos conceitos e aplicações do 5S+3, os outros 4 conceitos do 5S+3 são:
I – Shitsuke: é o comprometimento de todos os funcionários da empresa com a manutenção dos Sensos anteriores, ou seja, manterem-no funcionando diariamente, através da educação e autodisciplina;
II – Shikari: é o investimento que a empresa disponibiliza em qualificação da força de trabalho, engrandecendo o trabalhador, tornando-o mais criativo e produtivo, além de prepara-lo para assumir novos cargos na empresa;
III – Shido: aqui o fator decisivo é o exemplo que vem de cima, da alta direção da empresa, aliada a motivação, eficiência e liderança;
IV – Setsuyaku: após as pessoas serem educadas, treinadas e conscientizadas elas se sentem motivadas a introduzir mudanças e melhorias de baixo ou nenhum investimento, objetivando a economia, o combate aos desperdícios e o aumento da produtividade.
Analisando o exposto acima, e paralelizando com o conteúdo estudado, é correto o que se afirma em:
I, II, III, IV
III, IV, apenas
I, IV, apenas
IV, apenas
II, III, IV
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 R.
1,4
1,8
1,3
2,0
1,1
O Brainstorming é uma tempestade de idéias, turbilhão de pensamentos. Consiste em reunir um grupo de funcionários com o propósito de “gerar” ideias e emitir opiniões acerca dos diversos assuntos vivenciados na empresa.
As fases para condução de uma sessão de brainstorming são:
I - Escolha do Coordenador;
II - Anotar as Ideias Apresentadas;
III - Priorização dos Problemas;
IV - Sessão de Sugestões;
V - Relatório de Resultados.
É correto o que se afirma em:
I, III, IV, V.
I, II, IV, V.
II, IV, V.
I, II, III, IV, V.
II, III, IV, V.
Assinale a seguir a alternativa que traz corretamente a área total ocupada pelos equipamentos em uma cozinha industrial de uma grande lanchonete da cidade. Os equipamentos, suas dimensões e demais informações seguem na tabela a seguir.
![](data:image/png;base64,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)
I, II, III, IV
III, IV, apenas
I, IV, apenas
IV, apenas
II, III, IV
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,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 R.
1,4
1,8
1,3
2,0
1,1
O Brainstorming é uma tempestade de idéias, turbilhão de pensamentos. Consiste em reunir um grupo de funcionários com o propósito de “gerar” ideias e emitir opiniões acerca dos diversos assuntos vivenciados na empresa.
As fases para condução de uma sessão de brainstorming são:
I - Escolha do Coordenador;
II - Anotar as Ideias Apresentadas;
III - Priorização dos Problemas;
IV - Sessão de Sugestões;
V - Relatório de Resultados.
É correto o que se afirma em:
I, III, IV, V.
I, II, IV, V.
II, IV, V.
I, II, III, IV, V.
II, III, IV, V.
Assinale a seguir a alternativa que traz corretamente a área total ocupada pelos equipamentos em uma cozinha industrial de uma grande lanchonete da cidade. Os equipamentos, suas dimensões e demais informações seguem na tabela a seguir.
![](data:image/png;base64,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)
1,4
1,8
1,3
2,0
1,1
O Brainstorming é uma tempestade de idéias, turbilhão de pensamentos. Consiste em reunir um grupo de funcionários com o propósito de “gerar” ideias e emitir opiniões acerca dos diversos assuntos vivenciados na empresa.
As fases para condução de uma sessão de brainstorming são:
I - Escolha do Coordenador;
II - Anotar as Ideias Apresentadas;
III - Priorização dos Problemas;
IV - Sessão de Sugestões;
V - Relatório de Resultados.
É correto o que se afirma em:
I, III, IV, V.
I, II, IV, V.
II, IV, V.
I, II, III, IV, V.
II, III, IV, V.
Assinale a seguir a alternativa que traz corretamente a área total ocupada pelos equipamentos em uma cozinha industrial de uma grande lanchonete da cidade. Os equipamentos, suas dimensões e demais informações seguem na tabela a seguir.
![](data:image/png;base64,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)
I, III, IV, V.
I, II, IV, V.
II, IV, V.
I, II, III, IV, V.
II, III, IV, V.