FUNDAMENTOS DO AGRONEGÓCIO
Historicamente o agronegócio do Brasil passou por diversos ciclos! E vale a pena conhece-los e sobre eles é correto afirmar:
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
No auge da exploração dos depósitos auríferos sucederam-se pequenos surtos de desenvolvimento da produção agrícola e pecuária, caracterizados, por alguns autores, como o renascimento da agricultura. O incremento das atividades econômicas e das relações comerciais internacionais, em virtude da revolução industrial e do crescente aumento populacional europeu, favorecia a procura de produtos coloniais.
Considere as afirmativas sobre a Integração Lavoura-Pecuária-Floresta (ILPF) e escolha a alternativa correta:
1. A integração lavoura-pecuária consiste de diferentes sistemas produtivos de grãos, fibras, madeira, carne, leite e agro energia, implantados na mesma área, em consórcio, em rotação ou em sucessão.
2. Normalmente essa integração envolve, principalmente, o plantio de grãos e a recuperação ou implantação de pastagens.
3. O plantio de lavouras em áreas de pastagens degradadas é uma fórmula usada há muitas décadas pelos produtores rurais para recuperar a capacidade produtiva dos pastos e dos solos.
4. Com o avanço da tecnologia no campo, essa prática se modernizou e vem sendo executada com a adoção de técnicas combinadas que geram altas produtividades. Uma dessas técnicas é o plantio direto, que promove a redução do impacto da agricultura sobre o meio ambiente.
5. O sistema de plantio direto na palha é um conjunto de técnicas integradas que visa melhorar as condições ambientais para as plantas, respeitando-se três requisitos mínimos: o não revolvimento do solo; a rotação de culturas; e o uso de culturas de cobertura para formação de palhada, que servirá de proteção para o solo.
Somente as afirmativas 1 e 4 são verdadeiras.
Somente as afirmativas 2, 3 e 4 são verdadeiras.
As afirmativas 1, 2, 3, 4 e 5 são verdadeiras.
Somente as afirmativas 1, 3 e 5 são verdadeiras.
Somente as afirmativas 2 e 4 são verdadeiras.
Considere as afirmativas sobre a legislação referente a integração lavoura-pecuária, julgue-as em verdadeiras ou falsas e faça a escolha da alternativa correspondente.
(___) Em 2013 a Câmara dos Deputados aprovou o Projeto de Lei Nº 708-F de 2007, que institui a Política Nacional de Integração Lavoura-Pecuária-Floresta, cuja proposta prevê benefícios para produtores rurais que adotarem sistemas integrados para a recuperação de áreas degradadas ou em degradação.
(___) O texto aprovado é o substitutivo do Senado ao Projeto de Lei 708/07, aprovado originalmente pela Câmara em 2008, do ex-deputado e atual senador Rodrigo Rollemberg. De acordo com o texto, a política nacional de integração terá como princípios a preservação e a melhoria das condições físicas, químicas e biológicas do solo e a observância aos princípios e às leis de proteção ambiental.
(___) Os sistemas integrados compreendem o uso do solo, de forma conjunta ou alternada, para atividades agrícolas, florestais ou de pecuária com o objetivo de melhorar o aproveitamento, aumentar a produtividade e tornar a produção sustentável ambientalmente.
(___) Com a aprovação da proposta, os produtores também terão preferência na prestação de serviços oficiais de assistência técnica e fomento, além de apoio técnico no desenvolvimento de projetos de preservação ambiental.
(___) Entre os incentivos oferecidos pela Lei está a prioridade na obtenção de empréstimos de bancos oficiais e de benefícios associados a programas de infraestrutura rural (energia, irrigação e armazenagem, entre outros).
V, F, F, V, V.
F, V, V, F, V.
V, F, V, F, V.
V, V, V, V, V.
V, V, V, F, V.
Na consolidação do agronegócio brasileiro, a dinâmica agropecuária brasileira passou a apresentar um perfil produtivo baseado na grande escala sustentada no uso de insumos e máquinas e em sua conexão com a indústria. Considere as afirmativas abaixo, julgue-as em verdadeiras ou falsas e escolha a alternativa correta:
(____) A agricultura transformou-se num ramo da produção semelhante à indústria, que compra insumos, produz matérias-primas e depois as vende a outros ramos da produção. A agricultura passa então a participar a montante e a jusante da malha de relações Inter setoriais da economia, não existindo mais uma única dinâmica da agricultura em geral, mas várias dinâmicas com uma forma específica de ocupação produtiva do espaço geográfico, cada uma correspondente a um complexo agroindustrial.
(____) O Estado brasileiro desempenhou um papel importante na viabilização do processo de formação das cadeias agroindustriais por meio da implementação de um conjunto de políticas econômicas e institucionais, destacando-se a política de crédito subsidiado e a política tecnológica.
(____) O principal instrumento utilizado pelo Estado para promover a modernização da agricultura, e, portanto, o agronegócio, foi o crédito rural subsidiado, que estimulou a formação das cadeias agroindustriais por meio da utilização de insumos e práticas pré-determinadas pelo padrão vigente de modernização. A alocação desse crédito levou a uma acentuada diferenciação social e espacial que se manifestou numa elevada concentração fundiária e de renda.
(____) A política de crédito subsidiado privilegiou os grandes proprietários de terra e detentores de riqueza em geral, participantes das cadeias produtivas do agronegócio, enquanto discriminou os pequenos produtores.
(____) A política de crédito agrícola subsidiado, pilar fundamental do processo de modernização da agricultura brasileira, permitiu que as unidades produtivas incrementassem a sua escala de produção e partissem para um uso mais intensivo da terra através de um maior uso de insumos por área.
(____) Esta maior produtividade da terra, por sua vez, implicou num aumento de seu preço e o processo de modernização da agricultura foi norteado fundamentalmente pela busca do máximo lucro monetário. A preservação dos recursos naturais e os efeitos sobre o meio ambiente foram relegados a um segundo plano.
V, V, V, F, F.
V, V, V, F, V.
V, F, V, V, V.
V, V, V, V, V.
V, V, F, F, V.
A biotecnologia e o campo em que se observa a importância crescente da interação entre os universos da ciência, da pesquisa tecnológica e da produção industrial e agrícola. Mais do que em qualquer outra atividade produtiva moderna, a natureza da pesquisa básica em biotecnologia e orientada pela busca do tipo de inovação que faz erodir as fronteiras entre ciência e tecnologia. Considere as afirmativas sobre a biotecnologia agrícola e escolha a alternativa correta:
I. A biotecnologia é um termo bastante amplo, em seu aspecto de utilização, onde pode ser definida como um instrumento do melhoramento genético, que utiliza organismos vivos ou partes deles com o objetivo de melhorar plantas e animais, utilizando-se das técnicas de cultura de tecidos, marcadores moleculares e transgenia. A biotecnologia baseia-se na habilidade de introduzir, com precisão, construções gênicas em um organismo, usando a tecnologia do DNA recombinante ou técnicas de engenharia genética para alterar seus processos metabólicos favoravelmente.
II. A biotecnologia atualmente é amplamente identificada com aplicações nas diversas áreas do conhecimento, tendo como base de estudo os códigos genéticos, ou genoma da vida. A combinação de técnicas de Biologia Molecular, de cultura de tecidos e de transferência de genes resultou no desenvolvimento da transformação genética de plantas.
III. A utilização da biotecnologia na obtenção de plantas transgênicas trouxe uma nova dimensão ao melhoramento genético de plantas, desde o rompimento da barreira de cruzamentos, incluindo espécies de diferentes reinos, até a possibilidade de redução do tempo de obtenção de novas cultivares.
IV. Atualmente, as plantas transgênicas têm grande importância na agricultura mundial, tendo grande parte da área cultivada com espécies de interesse agronômico ocupada por variedades transgênicas.
Somente a afirmativa I é verdadeira
Somente as afirmativas II e III são verdadeiras
Somente as afirmativas II e IV são verdadeiras
Somente as afirmativas III e IV são verdadeiras
Todas as afirmativas são verdadeiras
A Figura 2 abaixo expressa a dinâmica do agronegócio. Considere as afirmativas abaixo e escolha a alternativa correta.
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)
I. Os agentes econômicos que atuam no segmento “antes da porteira” do agronegócio são, de um lado, os produtores de insumos de forma ampla, juntamente com seus revendedores e representantes e, de outro lado, os produtores rurais. Em geral, os produtores de insumos são grandes empresas ou grandes agroindústrias que dominam determinados setores da produção de insumos.
II. O segmento agroindustrial “dentro da porteira” é a produção das propriedades rurais, a produção agropecuária propriamente dita. Envolve desde o preparo para iniciar a produção até a obtenção do produto agropecuário para ser comercializado.
III. O segmento “depois da porteira” se constitui em sua maioria pelos atos de processamento e distribuição dos bens ou serviços produzidos pela atividade agropecuária até que os produtos cheguem aos consumidores finais. Os agentes envolvidos nesse processo são o comércio, as agroindústrias, os prestadores de serviços e o governo, basicamente. Após a colheita dos produtos agropecuários eles seguiram por caminhos distintos até chegar aos seus respectivos consumidores.
Estão corretas as afirmativas:
II e III.
I e III.
Apenas I.
I e II.
I, II e III.
Sabemos que o agronegócio brasileiro possui uma história e consequentemente uma evolução e o surgimento do agronegócio está relacionado com o processo de intensificação da atividade industrial, seja pelo surgimento de bens de capital e insumos agrícolas, seja pelo deslocamento das massas de trabalhadores do meio rural para o meio urbano, tal como se verificou nos principais países industrializados a partir da revolução verde. Neste contexto, considere as afirmativas abaixo e escolha a alternativa correta:
I. A dinâmica da constituição do agronegócio foi realizada a partir do processo de modernização da agricultura considerada, pela literatura, como conservadora, ou seja, caracterizada por inovar as condições de produção realizadas nas grandes propriedades, porém, mantendo a estrutura fundiária concentrada.
II. O processo produtivo na agricultura tornou-se mais intensivo em capital (emprego de máquinas, insumos químicos e industriais), com a introdução e/ou substituição de cultivos voltados para o mercado interno (commodities) e a utilização intensiva do trabalho assalariado.
III. Em um primeiro momento, o processo de modernização da agricultura, base para a formação do agronegócio, esteve restrito pela capacidade de compra das exportações. No entanto, em meados da década de 1970, na medida em que este processo foi se intensificando com o desenvolvimento das indústrias voltadas especificamente para atender as demandas do setor agropecuário, (máquinas, equipamentos, defensivos, adubos, vacinas, rações e outros insumos), esse processo tornou-se autônomo, permitindo que a modernização da agricultura passasse a ser endógena e irreversível, no sentido de que uma regressão da base técnica implicaria também em uma regressão da produção agrícola.
Todas as afirmativas são verdadeiras
Somente as afirmativas II e III são verdadeiras
Somente a afirmativa III é verdadeira
Somente as afirmativas I e III são verdadeiras
Somente a afirmativa I é verdadeira
Historicamente o agronegócio do Brasil passou por diversos ciclos! E vale a pena conhece-los e sobre eles é correto afirmar:
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
O chamado ciclo da borracha surgiu com a extração do produto em fins do século XIX e alcançou o auge no primeiro decênio do século XXI. Proporcionou apreciáveis recursos ao país e, em 1910.
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.
Considere as colunas a e b e faça as correlações corretas. Escolha a alternativa correta:
Coluna A
Coluna B
1. Agribusiness
“Conjunto de todas as operações e transações envolvidas desde a fabricação dos insumos agropecuários, das operações de produção nas unidades agropecuárias, até o processamento e distribuição e consumo dos produtos agropecuários 'in natura' ou industrializados".
2. Sazonalidade da produção
A produção agropecuária é dependente das condições climáticas de cada região, apresentando períodos de safra e de entres safra, ou seja, períodos de abundância de produtos alternados com períodos de falta de produção, salvo raras exceções.
3. Sistema Agroalimentar
"É o conjunto das atividades que concorrem à formação e à distribuição dos produtos alimentares e, em consequência, o cumprimento da função de alimentação".
4. Sistema Agroindustrial Não Alimentar
"É o conjunto das atividades que concorrem à obtenção de produtos oriundos da agropecuária, florestas e pesca, não destinadas à alimentação, mas aos sistemas energético, madeireiro, couro e calçados, papel, papelão e têxtil".
5. Características de cadeias produtivas
Refere-se ao conjunto de etapas consecutivas pelas quais passam e vão sendo transformados e transferidos os diversos insumos, em ciclos de produção, distribuição e comercialização de bens e serviços;
Implica em divisão de trabalho, na qual cada agente ou conjunto de agentes realiza etapas distintas do processo produtivo;
Não se restringe, necessariamente, a uma mesma região ou localidade;
Não contempla necessariamente outros atores, além das empresas, tais como instituições de ensino, pesquisa e desenvolvimento, apoio técnico, financiamento, promoção, entre outros".
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
No auge da exploração dos depósitos auríferos sucederam-se pequenos surtos de desenvolvimento da produção agrícola e pecuária, caracterizados, por alguns autores, como o renascimento da agricultura. O incremento das atividades econômicas e das relações comerciais internacionais, em virtude da revolução industrial e do crescente aumento populacional europeu, favorecia a procura de produtos coloniais.
Considere as afirmativas sobre a Integração Lavoura-Pecuária-Floresta (ILPF) e escolha a alternativa correta:
1. A integração lavoura-pecuária consiste de diferentes sistemas produtivos de grãos, fibras, madeira, carne, leite e agro energia, implantados na mesma área, em consórcio, em rotação ou em sucessão.
2. Normalmente essa integração envolve, principalmente, o plantio de grãos e a recuperação ou implantação de pastagens.
3. O plantio de lavouras em áreas de pastagens degradadas é uma fórmula usada há muitas décadas pelos produtores rurais para recuperar a capacidade produtiva dos pastos e dos solos.
4. Com o avanço da tecnologia no campo, essa prática se modernizou e vem sendo executada com a adoção de técnicas combinadas que geram altas produtividades. Uma dessas técnicas é o plantio direto, que promove a redução do impacto da agricultura sobre o meio ambiente.
5. O sistema de plantio direto na palha é um conjunto de técnicas integradas que visa melhorar as condições ambientais para as plantas, respeitando-se três requisitos mínimos: o não revolvimento do solo; a rotação de culturas; e o uso de culturas de cobertura para formação de palhada, que servirá de proteção para o solo.
Somente as afirmativas 1 e 4 são verdadeiras.
Somente as afirmativas 2, 3 e 4 são verdadeiras.
As afirmativas 1, 2, 3, 4 e 5 são verdadeiras.
Somente as afirmativas 1, 3 e 5 são verdadeiras.
Somente as afirmativas 2 e 4 são verdadeiras.
Considere as afirmativas sobre a legislação referente a integração lavoura-pecuária, julgue-as em verdadeiras ou falsas e faça a escolha da alternativa correspondente.
(___) Em 2013 a Câmara dos Deputados aprovou o Projeto de Lei Nº 708-F de 2007, que institui a Política Nacional de Integração Lavoura-Pecuária-Floresta, cuja proposta prevê benefícios para produtores rurais que adotarem sistemas integrados para a recuperação de áreas degradadas ou em degradação.
(___) O texto aprovado é o substitutivo do Senado ao Projeto de Lei 708/07, aprovado originalmente pela Câmara em 2008, do ex-deputado e atual senador Rodrigo Rollemberg. De acordo com o texto, a política nacional de integração terá como princípios a preservação e a melhoria das condições físicas, químicas e biológicas do solo e a observância aos princípios e às leis de proteção ambiental.
(___) Os sistemas integrados compreendem o uso do solo, de forma conjunta ou alternada, para atividades agrícolas, florestais ou de pecuária com o objetivo de melhorar o aproveitamento, aumentar a produtividade e tornar a produção sustentável ambientalmente.
(___) Com a aprovação da proposta, os produtores também terão preferência na prestação de serviços oficiais de assistência técnica e fomento, além de apoio técnico no desenvolvimento de projetos de preservação ambiental.
(___) Entre os incentivos oferecidos pela Lei está a prioridade na obtenção de empréstimos de bancos oficiais e de benefícios associados a programas de infraestrutura rural (energia, irrigação e armazenagem, entre outros).
V, F, F, V, V.
F, V, V, F, V.
V, F, V, F, V.
V, V, V, V, V.
V, V, V, F, V.
Na consolidação do agronegócio brasileiro, a dinâmica agropecuária brasileira passou a apresentar um perfil produtivo baseado na grande escala sustentada no uso de insumos e máquinas e em sua conexão com a indústria. Considere as afirmativas abaixo, julgue-as em verdadeiras ou falsas e escolha a alternativa correta:
(____) A agricultura transformou-se num ramo da produção semelhante à indústria, que compra insumos, produz matérias-primas e depois as vende a outros ramos da produção. A agricultura passa então a participar a montante e a jusante da malha de relações Inter setoriais da economia, não existindo mais uma única dinâmica da agricultura em geral, mas várias dinâmicas com uma forma específica de ocupação produtiva do espaço geográfico, cada uma correspondente a um complexo agroindustrial.
(____) O Estado brasileiro desempenhou um papel importante na viabilização do processo de formação das cadeias agroindustriais por meio da implementação de um conjunto de políticas econômicas e institucionais, destacando-se a política de crédito subsidiado e a política tecnológica.
(____) O principal instrumento utilizado pelo Estado para promover a modernização da agricultura, e, portanto, o agronegócio, foi o crédito rural subsidiado, que estimulou a formação das cadeias agroindustriais por meio da utilização de insumos e práticas pré-determinadas pelo padrão vigente de modernização. A alocação desse crédito levou a uma acentuada diferenciação social e espacial que se manifestou numa elevada concentração fundiária e de renda.
(____) A política de crédito subsidiado privilegiou os grandes proprietários de terra e detentores de riqueza em geral, participantes das cadeias produtivas do agronegócio, enquanto discriminou os pequenos produtores.
(____) A política de crédito agrícola subsidiado, pilar fundamental do processo de modernização da agricultura brasileira, permitiu que as unidades produtivas incrementassem a sua escala de produção e partissem para um uso mais intensivo da terra através de um maior uso de insumos por área.
(____) Esta maior produtividade da terra, por sua vez, implicou num aumento de seu preço e o processo de modernização da agricultura foi norteado fundamentalmente pela busca do máximo lucro monetário. A preservação dos recursos naturais e os efeitos sobre o meio ambiente foram relegados a um segundo plano.
V, V, V, F, F.
V, V, V, F, V.
V, F, V, V, V.
V, V, V, V, V.
V, V, F, F, V.
A biotecnologia e o campo em que se observa a importância crescente da interação entre os universos da ciência, da pesquisa tecnológica e da produção industrial e agrícola. Mais do que em qualquer outra atividade produtiva moderna, a natureza da pesquisa básica em biotecnologia e orientada pela busca do tipo de inovação que faz erodir as fronteiras entre ciência e tecnologia. Considere as afirmativas sobre a biotecnologia agrícola e escolha a alternativa correta:
I. A biotecnologia é um termo bastante amplo, em seu aspecto de utilização, onde pode ser definida como um instrumento do melhoramento genético, que utiliza organismos vivos ou partes deles com o objetivo de melhorar plantas e animais, utilizando-se das técnicas de cultura de tecidos, marcadores moleculares e transgenia. A biotecnologia baseia-se na habilidade de introduzir, com precisão, construções gênicas em um organismo, usando a tecnologia do DNA recombinante ou técnicas de engenharia genética para alterar seus processos metabólicos favoravelmente.
II. A biotecnologia atualmente é amplamente identificada com aplicações nas diversas áreas do conhecimento, tendo como base de estudo os códigos genéticos, ou genoma da vida. A combinação de técnicas de Biologia Molecular, de cultura de tecidos e de transferência de genes resultou no desenvolvimento da transformação genética de plantas.
III. A utilização da biotecnologia na obtenção de plantas transgênicas trouxe uma nova dimensão ao melhoramento genético de plantas, desde o rompimento da barreira de cruzamentos, incluindo espécies de diferentes reinos, até a possibilidade de redução do tempo de obtenção de novas cultivares.
IV. Atualmente, as plantas transgênicas têm grande importância na agricultura mundial, tendo grande parte da área cultivada com espécies de interesse agronômico ocupada por variedades transgênicas.
Somente a afirmativa I é verdadeira
Somente as afirmativas II e III são verdadeiras
Somente as afirmativas II e IV são verdadeiras
Somente as afirmativas III e IV são verdadeiras
Todas as afirmativas são verdadeiras
A Figura 2 abaixo expressa a dinâmica do agronegócio. Considere as afirmativas abaixo e escolha a alternativa correta.
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duxGrTKRxn0ivNA/hBmITMbqGlA6G+nglShA1zEiFk6P+WPqLJM02/hz+NheOEz5/w01F39Z+mCdZEpuaukeE0ixhYQ75IETLMShEEo44RQ/Zw7RVBDH8Zn/z735SVlijlplC0E6XgFK0jNL5ctpzPPvuCY1XHOG9sb4YMlNhsMmRSU9Vu5yJ1hNCQmsmIYTrpaRrvzJ3L2nXrCQQC3S2dQnFaoRScolkiVrVtW7cyc+Zv2bLla6ZcmsPTPzc4q8ALIoAQAdRCgM5F1PeAYfSIKq6clILPd4zfPPFrvvpqVbhXrdJcoWgLSsEpmiUyL/HfH33I5k2bSEhw8P3pXoYXHEMTgainFJ2KCCkvISRCM7n8Yhv9cnSKitayYf1G6urqVKorFG1EKThFqxw6dIg6j5us3gmkpgXRLFL12boIgSQ9zYfLaYKAiqOH8Xg8Kv0VijaiFJyiVdweL8FAgKxedlwODQ3f8RM+FDEjKd6Dwx5aT+f1+jAM47genGzzcgyF4sxCLRM4w4mM5wjRsNlviPDsvnDFGecQWHUzqjJVhrJYI6XE4QxgtYSUmilleIF41Jo6aXKsqhq/x0NyUhIOp5NO30JGoThNUT04BR6PG6/XH1ZlzW8JZbVa0DSN0CujKtCuQR6/HVnUPaTJ9uLtfO+73+X3L7zAocOHVT9OoYhCKTgFq1au4vvfv48XnnuOvXv3YhhG4wck4Q0UlSms6zGbHBgXyoNdu3bx3PMv8O3bb+ejjz+morISwzTDe1YqFApQCk4BuD0e1q5Zy89+9nMuv+xyPvjwQzxeDxCe1CdCG5Y0VLOdV4lKr53PX0vj+mszGXZZL+79cwJbDutdoEYFnu0J/Pi+dJ56z0GpJ/Tb3kVJzHg5kSV7u0KGE0goRGhRuKjfnRkQ7Ni+kx8++CN+8eijbFi/Hn8gQFVlJX6vtzvFVShOOdQYXBvp7sruRLS2C2KrbgT4AgEM00BKkz179/DQj37Emm9/m+/ee28zuqwzewiC3Z87eeOgwV1PVzGxl5U1eyFB74rUljh6B7j+ZolrYJAUe+hXIygwzVMnv0Wja4FhGsyZ8zKrv/qKQDBYf6+6uhqf309ky+ozCdFkXFKhiKAUXBs5nYpPu2SVUFdTQ8AfqK/US8vKmDV7NqlpaRw7eix2lb3U2LleI7e3j8G9TOLTPFyU2nV1lUjwUjgBEKdH/gaCBn/985955+13OHqsotE9IxjENAyonyh0OsSok2g0QeoMirfihCgFF0ZKyf49uyk/UE4gEIz82HD/FC83IkoLSWhbOZehZ7du3ozH42l0y5Twt7/+DbvD1mQMqBMJaJQdAluuicMamc0J1WUOZj8Vz3/W6fS+xMdDd9cx8KCLfy6y8eEKDX+On1/8sI5xOPjzcw4+rzF4+FuSeZ/BmBtruHaczhe/jsMy0s+Xay1UHLKyqURgG2iQH9Q46gjwwHUmK9618U6R4NqfVXPTYAsv/cHJF1t1/IUebkOnZHU8f/qjnSK/wQ9/XMP4RDtP/cuGrNDZVGUwMFmwbauOu3eAB+6t43yLnZdfdPBZtcFPf1rNZaMCWDsxud57719UHKugsrLquHtVVdWsW7uOutoaJKf2WsXIkUih65ZpaxxsNhuDB+eTkpqmOnKKRpzxCi609RG8+847zPrdbLZs2RJqCR/3YNR180eVtXyvxcDb+Xx7/I3muIVT4fGdcDVjmCamaR730M7du9B1HSMYoz0QTagNQtBsLOOWdRbG3FXDjL4aK/4Sx8qvbMT3EiQN9vKnqwSfvmzl4A4H84qsJE2o5cWJPvJrXXy62Fqvi2Vov2fsR2HQpBp+lG/lxZet5F9fhai1Ycn18b3/F8T+Kwc208qaT2xcdI2bK8fbmFMBVDh4722dvjdUM0m3sqNK52CKJK9EsG+Im6fuk+zfCA9ONylf6mTJ1y72FukkXhKSpyDdPOnCJWWUuVEI9peUYASPfzeFEBStXcvaB+4PLfeIvneSMjQI04pnnfket+UEo0bhCSy6zs033shPfvoT8ocUqIk2inrOeAUHobO4li79gl07dpAYH8/AAQNwOp3HP3j8CtsWfGyDzes4ty07aKm1G/EiNBnhRHKJRv81/CrYs3cvJaWl+P3+Rl4kJyehW3SqKitblO2ksEpy0+BgQOCpD1pQqkGfNJO0tACjRjtYXK5zsEYjLimAM07DJkDT/Iy7OcDWzTa+WKhj9tEJtJAdcU4Tp1Oi65I4p8TwA0Ki6WGzVrWFzVth3DCDxDjQK6GmVGdDuuSKfgZD7YJPNmiclS5ASgbkBkgNWFmwzcKaYoPkBD/pmQbn3ibYu8fKF4t0uMjDkJwg1k6r+CUjRowgLTWVrVu3Ul5eTjDcEJMSHC4nQ/IHk5ScFE7Fpu6PuwjRnDKQUa01GXbTZH0k0V9b6+G3pmwi7y806XOK4y+jrSlRt2rr6igu3s6XK76ktLSM/CEFLYenOONQCo6QOc4Mzyw4Z+TZPPX00wwddtYpO3DdWQ1mCWCaPPbYY8z5+9+pqAiN60hpkpSUzP/8z69Z/uUyPvzwg04IrRl0g7EXG7w338HafUFyLBrFewTmIZ2S3hq5KTqbN2n06++jd4JGZYCotoMGSQEuv9LH+gVx7Dmkc8wL/oAgUKNR4RMkRVWgkfRqNksTgvTPsSKCOnvKBLUeiO9tkP+ZlcP7NHbYdAoygmQmhI8AEqD3CpKbp3HWSC+DMwTlBki/JH+ol/Wfuth7RKNXL+hl64yECgk9aeJEvve977Fr1y7+3//7f6xcsQLDDHV/e2Wk8+RvnuSSSy49I3owkQ0KVi5fziM/+xkVFUfDpvmeF/eSkhJeeOEFAJKTkxk7dizDhg0jNze3myU79VEKTgh0Edm1A0BDt1ixWDtz9OTURQJej5dgMAgIhBDcfOON3P/gA4wcdQ5fb9oY09Czz/fw3QPx/OnJFGbVSMZc5eGu84N88FICT2zQ6TvBy4Nj/ORWWNl6JMqp38L695z8cp6FmswAv/yBl+ljHfz+mRReFJIxOXCJRcMXaEOFpwUYd7Xgr39yUe0Et11SY3dzzXWCv7yUxL8Mg//6sY8+SVGramw++sbb+NVjKWzzSG663U//Ugv/WmShOiPAL/7LR+pJK7fIltcNu81YLDoXXXQRr776Kq+99iqvvvo6+/bvJxgMogmB9Yx5b0PGW01vcuhtDyQtLY3vfOc7AOzZs4fi4mJ++ctfMnLkSKZPn05hYWE3S3jqohQccEbPvJISwzCQhkl270xmzJjBndPuJCs7J7RzSYxbxMLm5/wbj3Hu9aE6StMkmgbnj3ZjmiA0ia6D6FvFrRI0ATOeEaBJkIIb7wUE6LqEEW4umRb2R4Tcym+A0EATPmbOEghNAv7QfRFgxu88oEk04eW3LzZsT6brIKSPmecJpATdItFEgHsjz2vQa0o1b15WEwpPlwgpuOX7DfLEbJGp0Mjr04ef//xRLr7kEmbPnsXG9Rvw+f1qE7UeiNPpJD8/H4D8/HwmT57M/fffz7Jly5g1axbvv/8+Dz74oOrRNYNScGc6QmBKgxtvmMpd3/kOZ48Ygd3pQGhdV01GlFqj3yzHN8n1sEh6/b2QImp4QKLpTRxF+Wtpzs+o3467L8CiyRafF1pI9gaayBMjhAAhNIQQjB8/nrPOGsFXK1cwbOjQ4/aqVPRcCgsLKSwsZO7cuUydOpW//vWvjBo1qrvFOqVQCk7B9ddPZdCggeTk5qJp+hkxhtMjEAJdt5CWlsrlV1yBUH23M5KpU6eSmZnJOeecw7Zt2+p7ewq1VVfULu3dLUk3ISWXXHopeX36ouuWRsrtTE2SUxtx3JUQoanyuq6dQY2T5jcFP1MpLCxk6dKl3H777fWTxRRKwZ3xCCHQddVrUyhOdwoLC7nzzjt58803u1uUUwZloiQ0IUE1BlsmMnGhIYmarMxWxAQhBAIdQWRxt+pTt4h6HQG45557cLlc3HbbbaSmpna3ON3OGd+DU1VGK0gZ2sgWCAYloc1OlHLrOiSmKep3M1FjbM2h0iQap9PJiy++yOrVq7tblFOCM17BKVpBCNBCVYjba4R3zlDd3a5D4A9YCRpaqBetkl7RBs455xw+/fTT7hbjlEApOEXLSInVYkXTdY5WGvgCGhKL6vV2ERJJTa0Dn08HCRarDe24dRAKRWMyMjK6W4RThjNewakGccsIAUPy80lOSqZ4x2E2b3Hh8bgQaKiUiyFSIKUANIp3Oaio1LHabOT16Ud8fPwpflZAVxM24KokUTTDGa/gALUwtgWkhGuvv4EhQwuoq/Px8psWtu2yhk6Zxjj1zxA6HZGhU7yFZqAh+GKVj/3lQUaPGsmwYQU4nU41FqdQtBGl4BStktErnfPPO4/UtDSKNpWydHkixyoTiFqF1Z3i9TzC42xSCo5VOdm0pZLKai8XXXwxeXl5ajmHQtEOlIJTtIgQAg3Brd+6lbPOGo4R1HnzX16275JIqRGaUSlBSIRQNqKOIiJH0kSMj1JDoLHuawv7S03OPms437jyG/Tu3btb5TyVUWpf0RxnvIKrr1sUzSMEAwYM4OKLLiYtNZUNm8vYtEXD7bGEZ1gKhNTCY0aKNiEbf6QQgAWJJXTatQydv7Zmg+TwUcEd06Zz9siRoc2vFcfRcN6CQtEYVWIUJ0RoGnffPZ1vXnUV8XEJzPtMY39pGkgbEAAiywcUbUI0+UiJwEBgIqUgEEjktbf689rbBtk5Qxkz+hwS4hO6V2aF4jRE7WSiaBO9s3rz+P/8D8POOotXXvkb9z96jEkXJTDyrDQG9JHkZlcTF+dFiLDZsv4ss24k+ujnU4lGcgkCQRv7SxPZvd/K+k0Gny0PUrR+L9k5g3j4pz9j5Khz0LrwdAeFoqdwxis4ARhn8mbLbUAIgRAWemVmcu+Me4lzuZj9u1k8/cJuLDpYrRq9MxPp1yeLrEwXToelfu+Nej+a+Nn25I5+sqVKvskpaGHdKut/lg2TM2KSzy1p0hZ+FxIpBX6/SZ3bz76SGnbuPUZtrZ9gUBI0BJdcdCk/+/nPOf+CC3A4HLEQWqHo8ZzxCk7RPhwOBzfcdBM+n4/33nuPtevWU1VVSXVNFTt316Bp4tRbdXEKdCaPQzaMHRmGgWlKkhITGTZ0MFd+4ypuuOkmBg4acMac0K1QxAKl4BRtJtILSkpK4p7vfofb77iDspL9FBUVsWbNGnbu2k2d241skzJpq8aJ1patuWn8nKZpHD5yhNLSUoKGwYD+/UhOSm5jmLFF0JCWQgjSM9IpvLCQwvHjyc3Lw+VyYbVa0XW1oF6hOBmUgkOdJtBehACbzYbdbicuvoDcPn2YMHEidXUeAkGD0HT3kH0wsii5ud03Wuzp1c/IbGJ6RDafT/WWQBHuGRnYbHaeeeYZ3nnnHepqaujfrx/33juDnNxcoiyXzUTuRLFvQeSwVm/bOrWwnFIiBDiddhKTU0iIj8NqtSKE1oJwCoWiPZzxCk5VIx1B1Ffkum4hLj6BuPj4NvbcYkto2YfJ2qK1bN28hZqaGkCwcNFiLr74YkaPGUNSUjJCtFUZxVjYsAihcc5oeVSLS6E4Wc54Bac4eUR4m/tu1xcyNLNkwfxPefa5Z1izbi1m6IwfamtrefbZ56iprWX6tOlkZ2erLdoUih6OWgen6BFIQrMmP1uyhCd/8ySff7EMj8cLNJyjVlZWzqxZs/l04ULcHk83SqtQKLoCpeAAZQ46/RFSsmnDBp5/7jnWrVtHIBAgYoCO7FZjSpPa2loWL15MaUkJp4RNVdFB1P4lihOjTJSK0x4pJXv27OHpmb/lsy++ID09nWFDh1JaVsbOXbvweDyMHT2a/MGDKT9QzlerVrJm3Tpy8/JwOp3dLb7iJFHNU0VLKAWnOO0JBoN89OEHDOzXjz//8Y+MOXccaelp/PcvfsG+/fvxeNz0yuzFDx58gMGDBrNp40bKS0s5evgwOWqHfoWix6IUnOK0R9d0pk2bBqVZLKMAACAASURBVAhsDgc2qxWhCaxWS33rXhMaca44UlJTuKCwkEDAj81mU8qtB6AMlYqWUApOcdqj6RqJTRZxN113J+rHbAQWiwWLRb36PQ/VWFE0Rk0yUZwRmKZZvxhb0VNR+atozBmv4OrPpRaq/deTUftp9zRCay9Vnipa44xXcIDSbD0elcE9F5W3ipZRCk6hUCgUPRKl4BQKhULRI1EKLowao+lZNJxjoOjJqFE4RWsoBafowSgVd6agclrRHErBKRSK0xql3BQtoVa7Qv2RKqqg9BykbLzUO3wcafcIo4gBstGVMlQqmkP14ECVjp6IqP8DqCxWKM5ElIJT9FyaKDmFQnFm0eUmyujtkho2ug3tERj1VNR1RyuodrTZtSYuZHNGj5bka3qvrTK1J14RdyIkW7jibjjtrItnDIbNf402Km7ut27rN4mGE1BF/S8t5Gt3IIh+56WUCCHq/69HypieOh4pi0KIsDSRv5F3qrm06sh725ofbS1Lx/slm/25M+qOzqQhTdW83q6nSxWcrK9gBBJBVWUle/fs5dDBgwQC/kb1eMPL0EqFJELb9TQEYDZ9oHV5oL5iOXrkCK44Fz6/j+VfLmfvnr3tiVkLYbVUQXS0km2ore0OO9k5OfTp2w+Xw94Qly4oRhHFaoaj4fV42L93H+UHyvG6PZiye8c0pRBoQuPIocM4nU6ChoHX52PlihWU7NvX5OlYKOQ25LEIKWHdopGSksqAQYNISUkGoTdIFeOTDuqVqZQNEguorq5h765dHD58GL/f3yQqHW3cNXUimjlwtrU0axpOqPGye/duAoEAum5h7Zq1+L2+0L3mtV8L8p5keYzyx2azkZaRTp9+/UlKSkITAgiVB5NQmis113UI2ZU70ErJsYpjfPH5Z3z66aes37iRsrIyPB4PZjduhCuEoK6uDp/fj9ViweV0oul654fTmX5pGokJCYwYPpwJEyYw5corycvLw6JpzfSkOp/aujq+WrGC//znP6zfsIF9e/dRW1cb2tQ4JGH3rlES4K5z4/X7kabEZrPicrnQtVPLKi+EwGazkZeby4jhw/nGVVdx/oUXkpKcHKocY5yPMtzLldJk144dfPKfecxfsIBt24pxu+vqJ2CdHM3Eodk2wInel+MbI0HDpM5dhzRN4uLisFqt0aaYNspzMu9pY5mEpuFwOMjOzmb0qFFMmTyZ8wsvJCU5JRRO00Z5DCguLuall15i5syZMQ3ndKDLFJyUkhXLlzNz5kxWFxVRW12N1+/DNA3i423Y7VY0re3miRAttcZO7gWK6kh2Ai351p5kb+zWMEzcdT58fgOrxY7L5SI3L4/LJk1i2vTpDB48GIvFEjMlt2H9embOmsWypcuorKrE5/MSNII4bDpxcXZ0i0Zn5EPnIEKdpRZb9N2FREqB3x/EXedHSg2bzU58QgKDBg7k7rumc+U3ryItLT1m+SilxJQm69as4Y033mDR4sWUl5VTW1dHMOjH6bTgdFjRdS1K0bZmAjxZ82BT963712BKbexaNHmqbTKd/LthmuB2+/B6gwhhwWG3Ex+fwDXXXM0DDz5I/uDBCE2LeeNTKbgGYm6ilJj4/AG+WLSY2c/MZuWqVSTGWzl7eDpjzk7k3JEm+QNqiI8PRDVWu+6lbDvhCltozZg/OrlgR7fyosaNwiM2BA0LNTU2Nm2188niABu2VrFzx1Z279rJl8u/5McP/ZhJl19GfHx85xkspUQiOXjwIH/64x+ZP28euhZgWH4Kw4ckMvZsjYLBblLT/Fj1YP1ITs9DHP+t0bBZW2IdMVvp+Hw6e/e7+Hylzur1HrbuOMzq1SspLt7G1m3buO++GeT16RuTSrGqqpJ//vOfvPLKqxRv24Yh/eT0Tuaayf2YeKHGwP5e4uICWCwGQpxMs681U31Hy3d7G8MdpaVwIvI3hGeaGrW1VnbuiWPVOsFX62vZvusob731vxw6dJj77pvB+RdcgCsurn68UxFbYqrgJJKA38dTTz7FW2+9RcXRw9w3PZebv+kmM6MOh60Cp93AYpPoIupliVxLkMe9A6LhMdHMyyxBhl+cZk1kouF+9FVz/jR1R/QRHW2oyBoplyYByfpxgubiIZq9Dhn/NITUMCUMzRdccZkNnz+OeYsG8dKbR9mwYT2/+93vyMvrw+jR5yBF55grpYC9u/fwxK+fYMHC+dx8TS9unVpHXo4Hp+0YTrvAag2i6SaaiLSte6KKa2ribP/EldA4qQZSYCIZ2F9w3hgNf8DO4aMpvPNBPP94t4w5f/87AwcO5KabbyYxMbHTYhCZvPLvf3/Cyy/NYfPmrxk5PJvvTbNw/tg6khMP4nL4sdkMNCEb52O48dXc/BcZVVgb532TNGrNTNeordda2jb4ISOPRrs50bB4m4tEM7LW+y0b1QNSaJgmFAy2MvEigT8Qx6GKNGb/wcvCLxazYeNGfvjAA9zyrW+RlpYamniiTpSPKfqvfvWrX3W+t6E5Q/v37eP555/n9dffoLryMD/6rp27vlXLwP41JMb5sDuDWKwGQhihF1NIECYNNX/EvyYvQfidqy8n4U9okFxGfSL3RMP3ZmRtliZ+NzgOy9f0frOfBllEI5lkozCajUdEjCh3IlzZCE2iCQOL1STOFSA50UPB4FouvUCnV4aLr9YeYNfuQ/Tpk0dGRgb6SZ5eLaXk888/4zdP/oZ58+dx3RTJ9+7yMnxINUkJXpzOAFZLEE2TCC2UPk3j1HM+TfKxA36IyHsuJEKY6JrE6TCIjwuSnublnLPdnDPczoGDAb5csZ1+/QbSp0+f+lPIO9r2DykCiWGafLZkMX/4w+/xu3fxg+ku/us+LxeOrSIj1YPLFcBqCcl2XByjGqGiUVkLK5amvzWXVvVvuDz+06jMtDFNo91F/K0vVyKqXDXI0PReWz8yElZ9PdDgh8BE08BqNXA6g8TF+clIdTMsX6O6xsaGTUdYu24TmiboP6A/CQnxMVFwR48eZc2aNVx++eWd7vfpRkwUnJTg8/t4+qmnef0f/6DyWAU//UEqd9zkJyvTg66FFFoka4UIjZOEPqKZD81+mtK6+5b8a+751mRoXab2ydr+ew2JFv2MxGoRpKUEGHUWHDliY97C7ezYuY+RI8+mV0avFjxrS15K9uzexRNPPMmCBQvIyYrjh98NMHp4Ldaw6UrUCxMlmKIV6mtmIPpdkghMnPYgeTk+4hPiWLL0COvW7WH4iJFkZ2fXO+tQCoeXIWzbupUnn/wN27et5ZH7DW6+1kN2phebLRhSajQomNbKwnGxarUMtK1Mt/rut5SaLYTVNJWiw+9gCrZaDzQVWiDRhElKUpCxZ+tU1SSyduMxVqxYjcvpIj9/MHHxcR2WpSWUgmsgJlPKhICVy1fw2ZIlHDx0gG9OzuGaK7z0SneHCtApsx6pByEC6LqHhHg/48+XxMe5WbrsS7ZtL8bn93fIy9B2V4IP3v+AoqLVBE0fN1/tYkSBhsUiVRbGACFMBBKbzeC8c4Jk9zZZuforFsz7hMOHD9HxqjmEBD5dsIAN69czuL+Pofk+EhP86HpnzJZUNIeuS3pn+vnOt3TOHWWnsqqC99//F9u376CzlZuiMTFRcFLC2jVrOHjoMC6nneu/EaRfroGum2GzxskWU0VThNQBC4gAA/tqJMULKiuPsWTRZxw8eLDD/h49eoTPv1jKwUOHGZafxqXjA6SldkxhKk6MQITHnQUZaV6G5SfhsAkWL15EScn+k/RcUHHkKF8u/5KDhw4xaICdlCQrUuqNxs8UnUsoO/0MHlzJJRcm0Sstjp27dnPw0CEMw+hu8Xo0MVFw/kCAzVs2U11TzeB+afTtW4XV7oGTbn8qWkQEAR1hQm6WmwH9XDjsFlatXMmhQ4fa758Mmai+WrmCXbt2YppBLr/IzoC+fjQtXChVVsYAQWQ8SteDDB1sJzXFwqbNWygtLSVoBDvutYSvVq1ix/adGIbBwD4mKYkGmhY9S1LR2YTGTE1sVj9nFwgyM3QqK49RXlaKx+PubvF6NDFRcLU1NezfX4LH7eHcUU4yUjTAVCatmCIAAykkdofJ8IJEkhPt7Nu/j4MHDhAIBNrpXagxsnXLVo4dO0ZGWiIXnusnNakOKVWrM1Y0LAgJzVQsGARpyXCs4hj79u7HXXcyFaKkuHgrRyuOkpaWQP++Bi6XP9x7U62VWBEZmpPAsHwvffM0NE1w5MgRPG5Pt8rW04mJgquurqampgabzcK553hJTQqEJh6pMtQlCAwuHKORmSGorqmlpKQEj6f9BUkCZWVl1NbW0r9vIpmZXqxWn2rtdxFSQm7vOhLjg5imQcXRI3i93g77Z0pJaVkZNbU1DOyXQK80gUUPIIiauayIAeH1TtIkI72SIYNtJCY4qKmuxefzdbdwPZqYKLhgIFQgk5Jd5PYOYLcZYeWmBrK7AonB4AEeUpIMpGlSV1dHMNh+05YAAoEApmnSK82O0yFAVYZdiCQx0Y3DEQQh8PsDmEbHy5CUEr/fj2EY5GU5SUjQ2rKcU3HSiPASA9B1H5kZduJcVoJGEKNTtkJrTF5eHrNmzep0f09HYjPJBImUYLVYsNlC67ZCqC5cVyAAm9UgtJ1m48Wo7aFhtY/EahXoWsR3lY9dha5LRP1pFyc5+7h+eE/icOhYLFrD2lFF7IiUv9AOEVgsoOuijbvetB+n0wlARUVFTPw/nYjtzrP1a6MUXUvE6N95BSiUlaoi7HoaCpAM/+swUSs7QvmpCmd30BWp/uSTT7Jly5YuCOnUJqYKThWfnoVSb92LOFmVJKIvVensLrpiFfAll1xyipgpaymaPYFBs4sIAsGi2QwaNJuiYOPrWNGFZ4eo6rFL6cT663ivVOXYVYjW9kvtkH+R3FPlscuI7D4TtV1gKB9i18woLCwEYP78+TEK4fQg5pstd0dB8h+x8cU6nYNVoT3tz7vQR7/eJpbm3iaps+crK9XpAfrnGSRYOxZmsNLK8jU68QMCDMk1cEWlrKyxsnydRkZ+gL69TGxdoh86YfBadnz8rtMI6hR/ZcWfGaBfHxPfXhtbAyaD84L0imurbAL3ASsrtmn0GhzEqNZIzwySmWJ2/ZH2HaGzskB2Te/Bf9TG8g06pRVQMMZPQZ6Bqz3HKxo6O9daKbGYFAwOkNnmfA6xf6cVt9Mkp5dBfIcyWFBTZuWQaZKeYZBk7/wUi96BM1bMnDmTIUOGsH//fnJzc2MY0qnLqXX6YydhTQ4wJsfC6hV2jEyDlDQTvSWlIi1sXuBi5WYrVf4TaB6p89kfk3hjoZ0yd+NndU3HMCxITRyXquYxOx/9x8n6Mh01Kbid6BqHv3by79V2SiotrPnYyeqvrdS0y6whw/mjh1vMGnozree9RU4+XGejpE71UE8Ga1KAUdk6CB0b4GhDLWMedLHwMxe7yzTQBMK0hPqu0sbSz13s29d2TSWljtBOZvxfcGynk6932TgWw2VqsZ6ikJ+fz9KlS5k6dSolJSUxDOnU5bRowLYXYZEkOMDvFVgcEpu1tRdJ4KvVcPvAPGFzSnCsVOdIpkagSQdJxPs490I/uk1ia1qgTUFNrYY30JX92R5SSQuTrDzYtcvCocMmm0sErsEG8Y72paQt1ccF54HVLpFpRmgmW5NnvNU6x6wm/lN0HbuI+nsSHsQcYZHEOwmlsYAWzzGOQvo0KqogOyBAGOSOcJMpJHaLjaIqDV87lv9l9fEhNbC0p9fYBNMv8EmBISNTTzuLhqX8XUFhYSHPPvsseXl5vPvuu0ydOrWLQj416JEKrilrlsaxb7eNFas1Sj0m191dxzVjDJbPjePd5XbKtmmMPUdj3xeJ/NVtcOPZQf79vpWRV3gZ7bTzf6/YWbZbkN1XsuNrnYoN8fzn3w5uuUKy4wi4SzUOHBDUeiU3fK+WiWk2/u8NOysOSW75Tg2XJXdDpHvM3oIGmXkG+nKdY2U621JNLoq38dkcF/NW6xzyS267p46zgja+OKBRuVOjJjfIuYkaK1fq6MO93DhCY8GHVlaVSC4fD1sOSq652s0op5W3XrPz+XYN50gD+x4Lew46eSPJ4Nvf8VBQZeOdTyzstxp8/546zi8I0EEL9ilFl74Z0srad+JZeVSjZJ/GrlKYeJOH4bqF9z61svkgnDPapGaPhY27Ba5RVi6IF+zZreE8P8DwQxY+X6VzwGnj5qtM9uyWnHOZm8tHC9Z9bqFvH4PAfjsvfWjl60oYeY5J3T44e4qbK8dJDixz8tonFopr4KZbPeQetFBco7N/v8buEug90cvUYZKF/7GzeptOxig/d93koVenpgEgQkunohfZyC7ar7ywsJD9+/fz+OOP89prr/Hwww8zevTo+uUEPZkzQsH5jmrUpPi5dYZk/4dOtuyzcLiXDbcmuftbPta/acOtCfw1OiVVErdPo6xcp2+djVULbPgG+PjBTX5y4jU+fT6OsqFeJo73cVaCgzm/c5I7zs3t1+h88Ccb/lqBPtDPtXf5GLXRQVGFhQN6j7QEdxmu7CDDPVb8JRa0fkFysg365Po4exIc2xTHVrcFr9BZv0ln4LlupmZb+eArweiJPvYus7Itx8s3Jgt2vW7BkuOhv9OK02plzcd2PDl+ZlzrJzMJDqxysF4PMnKIn5H9JUalyXcHmqz/0kmFW1Dphwxbd6fGydHlzR4BgTqd7VWScd9wc1WFna11dl5bLhhS6OaGEQbJDgmlTuZthsEjvYzI0VjzbhxLDZNBU3zY0jR69/cxIsPGrK+sVNSFelY11TqHN9n5uAwGXVHHLb00PJrJ/lU2NKfgSLGNd3ZoDLnSzS12K9uPWijfY6VYNxl7hZurjtl5aauVsnwvt02r5aZDDt5908aWrwNYBfSI1kyY3Nxc/va3v7Fs2TLef/99xo8fz5NPPklBQQEDBgzA5XKRl5fX45TeGaHghAm9+wQYNBC0VPja0KgqsRBICpA7QHIozsb+5kq+MMnsJ1m8zsamdMmACwNkuCS+dJP+/QwyghJnUNI3O8CQAZDmlOiAxQmerU4WfmHjyHCTYFpXx7hnIRKCDM6CfUd1cs/2kZkSxH7IwYqlNhYvtZByYZDhfSGQYNB3kEHSURv711r58nML3krBJSN8nJ8liXeALc4gMWDBapVk9JMcWG1jU4Yk90IvvdJN0u0G/fsapMeDx62xabWThUstnJXlw1ATDzuEEOBKD9J/gJ9BcVZ2l2r0idMo2eVgZ56HCcP8pGLS6wj06WWQnS0pS5Y4kCRkmKSlQ78cgwyHDCmeBp8p265j9vIxrCDA2VkmQRP0PRYOWjVKiy2I+CDDh/oZnS45vMBGlU8Q1zfIgAF+Bh+yYtmqgxTs/drBF4sdLPsaJowXBB09xQLSmMLCQuLi4gD4xS9+AcDDDz8MwIMPPtjjJqPEVME1HjPo3t1MrBbQNVl/QKimgzQh6BG4gxCMbDYQhGAgNB4nMcktrOX7BRYO77ex9Eudo0e00FidKQgEQ/v7WfSosw6lhTVzbXytGQwZHkAkyW6fiBgiMmfrNCy4epBhY4J8Nt/CkASJvtfJX1bqDMz3cUsCbLWGlz9bwGY1iUuUJOYF+fY4DyNzTFJygmTWNn3VDXLOr2XGQJ3DJXbeejmeLKfAHBVAmgL/YQdvvWLH08/PyJGSxISTWmJ90nRKrnXRLMrm0K2hcqIJEBaDwhu8pGgaezc6+OM2C5MH6QQxMIOCoNl4DnDo+EhBMCgwTDAMMPyCYHis1OsT+A2QCAKGJLL7ldUO/hqBNwBBf2jHTQToFolFC8siYPMaO0MKAky8xodRZcPVVZOHu7goLlu2rH5t3Pe///0uUmjxjPnJYnZEvo75CTt2NHMdI2Lcg+vsAdq2hVm7LY6nX3KwYrPGht8mMLFAMmxA4/mLzv5efO87+dVinYyAhvQKLh5iULDWxl822RBHwHvMStFWC/OWWdh1RGPyt9ycc4nJ2wviuP99F5d+w+RInWBYI59N0rNh91w721ySigGS2gKDsRlWPnghkfLba7n9Yj9ZrlNC650mmGQOC5KyTjA4ziQ72SRxv513PrMycIxJn2yw2hretZSz3Nx1zMU/P4ljaXyQW26rPd60GLCwZbGVdxZa2H5Yo9dYH2OHBfn0P3F8+DfBRdcH6KVrLPvIhT1NMniwD49PQAymjLeV0+ONEdTtcPHcK04WbIJbfuChfwCISn/DbeHTj63s3KFzIADjrvbTq6/BplUOnlho5fppPtINQrOARBBflZPf/C6RIROCDMwSfPlGIh+/K8nKM7j7Uh+FW6z84+kUnglKhk/yMjygEZcdoO84LxctcvK/s1J4zg9XXuMlr9fxy2cSnPDFPAdH7dA3SRDUwZVpsPXfdkxXgIzz/STGYpShizLU4/Hw2GOPUVxczMMPP1y/Ru5MoAeaKCXOPh7uvd/Lt/2hSi/JJXGlmsRb4eyplfTTJCkJkt43BbjYI7DrIFwmaQ5Bv2xBdQAsEuLTJJpPMGI8+AxIyzCJ1zwMHC9wByAxRcJ4QUKagdMR5NZHfehJJk7Nz88KBIYGpl2SmSQZdq+X8bXgTDVJa+cMQAXoKR7uvM1LXJyJw2Jw5w98XO0GWzw4bSYJuofHx0FioonLASMurCUjX+ANasRnmOiHwXSBxSqZOL6ONDsEU33kjQnlrStJkhYnGVHgpdYLCWkSlyG4pAawgjPJJKWd67HOTCSOXC933utjqhdSM02coz2MEpKkRIktsY4r+4F7nMDjFQQ1SXKqSVoC3HBrgIkeSEk3sffzMQxJYqJkwDcNRo4X2JMkLlMwpQa8gNMl6ZUsMfM1hl8CXhNcySYJmkB3mLjs0OubAYaOB68B6RkmjqCH0SLUI7cn1fGLLHBYwF0n8AMuHaxxJgk2QVa2wJZgEHcaD6F7PB4efPBBRo4cyeOPP97jxthORIwXekfTdf1x3WnQp2/z9yxpBnHha0eGQdPhMWcOZDT5LaXJD30So76kRy4kGbkNrcO8OBqTaZKceSLJO4fOMq80yjEZ+dNNRi7NJL0+syTp2WZD0ofpE3VtjTPIixNUbnHwh1kJFO3QSDjXy6Ask6zE8AJvu0likxcgPq5xC79p3vcEYl0SdYdBXp/Gv9UXGYtBqhNSm5lZnJ7ZOE8Twv+7Ug2SUxt+T22aJw6T+FSaxZoSpH9K498S6m8a5EXq+2bcd64uaH4/oFjmRbRyu//++2MY0qlL7Htw9XVhd5grz2DEcRcn7d3pN3onie/r4c7veJnqA2eKefrsXhIjTr887EmE6sCuaiK+/fbbpKSknLHKDXqkiVLRmFh0504fLC6DvBZ682cqqpnZ86moqGDatGkcPXq0u0XpVk5j67KiJUQMlFFXLUpVKHo6EWvISR5+1CofffQRL774IqmpLdhuzxBiouAi9avX48XjlZgydGS7qiC7jtpaK/5A5EDLSJFqn+aTQtQrS4/XwDA0lKm5CxGSQMBC0NTqd8E4SQ/rN4qqrgng8xsIcXoan087pAwdLCsEXq9JMChjuhfl3Llzue6662Lk++lDTBSc1WZDt1iorHSzc28cbrcD2cnHfihaQ7Blu42KSg1N00lMSsJq7di2DE6HA4vFQvlBP3UeGaUsFbFGIKistOP1hIqp3eFA1zu+waKuCeJcTqxWK3tKvFTVGEQd890pMiuaI7T+VCAIBGyUH/RTW+fHarWixWiXo/fff7/HLdruCDFJ3fj4eFwuF4Yp2brdTk1dpOWvKsauQAKbtpkcq5IkJMST2bs3DoejQ36lpafjcDopPVhHZaWJYVhQ+dhFSMHBoy7qPBaEgOTUVOwdzEcABKSmpeF0Oik7UEdVlUSahPctVaMVsULW/5VUVCSxd7+fOreXuLg4bDZ7p4dXUlLCtdde2+n+no7ESMElkJebg8vhoGhDHRWVdoSmEdpKQYa2EFF0LjJsz5eCgM/Ohm01VFT5ycnKold6OhZL++cTCSRDC4aSkpzCkYoaln+VzNGKNCTWcKk1US3/ziZSJE2kEGzfrXOsSpCckkJObh5Ol+sk/BYUDCkgNTWNo8dq2LPfSp3HzvHnKig6E0HEFmmjeFcC+0slwaAkNTUtJuvS3G43+fn5ne7v6UhMFJzNZmX48BEkJiWxeftBdu6x4vVZkDK6QlQVY6cidIQEKQX7ypzs3uPB4wlwYWEhWdnZ4bGW9iElnHfhhQwaPBhNCD5Z4mdviR+kEdrgU/XKOx2BGT6pLrRH4qZiN4ePBhhx1nD65OZgOQkTJdJk3AXnM6RgCELo7NhjUFklkRgxnO6gkIApNQzTZO0mL6UHDJKSU8jOycF1hi287mpiM8lECCZOmsSIEcMxDJ0/vuJl8dIE3B4nDRWiqhg7FxOJBsLC8iJJ6QGToQUFXHnVlWRmdnCFuRCkpaVx2623MrRgKFuKq3jpDSs79ziRMmJ2VnQqMrSnogS27XRRtK6GlJRefOtbtzBgwACE6PhkLSE00lLTuP666xg4YACrikz2ldiQpkXlZEwReD0JvP+fVN79uIrK6iCXTZpIwZB8tJNpsChOSMwUXEFBAQ8//GNGjx7Duo21PDazmnVf2zBMCyJsEpER23/U2WUyuoN3opLc3Kaosdhso6Uw2ulOhntYsrn4NnUQiVujOEpCZsFQ7yn0u4aUOqbUAcm6rzP5vw+CSNJ44MEfcv75F2C3d+yMFwHomsblky/nxhtuJCk5lff+c4TPl+vU1tlAamFFF8nLJtXkCdKpxR1XZONnGqdZJ2RsG/IvOtzoT+P7YWt7G0WS9eE2HfOSSNmQj2b4mY/mC3bttXDvfd/nmmuvIykpiYjrjqJpGpOvuIJbbr6ZI5UJ/O2NeIr3uMJTwEKRCsX1BOtCmilnzb3fLbo90f36nXMi73szjiIbpEeH21LetuFda/xjKNymcWotjrLR31B+PWGQ9wAAIABJREFUIkM7Ov/rExfP/MXDhq9ruWj8xdw7YwaDBg3ukGVF0XZiNrJst9s5//wLuO/eGWRmZvH1Njev/K+T/WUpmJoViYaQJshgaPpsGCFCL6mob8e2TqhaDT0rpGy4jnzv6L5V4QImkAghmxToBv9bF7GxDEKAEGH/6uPb4F+kBmyIQySODWkRUig64b3RkaZACCtS2lm0tA+/ed7L+q8Nbr/jbq64YgqJiYmcbE8rMTGJ2+64jeuvuw6LJZ735wn2lSUhNSuIUE9OYDYzthodr+PTRvv/7N13fBznfeD/zzNlC4BFrwQIsPcmUoUiKUpUiSVZbrJlJ06i5BwlvrNTLr9fzsmffv0ueV0i5ZVzFOWSsxXHkmxFsorjIsmiKiVSLGLvBMECgADRO7B15vn9sSgLEACXBViU71takrs7O/Ps7Mx85+ljXIkG9y0j91myUUWPffwk/H7DftMRiyZuN/Ex/P3hv9/4x2vi9x34e+CCbKBUfN8pQ9Hbm8f/fa6En7wWpbx8BZs33Ul+YQGGcWOnq+4/vrKysvid3/s9brt9Cx980sv/+sc0Pj1YRiSSg1a+/tQZxKuORuxrPfp5NnKfDX7N0R5jnTu6f/0Jx7/q/+/Km6eEczxxu2rEuZmQ3tHuOMc6Pge2O/I7jXoO96d9aPaU/muYUmjTYvf+PF58rY8jJ7uomLeQ3/393+e2226/7oZfInnmd7/73e9O1MoN06aivJxoJMKpU6c5cbqVjs4syos95OSGMSwHNZADYOgAGnimE54PPBKPxfjdjx7zPLrWjFzithIvRfF06P5+LBpGnC4j05i45aHLnhrxgMTUDS2TsM3ByumB52CogSDoglIoA5pbcvj+Cxn887938OnhdhYtXM43v/lNli1fimHE5/K50fvEjIwMFi1aTEtzM/s+reRirU1eVoDCghC2JxKPPRiM3ONj7iOt0AM3D1f8WuOFiv7LXsLn9IgL1FDfrsQm8Ff+rgqGflOV7LRGwy+2KuH34YrvMvL7xn/T4fVdRvzbKg3Y7DtYwDM/NPjJz9ro6LT41h//Cfdsuxf/TbgYDu4XrckIZBAOhfj000McPHyJQyc1kUgmc0sdMjPCGMrt/00HitCGH6tXO8fim9KjP4CB27fh59yIc0sN/KGu+I0T03G114edw8NSPfpxlnj86MGvPkoQHDwM9MBujX9K9U/LpS32Hyrgn/4tykd7OikqKOFP/uTPeOSRR8jKyur/ejc/B9fa2srBgwd54IEHbvq6p5sJHarLUJqsrADfeOIbZGVm8/QzT/P6G3UcPelh/bp8NqwOcOuaKBVz2/F5I8BQUBvrYjPiUhY/KXT/ZwYXGLx8JdRZXEuoY/CAHchVDft0QnFcfP2jr3sgKYNp0IkXfJ3wvP9utf8PPXT+DfuO8fdcXNciHPZyqirAux/H+GRvJ0dPddDcGiI/r5Df+vrXWbZ8OZZpJ5zGN3YimaZi4YL5/Omf/RmXGy7z/s49nKlS3LY+h3Uryli/ymXh/C4yMoIYhk7YAaNveui3UsNy8Oj+C8Ww/TpUfDa4jxJXNuJ4GSoK7M9gDlt2qPjtiuuWSvyHZthu0wnpHBa19fD1jLGbhw5LBWog922gXUVdQxa7D3jZdyTE3v1dVJ0P0t0b5dEvfoktW+4iMxCAm/AbAuj+1ramYbDt3m0cPnyIn7z4IgePtlNXF+S9XRncv2Ue2+6MUFHeh8cbGZFbSTgeB9KkBl5n8IdI5mbhinNHDf/t9Ki/zdBTPfj30AEw8JpK6EWd+HurhN9Yj/yNB/fRUBoG0zjsWLgyrQPneCRqcbE6h4PHbfYe6mb/oU4qz/WycMFy/tu3v80jjzzSP7pIvGewFFBOLKVHuzW6qeKr72jv4LnnnuMfn36ay5frSPfbZAZM8vMUpSUeMjO9mMPaLahRDr4xriKDwzxc/+EyZg3PwO5JXPVA+fuNHJ0jN6RGfNkxrmeu4xIKRentc6i/HKOh2aGzK0bM0axdvZon/uiPePizn6W4qOiGOgWPnmBFLBrlldde5a//519z7lwV6X6LQLpFdpampNgkLzcNj8dksNwm/uUS/hxaG8PevfL1K5Ogx6yzGOt3G7zx6d/SwIUxqXgx1jKJ12Q15lF55Uf08Lv+aMwlFIzQ2Byj/rJLe6dDb18Ur8/P5z/3Ob71rW9xyy233Fjft3E4TozL9Zd57bXXeOGFFzh1+gyGcsnNtiguhKJCm/R0C6/XxjSGCswHvtDg/cnI7zp40R9jw6Ps18Hf5YoFRy6V+K5OOLIScuAqMXc4zmqueuUbSujI+Mawd+LPojGHnp4I9Q0xmltcOroc+vqirFm9hv/xne9w3wP3k5WZGS9VmUCVlZU8++yzPPnkkxO6nelgEgLckJaWFvbs3s3xE8dpbm7h8uV6WpqbCQV74yfKsDukYVmykcke9teot4uJAe/Kq9+w5RzHpa6+jt6eXjIDAQoKC/F47OFH8hXrGO/sTWK5EbmWsZcdnlY0uG78dAsEsqiYN4/8ggKWLF7MypUrWLBwIYFA5k0ObsN1dHRwYP9+jhw5QkNDA41NjTQ3NdHb04XWGmXEv964B1YyF5nRr3pjr2tgff1313X1dfT09DKnuJhAIIBhqISLIKNftUau72ppTCZNI9c1lCFFo7FtL8UlcygqLKK4uIjly1ewYuUKysrmTng9jdaa9rY2LlZf5Mjho1y4eIHa2hrqLl0iGOwBreN1f1fbT6NF+bH224ic0LDlkw0+/edtfX0d3d09aDQZGRkUFRbi846yz0Y7lsYLgCO/TxLfRRPfnz5vGoVFxRQVF1FUUMgdGzeyfsMGAoH4RD0T3bBEAtyQSZ1NID8/n/vvv587N20iEokQDocIhyPEYrFRy9gng9bw+quv8sMf/TudnX2Uzqng//l//5Lly5enJD1XF78KKKWwbYu0tDQ8Hg/p6en4/f7+hggTewJlZ2ezZetW1m/YQDgcJhwOEwmHicaiaDf1Pao6Ozv56csvceFCLR0dvRQWKL78ld/izk2b8KfF+x1NlaIhBZimgdfnx+v14PX6yMhIx7Y9KGPiU6mUIjcvj6ycHBYvXkIw2EcwGCQUCveflwP9HVNrtFh48MABvve9f6SuvhkA1zH4+tcf4pFHPkcgM5CyVFuWhc/nw+v14vF4CAQC2LYtLSZTYNKny/H5/fimSOdGrTUnjx9n//5PaWttRWtNTU0NpmGwePFivN6bP4zOTOH1ePB6rq/7wUQYaCGoNfzg+9/nox0f0dbehtYu1TU1vPXWm2zatIkVy5ZhmEa8sFIuOINMwyAQCAzmMqY6rWH722/T3t42eHPc1xdk186dfPazj7BixQrMG2x1Kqa/WX0ExGIxXnvtNQ4ePkw4EgEF3b09nD59mu7u7lQnTyRpIMeoNRzcv5/XX3+dyqoqotEYAKFQiN27d/Pqq69SV1/PVMiRiBvT1NTIgQMHaG3pn+9Mg6tdDh46xL59e+jq7ExtAsWUMKsD3KVLl/h4507aWtuGvX7ixAna29tTlCpxrQaaW58/f45/+Zd/4cCBA0Sj0WH1JsFgiJdeeolf/uIX8dx6qhIrboqdH33MyRMnCUfC8Rf671nC4TAnTpygpaUldYkTU8asDHBax/tOVVWdpam5GceJDXv/2LFjtLW1DTVeSVH9oEiWpq+vj5deeol333uPru7ueLHViEaplxsaeP655zh56iSuKwN+Tze6v2VOY0MD27dvp6amZlg3g/goI5pjR4/R2NgwYuxbMRtNeh1c6sUP+J7eXt741Rtcrq+/oi7mwsWLvPzSSxQXF1NePpeb0VFaTJy+viD/+n/+D6+/9jper5f7tt2LZZscOHiIlpYWlixezPoNG2htaaWmupo333yT8vIKKioqUp10kaz+/nuRaIS9e/YQiUS444476Ont4cyZMziOw+23305paSmZmZkoZRAOR2S0kFluFga4eBvg1155hXfefZeuUerawuEwL7/0MqvXrOHLX36UQCAz3s938hMrrkJrTVNjI/Pnz+f/++v/SUF+AVmZmez+ZDfnL1bT0tzCnJISfu/xxymbO5fu7m46OjowTAPHcSa0O4W4iZRCaY1tWtx+xx0sXb4crV2OHDrMU089RWdnJ7/zu7/L5k2bMAyDrBuY5FfMHLMwwEFzczPvvPMOly5dGrOoqrmlmV/+4uds3LiRZcsGmhxLiJtqlFIUFhVx3/334/P58HjizbErKyuxzPjhbds2BQUFLF26FA0E+/qwLOuGx3YUk0sphTJNiktKKC4pAaCttRWfz0dvby9FRUVUVJQnDLUlZrtZF+Bc1+WnL73Ivr17CQVDowzhw+AQDR99vJNfv/kmBfl55OcXyDkzRaVdMQno8EGQEn82NeryYroZGsVkRJ9sCW4iwawLcMFgH7Zls+2eewgGQ8RiMaLRKCdPn6KmtpbMjABFRYVYloWjNcePH6eltY28/AI5baapVA0iIFJBzlIxZNYFOK/XxxcffZTfePBB3P5RNxzX5X/9zd/Q0NDI0iVL+NP//mfMnz8fV2s8Hg9lpaVy2kxjrutKkBNiFpp1Ac6yLIqKS0gcFNBxXTIzAxhKkZ6eztKlS1i+cmX8AyMGcBXTxdBQ7xLaZiI5H8XVzboAN+TK0dET3xusw5HzaFpShnTtEGK2k2ZkgESxmUfGmhRCSIDjhqeSE0KkmJy+YjQS4BgY4ifVqRA3jzQVn23k9BWjkQCHnBwzldTCCTG7SYDjGmawF9OT/LBCzEqzPsDJtW8m0qhhE5vLrzzjSWZdjGLWBziQc2MmMoZHOCHELCQBTsxYEt6EmN1mcUfvBHIlvC6Dw1/1T2VyZX+Lm100OPKHGn39Wg8Mz+WgtYvbP8Gt1m7/SPMTa2CMnLENfzc+Oeso81UkvC5GkmJncXUS4ACJcNcuccbswQu01gnX48Tx3m++keEgcWZnlGblqlV85zvfoaW1jYqKckrnlvYvN/xzNz9Nun8AuLG3oxKGiRv81EBfFaVQSg0bO1OOziRIvBOjkAAnrpnrujRcvkxVVRWVlWepr6+js7OLcDiMq51UJw8AJxYjGArhOg4HD+znzTfewJiEyU2TaZGrRjyzLZvMrExKSuawaPEilixeTHFJCR6PR4KbEDdAAhxIL++r0DC4j5RS7Pp4Jz949gecOnWKjs5OwqEgaX6L7Cwf6WkeTFOqdpOh0UQiLt3dIdq7QhiGh6zMTPLzC7h329185atfZf78+f2zjkuoG06N+1QIkAAnkjBQmKa1S2NjMz958Se88eabmEaUdavy2LzBw7rVPeTmduHxaozBbIwEutHFZzrQSuO6it4ei8PHM/jwE82+Q+c4dfokp0+foqe3jz/8oz+kvLxCquLGJDtGjE0CnEhad3c3P37hBd7/4D0Wz0/ja19IY/PtLnPnhMnJDmFbDqihaWrAHXtl/bOmj/rGKLOrj/remOvTI8oKJ+siOE76EpfSRv9iLhqF63pYvdLDA9tMPtlbxGtvxNh/uJnXXnudO+/cRHFxMR6Pd1IayAgxk0iAE1eltaa7u5sf/tu/89yPfkRZYTff/oaXrRvbyc6KoAwN2o0/AFD92T6DwWA3shR4vIt1wmqGRYzE2HnFx8dabpKDgh7x91gS9o+pYuRldZKXrSgr9nPrWh+v/LKI199o4cWf/Jj5C+azfMWKiU33jCA3AGK4WR/gFKDlvBjVYOtIpXjvnXd46aUXqTp/ji99O4eNt/aSmx3sz7GpEftQJ1zgr3VePTX2sskGq5TldNSo/xxzKTUwXqYGHNCQHehh7aowBfle2toNPtq3i8rKMyxatAjbtiUXN2jEnYROfE2IOKkkAelrdBU9PT3s+/RTampqSU+zWTxfk5HmJDTN1/1N38WN0hqUdigt7mXNChPt9nD40CFaW1sSlpF9LUQyJMCJcWmt+fVbb/H+B+/T1d3B5z6Tzy2rNX5ftD+oycX2plIapVxAc9edLqXFMV566WXeeWc73d1d0uJXiGsgAU6MSRNvWPL2229z5kwl5aVZPPqQyfzyKKaRXIMKcY008SAHLJ4fZuXSDJqb6nnjV29Qe6kuiVFShBADJMCJMSng+JGjnDhxgmAoyN0bM1i+LIzXFxmse5PL7U02sDuVxueNsGJJOjnZNgcOHKC+rj4+BJnscuTYE8mQACfGpJTi+PFjNDc1kZnhZ+vGEMUFQalvmyQal2WLDHJzDC43NHLpUi3hcFgu60IkSQKcGJPWmtraGnp6uikpzqC8IojfE5R6oEmjmFsSJjPdJRKN0tzYSDAYlN0vRJJmfYBLHIZKjKAUPb29RKJRSov9BNIVKAdpWDJ58nJCpPljKKC3r5doNJrqJIkp7vjx45SXl6c6GVPCrA9wYnyOGx/lPitg47GHxskXk0BrfL4othXv+e448c700qvlSrJLhjz//PNs2bIl1cmYEiTAiaQYhuq/sErXgMmj46PEXNH3XS7nI8kRGbdr1y4A1q1bl+KUTA2zfiQTkayBztzSem1yyQ2FSE4wGOTP//zP+f73v5/qpEwZsz4HpwB3YCqY1CZlypPL7GRTjD5gtfwSYrhgMMif/umf8vjjj0vuLYHk4ECuF0lTCY+bu9PcZh/Pv+7laI3CV+DwlS8GWV0Rw07ZXYei+Vgarzdp7loTYkXBODMjTCjJwSVjNt+ctrW18Zd/+ZesXbuWP/7jP051cqaUWZ+DSzR0KZELSlz/vGWTsaVemyPHLXxzoyzIURy5ZNLQm8rLlqKnwcP+8zbNfans+RffB4PHpbT4HWa2743t27fz4IMPctddd0lwG4Xk4BLn8BqY5UXrYQPaKqX6n9/M02nkxTtVp+oVk68NezapIcbSLF0bYZ3y8HGnh/df9JKZB9W1UHZLjGiTyckLBgtuD/PgrWGK0wxqD/h5bZdJ+uowD6+Cuv027xw2aTVdPv+ZCPqiza7jJm1el4ceCbI2w+KttzzUpsf4wl0u7fttdhw3aItpHvxCkFtLDPa852HPOZP2FpvqijB9bR5++q7FoQsGWStjPLItxELl4aMDNp9ccrn/viC3L3DwTdjOUv35ZhWvCb3uY3Eij7kx5vabIPEJeBkM+INbGpgBYwa7dOkS+/bt4/nnn2fJkiX8+Mc/ZsmSJalO1pQkAa6f1vEpXto7Ovj4o485f/78sDnFFPqKUdyHAt/4Rl9OjfL+xF0Qxkur6o/sA+8PLGsog7q6OrQ7mcVziuZWg5xscDtsdjRqlq4MUxy1ORbVLCo0OPmRj4Ich1vTvbxy2CatOEZxjqLxqJd9zZq5qyMsbvNSedzPp82adcsi3JKnKcsxOfNrH9pyWLkgRl4amPOi3JkFrVV+6hq8OMcsTodcltwaQVcZNBpQfdrGm+OwvlBRe9jLJ7kuWUtMai+ZzC+KMjdHY03INXX4LUZXVzf79u7Dsiy0jg/IHP8/ueNGKWPY+jTuNecIh03Xk7Dt+DE0fCeMPKZHu5UaWN/IG8rh6xg9HVrDuaoqurq6Bha+pu8yXVy6dImnn34agKeeeoovfOEL3H///Tz55JMS2K5CAlw/wzBQCirPVvLMP/8zXq93+Akzstpp2IzR40hmOaWu/+RMpjps7Ezale8Pe1nR2NxEOBK5vrRdq7DJL57PYNEihy98Lko0V3PUibL+jigZ+z2UFIdZv9RB/7OPuhqbjLBNix3ji5uCrCgw2f3PJntPKqw8A3+fhTdf09vrEi41KFsUpjwPwukQC8GCMoeCXI3V5aW22uZMlYk2XC4fMcj/jSD33Bslanv4uAYudike3hbllvlhzvZl8lKDRWMFZGXGWLsyyvzcibwB6P/BlOK9Dz5g76f7iEWjw46X5AuRx8llJZldV6PkArVmnFzTVQLcYBFs4nKJQXjsmzINhIJB6uovUzqnZMbOlZeXl8cTTzwBwF/91V+Rm5ub4hRNHxLgAEMpli5eTG5uDtXVNXR2dqY6SVOGaZk4jjNJG3NZsjzCA3dFWFEGZwzw+zVpHkWoW2FnabyZmlwLasMmLU0GnmyN3+8S8Jq4UShdFGXpqgjFaZrcPA3dNrWXbH7xssWabUFuvbOPikM+frXDT+sCOH7Kwkh3WLzEpTldUdMNxabGY2liRvy6HQL8Ho3HdsnO0QQvKULR+DKWMZG5huF3R42NDVRfDBIOhydwm9NHYkxesGABOTk5qUzOhPH7/ZJTu06zPsDFbz4VDz/yCP70DGqqLxKLxfrfvf47wolqmpFYjDjOxq+8Ix5jcZ3YRWJY0VB8Gzt2fMiRI4dvNNnJsTTLbgmzYVWULGUnvOGSW+RyLmrQfdngYgQysx1KbZcd9Sad3SYtPk3uXI3bpVm4NsKmMgj1KFzTYf4Cl+Bzfk6csygvirB2VYSdP/Dx0TmLY94YX781wupWk11dmsIsCEUMQn0WbR2KUATmGIq2XkVPn8WlGkVBukN2mqJ1gnfHsJ9Ya7betZVly5b2Px0rZzP050gjG1Alk1NK1njbHW3to+XcRqZpPImfsy2LjZs2MW/+/KQ+K2aPWR/gBtqYVMybx1ce+wrBYBDXcaZuRbUeKrIae5nBP5JYdvT1aa1RCpqbGjlx4sR1JfVaqLQoa9doKnI18dDmkjsvwgorRqbXoXBNiLxTBscrNXmbg6xbEaZMuXzmiEVTpYUbdph/R5Bt50yaT3l49xwU5GmCvRAMgW9xmA2LHIwWkzPtikVrI5QURJnbCtE6g0v+KCWFDms+b1Lbqzi818L2RFlb7LCmEGKNJp/UKcI5Ye5dGaY8zyRYqkhPn9h6H5UQlpYsXsRvf/3r5FytiOp6jt3RAubIovOrFaUnc5yNXHa0uulkkp/wOcMwyMzKilcrCJFg1ge4gZyQoRSZmZlkZmamOEVTh0bj8/kmJdar7AifeTCKL8vFqwBcSm8Jkqk0WWkuvkCYdYZBR58iLcslL+DiMVzu8UZp6VZYAZf8QIy78xUtXYpwDDIzNdFQPBdmLNPk52hUn6I9RzF/tUteANZ3GHT0gSdd4/dqMizF3E5Fdwi8abBKabLTNX3dBj1B8GRo8nNc0kyXZSvA55+chg0KMC2L3LxciktKmN09v4RIzqwPcGI8Cj1JOVnlcSkpSXxFk5bjkJbwPK/AIY/hy2TkOmQkZmhyIH28qhg/ZCasJK3YHbFO8GVA0YjXsgIjG5JoMrPG2c5Nokf8HSfBTYhkSEdvIaaoGdrqXYhJIwFOCCHEjCQBToxPj9bqTrIWk0JB/BRVI18UQiRBApxISiTi4LggwW1yOTET14335pfQJsS1kQAnxmXbNoZh0tQWpS+k0ZipTtKsoYCeXj+RqAlaYdk2hiGnrBDJkrNFjEkBubm5+Hw+LjcE6eoC17UkLzGJWtq89PaZoCCQmYlH+noJkTQJcGIcmsWLFpKZlUVjczdHjqfT1ZXWXxcn85RNPJNz1RYdnYpARgalpWX4/f5JmsBIiOlPApwYk9Zwy623MmfOHCLhKB/sNqhvspGGDpNFc/pclLYOl3nzKigtnYPHtmXvC5EkCXBiXOXl5Wy8/XZyc3LYd6iVj/f46ej0xN/Ucqm9+YbG2e/s8nP8VBddPVG2br2buXPn9o+8I/tdiGRIgBNjU+D1ePnKV77Ctm3biMUsXvpZLweO2oTDAzm5+ENrlTAGZrLFl9OpmDPZ76Wv49H/Sa0AA41JOOxhxycezl6ALVvu5otf+hLFxUVTd4xUIaYg87vf/e53U50IMTUpFEop8vLyWLhoIZZpceBwFbX1YRbOC1CYH8MwnYF5pmFw0stkcxnTKTeS7PdS1/zQA/eZSqO1ycXaPF54xeS5V/ooLrmDb/7Xb3PnnXeSlpZ25eaEEGOSsSjFVdkem1s2bCAnJ5uMjAx++sqL/PU/dHD35iwevMdk8cJePB4HRRRwSCpXdrVJWKej8WJfYnGuguFf2kMs5uP8xXQ+2BXl4z0R9uzvxeMr5I/+62+y5a4tpKenT0yahZjBJMCJpCgU8+Yv5L/8wTc4W3WWt956ixOV3ez+1MeaVWmsWOxn8bwo+blRPLZOaqJxVH+uT9/saDdUj5VcQkYzMk16lNdHWW7MKdGG1qFUPMcWjSkiEait97D/mMveg2EOH++jrr4Xy/bw+198mM13bSUQyJyxs1ULMZGUHmvmRCFGobXm7V+/xT/90z+xe/cegqE+sjJ9FBd4KS6AnCyF7VHxksorjqzRgsbIYr9rPRzHjmBDa1cjmtZffcixK8PZaJ8f+e/x0j5KgItqwmFNcxtUX4rS3NqHbXtZvHARD3zmMzz22GOsWLlS5jkT4jpJgBNJ0oOzfHd3d3Hk8FF27vyYPZ/sprKqksamZnp7e0BrlHG1eZlHBqWbH+AGOqOPXPOIaV3HXOtY+bWx0zD++kbjuhqtNZZtU1xUzJLFi7lz8yZu3bCBNavXUFRcjO3xXNM6hRBDJMAJIYSYkaSbgBBCiBlJGpmIpGit+7tgKbTWuK6mtqaaPbt3c+ToUS5cvEhzUxPhcCjlrSJ1PJl0tHcQi8XIzMzE6/WkPF1X6C/Z9KelMa9iHmvXrmXz5s0sXbYUn88X76YhgysLcd2kiFJcOz3QWjDeeEO7Lr3dPbS1txEKhZgKh5QC/vM/f87FCxf4zEMPsWzZMqZWhIv3MVTEA1xuXi5paekopfr3nwaluFptphBibJKDE9cuocl6PJdhEsjKIpCVlcJEDdHapaWlhdq6Ot59/30WLV3KlrvuIjcvtz+oTO2gIcNxCXFzSPmHmFG01nR1dvKz115nx4c7qK6p4cfPP8+v33qLnu4eCRtCzCIS4MSMobWmo6ODd995lxdeeIHKs5UAnDh1khdeeIGPPvqI7u6eFKdSCDFZpIhSzAhaa1pbW3nzjTf4wQ9+wMHDhxPqAhW7PvkEgEg4zL333Uf2WJdlAAAgAElEQVRWVpaMDiLEDCcBTswIfX19vPXmm3zvf3+P4ydPXPF+JBLhgw8/JNjXR0ZGOtvuux/bksNfiJlMiijFtKe15tjRo7z4kxc5eeokXq+X7KyswSGu0tPSyM/LIz0tjQMHD7Jz50462ttSnGohxESTW1gx7fX29vLhB+/T1NTAihUrWLxoIWnpGezes4fz584zr6KCLVu20NvbS+XZszRcbqC2pob8/PzBcSGFEDOPBDgxrWmtaWluxuf387Xf/C3WrV3LqlWrOHnyJOfPX+D8ufNkZ2Xx2GOPsXLVSs6fO8fRo8dwHDeh87oQYiaSACemrYEAlZ2dzeO/9/sEAgEsy0IBp8+cuaJbd15+Abl5+axas7Z/bH+JbkLMZBLgxLQ1kPvKzskZ1mJyYJSVgae6/78BPp9PWlAKMQtIgBPTWMKIKmrkxDhDAW1gWporlxNCzGRSwy5moFGC2FQahlIIMSkkwIkZaWAgYyHE7CUBTsxISilpISnELCcBTsxIgyPyS9GkELOWBDghhBAzkgQ4MTMlTLoqmTghZicJcGLmkwgnxKwkAU7MTNLCRIhZTwKcmJEUiTFOSyZuCqusrGTXrl2pToaYgSTAiZlHJ4YzPfi31hLmpqqnnnqK559/PtXJEDOMBDgx4+j+HgKmYWCaJqZhMuroJmJKWLJkCT/84Q955plnuHTpUqqTI2YQGYtSzDgKRVFhIffeey9lc+eycOECioqLpni1nGY2B+Hc3Fwef/xx9u3bR1lZWaqTI2YIpaXcRtwQTSzm0NPTTV9vH7FYbJSiQMW1N2UcuNhPhcMz2bRce5qVUtgeD5lZAfx+Pwqjv/JQg55dg0MfPnyYF198kSeffDLVSREzhOTgxDXTWhOLxmhrbeVS/SUu11/m/PlzXL58mVAwhOtefaa1xGYf440aObCcQiXVVGT85ZINtGOnRzGyyYoa8/3E7zVWmgzDIBAIsHDRYuYvmEdZaSlFJXPw+7xDo7HMEmlpaalOgphhJMCJa9bZ0cGnn+5n586d7Nu7h7NVVbS2tBCJhjFMA8NI7qI8Vn7n6sFx/OXGWt+N5gVH295o6xwMoyMSOlo6XEfjaggEMqkoL2fDhg3cdvvtrF9/C4sWLSY9Pf0GUy3E7CUBTlyzXbt28Xd/93fs378/PqN2locFFTZzSjzk5Rp4POPnygYMlL6NWqLJlQEl6cA14gWl9OjbSTqUxpcdrbRQ65HLMRjhhmrVEr+Q7m8FE38/FNI0NWsu1kY4ffo4h48c5tXXXuWee7bxxBNPsHnzZglyQlwnCXAiSS4dHZ1UVlby6qsv09ddxabbPJTO8bB4QRprl/tYutChIC+MbceAaytc0yOeDQsMoyx3ZfCLh5PRP6GGPRv6vLpiuwxbSzLfQDNagawa9q+hNAxtP77tcNjD5UYfnx5x2H+kl+pLIZqaI+zetZ1oJIxpGNy5aZMU3wlxHSTAiSRoGhoaeOvNt3jxxReJhk7x+NcUW+9Ip7w0TCCjDcNw0Xogt5RsYeC11i8lrjsxCI1VUJjM+hL/PVDndWP1dONva3iu0O9XZGcpli2Bxz7vpbHJT+V5g08+jfH+rj388Ic+MgIZ3Hb77RhKevUIcS0kwImrclyX9955l//9ve9x7nwVf/ntdL76OZeC3DDgEp+WRqGUQ/LN3W+k8cRAkDBGee1a1j1agBvtvZGuJ9BcGZzjzWFctFKgDXzeEPPKw8wrN7hro4eCPJt/e+kjfvWrJcybN5+ioqLr2K4Qs5fcEoqr0FyqvcT2d97lYvVF5pdncssam9ycKCgHFCjlolR/oMNIeKhxHvF1X9uDhG2oUV4fbd3uOI/EzxkJnxu5vpGP8dKYuP7E10fuGwONAZgoFIbS/XV8DhDD7wtz2y0ucwpDvLP9bfbs/oRIJDzuLyWEGE4CnBiTRuO4Lu+8s529+/aicHhwWzqrlmpMw2GoXmm0uqyp0H8Nxg9UE9EEP5l1Xxm4E/+EeFeMBeUuC+ebnK2q5L0PPqC+/vIEpFeImUsCnBiTAhoaGtm58xPq6+pZsTibh+6NMndOX6qTNoPFZyFXaPJyQ6xc4iEzw2T3J7s5fuIErutefRVCCEACnBiXYt/u3Rw7egTbVjy4zWL5okh/XduAqZJTm0EUoDRKaVYu8bCowqaqqooTJ07Q19uL7HMhkiMBToxJA6fOnKah4TIV5VlsuiNMYUE3Q/VLMJtG2ph8miULw8wri9Hb00vNxYu0tbch+1yI5EiAE+MKBUNEIlGK8jxkBcAYbCkpJkNmRoSMjBhKQTgcIhqJpjpJQkwbEuDEuAZCmcc2MU2zv+WfHDaTQ2OYDoYh9W5CXA+5UomxaT04vpVh0N8VQHJvk8sdHGos3icjpYkRYlqRACfEFDUwdqbcUghxfWQkE5ESus+issagLwo4ECh0mFPokJbEEan7LI5Xmtj5MeaXOXhHvB/tNWkOQVq6S7ZvksKDNmg8a9GmXYrmxcgdmagbW/nNXJkQs4bk4MQ1ujkXW93mZc9eP/uPeTn4YTpv7/VS251c+Zvu8PKr/0znncMW3aPMENBV6+Wdgz5ONhuTFxq0xZn303nnfR81SX6PJFcs8U2I6yQ5OJEy2fkO5Uti6AMWb3dYVJ/3EvFDZ1QzJw26WhWXWhWeAodli2NkuganKi0aL9qcb1Ks1CaXT3oJpjn4vQYXeiBdGVzc7ePNU4pV7ZpSYuhug7N1ij5Ls2BRlEJb0dVt0tCoSCuIsXB+jGwPdLdYNLabXG5S9PUpnDyH5QtipAUNYh7wRhUNbSbd3RBTEIlCqEuROTfG8vkK7Y4c0eXmkGo3Ia6PBDiRQopoj0lzs8KTpdENPl47btGTFmOFMmhq07Q7iihQf08fxabJiSM2rS0mjV2K5a7Fqe0+fCVh5uRZvHzRYGmJg9No0NqgqKu1OOu1qblkcqZNE40qDjeEWZetqKm3qW/VrL0tSMlch2yPpr3W5teHfNS1gNlqcjInxlc/10tpo01vlqY0ZvOLjzw0hx3mVTgQVjRXWrQUxfjCI9ErikqFEKklAU6kTOtlk/MXLSJBzYK1ERYHvGw/qFm8NEbTBYOs9RH+y70uF3+eztvnvZxP13z+gT5WZ9g89X0v5hVr1GQvDHF7tuJcnuKOO8NY+3x0+iN87Zshyur8/NMHHs4HXXrTY9y+McRnV0Tx9GeRvD4Ipse47fYIazt9fP/k8NkF0gIuvVFN4bogX38gim6xOOjz8+NTJhcaXRZMzm4TQiRJ6uBEyvR0GtT1uCy6u48t66PkejQEXGwb2rI1ngKXQFqMkjKXkDLp6FF4NNgKjGTK7RyDpibwWQ65gRj5RS7pYUW4Q+HPccgNuIPBbUAg2yE308U71vozNFnZGm/Y5PRJL4fOWrT33uieEAMqKytTnQQxg0iAEylTsSzCbz/ay5fvCFOSMTQvtuHRlNoQvGxx8pRNVaMiKyNGcYamsdHkZK1Bb0iBq/Gkabq7DepbFMEguDEwvRpvRNHcaGBlKHTEpOqMh6PnDdyAS06ue5WiC43ldfFFFc01FnVNJn1hheMORb1Qk019q0HFIpcVJaBiGtOnifQZtLQZhGITuONmqCVLlvDzn/+ctra2Sd1u7MDfs2jR33MgBsQO8PeLtvH3B3omNQ1iYkgRpRibUvRPUnbzG0+kx6iYq8jNGhilQ+PJiXLHSpe58yNk51hcaFY0Nxg4aRHumh/Fh0FXq0Fj2GX56jDF5TFKyhwamiGMy/qAZl6mSyAvzKZFFr22y8LbI2R3QV+ryWXXZc3tEcoD0OpqijOGfyt/doxlrqIkwyXTE2HzIpeOGHgyHPKzHTICmltXuuQUO/gyoaJM0xVSrE+H0oIYxVkuoVrwxhRRB3xydl2zv/mbv+HDDz/k0UcfTXVSxAwgp6C4ugloxmfkhFmXM/w1/5wQX50z8CzK8iTXtfKKV2I8POfaJwfNLIlyT8nAszC/UXzlOh6dO7SNTYVXrmPphmve7LjU4B+zw+OPPz4Y3O655x5yc3NTnCIxnUkRpRBiyigrK+OLX/wif/u3f8upU6dSnRwxzUkOTggxZbz++utcuHCBHTt24Pf7U50cMc1JDk5cBxlaY7LMtj39/PPP8+1vf1uCm7gpJMCJpCiYfVdbMana2tqor69n3bp1qU6KmCEkwImr0+C4un90+1nU4iHFlAK0gdazY5+3tLRwzz33pDoZYgaROjgxJsVQOItEXKIOxO+JdP9jdlx4U8lxTBwnPsalUgol+/ymszb8BVVVA8828BdVH6QyOeImkhycGJdlmZimQVdPjFDY6X81MfSJiRQKeQiFTDRgmiaGMYkzJAgxzUmAE+PKCmTi9/tpbA7R3qFwtYUEt8mi6Oiy6e61UUB6ehp+v1/2vhBJkgAnxqS1pmzuXHKyc2lu7eHMWR8dnRnEA5zkIybG8PB1ucmiuc3A6/VSWFRMIDMzRekSYvqRACfGtXrtWlauWolSFu99HOXQMQ/h8EDV7UBdnLhpEnZpNGpx4myU6ksRlixezLJly/D6fPS39hFCXIUEODE2pViwcCFfeewxVq1cyYFjPfzH6y5VF71obUhsmwiqf6dqRX2jxb5DQWJuBl/4/OfZsGEDhpqYSVWFmImkFaUYl2ma3HfffRw+dIjq6mreeK+Ljbf5mTfXJj0twujFlQPPpTHK2BJzvwP7sH9/KdAoDh83OXFas3nTXXzpy48yp3QOSsn+FCJZkoMTYxoITxkZ6Tz88MNs3boVxzH4eLdD9SUPeuD+SBtobfSXnCUGOw24s/Oh9fDHsH2hE3aT6v+3AkzAIhLxc/BogF+8DeFoIff/xgMsW7ZMgpsQ10hycCIp6zds4Ik//EN6ero5cHQ/P3vLxjT9zJ/bh21HgP4uBHpoBPwrA94EG7j+X22TyS53Q/RVMq8GoFBoNBowcF2bpmY/+494+Y+fxfh4b5SHHtrI7bfdhmXb0gdOiGskAU4kQWGaBps3b6K3p4d/+IceXny1kovVNhtvS2d+uZ95ZZriwgg+Xww1UI+k1OTFt8Tczcg4kNgoY+RyN7vBRlK5rKFtuhq6ezycrza5UK05dMzk/Z0hTlV1s2jRUj77uc+xcNEiCW5CXAcJcCJJCq/Xy/0P/AbV1dU8/fTTvPSfNWzfkU5FWQarlnlYvsQiL1dj2yreWEKPUQc3Wg5qvOt3MjFIjZMx04m5KTV8uaTjW0LQHi9948TZ4R/QuK4mGlVcbjTYdwiOn+6jsbGDmKNYuHAhv/M7v83GjRuxLDlNhbgecuaIa6Dw+3089PDD9PT0cPDgQTo7O+nq6mL34R72HnXxey0syxwYSHHMoJNsjEu2tHGkYDBET0830VgM27LIzMzE6/VedZ3JpOFm5KU04DqaWMwhEnWxLB+lc+exbEWAkpIStmy5i3vv3UZxcZHUvQlxnSTAiWu2YMEC/tu3vkVTYyOtra20trbR0dFOb28PsZiTmmbsCUWNTY2NvPf++1SerSMcieCxbUrLlrJ161by8vJSkbqxKYXHtsnJyaGgoIDc3FwKCgvJzc3Ftm0JbkLcAAlw4poppcjKyiIzM5PFS5b0v5pseePEGGhkH4lEePmll/nFL39JKBxGa00oHKa3p4d169bxmQc/05+Tm1qBQ4+oJ5SxYoS4cdJNQFy34bkLlfBIAa1xXJfjx47xs5+9TuXZs8OCxpGjR/nZz37G2bNncVw3NWkch1Jq6DHwWkpTJMT0JwFOTHsDgayqspLnfvQj9uzZQzQaHbZMLObw7rvv8tOXX+ZSTe3wHJMQYkaSACemPa01585V8dyPfsQvfvFLQqEQeXl5+Hw+ANL8aRQVFRKJRHj1lVfZvn07XV1dKU61EGKiSR2cmOY0He3t7PjgQ6qrq9l691YqKsrp7Oxi+/btnDt3nrllpTz08EPk5OZyqeYSDQ0N1NbWEggEMAy5xxNippIAJ6Y9x4lRUVHBN77xDRYtXkxhcRGf7NzFocOHOXfuHPl5eTzy2c+yactdtLe1cf7cOdLT01KdbCHEBJMAJ6apocGJ8wsKue+BB0gcvFgpNTQwf//flmWSX1BIfkFBfClpgi/EjCYBTkx7SqnBRiMqcUiT/leGxu1X/f9LYJuKLl68SHl5eaqTIWYQqYAQ09TwIBVvYm8MG0pL9/9baz2Yi5PQNnW98sor3HLLLalOhphBJMCJWUC6BEx1r7/+Os3NzWzevDnVSREziAQ4MQMNdJpOfE2C3FT1+uuv8/zzz/PMM8+kOilihpE6ODEjGYYhdW3TxKOPPsqjjz6a6mSIGUhycGKWkGAnxGwjAU7MElJEKcRsIwFOzEiJY03qoX4CQohZRAKcmMEkqgkxm0mAEzNSfJSShD5xqUuKECJFJMCJGenKbgJCiNlGApyYkZTWV7SblFycELOLBDgx42itGd6uRCc8hBCzhXT0FjOPAtvjITc3l6KiQvLy8vB6vEMTEIiUaWtr48MPPxx8vmrVKubOnYvf709hqsRMJQFOJGkoOmitCYdDtLS00tTURGtLCx0dHQSDQRzHSW0yAdDU19fjxGKUzpkDaD744APOVJ5hqkU4pRSWZZGVlUVefj5FhfHpfDIy0jHNmX169vT08Oyzz/LUU0/xxBNP8Nhjj3HXXXdJsBM3jdKJHYaEGFN8RH4FnL9wge1vv82RI0doaGygpbmFzs4OLFPj99tYpkHi3GypMmy+t/5iy6lCEe+fF3VcgqEYtsdHXm4+RUVFzCktZd2aNWzesoU5paUzft66YDDIwYMH+fnPf86HH37IX/3VX8nQXeKmkAAnkqa1SyQS5dlnn+Ufv/c9amovkpvjZ0F5OquWOixcoMnJsbCt/qpdPfjHVYx3Ab+Ow1Op4dtW17eaa9jgKK+Ns0EVHyXT1RCJOTQ1ORw+ZnD0ZIzLjX3EHM3iRYt54okn+Npvfo2iouKJSviUU1lZyVNPPQXA008/Lbk5cUMkwImkaO3S3NTMhzs+5N+e/T5dbWdYuyLK8qUmSxdarFgSpqiwD8uK9k8xOhBVrnZ4JZM7udZDNHGdE314X0dwHpEj6wt6OVOVwbGTBqfPuhw5CUdO9lBatpg//+9/ziOf+xyZmZlX2dbM8swzz3DkyBEJcuKGSIATSWlubuTVn77Kj577EV6rlse/ksEDd0cpLurGtkJo3P7r+ey5CN8sWqv+WcktOrv8nD6Xxnsfufzq3SClZXfwF//jO2zavCk+oess8swzz1BTU8OTTz6Z6qSIaWp2nTHiumjX5aMdH/PcCy9w4uRJ7rrD5aH7eikt6cQ0Qmgtwe1GxHO8DkpFycrs5I71LXzz8QhfetDgwvn9fPjBB7S1tk2pOsTJ8Ad/8AdUVlZSWVmZ6qSIaUoCnBiXBo4fP86rr75G1dlK1q1MY+tGyMvpRelI/1KK+KEkAe66qMQiXVA6Rl5OJ/dtjVBRFuTtt9/ivffeo7u7O6XJnGx+v59vfetbbN++PdVJEdOUBDgxDk1Hezsvv/wyO3bsoDDP5He/msmGtS62HUWrkXVssy2PcbMMjZsZbx8T369LF2puW+enuvos//Hii5w8fiKlqUyFefPmUVNTk+pkiGlKApwYh+LE8ePs3Pkx7e2tbL3Dz7bNEXKyw6A1Cp3QXkKC240Z6lahAJQmIz3C6mU+igss9uzdy5EjR4hGYylMoxDTiwQ4MSatNWdOn6axoZHMTD+3r49RWtwLOpaY6RA3mxqql5s312VOkaK9o4PaS7X0dHcztXr0CTF1zeyhEsQNa2lpobunh6KCdErLovh9ofgEohMS3RSd1V4+PmhxvhUy58XYsj7Cwlx3UmOp7rHZe8BCFUVZtTRG+qQG8sQO8pqC3Ag5WTFcx6WjvZ2enm5ycnMmM0FCTFuSgxNjU4q+YJBIJEJujoeMtIH6oYm64is6a7ycPu+hLaQwUnR06m6bXR/52X3aoi81SRiUlhYlzR/PMUfCYaLRaIpTJMT0ITk4MS6tNWhNRpqB11bohMFBJsqCVRGWb+hjeb6LGzForrW53KawAi5zizSxdoPuCPSFwZMGhgE9HYpgTJM/x6EkB4KtJnWtCn+ew5wCF0/U4HKdQVOnIlDgkuuD9laD9j7w57qUFTv4HEVtvUl7jUVdh6IUcCMGdQ0mTb2QW+hQlKZobjcIhsDr1+TkOGT6J67I0OOJ4fG4/SOfaKTbqhDJkwAnxjXQTtIyDQxTJYxSMnHOHfVw6DTcsy1KScji9GWFJ88h2mqBctFVNrsuKXLmRVhbqrhwwUQbmmiTycnLMZbkKdo7IGZomutMls/XeKotanpdckpc7E6TD08YaNNlTobi/Mcml5eFSfMbRLoVQ+NmGDSc9NHaZNAdUhy44LB6AbQctrkYcVi3MUzORJYWaoVhOBhKgpoQ10MCnLg6lThw8cRfbA0TbEtjxSxO7fZSmxXmvrsiNBz20dJjYnVa1HS6lM2JsaDY5twpRWGFg9np4VidSfsxg+rL4Ga7XOqEzg3Q2wSFy4NsvSWC1eDlp294qOt1WZZvUHXQojiiKSmD28qjrK1w2LHLQkUsTu818eRGWD5fcfgjL452Mc9ZtGc5ZBZMbO5ND/6ZsA1p2CNE0qQOTkw581dGeOxrQe5e6hDrBJ/lkul38AJRDREgPdMlM01jK7AtsE0wVbyRfW+HwkSTXRDlgQ1hVmVpWi1Q2S7pHhfLcCFd48vQZGRFWb+tj41rHXJMsLXGUhpDAVGD9laFE3MpKHTwRxXBbkUETWa6S7rfTfGeEkKMR3JwYuqyNbm5UB816OwzCRvgM8Ac7zPKJa8UMBzueCDMbSUOut7g0CkP0Q5F0FF4DIXf47JmeZjfvDtCWtggZhrsPGgQw6Cn1yAYUmTYLjm5CsM0aG4yCPs0udkaA+iZnD0ghLgBEuDE1GXHWHZrjKq9Hv7zBQs7S3N/aRRrvGI65TJ3rUNGlcWuX6ZTuSjC3ascNs5z2XXYz7+e97BkgWaex+Difj//etpDWgas3RjGa8Cnu318HDVo7FQEcKlYDWeOeXjpgsKaF2H1As35g6YEOCGmAQlwYgrRZM8LsTKqyU/ToFzmrA6yVdscvaBInxtjboGDsVJzT9hlbpYL3iiLljqkZ7ng0dwTcikrd7ELLbJOmkSyHTJyY1RsdSFgUdUEgewYy5ZEKa+yONsAZq5LVrpDcUAT6tA0u7CwHIrnRVlQCpaysVph4coIq0og8x6X3owYuXL2CDGlySkqphBN5twwmQmvmOlRVt4ZZeWdCS9mxygcfBJj/qL+fxYkvJ4T4/NLE9ftcM9DYe5JeGXewjB3MXyZktIr+5nlb45ya8Lz5ZtluCwhpgNpZCKuTlqpCyGmIQlwYmz9nbyFEGI6kgAnhBBiRpI6ODE2pUiYD2ciNkDHBQ/HuqGsPMr87Hi/svZam5qYpigfOg57OBNzWbkuwqKcZPqdGbRVefioyiA718XKcSgtcAbXPaqYReVeD50ehwWrIuT5NWiTi/s81CuH+auilKSNnpN1Om32VVl48yOsLHfwSkdsIaYMCXDi6tTEVMOFO012H/fQmB6jtGJoCx11NidDLma6gxE1iDgad0QCdJeHHXstPGUR1i5LHPFfo11FOKroarKp7jBwfS7zs8dPixMziClnqERWm1Qf9HPECJO+MEpJ2hgfNBSxNpsTNQbKCLGqzMGWICfElCABTqRMc7VNlz/G6mVh5mYqOqq97NxnceCojb06SnbMpPG0RVeFw+qwxZ4dNgerYekSTfCClxd/aaGLPGzbGiUvT2O0GbQ0K1q7DXoCDuuKoOOCza+OWewPuCy6JcKdq1y6LpmkpTukRSx2NhrQYdBcZZG53KGg1su+YxZnWixqD5ukrYHuZptffWJzul5RviLKpnUx0lpsTlZZ1PocFs9xyN9rc/KYQ0G+S9kEDt8lhEieBDhxdZorhkS8GerbDQqLYlQUuVhBL/t3+DjepMGrsUywfYpIi0WldlmQbtNRbxBy46Pra7/GtsFI0/gx2LnPwjJdlhQ6BLpN9p03CZgOUUdheV18EZtdBw08AQdVqygpgJxeLztOGJTmOaS1WjTVaD6ugsYO8Jdo0mwwUJyrtYl2mXi1wZFPLJQV5BbL5nSVTbA8yG0ronhybXa02NR2RG5ygFPoxFnTpdGPEEmTACfGpBJaUQ4vdbs5F9kODV4LfCZEWiw+bVTkrw+y3mtyJqopXhGjoMGmuQu0ozC9mrWroqxdHiGtyGDfIYP020LcexucuqzIXxzmy9siWJWK6nfih3bW3ChrVobZYnj5+596OVetmZM4Or/SFC+PsswwuNBt8EG7y7J1Ib52LxzuMDlqGLQFXe5cE2ZdueKXz6Zx+azFwhWQVRpj5dIoi/JcqnM1bW0GDV0GuuQmTtCqVUJQk7JPIa6FBDgxPjXmkxtesUO8Ga+JItxj0GpDYYbG54Ia0Zc6UBamwLbZt89LX1SzMW/E6vyajIDGZ0HiRy2PxmtrPArMGDhRhesZo8FIVNHuBzI0PhOMgVkUFPgMjS+gKfBpGoOKYETh8Wns/nWZtiaqDSIxbuKEQqMEtglt9CPEzCLdBMTYlEIRv8DHHBfXvZlzwWl8GlwNUa3xpGmyIgqnV9EVUkRHDhZiOyxdHiE/ZHL0hIdL3fFDV7sQc8B1R09XLKaIxhTdXQaRDE1GjosH0K5BOKSIJAxcYtiaQBDcXkVvb3wOuJCrcV3ocxR9XSaNIYXKcMnwJgZJRSSkCFiaTN/NvQ3QeoJa+AgxC0gOToxJA5ZlYhomHV0x+kKa+D3RzbniFqdrTncrmnoUCwoibFsFtd0m9SjsXI3X0JhFURYEXPwRk7rLkF4SZXlxjJx82LAa6sImF2o0hTkOZVkuJhrSYywp16R5NIatabtoszekmbcszNoFMWK1Jg3NCjPiMDdXUyuaO4AAACAASURBVOBxSCuMUpIHD2RBsNfkwFEI5cUoLIiSlw+9nQafHDKIVURYszzKnAxNL5Dp0zi9FlWXFRnpUcpzb17xpFKKYMgmFHbQgGmZGIaB1jphfj4hxFgkwImxaU1+bh7p6RnU1HVQd9kmGvVh22HgxudCm1sR49CHHk4ql/xboty62WFOk0FIg53pUuTXmCuCbHXAa8XneVu0PkZ+oUNeOuTdHeNyq0Lb8OAcTV6Ogw1YBREe2Kgw0ChH0dmjiBJjRYFDYbZL0GvS0GyAFWXu/9/enUZHdd55Hv8+t1btu4RKEtolRMCsBowwq42dTpw44KXjeMkYd5LTcTznpJM4dndPJ9PTycSHCd3Tme4kbRPb2E7ctmnHhGBWgwGDxW4WQxkEaEUgtC+13XvnRUlCEpIoCWEh8f+cUxSlustTpdL91bPc51pN4uIMwuJ1EoEioK5OozEAuQv8WCMMIh3QWq/R0AbZRQbjEgycAYMJMWB3aJQdclDuM8id7CMzejivEaeoqQ3nUp0PaCUuNo6oqOhrriWECJKAEwMqLCpi3LhxHDpUScmBZO6YYSUjzc9wBFxkYoAvJDr4tNHKxeYABfE6OTF6z4UcENHx38T4nk9FJQWISupjw+E6md3OW0vv9bQjXic2vtd+uonp47mk2F4/s+nEh4He6OBcvSIp38u0/ACRA16sbvDOlWtUXlDEREeRnp5BdHSUdMMJESLpgxP9Ugom3zaFCUVFWK02dpYEOHXGhmF0fi9SXFePk8VgwgwPt0/0E+8YnR1NyqaTPcXDzEl+kpzD9RqC76thWDhz3kflBS+5OTnk5uZgs9mR0ZRChEYCTgxAkZiUyNw5c3C5XHx2toEPdmlUXXAO2x4csX5y0/wkRozOgNPCA2Sl+3DFGMP0x2R2ne5W12jHfcZHS6vBrNmzKSoqktqbEIMgAScGpCnFoiWLmTVrFphWNmxr5einCkO3yui+G6HjrG6lTErPW/jsrE5+fgF3LVmMy+VCam9ChE764MQ1ZWVl8eBDD1JfX8/+/SVs/lCnICeM7PEeNC3QccwNnkJgmsGDc+eBuPMc5c+75hHKhB99lSlY/v631/fr6Hm+2mD33flumShAo7XNwdkyeO99nebWJJZ/bRlz7piL3WG/9oaFEF0k4MQ1aZpi/p3ziY2N4/evvU7JwfdpbWvj3oUJFM9uIznRC0oH0+gIt+AQ9ythEZznK7SQUx0HerPr0WCZpuq1r947vrJN1W1WkyvlVT2G4QeH5V9Z9+ptd19W9Vh2oNO+lQqGmkID00Jbm5Mjx51s2+3n4CetlFeGcdc997HswQdJSk7udztCiL5JwIkQKKJjYphXXExCfDw//3kzf966mcNH27hjr0Z+TgzjXVayMnQS43Ts9o4QuDI1f6/7gffV01DaQdXV/7+SmdAZamZf21f0Di0wej7sMXVW72V7TgPW1487o9swFF6fRk2tlVNn4ORpLwc+8XL4WBttbQZLlszma8uWkZ2dJX1vQgyBBJwISbBio5hQVMTDDz9MWXk5+/ftx10KsdFOUpJsuFIgIV7hcGjdam6DrXeYmN1qPUM7rnerlXVs60q+9Qy0q7ffVxibfU2aRX81tO776ZGrvbas6wbtHj+1dV7KKnSqLnpobfMTFxvHfV9exONPPMGkSZPkpG4hhkgCToSm4yCrKUVx8Tz8gQCbN23i+LFjVFVXU1pWx7GTbaCCTZqdB/ahHpp7x1Lo5aRzIGKvfQefCL1MQ9h3NwPtx+yY/gzDQNcNlGYhPi6OnKwMcnJymTV7NosWL6aoqIjw8LCQSyyE6EmZplx/QwyOaZp4vV4qKyooryin9lItNRcuUFNTQ1t7OzfFR8qE2su1aJpGTHQMFovlpsqJzhZcTdOIjIokPSOdtFQXqampZGRlEhMTi0W7zvMMx4C6ujruvfdeSkpKRrooQYEDrJzwA3hzHT+YETnSpRHXIDU4MWhKKZxOJ7l5eeTm5WKa4PV4aG1txe/3D8Mly3pOZDyYdUyCwVFTXc1bb7/FuXPnmDZtGvPnzyc5Obmjue9mCI3OwTgaDqeD8PBw7HZ7t4EnAiA+Pjh9TV1dXdf/hQiVBJy4TsFRg86wMJxhYSNaks6aY+mZM6xf/yfee28d1dVVuN1uvF4vDz/8l2SMz+gY4XnzTlh8c5Zq5Dz++OO88cYbPP300yNdFDHKyIneYowIhpvX62XDhg289trrnD59mpbWVo4eO8YrL7/Czp27aG/33BxNqCJkjzzyCK+++iput3ukiyJGGQk4MSaYJgR0nY8++oj33nuP8oryHmMfz5wtZe3atzly5AgBXZcLh44i8fHxrFq1ikcffVRCTgyKBJwYM44cPsTql17i4MGDwRDrYqLrOjt3fsiaV17mM/epESujGJri4uKukFu7di3t7e0jXSQxCkjAiVHPxKSmpoZ33n6Hrdu20djU1OP5zrpafUMj6/+8no/37MUjB8hRp7i4mLVr17J3714WLFjA2rVrqaurG+liiZuYDDIRo15Lcwt/WreOfSX7yM3JYdGihegBnX379lNeUUF2ViZz5szB7nBQVl7O8RMnKC0tZeLEiTftQBPRt/T0dF544QXcbjdvv/02y5cv56mnnuLOO+8kMjKSSZMmAZCRkUHYCA96EiNPzoMTo15DQwNHDh/m8uXLxMXFkZycxIkTn/LP//wvlOzbx9w5s/mbH/yAookTuXTxEh6vh/yCfNLT0iXgRrGKigpKSkpYvnw5ALfffjsLFy4E4JlnniE9vfelbsWtRmpwYtSLiIigeN48LFZr53z+1NRc7HqsKUVsbAz5+fnk5+djGMGrkUu2jU5ut5sXX3yR7du38/jjj3Po0CEKCwulxiauIgEnRj2bzTao5TVNup5Ho/b2dlatWsW7777Lj3/8Y376059KqIkBScCJMc8wzWGYXUWMpPb2dp555hni4uLYsWOHBJsIiQScGIN6TcdlmqFdhVTctP7hH/6BKVOmyGwmYlCkrUaMSUr1vDyNxNvotXv3btxuNytWrBjpoohRRgJOjEmqW8JJuI1uL7/8Mj/84Q+lWVIMmgScGJOUUjIn/xjx4osvUlxcPNLFEKOQBJwYk4Knd0rdbbRzu9089dRTI10MMUpJwAkhbmpxcXEjXQQxSknACSGEGJMk4MTYJy2VQtySJODEGGSi9R5kIufBCXHLkYATY1LnaQISa0LcumQmEzFEJmaPYfgmhmEMf0Wp+wZDnR3ZNNENA1DBVRQYHVf8HtL2Qtll5yYHtY4JZjCMLd3mx5QrHAgxPCTgxBCYmKZJU1MTx45+wvFjx7lYe4n29nYCuj6stSYV3F3Xg1C2rTCprq6moqoSq81G9YUL/O7l37Fp88bg+iFub3BhNfh1OtmsVuLj4sjPy2fq9Om40tLQVHBrEnZCDJ0EnBi09rZ2du3ayeYtWzl04CBlZWU0t7Tg9/swDDNYMxlBCjAME5/fhxHQqa6q5k/r1qFp2k3TZKkIhqJCoVk0IsLDSU5OYtKk25g3r5iFCxeQmZ2NRWkMLTaFEBJwIkTBGfkbGhr44x//yGtrXuPsWTdx0V4mFhgkJ2pERViw20yCrW3mlaP4oFx9MO8+p+TgNtj7491XUPS1PTXAc8PhSjkMAzxexaW6Ns6Xn2fnzkpK9n3M5i2bWXr3Uu5eejfp6Rk3qBxCjG0ScCIkhgmVFRW8+Yc/sHbtW6TE1fL9b/kozNVJiDeIjAjgsCsslo6JjtXVM4mE1j+nej3q2c836JBTPbdomt2vNNDfbCefR8BdKZU/AC2tBnUNUF0FH+5tYttHH3D82FHa29v5+te/Tlx8/A0qixBjlwScCEntxRrWvPoqr7z6CuNT6/nmX0awcK5OZEQ7YHT1bXV0HXW43umyQq1xXc82R6LRsncZVNd9wK+YMU1j6uRYXn3rMu+8/TaFhRNYcteSz7uQQox6cpqACIHJzh07+K//+i/KysqYNQ1un9pGZEQbneGmTLpGLF6hwLR03DQw1SBv9HEb7Dautc3r3d4Qbn2+xSZgYLV5yB5fx/L76vjS3XCh+iQff7yHhoZ65KQHIQZHAk5c07mz51i3fj2ffeYmMyOG6bdZiI8Nhhv0rrX1orrflNy6vgV0v3W/M8H0ER3ZwpwZ4Brn488bNrB37x50Xb9Rv2IhxiQJODEg0zT5aPduDhw4gN/v5e75EUyZCDZbgN59Sf1sAal5hCL4XppoHTeTghydnEw4fvw427Z9wIWamo5eSHk/hQiFBJwY0JnTp3n//Y2Ul1cwZ0YcX1mqkzbOc6W5TwyzYIApID7Wy/TJThLjLGzdso39+w5g6LrMOiZEiCTgxABMPv74Yw4fOYzdrvjKvVamT23Dbvd3VDikNnHjKKzWANMnWSnMteN2uzly+DDNTc3Iey5EaCTgRL9MFOfLznP58mVSUyIpzPMTHdkuh9cbrrPZ18SVEiA5Qcfr83Lx4kWam5tHtGRCjCYScGJAXo8Xv99PfJyN6EgTTflRHYNLxI2miIzwExEeQAE+b/B3oa7Z7ymEAAk4cQ2mGZx3MiJMw27rnDZKDrCfC9PEbg9gsxkdD43gIBOZn1KIkMiJ3mJAnc2RVouGJl+HPlcmoJSOphldj4UQoZNDluifaXbNr9V5fTU5zH7OlIG850IMjQScEEKIMUkCToibnVTghBgS6YMT18+08ck6J+8fsFCpm0xb7OGeOT5Swz/nI7Np5cRmJ2U2PxNv9zE+8kbsX1H/mZMN5YrMfC9zM/SQh9x4vRoosNsNGaYjxOdAAk5cP1Ojxm3H6fRTPN1HQXaAKFvPcLl8Mow/VSmKJni53RV6KAy6HKfsuJ0maVN8N2IPgKKt1sYnpRpaih+4xvyQhoXzB52s32GjTBl8eamHuZN8EnBCfA4k4MQwMcnO9zNnvockm0ZlqZ2DVRqtOqS7DMoOOthwQuNcJeizfOSlQH2VhapmGDc+QFYiNJyzUO9V+KwmVo+ivlnRYpq4MgNkJ8HFMgvnLytSs/1kjzNwdjSw+9s03KetVNTaOV6m0ZYLpt9CqVvjfK0iPk0nx6V3hW7LZQs1dVZqLiuaPSYpWQHyUqHlooWycoUz0SDGobhYrVHrgfFZATIT4FK5hXM1GhfcFmraTGprLFSnGiTEmTSdsVKPQXKGjl5v4bOzFrxOg9wMjcsNFprbFPY4E4fNwPRaqCy3UlqlaLea5GQHyEzRsfXXYSBpKMSQSMCJYaLY+udw1ldb+Pq9fnIjDFwZOs3nnZwuN9EDiqhYk3HpOumJipoDTip9JoZXY/15G7fP8hPjdrDpnCI9SydgM0hO1BnXamfLHgfjwhQRkQHiEgLEhvc8Fey8205VOySkGyRHmVQqjZrjTuqVCQGNbXugelo7iwsD2IG2y1Z2um3EJgfItNj4oMROzRQ/lmorfl0nu9XK+4esOJO8TIm2UHHayvldFurtOskFfjKSTMIrofycjdMpBs4Yk3P7wjiJn5kROi1nLfgNk5gwQDdJmeDhq+NNzlTbMLFx5qCFkjJFfJ6f+Ho7n520oDk85MTLCfRCDCcJODFscgv8pM70kZ1oYGu08+lRG3v22PBn+ZgVq4iMNUhx6aRFWDhy2Iae7WFKLuzZYMM9zqCwzUIzBt52xYkSB+WNimi/BXejyeK5BvGxCnt0gPAwE3u3gKts0rDG6eTn6DRGm9SaFs4d0jjl1rhoKiraDLR4H7MLAtgVmAGNZkzSkwIUKQvrP7LzWYxBsg0yExSWOiu1zXDb1AAT06Fuh5NDH1qJvCPA9JwAka0GkbUaba0arR4NHYO2egt16DRd1GhoUyRmeZiQrqM0RUuNnVOnbHxw2MLU2w2iSjXqbD6m5PjIvmxhx2cWLtdrEnBCDDMJONG/rmuYhbKwSVaenzlT/UTVO/nDhw7qlUHhBIPaCHp2VQU0WprBaRpExyhsAYXPowiY4AgzsFkgLS9AfmyAzCgTLCbj002aauzs/MhJXSvcNcdHitMEFB4UTgvYtM7iKvxeRXaun1lTvMSGmWTl+wnvfB0KrDYTm8XEbjWxBSDgVxAGDiv42xRWq0FUmIk9zMCqoKUZIjBx2swrl3Xrg69V4TPBtBk4nQaeC2Fs3uWkvM0gIdUgNgwaWxSWeJNwh0F4hInVCoa/n19BqL8rIcRVJODEMFM0Vto4Vg+TZvuY5rdTchloA1MHw1B4NZOERGjVLFSUWfBEmcQmmIQ1BrcQEWtQFVBk5/lZUGDQ2qyhAjAu2kfVoXCOn7VROdHfEXAmEQZ4/IrmJkVDm6LdESAtE1SEzqSpOkkOE5vdxNGtlLqh0E1Fc4OGJ8YgOdEgzK8BBjGJBu3lGlWXLbREWPCaEJdkgqFoabGgNWm0tAfDJ6BDwKPR5lN4beCIMLE0KoxWC42NGrVnbBy7DKmTfKQbFsIiNWwpJhfaLVxqtBJzyYI/APYIORdAiOEmASeGmUlkks54j42dvw/jXJYiLtlPXpJO2jkbf/x1FHunBLgzx6DqlINN+xSZs9qZlh3AczYYQTGpAQovOdm+JpoNhklyUYA70hVlJywcrlB8YZFOYrdTEMYnGby52cmbDRrRzRoqHmYW+bh01Ma//7OdmEIf993VzrRwHUvHOpeP2Vm92cGbNkXSFC9TsgPUue2ASWK+jxlnw/ngrUh2BBS3zfRyx18Y7N/v5Fc/c5AQrVGv6RQmmxz6MIw//kkR3aKh5Wu0R3qx+h2881okpAVYMFExzq9x4J0wTkTC3Hs9zJhhUL3VweurbARsitl3tnN7P82TEntCDJ0EnLh+ys+Ur7ZghOtE203sLg/33+9n+qXgyMG4KIOUCEjJsDC7VkGcTu44mJCjMbnVxDU+QHqsieeOFh4ImCQmGWjRBq4sjQYPRCUbuKIgLUGjyDAZnxkgtVuNZ1yWjy/epTO9RRETBvYYndREE2+8n4x8hTXOIDPO6DGrQbQrwJw8nQmpOq6MAFkJJq0TDew2A0ck3LnQwJWrqPdBRmaA9FhFSoaFKZchLBqwm8SFmbQ1Ky61KKLDwBFrkJqi49UVx90avrgAWUU+JqVrTLugUE5wZQZIjoYop4+CGg2P3SQ7M0DCQOcMSsoJMSQScGIIeh1xlUFyfrfzziw64wt1xhf2XCw6IUB29x8kQn63h440PzGdD8INZrp6rp+R1ndp7BE6kybpTOr9RKROetbVy8em+/hago+oKIOEsCuvJTzhSi0qNtXHjNSe6+V+IUBu30XooS7MxDUhQGyWn6zkAOHjYHx+z2XC83TS8kLYGApJOCGGRgJO3HIcUTpZUTdu+xEJfopn6Tgj9K5z9a7bLZpxbW1tI10EMYpJwImQmKZ5yx5kB8sRbpAePlxD/juuv3eLDqfctWsXd91110gXQ4xSMtmyuDYTdN1AN0zAwi17tP2cdV6dKDhWtMMt9CXD7Xbz6quvcuedd450UcQoJQEn+meawfqDUrR6THwBCyYqWJsTN54Cn8+Oz2cHQNMU6ha56mxFRQWPPvooq1atIiwsbKSLI0apW+OvRQyNgrjYGMLDwqisbuNSrYGuW/o/y1kMKxPF5QYHDU3BnoSIiEjCwpyM9Wrc4cOHWbZsGatWraK4uHikiyNGMQk4MaDbbrsNV3oaVdWN7PzIRtWF8F4NlGP7YDtyFAoNd6mVcxWKmJgYsnNziY2LZ6xWoN1uNz/60Y/41re+xW9/+1sJN3HdJOBE3zoGlUyZNp2JEycCFnbs1XGXhmEYwROig6Q2N7xMMIMDSwxD4/RZnfIqPzlZWeTl5OBwOFBjpAbd3t7e1c92//338+ijjzJnzhx27NjB1KlTR7p4YgyQgBN96ziIxsXFMW/ePDLGZ+AurWPDFgvnK8K7Lzgy5RuzghNqmpjU1ts54fbQ1KJTPG8ekydPHvV/sG63G6UUSinCw8N58cUXAfjJT35CSUkJy5Ytkz43MWzkNAExIE3TWLhoEVu2bKG8vIIPdrexdKFJVroFpRlIE+WNYIJpcr5c42xZgOzMbObNm8e41NRR3/9ZUFAgg5TE52a0fyEUN1DnN+20tHQefOBBpk6ZQlllMx/uNai+GMWV70cd52r1HNAu+qXorKn1+d4pK9U1Sfx5SxhVNVEsW76cO+fPx2azjViJhRiNlClfp0QIGhoa2L9vH+vWrePYkS0U5tQxZ6bJFwo1MtNMoqPa0Sx68BitzFuq4XLwvZFXlgz+9Wl4PA6qahyc/Ezn2EmTg0cNyqqjWLjoa6x46q8oKCgYM31vQnxeJODENQU/IiYej4eLNRd58aUXeXft6/i8NcTHKlKS7eRmhTMhN5wMl42IcNA6jsW9P1xj7RBt9oq3UF6f2fFvIAAtrSbnKgMcOtrEmXNt1NWZ1DWCzR7HQw89wpNPPklObq7U3oQYAgk4EbLOj8rp06d5fc1rvLfuPU6fOU0g4Ccy3E5MlIWIcA2rdewF2Y1gmCb+jpCra/Di9emkJKdwx5w53PsXX2LBgoWkp6dhtUpXuRBDIQEnBk0PBLhw4QJnSkv5eO9eSko+prT0LJcvX8bn88kgglB0+wYQ5gwjOzOTGTNnMmfuXL4wcSKutDQiIiLQbpGZS4S4ESTgxKB1fmR0XaexoYHa2loaGhpobG7C4/FiGka30X791eVuxMeus120+2AXNcDIw5H86AfPM9Q0jfDwMBLi4khKTiEhMQGH03llvIn0uwkxZBJwYmjMzp4kuu4NXccwjOA4k2ut3nHf13L9PTfQB1VdtUT3tftes/dQmFCjpL9yqAGX6Hv+F6UUmqawaBqgOrJYQk2I4SABJ4bGNIMDLJQieKeCoTdiNY7BhdvVy92IcoS2L9M0UUp13N+ocglx65GAE0IIMSZJD7YQQogxSQJOCCHEmDSIgKtl27Mzu6Zv6n5zPbuNphtXxiEyaNr2PC7l4p7VJzEGsV6L+wjultDX6J+PyrVPk/fsNprwUX1gDc8ucnW8b5N5YuXGjv0YtLjXdnvOxaJn13Cg2gcDrtdNSwkrF93DygMtHT+oZduzX+bZbbXD8DqEEGL0GUIN7kFeOtWOaZpdt6pfLCb6ekvS4mbzyn/iFbfnerfUoY79G3eQvTCbo29+xOmQ8sqgadvfUVD47xxrHoaAaznM7/+1nudXzCXS/RrfnPkCFx7bRLNpolf9krT13+Xbv95PC3WUvPR/KJn1K0416+hVr3BHyU95fkMpgQHX69zPMVZ/dwU/3O7rtvNEFq5YxuF/XMOBYQlrIYQYXW6SJspatv3jIyz94RH04dpk0ydsXGPna99bwd2b3mfX6VCC06C1oY7qYSmAB/d/ruSXs1bwQIETreBJNppHeeXJSUQCWuodLP9SBtt//SGn6j5h4xovs+6ZT0Gk1vXc0VNVtA20XgCMyrWsmPprYr/7HI/3KoGWN5eH7a/zb5vKB1GDFUKIsWFYA86oPsDalU/guqopzYN79UMoNZO/Wf02q56YHGzafOL/UVLdhHv1X7PkhQPAW6wonNfRrNaEe/MqnnD1brIDmrbxrGugplGDpv1bWFP4FRbdNYcFSw+y5r1Pumo8gQMryVPfYW11oPMHrMzL46EnHuHO5b8BfsNy19OsrQ5gVJfwyrP3XN08GDjAyrzJfOOJrwVf7z2rcXdPEeMcu978lLtn5w9cu82NJ6q9gQvVUSTFODt+6MSVU0j1Owf5LDDAehqgZfPYn3/Gsgzn1ctoWcx7OIfVv9kaYg1WCCHGjuELOOMkL3/zPp4+uphtzTpm8+9ZcPQHLPzv71LZdXA9wO93azz0uyM0bn0OXv0n/n5DFXlP/htbfzSDYPPnLn6xOJrKtc+zcOlWJq+rx9T38L3aF5j5zdd6hki/gs2Tkx/7ItOic5j38HS2//JdSpoGXjnsq79g5zvfBr7NO1W/YlnUQX75yP08d+ERPm3WO5oH/1u313SMN8rms65Zx9z4JAXd382aE+zYVMSCSUl976zlBB+sb+bJby8h60Ipu0N5Wb3Wy9NAS53GwoL+ItRJzpRZ5G4q4VhNf0kphBBj0xAC7i1WFIZ1G2TyEKvdbTRtf5W/2+TisSe+xIRIDSIn8sAT98Hqn/F/t1/qWHcGj31jPmmaRmR6HpOp5uipqit9SZ2MUjb+Zi3VqbcxPT8atBQmFRdBZ1Nj9GJ+UdV/359R+SGvr0nj4XlZaDgpeOA7/IhNbNxfN6hXGjj1Ib/ePo//9bcPMyFSQ0tdwo///puwehMf1/iBVJY+9kWmRV79NgaqStlNPLFRfUyUa1Sy7Wd/zy9znud/3p8Z+i9hCOtZXTkUc4rSquHq2xRCiNFhGAaZ/CdPFmhcOHe6n76rKg6fqx1cH1BLFaeOVkP1z1kSY0GpMApXvAWUcqriqjjsxcPpjX9gdXW3II5ZwgvVB1iz8ZNBjPYMcOn8ac70CCmN8Jh4wjlFaWUbEM642IhBvolNnHz5f/DonntZ9y/3k6Z1htDg1xNCCNG/YTpM2hmXlUdqn8+5mJqVOLgdRboonJwKqc+xtVHvFqb7+cXixIHXNc6x682DLH3pU/Su9fRgk+iaLezvq5myrZFLbb1/aCUpM49c6mho7mzeM2hrrKONQnLSwgfzioJaTrL22QcpWjOe1974LjM6a34RsYxLbeZSY2cty0NV6SkozsFlHWA9IYQQ/RqmI6VG9Kz7+f7CKta8sp6TLQa0nODtV9bBk8/zzMJ++qG6RJJemNNtcznc8+1lpFYfYMv+agzjPGtXTEa5nmdbkzHgIBPj9Ee8uWl6R/Nkt/LNvIvHOpoptah4ctnN+j2VGDRx8u3XWVMNoIiIje8KamvhfL6zcBd/909vcrLFwKjeyv/+x5fhyaXMThn4ApRXNQ22lLDyvsUsL5nL1jeeY3Gq/crC0bdxz2N0vXdG9R7eWV/O0gUTSRlovRAEm0oLnK53ygAAAXBJREFUyXH1MQhFCCHGsOGrCkTO4vtvrONXk7exOMqCivo6OyavZHtIzWlO8r74Vzy3cFfHKMom0u7/W9a9PJU9S9KxWLJ4OvAkm7b/mMXRA23Mw+ld73P0R9/hgYJeB/SOEHnhF+9xOu8B/vWd+yhdnoVFFfPzi+O5OxXAQmTRIr658D2Wux5hddVtfP+Nt/ghKymKsmBxfZ/KL/0utNeUMpEFS8vZfKQCA4Omknf55fZq2P4Tlrgc3fowv8Pa6mhmrXiex8qe69jPE+yZ9QL/+lAeLQOud62BIx5Kj5RwZuksJqXIRTOFELcWmWz5hvHgXv04C3f/Jfv+Y9nI9JkZJ1n9xUfZ/e13+I9lgxjMIoQQY4Ac826Y4OjNxzb8gY0hnWQ+/IzTH/Gm7xv89dIM+UULIW45cty7kaLn8cyvkvnZSx+NwFydtWx/6U3Sv7esz9MYhBBirJMmSiGEEGOSfLUXQggxJknACSGEGJP+P/dpupDgxg0WAAAAAElFTkSuQmCC)
I. Os agentes econômicos que atuam no segmento “antes da porteira” do agronegócio são, de um lado, os produtores de insumos de forma ampla, juntamente com seus revendedores e representantes e, de outro lado, os produtores rurais. Em geral, os produtores de insumos são grandes empresas ou grandes agroindústrias que dominam determinados setores da produção de insumos.
II. O segmento agroindustrial “dentro da porteira” é a produção das propriedades rurais, a produção agropecuária propriamente dita. Envolve desde o preparo para iniciar a produção até a obtenção do produto agropecuário para ser comercializado.
III. O segmento “depois da porteira” se constitui em sua maioria pelos atos de processamento e distribuição dos bens ou serviços produzidos pela atividade agropecuária até que os produtos cheguem aos consumidores finais. Os agentes envolvidos nesse processo são o comércio, as agroindústrias, os prestadores de serviços e o governo, basicamente. Após a colheita dos produtos agropecuários eles seguiram por caminhos distintos até chegar aos seus respectivos consumidores.
Estão corretas as afirmativas:
II e III.
I e III.
Apenas I.
I e II.
I, II e III.
Sabemos que o agronegócio brasileiro possui uma história e consequentemente uma evolução e o surgimento do agronegócio está relacionado com o processo de intensificação da atividade industrial, seja pelo surgimento de bens de capital e insumos agrícolas, seja pelo deslocamento das massas de trabalhadores do meio rural para o meio urbano, tal como se verificou nos principais países industrializados a partir da revolução verde. Neste contexto, considere as afirmativas abaixo e escolha a alternativa correta:
I. A dinâmica da constituição do agronegócio foi realizada a partir do processo de modernização da agricultura considerada, pela literatura, como conservadora, ou seja, caracterizada por inovar as condições de produção realizadas nas grandes propriedades, porém, mantendo a estrutura fundiária concentrada.
II. O processo produtivo na agricultura tornou-se mais intensivo em capital (emprego de máquinas, insumos químicos e industriais), com a introdução e/ou substituição de cultivos voltados para o mercado interno (commodities) e a utilização intensiva do trabalho assalariado.
III. Em um primeiro momento, o processo de modernização da agricultura, base para a formação do agronegócio, esteve restrito pela capacidade de compra das exportações. No entanto, em meados da década de 1970, na medida em que este processo foi se intensificando com o desenvolvimento das indústrias voltadas especificamente para atender as demandas do setor agropecuário, (máquinas, equipamentos, defensivos, adubos, vacinas, rações e outros insumos), esse processo tornou-se autônomo, permitindo que a modernização da agricultura passasse a ser endógena e irreversível, no sentido de que uma regressão da base técnica implicaria também em uma regressão da produção agrícola.
Todas as afirmativas são verdadeiras
Somente as afirmativas II e III são verdadeiras
Somente a afirmativa III é verdadeira
Somente as afirmativas I e III são verdadeiras
Somente a afirmativa I é verdadeira
Historicamente o agronegócio do Brasil passou por diversos ciclos! E vale a pena conhece-los e sobre eles é correto afirmar:
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
O chamado ciclo da borracha surgiu com a extração do produto em fins do século XIX e alcançou o auge no primeiro decênio do século XXI. Proporcionou apreciáveis recursos ao país e, em 1910.
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.
Considere as colunas a e b e faça as correlações corretas. Escolha a alternativa correta:
Coluna A
Coluna B
1. Agribusiness
“Conjunto de todas as operações e transações envolvidas desde a fabricação dos insumos agropecuários, das operações de produção nas unidades agropecuárias, até o processamento e distribuição e consumo dos produtos agropecuários 'in natura' ou industrializados".
2. Sazonalidade da produção
A produção agropecuária é dependente das condições climáticas de cada região, apresentando períodos de safra e de entres safra, ou seja, períodos de abundância de produtos alternados com períodos de falta de produção, salvo raras exceções.
3. Sistema Agroalimentar
"É o conjunto das atividades que concorrem à formação e à distribuição dos produtos alimentares e, em consequência, o cumprimento da função de alimentação".
4. Sistema Agroindustrial Não Alimentar
"É o conjunto das atividades que concorrem à obtenção de produtos oriundos da agropecuária, florestas e pesca, não destinadas à alimentação, mas aos sistemas energético, madeireiro, couro e calçados, papel, papelão e têxtil".
5. Características de cadeias produtivas
Refere-se ao conjunto de etapas consecutivas pelas quais passam e vão sendo transformados e transferidos os diversos insumos, em ciclos de produção, distribuição e comercialização de bens e serviços;
Implica em divisão de trabalho, na qual cada agente ou conjunto de agentes realiza etapas distintas do processo produtivo;
Não se restringe, necessariamente, a uma mesma região ou localidade;
Não contempla necessariamente outros atores, além das empresas, tais como instituições de ensino, pesquisa e desenvolvimento, apoio técnico, financiamento, promoção, entre outros".
Somente as afirmativas 1 e 4 são verdadeiras.
Somente as afirmativas 2, 3 e 4 são verdadeiras.
As afirmativas 1, 2, 3, 4 e 5 são verdadeiras.
Somente as afirmativas 1, 3 e 5 são verdadeiras.
Somente as afirmativas 2 e 4 são verdadeiras.
Considere as afirmativas sobre a legislação referente a integração lavoura-pecuária, julgue-as em verdadeiras ou falsas e faça a escolha da alternativa correspondente.
(___) Em 2013 a Câmara dos Deputados aprovou o Projeto de Lei Nº 708-F de 2007, que institui a Política Nacional de Integração Lavoura-Pecuária-Floresta, cuja proposta prevê benefícios para produtores rurais que adotarem sistemas integrados para a recuperação de áreas degradadas ou em degradação.
(___) O texto aprovado é o substitutivo do Senado ao Projeto de Lei 708/07, aprovado originalmente pela Câmara em 2008, do ex-deputado e atual senador Rodrigo Rollemberg. De acordo com o texto, a política nacional de integração terá como princípios a preservação e a melhoria das condições físicas, químicas e biológicas do solo e a observância aos princípios e às leis de proteção ambiental.
(___) Os sistemas integrados compreendem o uso do solo, de forma conjunta ou alternada, para atividades agrícolas, florestais ou de pecuária com o objetivo de melhorar o aproveitamento, aumentar a produtividade e tornar a produção sustentável ambientalmente.
(___) Com a aprovação da proposta, os produtores também terão preferência na prestação de serviços oficiais de assistência técnica e fomento, além de apoio técnico no desenvolvimento de projetos de preservação ambiental.
(___) Entre os incentivos oferecidos pela Lei está a prioridade na obtenção de empréstimos de bancos oficiais e de benefícios associados a programas de infraestrutura rural (energia, irrigação e armazenagem, entre outros).
V, F, F, V, V.
F, V, V, F, V.
V, F, V, F, V.
V, V, V, V, V.
V, V, V, F, V.
Na consolidação do agronegócio brasileiro, a dinâmica agropecuária brasileira passou a apresentar um perfil produtivo baseado na grande escala sustentada no uso de insumos e máquinas e em sua conexão com a indústria. Considere as afirmativas abaixo, julgue-as em verdadeiras ou falsas e escolha a alternativa correta:
(____) A agricultura transformou-se num ramo da produção semelhante à indústria, que compra insumos, produz matérias-primas e depois as vende a outros ramos da produção. A agricultura passa então a participar a montante e a jusante da malha de relações Inter setoriais da economia, não existindo mais uma única dinâmica da agricultura em geral, mas várias dinâmicas com uma forma específica de ocupação produtiva do espaço geográfico, cada uma correspondente a um complexo agroindustrial.
(____) O Estado brasileiro desempenhou um papel importante na viabilização do processo de formação das cadeias agroindustriais por meio da implementação de um conjunto de políticas econômicas e institucionais, destacando-se a política de crédito subsidiado e a política tecnológica.
(____) O principal instrumento utilizado pelo Estado para promover a modernização da agricultura, e, portanto, o agronegócio, foi o crédito rural subsidiado, que estimulou a formação das cadeias agroindustriais por meio da utilização de insumos e práticas pré-determinadas pelo padrão vigente de modernização. A alocação desse crédito levou a uma acentuada diferenciação social e espacial que se manifestou numa elevada concentração fundiária e de renda.
(____) A política de crédito subsidiado privilegiou os grandes proprietários de terra e detentores de riqueza em geral, participantes das cadeias produtivas do agronegócio, enquanto discriminou os pequenos produtores.
(____) A política de crédito agrícola subsidiado, pilar fundamental do processo de modernização da agricultura brasileira, permitiu que as unidades produtivas incrementassem a sua escala de produção e partissem para um uso mais intensivo da terra através de um maior uso de insumos por área.
(____) Esta maior produtividade da terra, por sua vez, implicou num aumento de seu preço e o processo de modernização da agricultura foi norteado fundamentalmente pela busca do máximo lucro monetário. A preservação dos recursos naturais e os efeitos sobre o meio ambiente foram relegados a um segundo plano.
V, V, V, F, F.
V, V, V, F, V.
V, F, V, V, V.
V, V, V, V, V.
V, V, F, F, V.
A biotecnologia e o campo em que se observa a importância crescente da interação entre os universos da ciência, da pesquisa tecnológica e da produção industrial e agrícola. Mais do que em qualquer outra atividade produtiva moderna, a natureza da pesquisa básica em biotecnologia e orientada pela busca do tipo de inovação que faz erodir as fronteiras entre ciência e tecnologia. Considere as afirmativas sobre a biotecnologia agrícola e escolha a alternativa correta:
I. A biotecnologia é um termo bastante amplo, em seu aspecto de utilização, onde pode ser definida como um instrumento do melhoramento genético, que utiliza organismos vivos ou partes deles com o objetivo de melhorar plantas e animais, utilizando-se das técnicas de cultura de tecidos, marcadores moleculares e transgenia. A biotecnologia baseia-se na habilidade de introduzir, com precisão, construções gênicas em um organismo, usando a tecnologia do DNA recombinante ou técnicas de engenharia genética para alterar seus processos metabólicos favoravelmente.
II. A biotecnologia atualmente é amplamente identificada com aplicações nas diversas áreas do conhecimento, tendo como base de estudo os códigos genéticos, ou genoma da vida. A combinação de técnicas de Biologia Molecular, de cultura de tecidos e de transferência de genes resultou no desenvolvimento da transformação genética de plantas.
III. A utilização da biotecnologia na obtenção de plantas transgênicas trouxe uma nova dimensão ao melhoramento genético de plantas, desde o rompimento da barreira de cruzamentos, incluindo espécies de diferentes reinos, até a possibilidade de redução do tempo de obtenção de novas cultivares.
IV. Atualmente, as plantas transgênicas têm grande importância na agricultura mundial, tendo grande parte da área cultivada com espécies de interesse agronômico ocupada por variedades transgênicas.
Somente a afirmativa I é verdadeira
Somente as afirmativas II e III são verdadeiras
Somente as afirmativas II e IV são verdadeiras
Somente as afirmativas III e IV são verdadeiras
Todas as afirmativas são verdadeiras
A Figura 2 abaixo expressa a dinâmica do agronegócio. Considere as afirmativas abaixo e escolha a alternativa correta.
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)
I. Os agentes econômicos que atuam no segmento “antes da porteira” do agronegócio são, de um lado, os produtores de insumos de forma ampla, juntamente com seus revendedores e representantes e, de outro lado, os produtores rurais. Em geral, os produtores de insumos são grandes empresas ou grandes agroindústrias que dominam determinados setores da produção de insumos.
II. O segmento agroindustrial “dentro da porteira” é a produção das propriedades rurais, a produção agropecuária propriamente dita. Envolve desde o preparo para iniciar a produção até a obtenção do produto agropecuário para ser comercializado.
III. O segmento “depois da porteira” se constitui em sua maioria pelos atos de processamento e distribuição dos bens ou serviços produzidos pela atividade agropecuária até que os produtos cheguem aos consumidores finais. Os agentes envolvidos nesse processo são o comércio, as agroindústrias, os prestadores de serviços e o governo, basicamente. Após a colheita dos produtos agropecuários eles seguiram por caminhos distintos até chegar aos seus respectivos consumidores.
Estão corretas as afirmativas:
II e III.
I e III.
Apenas I.
I e II.
I, II e III.
Sabemos que o agronegócio brasileiro possui uma história e consequentemente uma evolução e o surgimento do agronegócio está relacionado com o processo de intensificação da atividade industrial, seja pelo surgimento de bens de capital e insumos agrícolas, seja pelo deslocamento das massas de trabalhadores do meio rural para o meio urbano, tal como se verificou nos principais países industrializados a partir da revolução verde. Neste contexto, considere as afirmativas abaixo e escolha a alternativa correta:
I. A dinâmica da constituição do agronegócio foi realizada a partir do processo de modernização da agricultura considerada, pela literatura, como conservadora, ou seja, caracterizada por inovar as condições de produção realizadas nas grandes propriedades, porém, mantendo a estrutura fundiária concentrada.
II. O processo produtivo na agricultura tornou-se mais intensivo em capital (emprego de máquinas, insumos químicos e industriais), com a introdução e/ou substituição de cultivos voltados para o mercado interno (commodities) e a utilização intensiva do trabalho assalariado.
III. Em um primeiro momento, o processo de modernização da agricultura, base para a formação do agronegócio, esteve restrito pela capacidade de compra das exportações. No entanto, em meados da década de 1970, na medida em que este processo foi se intensificando com o desenvolvimento das indústrias voltadas especificamente para atender as demandas do setor agropecuário, (máquinas, equipamentos, defensivos, adubos, vacinas, rações e outros insumos), esse processo tornou-se autônomo, permitindo que a modernização da agricultura passasse a ser endógena e irreversível, no sentido de que uma regressão da base técnica implicaria também em uma regressão da produção agrícola.
Todas as afirmativas são verdadeiras
Somente as afirmativas II e III são verdadeiras
Somente a afirmativa III é verdadeira
Somente as afirmativas I e III são verdadeiras
Somente a afirmativa I é verdadeira
Historicamente o agronegócio do Brasil passou por diversos ciclos! E vale a pena conhece-los e sobre eles é correto afirmar:
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
O chamado ciclo da borracha surgiu com a extração do produto em fins do século XIX e alcançou o auge no primeiro decênio do século XXI. Proporcionou apreciáveis recursos ao país e, em 1910.
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.
Considere as colunas a e b e faça as correlações corretas. Escolha a alternativa correta:
Coluna A
Coluna B
1. Agribusiness
“Conjunto de todas as operações e transações envolvidas desde a fabricação dos insumos agropecuários, das operações de produção nas unidades agropecuárias, até o processamento e distribuição e consumo dos produtos agropecuários 'in natura' ou industrializados".
2. Sazonalidade da produção
A produção agropecuária é dependente das condições climáticas de cada região, apresentando períodos de safra e de entres safra, ou seja, períodos de abundância de produtos alternados com períodos de falta de produção, salvo raras exceções.
3. Sistema Agroalimentar
"É o conjunto das atividades que concorrem à formação e à distribuição dos produtos alimentares e, em consequência, o cumprimento da função de alimentação".
4. Sistema Agroindustrial Não Alimentar
"É o conjunto das atividades que concorrem à obtenção de produtos oriundos da agropecuária, florestas e pesca, não destinadas à alimentação, mas aos sistemas energético, madeireiro, couro e calçados, papel, papelão e têxtil".
5. Características de cadeias produtivas
Refere-se ao conjunto de etapas consecutivas pelas quais passam e vão sendo transformados e transferidos os diversos insumos, em ciclos de produção, distribuição e comercialização de bens e serviços;
Implica em divisão de trabalho, na qual cada agente ou conjunto de agentes realiza etapas distintas do processo produtivo;
Não se restringe, necessariamente, a uma mesma região ou localidade;
Não contempla necessariamente outros atores, além das empresas, tais como instituições de ensino, pesquisa e desenvolvimento, apoio técnico, financiamento, promoção, entre outros".
V, F, F, V, V.
F, V, V, F, V.
V, F, V, F, V.
V, V, V, V, V.
V, V, V, F, V.
Na consolidação do agronegócio brasileiro, a dinâmica agropecuária brasileira passou a apresentar um perfil produtivo baseado na grande escala sustentada no uso de insumos e máquinas e em sua conexão com a indústria. Considere as afirmativas abaixo, julgue-as em verdadeiras ou falsas e escolha a alternativa correta:
(____) A agricultura transformou-se num ramo da produção semelhante à indústria, que compra insumos, produz matérias-primas e depois as vende a outros ramos da produção. A agricultura passa então a participar a montante e a jusante da malha de relações Inter setoriais da economia, não existindo mais uma única dinâmica da agricultura em geral, mas várias dinâmicas com uma forma específica de ocupação produtiva do espaço geográfico, cada uma correspondente a um complexo agroindustrial.
(____) O Estado brasileiro desempenhou um papel importante na viabilização do processo de formação das cadeias agroindustriais por meio da implementação de um conjunto de políticas econômicas e institucionais, destacando-se a política de crédito subsidiado e a política tecnológica.
(____) O principal instrumento utilizado pelo Estado para promover a modernização da agricultura, e, portanto, o agronegócio, foi o crédito rural subsidiado, que estimulou a formação das cadeias agroindustriais por meio da utilização de insumos e práticas pré-determinadas pelo padrão vigente de modernização. A alocação desse crédito levou a uma acentuada diferenciação social e espacial que se manifestou numa elevada concentração fundiária e de renda.
(____) A política de crédito subsidiado privilegiou os grandes proprietários de terra e detentores de riqueza em geral, participantes das cadeias produtivas do agronegócio, enquanto discriminou os pequenos produtores.
(____) A política de crédito agrícola subsidiado, pilar fundamental do processo de modernização da agricultura brasileira, permitiu que as unidades produtivas incrementassem a sua escala de produção e partissem para um uso mais intensivo da terra através de um maior uso de insumos por área.
(____) Esta maior produtividade da terra, por sua vez, implicou num aumento de seu preço e o processo de modernização da agricultura foi norteado fundamentalmente pela busca do máximo lucro monetário. A preservação dos recursos naturais e os efeitos sobre o meio ambiente foram relegados a um segundo plano.
V, V, V, F, F.
V, V, V, F, V.
V, F, V, V, V.
V, V, V, V, V.
V, V, F, F, V.
A biotecnologia e o campo em que se observa a importância crescente da interação entre os universos da ciência, da pesquisa tecnológica e da produção industrial e agrícola. Mais do que em qualquer outra atividade produtiva moderna, a natureza da pesquisa básica em biotecnologia e orientada pela busca do tipo de inovação que faz erodir as fronteiras entre ciência e tecnologia. Considere as afirmativas sobre a biotecnologia agrícola e escolha a alternativa correta:
I. A biotecnologia é um termo bastante amplo, em seu aspecto de utilização, onde pode ser definida como um instrumento do melhoramento genético, que utiliza organismos vivos ou partes deles com o objetivo de melhorar plantas e animais, utilizando-se das técnicas de cultura de tecidos, marcadores moleculares e transgenia. A biotecnologia baseia-se na habilidade de introduzir, com precisão, construções gênicas em um organismo, usando a tecnologia do DNA recombinante ou técnicas de engenharia genética para alterar seus processos metabólicos favoravelmente.
II. A biotecnologia atualmente é amplamente identificada com aplicações nas diversas áreas do conhecimento, tendo como base de estudo os códigos genéticos, ou genoma da vida. A combinação de técnicas de Biologia Molecular, de cultura de tecidos e de transferência de genes resultou no desenvolvimento da transformação genética de plantas.
III. A utilização da biotecnologia na obtenção de plantas transgênicas trouxe uma nova dimensão ao melhoramento genético de plantas, desde o rompimento da barreira de cruzamentos, incluindo espécies de diferentes reinos, até a possibilidade de redução do tempo de obtenção de novas cultivares.
IV. Atualmente, as plantas transgênicas têm grande importância na agricultura mundial, tendo grande parte da área cultivada com espécies de interesse agronômico ocupada por variedades transgênicas.
Somente a afirmativa I é verdadeira
Somente as afirmativas II e III são verdadeiras
Somente as afirmativas II e IV são verdadeiras
Somente as afirmativas III e IV são verdadeiras
Todas as afirmativas são verdadeiras
A Figura 2 abaixo expressa a dinâmica do agronegócio. Considere as afirmativas abaixo e escolha a alternativa correta.
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)
I. Os agentes econômicos que atuam no segmento “antes da porteira” do agronegócio são, de um lado, os produtores de insumos de forma ampla, juntamente com seus revendedores e representantes e, de outro lado, os produtores rurais. Em geral, os produtores de insumos são grandes empresas ou grandes agroindústrias que dominam determinados setores da produção de insumos.
II. O segmento agroindustrial “dentro da porteira” é a produção das propriedades rurais, a produção agropecuária propriamente dita. Envolve desde o preparo para iniciar a produção até a obtenção do produto agropecuário para ser comercializado.
III. O segmento “depois da porteira” se constitui em sua maioria pelos atos de processamento e distribuição dos bens ou serviços produzidos pela atividade agropecuária até que os produtos cheguem aos consumidores finais. Os agentes envolvidos nesse processo são o comércio, as agroindústrias, os prestadores de serviços e o governo, basicamente. Após a colheita dos produtos agropecuários eles seguiram por caminhos distintos até chegar aos seus respectivos consumidores.
Estão corretas as afirmativas:
II e III.
I e III.
Apenas I.
I e II.
I, II e III.
Sabemos que o agronegócio brasileiro possui uma história e consequentemente uma evolução e o surgimento do agronegócio está relacionado com o processo de intensificação da atividade industrial, seja pelo surgimento de bens de capital e insumos agrícolas, seja pelo deslocamento das massas de trabalhadores do meio rural para o meio urbano, tal como se verificou nos principais países industrializados a partir da revolução verde. Neste contexto, considere as afirmativas abaixo e escolha a alternativa correta:
I. A dinâmica da constituição do agronegócio foi realizada a partir do processo de modernização da agricultura considerada, pela literatura, como conservadora, ou seja, caracterizada por inovar as condições de produção realizadas nas grandes propriedades, porém, mantendo a estrutura fundiária concentrada.
II. O processo produtivo na agricultura tornou-se mais intensivo em capital (emprego de máquinas, insumos químicos e industriais), com a introdução e/ou substituição de cultivos voltados para o mercado interno (commodities) e a utilização intensiva do trabalho assalariado.
III. Em um primeiro momento, o processo de modernização da agricultura, base para a formação do agronegócio, esteve restrito pela capacidade de compra das exportações. No entanto, em meados da década de 1970, na medida em que este processo foi se intensificando com o desenvolvimento das indústrias voltadas especificamente para atender as demandas do setor agropecuário, (máquinas, equipamentos, defensivos, adubos, vacinas, rações e outros insumos), esse processo tornou-se autônomo, permitindo que a modernização da agricultura passasse a ser endógena e irreversível, no sentido de que uma regressão da base técnica implicaria também em uma regressão da produção agrícola.
Todas as afirmativas são verdadeiras
Somente as afirmativas II e III são verdadeiras
Somente a afirmativa III é verdadeira
Somente as afirmativas I e III são verdadeiras
Somente a afirmativa I é verdadeira
Historicamente o agronegócio do Brasil passou por diversos ciclos! E vale a pena conhece-los e sobre eles é correto afirmar:
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
O chamado ciclo da borracha surgiu com a extração do produto em fins do século XIX e alcançou o auge no primeiro decênio do século XXI. Proporcionou apreciáveis recursos ao país e, em 1910.
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.
Considere as colunas a e b e faça as correlações corretas. Escolha a alternativa correta:
Coluna A
Coluna B
1. Agribusiness
“Conjunto de todas as operações e transações envolvidas desde a fabricação dos insumos agropecuários, das operações de produção nas unidades agropecuárias, até o processamento e distribuição e consumo dos produtos agropecuários 'in natura' ou industrializados".
2. Sazonalidade da produção
A produção agropecuária é dependente das condições climáticas de cada região, apresentando períodos de safra e de entres safra, ou seja, períodos de abundância de produtos alternados com períodos de falta de produção, salvo raras exceções.
3. Sistema Agroalimentar
"É o conjunto das atividades que concorrem à formação e à distribuição dos produtos alimentares e, em consequência, o cumprimento da função de alimentação".
4. Sistema Agroindustrial Não Alimentar
"É o conjunto das atividades que concorrem à obtenção de produtos oriundos da agropecuária, florestas e pesca, não destinadas à alimentação, mas aos sistemas energético, madeireiro, couro e calçados, papel, papelão e têxtil".
5. Características de cadeias produtivas
Refere-se ao conjunto de etapas consecutivas pelas quais passam e vão sendo transformados e transferidos os diversos insumos, em ciclos de produção, distribuição e comercialização de bens e serviços;
Implica em divisão de trabalho, na qual cada agente ou conjunto de agentes realiza etapas distintas do processo produtivo;
Não se restringe, necessariamente, a uma mesma região ou localidade;
Não contempla necessariamente outros atores, além das empresas, tais como instituições de ensino, pesquisa e desenvolvimento, apoio técnico, financiamento, promoção, entre outros".
V, V, V, F, F.
V, V, V, F, V.
V, F, V, V, V.
V, V, V, V, V.
V, V, F, F, V.
A biotecnologia e o campo em que se observa a importância crescente da interação entre os universos da ciência, da pesquisa tecnológica e da produção industrial e agrícola. Mais do que em qualquer outra atividade produtiva moderna, a natureza da pesquisa básica em biotecnologia e orientada pela busca do tipo de inovação que faz erodir as fronteiras entre ciência e tecnologia. Considere as afirmativas sobre a biotecnologia agrícola e escolha a alternativa correta:
I. A biotecnologia é um termo bastante amplo, em seu aspecto de utilização, onde pode ser definida como um instrumento do melhoramento genético, que utiliza organismos vivos ou partes deles com o objetivo de melhorar plantas e animais, utilizando-se das técnicas de cultura de tecidos, marcadores moleculares e transgenia. A biotecnologia baseia-se na habilidade de introduzir, com precisão, construções gênicas em um organismo, usando a tecnologia do DNA recombinante ou técnicas de engenharia genética para alterar seus processos metabólicos favoravelmente.
II. A biotecnologia atualmente é amplamente identificada com aplicações nas diversas áreas do conhecimento, tendo como base de estudo os códigos genéticos, ou genoma da vida. A combinação de técnicas de Biologia Molecular, de cultura de tecidos e de transferência de genes resultou no desenvolvimento da transformação genética de plantas.
III. A utilização da biotecnologia na obtenção de plantas transgênicas trouxe uma nova dimensão ao melhoramento genético de plantas, desde o rompimento da barreira de cruzamentos, incluindo espécies de diferentes reinos, até a possibilidade de redução do tempo de obtenção de novas cultivares.
IV. Atualmente, as plantas transgênicas têm grande importância na agricultura mundial, tendo grande parte da área cultivada com espécies de interesse agronômico ocupada por variedades transgênicas.
Somente a afirmativa I é verdadeira
Somente as afirmativas II e III são verdadeiras
Somente as afirmativas II e IV são verdadeiras
Somente as afirmativas III e IV são verdadeiras
Todas as afirmativas são verdadeiras
A Figura 2 abaixo expressa a dinâmica do agronegócio. Considere as afirmativas abaixo e escolha a alternativa correta.
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)
I. Os agentes econômicos que atuam no segmento “antes da porteira” do agronegócio são, de um lado, os produtores de insumos de forma ampla, juntamente com seus revendedores e representantes e, de outro lado, os produtores rurais. Em geral, os produtores de insumos são grandes empresas ou grandes agroindústrias que dominam determinados setores da produção de insumos.
II. O segmento agroindustrial “dentro da porteira” é a produção das propriedades rurais, a produção agropecuária propriamente dita. Envolve desde o preparo para iniciar a produção até a obtenção do produto agropecuário para ser comercializado.
III. O segmento “depois da porteira” se constitui em sua maioria pelos atos de processamento e distribuição dos bens ou serviços produzidos pela atividade agropecuária até que os produtos cheguem aos consumidores finais. Os agentes envolvidos nesse processo são o comércio, as agroindústrias, os prestadores de serviços e o governo, basicamente. Após a colheita dos produtos agropecuários eles seguiram por caminhos distintos até chegar aos seus respectivos consumidores.
Estão corretas as afirmativas:
II e III.
I e III.
Apenas I.
I e II.
I, II e III.
Sabemos que o agronegócio brasileiro possui uma história e consequentemente uma evolução e o surgimento do agronegócio está relacionado com o processo de intensificação da atividade industrial, seja pelo surgimento de bens de capital e insumos agrícolas, seja pelo deslocamento das massas de trabalhadores do meio rural para o meio urbano, tal como se verificou nos principais países industrializados a partir da revolução verde. Neste contexto, considere as afirmativas abaixo e escolha a alternativa correta:
I. A dinâmica da constituição do agronegócio foi realizada a partir do processo de modernização da agricultura considerada, pela literatura, como conservadora, ou seja, caracterizada por inovar as condições de produção realizadas nas grandes propriedades, porém, mantendo a estrutura fundiária concentrada.
II. O processo produtivo na agricultura tornou-se mais intensivo em capital (emprego de máquinas, insumos químicos e industriais), com a introdução e/ou substituição de cultivos voltados para o mercado interno (commodities) e a utilização intensiva do trabalho assalariado.
III. Em um primeiro momento, o processo de modernização da agricultura, base para a formação do agronegócio, esteve restrito pela capacidade de compra das exportações. No entanto, em meados da década de 1970, na medida em que este processo foi se intensificando com o desenvolvimento das indústrias voltadas especificamente para atender as demandas do setor agropecuário, (máquinas, equipamentos, defensivos, adubos, vacinas, rações e outros insumos), esse processo tornou-se autônomo, permitindo que a modernização da agricultura passasse a ser endógena e irreversível, no sentido de que uma regressão da base técnica implicaria também em uma regressão da produção agrícola.
Todas as afirmativas são verdadeiras
Somente as afirmativas II e III são verdadeiras
Somente a afirmativa III é verdadeira
Somente as afirmativas I e III são verdadeiras
Somente a afirmativa I é verdadeira
Historicamente o agronegócio do Brasil passou por diversos ciclos! E vale a pena conhece-los e sobre eles é correto afirmar:
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
O chamado ciclo da borracha surgiu com a extração do produto em fins do século XIX e alcançou o auge no primeiro decênio do século XXI. Proporcionou apreciáveis recursos ao país e, em 1910.
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.
Considere as colunas a e b e faça as correlações corretas. Escolha a alternativa correta:
Coluna A
Coluna B
1. Agribusiness
“Conjunto de todas as operações e transações envolvidas desde a fabricação dos insumos agropecuários, das operações de produção nas unidades agropecuárias, até o processamento e distribuição e consumo dos produtos agropecuários 'in natura' ou industrializados".
2. Sazonalidade da produção
A produção agropecuária é dependente das condições climáticas de cada região, apresentando períodos de safra e de entres safra, ou seja, períodos de abundância de produtos alternados com períodos de falta de produção, salvo raras exceções.
3. Sistema Agroalimentar
"É o conjunto das atividades que concorrem à formação e à distribuição dos produtos alimentares e, em consequência, o cumprimento da função de alimentação".
4. Sistema Agroindustrial Não Alimentar
"É o conjunto das atividades que concorrem à obtenção de produtos oriundos da agropecuária, florestas e pesca, não destinadas à alimentação, mas aos sistemas energético, madeireiro, couro e calçados, papel, papelão e têxtil".
5. Características de cadeias produtivas
Refere-se ao conjunto de etapas consecutivas pelas quais passam e vão sendo transformados e transferidos os diversos insumos, em ciclos de produção, distribuição e comercialização de bens e serviços;
Implica em divisão de trabalho, na qual cada agente ou conjunto de agentes realiza etapas distintas do processo produtivo;
Não se restringe, necessariamente, a uma mesma região ou localidade;
Não contempla necessariamente outros atores, além das empresas, tais como instituições de ensino, pesquisa e desenvolvimento, apoio técnico, financiamento, promoção, entre outros".
Somente a afirmativa I é verdadeira
Somente as afirmativas II e III são verdadeiras
Somente as afirmativas II e IV são verdadeiras
Somente as afirmativas III e IV são verdadeiras
Todas as afirmativas são verdadeiras
A Figura 2 abaixo expressa a dinâmica do agronegócio. Considere as afirmativas abaixo e escolha a alternativa correta.
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)
I. Os agentes econômicos que atuam no segmento “antes da porteira” do agronegócio são, de um lado, os produtores de insumos de forma ampla, juntamente com seus revendedores e representantes e, de outro lado, os produtores rurais. Em geral, os produtores de insumos são grandes empresas ou grandes agroindústrias que dominam determinados setores da produção de insumos.
II. O segmento agroindustrial “dentro da porteira” é a produção das propriedades rurais, a produção agropecuária propriamente dita. Envolve desde o preparo para iniciar a produção até a obtenção do produto agropecuário para ser comercializado.
III. O segmento “depois da porteira” se constitui em sua maioria pelos atos de processamento e distribuição dos bens ou serviços produzidos pela atividade agropecuária até que os produtos cheguem aos consumidores finais. Os agentes envolvidos nesse processo são o comércio, as agroindústrias, os prestadores de serviços e o governo, basicamente. Após a colheita dos produtos agropecuários eles seguiram por caminhos distintos até chegar aos seus respectivos consumidores.
Estão corretas as afirmativas:
II e III.
I e III.
Apenas I.
I e II.
I, II e III.
Sabemos que o agronegócio brasileiro possui uma história e consequentemente uma evolução e o surgimento do agronegócio está relacionado com o processo de intensificação da atividade industrial, seja pelo surgimento de bens de capital e insumos agrícolas, seja pelo deslocamento das massas de trabalhadores do meio rural para o meio urbano, tal como se verificou nos principais países industrializados a partir da revolução verde. Neste contexto, considere as afirmativas abaixo e escolha a alternativa correta:
I. A dinâmica da constituição do agronegócio foi realizada a partir do processo de modernização da agricultura considerada, pela literatura, como conservadora, ou seja, caracterizada por inovar as condições de produção realizadas nas grandes propriedades, porém, mantendo a estrutura fundiária concentrada.
II. O processo produtivo na agricultura tornou-se mais intensivo em capital (emprego de máquinas, insumos químicos e industriais), com a introdução e/ou substituição de cultivos voltados para o mercado interno (commodities) e a utilização intensiva do trabalho assalariado.
III. Em um primeiro momento, o processo de modernização da agricultura, base para a formação do agronegócio, esteve restrito pela capacidade de compra das exportações. No entanto, em meados da década de 1970, na medida em que este processo foi se intensificando com o desenvolvimento das indústrias voltadas especificamente para atender as demandas do setor agropecuário, (máquinas, equipamentos, defensivos, adubos, vacinas, rações e outros insumos), esse processo tornou-se autônomo, permitindo que a modernização da agricultura passasse a ser endógena e irreversível, no sentido de que uma regressão da base técnica implicaria também em uma regressão da produção agrícola.
Todas as afirmativas são verdadeiras
Somente as afirmativas II e III são verdadeiras
Somente a afirmativa III é verdadeira
Somente as afirmativas I e III são verdadeiras
Somente a afirmativa I é verdadeira
Historicamente o agronegócio do Brasil passou por diversos ciclos! E vale a pena conhece-los e sobre eles é correto afirmar:
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
O chamado ciclo da borracha surgiu com a extração do produto em fins do século XIX e alcançou o auge no primeiro decênio do século XXI. Proporcionou apreciáveis recursos ao país e, em 1910.
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.
Considere as colunas a e b e faça as correlações corretas. Escolha a alternativa correta:
Coluna A
Coluna B
1. Agribusiness
“Conjunto de todas as operações e transações envolvidas desde a fabricação dos insumos agropecuários, das operações de produção nas unidades agropecuárias, até o processamento e distribuição e consumo dos produtos agropecuários 'in natura' ou industrializados".
2. Sazonalidade da produção
A produção agropecuária é dependente das condições climáticas de cada região, apresentando períodos de safra e de entres safra, ou seja, períodos de abundância de produtos alternados com períodos de falta de produção, salvo raras exceções.
3. Sistema Agroalimentar
"É o conjunto das atividades que concorrem à formação e à distribuição dos produtos alimentares e, em consequência, o cumprimento da função de alimentação".
4. Sistema Agroindustrial Não Alimentar
"É o conjunto das atividades que concorrem à obtenção de produtos oriundos da agropecuária, florestas e pesca, não destinadas à alimentação, mas aos sistemas energético, madeireiro, couro e calçados, papel, papelão e têxtil".
5. Características de cadeias produtivas
Refere-se ao conjunto de etapas consecutivas pelas quais passam e vão sendo transformados e transferidos os diversos insumos, em ciclos de produção, distribuição e comercialização de bens e serviços;
Implica em divisão de trabalho, na qual cada agente ou conjunto de agentes realiza etapas distintas do processo produtivo;
Não se restringe, necessariamente, a uma mesma região ou localidade;
Não contempla necessariamente outros atores, além das empresas, tais como instituições de ensino, pesquisa e desenvolvimento, apoio técnico, financiamento, promoção, entre outros".
II e III.
I e III.
Apenas I.
I e II.
I, II e III.
Sabemos que o agronegócio brasileiro possui uma história e consequentemente uma evolução e o surgimento do agronegócio está relacionado com o processo de intensificação da atividade industrial, seja pelo surgimento de bens de capital e insumos agrícolas, seja pelo deslocamento das massas de trabalhadores do meio rural para o meio urbano, tal como se verificou nos principais países industrializados a partir da revolução verde. Neste contexto, considere as afirmativas abaixo e escolha a alternativa correta:
I. A dinâmica da constituição do agronegócio foi realizada a partir do processo de modernização da agricultura considerada, pela literatura, como conservadora, ou seja, caracterizada por inovar as condições de produção realizadas nas grandes propriedades, porém, mantendo a estrutura fundiária concentrada.
II. O processo produtivo na agricultura tornou-se mais intensivo em capital (emprego de máquinas, insumos químicos e industriais), com a introdução e/ou substituição de cultivos voltados para o mercado interno (commodities) e a utilização intensiva do trabalho assalariado.
III. Em um primeiro momento, o processo de modernização da agricultura, base para a formação do agronegócio, esteve restrito pela capacidade de compra das exportações. No entanto, em meados da década de 1970, na medida em que este processo foi se intensificando com o desenvolvimento das indústrias voltadas especificamente para atender as demandas do setor agropecuário, (máquinas, equipamentos, defensivos, adubos, vacinas, rações e outros insumos), esse processo tornou-se autônomo, permitindo que a modernização da agricultura passasse a ser endógena e irreversível, no sentido de que uma regressão da base técnica implicaria também em uma regressão da produção agrícola.
Todas as afirmativas são verdadeiras
Somente as afirmativas II e III são verdadeiras
Somente a afirmativa III é verdadeira
Somente as afirmativas I e III são verdadeiras
Somente a afirmativa I é verdadeira
Historicamente o agronegócio do Brasil passou por diversos ciclos! E vale a pena conhece-los e sobre eles é correto afirmar:
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
O chamado ciclo da borracha surgiu com a extração do produto em fins do século XIX e alcançou o auge no primeiro decênio do século XXI. Proporcionou apreciáveis recursos ao país e, em 1910.
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.
Considere as colunas a e b e faça as correlações corretas. Escolha a alternativa correta:
Coluna A
Coluna B
1. Agribusiness
“Conjunto de todas as operações e transações envolvidas desde a fabricação dos insumos agropecuários, das operações de produção nas unidades agropecuárias, até o processamento e distribuição e consumo dos produtos agropecuários 'in natura' ou industrializados".
2. Sazonalidade da produção
A produção agropecuária é dependente das condições climáticas de cada região, apresentando períodos de safra e de entres safra, ou seja, períodos de abundância de produtos alternados com períodos de falta de produção, salvo raras exceções.
3. Sistema Agroalimentar
"É o conjunto das atividades que concorrem à formação e à distribuição dos produtos alimentares e, em consequência, o cumprimento da função de alimentação".
4. Sistema Agroindustrial Não Alimentar
"É o conjunto das atividades que concorrem à obtenção de produtos oriundos da agropecuária, florestas e pesca, não destinadas à alimentação, mas aos sistemas energético, madeireiro, couro e calçados, papel, papelão e têxtil".
5. Características de cadeias produtivas
Refere-se ao conjunto de etapas consecutivas pelas quais passam e vão sendo transformados e transferidos os diversos insumos, em ciclos de produção, distribuição e comercialização de bens e serviços;
Implica em divisão de trabalho, na qual cada agente ou conjunto de agentes realiza etapas distintas do processo produtivo;
Não se restringe, necessariamente, a uma mesma região ou localidade;
Não contempla necessariamente outros atores, além das empresas, tais como instituições de ensino, pesquisa e desenvolvimento, apoio técnico, financiamento, promoção, entre outros".
Todas as afirmativas são verdadeiras
Somente as afirmativas II e III são verdadeiras
Somente a afirmativa III é verdadeira
Somente as afirmativas I e III são verdadeiras
Somente a afirmativa I é verdadeira
Historicamente o agronegócio do Brasil passou por diversos ciclos! E vale a pena conhece-los e sobre eles é correto afirmar:
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
O chamado ciclo da borracha surgiu com a extração do produto em fins do século XIX e alcançou o auge no primeiro decênio do século XXI. Proporcionou apreciáveis recursos ao país e, em 1910.
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.
Considere as colunas a e b e faça as correlações corretas. Escolha a alternativa correta:
Coluna A
Coluna B
1. Agribusiness
“Conjunto de todas as operações e transações envolvidas desde a fabricação dos insumos agropecuários, das operações de produção nas unidades agropecuárias, até o processamento e distribuição e consumo dos produtos agropecuários 'in natura' ou industrializados".
2. Sazonalidade da produção
A produção agropecuária é dependente das condições climáticas de cada região, apresentando períodos de safra e de entres safra, ou seja, períodos de abundância de produtos alternados com períodos de falta de produção, salvo raras exceções.
3. Sistema Agroalimentar
"É o conjunto das atividades que concorrem à formação e à distribuição dos produtos alimentares e, em consequência, o cumprimento da função de alimentação".
4. Sistema Agroindustrial Não Alimentar
"É o conjunto das atividades que concorrem à obtenção de produtos oriundos da agropecuária, florestas e pesca, não destinadas à alimentação, mas aos sistemas energético, madeireiro, couro e calçados, papel, papelão e têxtil".
5. Características de cadeias produtivas
Refere-se ao conjunto de etapas consecutivas pelas quais passam e vão sendo transformados e transferidos os diversos insumos, em ciclos de produção, distribuição e comercialização de bens e serviços;
Implica em divisão de trabalho, na qual cada agente ou conjunto de agentes realiza etapas distintas do processo produtivo;
Não se restringe, necessariamente, a uma mesma região ou localidade;
Não contempla necessariamente outros atores, além das empresas, tais como instituições de ensino, pesquisa e desenvolvimento, apoio técnico, financiamento, promoção, entre outros".
O algodão, nativo da América e mesmo do Brasil, sendo utilizado já pelos indígenas, era cultivado há muito tempo, mas com muita importância como produto de exportação. Utilizado apenas na fiação e tecelagem de panos grosseiros, em fins do século XVII torna-se a principal matéria-prima industrial, acompanhando a evolução da mecanização da indústria têxtil na Europa.
Durante o ciclo do pau-brasil era extraído material corante vermelho, extremamente apreciado no mercado europeu que, já no século XII, importava o “verzino” ou “brasil”, empregado em Florença para tingir tecidos. A exploração, considerada monopólio da Coroa, foi arrendada, de início, por mercadores ricos, que recebiam da casa real um quinto do valor real da madeira.
O chamado ciclo da borracha surgiu com a extração do produto em fins do século XIX e alcançou o auge no primeiro decênio do século XXI. Proporcionou apreciáveis recursos ao país e, em 1910.
No Ciclo do ouro e diamantes as primeiras descobertas de jazidas auríferas realmente importantes se deram em 1668 – 1699, em Minas Gerais. Multiplicaram-se, depois, os achados, sem interrupção até meados de século XVIII, quando a mineração do ouro atinge o seu auge, ocorrendo, nesse período, grande afluxo de migrantes de Portugal, de Piratininga e de outras áreas do país para as regiões auríferas. Houve grande valorização das lavouras em virtude do atrativo de exploração mineira, havendo dificuldade em manter-se o suprimento adequado de alimentação à população das cidades que se desenvolviam nas novas regiões auríferas. Em princípio, pode-se dizer que nessa época se inicia, efetivamente, o comércio inter-regional de produtos agrícolas no Brasil.
No ciclo do açúcar os primeiros três engenhos teriam sido construídos em terra da capitania de São Vicente. Ao norte, o primeiro engenho foi construído, possivelmente, em 1534, por Martim Afonso de Souza, nas colinas de Olinda. Em 1536, surgiram na Paraíba do Sul e Bahia e mais tarde no Rio de Janeiro, após a expulsão dos franceses. Pode-se dizer que, apesar de ter sido importante para o pais em grande parte, o açúcar não foi responsável pelas características sociais, políticas e econômicas do Brasil atual.