tag:blogger.com,1999:blog-58869744793747539502024-02-21T02:16:25.030-03:00Ah! HistóriaUm blog para facilitar o estudo de História.Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-5886974479374753950.post-5262051692533886662014-05-01T17:35:00.000-03:002014-05-01T17:35:38.732-03:00Jogos Educativos <h3>
Jogos Interessantes</h3>
<h3>
Confiram o blog <a href="http://www.historiadigital.org/">www.historiadigital.org</a> ele apresenta diversos jogos interessantes.</h3>
Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com0tag:blogger.com,1999:blog-5886974479374753950.post-82413283434019662222014-05-01T11:43:00.003-03:002014-05-01T11:48:10.384-03:00Jogo sobre a Revolução Francesa<h3>
<span style="font-family: Times,"Times New Roman",serif;">Olá queridos alunos </span></h3>
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<span style="font-family: Times,"Times New Roman",serif;">Interessante sobre a Revolução Francesa...</span></h3>
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<span style="font-family: Times,"Times New Roman",serif;"><br /></span>
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Pesquisando no site<i><b> historiadigital.org </b></i></span></span><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">encontrei este jogo interessante sobre a <a href="http://www.historiadigital.org/2009/06/resumo-e-podcast-revolucao-francesa.html">Revolução Francesa</a>. </span></span></h3>
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</h3>
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<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Misturando
os gêneros RPG e Ação em Terceira Pessoa, a produção do jogo foi
coordenada pela professora Lynn Alves e financiada pela FINEP.</span></span></h3>
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<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Confira ... </span></span></h3>
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<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><a href="http://www.comunidadesvirtuais.pro.br/triade/index.htm" target="_blank">Tríade</a> </span></span></h3>
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<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><i><b><a href="http://www.comunidadesvirtuais.pro.br/triade/index.htm">O Jogo</a></b></i> </span></span></h3>
Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com0tag:blogger.com,1999:blog-5886974479374753950.post-86013147878449262572014-05-01T11:28:00.001-03:002014-05-01T11:33:18.612-03:00Respostas<i>Bom dia !</i><br />
Sobre as respostas dos exercícios sobre a Independência dos EUA<br />
A ideia é propor exercícios para serem respondidos pelos alunos.<br />
Aguardo a participação e daqui alguns dias publico as respostas.<br />
Obrigada.<br />
<br />
<br />
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Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com0tag:blogger.com,1999:blog-5886974479374753950.post-78920420750562045362011-07-05T22:54:00.001-03:002014-05-01T11:48:17.616-03:00MAPAS MENTAIS<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_U85m4UpOJzKA9sp2Oz31T2HxeMCMdHtm0RNSfF27CrGbsup_dTQhjoiogg3e2X6nmZyqvP1fLOihl8ysywYWkBk3vBZAzQsWGJSUJyadEP9WO1vuhHtYp3mJD3364VAYAQo_iAfuEu4/s1600/Mapa-Mental-Historia-Egito.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_U85m4UpOJzKA9sp2Oz31T2HxeMCMdHtm0RNSfF27CrGbsup_dTQhjoiogg3e2X6nmZyqvP1fLOihl8ysywYWkBk3vBZAzQsWGJSUJyadEP9WO1vuhHtYp3mJD3364VAYAQo_iAfuEu4/s400/Mapa-Mental-Historia-Egito.png" height="177" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mapa mental do Egito Antigo</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
http://www.mapasequestoes.com.br/home/o_que_sao_mapas_mentais<br />
http://blog.mapasequestoes.com.br/2008/04/mapas-mentais-como-fazer.htmlProf.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com0tag:blogger.com,1999:blog-5886974479374753950.post-51415573351228552432011-07-05T16:57:00.001-03:002011-07-05T21:51:00.410-03:00EXERCÍCIOS-INDEPENDÊNCIA DOS EUA<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt;"><u><span style="font-family: Cambria, serif; font-size: 13pt;"><i><b>Exercícios</b></i><o:p></o:p></span></u></div><br />
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><span style="font-family: Cambria, serif; font-size: 13pt;">1-Responda.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><br />
</div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">A-Em que princípios foi baseada a 1ª Constituição dos Estados Unidos da América?</span></div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">B-O que significa politicamente a independência dos EUA?</span></div></div><div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">C-Que conseqüências a independência trouxe para:</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 2cm;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">1- negros;</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 2cm;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">2- indígenas;</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 2cm;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">3- mulheres;</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">D-Que ideia contida na constituição norte-americana revela a influencia de:</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 2cm;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">1- John Locke;</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 2cm;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">2- Montesquieu;</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">E - Qual é o sistema de votação aprovado pela Constituição? Descreva-o.</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">F - Leia com atenção a afirmação abaixo:</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">G-“Nós, o povo dos Estados Unidos...”. Esta afirmação refere-se a todo o povo dos Estados Unidos (em 1887)? Justifique.</span></div></div><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">H- Relacione a Guerra dos Sete Anos (1767-1773), entre Inglaterra e França e a independência dos Estados Unidos.</span></div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><br />
<div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Cambria, serif; font-size: 17px;">I-Por que podemos afirmar que a Guerra dos Sete Anos acelerou o processo de independência dos EUA?</span></div><span style="font-family: Cambria, serif; font-size: 13pt;"><div style="text-align: justify;">I- O que foram as Leis intoleráveis e como os colonos reagiram a estas leis?</div><o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><br />
</div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">2-Assinale V para verdadeiro e F para falso, reescrevendo-as corretamente.<o:p></o:p></span></div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><br />
</div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 42.55pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 14.2pt 1.0cm 42.55pt 49.65pt; text-indent: -14.2pt;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">A.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span style="font-family: Cambria, serif; font-size: 13pt;">( ) A independência dos EUA representou a consolidação política e econômica do Antigo Regime.</span></div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 42.55pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 14.2pt 1.0cm 42.55pt 49.65pt; text-indent: -14.2pt;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">B.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span style="font-family: Cambria, serif; font-size: 13pt;">( ) A Lei do Chá impunha aos colonos uma serie de tarifas alfandegárias (impostos) sobre os produtos importados.</span></div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 42.55pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 14.2pt 1.0cm 42.55pt 49.65pt; text-indent: -14.2pt;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">C.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span style="font-family: Cambria, serif; font-size: 13pt;">( ) A Constituição de 1787 definiu os EUA como uma Republica Presidencialista Federativa.</span></div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 42.55pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 14.2pt 1.0cm 42.55pt 49.65pt; text-indent: -14.2pt;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">D.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span style="font-family: Cambria, serif; font-size: 13pt;">( ) O cargo de chefe do poder executivo cabia ao presidente, eleito de forma <u>direta</u>.</span></div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 42.55pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 14.2pt 1.0cm 42.55pt 49.65pt; text-indent: -14.2pt;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">E.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span style="font-family: Cambria, serif; font-size: 13pt;">( ) Em 1785 a Inglaterra assinou o Tratado de Versalhes reconhecendo a independência dos EUA.<o:p></o:p></span></div></div><div style="text-align: justify;"><br />
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<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-margin-top-alt: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">3-</span><span style="font-family: Cambria, serif; font-size: 13pt;"> (UFF 2009) - Leia o TEXTO Abaixo com atenção:</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-margin-top-alt: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">“Todos os homens foram criados iguais e são dotados de certos direitosinalienáveis, dentre os quais estão a Vida, a Liberdade e a Busca da Felicidade”.</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-margin-top-alt: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">A Declaração de Independência dos Estados Unidos foi marco de um processo que apontou para grandes transformações; com ela rompia-se o domínio colonial europeu sobre o continente americano. Entretanto, não assistimos só a rupturas, mas também a continuidades na separação das colônias inglesas e na formação estadunidense.</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-margin-top-alt: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">Sobre tal processo, pode-se afirmar que:</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-margin-top-alt: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">I. Embora baseada nos ideais liberais de igualdade e liberdade, a legislação americana, à época da independência, por mais que garantisse a liberdade de religião, de expressão e de reunião, construiu uma soberania popular restrita, a partir de um sistema eleitoral censitário, que beneficiava os proprietários;</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-margin-top-alt: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">II. A Constituição de 1787 reforçava o poder central e equilibrava as disparidades entre os estados, através do Congresso bicameral – o Senado e a Câmara de Representantes – e do papel atribuído à Suprema Corte, construindo um sistema inteiramente novo;</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-margin-top-alt: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">III. Os ideais liberais da Revolução Americana definem-se pela defesa intransigente da liberdade econômica e pela renúncia a qualquer tipo de protecionismo, resultando na dominação dos setores do Norte, de forte tradição comercial e pela necessidade de importação dos bens produzidos pela indústria inglesa, contrariando os interesses dos proprietários sulistas, que buscavam fortalecer a sua economia, para abastecer o mercado interno;</span></div></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-margin-top-alt: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">IV. A manutenção da escravidão, uma das grandes heranças do período colonial, visava a atender os interesses dos proprietários rurais da região sul, bem como dos comerciantes de almas, inclusive retirando-se da redação final da Declaração de Independência o trecho que criticava a propriedade escrava.<o:p></o:p></span></div></div><div style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-margin-top-alt: auto;"><span style="font-family: Cambria, serif; font-size: 13pt;">Assinale a opção correta.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><span style="font-family: Cambria, serif; font-size: 13pt;">A) A afirmativa I está correta.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><span style="font-family: Cambria, serif; font-size: 13pt;">B) As afirmativas I, II e III estão corretas</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><span style="font-family: Cambria, serif; font-size: 13pt;">C) As afirmativas I , II e IV estão corretas.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><span style="font-family: Cambria, serif; font-size: 13pt;">D) As afirmativas I, III e IV estão corretas.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><span style="font-family: Cambria, serif; font-size: 13pt;">E) As afirmativas II ,III e IV estão corretas.<br style="mso-special-character: line-break;" /></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><strong><span style="font-family: Cambria, serif; font-size: 13pt; font-weight: normal;">4-</span></strong><span style="font-family: Cambria, serif; font-size: 13pt;"> Primeiras colônias americanas a se tornarem independentes em 4 de julho de 1776, os Estados Unidos assumiram no século XIX:<o:p></o:p></span></div></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm;"><br />
<div style="text-align: justify;"><br />
</div><span class="Apple-style-span" style="font-family: Cambria, serif; font-size: 17px;">A) uma posição de estímulo aos movimentos revolucionários, contestando as estruturas tradicionais do poder vigentes em grande parte da Europa;</span><span style="line-height: normal;"><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;"> B) uma intransigente defesa da intervenção do Estado nas atividades econômicas, visando controlar os abusos da burguesia;</span></span></span><span style="line-height: normal;"><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;"> C) a identificação do Estado com a religião puritana, que seria obrigatória para todos os cidadãos;</span></span></span><span style="line-height: normal;"><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;"> D) dentro do continente americano, uma política imperialista, impondo seus interesses econômicos às demais nações;</span></span></span><span style="line-height: normal;"><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;"> E) uma política de expansão colonial em direção à África e à Oceania.</span></span></span><span style="line-height: normal;"> <br />
<strong style="font-family: Cambria, serif; font-size: 13pt;"><span style="font-family: Cambria, serif; font-weight: normal;">5.</span></strong><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;">As Leis britânicas acirravam as divergências entre colonos americanos e a Coroa Inglesa, provocando a luta pela independência. Entre os objetivos dessas leis, devem ser destacadas as seguintes:</span></span><br />
<div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;">A) Aumentar a receita real, impedir o contrabando e o comércio </span></span><u style="font-family: Cambria, serif; font-size: 13pt;">intercolonial </u><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;">e promover a recuperação econômica da Companhia das Índias Orientais.</span></span></div></span><span class="Apple-style-span" style="font-family: Cambria, serif; font-size: 17px;">B) Aumentar o consumo de chá e açúcar nas colônias, obrigar ao uso de selos na correspondência e aumentar as exportações das colônias.</span><span style="line-height: normal;"><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;"> C) Abolir a escravidão nas colônias, separar juridicamente as treze Colônias e ajudar a Pensilvânia a anexar terras no Oeste.</span></span></span><span style="line-height: normal;"><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;"> </span></span></span><br />
<span style="line-height: normal;"><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;">D) Recuperar a Companhia das Índias Ocidentais, abrir o porto de Boston às nações amigas e aumentar as importações das colônias.</span></span></span><span style="line-height: normal;"><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;"> E) Pagar indenizações à França, devido à derrota inglesa na Guerra dos Sete Anos, revogar os Atos Townshend e favorecer os produtores locais de açúcar.</span></span></span><span style="line-height: normal;"> </span><br />
<div style="text-align: justify;"><span style="line-height: normal;"><strong style="font-family: Cambria, serif; font-size: 13pt;"><span style="font-family: Cambria, serif; font-weight: normal;"><br />
</span></strong></span></div><div style="text-align: justify;"><span style="line-height: normal;"><strong style="font-family: Cambria, serif; font-size: 13pt;"><span style="font-family: Cambria, serif; font-weight: normal;">6.<i style="mso-bidi-font-style: normal;">Leia o texto seguinte com atenção:</i></span></strong><span class="Apple-style-span" style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;">"O sangue dos que foram chacinados, a voz lamentosa da Natureza gritam: 'é hora de separarmos!' </span></span></span></div><span style="line-height: normal;"> </span><span class="Apple-style-span" style="font-family: Cambria, serif; font-size: 17px;">Mesmo a distância que Deus colocou entre a Inglaterra e a América é uma prova forte e natural de que a autoridade de uma sobre a outra não era a vontade dos Céus (...) UM GOVERNO NOSSO É UM DIREITO NOSSO (...)</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">Portanto, o que queremos?</span></div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><span style="font-family: Cambria, serif; font-size: 13pt;">Por que hesitamos? a parte da Inglaterra não esperamos nada, a não ser a ruína (...)</span></div></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><br />
<div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Cambria, serif; font-size: 17px;">Nada pode resolver nossa situação tão rapidamente quanto uma declaração de independência, aberta e feita com determinação. "</span></div><div style="text-align: justify;"><i><span class="Apple-style-span" style="font-family: Georgia, 'Times New Roman', serif; font-size: xx-small;">(Thomas PAINE, Bom Senso, panfleto de 10 de janeiro de 1776, citado por Leo HUBERMAN, História da Riqueza dos Estados Unidos, Brasiliense, São Paulo, 1983)</span></i></div><span class="Apple-style-span" style="font-family: Cambria, serif; font-size: 17px;">O documento anterior expressa algumas das idéias que, pouco mais tarde, estariam contidas na Declaração de Independência das Treze Colônias da América do Norte.</span><strong style="font-family: Cambria, serif; font-size: 13pt;"><span style="font-family: Cambria, serif; font-weight: normal;">A)</span></strong><span class="Apple-style-span" style="font-family: Cambria, serif; font-size: 13pt;"> Apresente dois fatores que tenham contribuído para a independência das Treze Colônias.</span></div><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-bottom-color: currentcolor; border-collapse: collapse; border-left-color: currentcolor; border-right-color: currentcolor; border-style: initial; border-top-color: currentcolor; border-width: initial; margin-bottom: auto; margin-left: 40.85pt; margin-right: auto; margin-top: auto; text-align: justify;"><tbody>
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<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;"> <td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 409.35pt;" valign="top" width="546"><div class="MsoListParagraph" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><br />
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</div><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><div style="text-align: justify;"><strong><span style="font-family: Cambria, serif; font-size: 13pt; font-weight: normal;">B)</span></strong><span style="font-family: Cambria, serif; font-size: 13pt;"> Relacione a frase "Um governo nosso é um direito nosso" com as idéias que fundamentaram o processo de independência das Treze Colônias.</span></div></div><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-bottom-color: currentcolor; border-collapse: collapse; border-left-color: currentcolor; border-right-color: currentcolor; border-style: initial; border-top-color: currentcolor; border-width: initial; margin-bottom: auto; margin-left: 40.85pt; margin-right: auto; margin-top: auto; text-align: justify;"><tbody>
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</div><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0cm 0cm 0pt 35.45pt; mso-add-space: auto;"><strong><span style="font-family: Cambria, serif; font-size: 13pt; font-weight: normal;">7.</span></strong><span style="font-family: Cambria, serif;"><span class="Apple-style-span" style="font-size: 13pt;"> Quando da discussão, no Parlamento Inglês, das Leis do Açúcar e do Selo (1784 - 1765), os colonos ingleses da América recusaram-se a aceitar as medidas impostas, baseando-se:</span><br />
<span class="Apple-style-span" style="font-size: 13pt;"> A) No fato de não estarem representados na assembléia que votou as taxas;</span><br />
<span class="Apple-style-span" style="font-size: 13pt;"> B) No princípio da isenção de taxas concedido pela Coroa aos colonos;</span><br />
<span class="Apple-style-span" style="font-size: 13pt;"> C) No direito inalienável dos súditos ingleses de recusar a obediência a leis injustas;</span><br />
<span class="Apple-style-span" style="font-size: 13pt;"> D) Nos direitos naturais do cidadão à vida, à propriedade e à busca da felicidade;</span><br />
<span class="Apple-style-span" style="font-size: 13pt;"> E) Nos prejuízos financeiros advindos do bloqueio aos produtos das Antilhas </span><span style="color: black;"><span class="Apple-style-span" style="font-size: xx-small;">(<a href="http://www.coladaweb.com/exercicios-resolvidos/exercicios-resolvidos-de-historia/a-independencia-dos-eua"><span style="color: black; text-decoration: none;">http://www.coladaweb.com/exercicios-resolvidos/exercicios-resolvidos-de-historia/a-independencia-dos-eua</span></a>)</span><span class="Apple-style-span" style="font-size: 13pt;"><o:p></o:p></span></span></span></div><br />
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</div>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com8tag:blogger.com,1999:blog-5886974479374753950.post-10595057672836569582011-06-07T10:33:00.005-03:002011-07-05T22:19:20.778-03:00-2º TRIMESTRE -TEXTO - INDEPENDÊNCIA DOS EUA <br />
<div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">A independência dos Estados Unidos</span></b><br />
</div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Antes da Independência, os EUA eram formado por treze colônias controladas pela metrópole: a Inglaterra. Dentro do contexto histórico do século XVIII, os ingleses usavam estas colônias para obter lucros e recursos minerais e vegetais não disponíveis na Europa. Era também muito grande a exploração metropolitana, com relação aos impostos e taxas cobrados dos colonos norte-americanos.</span><br />
</div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Colonização dos Estados Unidos</span></b></div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Para entendermos melhor o processo de independência norte-americano é importante conhecermos um pouco sobre a colonização deste território. Os ingleses começaram a colonizar a região no século XVII. A colônia recebeu dois tipos de colonização com diferenças acentuadas:</span></div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Colônias do Norte : região colonizada por protestantes europeus, principalmente ingleses, que fugiam das perseguições religiosas. Chegaram na América do Norte com o objetivo de transformar a região num próspero lugar para a habitação de suas famílias. Também chamada de Nova Inglaterra, a região sofreu uma colonização de povoamento com as seguintes características : mão-de-obra livre, economia baseada no comércio, pequenas propriedades e produção para o consumo do mercado interno.</span></div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Colônias do Sul : colônias como a Virginia, Carolina do Norte e do Sul e Geórgia sofreram uma colonização de exploração. Eram exploradas pela Inglaterra e tinham que seguir o Pacto Colonial. Eram baseadas no latifúndio, mão-de-obra escrava, produção para a exportação para a metrópole e monocultura.</span><br />
</div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Guerra dos Sete Anos</span></b></div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Esta guerra ocorreu entre a Inglaterra e a França entre os anos de 1756 e 1763. Foi uma guerra pela posse de territórios na América do Norte e a Inglaterra saiu vencedora. Mesmo assim, a metrópole resolveu cobrar os prejuízos das batalhas dos colonos que habitavam, principalmente, as colônias do norte. Com o aumento das taxas e impostos metropolitanos, os colonos fizeram protestos e manifestações contra a Inglaterra.</span><br />
</div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Metrópole aumenta taxas e impostos</span></b></div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">A Inglaterra resolveu aumentar vários impostos e taxas, além de criar novas leis que tiravam a liberdade dos norte-americanos. Dentre estas leis podemos citar: Lei do Chá (deu o monopólio do comércio de chá para uma companhia comercial inglesa), Lei do Selo ( todo produto que circulava na colônia deveria ter um selo vendido pelos ingleses), Lei do Açúcar (os colonos só podiam comprar açúcar vindo das Antilhas Inglesas).Estas taxas e impostos geraram muita revolta nas colônias. Um dos acontecimentos de protesto mais conhecidos foi a Festa do Chá de Boston ( The Boston Tea Party ). Vários colonos invadiram, a noite, um navio inglês carregado de chá e, vestidos de índios, jogaram todo carregamento no mar. Este protesto gerou uma forte reação da metrópole, que exigiu dos habitantes os prejuízos, além de colocar soldados ingleses cercando a cidade.</span><br />
</div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Primeiro Congresso da Filadélfia</span></b></div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Os colonos do norte resolveram promover, no ano de 1774, um congresso para tomarem medidas diante de tudo que estava acontecendo. Este congresso não tinha caráter separatista, pois pretendia apenas retomar a situação anterior. Queriam o fim das medidas restritivas impostas pela metrópole e maior participação na vida política da colônia.Porém, o rei inglês George III não aceitou as propostas do congresso, muito pelo contrário, adotou mais medidas controladoras e restritivas como, por exemplo, as Leis Intoleráveis. Uma destas leis, conhecida como Lei do Aquartelamento, dizia que todo colono norte-americano era obrigado a fornecer moradia, alimento e transporte para os soldados ingleses. As Leis Intoleráveis geraram muita revolta na colônia, influenciando diretamente no processo de independência.</span><br />
</div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Segundo Congresso da Filadélfia</span></b></div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Em 1776, os colonos se reuniram no segundo congresso com o objetivo maior de conquistar a independência. Durante o congresso, Thomas Jefferson redigiu a Declaração de Independência dos Estados Unidos da América. Porém, a Inglaterra não aceitou a independência de suas colônias e declarou guerra. A Guerra de Independência, que ocorreu entre 1776 e 1783, foi vencida pelos Estados Unidos com o apoio da França e da Espanha.</span><br />
</div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Constituição dos Estados Unidos</span></b></div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Em 1787, ficou pronta a Constituição dos Estados Unidos com fortes características iluministas. Garantia a propriedade privada (interesse da burguesia), manteve a escravidão, optou pelo sistema de república federativa e defendia os direitos e garantias individuais do cidadão.</span></div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Thomas Jefferson : redigiu a Declaração de Independência em 1776.</span></div><div style="text-align: center;"><img alt="" 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" /> </div><div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 13pt; line-height: 115%;">Declaração da Independência, por John Trumbull, 1817–1818.</span></div><img alt="" src="data:image/png;base64,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" /><br />
A <b>Declaração da Independência dos Estados Unidos da América</b> foi o documento no qual as <a href="http://pt.wikipedia.org/wiki/Treze_Col%C3%B4nias" title="Treze Colônias">Treze Colônias</a> na <a href="http://pt.wikipedia.org/wiki/Am%C3%A9rica_do_Norte" title="América do Norte">América do Norte</a> declararam sua <a href="http://pt.wikipedia.org/wiki/Independ%C3%AAncia" title="Independência">independência</a> do <a href="http://pt.wikipedia.org/wiki/Reino_Unido" title="Reino Unido">Reino Unido</a>, bem como justificativas para o ato. Foi ratificada no <a href="http://pt.wikipedia.org/wiki/Congresso_Continental" title="Congresso Continental">Congresso Continental</a> em <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/4_de_Julho" title="4 de Julho">4 de julho</a> de <a href="http://pt.wikipedia.org/wiki/1776" title="1776">1776</a>, considerado o dia da independência dos Estados Unidos.<br />
As treze colônias tomaram este passo, pois os britânicos estavam se aproveitando da América do Norte, com impostos para pagar o prejuízo das guerras feitas pelos ingleses, então as treze colônias tomaram a decisão de criar <b>A Declaração da Independência dos Estados Unidos da América</b>.<br />
Fonte:http://pt.wikipedia.org/wiki/Declaração_da_Independência_dos_Estados_Unidos<br />
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</div>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com3tag:blogger.com,1999:blog-5886974479374753950.post-29763164209316422262011-04-13T00:19:00.000-03:002011-04-13T00:19:24.620-03:00Vídeo AulaPara quem presta a atenção na aula as vezes esquece esta vídeo aula é bem interessante, também sobre a revolução industrial.<br />
<div id="watch-description-text"><div id="eow-description"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Aula de história destinda a alunos do Ensino fundamental, produzida pela prof. Alessandra Nóbrega.</span></div><br />
<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzaoTu1JBZAHJ3f_K9H9U23mc9v9qo5cSZWtSkSJcufN9_Jn1HueQiEIRzIQ6kiCilwCMuIn81Dze7M_9oztg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div></div>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com1tag:blogger.com,1999:blog-5886974479374753950.post-34520986074397864202011-04-10T09:40:00.004-03:002011-04-13T10:54:31.931-03:00Linha do tempo<div style="text-align: center;"><span style="color: purple;"><span style="font-family: Times, "Times New Roman", serif; font-size: large;"><em> Olá! mais algumas imagens para auxiliar o estudo de vocês.</em></span></span></div><div style="text-align: center;"><span style="font-family: Times, "Times New Roman", serif;"><br />
<span style="color: purple; font-size: large;"><em></em></span></span></div><span style="font-size: large;"><br />
</span><br />
<em><span style="font-size: large;">Até a próxima.</span></em><br />
<em><span style="font-size: large;"> </span></em><br />
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">Linha do tempo da Revolução francesa</span>- <br />
<a href="http://historiacfb.blogspot.com/2009/05/801-revolucao-francesa-periodo.html">http://historiacfb.blogspot.com/2009/05/801-revolucao-francesa-periodo.html</a></td></tr>
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<tr><td style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRS6tMPvwMZC235S04ye1o_akvAFCpUd8GZgLdU6Nx4Qnks6enp6X-f_WFudz_1L_TJxNDKfkQNx_l83-nQKJRO1Qzao3Hx2nW0JmJMLvi6vM9XQtfMc-tsaVAVtmi7xWdi0tF9jdsxvM/s1600/CONVEN~1.GIF" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRS6tMPvwMZC235S04ye1o_akvAFCpUd8GZgLdU6Nx4Qnks6enp6X-f_WFudz_1L_TJxNDKfkQNx_l83-nQKJRO1Qzao3Hx2nW0JmJMLvi6vM9XQtfMc-tsaVAVtmi7xWdi0tF9jdsxvM/s400/CONVEN%257E1.GIF" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><strong><span style="font-size: large;">Divisão da convenção nacional</span></strong></td></tr>
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<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: center;"><span style="font-size: large;">Divisão da sociedade francesa</span></div><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"></div><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"></div><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"></div><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"></div> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: 1em; margin-right: 1em; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipAGRQXq9P2lh7NgtEKknM0a3x9HcnBcZZ2W5gzHP3B2vlwLj99KF7l9Ees-oiKD5B5AeDUGtAQ1zSpNYIe45E-KrgEeO18MGhqHvwFp3DV6h5icW50paL8Hk71U2T-oGmE34pHR2KL98/s1600/imagesCADAFEF2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="298" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipAGRQXq9P2lh7NgtEKknM0a3x9HcnBcZZ2W5gzHP3B2vlwLj99KF7l9Ees-oiKD5B5AeDUGtAQ1zSpNYIe45E-KrgEeO18MGhqHvwFp3DV6h5icW50paL8Hk71U2T-oGmE34pHR2KL98/s400/imagesCADAFEF2.jpg" width="400" /></a></td></tr>
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<img class="rg_hi" data-height="227" data-width="222" height="227" id="rg_hi" src="http://t2.gstatic.com/images?q=tbn:ANd9GcTi4hApGqf8xxAJEa3cIicIUlVln-ghNWyXsEoy0UyTfRcDDxLs-w" style="height: 227px; width: 222px;" width="222" /></td></tr>
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Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com2tag:blogger.com,1999:blog-5886974479374753950.post-21857698147063613612011-04-09T16:58:00.008-03:002011-04-09T17:36:47.188-03:00Diagrama -Revolução Francesa <br />
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<div style="text-align: center;"><span style="background-color: #eeeeee; color: purple; font-size: large;"><em>Síntese dos principais elementos da revolução</em></span></div><div style="text-align: center;"> </div> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_26K0R8hVipAOUnuQL2_d6gMQ9nFhvrgIaUtKU2Le5FyLkQHzcSrm3N3Fwq2yVOmqn0hM91iD4ezRpWOx3HzUYVTrT03xigAltNszZpoqa8idS2Xzp_4Omo457cXurk8suGHfk1dbjos/s1600/SEM_TT%257E2.JPG" imageanchor="1"><img border="0" height="161" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_26K0R8hVipAOUnuQL2_d6gMQ9nFhvrgIaUtKU2Le5FyLkQHzcSrm3N3Fwq2yVOmqn0hM91iD4ezRpWOx3HzUYVTrT03xigAltNszZpoqa8idS2Xzp_4Omo457cXurk8suGHfk1dbjos/s320/SEM_TT%257E2.JPG" width="320" /></a></div> <br />
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<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK3WPfYBp2G4Tn-V8KMZ011sAj5uzFFGmYvQBKqEbimx3x-J0CXhGbk6cVhKvRpRtqwQROZUPPEsJRImlNjAjFtN0ALEHyn8iIdepALB_WL9kF77_n_NkzNyVuEZyqjiEV_oLrhoIWZqI/s1600/imagesCAH4M8IK.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="131" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK3WPfYBp2G4Tn-V8KMZ011sAj5uzFFGmYvQBKqEbimx3x-J0CXhGbk6cVhKvRpRtqwQROZUPPEsJRImlNjAjFtN0ALEHyn8iIdepALB_WL9kF77_n_NkzNyVuEZyqjiEV_oLrhoIWZqI/s200/imagesCAH4M8IK.jpg" width="200" /></a></div>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com0tag:blogger.com,1999:blog-5886974479374753950.post-24195415764130492302011-04-08T17:51:00.000-03:002011-04-08T17:51:29.829-03:00The French Revolution ("Bad Romance" by Lady Gaga)<blockquote><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><span style="font-size: large;">Ainda sobre música... para descontrair e agradar aos fãs da Lady Gaga....</span></div></blockquote><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/wXsZbkt0yqo?feature=player_embedded' frameborder='0'></iframe></div>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com0tag:blogger.com,1999:blog-5886974479374753950.post-36129805216162076752011-04-08T17:09:00.000-03:002011-04-08T17:09:33.355-03:00Música sobre a Revolução...<div style="clear: left; cssfloat: left; float: left; height: 38px; margin-bottom: 1em; margin-right: 1em; width: 611px;"><em>Espero que gostem, de repente um de vocês podem se inspirar também escrever uma.</em></div><br />
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<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><a href="http://t3.gstatic.com/images?q=tbn:ANd9GcQt7jQ0N0uUir1J1Rfn9lLUj2QsQBwTqgaLGR4T7ZKxSUlIkAts" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_hi" data-height="224" data-width="225" height="199" id="rg_hi" src="http://t3.gstatic.com/images?q=tbn:ANd9GcQt7jQ0N0uUir1J1Rfn9lLUj2QsQBwTqgaLGR4T7ZKxSUlIkAts" width="200" /></a></div>Ah, quem disse que estudar história é chato? Tem até música.<br />
Beijos.<br />
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<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: center;"><strong>Revolução Francesa de 1789<br />
</strong>A revolução Francesa veio pra mudar a historia<br />
Em uma Europa devastada por misérias e glorias<br />
Onde poucos tinham muito e muitos tinham muito pouco<br />
E aquele que contestasse era chamado de louco<br />
Só que entre os pensadores, alguns poucos destacaram<br />
Essa crítica Burguesa de Iluminismo batizaram<br />
Burguesia exigia maior participação política<br />
Monarquia contestada, colonialismo em faze critica!<br />
Consequências de um contexto de instabilidade<br />
Guerras, interesse e despesas banalidades...<br />
O Rei Luís XVI começava a se preocupar<br />
E decide que impostos os nobres deviam pagar </div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: center;">Só que essa classe - sangue-suga e acomodada<br />
Decide protestar com a revolta aristocrática<br />
Convocando Estados Gerais pra resolver a situação<br />
Só que a Burguesia - assume a revolução<br />
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Espalham-se boatos que o rei estaria<br />
Convocando tropas de fora pra acabar com anarquia<br />
E com o fechamento dos estados gerais<br />
Em 14 de julho ocorrem atos radicais<br />
O marco da revolução: Queda da Bastilha<br />
Considerada a queda do Absolutismo e Monarquia!<br />
Inicia-se o perigoso período do medo<br />
Camponeses saqueavam castelos e saiam ilesos<br />
<br />
John Locke foi um dos primeiros iluministas<br />
Considerado o pai da Política Liberalista<br />
Ele definiu a Monarquia Parlamentar<br />
Executivo e Legislativo iriam se separar<br />
Montesquieu autor do Espírito das Leis<br />
Os poderes agora são divididos em três<br />
Voltaire era anteclerical<br />
Para ele a religião era um necessário mal<br />
O grande pensador propôs Despotismo esclarecido<br />
Contraditoriamente absolutismo e iluminismo!<br />
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Jean Jacques Rousseau e a proposta democrática<br />
Soberania popular na teoria e na prática<br />
Autor do livro "O contrato Social"</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: center;"><br />
</div>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com0tag:blogger.com,1999:blog-5886974479374753950.post-62688144056155078632011-04-08T16:24:00.000-03:002011-04-08T16:24:04.223-03:00Guilhotina - O símbolo da política do terror.<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/1NdjtiqR-sw?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><center><span class="subtitulo_mundo"><b><a href="" name="6"></a>A máquina da morte </b><br />
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<tr><td><img alt="reprodução" border="1" height="285" src="http://educaterra.terra.com.br/voltaire/mundo/pimage/rev_francesa_tres4.jpg" width="118" /><span style="font-family: Arial, Helvetica; font-size: xx-small;"><br />
A máquina democrática </span></td></tr>
</tbody></table>Um dos símbolos mais perduráveis da Revolução de 1789, além do formidável apelo a favor da igualdade entre os homens, foi contraditoriamente uma máquina de matar - a guilhotina. Até os estertores do Antigo Regime, os carrascos, eram autorizados a executarem os sentenciados pelas formas as mais diversas. Cada um morria de acordo com os critérios de nascimento e posição social. Os nobres por exemplo jamais podiam ser enforcados enquanto que os plebeus nunca mereciam ser submetidos ao cutelo do machado. Em vista dessa diversidade, inaceitável numa sociedade que se pretendia igualitária, o doutor Joseph Ignace Guillotin, um respeitável cientista e médico da saúde pública, além de emérito introdutor das vacinas, recomendou à Assembléia Nacional, em outubro de 1789, que se construísse um aparelho para aplicar as sentenças de maneira equânime. Tendo-se abolido a forca, a espada e a roda, bem como as torturas, todos deviam ser executados da mesma maneira. Aprovado o parecer, o mecanismo foi engendrado por um cirurgião, o doutor Louis que contou com os recursos técnicos de um mecânico alemão, um fabricante de harpas chamado Schmitt. <br />
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Termine de ler esta artigo....http://educaterra.terra.com.br/voltaire/mundo/rev_francesa_tres2.htm</span></center>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com0tag:blogger.com,1999:blog-5886974479374753950.post-66118087393574633352011-04-05T21:29:00.000-03:002011-04-05T21:29:02.079-03:00Ah! História: Imagens<a href="http://prodaniely.blogspot.com/2011/04/imagens.html">Ah! História: Imagens</a>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com0tag:blogger.com,1999:blog-5886974479374753950.post-52339558108652804292011-04-05T21:26:00.000-03:002011-04-05T21:26:45.021-03:00Imagens<em><span style="font-size: large;">Oi pessoal!! </span></em><br />
<em><span style="font-size: large;">Estou muito feliz com interesse demonstrado pela maioria dos alunos, estou disponibilizando algumas imagens sobre a revolução acho que elas ajudam a compreender e relacionar os conteudos, espero que gostem.</span></em><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLlAIvl6-N3X5unYx9Ro6ywVWGAuLEB4GlBzzHke2IreyZO3-h0ZyQv20pQhA7qnVQoMRqQx6Dn4LqtoaSafrZP32M0J4HIVM7iOURPdP_HY85Unh3kRwfMl2T3n1PZePNsjH4gkpRJp4/s1600/1.bmp" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="249" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLlAIvl6-N3X5unYx9Ro6ywVWGAuLEB4GlBzzHke2IreyZO3-h0ZyQv20pQhA7qnVQoMRqQx6Dn4LqtoaSafrZP32M0J4HIVM7iOURPdP_HY85Unh3kRwfMl2T3n1PZePNsjH4gkpRJp4/s320/1.bmp" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">"Estados Gerais", assembléia dos representantes dos três estados, convocada por Luís XVI.</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbfuyXX4861lzROzR-afUthseczSaSzikGGjXi55ksN3Q8oDGj7-pSSo7sDPHMAGP66EI1rKFkuGYX3fMjvpX8PRIJs3BXPOQCLWcyVfDi8pAC_PE-tqQNVTSCabsblnR_Wtlu-BXPcyE/s1600/bastilha.bmp" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="259" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbfuyXX4861lzROzR-afUthseczSaSzikGGjXi55ksN3Q8oDGj7-pSSo7sDPHMAGP66EI1rKFkuGYX3fMjvpX8PRIJs3BXPOQCLWcyVfDi8pAC_PE-tqQNVTSCabsblnR_Wtlu-BXPcyE/s320/bastilha.bmp" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">"Queda da Bastilha"</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigex1qxLD_HzBWb4feViFq_faiWnnS9qw5Apt6Fyp3v5q5xzc6qRGXANHfzq5p531Nbs9F6qSrGZ-XoZ8yk3lPjPNCz2OfkKwdpwVhwZlwB2gpqf050yKqEY0nwfRa48my5P8JZDQQczY/s1600/guilhotina.bmp" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigex1qxLD_HzBWb4feViFq_faiWnnS9qw5Apt6Fyp3v5q5xzc6qRGXANHfzq5p531Nbs9F6qSrGZ-XoZ8yk3lPjPNCz2OfkKwdpwVhwZlwB2gpqf050yKqEY0nwfRa48my5P8JZDQQczY/s320/guilhotina.bmp" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">"Guilhotina"</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhanaqDKlSGW1v9x9lMuDIiOF2hv3wCcLv8vNH8juE2cUG-y033RTvqcEZ7h8jlliinISsAoLnGD_Z4uCzi0o3S1yxkkqvLuyIa1RS7jpu4AYFt6Gu8n4adCWUKCW4IwZFQyOIvMjO5B5w/s1600/Terceiro_Estado1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhanaqDKlSGW1v9x9lMuDIiOF2hv3wCcLv8vNH8juE2cUG-y033RTvqcEZ7h8jlliinISsAoLnGD_Z4uCzi0o3S1yxkkqvLuyIa1RS7jpu4AYFt6Gu8n4adCWUKCW4IwZFQyOIvMjO5B5w/s320/Terceiro_Estado1.jpg" width="224" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">A famosa caricatura...</span></td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"></span></div><div style="text-align: center;"><span style="font-size: large;"><em>Lembrem -se a vocês deveem relacionar as imagens com o contexto.</em></span></div><div class="separator" style="clear: both; text-align: center;"></div><br />
<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbPU-HHiG_1-LbmBVE365l_VjDMVMh0OSK3e5Tho5tToRPNP-GwSRKNUoypM0Lv3nMP5aMHPjd4NBLiBTjKfwhDJNpuiRyotg_ukGeyFd45RM7_xDmWusgPY3C2Z6LL-PcgGOhLd6LSEA/s1600/BJ.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbPU-HHiG_1-LbmBVE365l_VjDMVMh0OSK3e5Tho5tToRPNP-GwSRKNUoypM0Lv3nMP5aMHPjd4NBLiBTjKfwhDJNpuiRyotg_ukGeyFd45RM7_xDmWusgPY3C2Z6LL-PcgGOhLd6LSEA/s1600/BJ.bmp" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><br />
<div class="separator" style="clear: both; text-align: center;"></div>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com0tag:blogger.com,1999:blog-5886974479374753950.post-24177419540986581982011-03-28T13:26:00.002-03:002011-03-28T21:06:57.665-03:00Exercícios - Revolução Francesa<span style="font-size: large;">Oi pessoal ,</span><br />
Conforme prometi postei os exercícios, vale lembrar que cada de vocês devem ter uma cópia no caderno.<br />
Não se esqueçam de fazerem comentários... se não vou achar que ninguém acessou.<br />
<br />
Até mais.Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com13tag:blogger.com,1999:blog-5886974479374753950.post-80667791536235175202011-03-28T13:20:00.036-03:002011-03-28T21:34:39.290-03:00Exercícios - Revolução Francesa<div class="western" style="margin-bottom: 0cm; margin-right: 4.34cm;"><span style="font-family: Times New Roman, serif;"></span> <br />
<div align="center" style="margin-left: 9pt; text-align: center;"><strong>Exercícios para os oitavos anos A,B,C,D,E,F,G,H,I</strong></div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">1- De acordo com as fases da Revolução defina:</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">A - Convenção Nacional </div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">B – Diretório</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">C – Consulado</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">D - Assembleia Nacional</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">2-Responda</div><div style="margin-left: 9pt;">A - Como estava dividida a Convenção Nacional?</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">B - Explique as principais diferenças entre jacobinos e girondinos.</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">C-O que foi o golpe “9 de Termidor?</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">D - Como ficou conhecido o golpe que pôs fim ao diretório e implantou o consulado?</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">E - Cite duas características principais do governo exercido por Napoleão Bonaparte.</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">F - Explique o principal motivo que levou a burguesia a apoiar o golpe de “18 Brumário”.</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">G-O que foi o período do Terror durante a Convenção Nacional?</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">3-Assinale V para as afirmativas corretas ou F para as falsas. </div><div style="margin-left: 9pt;">A-( ) Para tentar resolver os problemas econômicos da França, o rei Luís XVI convocou a Assembléia dos Estados Gerais:</div><div style="margin-left: 9pt;"><br />
B-( ) Esta assembléia reunia membros dos três estados. Naquele momento, o objetivo era fazer a nobreza e o clero também pagar impostos. A votação poderia ocorrer de duas maneiras: por estado ou por cabeça.<br />
<br />
C-( ) A votação por estado, ou seja, um voto por estado, agradava a nobreza, pois, obtendo apoio do clero, sempre vencia o povo nas decisões. Eram dois votos contra um.<br />
<br />
D-( ) Já a votação por cabeça, considerando a decisão individual na assembléia, agradava ao povo, isto porque, sendo maioria, garantiria a vitória dos seus interesses.<br />
<br />
E-( ) Ocorrida de <metricconverter productid="1789 a" w:st="on">1789 a</metricconverter> <metricconverter productid="1791, a" w:st="on">1791, a</metricconverter> Assembléia Nacional Constituinte foi aberta com o objetivo de criar uma constituição na França.<br />
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F-( ) Foi criada também a Declaração dos Direitos do Homem e do Cidadão, que defendia o direito à liberdade e à igualdade jurídica.<br />
<br />
G-( ) Outras mudanças que ocorreram foi a abolição do regime feudal, da sociedade estamental e a separação entre Igreja e Estado.<br />
<br />
H-( )Na prática, a maior parte destas reformas vinham ao encontro dos interesses da alta burguesia, que tentava, com êxito, eliminar os vestígios do Antigo Regime na França.</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">4-(<span style="font-size: x-small;">UFSM-RS</span>) O Iluminismo, movimento intelectual do século XVIII, representou:</div><div style="margin-left: 9pt;">A- ( ) A afirmação das idéias revolucionárias da burguesia; </div><div style="margin-left: 9pt;">B- ( ) O renascer do pensamento clássico greco-romano;</div><div style="margin-left: 9pt;">C- ( ) A revolução ideológica da nobreza;</div><div style="margin-left: 9pt;">D- ( ) A expansão do pensamento religioso protestante;</div><div style="margin-left: 9pt;">E- ( )O fortalecimento do Estado absolutista. </div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">5- (UFMG) Assinale a alternativa que apresenta um princípio filosófico do Século das Luzes.</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">A-( ) Crença na razão como fonte para a crítica social e política.</div><div style="margin-left: 9pt;">B-( ) Defesa do ideal monárquico para a garantia da unidade política.</div><div style="margin-left: 9pt;">C-( ) Idéia do Direito Divino dos Reis para legitimar o Absolutismo.</div><div style="margin-left: 9pt;">D-( ) Idéia de indivisibilidade do Estado em poderes independentes.</div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;">6-Observe a imagem abaixo com atenção:</div><div style="margin-left: 9pt;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd15jKYAOf-qn0o6gjQk2VQPW8BoJJWeMtuvDgoPORGk0TOUI6j8oIpwu3fVMbl-z22AH4Q5A0GEwedhTuK7TvwKUCsw5U0Z88Bifltr3csVU9rqRs7FgI0mWp7BhPLLiVZqlyCeR7t5c/s1600/Terceiro_Estado1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd15jKYAOf-qn0o6gjQk2VQPW8BoJJWeMtuvDgoPORGk0TOUI6j8oIpwu3fVMbl-z22AH4Q5A0GEwedhTuK7TvwKUCsw5U0Z88Bifltr3csVU9rqRs7FgI0mWp7BhPLLiVZqlyCeR7t5c/s320/Terceiro_Estado1.jpg" width="224" /></a></div><div class="separator" style="clear: both; text-align: center;"><i style="mso-bidi-font-style: normal;">HISTOIRE: une terre, des hommes.França: Magnard. </i></div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt; text-align: justify;"><strong><i>A caricatura acima mostra a situação das camadas sociais na sociedade francesa de antes da Revolução de 1789.</i></strong></div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;">A) Que grupos e que relações sociais estão representados na caricatura?</div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;">B) Antes do movimento revolucionário, quais eram as principais críticas do povo em relação às camadas dominantes?</div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;">C-Que classe social liderou a Revolução e que transformações ocorreram no período mais radical do processo revolucionário?</div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;">7-Leia os dois textos seguintes e responda.</div><div style="margin-left: 9pt; text-align: justify;"> </div><div style="margin-left: 9pt; text-align: justify;"> "Em todos os lugares havia calma. Nenhum movimento, nem temor ou aparência de movimento no Reino havia que pudessem interromper ou se opor aos meus projetos." <span style="font-size: 10pt;">(Memórias de Luís XIV para o ano de 1661.)</span></div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;"> "Para nos mantermos livres, cumpre-nos ficar incessantemente em guarda contra os que governam: a excessiva tranqüilidade dos povos é sempre o pregoeiro de sua servidão." <span style="font-size: 10pt;">(J. P. Marat. As cadeias da escravidão, 1774.)</span></div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;">A) A que regime político predominante na Idade Moderna européia os dois textos, de formas diferentes, se referem?</div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;"> B) O texto de Marat apresenta uma noção de cidadania elaborada pela reflexão política do Século das Luzes. De que forma a Revolução Francesa do século XVIII foi a expressão desta nova concepção política?</div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;"><span style="font-size: 7.5pt;">(Ufv 2004)</span> Na noite de 14 de julho de 1789, em Paris, Luís XVI recebeu do duque de La Rochefoucauld-Liancourt a notícia da queda da Bastilha e da deserção das tropas reais frente ao ataque popular. O famoso diálogo que se travou entre o rei e seu mensageiro é breve e revelador. O rei, segundo consta, exclamou:</div><div style="margin-left: 9pt; text-align: justify;">"Isto é uma revolta"; e Liancourt corrigiu-o: "Não, Senhor, isto é uma revolução".</div><div style="margin-left: 9pt; text-align: right;"><span style="font-size: 7.5pt;">(Adaptado de: ARENDT, Hannah. "Da Revolução". São Paulo: Ática; Brasília: Editora da UNB,1988, p.38.)</span></div><div style="margin-left: 9pt; text-align: justify;"><br />
</div><div style="margin-left: 9pt; text-align: justify;">Com base nesse diálogo e nos seus conhecimentos sobre a Revolução Francesa, responda: </div><div style="margin-left: 9pt; text-align: justify;">O que a tomada da bastilha representou para os franceses durante a Revolução? </div><div style="margin-left: 9pt;"><br />
</div><div style="margin-left: 9pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 9pt;"><br />
</div></div>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com23tag:blogger.com,1999:blog-5886974479374753950.post-11978606875615493182011-03-27T22:27:00.000-03:002011-03-27T22:27:00.384-03:00Vídeo sobre a Revolução Francesa<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/Rrad8CJOwmc?feature=player_embedded' frameborder='0'></iframe></div><h1 id="watch-headline-title" style="text-align: center;"><span dir="ltr" id="eow-title" title="Revolução Francesa - History Channel (Parte 1)"><span style="font-size: small;"><em>Documentário exibido no History Channel sobre a Revolução Francesa (Parte 1).</em></span></span></h1><h1 style="text-align: center;"><span dir="ltr" title="Revolução Francesa - History Channel (Parte 1)"><span style="font-size: small;">No You tube vocês conseguem visualisar outros trechos do documentário.</span></span></h1><h1 style="text-align: center;"><span dir="ltr" title="Revolução Francesa - History Channel (Parte 1)"><span style="font-size: small;">Até mais</span></span></h1><h1 style="text-align: center;"><span dir="ltr" title="Revolução Francesa - History Channel (Parte 1)"><span style="font-size: small;"></span></span> </h1><h1><span dir="ltr" title="Revolução Francesa - History Channel (Parte 1)"><span style="font-size: large;"></span></span> </h1>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com1tag:blogger.com,1999:blog-5886974479374753950.post-22164301985528811032011-03-27T21:27:00.001-03:002011-03-27T21:27:33.149-03:00As fases da Revolução -resumo<div dir="ltr" style="text-align: left;" trbidi="on"><div style="border-bottom: medium none; border-left: medium none; border-right: windowtext 1pt solid; border-top: medium none; margin-left: 14.2pt; margin-right: 0cm; mso-border-right-alt: solid windowtext .5pt; mso-element: para-border-div; padding-bottom: 0cm; padding-left: 0cm; padding-right: 15pt; padding-top: 0cm;"><div align="center" class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 0pt; mso-border-right-alt: solid windowtext .5pt; mso-padding-alt: 0cm 15.0pt 0cm 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; text-align: center;"><span style="color: #333333; mso-bidi-font-weight: bold;"><em>Escola Municipal de Ensino Fundamental Prof.Olyntho Voltarelli Filho –</em></span></div><div align="center" class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 0pt; mso-border-right-alt: solid windowtext .5pt; mso-padding-alt: 0cm 15.0pt 0cm 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; text-align: center;"><span style="color: #333333; mso-bidi-font-weight: bold;"><em>Prof-Daniely - 8 Ano</em></span></div></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><shapetype coordsize="21600,21600" id="_x0000_t202" o:spt="202" path="m,l,21600r21600,l21600,xe"><stroke joinstyle="miter"></stroke><path gradientshapeok="t" o:connecttype="rect"></path></shapetype><shape id="_x0000_s1026" style="height: 108pt; left: 0px; margin-left: 381.6pt; margin-top: 5.35pt; mso-wrap-style: none; position: absolute; text-align: left; width: 90.9pt; z-index: 1;" type="#_x0000_t202"></shape><b style="mso-bidi-font-weight: normal;">As fases da Revolução Francesa</b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;">1-A Convenção Nacional – 1792-1794/95</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Liderados por Robespierre;</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Assembléia: encarregada de elaborar uma nova Constituição;</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Membros eleitos pelo sufrágio universal masculino;</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Dividida em três grupos políticos principais:</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>A - Jacobinos</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>B-Planície</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>C-Girondinos</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Cada grupo representava grupos sociais distintos e seus interesses; As propostas Jacobinas em consideradas radicais pelos girondinos;</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: list 0cm left 9.0pt 18.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Em <metricconverter productid="1792, a" w:st="on">1792, a</metricconverter> Assembléia Legislativa aprovou uma declaração de guerra contra a Áustria e a Prússia;</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Rei e seus partidários (contrarevolucionários) <u>desejavam restaurar o|Antigo Regime</u></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>O povo, chamado a defender a revolução, saiu às ruas e massacrou muitos partidários do Antigo Regime;</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Sob o comando de Danton, Robespierre e Marat, foram distribuídas armas ao povo e foi organizada a resistência que derrotou os invasores;</div><div class="MsoNormal" style="margin: 0cm -2.85pt 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>21 de Janeiro 1793, Luis-XVI foi condenado e guilhotinado na “praça da revolução” uma</div><div class="MsoNormal" style="margin: 0cm -2.85pt 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="mso-spacerun: yes;"> </span>A rainha Maria Antonieta, foi decapitada no mesmo ano só que em setembro.</div><div class="MsoNormal" style="margin: 0cm -2.85pt 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Os Jacobinos assumiram a direção política do Estado proclamando <strong><u><span style="font-weight: normal; mso-bidi-font-weight: bold;">a República Jacobina</span></u></strong> e com ela uma nova <strong>Constituição</strong>: <strong>a Constituição de 1793</strong>. </div><div style="margin: 0cm -2.85pt 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>A Constituição Jacobina continham princípios que satisfazia a população porque garantia-lhe direitos e poder de decisão:</div><div style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Voto Universal ou Sufrágio Universal -<span style="mso-spacerun: yes;"> </span>Todos os cidadãos homens maiores de idade, votam.</div><div style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Lei do Máximo ou Lei do Preço Máximo – estabeleceu um teto máximo para preços e salários.</div><div style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Venda de bens públicos e dos emigrados para recompor as finanças públicas.</div><div style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Reforma Agrária – confismo de terras da nobreza emigrada e da Igreja Católica, que foram divididas em lotes menores e vendida a preços baixos para os camponeses pobres </div><div style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Extinção da Escravidão Negra nas Colônias Francesas –</div><div style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Organização dos seguintes comitês: </div><div style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l1 level1 lfo1; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;">Comitê de Salvação Pública</b>, formado por membros e encarregado do poder executivo;</div><div style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Comitê de Segurança Pública</b>, encarregado de descobrir os suspeitos de traição.<span style="mso-spacerun: yes;"> </span>O Tribunal Revolucionário - julgava os opositores da Revolução e geralmente os condenavam à Guilhotina. </div><div style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Era do Terror:</b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l0 level1 lfo2; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Significou que era necessário agir de modo ditatorial para alcançar um governo democrático e assegurar as conquistas instituídas pelas reformas que se realizavam. </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l0 level1 lfo2; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Imposição do poder do Estado sobre a população e condenar todos os que eram considerados suspeitos de traição à Guilhotina. </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l0 level1 lfo2; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Foi o período em que a Guilhotina foi mais usada. </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l0 level1 lfo2; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Até mesmo líderes Jacobinos próximos a Robespierre, como Danton, por exemplo, foram guilhotinados. </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><br />
</div><div style="margin: 0cm 0cm 0pt 5.65pt; mso-pagination: widow-orphan no-line-numbers; page-break-after: avoid; tab-stops: 9.0pt 18.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Importante:</i></b></div><div style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><i style="mso-bidi-font-style: normal;">Ressalta-se que para que os Jacobinos pudessem alcançar o poder político do Estado e assumí-lo, teve que contar com um apoio fundamental: os sans-culottes. Os sans-culottes eram indivíduos populares – normalmente desempregados e assalariados, a plebe urbana – que eram identificados pelo <b style="mso-bidi-font-weight: normal;">frígio</b>, ou barrete, vermelho que usavam sobre suas cabeças. </i></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="mso-spacerun: yes;"> </span>Os sans-culottes acabaram por se transformar em uma força motora da revolução. Isto é, como era formado por uma massa de indivíduos, graças às ações violentas dos mesmos que os Jacobinos, ligados a eles, chegaram ao poder. Definitivamente os sans-culottes tiveram um papel fundamental no processo revolucionário francês já que correspondiam as aspirações populares. Porém, mesmo com o apoio dos sans-culottes e estando na direção política do Estado realizando determinadas reformas políticas e sociais significativas, os Jacobinos não duraram muito no poder devido ao que implantaram durante sua República </i></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">2-O Diretório -(1795-1799)</b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Reação Termidoriana</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Conhecido como <strong>Reação Termidoriana</strong>, o golpe de Estado armado pela alta burguesia financeira, que <strong><span style="font-weight: normal; mso-bidi-font-weight: bold;">marcou o fim da participação popular no movimento revolucionário</span></strong><b style="mso-bidi-font-weight: normal;">, em compensação os estabelecimentos comerciais cresciam, porque as ações burguesas anteriores haviam eliminado os empecilhos feudais.</b></i></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Golpe de Estado – o golpe “9 do Termidor” - e derrubaram<span style="mso-spacerun: yes;"> </span>a República</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Girondinos articularam um Golpe de Estado – o golpe “9 do Termidor” </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Tomam o poder político, expulsam os Jacobinos da convenção prendendo-os e executando-os sumariamente</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Muitos lideres Jacobinos foram guilhotinados inclusive Robespierre. </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Iniciava-se a segunda fase:</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Novo governo: Diretório (1795-1799) autoritário, exercido por cinco pessoas (diretores) <i style="mso-bidi-font-style: normal;">O Poder Executivo foi concedido ao Diretório, e uma comissão formada por cinco diretores eleitos por cinco anos</i></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Fundamentado numa aliança com o exército e a Burguesia;</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Responsável por elaborar a nova Constituição, <i style="mso-bidi-font-style: normal;">que manteria a burguesia livre de duas grandes ameaças: a República Democrática Jacobina e o Antigo Regime.</i></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="text-transform: uppercase;">A </span>nova Constituição restabelece o Voto censitário e a liberdade econômica</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Encontra resistência dos jacobinos e dos monarquistas</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Sofreu ameaça de constantes levantes sociais, pois não consegui contornar a crise política e econômica:</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Insatisfação dos setores populares</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Inflação</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Escassez</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><metricconverter productid="1796 a" w:st="on">1796 a</metricconverter> burguesia enfrentou a reação dos Jacobinos e radicais igualitaristas. </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Graco Babeuf liderou a chamada <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Conspiração dos Iguais:</i></b> Movimento socialista que propunha a "comunidade dos bens e do trabalho", cuja atenção era voltada a alcançar a igualdade efetiva entre os homens.</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>A revolta foi esmagada pelo Diretório, </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Foi decretada a pena de morte a todos os participantes da conspiração, e o enforcamento Babeuf. </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>O governo não era respeitado pelas outras camadas sociais. </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>A burguesia acreditou que com o Diretório não teriam condição de resistir aos inimigos externos e internos e manter o poder.</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l2 level1 lfo4; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>10/11/1799 Extinto o Diretório.</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 9.0pt 18.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">3-Consulado</b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l3 level1 lfo3; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>10/11/1799 - Golpe de Estado</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l3 level1 lfo3; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Instaurou o Consulado, dando início ao período napoleônico com o golpe de Estado conhecido por <b style="mso-bidi-font-weight: normal;">“18 de Brumário”.</b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l3 level1 lfo3; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Governo formado por três cônsules</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l3 level1 lfo3; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Políticos burgueses e militares apoiaram o Golpe;</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l3 level1 lfo3; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Manteve-se o regime republicano</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l3 level1 lfo3; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>A nova constituição amplia os poderes do cônsul:</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l3 level1 lfo3; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Napoleão foi adquirindo poderes políticos até que em 6 de maio de 1804 foi consagrado Imperador com o título de <b style="mso-bidi-font-weight: normal;">Napoleão Bonaparte</b>-I governando até 1814, quando caiu do poder e foi exilado. </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l3 level1 lfo3; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span>Durante seu governo Napoleão não só estendeu com as fronteiras francesas por meio de guerras, como realizou diversas reformas políticas e sociais, sempre em nome dos interesses burgueses, instituindo o código civil, reformando o sistema educacional e adotando o estilo artístico neo-clássico como modelo arquitetônico que servia de veículo de propaganda para as dimensões de seu poder político e para a alta burguesia em seu estilo de vida</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; mso-list: l3 level1 lfo3; tab-stops: 9.0pt 18.0pt list 36.0pt; text-align: justify; text-indent: 0cm;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 5.65pt; tab-stops: 18.0pt; text-align: justify;"><strong> </strong><span style="font-family: Arial; font-size: 7pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"> <stroke joinstyle="miter"></stroke><formulas><f eqn="if lineDrawn pixelLineWidth 0"></f><f eqn="sum @0 1 0"></f><f eqn="sum 0 0 @1"></f><f eqn="prod @2 1 2"></f><f eqn="prod @3 21600 pixelWidth"></f><f eqn="prod @3 21600 pixelHeight"></f><f eqn="sum @0 0 1"></f><f eqn="prod @6 1 2"></f><f eqn="prod @7 21600 pixelWidth"></f><f eqn="sum @8 21600 0"></f><f eqn="prod @7 21600 pixelHeight"></f><f eqn="sum @10 21600 0"></f></formulas><path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"></path><lock aspectratio="t" v:ext="edit"></lock></shapetype><shape alt="Fonte: Reprodução" id="_x0000_i1025" style="height: 86.25pt; mso-wrap-distance-left: 4.5pt; mso-wrap-distance-right: 4.5pt; width: 75.75pt;" type="#_x0000_t75"><imagedata o:href="http://www.algosobre.com.br/images/stories/historia/revolucao_francesa_05.jpg" src="file:///C:\Users\user\AppData\Local\Temp\msohtml1\03\clip_image001.jpg"></imagedata></shape></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt -54pt; text-align: justify;"><br />
</div></div>Prof.Danielyhttp://www.blogger.com/profile/08746661794844186767noreply@blogger.com2