tag:blogger.com,1999:blog-57854254264866952232024-03-13T19:17:55.069-07:00JoãoJoãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.comBlogger52125tag:blogger.com,1999:blog-5785425426486695223.post-37956110648794679322012-12-09T03:46:00.002-08:002012-12-09T03:46:51.764-08:00MÓDULO 1: UNIDADE 3<div class="separator" style="clear: both; text-align: center;">
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<b>IGREJA ROMANO-CRISTÃ:</b> Designação dada à Igreja cristã nos últimos dois séculos do Império Romano, altura em que beneficiou da protecção das autoridades civis e se assumiu, legalmente, como única religião do Império.<br />
<b>ÉPOCA CLÁSSICA:</b> Também designada por Antiguidade clássica, é uma das épocas em que, tradicionalmente, se divide a História. Compreendida entre o século V a. C. (apogeu grego) e o século V d. C. (queda do Império Romano do Ocidente), a Época Clássica identifica-se com as civilizações grega e romana.<br />
<b>CIVILIZAÇÃO:</b> Por vezes identificada por cultura, a noção de civilização incluiu o conjunto de manifestações espirituais e materiais de uma comunidade alargada num determinado tempo histórico, razoavelmente longo. As civilizações são dotadas de características próprias que as distinguem. Sendo o termo muito abrangente, permite-nos, em História, comparar diversas comunidades da mesma época ou de épocas diferentes. É assim que falamos em “civilização egípcia”, “civilização chinesa”, “civilização grega” ou “civilizações clássicas”, por exemplo.Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-10673319267512615142012-12-09T03:36:00.003-08:002012-12-09T03:38:39.566-08:00MÓDULO 1: UNIDADE 2: O MODELO ROMANO<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdrlRTDiZDYfhkGPkVJ-ztmput-yLBgq6uml5G9c1XGz70UMsThkb0Fgcv2CiQXvQLAlhUcqDocLkzhOe4XmxXba-PfAhdI42iOCxb7oDs-nlRmhEwxUdHUU7J_hjV5CRyc5UiWr6ZjIRC/s1600/coliseu-012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdrlRTDiZDYfhkGPkVJ-ztmput-yLBgq6uml5G9c1XGz70UMsThkb0Fgcv2CiQXvQLAlhUcqDocLkzhOe4XmxXba-PfAhdI42iOCxb7oDs-nlRmhEwxUdHUU7J_hjV5CRyc5UiWr6ZjIRC/s1600/coliseu-012.jpg" /></a></div>
<span style="background-color: white; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;">CONCEITOS:</span><span style="background-color: #441500; color: red; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;"><br /></span>
<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;"><br /></span></span><br />
<br />
<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;">IMPÉRIO</span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;">:
Estado constituído por vários territórios, um dos quais exerce o
domínio político e a exploração económica sobre os outros. Na
civilização romana também se chama império ao período em que que o
magistrado supremo, todo-poderoso, é o imperador.</span></span><br />
<div style="text-align: justify;">
<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> </span><br style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;" /><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;">URBE:</span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> Termo
usado na Antiga Roma para designar uma cidade ou recinto urbano,
geralmente rodeado de muralhas, que se diferenciava do seu território
ou distrito rural. Posteriormente, designava apenas Roma, a cidade por
excelência.</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> </span><br style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;" /><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;">MAGISTRATURA</span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;">:
Alto cargo exercido no aparelho de Estado, resultando de eleição pelos
Comícios. As magistraturas romanas eram anuais, colegiais e o seu
exercício constituía uma carreira pública (cursus honorum). Aos
magistrados estava atribuído o poder executivo, judicial e militar, que
foram perdendo à medida que o poder do imperador se reforçou.</span><br style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;" /><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;">DIREITO (ROMANO)</span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;">:
Conjunto de normas jurídicas que regeram o povo romano nas várias
épocas da sua História. Os Romanos distinguiram entre Direito público
(aquele que tinha por fim a organização dos assuntos da colectividade)
e Direito privado (aquele que tinha por fim a utilidade dos
particulares). Por sua vez, o Direito privado apresentava numerosas
divisões, entre as quais o Direito civil, o Direito das gentes e o
Direito natural.</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> </span><br style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;" /><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"><span style="font-weight: bold;">PRAGMATISMO</span>:</span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> Sentido
prático; atitude que privilegia a utilidade e a eficiência como
critérios de actuação. É uma das características mais salientes da
cultura romana e uma das que mais a distingue do espírito grego. Foi o
sentido prático dos Romanos que viabilizou o seu êxito militar e a
manutenção do seu imenso império.</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> </span><br style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;" /><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;">FÓRUM:</span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> Centro
administrativo e religioso de uma cidade romana, constituído por uma
área destinada a reuniões ao ar livre, rodeada de edifícios e colunatas.</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> </span><br style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;" /><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;">URBANISMO:</span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;"> </span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;">Ciência
que trata do estudo e planificação do meio urbano. Os Romanos foram
verdadeiros mestres de urbanismo e, nas cidades que criavam, nada era
deixado ao acaso. Distribuíam áreas adequadas para as casas de
habitação, as lojas de comércio, as praças públicas, os templos.
Determinavam também a água que iria ser necessária, o número e o
tamanho das ruas, os passeios e os esgotos, prevendo até áreas para o
futuro desenvolvimento da cidade.</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> </span><br style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;" /><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"><span style="font-weight: bold;">ROMANIZAÇÃO:</span> </span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;">Processo
de transmissão da cultura romana aos diversos povos do Império. A
romanização foi um processo lento que, embora de forma desigual,
atingiu todo o espaço político romano. Na opinião da maioria dos
historiadores, o processo de romanização culmina com o Edicto de
Caracala (212 d. C.) que concede a plena cidadania romana aos homens
livres do Império.</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> </span><br style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;" /><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"><span style="font-weight: bold;">ACULTURAÇÃO</span>:</span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> Processo
de adaptação de um grupo ou povo a uma cultura diferente da sua. Os
grupos minoritários ou os povos que se encontram sob dominação externa
têm tendência para absorver a cultura dominante. Considera-se que este
processo é tanto mais fácil e profundo quanto maior for o desnível
civilizacional entre os dois grupos. Assim se entende que, no caso
romano, as regiões do Ocidente tenham sido mais profundamente
romanizadas que as do Oriente., onde o brilhantismo da cultura helénica
bloqueou, em parte, o processo de romanização.</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> </span><br style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;" /><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; font-weight: bold; line-height: 20px;">MUNICÍPIO:</span><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 20px;"> Cidade
dotada de ampla autonomia administrativa, que se rege por instituições
semelhantes às da cidade de Roma. Aos munícipes pode ser atribuído o
Direito Latino (que equivale à cidadania incompleta) ou o Direito
Romano (a plena cidadania) o que, em ambos casos, corresponde a um
estatuto elevado. Por isso se considera que a proliferação deste tipo
de cidades favoreceu o processo de romanização.</span></span></div>
Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-21402112473848819952012-12-09T03:30:00.001-08:002012-12-09T03:30:31.325-08:00Modulo 1:Unidade 1<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilzgI6fbAVcnml3ogu9VQBZ5Kexda-rvRSYRSDKO8ASVC2gxLsexBDModYGAP9IaVmsVmWJVvvIi4dFTofpiG9KqzKW3APAqAtB9Jb9RPasTnIs-CwJpnSUkXcZtQoKacSSVuRcXfBdw4g/s1600/Acr%25F3polis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="263" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilzgI6fbAVcnml3ogu9VQBZ5Kexda-rvRSYRSDKO8ASVC2gxLsexBDModYGAP9IaVmsVmWJVvvIi4dFTofpiG9KqzKW3APAqAtB9Jb9RPasTnIs-CwJpnSUkXcZtQoKacSSVuRcXfBdw4g/s320/Acr%25F3polis.jpg" width="320" /></a></div>
<b> PÓLIS:</b>
Termo pelo qual os Gregos designavam as pequenas comunidades em que viviam. O termo pólis pode ter o sentido mais restrito de Estado, comunidade de cidadãos e cidade propriamente dita.<br />
<br />
<b>ÁGORA</b>:
Praça pública das cidades gregas, localizada na sua parte mais baixa. Era o centro político, económico e social da cidade, partilhando ainda, com a acrópole, funções religiosas.<br />
<br />
<b>DEMOCRACIA ANTIGA:</b>
Identifica-se com a democracia das cidades gregas, que tiveram Atenas como paradigma. A democracia antiga distingue-se da actual sobretudo pelo seu carácter directo e por limitar a participação política a um conjunto muito restrito de cidadãos.
Democracia (demos=povo+cracia=poder). O poder pertence ao povo ou seja, a todos os cidadãos<br />
<br />
<b>CIDADÃOS</b>:
Indivíduo de sexo masculino maiores de 18 anos e filho de pais atenienses. Tem direitos de participar no governo e na administração do Estado. Pode votar e ser eleito<br />
<br />
<b>METECOS:</b>
Meteco (estrangeiros livres e dedicavam-se ao comércio. Não podiam ter terras, Pagavam impostos e cumpriam serviço militar<br />
<br />
<b>ESCRAVOS:</b>
Escravo (pessoa sem qualquer direito) prisioneiro de guerra ou tinham dívidas por pagar.<br />
<br />
<b>ISONOMIA:</b>
A igualdade perante a lei<br />
<br />
<b>ISOCRACIA:</b>
A igualdade de acesso aos cargos políticos<br />
<br />
<b>ISEGORIA:</b>
Igual direito de todos ao uso da palavra<br />
<br />
<b>AUTARCIA:</b>
Palavra grega que significa auto-suficiência no aspecto económico<br />
<br />
<b>ORDEM ARQUITECTÓNICA:</b>
Conjunto de preceitos ou regras que ditam o número, a espécie e as relações recíprocas dos vários elementos arquitectónicos.Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-83260822996382414022012-01-15T07:39:00.000-08:002012-01-15T07:39:44.071-08:00JOSÉ ESTALINE - URSS<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOwhjYKGMa4n2JHSQcpg1hDxgjGACBct5F6TIH_OHtGg1SoddIjdJ9_M7sqhb6YR4-aeo5kv8iK3rCdJyrwk7Xtihlhq6Mdknb5X7ONnpTcruVswvNI7oZ3frFSjD7us4VL-OVjieHrx5l/s1600/433px-JStalin_Secretary_general_CCCP_1942.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOwhjYKGMa4n2JHSQcpg1hDxgjGACBct5F6TIH_OHtGg1SoddIjdJ9_M7sqhb6YR4-aeo5kv8iK3rCdJyrwk7Xtihlhq6Mdknb5X7ONnpTcruVswvNI7oZ3frFSjD7us4VL-OVjieHrx5l/s320/433px-JStalin_Secretary_general_CCCP_1942.jpg" width="231" /></a></div><div style="text-align: justify;">Josef Vissarionovitch Stalin (Gori, 18 de Dezembro de 1878 — Moscou, 5 de Março de 1953) foi secretário-geral do Partido Comunista da União Soviética e do Comitê Central a partir de 1922 até a sua morte em 1953, sendo assim o líder soberano da União Soviética. Seu nome de nascimento era em português seu nome é referido algumas vezes como José Estaline.</div><div style="text-align: justify;">Sob a liderança de Stalin, a União Soviética desempenhou um papel decisivo na derrota da Alemanha nazista na Segunda Guerra Mundial (1939 - 1945) e passou a atingir o estatuto de superpotência, após rápida industrialização e melhoras nas condições sociais do povo soviético, durante esse período, o país também expandiu seu território para um tamanho semelhante ao do antigo Império Russo.</div><div style="text-align: justify;">Durante o XX Congresso do Partido Comunista da União Soviética, em 1956, o sucessor de Stalin, Nikita Khrushchov, apresentou seu Discurso secreto oficialmente chamado "Sobre o culto à personalidade e suas consequências", a partir do qual iniciou-se um processo de "desestalinização" da União Soviética. Ainda hoje existem diversas perspectivas ao redor de Stalin, alguns o vendo como tirano e outros como líder habilidoso.</div>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-38350451848208754372012-01-15T07:36:00.002-08:002012-01-15T07:39:56.132-08:00JOSÉ ESTALINE<iframe src="http://www.youtube.com/embed/QoJEJY85_vU?fs=1" allowfullscreen="" frameborder="0" height="344" width="459"></iframe>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-74553723201584124862012-01-15T07:35:00.000-08:002012-01-15T07:35:22.991-08:00ANTÓNIO SALAZAR - PORTUGAL<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFwNy5OrEdePEP3KkCy2Ci6OpNv2vV9SNIXeJx0UnRyMf1Cb5noEoA-GX_RIKZ-TIyNhYliDnsryoGnk_qbjhxvXGgbAPl1smZUuqrTm5-vfLkRlHhROK9Fx_GA5Z_Dqo0CubYf-_CymfZ/s1600/448px-Antonio_Salazar-1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFwNy5OrEdePEP3KkCy2Ci6OpNv2vV9SNIXeJx0UnRyMf1Cb5noEoA-GX_RIKZ-TIyNhYliDnsryoGnk_qbjhxvXGgbAPl1smZUuqrTm5-vfLkRlHhROK9Fx_GA5Z_Dqo0CubYf-_CymfZ/s320/448px-Antonio_Salazar-1.jpg" width="238" /></a></div>António de Oliveira Salazar (Vimieiro, Santa Comba Dão, 28 de Abril de 1889 — Lisboa, 27 de Julho de 1970) foi um político nacionalista português e professor catedrático da Universidade de Coimbra.<br />
O seu percurso político iniciou-se quando foi Ministro das Finanças por breves meses em 1926. Depois disso, foi também ministro das Finanças entre 1928 e 1932, procedendo ao saneamento das finanças públicas portuguesas.<br />
<div style="text-align: justify;">Instituidor do Estado Novo (1933-1974) e da sua organização política de suporte, a União Nacional, Salazar dirigiu os destinos de Portugal, como Presidente do Conselho de Ministros, entre 1932 e 1968. Os autoritarismos que surgiam na Europa foram amplamente experienciados por Salazar em duas frentes complementares: a propaganda e a repressão. Com a criação da Censura, da organização de tempos livres dos trabalhadores FNAT, da Mocidade Portuguesa, masculina e feminina, o Estado Novo procurava assegurar a doutrinação de largas massas da população portuguesa, enquanto a polícia política (PVDE, posteriormente PIDE, a partir de 1945), em conjunto com a Legião Portuguesa, combatiam os opositores, que, quando objecto de julgamento, eram-no em tribunais especiais (Tribunais Militares Especiais e, posteriormente, Tribunais Plenários).</div><div style="text-align: justify;">Apoiando-se na doutrina social da Igreja Católica, Salazar orientou-se para um corporativismo de Estado, com uma linha de acção económica nacionalista assente no ideal da autarcia. Esse seu nacionalismo económico levou-o a tomar medidas de proteccionismo e isolacionismo de natureza fiscal, tarifária, alfandegária, para Portugal e suas colónias, que tiveram grande impacto, sobretudo até aos anos sessenta.</div>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-65105736822645773472012-01-15T07:32:00.000-08:002012-01-15T07:35:37.304-08:00ANTÓNIO SALAZAR<iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/drCXCpE93G8?fs=1" width="459"></iframe>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-15475883566964243212012-01-15T07:31:00.000-08:002012-01-15T07:31:31.364-08:00FRANCISCO FRANCO - ESPANHA<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn6MiGJxR0isFbMNviyFkwA5CfYxBWXsPEbUJ-TC1-BUkKtfyBn2TiNV1CxsitEhAUWpNGjRXShCngDj1WDSdqXSNZqntcxnuWXO4nb9b5nhLAClNz0pcEtwLQtK4O7_ssWYtRjP5rukUj/s1600/Franco0001.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn6MiGJxR0isFbMNviyFkwA5CfYxBWXsPEbUJ-TC1-BUkKtfyBn2TiNV1CxsitEhAUWpNGjRXShCngDj1WDSdqXSNZqntcxnuWXO4nb9b5nhLAClNz0pcEtwLQtK4O7_ssWYtRjP5rukUj/s320/Franco0001.PNG" width="236" /></a></div>Francisco Paulino Hermenegildo Teódulo Franco y Bahamonde (Ferrol, 4 de dezembro de 1892 — Madrid, 20 de novembro de 1975) foi um militar, chefe-de-estado, ditador espanhol, Regente do Reino de Espanha desde outubro de 1939 até sua morte, em 1975.<br />
Com seu próprio nome, em 1922 editou o livro (despretensiosamente verídico) o «Diario de una bandera». Com o pseudónimo de Jaime de Andrade, escreveu a novela «Raza», que em 1942 inspirou o filme com o mesmo título. Também com pseudónimo, só que de Jakim Boor, publicou uma serie de artigos antimaçónicos e anti-semitas no boletim da Falange, o diário «Arriba», publicados todos eles mais tarde no livro «Masonería»Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-12055322054826663382012-01-15T07:28:00.000-08:002012-01-15T07:31:43.374-08:00FRANCISCO FRANCO<iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/6nh8winwRRk?fs=1" width="459"></iframe>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-15850499872951610432012-01-15T07:25:00.000-08:002012-01-15T07:26:24.664-08:00ADOLFO HITLER-ALEMANHA<div style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6YT7DKHGkjSDKN0-gKagNpTNCzSmJ6XTwevNHOc5mW4qIbS8N9FnNPQJEBoGOBIz8jU8wLX38CXfnIepmQFw7r4SOMor7c5iUJFSHsRg9Bz44Ua0sorRB2BLlgvnsam_9PvWuG7LOTlVo/s1600/Bundesarchiv_Bild_183-S33882%252C_Adolf_Hitler_retouched.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6YT7DKHGkjSDKN0-gKagNpTNCzSmJ6XTwevNHOc5mW4qIbS8N9FnNPQJEBoGOBIz8jU8wLX38CXfnIepmQFw7r4SOMor7c5iUJFSHsRg9Bz44Ua0sorRB2BLlgvnsam_9PvWuG7LOTlVo/s320/Bundesarchiv_Bild_183-S33882%252C_Adolf_Hitler_retouched.jpg" width="202" /></a>Adolf Hitler (20 de Abril de 1889 — 30 de Abril de 1945), por vezes em português Adolfo Hitler, foi o líder do Partido Nacional Socialista dos Trabalhadores Alemães, também conhecido por Partido Nazi. Hitler se tornou chanceler e, posteriormente, ditador alemão. Era filho de um funcionário de alfândega de uma pequena cidade fronteiriça da Áustria com a Alemanha. </div><div style="text-align: justify;">As suas teses racistas e anti-semitas, assim como os seus objectivos para a Alemanha ficaram patentes no seu livro de 1924, Mein Kampf (Minha luta). Documentos apresentados durante o Julgamento de Nuremberg indicam que, no período em que Adolf Hitler esteve no poder, grupos minoritários considerados indesejados - tais como </div><div style="text-align: justify;">No período de 1939 a 1945 Hitler liderou a Alemanha enquanto envolvida no maior conflito do século XX, a Segunda Guerra Mundial. A Alemanha, juntamente com a Itália e com o Japão, formavam o Eixo. O Eixo seria derrotado apenas pela intervenção externa do grupo de países que se denominavam os "Aliados". Tal grupo fez-se notável por ter sido constituído pelos principais representantes dos sistemas capitalista e socialista, entre os quais a União Soviética e os Estados Unidos, união esta que se converteu em oposição no período pós-guerra, conhecido como a Guerra Fria. </div><div style="text-align: justify;">Adolf Hitler cometeu suicídio no seu quartel-general, em Berlim, a 30 de Abril de 1945, enquanto o exército soviético combatia as suas tropas que defendiam a capital alemã. Segundo testemunhas, Hitler já teria admitido que havia perdido a guerra desde o dia 22 de Abril, e desde já passavam por sua cabeça os pensamentos suicidas.</div>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-57796023931261787392012-01-15T07:20:00.000-08:002012-01-15T07:26:05.748-08:00Adolf Hitler<iframe src="http://www.youtube.com/embed/lr5A5N4tcZs?fs=1" allowfullscreen="" frameborder="0" height="344" width="459"></iframe>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-70460262848703968822012-01-15T07:17:00.000-08:002012-01-15T07:25:51.530-08:00Benito Mussolini<iframe src="http://www.youtube.com/embed/jb9F-f-gSQs?fs=1" allowfullscreen="" frameborder="0" height="344" width="459"></iframe>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-46107691883849336672012-01-15T07:15:00.000-08:002012-01-15T07:15:38.478-08:00BENITO MUSSOLINI - ITÁLA<div style="text-align: justify;"> </div><div style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipF5-z77y_luYcPuJEGCxiKlxsMSTr_5Yua6cywRQjG73YhfKN4i5wnvgYeDEauZVAVUNslNlDXdlxDGY4mpO8HsuXd_KymEli-jo92j6UJ-5NhDMIVWPWZfdqqWJJ-XocTVdVT4qLeBCX/s1600/435px-Mussolini-ggbain.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipF5-z77y_luYcPuJEGCxiKlxsMSTr_5Yua6cywRQjG73YhfKN4i5wnvgYeDEauZVAVUNslNlDXdlxDGY4mpO8HsuXd_KymEli-jo92j6UJ-5NhDMIVWPWZfdqqWJJ-XocTVdVT4qLeBCX/s320/435px-Mussolini-ggbain.jpg" width="232" /></a>Benito Mussolini (Predappio, 29 de Julho de 1883 - Mezzegra, 28 de Abril de 1945) foi um político italiano que liderou o Partido Nacional Fascista e é creditado como sendo uma das figuras-chave na criação do Fascismo.<br />
Tornou-se o Primeiro-Ministro da Itália em 1922 e começou a usar o título Il Duce desde 1925. Após 1936, seu título oficial era "Sua Excelência Benito Mussolini, Chefe de Governo, Duce do Fascismo, e Fundador do Império". Mussolini também criou e sustentou a patente militar suprema de Primeiro Marechal do Império, junto com o Rei Vítor Emanuel III da Itália, quem deu-lhe o título, tendo controlo supremo sobre as forças armadas da Itália. Mussolini permaneceu no poder até ser substituído em 1943; por um curto período, até a sua morte, ele foi o líder da República Social Italiana.<br />
Mussolini foi um dos fundadores do Fascismo Italiano, que incluía elementos do nacionalismo, corporativismo, sindicalismo nacional, expansionismo, progresso social e anticomunismo, combinado com a censura de subversivos e propaganda do Estado. Nos anos seguintes à criação da ideologia fascista, Mussolini conquistou a admiração de uma grande variedade de figuras políticas.<br />
Mussolini chefiou a República Social Italiana nas partes da Itália que não haviam sido ocupadas por forças aliadas. Ao final de Abril de 1945, com a derrota total aparente, tentou fugir para a Suíça, porém, foi rapidamente capturado e sumariamente executado próximo ao Lago de Como por guerrilheiros italianos. Seu corpo foi então trazido para Milão onde foi pendurado de cabeça para baixo em uma estação petrolífera para exibição pública e a confirmação de sua morte.<br />
</div>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-41446120053907446902011-12-11T08:55:00.000-08:002011-12-11T08:55:44.839-08:00Quadro expressionista.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUu7RLRRpXE1nKjipKTvUEXrGSpTTtYeWEdkL-1sVxZzpji1UrIAkHG2GQHR3uD-jscCzkgsBHFHSCt6ceQMXuf3REFSb4gbNnTSWGjhBdCaY_VvRCm14dGXQCD1euhI61wg5XGYWQtPTN/s1600/edvard-munch-ogrito.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUu7RLRRpXE1nKjipKTvUEXrGSpTTtYeWEdkL-1sVxZzpji1UrIAkHG2GQHR3uD-jscCzkgsBHFHSCt6ceQMXuf3REFSb4gbNnTSWGjhBdCaY_VvRCm14dGXQCD1euhI61wg5XGYWQtPTN/s320/edvard-munch-ogrito.jpg" width="253" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;">O Grito-Edvard Munch</div><div class="separator" style="clear: both; text-align: center;"><br />
</div>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-61478355173678756972011-12-11T08:53:00.000-08:002011-12-11T08:53:40.888-08:00Pintor expressionista.<div style="color: #20124d; text-align: center;"><u><span style="font-size: small;"> Edvard Munch (1863-1944)</span></u></div><div style="text-align: justify;"><br />
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</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXzeVko95y5-zV8c75dCzd8sCyoAQKEzzYLWKossofgttNfwwovi50nUGRWBDkXdI_zWGZg95P4WCPo8S-PZHq2aF3eysEKz2EdInjkp9gfatQBCdnvwPIA15InQtrH3cpRzY8h_OAQLDe/s1600/220px-Edvard_Munch_1933-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXzeVko95y5-zV8c75dCzd8sCyoAQKEzzYLWKossofgttNfwwovi50nUGRWBDkXdI_zWGZg95P4WCPo8S-PZHq2aF3eysEKz2EdInjkp9gfatQBCdnvwPIA15InQtrH3cpRzY8h_OAQLDe/s1600/220px-Edvard_Munch_1933-2.jpg" /></a></div><div style="text-align: justify;">Pintor norueguês cujos quadros e obra gráfica, tristes e angustiantes representações, baseadas em suas obsessões e frustrações pessoais, abriram o caminho para o desenvolvimento do Expressionismo.</div><div style="text-align: justify;"> </div><div style="text-align: justify;">A sua obra mais conhecida é “O grito” (1893) que, junto com “Criança doente” (1881-86), refletem o trauma que sofreu em sua infância quando sua mãe e irmã morreram. Esta obra é um exemplo dos temas que sensibilizam os artistas ligados a essa tendência.</div><div style="text-align: justify;"> </div><div style="text-align: justify;">Nela a figura humana não apresenta suas linhas reais mas contorce-se sob o efeito de suas emoções. As linhas sinuosas do céu e da água, e a linha diagonal da ponte, conduzem o olhar do observador para a boca da figura que se abre num grito perturbador. A perturbação mental influenciou sobremaneira a vida de Edvard Munch.</div><div style="text-align: justify;"> </div><div style="text-align: justify;">Em 1890, Munch esteve internado durante dois meses em Le Havre (França) para “tratamento nervoso”. Tratou-se também na Suíça, em 1900, e em Bad Elgersburg, Turíngia, cinco anos depois, onde foi diagnosticado como portador de grave neurastenia.</div><div style="text-align: justify;"> </div><div style="text-align: justify;">Ao pintar “O grito” ele expressou (Expressionismo) o seu cotidiano inferno interior e o mal-estar que a loucura lhe causava... O gesto de Munch tapando os ouvidos, foi posteriormente repetido por sua irmã Sophie, nos quadros A mãe morta e a criança (1899) e A mãe morta e a criança (1900).</div>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-27238831767229635222011-12-11T08:47:00.000-08:002011-12-11T08:48:06.161-08:00Estilos Artísticos- Expressionismo<div style="color: black; text-align: justify;">O expressionismo foi um movimento cultural de vanguarda surgido na Alemanha nos primórdios do século XX, de indivíduos que estavam mais interessados na interiorização da criação artística do que na sua exteriorização, projetando na obra de arte uma reflexão individual e subjetiva. Ou seja, a obra de arte é reflexo direto do mundo interior do artista expressionista.</div><div style="color: black; text-align: justify;"></div><div style="color: black; text-align: justify;"><br />
</div><div style="color: black; text-align: justify;">O expressionismo plasmou-se num grande número de campos: arquitetura, artes plásticas, literatura, música, cinema, teatro, dança, fotografia, etc. A sua primeira manifestação foi no terreno da pintura, ao mesmo tempo que o fauvismo francês, fato que tornaria ambos movimentos artísticos nos primeiros expoentes das chamadas "vanguardas históricas". Mais que um estilo com características próprias comuns foi um movimento heterogêneo, uma atitude e uma forma de entender a arte que aglutinou diversos artistas de tendências variadas e diferente formação e nível intelectual. Surgido como reação ao impressionismo, frente ao naturalismo e o caráter positivista deste movimento de finais do século XIX os expressionistas defendiam uma arte mais pessoal e intuitiva, onde predominasse a visão interior do artista –a "expressão"– frente à plasmação da realidade –a "impressão"–.</div><div style="color: black; text-align: justify;"><br />
</div><div style="color: black; text-align: justify;">O expressionismo costuma ser entendido como a deformação da realidade para expressar mais subjetivamente a natureza e o ser humano, dando primazia à expressão dos sentimentos mais que à descrição objetiva da realidade. Entendido desta forma, o expressionismo é extrapolável a qualquer época e espaço geográfico. Assim, com frequência qualificou-se de expressionista a obra de diversos autores como Matthias Grünewald, Pieter Brueghel, o Velho, El Greco ou Francisco de Goya. </div><div style="color: black; text-align: justify;">Alguns historiadores para o distinguir, escrevem "expressionismo" –em minúsculas– como termo genérico e "Expressionismo" –em maiúsculas– para o movimento alemão</div>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-26573067282036015922011-10-16T03:14:00.000-07:002011-10-16T03:14:42.900-07:001ª República Portuguesa<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/_dMk5Rmt0EyI/S8tdpm2-IhI/AAAAAAAAHMo/kgW6tSPlQk8/s400/GNR" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/_dMk5Rmt0EyI/S8tdpm2-IhI/AAAAAAAAHMo/kgW6tSPlQk8/s320/GNR" width="184" /></a></div><br />
<div style="text-align: justify;"><span class="Apple-style-span" style="background-color: white; font-family: Trebuchet, 'Trebuchet MS', Arial, sans-serif; font-size: 13px; line-height: 20px;">Depois do golpe de estado de 5 de Outubro de 1910 que substituiu a Monarquia Constitucional pelo regime republicano, o nome da Guarda Municipal de Lisboa e Porto foi alterado para Guarda Republicana de Lisboa e Porto. De notar que a Guarda Municipal foi a última força monárquica a render-se aos republicanos, sendo, por isso, curioso o fato de se ter transformado talvez na única instituição pública portuguesa com o título de "Republicana". </span></div><span class="Apple-style-span" style="background-color: white; font-family: Trebuchet, 'Trebuchet MS', Arial, sans-serif; font-size: 13px; line-height: 20px;">Guarda Nacional Republicana (GNR) </span><span class="Apple-style-span" style="background-color: white; font-family: Trebuchet, 'Trebuchet MS', Arial, sans-serif; font-size: 13px; line-height: 20px;">Por decreto de 3 de Maio de 1911 foi criada a Guarda Nacional Republicana, substituindo a Guarda Republicana, como uma força de segurança composta por militares, organizada num corpo especial de tropas, dependendo em tempo de paz do ministério responsável pela segurança pública, para efeitos de recrutamento, administração e execução dos serviços correntes, e do ministério responsável pelos assuntos militares para efeitos de uniformação e normalização da doutrina militar, do armamento e do equipamento. Em situação de guerra ou de crise grave, as forças da GNR ficarão operacionalmente sob comando militar. </span><span class="Apple-style-span" style="background-color: white; font-family: Trebuchet, 'Trebuchet MS', Arial, sans-serif; font-size: 13px; line-height: 20px;">Em 1993, a GNR absorveu a Guarda Fiscal que havia sido criada como força independente em 1885, a qual se tornou a Brigada Fiscal da GNR. </span><span class="Apple-style-span" style="background-color: white; font-family: Trebuchet, 'Trebuchet MS', Arial, sans-serif; font-size: 13px; line-height: 20px;">Em 2006 foi integrada, na GNR, a Polícia Florestal (Corpo Nacional da Guarda Florestal), sendo inseridos os seus elementos no Serviço de Proteção da Natureza e Ambiente (SEPNA), reforçando a Guarda Nacional Republicana no âmbito da fiscalização e sensiblização ambiental </span>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-76919091489043662822011-10-16T03:05:00.000-07:002011-10-16T03:07:20.797-07:001ª República Portuguesa<div class="separator" style="clear: both; text-align: center;"><span class="Apple-style-span" style="color: black; margin-left: 1em; margin-right: 1em;"><a href="http://4.bp.blogspot.com/_dMk5Rmt0EyI/TKc8dJgeokI/AAAAAAAAJqM/YXNx7RcMYhE/s1600/escudo~0.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="168" src="http://4.bp.blogspot.com/_dMk5Rmt0EyI/TKc8dJgeokI/AAAAAAAAJqM/YXNx7RcMYhE/s320/escudo~0.jpg" width="320" /></a></span></div><div class="separator" style="clear: both; text-align: center;"><br />
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<div style="font-family: Trebuchet, 'Trebuchet MS', Arial, sans-serif; font-size: 13px; line-height: 20px; text-align: justify;">Viva a Republica. Sob a divisa de Alvorada, a primeira moeda comemorativa Republicana só poderia ser alusiva à Proclamação da República em 5 de Outubro de 1910. É uma moeda com dois autores, uma vez que sendo comummente atribuída ao escultor José Simões de Almeida (Sobrinho), na realidade o famoso anverso da alvorada republicana é obra do escultor Francisco dos Santos. </div><div style="font-family: Trebuchet, 'Trebuchet MS', Arial, sans-serif; font-size: 13px; line-height: 20px; text-align: justify;"><br />
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</span></div></div><span class="Apple-style-span" style="background-color: white; font-family: Trebuchet, 'Trebuchet MS', Arial, sans-serif; font-size: 13px; line-height: 20px;">Ano: 1914-Valor Facial: 1 escudo-Metal: prata 835 º/oo-Acabamento: normal-Diâmetro: 37 mm-Peso: 25 g-Bordo: serrilhado-Eixo: vertical-Tiragem: 1.000.000-Escultor: A/ Francisco dos Santos - R/ José Simões de Almeida (Sobrinho)-Gravador: Alves do Rego-Legislação: Decreto-Lei nº 927 de 3 de Outubro de 1914</span>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-35259345813416824422011-10-16T03:00:00.000-07:002011-10-16T03:00:07.056-07:001ª República Portuguesa<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyCHDW7Ulbx6sqoP3w4qynL0ksU-BqTBJAZxIbX_6Jia8DoKuPSQ1kfeSR-VLxXQuK-BZ5RBlhoSF_gjrBghmnxVbNoEIsEQ8bIf4q6nUw0K4zdHV3-JkBdG38lZOAftIz8rXEwAu1NFo/s400/Republica.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyCHDW7Ulbx6sqoP3w4qynL0ksU-BqTBJAZxIbX_6Jia8DoKuPSQ1kfeSR-VLxXQuK-BZ5RBlhoSF_gjrBghmnxVbNoEIsEQ8bIf4q6nUw0K4zdHV3-JkBdG38lZOAftIz8rXEwAu1NFo/s320/Republica.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
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</div><span class="Apple-style-span" style="background-color: white;"><span class="Apple-style-span" style="font-size: 13px; line-height: 18px;"><span style="font-family: Arial, Helvetica, sans-serif;">A Primeira República Portuguesa que decorreu de 1910 a 1926 e constituiu a primeira tentativa de estabelecer e manter uma democracia parlamentar. Contudo, apesar das boas intenções e dos seus ideais, os Republicanos não conseguiram criar um sistema que fosse estável. A República foi prejudicada por diversas razões: violência pública, instabilidade política, falta de continuidade administrativa e por alguma “incapacidade” governamental.</span></span></span><span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 18px;">Neste período de quase 16 anos, Portugal teve quarenta e cinco Governos, oito eleições gerais, oito Presidentes. Os historiadores consideram que a I República Portuguesa foi o regime parlamentar mais instável da Europa ocidental. Muitos foram os problemas que tiveram de ser enfrentados durante este período: económicos e financeiros graves e a enorme dívida pública herdada da Monarquia. Depois de 1914 surgiram as despesas militares decorrentes ou relacionadas com a guerra, assim como a inflação e a desvalorização da moeda.</span><span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 18px;">O comportamento dos políticos, a ineficácia dos partidos e a falta de segurança foram, ainda, causas apontadas para o insucesso da Primeira República. </span><span class="Apple-style-span" style="background-color: white;"><span class="Apple-style-span"><br />
<span class="Apple-style-span" style="font-size: 13px; line-height: 18px;"><span style="font-family: Arial, Helvetica, sans-serif;"></span></span></span><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 18px;"><span style="font-weight: bold;">Presidentes da República</span> De 1910 até à actualidade muitos têm sido os perfis dos titulares deste cargo. A existência de um Presidente da República é favorável durante a votação que ocorreu na Assembleia Nacional Constituinte de 1911. Durante a I República o poder é centrado no Parlamento, tendo o Presidente da República uma actuação limitada. Foi com a Constituição da Republica de 1933 que o Presidente da República passou a ter um vasto poder, diminuindo o papel/importância do Parlamento.</span></span>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-54351158455147432932011-10-16T02:56:00.000-07:002011-10-16T02:56:41.499-07:001ª República Portuguesa<b><span class="Apple-style-span" style="font-size: large;">Hino</span></b><br />
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<div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">A marcha <i>A Portuguesa,</i> hoje executada como Hino Nacional , surgiu em 1890, como protesto contra a capitulação política de D Carlos I ao Ultimato Inglês (Mapa Cor de Rosa - Pretensão Portuguesa de anexar os territórios africanos entre Angola e Moçambique), pelo então recém formado Partido Republicano. Por altura da falhada Revolução de 1891, ela fora adoptada como cântico revolucionário anti-monárquico. Foi então proibida pelo Rei e, ao longo do tempo, sofreu alterações, até ser oficializada como o actual Hino Nacional. Por exemplo, o «Contra os canhões ...» era cantado « Contra os Bretões...», em que Bretões se referia aos Ingleses.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br />
</span></div><div class="separator" style="clear: both; text-align: center;"><a href="http://joaogil.planetaclix.pt/hh.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://joaogil.planetaclix.pt/hh.gif" width="241" /></a></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br />
</span></div>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-26246823497334803962011-10-16T02:51:00.000-07:002011-10-16T02:51:58.126-07:001ª República Portuguesa<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b>A Bandeira Nacional:</b></span><br />
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</b></span><a href="http://www.notapositiva.com/CantinhoMiudos/estudodomeio/bandeiraportugal/bandeiraportugal.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="213" src="http://www.notapositiva.com/CantinhoMiudos/estudodomeio/bandeiraportugal/bandeiraportugal.gif" width="320" /></a><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><br />
</b> O verde-escuro, cor da Natureza, representa a Esperança em melhores dias, os campos verdejantes do país, e a Liberdade.<br />
O vermelho-escarlate simboliza o valor e o sangue derramado ao longo da história, e a Vida.<br />
A Esfera Armilar, amarela, e no centro, representa os Descobrimentos Portugueses.<br />
A Esfera Armilar, de ouro em fundo azul (com o Escudo de Armas), já existiu na bandeira de D. João VI (1816 - 1826), simbolizando então, o reino do Brasil e foi, igualmente, o emblema pessoal de D. Manuel I.</span>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-39714081528019841612011-06-20T02:00:00.001-07:002011-06-20T02:00:02.857-07:00Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-53019592275943067042011-06-20T01:33:00.000-07:002011-06-20T01:33:06.400-07:00descobrimentos<img alt="" 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" /><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="color: red;">Gostei deste tema por aprendi muitas coisas sobre os descobrimentos portugueses. </span></b></span>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-62614701113731176872011-05-15T09:23:00.000-07:002011-06-20T01:25:08.978-07:00CLAUDE MONET-PINTOR IMPRESSIONISTA<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2iN9J2IDceaxb-toWRVA_0jjPUSRpP_BwB7uqhZGPRdvfAIJ0a6Dr3tbLAK5MPzBxvyBBBazOMqpnTMtfmBVoY5ra10x3X-x2snioUrvcBJujdfmSTIRFF09BCXStHTx6oXjXE6DF27Xv/s1600/369px-Claude_Monet_1899_Nadar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2iN9J2IDceaxb-toWRVA_0jjPUSRpP_BwB7uqhZGPRdvfAIJ0a6Dr3tbLAK5MPzBxvyBBBazOMqpnTMtfmBVoY5ra10x3X-x2snioUrvcBJujdfmSTIRFF09BCXStHTx6oXjXE6DF27Xv/s320/369px-Claude_Monet_1899_Nadar.jpg" width="196" /></a></div><div style="margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;"><b style="font-family: sans-serif; font-size: 13px; line-height: 1.5em;">Oscar-Claude Monet</b><span class="Apple-style-span" style="font-family: sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 1.5em;"> (Paris, 14 de </span><span class="Apple-style-span" style="line-height: 19px;">Novembro</span><span class="Apple-style-span" style="line-height: 1.5em;"> de 1840 — Giverny, 5 de </span><span class="Apple-style-span" style="line-height: 19px;">Dezembro</span><span class="Apple-style-span" style="line-height: 1.5em;"> de 1926) foi um pintor francês e o mais célebre entre os pintores impressionistas.</span></span></div><div style="margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;"><span class="Apple-style-span" style="font-family: sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 1.5em;">O termo</span><span class="Apple-style-span" style="line-height: 1.5em;"> </span><span class="Apple-style-span" style="line-height: 1.5em;">impressionismo</span><span class="Apple-style-span" style="line-height: 1.5em;"> </span><span class="Apple-style-span" style="line-height: 1.5em;">surgiu devido a um dos primeiros quadros de Monet,</span><span class="Apple-style-span" style="line-height: 1.5em;"> </span></span><i style="font-family: sans-serif; font-size: 13px; line-height: 1.5em;">"Impressão, nascer do sol"</i><span class="Apple-style-span" style="font-family: sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 1.5em;">, quando de uma crítica feita ao quadro pelo pintor e escritor Louis Leroy: </span></span><i style="font-family: sans-serif; font-size: 13px; line-height: 1.5em;">"Impressão, nascer do Sol” – eu bem o sabia! Pensava eu, justamente, se estou impressionado é porque há lá uma impressão. E que liberdade, que suavidade de pincel! Um papel de parede é mais elaborado que esta cena marinha."</i><span class="Apple-style-span" style="font-family: sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 1.5em;"> . A expressão foi usada originalmente de forma </span><span class="Apple-style-span" style="line-height: 19px;">memorativa</span><span class="Apple-style-span" style="line-height: 1.5em;">, mas Monet e seus colegas adotaram o título, sabendo da revolução que estavam iniciando na pintura.</span></span></div>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0tag:blogger.com,1999:blog-5785425426486695223.post-44918882159189676982011-05-15T09:21:00.000-07:002011-06-20T02:06:30.138-07:00KARL MARX-PENSADOR SOCIALISTA<div class="MsoNormal" style="margin-left: 37.5pt; margin-right: 37.5pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b><span style="color: black; font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"><br />
</span></b></div><div class="MsoNormal" style="margin-left: 37.5pt; margin-right: 37.5pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijBeyddpDToqWhFs-68GYoGY5UH-fFlyT0fL2bGbedpF_ssyvDqLivnPgIDBDbYU9f8m8RQKL_LD8TkpfZAAjfDL8zqXABP_GfTkC-tB0vZbhQffGzyyWnl7MPlA2QI_TB21qXB2WYGGM7/s1600/marx2%255B1%255D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijBeyddpDToqWhFs-68GYoGY5UH-fFlyT0fL2bGbedpF_ssyvDqLivnPgIDBDbYU9f8m8RQKL_LD8TkpfZAAjfDL8zqXABP_GfTkC-tB0vZbhQffGzyyWnl7MPlA2QI_TB21qXB2WYGGM7/s320/marx2%255B1%255D.jpg" width="233" /></a></div><span class="Apple-style-span" style="font-family: 'Times New Roman', serif;"><span class="Apple-style-span" style="line-height: 18px;"><b><span class="Apple-style-span" style="color: #303030; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; font-weight: normal; line-height: 20px;">Teórico do socialismo, Karl Marx estudou direito nas universidades de Bonn e Berlim, mas sempre demonstrou mais interesse pela história e pela filosofia. Quando tinha 24 anos, começou a trabalhar como jornalista em Colônia, assinando artigos racial-democratas que provocaram uma grande irritação nas autoridades do país.<br />
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Integrante de um grupo de jovens que tinham afinidade com a teoria pregada por Hegel (Georg Wilhelm Friedrich, um dos mais importantes, um dos mais influentes filósofos alemães do século 19), Marx começou ater mais familiaridade dos problemas econômicos que afetavam as nações quando trabalhava como jornalista.<br />
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Após o casamento com uma amiga de infância (Jenny von Westplalen), foi morar em Paris, onde lançou os "Anais Franco-Alemães", órgão principal dos hegelianos de esquerda. Foi em Paris que Marx conheceu Friedrich Engels, com o qual manteve amizade por toda a vida.<br />
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Na capital francesa, a produção de Marx tomou um grande impulso. Nesta época, redigiu "Contribuição à crítica da filosofia do direito de Hegel". Depois, contra os adeptos da teoria hegeliana, escreveu, com Engels, "A Sagrada Família", "Ideologia alemã" (texto publicado após a sua morte).<br />
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Depois de Paris, Marx morou em Bruxelas. Na capital da Bélgica, o economista intensificou os contatos com operários e participou de organizações clandestinas. Em 1848, Marx e Engels publicaram o "Manifesto do Partido Comunista", o primeiro esboço da teoria revolucionária que, anos mais tarde, seria denominada marxista.<br />
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Neste trabalho, Marx e Engels apresentam os fundamentos de um movimento de luta contra o capitalismo e defendem a construção de uma sociedade sem classe e sem Estado. No mesmo ano, foi expulso da Bélgica e voltou a morar em Colônia, onde lançou a "Nova Gazeta Renana", jornal onde escreveu muitos artigos favoráveis aos operários.<br />
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Expulso da Alemanha, foi morar refugiado em Londres, onde viveu na miséria. Foi na capital inglesa que Karl Marx intensificou os seus estudos de economia e de história e passou a escrever artigos para jornais dos Estados Unidos sobre política exterior.<br />
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Em 1864, foi co-fundador da "Associação Internacional dos Operários", que mais tarde receberia o nome de 1ª Internacional. Três anos mais tarde, publica o primeiro volume de sua obra-prima, "O Capital".<br />
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Depois, enquanto continuava trabalhando no livro que o tornaria conhecido em todo o mundo, Karl Marx participou ativamente da definição dos programas de partidos operários alemães. O segundo e o terceiro volumes do livro foram publicados por seu amigo Engels em 1885 e 1894.<br />
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Desiludido com as mortes de sua mulher (1881) e de sua filha Jenny (1883), Karl Marx morreu no dia 14 de março. Foi então que Engels reuniu toda a documentação deixada por Marx para atualizar "O Capital".<br />
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Embora praticamente ignorado pelos estudiosos acadêmicos de sua época, Karl Marx é um dos pensadores que mais influenciaram a história da humanidade. O conjunto de suas idéias sociais, econômicas e políticas transformou as nações e criou blocos hegemônicos. Muitas de suas previsões ruíram com o tempo, mas o pensamento de Marx exerceu enorme influência sobre a história.</span></b></span></span></div>Joãohttp://www.blogger.com/profile/09996561528735269692noreply@blogger.com0