tag:blogger.com,1999:blog-5751886591047832762024-03-12T23:59:31.166-07:00e tome história!!!e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.comBlogger132125tag:blogger.com,1999:blog-575188659104783276.post-60487120441311062302013-03-02T16:59:00.001-08:002013-03-02T16:59:17.265-08:00UMA GOTA DE ESPERANÇA - Ademar Cordeiro<br />
<img height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8EebxYd0bXPQ7bBd9WgxcTpw72nrtvecyPM94pzCTHik9-zYbiY5GAbxsCIK2w21Xe22U315NrnVzIZH7VG8SDfe2x8DkRchFI_GDO2K_vGVpQuJQdkhN7Ci8Kwo6bas5epAaXSDbLPU/s400/seca.jpg" width="400" /><br />
<br />
<br />
<br />
<br />
O Sol pinta de luz o amanhecer<br />
e o nordestino tenta ver<br />
no céu algum "siná"<br />
uma nuvem que seja,<br />
ou qualquer vento frio<br />
mas em todo canto nem um fio<br />
de umidade tem no ar<br />
<br />
desiludido, mas sem perder a fé<br />
parte a chamar a "muié"<br />
os "fios" e a parentada<br />
pra rodar mundo a fora<br />
em busca d'água, como escora<br />
pra esperança não despencar<br />
<br />
A fé é a unica coisa de se apegar.<br />
É que o Sol bota a prova<br />
testa, quebra, racha ou entorta<br />
só provando nossa fraqueza<br />
que até parece, com certeza<br />
que o Sol quer nos matar<br />
<br />
<br />
faz pena reparar<br />
o gado antes viçoso<br />
olhar pro dono choroso<br />
por ver seu gado definhar<br />
mugindo pedindo água<br />
e o dono sem fazer nada<br />
por não ter nada o que dar<br />
<br />
<br />
onde havia mata, hoje é só cinza<br />
gado morto hoje é paisagem<br />
barreiro, açude e barragem<br />
hoje é chão que nada brota<br />
até em pé de serra ou em grota<br />
que mato verde era tradição<br />
hoje é tudo tristeza<br />
e o que já foi um dia beleza<br />
hoje está só o torrão<br />
<br />
Lágrimas? nem tem mais<br />
ainda que queira chorar,<br />
pois o Sol que racha o chão<br />
endurece o coração<br />
de quem ele mesmo faz penar<br />
impiedoso, pena não há<br />
maltrata, humilha o nordestino<br />
que obrigado, desde menino<br />
se faz de forte, se faz vingar<br />
<br />
Desistir? opção que não há<br />
pois cada nuvem traz esperança<br />
e o nordestino, feito criança<br />
logo esquece seu padecer<br />
pega a enxada, é de se ver<br />
pois tem com a terra intimidade<br />
agradece a Deus, pela bondade<br />
por lhe dar esperança de viver<br />
<br />
autor: Ademar Cordeiro<br />
<br />
<br />
<br />
<br />e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com1tag:blogger.com,1999:blog-575188659104783276.post-46350040220677771362013-01-13T07:05:00.003-08:002013-01-13T07:06:41.076-08:00<span style="color: white;"><br /></span>
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<span style="color: white;"> Hoje falaremos sobre um dos lugares mais misteriosos do mundo:</span></div>
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<strong style="line-height: 30px; list-style: none none; word-wrap: break-word;"><span style="color: white;">Denrinkuyu</span></strong></div>
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<a href="http://static.minilua.com/wp-content/uploads/2011/04/derinkuyu-aliens-antigos5.jpg" style="color: #254998; line-height: 30px; list-style: none none; overflow: visible; text-decoration: initial; word-wrap: break-word;"><img alt="derinkuyu-aliens-antigos5" border="0" colordata="2" height="333" src="http://static.minilua.com/wp-content/uploads/2011/04/derinkuyu-aliens-antigos5_thumb.jpg" style="border: none; margin: 6px !important; overflow: visible;" title="derinkuyu-aliens-antigos5" width="500" /></a></div>
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<span style="color: white;">Na Turquia, mais precisamente na província de Nevsheir, existe uma enorme cidade subterrânea chamada Denrinkuyu, local esse que abriga diversos <a href="http://minilua.com/maiores-misterios-humanidade-5/" style="line-height: 30px; list-style: none none; overflow: visible; text-decoration: initial; word-wrap: break-word;" target="_blank">mistérios</a> e muitas controvérsias.</span></div>
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<span style="color: white;">A primeira questão que envolve o local é a data de sua construção. <a href="http://minilua.com/ganhe-premios-respondendo-pesquisas-online/" style="line-height: 30px; list-style: none none; overflow: visible; text-decoration: initial; word-wrap: break-word;" target="_blank">Algumas pesquisas</a> dizem que o local foi construído em 4000 a.C, já outras dizem que ela foi escavada a mais de 10000 mil anos atrás, porém alguns <a href="http://minilua.com/encontrada-ossadas-gladiadores/" style="line-height: 30px; list-style: none none; overflow: visible; text-decoration: initial; word-wrap: break-word;" target="_blank">esqueletos</a> de um cemitério próximo datam de 1800 a.C, o que deixa a verdadeira data de sua construção sendo um mistério.</span></div>
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<a href="http://static.minilua.com/wp-content/uploads/2011/04/derinkuyu-aliens-antigos6.jpg" style="color: #254998; display: block; line-height: 30px; list-style: none none; overflow: visible; text-decoration: initial; word-wrap: break-word;"><img alt="derinkuyu-aliens-antigos6" border="0" colordata="0" height="370" src="http://static.minilua.com/wp-content/uploads/2011/04/derinkuyu-aliens-antigos6_thumb.jpg" style="border: 1px solid rgb(206, 202, 223); margin: 6px !important; overflow: visible;" title="derinkuyu-aliens-antigos6" width="500" /></a></div>
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<span style="color: white;">Contudo o que mais intriga os arqueólogos é a complexidade da cidade subterrânea, que seria capaz de abrigar até 50 mil pessoas com certo conforto. Com mais de 20 níveis, o local possui salões para abrigar <a href="http://minilua.com/alimentos-que-melhoram-despertam-desejo-sexual/" style="line-height: 30px; list-style: none none; overflow: visible; text-decoration: initial; word-wrap: break-word;" target="_blank">alimentos</a>, cozinhas, celeiros, estábulos e até mesmo capelas.</span></div>
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<span style="color: white;">Além disso, o lugar possuía um sistema complexo de dispersão de fumaça, que permitia que ela fosse lançada na superfície sem ser notada e um sistema de ventilação que fazia com que o local mantivesse a temperatura ambiente estável, com ar novo circulando em todos os andares.</span></div>
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<a href="http://static.minilua.com/wp-content/uploads/2011/04/derinkuyu-aliens-antigos9.jpg" style="color: #254998; display: block; line-height: 30px; list-style: none none; overflow: visible; text-decoration: initial; word-wrap: break-word;"><img alt="derinkuyu-aliens-antigos9" border="0" colordata="0" height="370" src="http://static.minilua.com/wp-content/uploads/2011/04/derinkuyu-aliens-antigos9_thumb.jpg" style="border: 1px solid rgb(206, 202, 223); margin: 6px !important; overflow: visible;" title="derinkuyu-aliens-antigos9" width="500" /></a></div>
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<span style="color: white;">A complexidade e a grandiosidade da obra fazem com que diversas questões sobre sua<a href="http://minilua.com/verdadeira-cidade-fantasma/" style="line-height: 30px; list-style: none none; overflow: visible; text-decoration: initial; word-wrap: break-word;" target="_blank">verdadeira</a> origem sejam levantadas, afinal como poderia ter sido construído um lugar desse há mais de 6000 mil anos atrás, quando a engenharia era extremamente limitada e as ferramentas mal existiam?</span></div>
e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-22371503483457155052012-11-15T19:20:00.001-08:002012-11-15T19:20:27.400-08:00história da seca no Nordeste <br />
<table class="contentpaneopen"><tbody>
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" 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<span style="font-size: 8pt;"><strong>Por Pedro Henrique Barreto, de Brasília</strong></span><br /><div style="text-align: justify;">
A
história das secas na região Nordeste é uma prova de fogo para quem lê
ou escuta os relatos que vêm desde o século 16. As duras consequências
da falta de água acentuaram um quadro que em diversos momentos da
biografia do semiárido chega a ser assustador: migração desenfreada,
epidemias, fome, sede, miséria. Os relatos de pesquisadores e
historiadores datam da época da colonização portuguesa na região. Até a
primeira metade do século 17, quem ocupava as áreas mais interioranas do
semiárido brasileiro era a população indígena. Uma das primeiras secas
que se tem notícia aconteceu entre 1580 e 1583. As capitanias tiveram
seus engenhos prejudicados, as fazendas sofreram com a falta de água e
cerca de 5 mil índios desceram o sertão em busca de comida.<br /><br />Somente
no século seguinte é que os chamados "sertanejos" passaram a ocupar a
região conhecida como o Polígono das Secas - parte de Alagoas, Bahia,
Ceará, Paraíba, Pernambuco, Piauí, Rio Grande do Norte, Sergipe e também
Norte de Minas Gerais. A presença foi intensificada após uma Carta
Régia que proibia a criação de gado em uma faixa de dez léguas desde o
litoral em direção aos sertões.<br /><br />Nos anos 1700, diversas estiagens
atingiram a região, deixando rastros alarmantes nas capitanias. A do
Maranhão, Ceará e Rio Grande do Norte foram as mais prejudicadas.
Rebanhos, homens, mulheres e crianças morreram em grande número. A
infraestrutura dos engenhos não acompanhou com a mesma velocidade o
crescimento populacional e a fome se espalhou de forma acelerada.
Segundo Irineu Pinto, um dos fundadores do Instituto Histórico e
Geográfico Paraibano, fiscais da Câmara chegaram a pedir ao rei que
enviasse escravos, pois os que habitavam a região haviam morrido de
fome.<br /><br />Décadas mais tarde, se abateria sobre a região o período
que foi conhecido como a "Grande Seca". Teve início em 1877 e durou
pouco mais de dois anos. Os efeitos foram catastróficos. Há quem estime
que doenças, fome e sede dizimaram mais da metade da população do Ceará,
que tinha 800 mil habitantes. Mesmo considerando-se exageros na
estimativa, o cenário causou choque em estudiosos dessa época.<br /><br /><strong>NA ESQUINA</strong>
Rodolfo Teófilo, historiador e escritor que foi um dos fundadores da
Academia Cearense de Letras, publicou uma das mais realistas visões
sobre essa seca. No livro a <em>A Fome</em>, de 1890, relata: "A peste e
a fome matam mais de 400 por dia! O que te afirmo é que, durante o
tempo em que estive parado em uma esquina, vi passar 20 cadáveres: e
como seguem para a vala! Faz horror! (...) E as crianças que morrem nos
abarracamentos, como são conduzidas! Pela manhã os encarregados de
sepultá-las vão recolhendo-as em um grande saco: e, ensacados os
cadáveres, é atado aquele sudário de grossa estopa a um pau e conduzido
para a sepultura".<br /><br />A migração também foi um dos pontos agravados.
Um enorme contingente de habitantes dessa área, castigados pela
estiagem, partiu para a Amazônia e estados vizinhos. Foi daí que o
conceito de retirante surgiu. Quem explica é a pesquisadora Isabel
Guillen, que coleciona diversos artigos e estudos sobre o tema em
instituições acadêmicas de Pernambuco. "Quando se trata de migração
nordestina, tudo se passa como se fosse uma decorrência econômica social
natural, levando-se em conta a construção imaginária do tripé
Nordeste-seca-migração. De certo modo, essa representação social
contribui para criar a invisibilidade histórica em torno do migrante",
diz.<br /><br /><strong>J0IA DA COROA</strong> Após a catástrofe de 1877, as
autoridades do Império começaram a ter uma maior preocupação com o
assunto. O imperador D. Pedro II chegou a cunhar a célebre frase: "Não
restará uma única joia na Coroa, mas nenhum nordestino morrerá de fome".
Criou-se comissão imperial para desenvolver medidas que pudessem
atenuar futuras secas. Da adaptação de camelos, construção de ferrovias e
açudes e a abertura de um canal para levar água do Rio São Francisco
para o Rio Jaguaribe, no Ceará, muito pouco saiu do papel.<br /><br />Nas
décadas seguintes, a escassez das chuvas permaneceria constante na
região Nordeste, e os desníveis sociais, alarmantes. Foram tomadas
providências para se combater o problema. Como a construção de estações
pluviométricas e a criação da Inspetoria de Obras Contra as Secas
(IOCS), em 1909. No entanto, o efeito prático não se traduziu em
melhorias significativas para o dia-a-dia da população.<br /><br />Na seca
seguinte, em 1915, o governo do Ceará criou uma espécie de campos de
concentração nas margens das grandes cidades para impedir a migração. A
fome e a falta de higiene provocaram um quadro trágico. "Eram locais
para onde grande parte dos retirantes foi recolhida a fim de receber
comida e assistência médica. Não podiam sair sem autorização dos
inspetores do campo. Ali ficavam retidos milhares de retirantes a morrer
de fome e doenças", relata a professora Kênia Rios, doutora em História
pela Pontifícia Universidade (PUC) de São Paulo.<br /><br />Em 1932, outra
estiagem iria devastar o semiárido nordestino. Foi nessa época que se
tornou conhecida a indústria da seca: as oligarquias econômicas e
políticas da região que usavam recursos do governo em benefício próprio,
com o pretexto de combater as mazelas do fenômeno climático. Outras
secas atingiriam o Nordeste nas décadas seguintes. A mais abrangente
delas teve início em 1979 e durou quase cinco anos. Fome e saques se
espalharam pela região. Estima-se que não houve colheita em nenhuma
lavoura dentro de uma área de 1,5 milhões de km2. Dados oficiais dão
conta de que, nessa época, morreram 3,5 milhões de pessoas por conta de
enfermidades e desnutrição.<br /><br /><strong>PALIATIVOS</strong> De lá pra
cá, o fenômeno voltou a se repetir com mais intensidade nos anos de
1993, 1998 e 2001. No fim da década de 1990, Pernambuco viveu o pior
racionamento de água de sua história: a região metropolitana, incluindo
Recife, passou a receber água encanada apenas uma vez por semana. Em
2001, aliada à crise de energia elétrica que colocava em risco todo o
País, a estiagem tornou-se ainda mais preocupante.<br /><br />Clóvis
Cavalcanti, professor do Instituto de Pesquisas Sociais da Fundação
Joaquim Nabuco e da Universidade Federal de Pernambuco, lembra ações e
programas de emergência dos governos nesses períodos. Obras de combate à
seca foram abandonadas e diversos projetos não caminharam. "Tivemos em
nossa história idéias como a Transamazônica, o Proterra e outras frentes
de trabalho. Sempre foram remédios paliativos, não soluções. Reuniam
bastante propaganda, mas o efeito prático não mudou a vida do cidadão
nordestino. A Sudene era uma grande ação, mas o golpe de 1964 pôs
abaixo", afirma.<br /><br />Um dos projetos iniciados pelo atual governo
para possibilitar maior irrigação na área do semiárido, em 2007, é a
transposição do Rio São Francisco. É uma obra bastante polêmica, tanto
por sua viabilidade econômica como por seu impacto ambiental, que já
havia sido discutida em governos anteriores. A previsão é de que o
sistema de transposição esteja em pleno funcionamento entre 15 a 20 anos
a partir do início do projeto.<br /><br />Clóvis Cavalcanti defende que o
poder público tenha uma visão estratégica sobre a questão da seca no
Nordeste para que o desequilíbrio social na região seja combatido de
forma eficaz. "Falta uma coluna dorsal, um programa de desenvolvimento
que compreenda ações específicas, cada qual com seu objetivo, mas todas
estruturadas. O semiárido dispõe de recursos naturais para crescer
economicamente com rapidez, há que saber como governá-los em benefício
próprio".
</div>
</td>
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e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-3782841964903114862012-11-06T06:27:00.001-08:002012-11-06T06:27:13.388-08:00ELEIÇÕES AMERICANAS - RUMO À CASA BRANCA!!!<br />
<br />
<img height="400" id="il_fi" src="http://especiais.ig.com.br/infograficos/files/2011/09/corridaeua_a.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="640" /><br />
<br />
<br />
<br />
Entenda como funciona o longo, complicado e caro caminho até a Casa Branca.
<br />
<div align="justify">
<br /><br /><strong>Primeira Fase - A Batalha das Prévias</strong><br />
Os eleitores votam em seus pré-candidatos preferidos em cada um dos
50 Estados e no Distrito de Colúmbia (onde fica a capital, Washington),
além de territórios como as Ilhas Virgens Americanas.<br />
Há dois tipos de prévias:<br />
<ul>
<li><strong>Caucuses</strong>, que são assembléias de eleitores (há uma discussão antes da votação).</li>
<li><strong>Primárias</strong>, que são votações convencionais.</li>
</ul>
- As regras variam de Estado para Estado. Em alguns, só podem votar
nas prévias republicanas ou democratas os cidadãos registrados como
eleitores desses partidos. Em outros, a votação é aberta a qualquer
eleitor.<br />
- O voto não é obrigatório.<br />
- O número de delegados enviado por cada Estado à convenção nacional é proporcional à população local.<br />
- Em alguns Estados, o concorrente mais votado leva todos os
delegados. Em outros, o número de delegados para cada pré-candidato é
proporcional à votação obtida.<br />
- Para ser o escolhido do partido, o candidato deve ter pelo menos 1.191delegados (de um total de 2.380)<br />
<strong>Segunda Fase - Enfim, o candidato</strong><br />
Com o fim das primárias e caucuses, cada partido realiza uma
convenção nacional para oficializar seu candidato à presidência. Na
prática, trata-se apenas de uma formalidade – à esta altura, já se sabe
quem são os candidatos democrata e republicano, com base nos resultados
das prévias.<br />
<div align="center">
<img src="http://www.universitario.com.br/noticias/imagens_noticias/eleicoes_eua.jpg" /></div>
<div align="justify">
<strong>Terceira Fase - O Dia das Eleições</strong></div>
<div align="justify">
No dia 4 de novembro, quando o eleitor colocar seu
voto na urna, não estará votando diretamente em um candidato. Estará, na
verdade, escolhendo um grupo de pessoas, conhecidas como <em>grande eleitores</em>, que formarão o colégio eleitoral (são ao todo 538 delegados).</div>
<div align="justify">
- Diferentemente do Brasil, o voto não é obrigatório nos EUA.</div>
<div align="justify">
- A quantidade de delegados de cada Estado e do
Distrito de Colúmbia é igual ao número de deputados e senadores da
unidade da federação:</div>
<div align="center">
<img src="http://www.universitario.com.br/noticias/imagens_noticias/mapa_eua.jpg" /></div>
<div align="justify">
<strong>Quarta Fase - O Colégio Eleitoral</strong></div>
<div align="justify">
O número de representantes é proporcional à população
de cada Estado. A Califórnia, o mais populoso, envia 55 delegados. O
mínimo para um Estado são três delegados. Composto por 538 membros, o
colégio eleitoral reúne-se em dezembro para votar. Para vencer, um
candidato precisa receber pelo menos 270 votos no colégio eleitoral. Se
nenhum conseguir o mínimo de votos, quem determina o presidente é a
Câmara de Deputados.</div>
<div align="justify">
A votação no colégio eleitoral é normalmente apenas
uma formalidade, uma vez que, com base nos resultados de 4 de novembro,
já será possível apontar o nome do futuro presidente dos EUA.</div>
<div align="justify">
<strong>Quinta Fase - A Posse</strong></div>
<div align="justify">
O presidente é empossado em 20 de janeiro de 2009.</div>
<div align="center">
<img src="http://www.universitario.com.br/noticias/imagens_noticias/casa_branca.jpg" /></div>
<div align="justify">
<strong>Nem sempre o mais votado leva</strong>. Na
grande maioria dos Estados, todas as vagas de delegados são reservadas
para o candidato que obteve mais votos populares. Com isso, o presidente
eleito nem sempre é aquele que ganhou a votação popular. Em casos
raros, um candidato pode vencer no colégio eleitoral e ser eleito sem
ter vencido no voto popular. Devido a esse mecanismo peculiar, Al Gore
perdeu a eleição para George W. Bush, mesmo tendo 550 mil votos a mais
na contagem geral, em 2000. Bush ganhou na Flórida, um Estado populoso,
por uma pequena margem, e, assim, ficou com todos os votos do colégio
eleitoral.</div>
<div align="justify">
</div>
</div>
e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-70853656772618657752012-11-05T10:52:00.000-08:002012-11-05T10:54:06.989-08:00Razão x Fé Uma visão crítica do conflito entre a religião e o pensamento racional.<br />
<div style="left: -99999px; position: absolute;">
os, disse à BBC que temia que a atitude da menina pudesse desonrar a
família. Muhammad Zafar também é acusado de ter espancado a filha e
mantido a adolescente isolada por um dia, sem acesso a cuidados médicos.
A mãe disse que era o "destino" da garota morrer dessa maneira.
Ela teve mais de 60% do corpo queimado pelo ácido.
Os dois foram detidos na semana passada em uma vila remota do distrito
de Kotli, na Caxemira paquistanesa (a região é disputada com a Índia e
cada país administra uma parte do território).
<br />
<br />
Leia mais em: <a href="http://noticias.bol.uol.com.br/internacional/2012/11/05/pais-que-jogaram-acido-na-filha-defendem-ataque.jhtm">http://noticias.bol.uol.com.br/internacional/2012/11/05/pais-que-jogaram-acido-na-filha-defendem-ataque.jhtm</a></div>
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Por mais bizarro que possa parecer para nós, esse tipo de ataque é
relativamente comum no Oriente Médio, na Ásia e na África (as maiores
concentrações de ataques estão no Paquistão, Bangladesh, Camboja, Nepal e
Uganda). A Associação dos Sobreviventes do Ácido estima que 2700
mulheres e crianças foram vítimas nos últimos 10 anos.</div>
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</div>
<div style="text-align: left;">
Os ataques com ácido raramente matam, mas deixam profundas cicatrizes
físicas e psicológicas nas vítimas, que geralmente ficam sem nenhuma
assistência, abandonadas pela família e pela sociedade. Os motivos
geralmente são baseados em pedidos de casamento rejeitados e disputas
familiares. Tudo isso baseado em uma cultura misógina que se aproveita
da opressão que as mulheres sofrem, onde elas não tem muita voz nem
muitos direitos, e onde os culpados raramente vão a julgamento pelos
seus crimes.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX9qjNoyVd7-FlXOzAObfUAlA7VzNt_7uAmdEOuLlRIF2swm-dYFphNvnCCkWC8Sgj4FWjiEl_Rlzc5clrv98aozTmQ6EOCT80IowiV2x-LHaJid7opalqX9DpCIQ-yETEzGBPhvzrOZ0/s1600/557.6a00d83451b05569e2012875bdc0c8970c-900wi.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX9qjNoyVd7-FlXOzAObfUAlA7VzNt_7uAmdEOuLlRIF2swm-dYFphNvnCCkWC8Sgj4FWjiEl_Rlzc5clrv98aozTmQ6EOCT80IowiV2x-LHaJid7opalqX9DpCIQ-yETEzGBPhvzrOZ0/s400/557.6a00d83451b05569e2012875bdc0c8970c-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Irum Saeed, 30, sofreu queimaduras no rosto, costas e ombros quando um garoto<br />que foi rejeitado por ela a atacou com ácido no meio da rua.<br />Ela já passou por 25 cirurgias plásticas para tentar recuperar o rosto.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT3Oud5yKzu108WW-PYr7hov9Ota4aDCFwRFbTYBbwGTX6ND2RQ2l4zh2PUZ32-7g0mL5_etaoL8WSHTruPb5xCdPoKYSxpk9w-Te4HOgrUTebQMoB7ni1CP-7NvI-6uvfjr-cfPX7130/s1600/557.6a00d83451b05569e20120a6bbe4c7970b-900wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT3Oud5yKzu108WW-PYr7hov9Ota4aDCFwRFbTYBbwGTX6ND2RQ2l4zh2PUZ32-7g0mL5_etaoL8WSHTruPb5xCdPoKYSxpk9w-Te4HOgrUTebQMoB7ni1CP-7NvI-6uvfjr-cfPX7130/s400/557.6a00d83451b05569e20120a6bbe4c7970b-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Shameem Akhter, 18, foi estuprada por três homens e atacada com ácido quando tinha 15 anos.<br /> Passou por 10 cirurgias plásticas.</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-qYP4GWXFjX3Dbl2lgTSEBQbjNDJ9chCFWMXePk50dV0lRz0l1P91GnGNA5c-_9Ih7EmQ9C7H0NhifyYlIEs5eXS9F92wAGxizKFgHkEgk5DUj_M_XPC1HdlrSo3glA2-mX7GO2_0wEg/s1600/557.6a00d83451b05569e20120a6bbe4f6970b-900wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-qYP4GWXFjX3Dbl2lgTSEBQbjNDJ9chCFWMXePk50dV0lRz0l1P91GnGNA5c-_9Ih7EmQ9C7H0NhifyYlIEs5eXS9F92wAGxizKFgHkEgk5DUj_M_XPC1HdlrSo3glA2-mX7GO2_0wEg/s400/557.6a00d83451b05569e20120a6bbe4f6970b-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Najaf Sultana, 16, aos 5 anos ela foi queimada com ácido pelo próprio pai enquanto dormia,<br />aparentemente porque ele não queria outra mulher na família. Depois do ataque ela ficou cega e foi<br />abandonada pelos pais, e agora vive com parentes. Passou por 15 cirurgias plásticas.</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB3RizYhFFltUJTze6_5PkDVYKcAHUK3v69g3FXeN6fKUf1DFFpXLwHQbkUztK9LKuhmczwIMSQ-2fvmNO8GVBOhaXU7mzqetzDjOXyvOqHIb3xqCz8sjoZbxCbO2djgf7bU1ropI4xmg/s1600/557.6a00d83451b05569e20120a6bbe5b6970b-900wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB3RizYhFFltUJTze6_5PkDVYKcAHUK3v69g3FXeN6fKUf1DFFpXLwHQbkUztK9LKuhmczwIMSQ-2fvmNO8GVBOhaXU7mzqetzDjOXyvOqHIb3xqCz8sjoZbxCbO2djgf7bU1ropI4xmg/s400/557.6a00d83451b05569e20120a6bbe5b6970b-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Kanwal Kayum, 26, aos 25 foi atacada com ácido por um rapaz com quem ela não quis se casar.<br />Não passou por nenhuma cirurgia.</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyW4UM4e5yAqHbs48pB02_YDUUaH52qtX3zq6S7v6rSitrDxJ7jgoGzICO67DN8PyjYyDtz4JCmouR2qfVkBJyKjkJ0lg3QGRLkgOzYTiqK9UxFxk4AwGNc2GEYXEO2IfRE_pWdj7Xz18/s1600/557.6a00d83451b05569e20120a6bbe6dd970b-900wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyW4UM4e5yAqHbs48pB02_YDUUaH52qtX3zq6S7v6rSitrDxJ7jgoGzICO67DN8PyjYyDtz4JCmouR2qfVkBJyKjkJ0lg3QGRLkgOzYTiqK9UxFxk4AwGNc2GEYXEO2IfRE_pWdj7Xz18/s400/557.6a00d83451b05569e20120a6bbe6dd970b-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Bushra Shari, 39, queimada com ácido pelo marido, do qual tentava se divorciar.<br />Passou por 25 cirurgias plásticas.</span></td></tr>
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<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/AVvXsEhDrPOLtT232O_wgAz6fZjgTBkeQ3YFmWOGkqoLKJbeKB_bnohCUpa5s1aKfeP-Xeh5A1kALrRg5QIH623T3eRhfiJN_2O6jZN6MNkeWeT-Sdm1nVh3PIRd-TBOVZurazffILuJ10FKOeo/s1600/557.6a00d83451b05569e20120a6bbe481970b-600wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDrPOLtT232O_wgAz6fZjgTBkeQ3YFmWOGkqoLKJbeKB_bnohCUpa5s1aKfeP-Xeh5A1kALrRg5QIH623T3eRhfiJN_2O6jZN6MNkeWeT-Sdm1nVh3PIRd-TBOVZurazffILuJ10FKOeo/s400/557.6a00d83451b05569e20120a6bbe481970b-600wi.jpg" width="273" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Saira
Liagat, 26, segurando um retrato de como era antes de ser atacada na
própria casa, aos 15 anos, pelo marido que insistia que ela morasse com
ele, apesar das famílias terem concordado em esperar<br />até ela terminar os estudos. Passou por 9 cirurgias plásticas</span></td></tr>
</tbody></table>
<br />
<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/AVvXsEiGXpalvvRLGC54kCbqUWVhOyfKFS9yzAFL3AdhChF20xq4vrGxdQF-fowJaEdqTIong7EEvMPhV4h_xTU3Tbhn8_Bmf9ZulBo2XJno0fcgTZtjsktSllDfWQ6UfWc0MgWGG4WbZaNyv_I/s1600/557.6a00d83451b05569e20120a6bbe684970b-900wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGXpalvvRLGC54kCbqUWVhOyfKFS9yzAFL3AdhChF20xq4vrGxdQF-fowJaEdqTIong7EEvMPhV4h_xTU3Tbhn8_Bmf9ZulBo2XJno0fcgTZtjsktSllDfWQ6UfWc0MgWGG4WbZaNyv_I/s400/557.6a00d83451b05569e20120a6bbe684970b-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Munira Asef, 23, queimada com ácido aos 18 por um rapaz que queria se casar com ela.<br />Passou por 7 cirurgias plásticas.</span></td></tr>
</tbody></table>
<br />
<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/AVvXsEh5uM0GzxIVpHgjg-lA3UfLfI8c2fXYb_vhbFybai-rkXNFp7f7Kk5qDm-jlnfvZQz30Kl-MmNl223JQ2XiJz5HiBYV-E165bSoEZn27YTwzWXhrQnEfxA0A5-fKfz1cOae-dE5B2XKNaU/s1600/557.6a00d83451b05569e20120a6bbe735970b-900wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5uM0GzxIVpHgjg-lA3UfLfI8c2fXYb_vhbFybai-rkXNFp7f7Kk5qDm-jlnfvZQz30Kl-MmNl223JQ2XiJz5HiBYV-E165bSoEZn27YTwzWXhrQnEfxA0A5-fKfz1cOae-dE5B2XKNaU/s400/557.6a00d83451b05569e20120a6bbe735970b-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Zainab Bibi, 17, sofreu queimaduras no rosto aos 12 anos ao se recusar a casar com um rapaz.<br />Passou por várias cirurgias plásticas.</span></td></tr>
</tbody></table>
<br />
<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/AVvXsEiBGiDlS76aEOmODUbCP4K0rwv7OVPhYCjwvIeMihDS445of12fyAhGLfKWmUoh7buYJHRg7_DGe3_vVHmd8YygzlHsvHWDrxSYCIpvt8zWXf7QM6Do_xNa05BE1A_fGTgyhBkTxnIKm00/s1600/557.6a00d83451b05569e2012875bdc2c9970c-900wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBGiDlS76aEOmODUbCP4K0rwv7OVPhYCjwvIeMihDS445of12fyAhGLfKWmUoh7buYJHRg7_DGe3_vVHmd8YygzlHsvHWDrxSYCIpvt8zWXf7QM6Do_xNa05BE1A_fGTgyhBkTxnIKm00/s400/557.6a00d83451b05569e2012875bdc2c9970c-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Naila Farhat, 19, atacada com ácido aos 14 anos por um rapaz que queria se casar com ela.<br />Passou por várias cirurgias plásticas.</span></td></tr>
</tbody></table>
<br />
<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/AVvXsEjHoVsSQOi2dPzYHjKfkXkW4SqtQ95CW7QgHE3K9X51Xf8J4p7261Wf4ED6y4dxP8ydwdZgqEe3snMiyiH6vjhPSTGX4B5KH0VgQpPmFZl86m6snqiGOH3yYSiAnVu3m6otidHlIPityZs/s1600/557.6a00d83451b05569e2012875bdc11c970c-900wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHoVsSQOi2dPzYHjKfkXkW4SqtQ95CW7QgHE3K9X51Xf8J4p7261Wf4ED6y4dxP8ydwdZgqEe3snMiyiH6vjhPSTGX4B5KH0VgQpPmFZl86m6snqiGOH3yYSiAnVu3m6otidHlIPityZs/s400/557.6a00d83451b05569e2012875bdc11c970c-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Shehnaz Usman, 36, queimada com ácido por um parente, por causa de uma briga familiar.<br />Passou por 10 cirurgias plásticas.</span></td></tr>
</tbody></table>
<br />
<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/AVvXsEikpZPAXEea0DAayf49gW2SfTRfv-bxYPw9Bw3HGuuaIRg1wD2bo1nlDxp-0ulgxUQlbPlTKkPfOQgkeLbi8CU4aZmQIkVALq62DSwdN1s2JbPAieq0k17E4luWGFZN-wjCNT8CQPOKLlU/s1600/557.6a00d83451b05569e2012875bdc283970c-900wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikpZPAXEea0DAayf49gW2SfTRfv-bxYPw9Bw3HGuuaIRg1wD2bo1nlDxp-0ulgxUQlbPlTKkPfOQgkeLbi8CU4aZmQIkVALq62DSwdN1s2JbPAieq0k17E4luWGFZN-wjCNT8CQPOKLlU/s400/557.6a00d83451b05569e2012875bdc283970c-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Memuna Khan, 21, queimada por um grupo de rapazes por causa de uma disputa familiar.<br />Passou por 21 cirurgias plásticas.</span></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
</div>
<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/AVvXsEgCRvxnRg1-qPwokhbKHqT9EwT_ytE-WxyRTxJX-213TZJdWG7iTPd_V58vPQGeT6ovLLQm8zb8cpVzfSRUva4Z1GSeloO6NsMjqJYJWmzjTnudGZggQFxIUSxdeoXgbe_75-nwOQv1wTE/s1600/557.6a00d83451b05569e2012875bdc16b970c-900wi.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="263" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCRvxnRg1-qPwokhbKHqT9EwT_ytE-WxyRTxJX-213TZJdWG7iTPd_V58vPQGeT6ovLLQm8zb8cpVzfSRUva4Z1GSeloO6NsMjqJYJWmzjTnudGZggQFxIUSxdeoXgbe_75-nwOQv1wTE/s400/557.6a00d83451b05569e2012875bdc16b970c-900wi.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: x-small;">Shahnaz Bibi, 35, atacada com ácido por um parente por causa de uma disputa familiar aos 25 anos.<br />Nunca passou por uma cirurgia plástica.</span></td></tr>
</tbody></table>
<br />
<b><span style="color: lime;">Update:</span></b> Fakhra Younus, outra
mulher atacada com ácido, cometeu suicídio aos 33 anos, após o acusado,
seu marido, ser inocentado das acusações. (<a href="http://www.bbc.co.uk/portuguese/noticias/2012/03/120329_vitima_acido_paquistao_morte_fn.shtml">Fonte</a>)<br />
<br />
<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/AVvXsEj8QI1MKSZqcDIKTAjS6SflCi3uC8uhIDpC7JE_fvNhc6bKIBu7lK9sUL24l2YubGXfWns_TxdDVK0EFlaVXVbqxcg7LWvdrXJ8cU0zEIR6t6FKZ5BgSVFy4EO3syI9gwJkXl3P6DygA2Q/s1600/120329100854_fakhra304.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8QI1MKSZqcDIKTAjS6SflCi3uC8uhIDpC7JE_fvNhc6bKIBu7lK9sUL24l2YubGXfWns_TxdDVK0EFlaVXVbqxcg7LWvdrXJ8cU0zEIR6t6FKZ5BgSVFy4EO3syI9gwJkXl3P6DygA2Q/s400/120329100854_fakhra304.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;">Fakhra Younus, 33, cometeu suicídio após saber que seu marido foi inocentado de todas as acusações.</span></td></tr>
</tbody></table>
<div style="text-align: center;">
</div>
e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com2tag:blogger.com,1999:blog-575188659104783276.post-74984480941516569212012-11-04T10:04:00.001-08:002012-11-04T10:04:21.168-08:00vampiros!!!<div style="text-align: justify;">
Para meu desgosto, que teimava em não
acreditar que coisas assim existissem vim a saber por uma colega, sobre
uma doença, que por alguns é conhecida como “<em>doença rara dos vampiros</em>”,
e é uma doença real, chama-se porfiria: Porfirias são um grupo de
distúrbios herdados ou adquiridos que se manifestam através de problemas
na pele e/ou com complicações neurológicas (certas pessoas fantasiam
essas complicações neurológicas como “<em>sede por sangue</em>”). Os
pacientes tendem a ter um canino mais acentuado e urina escurecida pela
perda de substâncias sangüíneas. Muitas famílias nobres acometidas pela
doença (que é hereditária) acabavam compensando a perda de sangue
bebendo o sangue dos animais de seus matadouros (hoje existem outros
tratamentos para normalizar as enzimas sangüíneas). <a href="http://www.passo1go.com.br/saibatudo/wp-content/uploads/2009/07/Dr%C3%A1cula.JPG"><img alt="Drácula" class="size-full wp-image-613 alignleft" height="216" src="http://www.passo1go.com.br/saibatudo/wp-content/uploads/2009/07/Dr%C3%A1cula.JPG" title="Drácula" width="182" /></a>As
porfirias eritropoiéticas afetam primariamente a pele, levando a
fotossensibilidade, bolhas, necrose da pele e gengivas, prurido e edema.<br />
Em algumas formas de porfiria, o acúmulo de precursores do heme
excretados pela urina podem mudar sua cor, após exposição ao sol, para
um vermelho ou marrom escuros, ocasionalmente até um tom de púrpura.
Também pode haver acúmulo dos precursores nos dentes e unhas, levando-os
a adquirir uma coloração avermelhada.<br />
O termo porfiria deriva da palavra grega <strong>πορφύρα</strong>, <em>porphura</em>,
significando “pigmento roxo”, que é uma referência à coloração
arroxeada dos fluidos corporais dos pacientes durante um ataque.<br />
Quanto ao mito, deve-se a “porfiria cutânea tarda<em>“</em> que
apresenta-se clinicamente como uma hipersensibilidade da pele à luz,
levando à formação de lesões, cicatrização e desfiguração. A anemia, a
pele clara e a sensibilidade à luz são características do mito do
vampiro, enquanto que desfigurações em casos mais avançados,
acompanhados de distúrbios mentais<em> </em>e aumento da pilificação
(crescimento de pêlos) em áreas como a fronte, poderiam ter levado ao
surgimento consecutivo do mito do lobisomem.<br />
Os ataque da doença podem ser desencadeados por drogas (como
barbitúricos, álcool, drogas, sulfa, contraceptivo oral, sedativos e
certos antibióticos), outros agentes químicos e certos alimentos. O
jejum também pode desencadear os ataques, pela queda na glicemia.</div>
<div style="text-align: justify;">
<a href="http://www.gcsouto.hd1.com.br/pacientes.html" target="_blank">Curiosidades Sobre a Doença</a> <span style="color: white;"><strong>True Blood – Série de Vampiros</strong></span></div>
<div style="text-align: justify;">
Observa-se então que os vampiros
existem, mas como é uma doença, não são imortais, nem tem super força.
Mas que mal há em criar seres que povoem nossa criatividade, nos alegre,
e nesse mundo de aborrecida rotina e imaginação limitada, leve mais
além nossos sonhos…</div>
<h3 style="text-align: justify;">
Mas de onde surgiu a lenda?<a href="http://www.passo1go.com.br/saibatudo/wp-content/uploads/2009/07/vlad_the_impaler.jpg"><img alt="Vlad "O Empalador"" class="alignright size-medium wp-image-610" height="240" src="http://www.passo1go.com.br/saibatudo/wp-content/uploads/2009/07/vlad_the_impaler-249x300.jpg" title="Vlad "O Empalador"" width="199" /></a></h3>
<div style="text-align: justify;">
No ano de 1431 nasceu <strong>Vlad III</strong> voivoda da Valáquia. O termo <em>voivoda</em>
signifaca, príncipe, conde ou governador, em romeno. Vlad III se tornou
famoso por seu sadismo, era respeitado pelos seus cidadãos por sua
ferocidade contra os turcos. Fora da Romênia, o voivoda é conhecido por
suas atrocidades contra seus inimigos. Alguns sustentam que essas
atrocidades teriam inspirado o escritor <strong>Bram Stoker</strong> a criar seu famoso personagem, o <strong>Conde</strong> do romance <strong>Drácula</strong>.<br />
O voivoda tinha o hábito de empalar seus inimigos, atravessando-os com
uma estaca de madeira. Os números de mortos chegariam a dezenas de
milhares. Por causa disso, Vlad III ganhou ainda outro nome: Vlad Tepes (<em>Tsepesh</em>), “<strong>O Empalador</strong>“.<br />
Empalamento é uma técnica de tortura e execução antiga que consistia em
espetar uma estaca através do ânus até a boca do condenado, para levá-lo
à morte, deixando um carvão em brasa na ponta da estaca para que,
quando esta atingisse a boca, o supliciado não morresse até algumas
horas depois, <a href="http://www.passo1go.com.br/saibatudo/true-blood/" target="_blank"><img alt="True Blood - Série de Vampiros" class="alignleft size-full wp-image-626" height="315" src="http://www.passo1go.com.br/saibatudo/wp-content/uploads/2009/07/True-Blood-S%C3%A9rie-de-Vampiros.jpg" title="True Blood - Série de Vampiros" width="210" /></a>de
hemorragia. Usava-se também cravar a estaca no abdômen. Essa técnica
figurou, no direito canônico e germânico, como uma das sanções penais
por infanticídio. Também foi utilizada no Brasil pelo cangaceiro
Virgulino Ferreira da Silva, vulgo “Lampião”.<br />
O pai de Vlad III, Vlad II era Cavaleiro da Ordem do Dragão, uma ordem
religiosa criada pelo Imperador romeno Segismundo, no ano de 1431 contra
o expansionismo islâmico na Europa. Na língua romena, o sufixo “ea”
indica um filho. Sendo assim, Vlad III, sendo filho de Vlad Dracul (de
dragão em romeno), passou a ser chamado “Draculea”, ou seja “Filho do
Dragão”.<br />
Por outro lado, à medida em que se conhecia o talento do jovem Vlad para
torturar, o seu nome chegou a ser interpretado como o “Filho do Diabo”.<br />
Em 1447 Vlad II foi assassinado, e em 1456, Vlad Tepes retornou à região
e retomou controle das terras, assumindo novamente o trono de Valáquia.
Esse retorno tardio de Vlad III teria confundido os moradores da
região, que pensaram ser Vlad II retornando anos depois de sua morte.
Isso teria ajudado a criar a lenda de sua imortalidade.<br />
Segundo pesquisas, comprova-se que houve situações em que Tepes mandava
empalar famílias inteiras, e usava seus principais métodos de tortura
contra os soldados de seus inimigos.<br />
Outra situação conta que mensageiros de Mehmed II foram à corte de
Tepes. O mesmo ordenou que eles tirassem seus turbantes. Contudo eles se
recusaram em refêrencia ao respeito de sua cultura. Com isso, Tepes
ordenou que pregassem os turbantes nas cabeças dos mensageiros.<br />
Em outra situação Tepes ordenou que fossem empalados 200 estudantes que foram à Valáquia apenas para aprimorar o idioma.<br />
Essas são provas de como a crueldade acabou fazendo dele o símbolo dos vampiros.</div>
<h3 style="text-align: justify;">
E por quê a Transilvânia?</h3>
<div style="text-align: justify;">
<a href="http://www.passo1go.com.br/saibatudo/wp-content/uploads/2009/07/0521656300.jpg"><img alt="Castelo na Transilvânia" class="size-full wp-image-614 alignleft" height="192" src="http://www.passo1go.com.br/saibatudo/wp-content/uploads/2009/07/0521656300.jpg" title="Castelo na Transilvânia" width="270" /></a>A <strong>Transilvânia</strong> é o nome atual do território romeno onde viveu Vlad III, conseqüentemente, a região é a “<strong>Meca dos vampiros</strong>“.
Os morcegos, coitados, foram introduzidos depois associados com o hábto
de sugar o sangue, mas sabemos que os morcegos hematófagos na verdade
são minoria…</div>
<div style="text-align: justify;">
Agora, existem vários termos referentes a
vampiros, criados depois disso, como “vampiros energético”, que não tem
nada a ver com sangue, e outros mais relacionados a ao ato de tomar
algo de alguém…</div>
<div style="text-align: justify;">
A imaginação dos seres humanos é uma
coisa que realmente ultrapassa tudo, observe os textos que são
encontrados pela internet, pra você que gosta do assunto vale a pena
ler:</div>
<div style="text-align: justify;">
<a href="http://www.gcsouto.hd1.com.br/amigo.html" target="_blank">Meu Amigo Vampiro</a> – Quer provar que vampiros existem e seu amigo é um deles!</div>
<div style="text-align: justify;">
<a href="http://www.gcsouto.hd1.com.br/vampirismo.html" target="_blank">Vampirismo Energético</a> – Uma forma dos vampiros atacarem!</div>
Para assistir recomendo <a href="http://www.passo1go.com.br/saibatudo/true-blood/" target="_blank">True Blood</a> , é uma série de Vampiros, muito interessante.<br />
e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-6479654989011319132012-09-26T04:26:00.003-07:002012-09-26T04:26:36.620-07:00POLÍTICA DE PÃO E CIRCO<div style="text-align: center;">
<img alt="" class="rg_hi uh_hi" data-height="195" data-width="259" height="301" id="rg_hi" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQe6eofvWoXbczPn2HpjPdNUINEFK3mmMCSaWKYGfEA9SUWd8kx" style="height: 195px; width: 259px;" width="400" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
A <strong>política do Pão e circo</strong> (<em>panem et circenses</em>,
no original em Latim) como ficou conhecida, era o modo com o qual os
líderes romanos lidavam com a população em geral, para mantê-la fiel à
ordem estabelecida e conquistar o seu apoio. Esta frase tem origem na
Sátira X do humorista e poeta romano Juvenal (vivo por volta do ano 100
d.C.) e no seu contexto original, criticava a falta de informação do
povo romano, que não tinha qualquer interesse em assuntos políticos, e
só se preocupava com o alimento e o divertimento.</div>
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Com a sua gradual expansão, o Império Romano tornou-se um estado
rico, cosmopolita, e sua capital, Roma, tornou-se o centro de
praticamente todos os acontecimentos sociais, políticos e culturais na
época de seu auge. Isso fez naturalmente com que a cidade se expandisse,
com gente vindo das mais diferentes regiões em busca de uma vida
melhor. Como acontece até hoje em qualquer parte do mundo, pessoas
humildes e de poucas condições financeiras iam se acotovelando nas
periferias de Roma, em habitações com conforto mínimo, espaço reduzido,
de pouco ou nenhum saneamento básico, e que eram exploradas em empregos
de muito trabalho braçal e pouco retorno financeiro.</div>
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Esses ingredientes, em qualquer sociedade são perfeitos
para detonarem revoltas sociais de grandes dimensões. Para evitar isso,
os imperadores optaram por uma solução paliativa, que envolvia a
distribuição de cereais, e a <a href="http://www.infoescola.com/historia/politica-do-pao-e-circo/#" rel="nofollow" style="border-bottom: dotted 1px; color: blue; cursor: hand; text-decoration: underline;">promoção</a> de vários eventos para entreter e distrair o povo dos problemas mais sérios na fundação da sociedade romana.</div>
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Assim, nos tempos de crise, em especial no tempo do
Império, as autoridades acalmavam o povo com a a construção de enormes
arenas, nas quais realizavam-se sangrentos espetáculos envolvendo
gladiadores, animais ferozes, corridas de bigas, quadrigas, acrobacias,
bandas, espetáculos com palhaços, artistas de teatro e corridas de
cavalo. Outro costume dos imperadores era a distribuição de cereais
mensalmente no Pórtico de Minucius. Basicamente, estes “presentes” ao
povo romano garantia que a plebe não morresse de fome e tampouco de
aborrecimento. A <a href="http://www.infoescola.com/historia/politica-do-pao-e-circo/#" rel="nofollow" style="border-bottom: dotted 1px; color: blue; cursor: hand; text-decoration: underline;">vantagem</a>
de tal prática era que, ao mesmo tempo em que a população ficava
contente e apaziguada, a popularidade do imperador entre os mais
humildes ficava consolidada.</div>
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CARO LEITOR, VEJA COMO UMA COISA CRIADA A TANTO TEMPO AINDA HOJE ILUDE O POVO. AS VEZES O POLÍTICO NÃO FAZ NADA POR SEU POVO, MAS, PARA SE MANTER NO PODER, CRIA FESTAS E DÁ MIGALHAS PARA ENTRETER E ENGANAR A QUEM TANTO PRECISA DE GENTE DECENTE PARA GOVERNAR.</div>
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ABRA O OLHO!!!! </div>
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e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-1267428199749350222012-07-15T09:00:00.004-07:002012-07-15T09:23:00.815-07:00"O Quinto dos Infernos"<span style="font-family: Tahoma, Verdana, Arial, sans-serif;"><span style="line-height: 17px;"> Durante o século 18, o Brasil pagava um alto tributo para seu colonizador, Portugal. Esse tributo incidia sobre tudo o que fosse produzido em nosso país e correspondia a 20 % (ou seja, 1/5) da produção. Essa taxação altíssima era chamada de " O quinto". Esse imposto recaia principalmente sobre nossa produção de ouro.</span><br /><span style="line-height: 31px;"> O " Quinto" era tão odiado pelos brasileiros, que, quando se referiam a ele, diziam "O Quinto dos Infernos". E isso virou sinônimo de tudo que é ruim. A coroa portuguesa, qui, em determinado momento, cobrar os "quintos" atrasados de uma só vez, no episódio conhecido como "Derrama". Isso revoltou a população, gerando o incidente chamado de "Inconfidência Mineira", que teve seu ponto culminante na prisão e julgamento de Joaquim Silvério Xavier, o Tiradentes. De acordo com o Instituto Brasileiro de Planejamento Tributário IBPT, a carga tributária do Brasil chegou ao final de 2011 a 38% ou praticamente 2/5 (dois quintos)de nossa produção. Ou seja, a carga tributária que nos aflige é praticamente o dobro daquela exigida por Portugal à época da Inconfidência Mineira, o que significa que pagamos hoje, literalmente, "dois Quintos dos Infernos" de impostos...</span></span><br />
<br />
<span style="font-family: Tahoma, Verdana, Arial, sans-serif;"><span style="line-height: 31px;"><br /><span style="background-color: white;">Para quê?<br /><br />Para sustentar a corrupção? Os mensaleiros? O Senado com sua legião de "Diretores"? A festa das passagens, o bacanal (literalmente) com o dinheiro público, as comissões e jetons, a farra familiar nos 3 Poderes (Executivo/Legislativo e Judiciário)?!?<br />Nosso dinheiro é confiscado no dobro do valor do "quinto dos infernos" para sustentar essa corja, que nos custa (já feitas as atualizações) o dobro do que custava toda a Corte Portuguesa!<br />E pensar que Tiradentes foi enforcado porque se insurgiu contra a metade dos impostos que pagamos atualmente...!<br />Não deixem de repassar... estaremos, pelo menos, contribuindo para relembrar parte da História do Brasil...</span></span></span><span style="font-family: verdana, Helvetica, sans-serif; font-size: 13px;"></span>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-88501680149215642622012-07-15T08:45:00.001-07:002012-07-15T08:46:31.853-07:00<img height="189" src="http://bmail.uol.com.br/attachment?msg_id=MjEzOTc&ctype=image002.jpg&disposition=inline&content_id=%3C2.4264602692%40web161301.mail.bf1.yahoo.com%3E&folder=INBOX&attsize=95291" width="320" />e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-45471173587835657492012-07-15T08:44:00.002-07:002012-07-15T08:44:15.601-07:00<img height="189" src="http://bmail.uol.com.br/attachment?msg_id=MjEzOTc&ctype=image001.jpg&disposition=inline&content_id=%3C1.4264602692%40web161301.mail.bf1.yahoo.com%3E&folder=INBOX&attsize=97485" width="320" />e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-11948616800537864192012-05-13T08:52:00.000-07:002012-05-13T08:54:11.381-07:00GRANDES INVENÇÕES E DESCOBERTAS PARTE 1<br />
<b>1 - Explosão Estelar (1054)</b><br />
Povos antigos já notavam, no céu, o surgimento de estrelas muito
brilhantes. Mas a ciência considera que é de astrônomos chineses o
primeiro registro sério de uma supernova - explosão de uma estrela -, em
1054. Tudo o que resta no local do desastre é a Nebulosa do Caranguejo.<br />
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<img alt="" class="rg_hi uh_hi" data-height="192" data-width="192" height="192" id="rg_hi" src="https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcSLVWKfyNeyfWJALtMVC70Z7NwFA4WkW1OiutVHuwvSubfj6A" style="height: 192px; width: 192px;" width="192" /></div>
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<b>2 - Universidade (1150)</b><br />
É fundada a primeira universidade do mundo, em Bolonha, na Itália.
A criação da instituição dá à Europa o impulso intelectual que
desembocaria no Renascimento no século XIV, e na Revolução Científica,
entre os séculos VXI e XVII.<br />
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<b>3 - Algarismos Arábicos (1202)</b><br />
O matemático italiano Leonardo Fibonacci (c.1170-1240) troca os
incômodos algarismos romanos pelos arábicos. A facilidade que isso
trouxe para os cálculos resultaria no avanço da álgebra e, por
conseqüência, da tecnologia.<br />
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<img class="rg_i" height="121" name="CTQhUo532Hh_aM:" src="data:image/jpeg;base64,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" width="161" /> </div>
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<b>4 - Óculos (1268)</b><br />
O inglês Roger Bacon (c. 1220-c. 1292) constrói as primeiras
lentes de cristal para corrigir distorções da visão. A invenção de Bacon
demoraria mais 100 anos para se tornar prática. Em 1784, o americano
Benjamin Franklin inventaria os óculos bifocais.<br />
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<b></b><a href="http://www.webciencia.com/03_invencoes1.htm#ixzz1ulUV2PVx" style="color: #003399;"></a><img alt="Roger Bacon, inventor do óculos - Invenções." class="d" src="http://www.webciencia.com/03_imgbacon.gif" /> </div>
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5 - O engenheiro francês Petrus Peregrinus de Maricourt descreve pela
primeira vez uma bússola em que uma agulha imantada bóia sobre um
líquido. Apesar de já ser conhecida dos chineses há séculos, a bússola
só passa a ser construída a partir dessa descrição.
<b> </b></div>
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<b> </b><img alt="" class="rg_hi uh_hi" data-height="157" data-width="176" height="157" id="rg_hi" src="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcTd80uw4hIqdy3-RSGt0szTS5N-UITpW9xC_PlW9h8kTyfHKf5z" style="height: 157px; width: 176px;" width="176" /></div>
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<b>6 - Relógio (1288)</b><br />
Desde o início da civilização, o homem usou a água, a areia ou o
Sol para marcar as horas. Até a criação do relógio mecânico, que marca
as horas mesmo à noite. A instalação do relógio mecânico na Abadia de
Westminster, em Londres, Inglaterra, marca uma nova era na contagem do
tempo.
<b> </b></div>
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<b>7 - Leis da perspectiva (1440)</b><br />
O arquiteto italiano Leon Battista Alberti (1404 - 1472) cria a
teoria que dá profundidade e proporções reais a desenhos e pinturas. Sua
obra "Dez Livros sobre Arquitetura" tem profundo impacto no traçado das
cidades a partir do século XVI.</div>
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<b>8 - Caravela (1450)</b><br />
A exploração do mundo deve muito a essa invenção portuguesa.
Comparadas com as demais embarcações da época, as caravelas são rápidas,
seguras e resistentes. Elas abrem os caminhos para as Índias e trazem
os europeus à América.<br />
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<img alt="" class="rg_hi uh_hi" data-height="223" data-width="226" height="223" id="rg_hi" src="https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcSEnSj34bpAfaPdyLldR3F3sF1BeJm-3oDIY33y-4-1gzayknGHKA" style="height: 223px; width: 226px;" width="226" /> </div>
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<b>9 - Imprensa (1454)</b><br />
A impressão com tipos móveis se originou na China, entre 1041 e
1048. Mas foi o alemão Johannes Gutenberg (1400 - 1468) quem criou os
tipos fundidos em metal e a tinta que aderia ao papel. Naquele ano, ele
imprimiu a "Bíblia", em latim, em Mainz, na Alemanha. </div>
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ncCcnofPWnZ5D9N28EcGoTr/AFhob+O4RxhXZQeMgeHX64oFtdYxJ5jx+K/x1rBGNwUcZbkj11ldFb4GrLE8RYA+0f3+/S5OOW2tjKb422qFwR5qD1HuP7+WrSht8VbRUqS1UvwuTOqK3AZuhz0PGc+Y/HURXQxRVsZpwsZeAOxzwTkj92qCw9oxDBHS1IRBj9LhW+3yP4ap+iTfSjez2pYO6NIZ0JyO+YsA3qCen2a8UctJAjrThB3Z2szv3jggdCx9M41tBOlTlonJ48SN9ZR+/Qq2pKq5iQVPwqSACXCghsdM5/b5aSyq+zxa4CtjpmWpxnKLlW9G449eemvfaq12yi7JTTVO6SpiZUhdj4lbKkqufIE4wOPDreeiphSipuU8FMiMkjP8TsEhBBGMHLDp/D1QflCuRulIDTVMc9NS7JH7hdyLK/lvxg5yT9mpqea0pblcKulhmWkgLSRgkrQqR0+Wt0qrgi4+FXBHOKFCSfu1PiKlorNHMJJZ27tMKsQ5YgcfWyBk+miKKjqVSGart8ojdCQhyvn7nOpGhr7kWUfD5T2oV/7dB1huVXXW1HhYRrVo0zCmEYVQRySAPu0BeY0htbT09AyP3m3eZGYKM44GeT89a2uy3BHoqpqGZIkkjl3GMjaN4556fdoKbucYWjtUiRqveUYLgKAWOfP1OnfZm+Glp/ga2D4u2yLtanbBK5zzH/2+3GlN4C/B2okdICOv9I6b9h2psVkNVCskUscalXJHQv0wPfR9a+C6ixS2pjd+zcvfUrjIKqDJGAeVbPUex50RRdq4ZLSkAnq6C406qqyRAMlQQMZfPIbGf46KZKi1ySVNqqgFJwYmy2QPIjHI9+usHo7V2kO6DZbrr/NNykx9vJgceX9ull7rq++TgrHWQuZVRp2p4thOVGFbJOfCfx+R1c2uomWlpYauTue8WmnAYcEchlz1PEYbnnnnUTZ4Po6aaW9RVKpTxESRxJ3nfRryCOc4Xn7OvqKGvvL1EVM1JZ0rZEpspNUkRxUoPAJYg53AA4GTx56hUdcquW+Xe71UUULxmTuQzOpzsGODwTkc599EVUUSVDdykCR7R9cR5z59c+fvrCw2Snkrau21Ds9V/pEK8FxjBIXnIBx9hGm38kou7U93WLxyrRDg8+YHT+5AOolgjZQWSSkB69IuPw1vTiqkmVaVaRpFIcqO6OcHPppPd6NLPdUp56apSB0BSRkI8Wfx+znnTW32qiRqetE7wyRMGBZWkBI5xwOOnnjUqo5q+BrhTXqO0R0tyYDfP8Um07yB4gTn6q/q5HGOM6RX+gN0iu97hCwiCNe88YLPIjDcQRwABjHrpjcXoK+nggrJ6eZYcKpFO4ZQMdSR7D8fXQ1sjt9BQ1NCKZqynqZN6iaMlFPHJG3KngdPP5DVQh7t45oGJY/mFJJJJPJ9db9nQPp+3E8jv4+CP6Q0/unZ+imVDBWzpKq7cGjkKAZJ9M+eM86zoOzVzoq231rrFLS95G/eRtyF3DkocMOPbQ1vh0681otlrrKx8hKVN/HUnoPxxrn9o7b3K5Vc9JcXR4qlW2BIwO7PkMjqvUc6Tdse09ZdrpUwxzulBE5ijhU4VgD9Y+uTzzph2IttLJb624xyM9dCAvc4G1I2IBfrycAj2z0Oqe2cyEV2zHU02ByYPT+k2gJJsjbjOQdMLzJGtVTM4wnw/Tn10mmmLsNg2jyJ6nUOJxb7tPSNCFbcpIxk4IwPI/u/ZqjqO0K1lrZ6esSKRXHeSRD88QP0APIsfP7vXUtbey/aG6hBRW2qdc53v4F588tgY1T3vsnS0XZ6guBj7qug7qKpEbYSd8hSc84OfPn5aY1ZGUVLUzPbq2+MsVuiljT4Q7pG2M/Idic9Tnn34Gq/tFSW9+zRZYWNMIG2tRwb496ZGTtwBz0J99QVPYLxO6IxR4ZnVGAlJIG4EkZ+R51XdpO0lN2fpKizwWwTUxiTCGTagJ4ZT1J8jgeZOdIKeylPN9G1kFQxEtHINqlf0GVWX9pGnlHCa6mE7O6hmIwRu6eXUalp7ldZEjjt9MyyVQSSTMq5DMp2Iu4dAqefJ9Rou2Vt9hngFXUKIhLF30ZRM7ZH2AqVyDkg+4HzGhWKVrbGlR3Rm8ichfQ49dZXKmahghnSRnDyqrLgnqfn89NxDurVJIVEiJ2465PXQt6CLRxlRtAlQZwQOuB9vOkOTX4H6Ptjfo7JFxj+mdUH5P2BmlEa5Pcpu+e46Q3xG+jbaxyPHOoUe0raNtVC9Rb6d6eJ1Zo8MyA5Yj30fW/jow7xW3OAQDznkDUp21Ipaenqooo9xc7wOCcYwc+RHrr5T9kLzU4I76OMjBZ5GH79fL72Me32Gsq5qySWWNQVj8W0fPPXSJj3Yb9V1tIUqJC9KoZzWvhXgCjO1vJs8DOsOzu/tFUPHcK2rMT1QVqcOQhTIKjaPTkfb7aWWRTJ2aqYjuAlq0jYL1KkpnH2A6O7IkUN8eUsy91VMuODhgrL+/jRDW9VQR2jtUhpU7iKepaLCYBQc5VQPJfB09PfOm1upnrJKpDLIe5ICHecnJI6f7v46HtlVPd+3ddV1MLQPDRuI4CRleUBOemTnnH7tPuyzKKivzhtr8rjy3P/AA0xmk9yt0ZjjSZ3eB5NrA5/VJ+/jSvtTaLvTWWm2OklLSK8jOj7H2nGQfXBP46rr2C0ERQbYxKSQ39Rvx1j2vrIpLbUWtFZqqWjwoA+qSVxn0zjRVrkiNWOWCCdsYOQ5+zWyw1zDJppyByTubTuzMaA1hraOoY7kXinZgoA9ccaOqLskkQWngqoznnFOQSPnj5aMatSgScMFNC/XzJOvLzKjtvpIg/IJI5GONWMt5jAXfSVjYH+zY/w1IXFhPXzSQo6IxYhXXBHzGhRg03fSllUDP6I8tWf5Oo2f6YlDcJR4K/Nx/A6j7fBE6yPNKYgMKCF3cnP8NMLMammuUDQTOYnlRHaJiAQWHDD9x0w8vRtPPb4WgWsyWMYx+bLZ06t1x7HxU8ckk7R1I6kU75Bz6hdSd1Baop+me4z+J0ukRkfBzxyR0GrccuMdOftBYGhKNea8pJ4c7px9nTXm/CJvyf76c7ou+hMZIIyveDHGudO+6lRUI7xXBwPLg66JMjN+S+iyPF/k2fnvGnWswDa75Twh5stGtOjSBZlGGPQDw5JHPlqTrlkuNBcLrcHaWcsNmONobnPywRp1QRIluvFROnEdMFUnrlien3aXQW5Z7TWrJgPTwd6uOhIVePfpqI2Cv8A88U0qpKoSrQAHb0SnYYIBwTyPbWlwn7qeqdNypHSQzBWI/8ACnVsjGeedKKeSRKilDMu8O8u7Hiz3SjzHlnRF3lkkjctIdz0zxkbRyp5/aNSXK3yZZiyxNuAIOUX14/S0PUXSa4x9zNGwAkV+MDBUgjnPsNR/wATXMeJ5QMBiMc8jTzs7SV1ZPv75jTx9QQAGbHT7s6RU72phamo6BWbO2SXAx+sxbH46ztFdeFRKe21dSAqZjSMngZ5xjy51QflDpvhaC2yFQgaoKqSvOdpP7NJOz9YlsenqXinlaSGRUEMZJ3b/wBnHlo+tfBklX2nTOKu4A5/WfOfnoK41faSWjlSsqK1qcqd/eZ2kDk9fYarIK2umOIuz90YEY3Mip9viOsu0UNS1qZp7bNToGJJkmVjypByF+fXUk/Yu8FnkqoERnoqhZgHyF+oc9NFU9VSLE12qJJUSrmWd44k37HwQVHqPPPrrx2Vx/J+7ZJGIs7sblGY26/do+JIYbPTQIjDuIh3hMRADbTk58+c6oq82aqYzfSNPly8MsYlVQHYtIC2QemMEDGeNMKG5z0PedzA4nlz3mQCT4mI/wCo6nbNdoLdaYadonllZCzYI2qSScH79fG7SycD4KNcnC5cnHHpq2DFStfPXPHE6lU7zf4gF5wR1zjz18vfey0Xaqv2sscipFHngjYUyPbk6Xdk7rW1leZVphKsCF5FPhQcjqflnjTyvp5j2ILNPTClqowzO/g7tmcHn58D2+WoeqjrTeXhUQ3KdzCWLKSSzHaMBcjJI8RPPoNG1vaChkQLTTyIc8kRsMj241tbLZTwrJBVJG0sCxiQNtYAkF+Mj+kB740ZUWukVFeFaMb+pYKdvXnA1G4Tt2hoAigvM7BQCwjIycc9dTFfPDPWSSwsQrE+I5yeBq/nt1thUmR6INgZ8SeE49dRV3iiS5zCBlaL9EoQVHA6Y+3RYoBiWP6JLDIdqraDjyCZ/wD0Na2fc12pMEg9+hOD/SGvO0Jb6Aechmlbj1KoP/rOirEQlyiY5ADoAfQl1X951Rq+hl38M9OXYKBT9f8Ae/t0qy9QcBcJ5ccnVpd+zQeuKCpAWnzGPzWd2D166wTs6UPFUnT+Z/t09a5cbIn6OEryqbmAyddEqFz+TeDeDkmEnPkO9GkEdkaNMfEocc/6L/8ArT56yX6AjtCrEO7KYlKZztbdypOPLGtSU2wgaMikWn8CiqnXI8yqBm/bj8db1FLVfAVckdMZR3LruAz18JOfPGdF1Mc8solnqDKyDw94CQuRg4GcDg44GsPo6UhhJPE7sAC7QZ8PkOvlqxbExJSn4qRTDLKolkCokm3C7uCTnPl7eWtWiB7ql/PUu6Q+JmLeEK2cEk/dp7Banhc9zUALuy+6Msz9fMnjn01pUWqCq7tp+QhyApIyfv1dae0LrLRy1fw9NBERI21CCRknHPy11O2W/wCApIqan4WMY3ceM9Sfv1K2apissxaGmR5AuwMTjA9gNOB2rm86SI/7x1ZRam/yuIwtFsdtx/y8DlvIxv8Aw04/JzlexluJ2gmSVBnqx71/v89Le1879qaGkppQtP3NQJg6gsSQrLjqP1tTqdmH3Ria5ztFDnuo0GzZnk4OT1J0dbp7THXSu9SdoB6EtxnSntHTubBcA+zPw7Yw3tqLpLVaqZSTS1ErHks9UxJOmjVFN8HNTQUax95EY97SsxGR15OnrWdmpTsr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<b>10 - Globo terrestre (1492)</b><br />
O alemão Martim Behaim (1459 - 1507) cria a primeira representação
do planeta respeitando sua forma real. Como a América só seria
descoberta naquele ano, faltou ali o novo continente.<br />
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</div>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-11809092067441942742012-04-22T09:34:00.000-07:002012-04-22T09:34:25.299-07:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinW-fiNAs_9Qeu6dS4yNADI8C0s-qxwv4hVL2Ysuxn63DIs8SlMZwoR2Qg6BY2i-GubziB_uqnki3lJX5R7gilb0XOqyDp_kc15IEZezUOircu0sdy0ApQrYKlpqz1z3WnPVgl2qF_Otr9/s1600/p.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinW-fiNAs_9Qeu6dS4yNADI8C0s-qxwv4hVL2Ysuxn63DIs8SlMZwoR2Qg6BY2i-GubziB_uqnki3lJX5R7gilb0XOqyDp_kc15IEZezUOircu0sdy0ApQrYKlpqz1z3WnPVgl2qF_Otr9/s1600/p.jpg" /></a></div><div class="fr">"O Brasil progride à noite, enquanto os políticos estão dormindo."</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/elias_murad/">Elias Murad</a></i><br />
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<div class="fr">"Não existem grandes conquistadores que não sejam grandes políticos. Um conquistador é um homem cuja cabeça se serve, com feliz habilidade, do braço de outrem."</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/voltaire/">Voltaire</a></i><br />
<div class="fr">"Noventa por cento dos políticos dão aos 10% restantes uma péssima reputação."</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/henry_kissinger/">Henry Kissinger</a></i><br />
<div class="fr0"><i class="aut">"</i>Os milionários quiseram comprar a felicidade com seu dinheiro, os políticos quiseram conquistá-la com seu poder, as celebridades quiseram seduzi-la com sua fama. Mas ela não se deixou achar. Balbuciando aos ouvidos de todos, disse: "Eu me escondo nas coisas mais simples e anônimas..."</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/augusto_cury/">Augusto Cury</a></i><br />
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<div class="fr">" Os políticos e a as fraldas são semelhantes , possuem o mesmo conteúdo "</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/eca_de_queiroz/">Eça de Queiroz</a></i><br />
<br />
<div class="fr0">"O demônio sempre se infiltra entre os políticos. Então, eles começam a brigar entre sí. O poder se transforma em uma questão de orgulho. Não tem mais nada a ver com vivermos juntos e acabarmos com a guerra"</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/bob_marley/">Bob Marley</a></i><br />
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<div class="fr">Os políticos não conhecem nem o ódio, nem o amor. São conduzidos pelo interesse e não pelo sentimento.</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/philip_chesterfield/">Philip Chesterfield</a></i><br />
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<div class="fr">Há duas coisas que não se perdoam entre os partidos políticos: a neutralidade e a apostasia.</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/marques_de_marica/">Marquês de Maricá</a></i><br />
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<div class="fr">Os acontecimentos políticos humilham e desabonam mais a sabedoria humana que quaisquer outros eventos deste mundo.</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/marques_de_marica/">Marquês de Maricá</a></i><br />
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<div class="fr">A pátria não é a raça, não é o meio,<br />
não é o conjunto dos aparelhos econômicos e políticos:<br />
é o idioma criado ou herdado pelo povo.</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/olavo_bilac/">Olavo Bilac</a></i><br />
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<div class="pensa"> <div class="fr">Políticos e fraldas devem ser trocados de tempos em tempos pelo mesmo motivo.</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/eca_de_queiroz/">Eça de Queiróz</a></i> </div><div class="pensa"> </div><div class="pensa"> <div class="fr">Tudo o que peço aos políticos é que se contentem em mudar o mundo sem começar por mudar a verdade.</div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/jean_paulhan/">Jean Paulhan</a></i> </div><div class="pensa"> </div><div class="pensa"> <div class="fr">Pois os políticos não amam, nem odeiam.</div> <i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/john_dryden/">John Dryden</a></i> </div><div class="pensa"> </div><div class="pensa"> É evidente que você vende candidatos políticos da mesma forma que sabão ou cera ou o que for, porque, no fundo, essa é a única forma que qualquer coisa é vendida.</div><div class="pensa"> <i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/sid_bernstein/">Sid Bernstein</a></i> </div><div class="pensa"> <div class="fr"><br />
</div><div class="fr">Uma boa frase cria a sua verdade. É por isso que os políticos escolhem meticulosamente os seus slogans para criarem a deles.</div><i class="aut"></i></div><div class="pensa"><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/vergilio_ferreira/">Vergílio Ferreira</a></i> </div><div class="pensa"> </div><div class="pensa"> <div class="fr">São poucos os políticos que sabem fazer política. Mas, quando um intelectual tenta entrar nesse meio, então é o fim do mundo.</div> <i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/jorge_borges/">Jorge Borges</a></i></div><div class="pensa"><i class="aut"> </i> </div><div class="pensa"> <div class="fr">Não há nada mais inútil que discutir política com políticos.</div> <i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/salazar/">Salazar</a></i></div><div class="pensa"><i class="aut"> </i> </div><div class="pensa"> <div class="fr">Mudamos os políticos,<br />
não a política.</div><div class="fr"></div><i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/edson_nelson_soares_botelho/">(Edson Nelson Soares Botelho)</a></i> </div><div class="pensa"> <div class="fr"><br />
</div><div class="fr">Os artistas usam a mentira para revelar a verdade, enquanto os políticos usam a mentira para esconde-la.</div> <i class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/v_de_vinganca/">V de Vingança</a></i></div><br />
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<i class="aut"> </i>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-67788752417146748852012-04-22T08:53:00.000-07:002012-04-22T08:53:15.056-07:00Frases de políticos<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp-38JqvUne2kvedmbfA_fMjW10y-fcLtq_V0Sm7ZKFKsldqScs_CrVmj0X6K7cCJPPVfMpPr5OE53jItAV3Zm5_B2X3jV_CeNxpsnNvUVjaetsAwZNfnBTC8-Fq7lTECNPNj97HUGhfxH/s1600/pensando.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp-38JqvUne2kvedmbfA_fMjW10y-fcLtq_V0Sm7ZKFKsldqScs_CrVmj0X6K7cCJPPVfMpPr5OE53jItAV3Zm5_B2X3jV_CeNxpsnNvUVjaetsAwZNfnBTC8-Fq7lTECNPNj97HUGhfxH/s1600/pensando.jpg" /></a></div><div class="post" id="post-380"> <h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/anwar-sadat/" rel="bookmark">Anwar Sadat</a></span></h1><div class="storycontent"> <span style="font-size: small;">A <strong>paz</strong> é mais importante que qualquer porção de terra.</span><br />
<span style="font-size: small;">Anwar Sadat</span><br />
</div><div class="feedback"> <div class="comlink"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/anwar-sadat/#comments" title="Comment on Anwar Sadat"><br />
<span class="onecom"></span></a></span></div></div></div><div class="post" id="post-359"> <h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/alexander-pope/" rel="bookmark">Alexander Pope</a></span></h1><div class="storycontent"> <span style="font-size: small;">Um partido é a loucura de muitos em benefício de uns poucos.</span><br />
<span style="font-size: small;">Alexander Pope</span><br />
</div><div class="feedback"> <div class="comlink"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/alexander-pope/#comments" title="Comment on Alexander Pope"><br />
<span class="onecom"></span></a></span></div></div></div><div class="post" id="post-287"> <h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/abraham-lincoln/" rel="bookmark">Abraham Lincoln</a></span></h1><div class="storycontent"> <span style="font-size: small;">Os princípios mais importantes podem e devem ser inflexíveis.</span><br />
<span style="font-size: small;">Abraham Lincoln</span><br />
</div><div class="feedback"> <div class="comlink"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/abraham-lincoln/#respond" title="Comment on Abraham Lincoln"><br />
<span class="nocom"></span></a></span></div></div></div><div class="post" id="post-245"> <h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/auto-estima/richard-nixon/" rel="bookmark">Richard Nixon</a></span></h1><div class="meta"><span style="font-size: small;"><br />
<a href="http://www.frasesdeefeito.com/category/auto-estima/" rel="category tag" title="View all posts in Frases para auto estima"></a></span></div><div class="storycontent"> <span style="font-size: small;">Um homem não está acabado quando ele é derrotado, mas quando desiste.</span><br />
<span style="font-size: small;"><br />
</span><br />
</div><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/charles-de-gaulle/" rel="bookmark">Charles de Gaulle</a></span></div><div class="post" id="post-220"> <div class="storycontent"> <span style="font-size: small;">O Brasil não é um país sério.</span><br />
<span style="font-size: small;"><br />
</span><br />
</div><div class="feedback"> <div class="comlink"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/charles-de-gaulle/#comments" title="Comment on Charles de Gaulle"><br />
<span class="onecom"></span></a></span></div></div></div><div class="post" id="post-208"> <h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/rudolph-giulliani/" rel="bookmark">Rudolph Giulliani</a></span></h1><div class="storycontent"> <span style="font-size: small;">A coragem não é a ausência do medo, mas sim uma boa gestão do medo.</span><br />
<span style="font-size: small;"><br />
</span><br />
</div><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/henry-a-kissinger/" rel="bookmark">Henry A. Kissinger</a></span></div><div class="post" id="post-207"> <div class="storycontent"> <span style="font-size: small;">A ausência de alternativas clarifica maravilhosamente a mente.</span><br />
</div><div class="feedback"> <div class="comlink"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/henry-a-kissinger/#respond" title="Comment on Henry A. Kissinger"><br />
<span class="nocom"></span></a></span></div></div></div><div class="post" id="post-179"> <h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/adao-myszak-2/" rel="bookmark">Adão Myszak</a></span></h1><div class="storycontent"> <span style="font-size: small;">Toda a política do governo é cercar-se de garantias para se manter no poder.</span><br />
</div><div class="feedback"> <div class="comlink"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/adao-myszak-2/#comments" title="Comment on Adão Myszak"><br />
<span class="onecom"></span></a></span></div></div></div><div class="post" id="post-145"> <h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-escritores/benjamin-disraeli-2/" rel="bookmark">Benjamin Disraeli</a></span></h1><div class="meta"><span style="font-size: small;"><br />
<a href="http://www.frasesdeefeito.com/category/frases-de-politicos/" rel="category tag" title="View all posts in Frases de políticos"></a></span></div><div class="storycontent"> <span style="font-size: small;">A vida é muito curta para ser pequena.</span><br />
</div><div class="feedback"> <div class="comlink"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-escritores/benjamin-disraeli-2/#respond" title="Comment on Benjamin Disraeli"><span class="nocom"></span></a></span></div></div></div><div class="post" id="post-124"> <h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/reflexao/j-blanchard/" rel="bookmark">J. Blanchard.</a></span></h1><div class="meta"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/category/reflexao/" rel="category tag" title="View all posts in Frases para reflexão"></a></span></div><div class="storycontent"> <span style="font-size: small;">O homem que deseja a honra não a merece. </span><br />
</div><div class="feedback"> <div class="comlink"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/reflexao/j-blanchard/#respond" title="Comment on J. Blanchard."><span class="nocom"></span></a></span></div></div></div><div class="post" id="post-121"> <h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/arnaldo-jabor-2/" rel="bookmark">Arnaldo Jabor</a></span></h1><div class="storycontent"> <span style="font-size: small;">Tanto o Brasil como eu precisamos de uma reforma fiscal, pois vivemos em déficit.</span><br />
</div><div class="feedback"> <div class="comlink"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/arnaldo-jabor-2/#respond" title="Comment on Arnaldo Jabor"><br />
<span class="nocom"></span></a></span></div></div></div><div class="post" id="post-120"> <h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/arnaldo-jabor/" rel="bookmark">Arnaldo Jabor</a></span></h1><div class="storycontent"> <span style="font-size: small;">Ser subdesenvolvido não é “não ter futuro”; é nunca estar no presente.</span><br />
</div><div class="feedback"> <div class="comlink"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/arnaldo-jabor/#respond" title="Comment on Arnaldo Jabor"><span class="nocom"></span></a></span></div></div></div><h1 class="storytitle"><span style="font-size: small;"><a href="http://www.frasesdeefeito.com/frases-de-politicos/thomas-brooks-riqueza/" rel="bookmark">Thomas Brooks</a></span></h1><div class="storycontent"> <span style="font-size: small;">A melhor riqueza é não desejar riquezas. </span><br />
</div>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-12293307781327610252012-04-17T19:56:00.000-07:002012-04-17T19:56:03.891-07:00as mortes mais bizarras da história!!! Imagine morrer por ter segurado o "xixi", ou até por " morder a língua"! Pois é, algumas pessoas já passaram "desta para melhor" da pior maneira, ou melhor, na mais estranha maneira possivel!<br />
Espero que gostem dessa doideira toda, rsrsrs...<br />
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<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjXUsm3E48DU2CAc4SW3YbDGxLVuBLBRQsA_htmtpXvV2t-fjig8qq08241r581fNYfm8GiOkxicxxxB9cpyu2Iw0sb2ZzLvIC0KLlN_X-5Q-6ipyRt7L7z3zhUB2gOnD2F3om_xwLQOSB/s1600/mort_01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjXUsm3E48DU2CAc4SW3YbDGxLVuBLBRQsA_htmtpXvV2t-fjig8qq08241r581fNYfm8GiOkxicxxxB9cpyu2Iw0sb2ZzLvIC0KLlN_X-5Q-6ipyRt7L7z3zhUB2gOnD2F3om_xwLQOSB/s1600/mort_01.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">1. Por abraçar o reflexo da lua.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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O poeta chinês Li Po é considerado um dos dois maiores da história literária chinesa. Era muito conhecido por ser um bebedor inveterado e sabe-se que escreveu muitos de seus grandes poemas enquanto estava bêbado. E "bebaço" estava à noite em que caiu de seu barco se afogou no rio Yangt-ze ao tentar abraçar o reflexo da lua na água.</span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZvutM4hMl6lzDYhi-7_i__vykW50Mb2zkiLGV4Fw3q40Q-NrFz2JEI4HHbnJ7HawPhvPcxtdW_7ia4e4sJdxP-_nkrKMjkJVtfNwBCnTt7Kjw2V-cGReiY9mEXCu6xRwtsrPZVHJGb-Ks/s1600/mort_02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZvutM4hMl6lzDYhi-7_i__vykW50Mb2zkiLGV4Fw3q40Q-NrFz2JEI4HHbnJ7HawPhvPcxtdW_7ia4e4sJdxP-_nkrKMjkJVtfNwBCnTt7Kjw2V-cGReiY9mEXCu6xRwtsrPZVHJGb-Ks/s1600/mort_02.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">2. Pela barba.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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O austríaco Hans Steininger ficou famoso por ter a barba mais longa do mundo (de quase um metro e meio) e por morrer por causa dela. Num dia de 1567 teve um incêndio em sua cidade e na fuga Hans esqueceu-se de enrolar sua barba, pisou sobre ela, perdeu o equilíbrio, tropeçou e quebrou o pescoço.</span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho05ixckEow-ygy6Lj8SiRlQ0P1NtZo4zHUps27IuF6yJLpAveyYy8bbW-U48q9T821vxBwpu4D4k3p_USyubK3UWz0dRu3QSQTBHYA0gxXAIXnETiG6zUQScd7Bv7j5aO4V911l5DJYBh/s1600/mort_03.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho05ixckEow-ygy6Lj8SiRlQ0P1NtZo4zHUps27IuF6yJLpAveyYy8bbW-U48q9T821vxBwpu4D4k3p_USyubK3UWz0dRu3QSQTBHYA0gxXAIXnETiG6zUQScd7Bv7j5aO4V911l5DJYBh/s1600/mort_03.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">3. Por segurar o xixi.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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O nobre e astrônomo dinamarquês Tycho Brahe era um personagem interessante. Tinha um alce treinado como animal de estimação e também perdeu a ponta de seu nariz num duelo com outro nobre dinamarquês e teve que usar um nariz falso feito de prata e ouro, mas essa é outra história. Diz-se que Tycho teve que segurar a vontade de ir ao banheiro durante um banquete particularmente extenso em 1601 (levantar-se no meio de um jantar era considerado como algo realmente ofensivo), a tal ponto que sua bexiga, levada ao limite, desenvolveu uma infecção pela qual morreu. Análises posteriores sugeriram que Tycho morreu em realidade por envenenamento com mercúrio, mas essa conclusão não é tão interessante como a história original.</span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg71kktPD6tLPGTailqoY1ysZ0T2kBBHi9e_Q08Hv9laLhcNfaIJQHkoLF9MiII4htirRa-yaEJ62psexSw-uleIV63QC2GVPMdd7XwloXTfvpZDXx-EfGxLGcvhQnEr2kjzf_3KcQy62Bl/s1600/mort_04.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg71kktPD6tLPGTailqoY1ysZ0T2kBBHi9e_Q08Hv9laLhcNfaIJQHkoLF9MiII4htirRa-yaEJ62psexSw-uleIV63QC2GVPMdd7XwloXTfvpZDXx-EfGxLGcvhQnEr2kjzf_3KcQy62Bl/s1600/mort_04.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">4. Pela batuta de orquestra.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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Enquanto conduzia uma sinfônica para o rei francês Luis XIV em 1687, Jean Baptiste Lully estava tão concentrado em manter o ritmo golpeando um pedaço de pau contra o chão (esse era o método habitual antes de que começassem a usar a batuta) que esmagou o dedão do pé mas se negou a parar. A ferida virou uma gangrena, mas o teimoso Lully negou-se a amputá-lo. A gangrena espalhou-se e o maestro turrão finalmente morreu. Irônicamente, o hino que conduzia era em celebração da recuperação de Luis XIV de uma doença.</span></div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxCdDGWikc0kPs7_l3DX1jiyR-hs6S_CnJYhtWg7sZEEEWGn6TiPyqK-D0jeF-cZdgZqRHCOQFibCbp4bP9lpFlSoNrAXFEP4vURG7NbfCYgS0YKbbjN7v0iUOKSw1swYuOw2ZD71xkG58/s1600/mort_05.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxCdDGWikc0kPs7_l3DX1jiyR-hs6S_CnJYhtWg7sZEEEWGn6TiPyqK-D0jeF-cZdgZqRHCOQFibCbp4bP9lpFlSoNrAXFEP4vURG7NbfCYgS0YKbbjN7v0iUOKSw1swYuOw2ZD71xkG58/s1600/mort_05.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">5. Pela sobremesa.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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O rei Adolfo Federico da Suécia amava comer e morreu por isso. Conhecido como "O rei que comeu até morrer", faleceu em 1771 com 61 anos por causa de um problema digestivo depois de comer, literalmente, "mais que a barriga". O jantar do comilão era composto de lagosta, caviar, chucrute, sopa de repolho, cervo defumado, champanhe e catorze pudins de leite recheados com amendôas, seu doce preferido.</span></div></td> </tr>
<tr style="mso-yfti-irow: 5;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6IZvWdawtG-LAyMU6TwMr-joZolgMdQO2QwJ7vWNP_ij5PKnQv-8YLnY4jtzcUbdzN5fClgPHHgm2NEh0VgOyB7f1EQypnF7FiYf6NsFcX5oYjbIh6DspQ_-LSnuEfgJU3pMYkxKI7SxK/s1600/mort_06.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6IZvWdawtG-LAyMU6TwMr-joZolgMdQO2QwJ7vWNP_ij5PKnQv-8YLnY4jtzcUbdzN5fClgPHHgm2NEh0VgOyB7f1EQypnF7FiYf6NsFcX5oYjbIh6DspQ_-LSnuEfgJU3pMYkxKI7SxK/s1600/mort_06.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">6. Por demonstração ao júri.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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Após a guerra civil norte-americana, o controvertido político Clement Vallandigham, de Ohio, transformou-se num advogado de sucesso que raras vezes perdia um caso. Em 1871 defendeu Thomas McGehan, acusado de disparar contra um tal Tom Myers durante uma disputa num bar. A defesa de Vallandigham baseava-se em que Myers tinha disparado contra ele mesmo ao empunhar sua pistola quando estava ajoelhado. Para convencer ao júri, Vallandigham decidiu demonstrar sua teoria. Infelizmente, utilizou por engano uma pistola carregada e terminou disparando contra ele mesmo comprovando a teoria do disparo acidental e conseguindo exonerar seu cliente.</span></div></td> </tr>
<tr style="mso-yfti-irow: 6;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwOTs3vnRgeO-U9haYH7vlShJag27pfqm8VwIYB9Lmqtx_ib4ej3cqNmXNTHyOQX3O2e0gb5_Q2IqF4w6FKS3WbyaxUIeX52RFawu-exgEzecQz5dx6EvBVrEl1BWF5KLXyNu4Qp_OMAsk/s1600/mort_07.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwOTs3vnRgeO-U9haYH7vlShJag27pfqm8VwIYB9Lmqtx_ib4ej3cqNmXNTHyOQX3O2e0gb5_Q2IqF4w6FKS3WbyaxUIeX52RFawu-exgEzecQz5dx6EvBVrEl1BWF5KLXyNu4Qp_OMAsk/s1600/mort_07.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">7. Por morder a língua.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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Allan Pinkerton, famoso por criar a agência de detetives que levava seu nome, morreu de uma infecção após morder a própria língua quando escorregou na rua.</span></div></td> </tr>
<tr style="mso-yfti-irow: 7;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsSjmkm41XPFa-yby1jyA8HutnaZyT-vsYQd6_E2BJR75yiVP3SWYkO_jhKbYPHFFGSzWi2_PbC2SJ0zsqnTOK9nzoftA8qMjjPGqvZSZxwLeI-7iF6RIQaPTNHyY0vf4l2HzWm6LuJJjC/s1600/mort_08.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsSjmkm41XPFa-yby1jyA8HutnaZyT-vsYQd6_E2BJR75yiVP3SWYkO_jhKbYPHFFGSzWi2_PbC2SJ0zsqnTOK9nzoftA8qMjjPGqvZSZxwLeI-7iF6RIQaPTNHyY0vf4l2HzWm6LuJJjC/s1600/mort_08.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">8. Pelo polegar.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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O famoso destilador de whisky Jack Daniel decidiu ir trabalhar mais cedo numa manhã de 1911. Quis abrir seu cofre mas não recordava a combinação. Enfurecido, Daniel esmurrou o cofre e quebrou o dedão que infeccionou causando a sua morte.</span></div></td> </tr>
<tr style="mso-yfti-irow: 8;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4vigNSSbFUKe_EqytHTxBGaO2zxZGuxQWz4CY-o4XdDxj0_Rn9PttuBYZBnG53f5NKH2wfLfjI_wtc1-15c07XzLVWmkJ0xPrHAN03wu3y2a4ObHzbE-yCD0HSgmJZ4i-zaVMMF-JcOsR/s1600/mort_09.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4vigNSSbFUKe_EqytHTxBGaO2zxZGuxQWz4CY-o4XdDxj0_Rn9PttuBYZBnG53f5NKH2wfLfjI_wtc1-15c07XzLVWmkJ0xPrHAN03wu3y2a4ObHzbE-yCD0HSgmJZ4i-zaVMMF-JcOsR/s1600/mort_09.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">9. Por casca de laranja.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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Bobby Leach não temia desafiar a morte: em 1911 foi a segunda pessoa no mundo em sobreviver a uma queda dentro de um barril nas cataratas do Niágara. Realizou muitas proezas desse tipo, pelo qual sua morte é especialmente irônica. Caminhando por uma rua da Nova Zelândia, Leach escorregou num pedaço de casca de laranja. Quebrou a perna que teve que ser amputada. Morreu devido a complicações na cirurgia.</span></div></td> </tr>
<tr style="mso-yfti-irow: 9;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh589gbv1bgN7caMxqr-RzzNZN7KoS_3zdaG5c4FGu4aGJtfyfrGHbG22I7CFa3gFmrCM5y-jINbAGEs8kgmoJFXZY_EHkFSJLh97qchyO_6tsLqV1mE8iZpoRsW5bHiTZx88qiCMMm3O_y/s1600/mort_10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh589gbv1bgN7caMxqr-RzzNZN7KoS_3zdaG5c4FGu4aGJtfyfrGHbG22I7CFa3gFmrCM5y-jINbAGEs8kgmoJFXZY_EHkFSJLh97qchyO_6tsLqV1mE8iZpoRsW5bHiTZx88qiCMMm3O_y/s1600/mort_10.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">10. Por falha do paraquedas.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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Em 1911, o alfaiate francês Franz Reichelt decidiu provar sua invenção, uma combinação de um sobretudo com paraquedas, saltando da Torre Eiffel. Ele disse às autoridades que utilizaria um boneco, mas no último minuto decidiu ele mesmo provar. Seu invento não funcionou.</span></div></td> </tr>
<tr style="mso-yfti-irow: 10;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8aE8m_I1qwzbRNhiSPAYIkEc1zhH6BZPRv9tvC2BKMM_RCkn24eKYVy5Rv6_KlduwN2cHu0fO8GAV1CMspfAeC8dSyz2ve7W_FnQ411aw5IIAAVryRaqM9qeS2fib4oeMARF2-My0dtym/s1600/mort_11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8aE8m_I1qwzbRNhiSPAYIkEc1zhH6BZPRv9tvC2BKMM_RCkn24eKYVy5Rv6_KlduwN2cHu0fO8GAV1CMspfAeC8dSyz2ve7W_FnQ411aw5IIAAVryRaqM9qeS2fib4oeMARF2-My0dtym/s1600/mort_11.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">11. Por envenenamento, ferida de balas(4), pauladas e afogamento.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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De acordo com a lenda, o místico russo Grigori Rasputin (1869-1916) foi primeiramente envenenado com suficiente cianureto para matar dez homens, mas isso não o afetou. Então seus assassinos dispararam-lhe pelas costas. Rasputin reviveu pouco depois. Atiraram nele em mais três ocasiões, mas Rasputin seguia vivo. Assim então moeram o teimoso a base de pauladas, e por via das dúvidas atiraram o corpo nas águas geladas do rio Neva.</span></div></td> </tr>
<tr style="mso-yfti-irow: 11;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz3SKo4ZSjZO6L1_rfM9N_BvWrZSAPKzOgbSBPuRMBXUr1WGpiwlNxYDO5R0C43YtG-px7diIlDdfJmVim9QGixBUoRnCn_zldcgNcab_o0yludHFlE0DYZcoKPtMXnv5PGvwj3B1SMSmA/s1600/mort_12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz3SKo4ZSjZO6L1_rfM9N_BvWrZSAPKzOgbSBPuRMBXUr1WGpiwlNxYDO5R0C43YtG-px7diIlDdfJmVim9QGixBUoRnCn_zldcgNcab_o0yludHFlE0DYZcoKPtMXnv5PGvwj3B1SMSmA/s1600/mort_12.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">12. Por beisebol.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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Ray Chapman, jogador do Cleveland Indians, foi assassinado por uma bola de beisebol. Naquela época, os lançadores costumavam sujar a bolinha antes de lançá-la para que ficasse mais difícil de ver. Em 6 de agosto de 1920 num jogo contra o New York Yankees, Carl Mays, lançador dos Yankees, lançou uma pelota suja contra Chapman, que não a viu e recebeu o golpe fatal bem no meio da testa.</span></div></td> </tr>
<tr style="mso-yfti-irow: 12;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7qCdXHnnVRGP1Puydc00H8OrLszqZu0KgU30V3PgBQSfcJMTvYLqq6fcmlttzguTxI5MII4GRHMwltZrXzEn3BaNNKiOC0Mz_hgmWYFn2TWh3ZGEyZKznuO5PY-9GqWkTHQ61GyifyRfp/s1600/mort_13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7qCdXHnnVRGP1Puydc00H8OrLszqZu0KgU30V3PgBQSfcJMTvYLqq6fcmlttzguTxI5MII4GRHMwltZrXzEn3BaNNKiOC0Mz_hgmWYFn2TWh3ZGEyZKznuO5PY-9GqWkTHQ61GyifyRfp/s1600/mort_13.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">13. Pelo cachecol.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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A mãe da dança moderna, Isadora Duncan, morreu por causa de um cachecol que ela adorava usar. O obituário no New York Times em 15 de setembro de 1927: "O automóvel estava à toda velocidade quando o cachecol de seda enganchou-se na roda e arrastou com terrível força à senhorita Duncan, atirando a com violência contra a rua. Foi arrastada durante vários metros até que o condutor se deteve, por causa dos gritos que vinham da rua. Reclamou-se ajuda médica, mas ficou provado que havia sido estrangulada e morreu instantaneamente".</span></div></td> </tr>
<tr style="mso-yfti-irow: 13;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWZeHmtiqLhVP66X9ERZe7d30WN2iIfsTLY8dqvgzF-97Aqfk4nHYBqA6NIDhiRcuJhwYAT3o4Wnu2HeHBARVVtSvtMT3qAVvy0-AS0Mkf-V2sGeo8F-F7gSOyoReFlsxGpZontNL7JNY7/s1600/mort_14.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWZeHmtiqLhVP66X9ERZe7d30WN2iIfsTLY8dqvgzF-97Aqfk4nHYBqA6NIDhiRcuJhwYAT3o4Wnu2HeHBARVVtSvtMT3qAVvy0-AS0Mkf-V2sGeo8F-F7gSOyoReFlsxGpZontNL7JNY7/s1600/mort_14.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">14. Por lixo.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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Homer e Langley Collyer eram arquivistas compulsivos. Os dois irmãos tinham medo de desfazer-se de qualquer coisa, e colecionaram obsessivamente diários e outros lixos em sua casa. Inclusive prepararam armadilhas nos corredores e portas para proteger-se dos intrusos. Em 1947, um telefonema anônimo denunciou que tinha uma pessoa morta na casa dos irmãos, e após enfrentar grande dificuldades para entrar, a polícia encontrou o corpo de Homer Collyer. Duas semanas mais tarde, após a retirada de cerca de 100 toneladas de lixo, finalmente encontraram o corpo de Langley Collyer parcialmente decomposto, a alguns poucos metros além de onde tinham encontrado seu irmão. Aparentemente, Langley estado tentando levar comida para Homer engatinhando sobre os túneis entre pilhas de diários quando disparou uma de suas armadilhas. Dias depois, Homer morreu de fome.</span></div></td> </tr>
<tr style="mso-yfti-irow: 14;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_XMZu2_tIzSb6b0tf-D2_zbVzO2s0utb3gJJIoxn6IYfssged3S2Be240KeKQKV5uaiECNTYkG8n27UiZBU7q3T59rxmLu01PtFh82ARrjykNG2jE9hqBAuxMmjTk1kcmUbEb32kYxoxH/s1600/mort_15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_XMZu2_tIzSb6b0tf-D2_zbVzO2s0utb3gJJIoxn6IYfssged3S2Be240KeKQKV5uaiECNTYkG8n27UiZBU7q3T59rxmLu01PtFh82ARrjykNG2jE9hqBAuxMmjTk1kcmUbEb32kYxoxH/s1600/mort_15.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">15. Numa entrevista.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Jerome Irving Rodale foi um pioneiro da alimentação natural, um temporão propulsor da agricultura sustentável e das fazendas orgânicas. Após assegurar que poderia viver até os 100 anos, a não ser que fosse atropelado por um carro, Rodale morreu por causa de um ataque do coração enquanto era entrevistado no Dick Cavett Show em 1971. Parecia dormindo, e Cavett caçoou:<br />
<i>- "Estamos lhe aborrecendo Sr. Rodale?"</i> - Antes de descobrir que seu convidado de 72 anos estava efetivamente morto. O programa nunca foi ao ar.</span></div></td> </tr>
<tr style="mso-yfti-irow: 15;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6mMK98iyTf7O4C9TSni0Zdu5hf7mAF8Wk3h_3e4aOdMvkyciWWiyl4OFe3ZfqPPQJrrJsb4BjRahB23q5uObtSB_SBd9TTNB2QEYw-A7xZxzTpNa5C_IC1zWEcUD8AUP56Imskl5r4UKG/s1600/mort_16.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6mMK98iyTf7O4C9TSni0Zdu5hf7mAF8Wk3h_3e4aOdMvkyciWWiyl4OFe3ZfqPPQJrrJsb4BjRahB23q5uObtSB_SBd9TTNB2QEYw-A7xZxzTpNa5C_IC1zWEcUD8AUP56Imskl5r4UKG/s1600/mort_16.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">16. Por suicídio durante um tele-jornal ao vivo.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Christine Chubbuck foi a primeira e única apresentadora de noticiário a suicidar-se durante um programa ao vivo. Em 15 de julho de 1974, aos oito minutos de programa, a deprimida repórter disse:<br />
<i>- "Para manter a política do canal 40 de trazer-lhes o último em matéria de sangue e violência, ao vivo e a cores, aqui têm outra primícia: uma tentativa de suicídio".</i> - E a seguir, Chubbuck sacou um revólver e disparou contra a própria cabeça.</span></div></td> </tr>
<tr style="mso-yfti-irow: 16;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJC0xT72k3m8egBe-uB0tZHqBX9cih0WOeUMc4IzoGs6eo1xdQ4nlp265smwYKKCCF3l5OAJWlbukfjxxbbJj5sO_9wUC_Nuh9XnF3EomnNEXUUGKZz8jZAEcdXbnM2Ipci23Ac6mRgsqV/s1600/mort_17.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJC0xT72k3m8egBe-uB0tZHqBX9cih0WOeUMc4IzoGs6eo1xdQ4nlp265smwYKKCCF3l5OAJWlbukfjxxbbJj5sO_9wUC_Nuh9XnF3EomnNEXUUGKZz8jZAEcdXbnM2Ipci23Ac6mRgsqV/s1600/mort_17.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">17. No banheiro.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Há muitos exemplos de mortes no banheiro, mas a de Elvis Presley (1935-1977) é a mais famosa. O rei do rock foi encontrado jogado no piso do banheiro de sua mansão de Graceland após ter vomitado quando estava sentado no vaso. Os médicos atribuíram sua morte a um ataque ao coração causado por seu sobrepeso e por seu vício a alguns remédios de uso controlado.</span></div></td> </tr>
<tr style="mso-yfti-irow: 17;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqFl5BoECLQ4TH3zBRljd-oyg1umiMHGhSxlH4KPsDDkO4BGY9tWhyKSUDD-iYiIcGfkXHXDV7uhXyfwVwFPueZKoJZzPsyVkXU7xVZYqbeaK0BHyT4Ncbqij-mV-vALLO0cPG3SyVGXIj/s1600/mort_18.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqFl5BoECLQ4TH3zBRljd-oyg1umiMHGhSxlH4KPsDDkO4BGY9tWhyKSUDD-iYiIcGfkXHXDV7uhXyfwVwFPueZKoJZzPsyVkXU7xVZYqbeaK0BHyT4Ncbqij-mV-vALLO0cPG3SyVGXIj/s1600/mort_18.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">18. Por robô.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Robert Williams foi o primeiro homem assassinado por um robô. Aconteceu em 25 de janeiro de 1979, na fábrica da Ford de Flat Rock. Williams subiu em uma linha de montagem para devolver uma peça ao seu lugar, porque o robô que as manipulava estava com problemas. Mas reativou-se subitamente, e golpeou-o com seu braço metálico, matando-o instantaneamente.</span></div></td> </tr>
<tr style="mso-yfti-irow: 18;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjasJUZ8kl59fDsAWe6X5O6ofs7lDS4GnKi34Ihan9B4nKOhZ2f7sCMHdFEtcwJHnah0qr0rpjUeoSELzcdXtZj4by4tOjCK-EGaMkSxkYRB56AOxyUzKuLZ6vCA5UhlQNnLNs42tjhc_df/s1600/mort_19.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjasJUZ8kl59fDsAWe6X5O6ofs7lDS4GnKi34Ihan9B4nKOhZ2f7sCMHdFEtcwJHnah0qr0rpjUeoSELzcdXtZj4by4tOjCK-EGaMkSxkYRB56AOxyUzKuLZ6vCA5UhlQNnLNs42tjhc_df/s1600/mort_19.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">19. Por guarda-chuvas.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Em 1991, os artistas Christo e Jean Claude construíram uma instalação artística ambiental de centenas de gigantescos guarda-chuvas azuis e amarelos na Califórnia e Japão. Os guarda-chuvas gigantes, que mediam cerca de 6 metros de altura e 9 de diâmetro, transformaram se numa grande atração turística. Menos de dois meses após que as instalações foram abertas ao público, uma mulher de 33 anos chamada Lori Rae Keevil Mathews viajou para ver a atração na Califórnia quando uma rajada de vento arrancou um dos guarda-chuvas, que voou diretamente para ela. Christo imediatamente ordenou que desmontassem todas as instalações que ainda levaram outra vida, desta vez no Japão. O operador de gruas Masaki Nakamura morreu eletrocutado quando sua máquina tocou um cabo de alta tensão de 65 kilovolts enquanto desmontava os guarda-chuvas tal como Christo tinha ordenado.</span></div></td> </tr>
<tr style="mso-yfti-irow: 19;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_9jxIiMofJ_7TvZr6D9D5tCCSWRGlrmlWt8Si08kAwweksCwzh8LB8i_lx7PtuY_AJg_F7Jcgu5pbT_X4EdYruD1njCbDhBZs4bub5f3yIvSZCw2xDzkdw0g_BBMV5MC-t74mUSMA9Om5/s1600/mort_19.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_9jxIiMofJ_7TvZr6D9D5tCCSWRGlrmlWt8Si08kAwweksCwzh8LB8i_lx7PtuY_AJg_F7Jcgu5pbT_X4EdYruD1njCbDhBZs4bub5f3yIvSZCw2xDzkdw0g_BBMV5MC-t74mUSMA9Om5/s1600/mort_19.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">20. Por decapitação de hélices de helicóptero.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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O ator Vic Morrow morreu no set das filmagens de Dimensão Desconhecida quando um helicóptero ficou fora de controle por umas explosões dos efeitos especiais, chocou-se, e decapitou o ator com suas hélices. Dois meninos atores também morreram no evento, o que propiciou uma série de mudanças em massa dentro das leis trabalhistas de menores e de regulamentações sobre segurança nos estudos cinematográficos nos Estados Unidos.</span></div></td> </tr>
<tr style="mso-yfti-irow: 20;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE_S5x9eauc3dbG1v9oKBLOeA3O5ToYe1C4kC-QSRQHTQi6qWweuE1oaSRxG4GgkzHMnE0Z5PDDFnDpWdD_puOWcgNPqA3oawL9Q7Wx3ZBt1D72tXbUxAH_RrsrmGSiff8Aq4lRgU2Bu04/s1600/mort_21.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE_S5x9eauc3dbG1v9oKBLOeA3O5ToYe1C4kC-QSRQHTQi6qWweuE1oaSRxG4GgkzHMnE0Z5PDDFnDpWdD_puOWcgNPqA3oawL9Q7Wx3ZBt1D72tXbUxAH_RrsrmGSiff8Aq4lRgU2Bu04/s1600/mort_21.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">21. Por cactos.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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Em 1982, um jovem de 27 anos chamado David Grundman e seu colega de quarto decidiram ir para o deserto cortar cactos a base de disparos. O primeiro foi um cactos pequeno, que caiu ao primeiro disparo. Feliz da vida com seu sucesso, a seguinte presa de Grundman foi um enorme cactus de 7 metros de altura, provavelmente com mais de 100 anos de idade. O disparo tirou-lhe uma grande lasca, e o cactos caiu sobre David matando-o.</span></div></td> </tr>
<tr style="mso-yfti-irow: 21;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGV4JMnp0pSsmU3eJ7S7Ceh08HZIhTXEb2p8AGDineBzy_rQstgIohDkscD_TFsqqH510bG7zoLWad-8QcEWa2-SRcH2K55y6sAmr33m21FLxwTzBfP8R4COYf4w8aSlWl3xTZOon4tij5/s1600/mort_22.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGV4JMnp0pSsmU3eJ7S7Ceh08HZIhTXEb2p8AGDineBzy_rQstgIohDkscD_TFsqqH510bG7zoLWad-8QcEWa2-SRcH2K55y6sAmr33m21FLxwTzBfP8R4COYf4w8aSlWl3xTZOon4tij5/s1600/mort_22.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">22. Por tampinha de garrafa.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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O dramaturgo norte-americano Tennessee Williams morreu em 1983 depois de afogar-se com a tampinha de uma garrafa de cerveja. Williams tinha bebido um pouquinho.</span></div></td> </tr>
<tr style="mso-yfti-irow: 22;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYNRirCuMueHm7tmzWSleIXo7f7taW0Ws59bvc9rn7XbCZ3E0M7KuzByaSf8INY4-AJlmjLkNyczb9otqeRI1HvrToLUliywLHcMxylUvvfyF-HefIaaRr9PIIwDaMchyhFu7FOX1EAboi/s1600/mort_23.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYNRirCuMueHm7tmzWSleIXo7f7taW0Ws59bvc9rn7XbCZ3E0M7KuzByaSf8INY4-AJlmjLkNyczb9otqeRI1HvrToLUliywLHcMxylUvvfyF-HefIaaRr9PIIwDaMchyhFu7FOX1EAboi/s1600/mort_23.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">23. Por afogamento numa festa de salva-vidas.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Em 1985, para celebrar seu primeiro ano sem ter que lamentar nenhum afogado, os salva-vidas do departamento de recreação de Nova Orleans decidiram fazer uma festa. Quando a festa terminou, um convidado de 31 anos chamado Jerome Moody foi encontrado morto no fundo da piscina do clube.</span></div></td> </tr>
<tr style="mso-yfti-irow: 23;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggEAxP5uqMksGpnteCayliRRcMP57xVuGUv1ll8stqIYzm8h5hpnkWgAPjXbrsABgiyGPNDn4pQrxbtwG9eUvu01wwUv9hd7FxJIRVg_VN_ejcoOTSOBfmNOeHVshR_ZP7iUvlSbxAFFRP/s1600/mort_24.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggEAxP5uqMksGpnteCayliRRcMP57xVuGUv1ll8stqIYzm8h5hpnkWgAPjXbrsABgiyGPNDn4pQrxbtwG9eUvu01wwUv9hd7FxJIRVg_VN_ejcoOTSOBfmNOeHVshR_ZP7iUvlSbxAFFRP/s1600/mort_24.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">24. Contando uma piada.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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Dick Shawn (1924-1987) foi um comediante que teve um ataque do coração e morreu durante uma brincadeira que pareceu estranhamente apropriada: estava caçoando dos políticos que em sua campanha diziam clichês como:<br />
<i>- "Nunca jamais vou dormir em meu cargo"</i>. - Quando então Shawn caiu de bruços. No começo, o público gargalhou pensando que isso era parte do show, até que em determinado momento um empregado do teatro subiu ao palco, constatou seu pulso e começou a lhe dar os primeiros socorros. Chegaram os paramédicos, e pediram ao público que fossem para casa: Dick não terminou a piada.</span></div></td> </tr>
<tr style="mso-yfti-irow: 24;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8yNu4wnDoFeDlS_nZf6xNvFoMPUNHvt9T9I6lHq6Vx8L_FywcyBNsfhyBZsZKZpH49zPOLeBS51NGLn5wSwy8Lx3kou-8BWhEnuXwwoMxHtAYk_nE88NoAYl2DXoxSsqa6_EXu_UoJwLa/s1600/mort_25.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8yNu4wnDoFeDlS_nZf6xNvFoMPUNHvt9T9I6lHq6Vx8L_FywcyBNsfhyBZsZKZpH49zPOLeBS51NGLn5wSwy8Lx3kou-8BWhEnuXwwoMxHtAYk_nE88NoAYl2DXoxSsqa6_EXu_UoJwLa/s1600/mort_25.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">25. Por uma barrigada.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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O lutador profissional Mal "King Kong" Kirk morreu pela enorme barriga de seu colega Shirley "Big Daddy" Crabtree. Em agosto de 1987, nos momentos finais da luta entre ambos, Crabtree usou seu golpe característico, conhecido como "zambullida de panza", algo como o mergulho de barriga. Kirk teve um ataque do coração e morreu sobre o ringue. Crabtree foi inocentado quando descobriu-se que Kirk tinha sido diagnosticado como tendo um sério problema cardíaco antes da luta. No entanto, Crabtree sentiu-se culpado pela morte de seu adversário e amigo, e abandonou a luta profissional. Antes da luta, Kirk disse aos seus amigos:<br />
<i>- "Se tenho que morrer, quero que seja sobre o ringue".</i>.</span></div></td> </tr>
<tr style="mso-yfti-irow: 25;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJklZ-ypao5fxjtTk5TqSTCHwA7uL4GSmLzV__V8c4uD1UrbhboO8mFGGZxNcCBxK9Gdss2T0aSRshq6yhrPdkVbA8kz8lDMCXWlqJj-Hh565O-nxIFvL0DFiA0JeM3_VIo07hCju_wLul/s1600/mort_26.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJklZ-ypao5fxjtTk5TqSTCHwA7uL4GSmLzV__V8c4uD1UrbhboO8mFGGZxNcCBxK9Gdss2T0aSRshq6yhrPdkVbA8kz8lDMCXWlqJj-Hh565O-nxIFvL0DFiA0JeM3_VIo07hCju_wLul/s1600/mort_26.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">26. Por imitação.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Em 1991, uma mulher tailandesa de 57 anos chamada Yooket Paen estava caminhando por sua fazenda quando escorregou em um monte de bosta de vaca, se agarrou em um fio da cerca viva (que mantinha o gado confinado) e foi eletrocutada até a morte. Dias depois de seu funeral, sua irmã estava mostrando aos vizinhos como tinha sido o acidente quando ela também escorregou agarrou o mesmo cabo, e morreu igual a sua irmã.</span></div></td> </tr>
<tr style="mso-yfti-irow: 26;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><img alt="Ovelha" height="300" src="file:///C:/DOCUME%7E1/jg/CONFIG%7E1/Temp/msohtmlclip1/01/clip_image027.jpg" width="226" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">27. Por uma ovelha.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Em 1999, uma mulher inglesa de 67 anos, Betty Stoobs, levava um pacote de feno na parte detrás de sua motocicleta para alimentar suas ovelhas. Aparentemente, as ovelhas estavam muito famintas e quarenta delas avançaram sobre o feno e atiraram Stoobs num barranco. A mulher sobreviveu à queda, mas morreu quando a moto caiu em cima dela, empurrada também pelas ovelhas.</span></div></td> </tr>
<tr style="mso-yfti-irow: 27;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_h2mzgMdIoOJlIQ1n-CuXXZndCaem15qPMRmV9w189LE7fsFo41ShmjYWGzBsIeJbCv4JkAmRaAhOWSALXm9rYA7F8fSsH1ZYpxWtgu6M0lVs4pTKji8YSfxS3iHgOyhdMzQHKCcKYpe0/s1600/mort_28.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_h2mzgMdIoOJlIQ1n-CuXXZndCaem15qPMRmV9w189LE7fsFo41ShmjYWGzBsIeJbCv4JkAmRaAhOWSALXm9rYA7F8fSsH1ZYpxWtgu6M0lVs4pTKji8YSfxS3iHgOyhdMzQHKCcKYpe0/s1600/mort_28.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">28. Por bomba em colar.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Na tarde de 28 de agosto do 2003, o entregador de pizzas Brian Wells tentou roubar um banco com uma pistola. Quando foi detido pela polícia, Wells revelou que tinha sido forçado a cometer o delito por umas pessoas que ele tinha acabado de entregar uma pizza e colocaram nele um colar com um explosivo localizado na nuca. De fato, a bomba explodiu antes de que o esquadrão anti-bombas pudesse desarmá-la. Até hoje em dia, não está claro se Wells foi uma vítima ou um ladrão solitário.</span></div></td> </tr>
<tr style="mso-yfti-irow: 28;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHQYsvWIVzU0LUJJYCDmMQkf_jJAun8yURvr3X2CdU1ygq-YsjuMjjt0XdexX_91ZNt-PbOhSoj4dFo0ZI4zQc8tm7xQp63vbilyxpdk5CegVBLBBMUYmzOy-7S3sX8vSpJM3VtdUkHEzd/s1600/mort_29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHQYsvWIVzU0LUJJYCDmMQkf_jJAun8yURvr3X2CdU1ygq-YsjuMjjt0XdexX_91ZNt-PbOhSoj4dFo0ZI4zQc8tm7xQp63vbilyxpdk5CegVBLBBMUYmzOy-7S3sX8vSpJM3VtdUkHEzd/s1600/mort_29.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">29. Por uma arraia.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Em 2006, Steve Irwin um naturalista australiano especialista em animais selvagens e protagonista do programa O Caçador de Crocodilos, morreu após ser atingido fatalmente por um aguilhão de arraia que lhe atravessou o coração enquanto filmava um documentário.</span></div></td> </tr>
<tr style="mso-yfti-irow: 29; mso-yfti-lastrow: yes;"> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7sX35D7VKxhhdvBeKsX2hpvF3vFI8OIqDjzJFc0p9rtut2iY7D7VbqLchpOXJdTUJeIjykPqoo98ThBPFdNHip4ZNXak_4LRD75U3LfFXiLShZddsZGeVEfDd52mSBYKTtnop0kxe4kQx/s1600/mort_30.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7sX35D7VKxhhdvBeKsX2hpvF3vFI8OIqDjzJFc0p9rtut2iY7D7VbqLchpOXJdTUJeIjykPqoo98ThBPFdNHip4ZNXak_4LRD75U3LfFXiLShZddsZGeVEfDd52mSBYKTtnop0kxe4kQx/s1600/mort_30.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div></td> <td style="padding: .75pt .75pt .75pt .75pt;"> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">30. No guarda-roupa.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
Mariesa Weber foi denunciada como desaparecida por sua família durante quase duas semanas antes de que a encontrassem em seu quarto, dentro do guarda-roupa denunciada pelo mal cheiro.<br />
<i>- "Dormi em sua casa durante 11 dias, procurando-a, e todo este tempo ela estava em seu quarto".</i> - Disse sua mãe Connie Weber ao jornal St. Petersburg Times.</span></div></td> </tr>
</tbody></table><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
Leia mais em: <a href="http://www.mdig.com.br/index.php?itemid=1719#ixzz1rgsgsoct"><span style="color: #003399;">As mortes mais absurdas de toda a história - Metamorfose Digital</span></a> <a href="http://www.mdig.com.br/index.php?itemid=1719#ixzz1rgsgsoct"><span style="color: #003399;">http://www.mdig.com.br/index.php?itemid=1719#ixzz1rgsgsoct</span></a></span></div><div class="MsoNormal"><br />
</div>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-58510652420464136592012-04-17T18:55:00.002-07:002012-04-17T18:55:46.483-07:00os lugares mais bizarros pra ver no mundo inteiro<div id="texto"> Os lugares são bizarros, surpreendentes, no mínimo incomuns: uma caverna onde se faz rappel a quase 100 metros da superfície, um espelho natural de vários quilômetros de diâmetro, um rodeio de caubóis que, na verdade, são presos de uma cadeia de alta segurança americana. Conheça, aqui, a lista preparada pelo jornal Los Angeles Times dos locais que se destacam por sair do comum dos destinos turísticos tradicionais<br />
</div><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=1" id="d1"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-1-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=2" id="d2"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-2-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=3" id="d3"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-3-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=4" id="d4"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-4-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=5" id="d5"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-5-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=6" id="d6"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-6-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=7" id="d7"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-7-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=8" id="d8"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-8-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=9" id="d9"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-9-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=10" id="d10"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-10-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=11" id="d11"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-11-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=12" id="d12"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-12-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=13" id="d13"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-13-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=14" id="d14"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-14-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=15" id="d15"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-15-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=16" id="d16"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-16-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=17" id="d17"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-17-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=18" id="d18"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-18-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=19" id="d19"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-19-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=20" id="d20"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-20-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=21" id="d21"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-21-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=22" id="d22"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-22-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=23" id="d23"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-23-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=24" id="d24"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-24-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=25" id="d25"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-25-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=26" id="d26"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-26-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=27" id="d27"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-27-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=28" id="d28"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-28-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=29" id="d29"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-29-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=30" id="d30"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-30-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=31" id="d31"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-31-p.jpg" /></a><a class="link_lugares" href="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/lugares.htm?numero=32" id="d32"><img src="http://www.terra.com.br/turismo/infograficos/lugares-bizarros/img/lugares-32-p.jpg" /></a>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-37025383763184299822012-04-16T12:27:00.001-07:002012-04-16T12:35:16.632-07:00As comidas mais bizarras do mundo<h1 class="title"><br />
</h1><div class="subtitle">publicado em <a href="http://obviousmag.org/archives/recortes/" title="go to the category">recortes</a> por <a href="http://obviousmag.org/archives/colaboradores/rejaneborges/" rel="author">rejane borges</a> | 57 comentários </div><div class="teaser" style="text-align: justify;"> Para muitos de nós, os itens que encontramos nos cardápios de certas regiões do mundo são incrivelmente bizarros. Assim como para muitos outros povos o simples ato de comermos hambúrgueres é uma afronta não somente à arte culinária, como também aos seus costumes e crenças. Portanto, deixando de lado os tabus culinários e as diferenças culturais, façamos uma saga gastronômica em busca das comidas mais estranhas ao redor do mundo.</div><div style="text-align: justify;"><ins style="border: medium none; display: inline-table; height: 60px; margin: 0pt; padding: 0pt; position: relative; visibility: visible; width: 468px;"><ins id="aswift_0_anchor" style="border: medium none; display: block; height: 60px; margin: 0pt; padding: 0pt; position: relative; visibility: visible; width: 468px;"></ins></ins> <img alt="comida, culinaria" height="224" src="http://obviousmag.org/archives/uploads/2011/08/16/esquilo_Uganda_20110816_bo_01.jpg" width="400" /></div><div style="text-align: justify;"><small>Esquilo, Uganda.</small></div><div style="text-align: justify;">Acredito que, dos cinco sentidos, o paladar é o mais pervertido: saliva, morde, mastiga, degusta e, por fim, engole. O processo gustativo é uma verdadeira viagem em busca do prazer. É demorado, sensível e engenhoso. É como fazer amor com os sabores, um a um, e ao mesmo tempo.</div><div style="text-align: justify;">Mais extraordinário ainda é desenvolver tal sentido em busca das mais diversificadas experiências gastronômicas. E muitas delas vão muito além dos sabores. Em alguns lugares ao redor do mundo, o ato de se alimentar é uma experiência complexa, tanto na maneira como se prepara o alimento, quanto na maneira como se serve e se come.</div><div style="text-align: justify;">As tradições culinárias de um país ou duma região são determinadas não somente por fatores geográficos, mas também pela cultura e, não raro, pela religião, fazendo da comida a identidade de um povo. </div><div style="text-align: justify;"><img alt="comida, culinaria" height="224" src="http://obviousmag.org/archives/uploads/2011/08/16/olhos_de_gnu_cozidos_envoltos_no_est%C3%B4mago_Nam%C3%ADbia_20110816_bo_02.jpg" width="400" /></div><div style="text-align: justify;"><small>Olhos de gnu cozidos envoltos no estômago do animal, Namíbia.</small></div><div style="text-align: justify;"><img alt="comida, culinaria" height="224" src="http://obviousmag.org/archives/uploads/2011/08/16/Placenta-de-vaca-para-a-venda-no-mercado_Tail%C3%A2ndia_20110816_bo_01.jpg" width="400" /></div><div style="text-align: justify;"><small>Placenta de vaca para venda no mercado, India.</small></div><div style="text-align: justify;">Nas partes mais remotas do Alasca se come salmão cozido em urina de cavalo. O cozimento se dá até o peixe virar uma espécie de geleia. No México encontramos os famosos “escamoles”, considerados um manjar dos deuses no país: o prato é nada mais do que ovas de formiga.</div><div style="text-align: justify;">No Vietnã, Camboja e nas Filipinas uma das iguaria é o ovo balut. São ovos de pato fertilizados com o embrião em desenvolvimento. São cozidos e servidos na casca. Também são famosos por supostamente conterem propriedades afrodisíacas. </div><div style="text-align: justify;">Em Cingapura o escorpião frito é vendido em atacado. O animal é fervido antes para extinguir seu veneno e depois frito em óleo quente. É vendido nas ruas e mercados.</div><div style="text-align: justify;">Na China e Vietnã é muito comum a sopa de morcego. Na Coréia do Sul e Sul da China, é muito comum a sopa de cachorro. </div><div style="text-align: justify;"><img alt="comida, culinaria" height="224" src="http://obviousmag.org/archives/uploads/2011/08/16/test%C3%ADculos-de-cordeiro_marrocos_20110816_bo_03.jpg" width="400" /></div><div style="text-align: justify;"><small>Testículos de cordeiro, Marrocos.</small></div><div style="text-align: justify;">Ainda no cardápio de sopas, na culinária chinesa está uma das iguarias mais caras ao redor do mundo: sopas de ninhos comestíveis de pássaros. Esses ninhos são feitos com a saliva de alguns pássaros da família dos andorinhões. Rico em nutrientes, o ninho também pode ter propriedades medicinais. Um prato desta sopa pode ser vendido por até 150 dólares. Um quilo da especiaria custa entre 2 mil e 10 mil dólares.</div><div style="text-align: justify;">No interior da Amazônia, no Brasil, come-se turu, um molusco que vive em raízes podres de árvores. Alguns povoados o comem vivo e cru. Também pode ser preparado como sopa. Em algumas regiões da África o cérebro de macaco é uma iguaria. Conserva-se em salmoura e, finalmente, é cozido com ervas.</div><div style="text-align: justify;">Em partes da América do Sul, sul da África, Austrália e Camboja, a boa pedida é a caranguejeira ou tarântula frita. Já nas Filipinas, as fezes de peixe são consideradas um dos pratos de maior requinte do país.</div><div style="text-align: justify;"><img alt="comida, culinaria" height="400" src="http://obviousmag.org/archives/uploads/2011/08/16/Inside_a_Balut_Embryo_and_Yolk_20110816_bo_08.jpg" width="384" /></div><div style="text-align: justify;"><small>Embrião de Ballut.</small></div><div style="text-align: justify;"> As bebidas também entram em nossa odisséia gastronômica. Na Tanzânia, por exemplo, uma bebida típica é o sangue de vaca com leite fermentado, considerada um energético. Já na Coréia, um tônico da saúde é o vinho de ratos bebês. Os ratos ainda pequenos são colocados em uma garrafa com vinho de arroz para fermentar. Na China, bebe-se vinho de pênis de veado. O pênis do animal é jogado dentro de uma garrafa de licor e deixado lá até apodrecer. Por falar em pênis: na cidade de Pequim existe um <a href="http://obviousmag.org/archives/2008/06/especialidade_da_casa.html" target="_blank">restaurante especializado</a> em servi-los sob todas as formas compreendidas na culinária peniana.</div><div style="text-align: justify;"><a href="http://obviousmag.org/archives/2008/06/especialidade_da_casa.html" target="_blank"><br />
Especialidade da Casa</a></div><div style="text-align: justify;"> Queijo de larvas, morcegos na brasa, peixe podre desenterrado e olhos de gnu são apenas mais algumas das peculiaridades que encontramos por aí. Mas essas peculiaridades são muito mais do que comida, são cultura. Um conto que se ouve, um tempero que se joga, uma panela velha. Pronto, temos os três pilares para entender e apreciar a arte culinária de um povo: história, cultura e experiência. Posto isto, alguém aí se dispõe a experimentar?</div><div style="text-align: justify;"><img alt="comida, culinaria" height="224" src="http://obviousmag.org/archives/uploads/2011/08/16/est%C3%B4mago-de-porco_Tail%C3%A2ndia_20110816_bo_06.jpg" width="400" /></div><div style="text-align: justify;"><small>Estômago de porco, India.</small></div><div style="text-align: justify;"><img alt="comida, culinaria" height="224" src="http://obviousmag.org/archives/uploads/2011/08/16/escorpi%C3%B5es-no-camar%C3%A3o_California_USA_20110816_bo_07.jpg" width="400" /></div><div style="text-align: justify;"><small>Escorpião no camarão, California, USA.</small></div><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHjvRXZIAolij8Rrwpi45CX6zQ05wc_icgV7-9Hkhqj2MjLLMuwJkwPvkHdF0T7-ZQnHhRfCgIWiTC1oVwJ5IIIwIpsApTaHl_KLsxmF86LMKFzuncvTjRentfmADZpCggIUTTh-n71zlM/s1600/queijo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHjvRXZIAolij8Rrwpi45CX6zQ05wc_icgV7-9Hkhqj2MjLLMuwJkwPvkHdF0T7-ZQnHhRfCgIWiTC1oVwJ5IIIwIpsApTaHl_KLsxmF86LMKFzuncvTjRentfmADZpCggIUTTh-n71zlM/s400/queijo.jpg" width="400" /> </a></div><div class="separator" style="clear: both; text-align: center;">queijo com larvas</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmVAYOeS_piQFqIz1VtsUEUfBCCP1ol2Dw-OWIoiCVyrjU3n2CrmpVvzLTMak6UXgyD_8LCgCFJ2McD9EaS8opC5thdkUr6EsLj8NMXuJgmCtlPhliXLHhFBeWWb37ZyFMqCYJUvxSZWYv/s1600/morcego.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmVAYOeS_piQFqIz1VtsUEUfBCCP1ol2Dw-OWIoiCVyrjU3n2CrmpVvzLTMak6UXgyD_8LCgCFJ2McD9EaS8opC5thdkUr6EsLj8NMXuJgmCtlPhliXLHhFBeWWb37ZyFMqCYJUvxSZWYv/s400/morcego.jpg" width="354" /> </a></div><div class="separator" style="clear: both; text-align: center;">sopa de morcego</div><br />
</div>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-57621517952993810072012-04-16T12:15:00.000-07:002012-04-16T12:15:50.625-07:00coisas estranhas!!!<strong>1 – Pareidolia</strong><br />
<div align="center"><a href="http://static.minilua.com/wp-content/uploads/2010/04/pareidolia1300x234tm.jpg" style="display: block; text-align: center;"><img alt="pareidolia1-300x234-tm" border="0" height="312" src="http://static.minilua.com/wp-content/uploads/2010/04/pareidolia1300x234tm_thumb.jpg" style="border: 1px solid rgb(60, 71, 110);" width="400" /></a></div>O termo pareidolia descreve um fenômeno psicológico que envolve um vago e aleatório estímulo (em geral uma imagem ou som) sendo percebido como algo distinto e significativo. Exemplos comuns incluem imagens de animais ou faces em nuvens, em janelas de vidro e em mensagens ocultas em músicas executadas do contrário. <strong>2 – Língua havaiana</strong><br />
<div align="center"><a href="http://static.minilua.com/wp-content/uploads/2010/04/havaiana_thumb.jpg" id="tmp-68.07094228361882" rel="nofollow" style="display: block; text-align: center;" target="_blank"> <img alt="havaiana" border="0" height="344" src="http://static.minilua.com/wp-content/uploads/2010/04/havaiana_thumb.jpg" width="223" /></a></div>Ele tem apenas 12 letras e um símbolo, o que o torna um dos menores alfabetos do mundo. Há somente 162 possíveis sílabas em Havaiano. A maioria das línguas tem um repertório muito maior, mesmo assim eles conseguem se comunicar perfeitamente.<br />
<strong> 3 – Criptomnésia</strong><br />
Criptomnésia significa literalmente, memória oculta, é a memória inconsciente ou a memória ancestral, ou ainda memória subliminar. Simplificando significa que você pode copiar algo de alguém sem saber que esta plagiando. <br />
Por exemplo um dia você compõe uma música maravilhosa, mas pode ser que você tenha ouvido essa música anos atrás e não se lembra, contudo seu cérebro ainda tem a informação guardada, as vezes ele desperta ela e sem querer você plagia alguém.<br />
<em>“Isso já aconteceu comigo, um dia estava fazendo uma parte de uma música e sem querer fiz exatamente isso, só que no baixo: </em><br />
<em><span class="lazy video-c radius9" style="display: inline-block; min-height: 420px; padding-bottom: 20px; text-align: center;"><a class="tahoma swtoff swt9337" href="">Apagar as luzes <img class="light-off" height="16" src="http://static.minilua.com/wp-content/uploads/media/imagens/transp.gif" style="margin: -2px 2px ! important;" width="12" /></a><br />
</span></em><br />
<em>Depois, o baterista que me falou que era plágio descarado. Pior que eu nem tinha notado.”</em><br />
<strong>4 – Licantropia clínica</strong><br />
Licantropia clínica é uma rara síndrome psiquiátrica na qual a pessoa afetada sofre a ilusão de poder se transformar, ou de fato ter se transformado, em um animal, ou que tal pessoa é, de alguma forma, um animal. <br />
<strong>5 – Krampus</strong><br />
<div align="center"><a href="http://static.minilua.com/wp-content/uploads/2010/04/krampustm.jpg" style="display: block; text-align: center;"><img alt="krampus-tm" border="0" height="371" src="http://static.minilua.com/wp-content/uploads/2010/04/krampustm_thumb.jpg" style="border: 1px solid rgb(60, 71, 110);" width="400" /></a></div>Alguns séculos atrás o Papai Noel tinha um acompanhante bem estranho. Ele se chamava Krampus, era feio <em>(imagem a cima)</em> e batia nas crianças. Essa história era contada para assustar as crianças para que se comportassem antes do Natal. <strong>6 – Astronautas pré-histórico</strong><br />
<div align="center"><a href="http://static.minilua.com/wp-content/uploads/2010/04/ovni.jpg" style="display: block; text-align: center;"><img alt="ovni" border="0" height="300" src="http://static.minilua.com/wp-content/uploads/2010/04/ovni_thumb.jpg" style="border: 1px solid rgb(60, 71, 110);" width="400" /></a></div>Muitas pessoas acreditam nessa teoria. Elas acham que no passado distante astronautas alienígenas vieram do espaço sideral e ensinaram tudo que o homem sabe, alguns mais radicais acreditam que foram os ET’s que trouxeram a vida para nosso planeta. Alguns ultra radicais crêem que nossas religiões foram criadas por eles também.<br />
<strong>7 – Mulher que deu a luz a animais</strong><br />
Em 1726, Mary Toft afirmou que tinha dado a luz a coelhos e gatos. O caso ganhou uma grande projeção na Inglaterra da época, pois havia o médico da família apoiou o caso, confirmando tudo. Depois de algum tempo eles acabaram admitindo a mentira e foram ridicularizados.<br />
<strong>8 – Hipertimesia</strong><br />
É a capacidade incrível de lembrar de tudo, tudo mesmo. Se você pergunta para uma pessoa dessas o que ela comeu no dia 6 de agosto de 2005 ao meio dia, ela respondera sem problema nenhum, e ainda fara o comentário se estava bom ou não. Essas pessoas tem uma memória quase perfeita, não esquecem de nada, mesmo das coisas mais banais de sua vida ficam gravados na sua memória.<br />
<strong>9 – Zebralo</strong><br />
<div align="center"><a href="http://static.minilua.com/wp-content/uploads/2010/04/zedonktm.jpg" style="display: block; text-align: center;"><img alt="zedonk-tm" border="0" height="269" src="http://static.minilua.com/wp-content/uploads/2010/04/zedonktm_thumb.jpg" style="border: 1px solid rgb(60, 71, 110);" width="400" /></a></div>Um <em>cebrallo</em> ou <em>zebralo</em> é um híbrido de uma égua com um macho de zebra. Tal como outros híbridos entre espécies diferentes, é estéril.<br />
Sua aparência é mais para um cavalo do que a uma zebra, mas ao contrário destes, se distingue pela sua listras, visível nas pernas, e que, muitas vezes também tem, na parte de trás do pescoço para cima e os flancos.<br />
<strong>10 – 30 de fevereiro</strong><br />
O império sueco (que incluía a Finlândia na época) tinha planos de mudar do calendário juliano para o calendário gregoriano em 1700. O problema é que esse novo sistema não contava os anos bissextos, ele vigorou durante alguns anos, até que voltaram ao calendário juliano. Mas como alguns dias haviam sido perdidos, tiveram que colocar 30 de fevereiro no calendário até que conseguissem acertas as datas.e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-79811823669666245032012-04-16T12:09:00.002-07:002012-04-16T12:09:42.022-07:00pesquisa doida!!!!<div align="center"><a href="http://static.minilua.com/wp-content/uploads/2011/12/ostipos_de_peitoscopy_thumb2_thumb1cpia.jpg" style="display: block; text-align: center;"><img alt="ostipos_de_peitos copy_thumb[2]_thumb[1] cópia" border="0" height="480" src="http://static.minilua.com/wp-content/uploads/2011/12/ostipos_de_peitoscopy_thumb2_thumb1cpia_thumb.jpg" style="border: 1px solid rgb(60, 71, 110);" title="ostipos_de_peitos copy_thumb[2]_thumb[1] cópia" width="543" /></a></div>Pois é, outra pesquisa inusitada. Desta vez o estudo foi realizado na Europa e divulgado pela Universidade de Wroclaw, na Polônia, revelou que homens que gostam de seios grandes têm tendência a serem mais infiéis.<br />
A pesquisa foi realizada com 128 homens, que ficaram olhando seios de tamanhos diferentes, enquanto eram avaliados quanto a sua atração por cada um.<br />
Constatou-se que os homens que eram atraídos pelos tamanhos maiores de 42 tinham relacionamentos por curto período e normalmente com mais de uma pessoa ao mesmo tempo.<br />
Os homens porém que se sentiam atraídos por seios menores mostraram tendência a relacionamentos longos e duradouros, preferindo um romance, um relacionamento sério, ao somente “ficar”.<br />
<strong></strong><br />
Adaptado de <a href="http://folhanewsletter.blogspot.com/2011/12/homens-infieis-adoram-peitoes.html" rel="external nofollow" target="_blank">folhanewsletter</a>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-1949101578655197422012-04-16T09:43:00.000-07:002012-04-16T09:43:07.773-07:0010 teorias científicas mais bizarras<div class="posttitle"><h2><a href="http://www.guiky.com.br/2010/03/10-teorias-cientificas-mais-bizarras.html" rel="bookmark"></a></h2></div><div class="data-post">Publicado por: <a href="http://www.guiky.com.br/author/guiky" rel="author" title="Posts de Guilherme Farias">Guilherme Farias</a> | 28 de março de 2010 às 10:11 | </div><div class="post-body"><strong>Cientista maluco? veja as teorias científicas que são de difícil comprovação prática e capazes de fazer nossos cérebros derreterem ao tentar compreendê-las. Muitas delas parece até que foi tirado de filme de ficção.</strong><br />
<h2>10. Teoria do Big Bang</h2>Todo mundo conhece essa teoria, ela é uma das mais aceitas atualmente para explicar a origem do universo, principalmente por que muitas de suas explicações puderam ser comprovadas em observações e medições espaciais. Ainda assim, ela é cheia de idéias malucas para a nossa compreensão. exemplo:<br />
- Como a de que tempo e espaço provavelmente não existiam antes do Big Bang (baseada na concepção de que tempo e espaço estão ligados, proposta na Teoria da Relatividade de Einstein).<br />
- De que não há um centro no universo e de que não é possível ainda saber se o universo está se expandindo dentro de alguma outra coisa ou se não há nada além de suas fronteiras.<br />
<img alt="" class="aligncenter" src="http://www.guiky.com.br/wp-content/uploads/2011/08/big+bang.jpg" /><br />
Ela é uma teoria tão polêmica que até mesmo os cientistas que creem fielmente nela têm divergências quanto aos seus resultados. Exemplo disso é a idade do universo que ela possibilitou prever. Antes de chegarem a um consenso de que o universo deve ter 13,7 bilhões de anos, com uma margem de erro de uns 200 milhões de anos para mais ou menos, os cálculos feitos ao longo do século 20 baseados na Teoria do Big Bang apontaram resultados que variaram de 2 bilhões a 20 bilhões de anos para a idade do cosmo.<br />
<h2>9. Teoria do Caos</h2>De acordo com essa teoria, muito dos fenômenos que imaginamos acontecer aleatoriamente são na verdade previsíveis. Só que sua previsão é tão complexa que dificilmente é precisa e duradoura. Entendeu? Significa algo como: é possível prever, mas bem pouco provável que acertaremos na previsão. Mesmo com essa pessimista perspectiva, os cientistas têm aplicado a Teoria do Caos em várias áreas, bastante usado para o estudo dos fenômenos climáticos.<br />
<img alt="" class="aligncenter" src="http://www.guiky.com.br/wp-content/uploads/2011/08/teoria+do+caos.jpg" /><br />
Para representar a fragilidade das previsões oriundas da Teoria do Caos criou-se a imagem de que o bater de asas de uma borboleta na China pode provocar um furacão nos Estados Unidos. Isto por que segundo essa teoria um evento aparentemente insignificante pode ter consequências imprevisíveis, uma vez que o resultado final é determinado por ações interligadas de forma extremamente complexa e aparentemente aleatória. A alegoria do “efeito borboleta” tenta ilustrar que o caos está justamente entre os fenômenos regulares e os aleatórios. Assim, há uma conexão entre eventos passados e futuros, mas ela não é forte o suficiente para garantir uma previsibilidade de longo prazo.<br />
<h2>8. Teoria do Mundo Pequeno</h2>Você já deve ter usado a expressão “mas que mundo pequeno” se você já falou isso você comprovou na prática essa teoria bizarra!<br />
A Teoria do Mundo Pequeno, também conhecido como “A dos seis graus de separação”, diz basicamente que <em>para conhecer qualquer indivíduo em qualquer parte do mundo é necessário, no máximo, estabelecer uma rede de contatos com seis pessoas</em>. exemplo:<br />
- Para você conhecer o presidente dos estados unidos, estebelecer uma rede de contato com seis pessoas.<br />
<img alt="" class="aligncenter" src="http://www.guiky.com.br/wp-content/uploads/2011/08/mundo+pequeno.jpg" /><br />
Assim, segundo essa teoria é normal você conhecer por acaso alguém e descobrir que ele é um amigo ou parente de algum outro conhecido seu. Portanto, aquilo que você sempre imaginou ser uma incrível coincidência, não é. A Teoria do Mundo Pequeno já foi testada de várias formas, de modelos matemáticos a experimentações de psicologia social. Uma das aplicações mais importantes dessa teoria está na área de saúde, pois graças a ela é possível identificar pessoas muito conectadas e potenciais disseminadoras de uma determinada doença, evitando-se o surgimento de pandemias.<br />
<h2>7. Teoria das Supercordas</h2>Para os gregos antigos, havia um elemento indivisível que chamaram de átomo. Mais tarde descobrimos que os átomos são compostos por partículas subatômicas e depois que estas também são compostas por outros elementos menores ainda. Essas descobertas de que “o indivisível era divisível” seguiram até que a Teoria das Supercordas propôs que <em>as partículas que compõem o Universo teriam a forma de cordas vibrantes e que cada vibração estabeleceria as características de uma determinada partícula</em>.<br />
<img alt="" class="aligncenter" src="http://www.guiky.com.br/wp-content/uploads/2011/08/teoria+supercordas.jpg" /><br />
Segundo o astrofísico Stephen Hawking, as diferentes oscilações de uma corda dão origem a diferentes massas e cargas de força, que são interpretadas como partículas fundamentais. A Teoria das Supercordas levou os cientistas a imaginarem que o antigo sonho de Einstein de unificar todas as teorias estava agora ao alcance deles. Saiba mais na teoria a seguir.<br />
<h2>6. Teoria de Tudo</h2>Albert Einsten passou a buscar uma união das teorias físicas em um único conjunto de equações. Ele almejava uma teoria da unificação geral, ou uma Teoria de Tudo, que na época significava unir a relatividade com o eletromagnetismo. Com a descoberta das forças que agem dentro do átomo e a teoria quântica, a busca pela Teoria de Tudo ficou mais complicada ainda, mas vários cientistas continuaram a persegui-la.<br />
<img alt="" class="aligncenter" src="http://www.guiky.com.br/wp-content/uploads/2011/08/teoria+do+tudo.jpg" /><br />
Quando surgiu, a Teoria das Supercordas foi considerada durante algum tempo como a teoria fundamental do universo. Mas para ela dar conta de explicar todos os componentes da natureza em uma única teoria era necessário considerar que o universo tivesse dez ou 11 dimensões, isto é, seis ou sete dimensões a mais daquelas que conseguimos vivenciar no nosso espaço-tempo. E onde estariam essas dimensões? Segundo os cientistas, nós não as notamos pois elas estariam enroladas em si mesmas, como tubinhos bem pequeninos. dar pra imaginar?<br />
<h2>5. Antimatéria</h2>Essa aqui já é conhecida em vários filmes de ficção, mais ela é verdadeira! O físico britânico Paul Dirac resolveu em 1928 dar uma revisadinha na famosa equação <strong>E=mc2</strong> e concluiu que Einstein “esqueceu” um detalhe. Segundo Dirac, Einstein considerou que a massa, o “m” na equação, era sempre positiva. Para o físico britânico, no entanto, o “m” poderia ter propriedades negativas também. Ao reescrever a equação, Dirac a definiu como: <strong>E = + ou – mc2</strong>. A conclusão dele era que deveríamos considerar a existência de antipartículas no nosso universo.<br />
<img alt="" class="aligncenter" src="http://www.guiky.com.br/wp-content/uploads/2011/08/antimateria.jpg" /><br />
E o que seriam essas antipartículas? Nada mais do que o espelho da matéria normal. Cada antipartícula tem a mesma massa que a original mas com carga elétrica inversa. Desde então, vários experimentos têm provado a existência dessa antimatéria, com a descoberta dos posítrons, elétrons com caga positiva, e dos antiprótons, prótons com carga negativa. O contato da antimatéria com a matéria resulta numa explosão que emite radiação pura.<br />
<h2>4. Princípio da Incerteza</h2>O físico alemão Werner Heisenberg formulou a idéia de que nos experimentos quânticos quanto mais tentamos medir a posição exata, é quando menos conseguimos medir a sua velocidade e vice-versa. Isso porque, segundo Heisenberg, no mundo quântico é inevitável que a observação de seus fenômenos influencie o estado e a velocidade das pequenas partículas que o habitam. Assim o mundo quântico seria probabilístico, pois a cada tentativa de observá-lo afetamos ou a velocidade ou a posição de suas partículas. Isso faz com que haja uma incerteza em relação ao que se está observando. Por conta disso, boa parte das explicações sobre a mecânica quântica vêm de experimentos mentais criados pelos cientistas, baseados nas observações reais em nível quântico, mas levando em consideração o Princípio de Incerteza de Heisenberg, Bizarro?<br />
<h2>3. Interpretação de Copenhague</h2>Você acredita que a cadeira em que está sentado continuará a se “comportar” da mesma forma quando você não estiver por perto a observando?. Mas pode ser que isso não aconteça em outras situações. Segundo alguns cientistas, <em>as partículas no universo quântico comportam-se dependendo do observador</em>. E isso é explicado pelo que eles chamam de Interpretação de Copenhague. Segundo o físico Niels Bohr, um dos mais importantes cientistas de todos os tempos, uma partícula quântica não existe em um estado ou outro, mas em todos os seus possíveis estados ao mesmo tempo. Somente quando a observamos é que ela decide em que estado se apresentará, probabilisticamente (lembre-se do Princípio da Incerteza de Heisenberg). O fato dela poder se apresentar diferente a cada vez, por conta dos fatores envolvidos na observação, explica porque as partículas quânticas têm um comportamento irregular. Se pudesse ser aplicada a coisas bem maiores, a Interpretação de Copenhague significaria que, enquanto você não está observando, os móveis da sua sala podem estar fazendo a maior festa ou estarem simplesmente imóveis, tudo ao mesmo tempo.<br />
<h2>2. Teoria dos Muitos Mundos</h2>Essa teoria é o oposto da Interpretação de Copenhague. Ela afirma que, para cada possível resultado de uma ação, o mundo se divide em uma cópia de si mesmo. Se você aperta um revólver carregado contra a própria cabeça há duas possibilidades: o revólver dispara e você morre ou ele falha, não dispara e você vive. Segundo a teoria, ao apertar o gatilho o universo imediatamente se divide em dois, em um deles você morre, porque o revólver disparou, e no outro você continua vivo, porque a arma falhou.<br />
<img alt="" class="aligncenter" src="http://www.guiky.com.br/wp-content/uploads/2011/08/Muitos+mundos.jpg" /><br />
A Teoria dos Muitos Mundos está relacionada com a ideia de universos paralelos. Para muitos, no universo quântico as partículas mudariam de “comportamento” em função de nossa observação. Para os adeptos da Teoria dos Muitos Mundos, na verdade, essa impressão vem do fato de estarmos observando apenas um dos vários universos possíveis em que aquela partícula existe.<br />
<h2>1. Teoria do Princípio Antrópico</h2>E ganhador da Teoria mais bizarra vai para… essa que você vai ler agora (:<br />
Enquanto a Teoria do Big Bang mostrou a nossa insignificância perante o cosmo, a idéia do Princípio Antrópico tenta justamente provar o oposto. Basicamente ela diz que <em>tudo que existe no universo existe por uma única razão: possibilitar a nossa existência</em>. Provavelmente nem Alexandre, o Grande, conseguiu ser tão megalomaníaco quanto os cientistas que desenvolveram essa hipótese. Para eles, desde o Big Bang até o universo quântico, tudo conspira intencionalmente para um único fim: a existência do ser humano. De acordo com o Princípio Antrópico o homem é o centro e a razão de ser do universo. Seus defensores acreditam na hipótese de que os valores de determinadas constantes no cosmo não são simples coincidência. Um dos componentes dessa teoria é a ideia de que o nosso universo é apenas um dos muitos que existiriam em algo bem maior chamado de “multiverso”, um lugar formado por vários universos. Em alguns desses universos poderia estar acontecendo alguma espécie de evolução darwiniana que culminaria também com o surgimento da vida. Desacreditada no começo do século 20 por soar mais como teologia do que ciência, a idéia de que o universo foi feito sob medida para o homem tem ganhado a adesão de importantes cientistas nas últimas décadas. Acredite se quiser…<br />
[Fonte: HowStuffWorks Brasil]<br />
<h2>Conclusão</h2>Não é a toa que dizem que existem cientistas loucos, essas teorias podem ser complicadas e bizarras mas claro que no fundo tem algum fundamento, pois os cientistas não iam ficar criando teorias absurdas só por criar.<br />
O Que você acha dessas Teorias? qual a sua conclusão? deixe sua Opinião.<br />
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</span></div>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-60389928472569199472012-04-08T09:20:00.000-07:002012-04-08T09:20:57.271-07:00história da páscoa<div style="text-align: justify;"><b> </b></div><div style="text-align: justify;"><b> </b><img alt="" 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" /></div><div style="text-align: justify;"><br />
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</div><div style="text-align: justify;"><b> Páscoa</b> (do <a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_hebraica" title="Língua hebraica">hebraico</a> <i><a href="http://pt.wikipedia.org/wiki/Pessach" title="Pessach">Pessach</a></i>, significando <i>passagem</i> através do <a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_grega" title="Língua grega">grego</a> Πάσχα) é um evento religioso <a href="http://pt.wikipedia.org/wiki/Cristianismo" title="Cristianismo">cristão</a>, normalmente considerado pelas igrejas ligadas a esta corrente religiosa como a maior e a mais importante festa da Cristandade. Na Páscoa os cristãos celebram a Ressurreição de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Jesus_Cristo" title="Jesus Cristo">Jesus Cristo</a> depois da sua morte por crucificação (ver <a href="http://pt.wikipedia.org/wiki/Sexta-Feira_Santa" title="Sexta-Feira Santa">Sexta-Feira Santa</a>) que teria ocorrido nesta época do ano em <a href="http://pt.wikipedia.org/wiki/30" title="30">30</a> ou <a href="http://pt.wikipedia.org/wiki/33" title="33">33</a> da <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Era_Comum" title="Era Comum">Era Comum</a>. A Páscoa pode cair em uma data, entre <a href="http://pt.wikipedia.org/wiki/22_de_mar%C3%A7o" title="22 de março">22 de março</a> e <a href="http://pt.wikipedia.org/wiki/25_de_abril" title="25 de abril">25 de abril</a>. O termo pode referir-se também ao período do <a href="http://pt.wikipedia.org/wiki/Ano_can%C3%B4nico" title="Ano canônico">ano canônico</a> que dura cerca de dois meses, desde o domingo de Páscoa até ao <a href="http://pt.wikipedia.org/wiki/Pentecostes" title="Pentecostes">Pentecostes</a>.</div><h2 style="text-align: justify;"> </h2><h2 style="text-align: justify;"> <span class="mw-headline" id="Origem_do_nome">Origem do nome</span></h2><h2 style="text-align: justify;"><span class="mw-headline" id="Origem_do_nome"> </span></h2><div style="text-align: justify;"> Os eventos da <b>Páscoa</b> teriam ocorrido durante o <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Pesah" title="Pesah">Pesah</a>, data em que os <a href="http://pt.wikipedia.org/wiki/Juda%C3%ADsmo" title="Judaísmo">judeus</a> comemoram a libertação e fuga de seu povo escravizado no Egito.</div><div style="text-align: justify;">A palavra Páscoa advém, exatamente do nome em hebraico da festa judaica à qual a Páscoa cristã está intimamente ligada, não só pelo sentido simbólico de “passagem”, comum às celebrações pagãs (passagem do inverno para a primavera) e judaicas (da escravatura no Egito para a liberdade na Terra prometida), mas também pela posição da Páscoa no calendário, segundo os cálculos que se indicam a seguir.</div><div style="text-align: justify;">No português, como em muitas outras línguas, a palavra Páscoa origina-se do hebraico Pesah. Os espanhóis chamam a festa de Pascua, os italianos de Pasqua e os franceses de Pâques.</div><div style="text-align: justify;">Os termos "Easter" (<a href="http://pt.wikipedia.org/wiki/Ishtar" title="Ishtar">Ishtar</a>) e "Ostern" (em inglês e alemão, respectivamente) parecem não ter qualquer relação etimológica com o Pessach (Páscoa). As hipóteses mais aceitas relacionam os termos com <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Estremonat&action=edit&redlink=1" title="Estremonat (page does not exist)">Estremonat</a>, nome de um antigo mês germânico, ou de <a href="http://pt.wikipedia.org/wiki/Eostre" title="Eostre">Eostre</a>, uma deusa germânica relacionada com a primavera que era homenageada todos os anos, no mês de Eostremonat, de acordo com o <a href="http://pt.wikipedia.org/wiki/Vener%C3%A1vel" title="Venerável">Venerável</a> <a href="http://pt.wikipedia.org/wiki/Beda" title="Beda">Beda</a>, historiador inglês do <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_VII" title="Século VII">século VII</a>. Porém, é importante mencionar que <a href="http://pt.wikipedia.org/wiki/Ishtar" title="Ishtar">Ishtar</a> é cognata de <a href="http://pt.wikipedia.org/wiki/Inanna" title="Inanna">Inanna</a> e <a href="http://pt.wikipedia.org/wiki/Astarte" title="Astarte">Astarte</a> (<a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mitologia_Sum%C3%A9ria" title="Mitologia Suméria">Mitologia Suméria</a> e <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mitologia_Fen%C3%ADcia" title="Mitologia Fenícia">Mitologia Fenícia</a>), ambas ligadas a fertilidade, das quais provavelmente o mito de "Ostern", e consequentemente a Páscoa (direta e indiretamente), tiveram notórias influências.</div><h2 style="text-align: justify;"> <span class="mw-headline" id="P.C3.A1scoa_Crist.C3.A3">Páscoa Cristã</span></h2><h2 style="text-align: justify;"><img alt="" src="data:image/png;base64,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" /><span class="mw-headline" id="P.C3.A1scoa_Crist.C3.A3"> </span></h2><div style="text-align: justify;"> A Páscoa cristã celebra a Ressurreição de Jesus Cristo. Depois de morrer na cruz, seu corpo foi colocado em um sepulcro, onde ali permaneceu por três dias, até sua ressurreição. É o dia santo mais importante da religião cristã. Muitos costumes ligados ao período pascal originam-se dos festivais pagãos da primavera. Outros vêm da celebração do Pessach, ou Passover, a Páscoa judaica, que é uma das mais importantes festas do calendário judaico, celebrada por 8 dias e onde é comemorado o êxodo dos israelitas do Egito, da escravidão para a liberdade. Um ritual de passagem, assim como a "passagem" de Cristo, da morte para a vida.</div><div style="text-align: justify;">A última ceia partilhada por Jesus Cristo e seus discípulos é narrada nos Evangelhos e é considerada, geralmente, um “<a href="http://pt.wikipedia.org/wiki/S%C3%AAder" title="Sêder">sêder</a> do pesach” – a refeição ritual que acompanha a festividade judaica, se nos ativermos à cronologia proposta pelos <a href="http://pt.wikipedia.org/wiki/Evangelhos_sin%C3%B3pticos" title="Evangelhos sinópticos">Evangelhos sinópticos</a>. O <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Evangelho_de_Jo%C3%A3o" title="Evangelho de João">Evangelho de João</a> propõe uma cronologia distinta, ao situar a morte de Cristo por altura da hecatombe dos cordeiros do Pessach. Assim, a última ceia teria ocorrido um pouco antes desta mesma festividade.</div><div style="text-align: justify;">A festa tradicional associa a imagem do coelho, um símbolo de fertilidade, e ovos pintados com cores brilhantes, representando a luz solar, dados como presentes. De fato, para entender o significado da Páscoa cristã atual, é necessário voltar para a Idade Média e lembrar os antigos povos pagãos europeus que, nesta época do ano, homenageavam Ostera, ou Esther – em inglês, Easter quer dizer Páscoa. Ostera (ou Ostara) é a deusa da Primavera, que segura um ovo em sua mão e observa um coelho, símbolo da fertilidade, pulando alegremente em redor de seus pés nus. A deusa e o ovo que carrega são símbolos da chegada de uma nova vida. Ostara equivale, na mitologia grega, a Deméter. Na mitologia romana, é Ceres.<sup class="reference" id="cite_ref-0"><a href="http://pt.wikipedia.org/wiki/P%C3%A1scoa#cite_note-0">[1]</a></sup></div><h2 style="text-align: justify;"> <span class="mw-headline" id="P.C3.A1scoa_no_Juda.C3.ADsmo">Páscoa no Judaísmo</span></h2><h2 style="text-align: justify;"><img alt="" src="data:image/png;base64,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" /><span class="mw-headline" id="P.C3.A1scoa_no_Juda.C3.ADsmo"> </span></h2><dl style="text-align: justify;"><dd> <div class="dablink noprint"><img alt="" height="17" src="http://upload.wikimedia.org/wikipedia/commons/thumb/3/3a/Magnifying_glass_01.svg/17px-Magnifying_glass_01.svg.png" width="17" /><i>Ver artigo principal:</i> <a href="http://pt.wikipedia.org/wiki/Pessach" title="Pessach">Pessach</a></div></dd></dl><div style="text-align: justify;"> Segundo a <a href="http://pt.wikipedia.org/wiki/B%C3%ADblia" title="Bíblia">Bíblia</a> (Livro do <a href="http://pt.wikipedia.org/wiki/%C3%8Axodo" title="Êxodo">Êxodo</a>), Deus mandou 10 pragas sobre o <a href="http://pt.wikipedia.org/wiki/Egito" title="Egito">Egito</a>. Na última delas (<a href="http://pt.wikipedia.org/wiki/%C3%8Axodo" title="Êxodo">Êxodo</a> cap 12), disse Moisés que todos os primogênitos egípcios seriam exterminados (com a <b>passagem</b> do anjo da morte por sobre suas casas), mas os de <a href="http://pt.wikipedia.org/wiki/Israel" title="Israel">Israel</a> seriam poupados. Para isso, o povo de <a href="http://pt.wikipedia.org/wiki/Israel" title="Israel">Israel</a> deveria imolar um cordeiro, passar o sangue do cordeiro imolado sobre as portas de suas casas, e o anjo passaria por elas sem ferir seus primogênitos. Todos os demais primogênitos do <a href="http://pt.wikipedia.org/wiki/Egito" title="Egito">Egito</a> foram mortos, do filho do <a href="http://pt.wikipedia.org/wiki/Fara%C3%B3" title="Faraó">Faraó</a> aos filhos dos prisioneiros. Isso causou intenso clamor dentre o povo egípcio, que culminou com a decisão do <a href="http://pt.wikipedia.org/wiki/Fara%C3%B3" title="Faraó">Faraó</a> de libertar o povo de <a href="http://pt.wikipedia.org/wiki/Israel" title="Israel">Israel</a>, dando início ao <a href="http://pt.wikipedia.org/wiki/%C3%8Axodo" title="Êxodo">Êxodo de Israel</a> para a Terra Prometida.</div><div style="text-align: justify;">A Bíblia judaica institui a celebração do <a href="http://pt.wikipedia.org/wiki/Pessach" title="Pessach">Pessach</a> em <a href="http://pt.wikipedia.org/wiki/%C3%8Axodo" title="Êxodo">Êxodo</a> 12, 14: <i>Conservareis a memória daquele dia, celebrando-o como uma festa em honra de Adonai: Fareis isto de geração em geração, pois é uma instituição perpétua</i> .</div><h2 style="text-align: justify;"> <span class="mw-headline" id="Tradi.C3.A7.C3.B5es_pag.C3.A3s_na_P.C3.A1scoa">Tradições pagãs na Páscoa</span></h2><h2 style="text-align: justify;"><span class="mw-headline" id="Tradi.C3.A7.C3.B5es_pag.C3.A3s_na_P.C3.A1scoa"> </span><img alt="" src="data:image/png;base64,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" /></h2><div style="text-align: justify;"> Na Páscoa, é comum a prática de pintar ovos cozidos, decorando-os com desenhos e formas abstratas. Em grande parte dos países ainda é um costume comum, embora que em outros, os ovos tenham sido substítuidos por ovos de chocolate. No entanto, o costume não é citado na Bíblia. Portanto, este costume é uma alusão a antigos rituais pagãos. <a href="http://pt.wikipedia.org/wiki/Ishtar" title="Ishtar">Ishtar</a> ou <a href="http://pt.wikipedia.org/wiki/Astarte" title="Astarte">Astarte</a> é a deusa da fertilidade e do renascimento na mitologia anglo-saxã, na <a href="http://pt.wikipedia.org/wiki/Mitologia_n%C3%B3rdica" title="Mitologia nórdica">mitologia nórdica</a> e <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mitologia_germ%C3%A2nica" title="Mitologia germânica">mitologia germânica</a>. A primavera, lebres e ovos pintados com runas eram os símbolos da fertilidade e renovação a ela associados. A lebre (e não o coelho) era seu símbolo. Suas sacerdotisas eram ditas capazes de prever o futuro observando as entranhas de uma lebre sacrificada(claro que a versão “coelhinho da páscoa, que trazes pra mim?” é bem mais comercialmente interessante do que “Lebre de Eostre, o que suas entranhas trazem de sorte para mim?”, que é a versão original desta rima. A lebre de Eostre pode ser vista na Lua cheia e, portanto, era naturalmente associada à Lua e às deusas lunares da fertilidade. De seus cultos pagãos originou-se a Páscoa (Easter, em inglês e Ostern em alemão), que foi absorvida e misturada pelas comemorações judaico-cristãs. Os antigos povos nórdicos comemoravam o festival de Eostre no dia 30 de Março. Eostre ou Ostera (no alemão mais antigo) significa “a Deusa da Aurora” (ou, novamente, o planeta Vênus). É uma deusa anglo-saxã, teutônica, da Primavera, da Ressurreição e do Renascimento. Ela deu nome ao Shabbat Pagão, que celebra o renascimento chamado de Ostara.</div><h2 style="text-align: justify;"> <span class="mw-headline" id="A_palavra_P.C3.A1scoa_em_v.C3.A1rias_l.C3.ADnguas">A palavra <i>Páscoa</i> em várias línguas</span></h2><ul style="text-align: justify;"><li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Afrikaans" title="Afrikaans">Afrikaans</a> - "Paasfees"</li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_alem%C3%A3" title="Língua alemã">Alemão</a> - <i>Ostern</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_%C3%A1rabe" title="Língua árabe">Árabe</a> - <i>عيد الفصح</i> (<i>ʿIdul-Fisḥ</i>)</li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_basca" title="Língua basca">Basco</a> - Bazko</li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_b%C3%BAlgara" title="Língua búlgara">Búlgaro</a> <i>Великден</i> ('Velikden<i>)</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_catal%C3%A3" title="Língua catalã">Catalão</a> - <i>Pasqua</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_dinamarquesa" title="Língua dinamarquesa">Dinamarquês</a> - <i>Påske</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_castelhana" title="Língua castelhana">Espanhol</a> - <i>Pascua</i></li>
<li><a href="http://pt.wikipedia.org/wiki/Esperanto" title="Esperanto">Esperanto</a> - <i>Pasko</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_finlandesa" title="Língua finlandesa">Finlandês</a> - <i>Pääsiäinen</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_francesa" title="Língua francesa">Francês</a> - <i>Pâques</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_friulana" title="Língua friulana">Friulano</a> - <i>Pasche</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_georgiana" title="Língua georgiana">Georgiaა</a>- <i>(</i>Aghdgoma<i>)</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_grega" title="Língua grega">Grego</a> - <i>Πάσχα</i> (Páscha)</li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_h%C3%BAngara" title="Língua húngara">Húngaro</a> - <i>Húsvét</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_inglesa" title="Língua inglesa">Inglês</a> - <i>Easter</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_irlandesa" title="Língua irlandesa">Irlandês</a> - <i>Cáisg</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_islandesa" title="Língua islandesa">Islandês</a> - <i>Paska</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_italiana" title="Língua italiana">Italiano</a> - <i>Pasqua</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_japonesa" title="Língua japonesa">Japonês</a> - <i>イースター</i> (<i>Īsutā</i>)</li>
<li><a href="http://pt.wikipedia.org/wiki/Latim" title="Latim">Latim</a> - <i>Pascha</i> ou <i>Festa Paschalia</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_let%C3%A3" title="Língua letã">Letão</a> - <i>Lieldienas</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_neerlandesa" title="Língua neerlandesa">Neerlandês</a> - <i>Pasen</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_norueguesa" title="Língua norueguesa">Norueguês</a> - <i>Påske</i></li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/L%C3%ADngua_polonesa" title="Língua polonesa">Polonês</a> - <i>Wielkanoc</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_portuguesa" title="Língua portuguesa">Português</a> - <i>Páscoa</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_romena" title="Língua romena">Romeno</a> - <i>Paşti</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_russa" title="Língua russa">Russo</a> - <i>Пасха</i> (<i>Paskha</i>)</li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_sueca" title="Língua sueca">Sueco</a> - <i>Påsk</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_turca" title="Língua turca">Turco</a> - <i>Paskalya</i></li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_ucraniana" title="Língua ucraniana">Ucraniano</a> - <i>Великдень</i> (<i>Velykden'</i>)</li>
</ul>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-78211773285583075292012-04-06T12:41:00.000-07:002012-04-06T12:41:16.134-07:00<table align="center" class="noprint" style="background: #fbfbfb; border-collapse: collapse; border-left: 10px solid #f4c430; border: 1px solid #aaa; margin: 0 auto; width: 80%;"><tbody>
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" /></td><td align="center" width="8%"><br />
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</tbody></table><div class="thumb tright"><div class="thumbinner" style="width: 252px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Shroud_positive_negative_compare.jpg"></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Shroud_positive_negative_compare.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.19/common/images/magnify-clip.png" width="15" /></a></div><div style="text-align: justify;"> O <b>Sudário de Turim</b>: foto da face, à esquerda o positivo, à direita o negativo. Nota: O negativo teve o contraste realçado.</div></div></div></div><div style="text-align: justify;">O <b>Sudário de Turim</b>, ou o <b>Santo Sudário</b> é uma peça de <a href="http://pt.wikipedia.org/wiki/Linho" title="Linho">linho</a> que mostra a imagem de um homem que aparentemente sofreu traumatismos físicos de maneira consistente com a <a href="http://pt.wikipedia.org/wiki/Crucifica%C3%A7%C3%A3o" title="Crucificação">crucificação</a>.<sup class="reference" id="cite_ref-archaeology_0-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-archaeology-0">[1]</a></sup> O Sudário está guardado na <a href="http://pt.wikipedia.org/wiki/Catedral_de_Turim" title="Catedral de Turim">Catedral de Turim</a>, na Itália, desde o <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_XIV" title="Século XIV">século XIV</a>.<sup class="reference" id="cite_ref-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-1">[2]</a></sup> Pertenceu desde <a href="http://pt.wikipedia.org/wiki/1357" title="1357">1357</a> à <a href="http://pt.wikipedia.org/wiki/Casa_de_Saboia" title="Casa de Saboia">casa de Saboia</a> que em <a href="http://pt.wikipedia.org/wiki/1983" title="1983">1983</a> o doou ao <a href="http://pt.wikipedia.org/wiki/Vaticano" title="Vaticano">Vaticano</a>.<sup class="reference" id="cite_ref-2"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-2">[3]</a></sup> A peça é raramente exibida em público,<sup class="reference" id="cite_ref-3"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-3">[4]</a></sup> a última exposição foi no ano <a href="http://pt.wikipedia.org/wiki/2010" title="2010">2010</a> quando atraiu mais de 50 mil fiéis.<sup class="reference" id="cite_ref-4"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-4">[5]</a></sup></div><div style="text-align: justify;">Vários <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Crist%C3%A3os" title="Cristãos">cristãos</a> acreditam que seja o tecido que cobriu o corpo de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Jesus_Cristo" title="Jesus Cristo">Jesus Cristo</a> após sua morte.<sup class="reference" id="cite_ref-5"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-5">[6]</a></sup> A imagem no manto é em realidade muito mais nítida na impressão branca e negra do negativo fotográfico que em sua coloração natural.<sup class="reference" id="cite_ref-CETICISMO_6-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CETICISMO-6">[7]</a></sup> A imagem do negativo fotográfico do manto foi vista pela primeira vez na noite de <a href="http://pt.wikipedia.org/wiki/28_de_maio" title="28 de maio">28 de maio</a> de<a href="http://pt.wikipedia.org/wiki/1898" title="1898">1898</a> através da chapa inversa feita pelo fotógrafo amador Secondo Pia que recebeu a permissão para fotografá-lo durante a sua exibição na Catedral de Turim. <sup class="reference" id="cite_ref-CALVETTI_7-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CALVETTI-7">[8]</a></sup></div><div style="text-align: justify;">A origem da peça conhecida como Santo Sudário tem sido objeto de grande polémica. Para descrever seu estudo geral, os pesquisadores cunharam o termo "<a class="new" href="http://pt.wikipedia.org/w/index.php?title=Sindonologia&action=edit&redlink=1" title="Sindonologia (página não existe)">sindonologia</a>", do <a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_grega" title="Língua grega">grego</a> σινδών—<i>sindon</i>, a palavra usada no <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Evangelho_de_Marcos" title="Evangelho de Marcos">evangelho de Marcos</a> para descrever o tipo de tecido comprado por <a href="http://pt.wikipedia.org/wiki/Jos%C3%A9_de_Arimateia" title="José de Arimateia">José de Arimateia</a> para usar como mortalha de Jesus<sup class="reference" id="cite_ref-GALILEU_8-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-GALILEU-8">[9]</a></sup>.</div><table class="toc" id="toc" style="margin-left: 0px; margin-right: 0px; text-align: left;"><tbody>
<tr> <td> <div id="toctitle"> <h2>Índice</h2><span class="toctoggle"> [<a class="internal" href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#" id="togglelink">esconder</a>] </span></div><ul><li class="toclevel-1 tocsection-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Caracter.C3.ADsticas"><span class="tocnumber">1</span> <span class="toctext">Características</span></a></li>
<li class="toclevel-1 tocsection-2"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Hist.C3.B3ria"><span class="tocnumber">2</span> <span class="toctext">História</span></a> <ul><li class="toclevel-2 tocsection-3"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#At.C3.A9_o_s.C3.A9culo_XIII"><span class="tocnumber">2.1</span> <span class="toctext">Até o século XIII</span></a></li>
<li class="toclevel-2 tocsection-4"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#S.C3.A9culo_XIV"><span class="tocnumber">2.2</span> <span class="toctext">Século XIV</span></a></li>
<li class="toclevel-2 tocsection-5"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#S.C3.A9culo_XV"><span class="tocnumber">2.3</span> <span class="toctext">Século XV</span></a></li>
<li class="toclevel-2 tocsection-6"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#S.C3.A9culo_XVI_aos_nossos_dias"><span class="tocnumber">2.4</span> <span class="toctext">Século XVI aos nossos dias</span></a> <ul><li class="toclevel-3 tocsection-7"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#O_restauro_de_2002"><span class="tocnumber">2.4.1</span> <span class="toctext">O restauro de 2002</span></a></li>
</ul></li>
</ul></li>
<li class="toclevel-1 tocsection-8"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#An.C3.A1lise_cient.C3.ADfica"><span class="tocnumber">3</span> <span class="toctext">Análise científica</span></a> <ul><li class="toclevel-2 tocsection-9"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Data.C3.A7.C3.A3o_por_radiocarbono"><span class="tocnumber">3.1</span> <span class="toctext">Datação por radiocarbono</span></a></li>
<li class="toclevel-2 tocsection-10"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Propriedades_qu.C3.ADmicas"><span class="tocnumber">3.2</span> <span class="toctext">Propriedades químicas</span></a></li>
<li class="toclevel-2 tocsection-11"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Poss.C3.ADveis_meios_de_forma.C3.A7.C3.A3o_da_imagem"><span class="tocnumber">3.3</span> <span class="toctext">Possíveis meios de formação da imagem</span></a> <ul><li class="toclevel-3 tocsection-12"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#A_hip.C3.B3tese_da_rea.C3.A7.C3.A3o_de_Maillard"><span class="tocnumber">3.3.1</span> <span class="toctext">A hipótese da reação de Maillard</span></a></li>
<li class="toclevel-3 tocsection-13"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#An.C3.A1lise_da_perspectiva_.C3.B3tica"><span class="tocnumber">3.3.2</span> <span class="toctext">Análise da perspectiva ótica</span></a></li>
</ul></li>
</ul></li>
<li class="toclevel-1 tocsection-14"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Perspectiva_religiosa"><span class="tocnumber">4</span> <span class="toctext">Perspectiva religiosa</span></a> <ul><li class="toclevel-2 tocsection-15"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Posi.C3.A7.C3.A3o_do_Vaticano"><span class="tocnumber">4.1</span> <span class="toctext">Posição do Vaticano</span></a></li>
</ul></li>
<li class="toclevel-1 tocsection-16"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Controv.C3.A9rsia"><span class="tocnumber">5</span> <span class="toctext">Controvérsia</span></a></li>
<li class="toclevel-1 tocsection-17"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Desenvolvimentos_recentes"><span class="tocnumber">6</span> <span class="toctext">Desenvolvimentos recentes</span></a> <ul><li class="toclevel-2 tocsection-18"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Achado_arqueol.C3.B3gico"><span class="tocnumber">6.1</span> <span class="toctext">Achado arqueológico</span></a></li>
</ul></li>
<li class="toclevel-1 tocsection-19"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Ver_tamb.C3.A9m"><span class="tocnumber">7</span> <span class="toctext">Ver também</span></a></li>
<li class="toclevel-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Refer.C3.AAncias"><span class="tocnumber">8</span> <span class="toctext">Referências</span></a></li>
<li class="toclevel-1 tocsection-20"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#Liga.C3.A7.C3.B5es_externas"><span class="tocnumber">9</span> <span class="toctext">Ligações externas</span></a> <ul><li class="toclevel-2 tocsection-21"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#A_favor_do_sud.C3.A1rio_como_rel.C3.ADquia"><span class="tocnumber">9.1</span> <span class="toctext">A favor do sudário como relíquia</span></a></li>
<li class="toclevel-2 tocsection-22"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#A_favor_do_sud.C3.A1rio_como_falsifica.C3.A7.C3.A3o"><span class="tocnumber">9.2</span> <span class="toctext">A favor do sudário como falsificação</span></a></li>
</ul></li>
</ul></td> </tr>
</tbody></table><h2 style="text-align: justify;"><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Sud%C3%A1rio_de_Turim&action=edit&section=1" title="Editar secção: Características">editar</a>]</span> <span class="mw-headline" id="Caracter.C3.ADsticas">Características</span></h2><div class="thumb tright" style="text-align: justify;"> <div class="thumbinner" style="width: 152px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Shroudofturin.jpg"><img alt="" class="thumbimage" height="569" src="http://upload.wikimedia.org/wikipedia/commons/thumb/9/9d/Shroudofturin.jpg/150px-Shroudofturin.jpg" width="150" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Shroudofturin.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.19/common/images/magnify-clip.png" width="15" /></a></div>A imagem completa</div></div></div><div style="text-align: justify;">O sudário é uma peça rectangular de linho com cerca de 4,5 metros de comprimento e 1,1 de largura.<sup class="reference" id="cite_ref-galileu_9-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-galileu-9">[10]</a></sup><sup class="reference" id="cite_ref-10"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-10">[11]</a></sup> O tecido apresenta a imagem de um homem de 1,83m de altura<sup class="reference" id="cite_ref-GALILEU_8-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-GALILEU-8">[9]</a></sup> que parece ter sido crucificado, com feridas consistentes com as que Jesus sofreu antes de sua crucificação no relato bíblico.<sup class="reference" id="cite_ref-archaeology_0-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-archaeology-0">[1]</a></sup></div><div style="text-align: justify;">A <a href="http://pt.wikipedia.org/wiki/28_de_maio" title="28 de maio">28 de maio</a> de <a href="http://pt.wikipedia.org/wiki/1898" title="1898">1898</a>, o fotógrafo italiano Secondo Pia tirou a primeira <a href="http://pt.wikipedia.org/wiki/Fotografia" title="Fotografia">fotografia</a> ao sudário e constatou que o negativo da fotografia assemelhava-se a uma imagem positiva do homem, o que significava que a imagem do sudário era, em si, um negativo.<sup class="reference" id="cite_ref-CETICISMO_6-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CETICISMO-6">[7]</a></sup></div><h2 style="text-align: justify;"><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Sud%C3%A1rio_de_Turim&action=edit&section=2" title="Editar secção: História">editar</a>]</span> <span class="mw-headline" id="Hist.C3.B3ria">História</span></h2><h3 style="text-align: justify;"><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Sud%C3%A1rio_de_Turim&action=edit&section=3" title="Editar secção: Até o século XIII">editar</a>]</span> <span class="mw-headline" id="At.C3.A9_o_s.C3.A9culo_XIII">Até o século XIII</span></h3><div class="thumb tright" style="text-align: justify;"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Abgarwithimageofedessa10thcentury.jpg"><img alt="" class="thumbimage" height="282" src="http://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Abgarwithimageofedessa10thcentury.jpg/220px-Abgarwithimageofedessa10thcentury.jpg" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Abgarwithimageofedessa10thcentury.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.19/common/images/magnify-clip.png" width="15" /></a></div>Uma das primeiras representações do sudário de Edessa, do século IX</div></div></div><div style="text-align: justify;">As primeiras referências a um possível sudário surgem na própria Bíblia. O <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Evangelho_de_Mateus" title="Evangelho de Mateus">Evangelho de Mateus</a> (27:59) refere que <a href="http://pt.wikipedia.org/wiki/Jos%C3%A9_de_Arimateia" title="José de Arimateia">José de Arimateia</a> envolveu o corpo de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Jesus_Cristo" title="Jesus Cristo">Jesus Cristo</a> com "um pano de linho limpo". <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Evangelho_de_S%C3%A3o_Jo%C3%A3o" title="Evangelho de São João">João</a> (19:38-40) também descreve o evento, e relata que os apóstolos <a href="http://pt.wikipedia.org/wiki/S%C3%A3o_Pedro" title="São Pedro">Pedro</a> e <a href="http://pt.wikipedia.org/wiki/S%C3%A3o_Jo%C3%A3o_Evangelista" title="São João Evangelista">João</a>, ao visitar o túmulo de Jesus após a ressurreição, encontraram os lençóis dobrados (Jo 20:6-7). Embora depois desta descrição evangélica o sudário só tenha feito sua aparição definitiva no <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_XIV" title="Século XIV">século XIV</a>, para não mais ser perdido de vista, existem alguns relatos anteriores que contêm indicações consistentes sobre a existência de um tal tecido em tempos mais antigos.<sup class="reference" id="cite_ref-GUSCIN_11-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-GUSCIN-11">[12]</a></sup><sup class="reference" id="cite_ref-BELLIS_12-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-BELLIS-12">[13]</a></sup><sup class="reference" id="cite_ref-IMPERO_13-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-IMPERO-13">[14]</a></sup></div><div style="text-align: justify;">A primeira menção não-evangélica a ele data de <a href="http://pt.wikipedia.org/wiki/544" title="544">544</a>, quando um pedaço de tecido mostrando uma face que se acreditou ser a de Jesus foi encontrado escondido sob uma ponte em <a href="http://pt.wikipedia.org/wiki/%C5%9Eanl%C4%B1urfa" title="Şanlıurfa">Edessa</a>. Suas primeiras descrições mencionam um pedaço de pano quadrado, mostrando apenas a face, mas <a href="http://pt.wikipedia.org/wiki/Jo%C3%A3o_Damasceno" title="João Damasceno">João Damasceno</a>, em sua obra anti-iconoclasta "Sobre as imagens sagradas", falando sobre a mesma relíquia, a descreve como uma faixa comprida de tecido, embora afirmasse que se tratava de uma imagem transferida para o pano quando Jesus ainda estava vivo, isto é, não seria uma mortalha, mas sim um tecido que esteve em contato com Cristo ainda vivo.<sup class="reference" id="cite_ref-14"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-14">[15]</a></sup></div><div style="text-align: justify;">Em <a href="http://pt.wikipedia.org/wiki/944" title="944">944</a>, quando esta peça foi transferida para <a href="http://pt.wikipedia.org/wiki/Constantinopla" title="Constantinopla">Constantinopla</a>, <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Gregorius_Referendarius&action=edit&redlink=1" title="Gregorius Referendarius (página não existe)">Gregorius Referendarius</a>, arquidiácono da <a href="http://pt.wikipedia.org/wiki/Bas%C3%ADlica_de_Santa_Sofia" title="Basílica de Santa Sofia">Basílica de Santa Sofia</a> pregou um sermão sobre o artefato, que foi dado como perdido até ser redescoberto em <a href="http://pt.wikipedia.org/wiki/1004" title="1004">1004</a> num manuscrito dos arquivos do <a href="http://pt.wikipedia.org/wiki/Vaticano" title="Vaticano">Vaticano</a>.<sup class="reference" id="cite_ref-GUSCIN_11-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-GUSCIN-11">[12]</a></sup><sup class="reference" id="cite_ref-BELLIS_12-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-BELLIS-12">[13]</a></sup>.Neste sermão é feita uma descrição do sudário de Edessa como contendo não só a face, mas uma imagem de corpo inteiro, e cita a presença de manchas de sangue. Outra fonte é o <i>Codex Vossianus Latinus</i>, também no Vaticano, que se refere ao sudário de Edessa como sendo uma impressão de corpo inteiro <sup class="reference" id="cite_ref-IMPERO_13-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-IMPERO-13">[14]</a></sup></div><div style="text-align: justify;">Outra evidência é uma gravura incluída no chamado <i>Manuscrito Húngaro de Preces</i>,<sup class="reference" id="cite_ref-15"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-15">[16]</a></sup> datado de <a href="http://pt.wikipedia.org/wiki/1192" title="1192">1192</a>, onde a figura mostra o corpo de Jesus sendo preparado para o sepultamento, numa posição consistente com a imagem impressa no sudário de Turim.</div><div class="thumb tright" style="text-align: justify;"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Hungarianpraymanuscript1192-1195.jpg"><img alt="" class="thumbimage" height="319" src="http://upload.wikimedia.org/wikipedia/commons/thumb/d/d7/Hungarianpraymanuscript1192-1195.jpg/220px-Hungarianpraymanuscript1192-1195.jpg" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Hungarianpraymanuscript1192-1195.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.19/common/images/magnify-clip.png" width="15" /></a></div>A gravura no "Manuscrito Húngaro de Preces"</div></div></div><div style="text-align: justify;">Em <a href="http://pt.wikipedia.org/wiki/1203" title="1203">1203</a>, o cruzado <a href="http://pt.wikipedia.org/wiki/Roberto_de_Clari" title="Roberto de Clari">Roberto de Clari</a> afirmou ter visto o sudário em <a href="http://pt.wikipedia.org/wiki/Constantinopla" title="Constantinopla">Constantinopla</a> nos seguintes termos: <i>"Lá estava o sudário em que nosso Senhor foi envolto, e que a cada quinta-feira é exposto de modo que todos possam ver a imagem de nosso Senhor nele"</i>.<sup class="reference" id="cite_ref-16"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-16">[17]</a></sup> Seguindo-se ao saque de Constantinopla, em <a href="http://pt.wikipedia.org/wiki/1205" title="1205">1205</a> Theodoros Angelos, sobrinho de um dos três imperadores bizantinos, escreveu uma carta de protesto ao papa <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Inoc%C3%AAncio_III" title="Inocêncio III">Inocêncio III</a>, onde menciona o roubo de riquezas e relíquias sagradas da capital pelos <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Cruzados" title="Cruzados">cruzados</a>, e dizendo que as jóias ficaram com os <a href="http://pt.wikipedia.org/wiki/Rep%C3%BAblica_de_Veneza" title="República de Veneza">venezianos</a> e relíquias haviam sido divididas entre os franceses, citando explicitamente o sudário, que segundo ele havia sido levado para <a href="http://pt.wikipedia.org/wiki/Atenas" title="Atenas">Atenas</a> nesta época.<sup class="reference" id="cite_ref-17"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-17">[18]</a></sup><sup class="reference" id="cite_ref-18"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-18">[19]</a></sup></div><div style="text-align: justify;">Dali, a partir de testemunhos de época de <a href="http://pt.wikipedia.org/wiki/Godofredo_de_Villehardouin" title="Godofredo de Villehardouin">Godofredo de Villehardouin</a> e do mesmo Roberto de Clari, o sudário teria sido tomado por <a href="http://pt.wikipedia.org/wiki/Otto_de_la_Roche" title="Otto de la Roche">Otto de la Roche</a>, que se tornou <a href="http://pt.wikipedia.org/wiki/Ducado_de_Atenas" title="Ducado de Atenas">Duque de Atenas</a>. Segundo a pesquisadora italiana Barbara Frale, os <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Templ%C3%A1rios" title="Templários">templários</a> teriam mantido o sudário por um século em sua posse e o levado à <a href="http://pt.wikipedia.org/wiki/Fran%C3%A7a" title="França">França</a>.<sup class="reference" id="cite_ref-19"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-19">[20]</a></sup> Ainda há controvérsia se o <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Edessa" title="Sudário de Edessa">sudário de Edessa</a> (chamado <i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mandylion" title="Mandylion">Mandylion</a></i>) seria o mesmo de Turim, em vista de referências que indicariam sua presença em Constantinopla até <a href="http://pt.wikipedia.org/wiki/1362" title="1362">1362</a>, cinco anos após sua aparição no Ocidente.<sup class="reference" id="cite_ref-20"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-20">[21]</a></sup></div><h3 style="text-align: justify;"><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Sud%C3%A1rio_de_Turim&action=edit&section=4" title="Editar secção: Século XIV">editar</a>]</span> <span class="mw-headline" id="S.C3.A9culo_XIV">Século XIV</span></h3><div style="text-align: justify;">O Sudário reapareceu na França por volta de <a href="http://pt.wikipedia.org/wiki/1349" title="1349">1349</a> em poder de <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Godofredo_de_Charney&action=edit&redlink=1" title="Godofredo de Charney (página não existe)">Godofredo de Charney</a>, senhor de Lirey, próximo de <a href="http://pt.wikipedia.org/wiki/Troyes" title="Troyes">Troyes</a><sup class="reference" id="cite_ref-PRESNEY_21-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>.</div><div style="text-align: justify;"><a class="new" href="http://pt.wikipedia.org/w/index.php?title=Henrique_de_Poitiers&action=edit&redlink=1" title="Henrique de Poitiers (página não existe)">Henrique de Poitiers</a>, arcebispo de Troyes, apoiado mais tarde pelo rei <a href="http://pt.wikipedia.org/wiki/Carlos_VI_de_Fran%C3%A7a" title="Carlos VI de França">Carlos VI de França</a>, declarou o sudário como uma impostura e proibiu a sua adoração. A peça conseguiu, no entanto, recolher um número considerável de admiradores que lutaram para a manter em exibição nas igrejas.</div><div style="text-align: justify;">Em <a href="http://pt.wikipedia.org/wiki/1389" title="1389">1389</a>, o bispo <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Pierre_d%E2%80%99Arcis&action=edit&redlink=1" title="Pierre d’Arcis (página não existe)">Pierre d’Arcis</a> (sucessor de Henrique) denunciou a suposta relíquia como uma fraude fabricada por um pintor talentoso, numa carta a <a href="http://pt.wikipedia.org/wiki/Antipapa_Clemente_VII" title="Antipapa Clemente VII">Clemente VII</a> (<a href="http://pt.wikipedia.org/wiki/Antipapa" title="Antipapa">antipapa</a> em <a href="http://pt.wikipedia.org/wiki/Papado_de_Avinh%C3%A3o" title="Papado de Avinhão">Avinhão</a>). D’Arcis menciona que até então tem sido bem sucedido em esconder o pano e revela que a verdade lhe fora confessada pelo próprio artista, que não é identificado. A carta descreve ainda o sudário com grande precisão.</div><div style="text-align: justify;">Aparentemente, os conselhos do bispo de Troyes não foram ouvidos visto que Clemente VII declarou a relíquia sagrada e ofereceu <a href="http://pt.wikipedia.org/wiki/Indulg%C3%AAncia" title="Indulgência">indulgências</a> a quem peregrinasse para ver o sudário.<sup class="reference" id="cite_ref-PICKNETT_22-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PICKNETT-22">[23]</a></sup></div><h3 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="S.C3.A9culo_XV">Século XV</span></h3><div style="text-align: justify;">Em <a href="http://pt.wikipedia.org/wiki/1415" title="1415">1415</a>, devido às pilhagens da <a href="http://pt.wikipedia.org/wiki/Guerra_dos_Cem_Anos" title="Guerra dos Cem Anos">Guerra dos Cem Anos</a>, Margarita de Charny, neta de Godofredo e casada com <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Humberto_de_Villersexel&action=edit&redlink=1" title="Humberto de Villersexel (página não existe)">Humberto de Villersexel</a>, conde de La Roche, retirou o sudário da Colegiata de Lirey e o colocou no castelo de seu marido, no povoado de Saint Hippolyte-sur-le Doubs<sup class="reference" id="cite_ref-PRESNEY_21-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>.</div><div class="thumb tright" style="text-align: justify;"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:OntstaanLijkwade_GiovanniBattista.png"><img alt="" class="thumbimage" height="311" src="http://upload.wikimedia.org/wikipedia/commons/thumb/7/77/OntstaanLijkwade_GiovanniBattista.png/220px-OntstaanLijkwade_GiovanniBattista.png" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:OntstaanLijkwade_GiovanniBattista.png" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.19/common/images/magnify-clip.png" width="15" /></a></div>Pintura de <a href="http://pt.wikipedia.org/wiki/Giulio_Clovio" title="Giulio Clovio">Giulio Clovio</a> mostrando o sudário e a forma como Jesus foi envolvido</div></div></div><div style="text-align: justify;">Quando Margarita enviuvou de Humberto, passou a expor o sudário no castelo, em troca de donativos, devido à sua precária situação financeira<sup class="reference" id="cite_ref-PRESNEY_21-2"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>. Possivelmente devido a esta situação, em <a href="http://pt.wikipedia.org/wiki/22_de_mar%C3%A7o" title="22 de março">22 de março</a> de <a href="http://pt.wikipedia.org/wiki/1453" title="1453">1453</a> o sudário foi transferido a <a href="http://pt.wikipedia.org/wiki/Lu%C3%ADs,_Duque_de_Saboia" title="Luís, Duque de Saboia">Luís</a>, <a href="http://pt.wikipedia.org/wiki/Ducado_de_Saboia" title="Ducado de Saboia">duque de Saboia</a>, mediante contrato assinado em <a href="http://pt.wikipedia.org/wiki/Genebra" title="Genebra">Genebra</a><sup class="reference" id="cite_ref-PRESNEY_21-3"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>. Pelo mesmo contrato, o duque de Saboia cede a Margarita o castelo de Varambon e as rendas do senhorio de Mirabel, próximo a <a href="http://pt.wikipedia.org/wiki/Lyon" title="Lyon">Lyon</a><sup class="reference" id="cite_ref-PRESNEY_21-4"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>. O contrato declara que a cessão do castelo é "pelos numerosos e importantes serviços que a condessa de la Roche prestou ao duque de Saboia" <sup class="reference" id="cite_ref-PRESNEY_21-5"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>. Assim o sudário passou a ser propriedade da <a href="http://pt.wikipedia.org/wiki/Casa_de_Saboia" title="Casa de Saboia">Casa de Saboia</a>, sob queixas dos cônegos de Lirey que se consideram donos do lençol<sup class="reference" id="cite_ref-PRESNEY_21-6"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>.</div><div style="text-align: justify;">Em <a href="http://pt.wikipedia.org/wiki/1502" title="1502">1502</a>, o sudário foi depositado na Capela Santa do castelo dos duques em <a href="http://pt.wikipedia.org/wiki/Chamb%C3%A9ry" title="Chambéry">Chambéry</a><sup class="reference" id="cite_ref-PRESNEY_21-7"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>.</div><h3 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="S.C3.A9culo_XVI_aos_nossos_dias">Século XVI aos nossos dias</span></h3><div class="need_ref" style="border: 1px solid grey; padding: 0pt 10px; text-align: justify;" title="Esta passagem necessita referência(s) desde março de 2011">O sudário foi mais uma vez declarado como relíquia verdadeira pelo <a href="http://pt.wikipedia.org/wiki/Papa_J%C3%BAlio_II" title="Papa Júlio II">Papa Júlio II</a> em <a href="http://pt.wikipedia.org/wiki/1506" title="1506">1506</a>.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Na noite de 3 para <a href="http://pt.wikipedia.org/wiki/4_de_dezembro" title="4 de dezembro">4 de dezembro</a> de <a href="http://pt.wikipedia.org/wiki/1532" title="1532">1532</a>, o sudário foi danificado por um incêndio que afectou a sua capela e pela água das tentativas de o controlar<sup class="reference" id="cite_ref-PRESNEY_21-8"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>. O sudário estava guardado numa urna de prata — presenteada por Margarida da Áustria em <a href="http://pt.wikipedia.org/wiki/1509" title="1509">1509</a> — e o fogo provocou o derretimento parcial da prata<sup class="reference" id="cite_ref-PRESNEY_21-9"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>. Os pingos de prata derretida deixaram perfurações simétricas no sudário, uma vez que o lençol estava dobrado quarenta e oito vezes<sup class="reference" id="cite_ref-PRESNEY_21-10"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>. Também as bordas dessas dobras, em contato com o metal incandescente, ficaram chamuscadas<sup class="reference" id="cite_ref-PRESNEY_21-11"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>. A água impregnou o sudário, produzindo manchas em forma de losangos devido às dobraduras, asquais aparecem simetricamente em toda a peça quando é estendida<sup class="reference" id="cite_ref-PRESNEY_21-12"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>.</div><div style="text-align: justify;">Em <a href="http://pt.wikipedia.org/wiki/1562" title="1562">1562</a>, a capital do <a href="http://pt.wikipedia.org/wiki/Ducado_de_Saboia" title="Ducado de Saboia">Ducado de Saboia</a> foi transferida de <a href="http://pt.wikipedia.org/wiki/Chamb%C3%A9ry" title="Chambéry">Chambéry</a> para <a href="http://pt.wikipedia.org/wiki/Turim" title="Turim">Turim</a> e, em <a href="http://pt.wikipedia.org/wiki/1578" title="1578">1578</a> a peça foi levada para a catedral de Turim, onde está até hoje na <i>Cappella della Sacra Sindone</i> do <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Palazzo_Reale_di_Torino" title="Palazzo Reale di Torino">Palazzo Reale di Torino</a>.<sup class="reference" id="cite_ref-BASCHERA_23-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-BASCHERA-23">[24]</a></sup></div><div style="text-align: justify;">A <a href="http://pt.wikipedia.org/wiki/Casa_de_Saboia" title="Casa de Saboia">casa de Saboia</a> foi a proprietária do sudário até <a href="http://pt.wikipedia.org/wiki/18_de_mar%C3%A7o" title="18 de março">18 de março</a> de <a href="http://pt.wikipedia.org/wiki/1983" title="1983">1983</a>, quando o ex-rei da Itália, <a href="http://pt.wikipedia.org/wiki/Humberto_II_da_It%C3%A1lia" title="Humberto II da Itália">Humberto II</a>, ao morrer o legou à <a href="http://pt.wikipedia.org/wiki/Santa_S%C3%A9" title="Santa Sé">Santa Sé</a><sup class="reference" id="cite_ref-PRESNEY_21-13"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PRESNEY-21">[22]</a></sup>. Em <a href="http://pt.wikipedia.org/wiki/2002" title="2002">2002</a>, o sudário foi submetido a obras de restauro.</div><h4 style="text-align: justify;"><span class="editsection"></span><span class="mw-headline" id="O_restauro_de_2002">O restauro de 2002</span></h4><div style="text-align: justify;">No inverno de <a href="http://pt.wikipedia.org/wiki/2002" title="2002">2002</a>, o sudário foi submetido a uma grande restauração que chocou a comunidade de pesquisadores e foi condenada por muitos.<sup class="reference" id="cite_ref-RESTORATION_24-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-RESTORATION-24">[25]</a></sup> Autorizada pelo arcebispo de <a href="http://pt.wikipedia.org/wiki/Turim" title="Turim">Turim</a> como uma medida benéfica de conservação, a operação foi baseada na reclamação que o material em torno dos furos de queimadura (dos incêndios pelo qual o sudário passou em pelo menos duas ocasiões) estavam causando contínua oxidação que iriam com o tempo ameaçar a imagem. A operação foi rotulada como cirurgia desnecessária que destruiu dados científicos, removeu os reparos de <a href="http://pt.wikipedia.org/wiki/1534" title="1534">1534</a> que eram parte da herança do sudário, e destruiu oportunidades de pesquisa sofisticada.<sup class="reference" id="cite_ref-RESTORATION_24-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-RESTORATION-24">[25]</a></sup></div><div style="text-align: justify;">Em <a href="http://pt.wikipedia.org/wiki/2003" title="2003">2003</a>, a principal restauradora, Mechthild Flury-Lemberg, especialista suíça em tecidos, descreveu a operação e as razões pelas quais ela a considerou necessária.<sup class="reference" id="cite_ref-25"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-25">[26]</a></sup></div><div style="text-align: justify;">Em <a href="http://pt.wikipedia.org/wiki/2005" title="2005">2005</a>, William Meacham, arqueólogo que estuda o sudário desde 1981, criticou ferozmente a restauração, rejeitou as razões apresentadas por Flury-Lemberg e classificou a operação como "um desastre para o estudo científico da relíquia".<sup class="reference" id="cite_ref-26"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-26">[27]</a></sup></div><h2 style="text-align: justify;"><span class="editsection"></span><span class="mw-headline" id="An.C3.A1lise_cient.C3.ADfica">Análise científica</span></h2><div style="text-align: justify;">As primeiras análises de laboratório ao sudário foram realizadas em <a href="http://pt.wikipedia.org/wiki/1973" title="1973">1973</a> por uma equipe internacional de cientistas.<sup class="reference" id="cite_ref-VOICE_27-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-VOICE-27">[28]</a></sup> Os resultados demonstraram, segundo Walter McCrone, que a imagem do sudário é composta por inúmeras gotículas de tinta fabricada a partir de ocre.<sup class="reference" id="cite_ref-VOICE_27-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-VOICE-27">[28]</a></sup></div><div style="text-align: justify;">Em <a href="http://pt.wikipedia.org/wiki/1978" title="1978">1978</a>, a equipe americana do STURP (<i>Shroud of Turin Research Project</i>) teve acesso ao sudário durante 120 horas.<sup class="reference" id="cite_ref-shroudstory.com_28-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-shroudstory.com-28">[29]</a></sup> A equipe era composta por 40 cientistas, dos quais apenas um não era religioso, Walter C. McCrone, que retirou-se logo no início das investigações.<sup class="reference" id="cite_ref-29"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-29">[30]</a></sup> Foram realizados muitos experimentos que envolveram diversas áreas da ciência, como fotografias com diferentes tipos de filme, radiografia de <a href="http://pt.wikipedia.org/wiki/Raios_X" title="Raios X">raios X</a>, raio X com fluorescência, <a href="http://pt.wikipedia.org/wiki/Espectroscopia" title="Espectroscopia">espectroscopia</a>, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Infravermelho" title="Infravermelho">infravermelho</a> e retirada de amostras com fita, mas não foi autorizado a fazer o teste por datação <a href="http://pt.wikipedia.org/wiki/Carbono-14" title="Carbono-14">carbono-14</a>.<span style="color: grey;"><sup>[</sup></span><sup><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes"><span title="Esta afirmação precisa de uma referência para confirmá-la desde março de 2011."><span style="color: grey;"><i>carece de fontes</i></span></span></a><span style="color: grey;">]</span></sup></div><h3 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="Data.C3.A7.C3.A3o_por_radiocarbono">Datação por radiocarbono</span></h3><div style="text-align: justify;"> Em <a href="http://pt.wikipedia.org/wiki/1988" title="1988">1988</a> o sudário foi datado por radiocarbono por três diferentes laboratórios em <a href="http://pt.wikipedia.org/wiki/Zurich" title="Zurich">Zurich</a>, <a href="http://pt.wikipedia.org/wiki/Oxford" title="Oxford">Oxford</a> e na <a href="http://pt.wikipedia.org/wiki/Universidade_do_Arizona" title="Universidade do Arizona">Universidade do Arizona</a>.<sup class="reference" id="cite_ref-live_science_30-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-live_science-30">[31]</a></sup> Os resultados estavam em concordância de que o tecido é da época entre <a href="http://pt.wikipedia.org/wiki/1260" title="1260">1260</a> e <a href="http://pt.wikipedia.org/wiki/1390" title="1390">1390</a>.<sup class="reference" id="cite_ref-live_science_30-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-live_science-30">[31]</a></sup></div><div style="text-align: justify;"> A datação radiométrica por carbono-14 é efetiva até datas de 30 mil a 40 mil anos BP (Before Present = Antes do Presente). Após esse período, a radiação emitida pelo carbono-14 terá sido reduzida a praticamente zero. Por outro lado, em um objeto com muito recente, por exemplo, com cem anos de idade, a quantidade de radiação emitida não terá diminuído o suficiente para que seja detectada alguma diferença.<sup class="reference" id="cite_ref-31"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-31">[32]</a></sup> Existem, no entanto, várias fontes de erro que podem induzir resultados duvidosos.<sup class="reference" id="cite_ref-ACIDIGITAL_32-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-ACIDIGITAL-32">[33]</a></sup> Muito da polémica sobre a autenticidade do sudário foca as possíveis fontes de erros da datação.<sup class="reference" id="cite_ref-ACIDIGITAL_32-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-ACIDIGITAL-32">[33]</a></sup></div><div style="text-align: justify;">O ensaio do carbono reativo feito em <a href="http://pt.wikipedia.org/wiki/1988" title="1988">1988</a> por três equipes de cientistas independentes indicou como resultados que o manto foi feito entre <a href="http://pt.wikipedia.org/wiki/1260" title="1260">1260</a> e <a href="http://pt.wikipedia.org/wiki/1390" title="1390">1390</a>, portanto durante a <a href="http://pt.wikipedia.org/wiki/Idade_M%C3%A9dia" title="Idade Média">Idade Média</a>, aproximadamente treze séculos posterior a Cristo.<sup class="reference" id="cite_ref-live_science_30-2"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-live_science-30">[31]</a></sup> Alegações de incertezas e erros nos exames surgiram imediatamente após a publicação dos resultados e foram em grande parte respondidas por Harry E. Gove.<sup class="reference" id="cite_ref-33"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-33">[34]</a></sup><sup class="reference" id="cite_ref-34"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-34">[35]</a></sup></div><div style="text-align: justify;"> A controvérsia continuou, porque o microbiólogo Dr. Garza Valdez descobriu bactérias no Sudário que deturpa a datação pelo carbono. Posteriormente, em documentário do Discovery Channel o Dr. Harry Gove que foi o descobridor da tecnologia de datação de carbono - 14 reconheceu que o trabalho no Sudário foi feito sem conhecimento das descobertas de Valdez. Ainda afirmou que mesmo tentando limpar as bactérias, com a tecnologia atual, não é possível separar as bactérias do tecido e, portanto, por enquanto a datação por carbono no Sudário não é válida. Harry Gove afirmou que quando houver essa tecnologia fará a petição a <a href="http://pt.wikipedia.org/wiki/Santa_S%C3%A9" title="Santa Sé">Santa Sé</a> para tentar datar o Sudário novamente<sup class="reference" id="cite_ref-35"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-35">[36]</a></sup>.</div><div style="text-align: justify;"> A afirmação de que a amostra analisada pelas equipes de cientistas teria sido retirada de uma zona do manto que não fazia parte do tecido original, foi desmentida por <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Joe_Nickell&action=edit&redlink=1" title="Joe Nickell (página não existe)">Joe Nickell</a><sup class="reference" id="cite_ref-CEPTICO_36-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CEPTICO-36">[37]</a></sup>. O Sudário foi também danificado devido a um incêndio no final da <a href="http://pt.wikipedia.org/wiki/Idade_M%C3%A9dia" title="Idade Média">Idade Média</a>, o que poderia ter acrescentado carbono reativo à composição do tecido invalidando a aplicação da análise por carbono reativo.<sup class="reference" id="cite_ref-CEPTICO_36-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CEPTICO-36">[37]</a></sup>. Este laudo por sua vez foi questionado por céticos como Joe Nickell, que acredita que as conclusões do seu autor, Raymond Rogers,<sup class="reference" id="cite_ref-37"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-37">[38]</a></sup> resultam de uma "busca de evidências que possam garantir uma conclusão previamente desejada". Philip Ball, da revista "Nature", contestou esta afirmação dizendo que a idéia de que os estudos de Rogers tenham sido direcionados para a obtenção de uma conclusão pré-estabelecida é injusta e Rogers "apresenta uma história de trabalho respeitável".<sup class="reference" id="cite_ref-38"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-38">[39]</a></sup> Todavia, a pesquisa de <a href="http://pt.wikipedia.org/wiki/2008" title="2008">2008</a> na unidade de aceleração de carbono reativo da <a href="http://pt.wikipedia.org/wiki/Universidade_de_Oxford" title="Universidade de Oxford">Universidade de Oxford</a> propõe uma revisão da data a que se atribui à criação do manto de <a href="http://pt.wikipedia.org/wiki/1390" title="1390">1390</a> para <a href="http://pt.wikipedia.org/wiki/1260" title="1260">1260</a>,<sup class="reference" id="cite_ref-39"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-39">[40]</a></sup> o que levou seu diretor Gordan Ramsey a convocar a comunidade científica a novas comprovações sobre autenticidade do Sudário. "Com as medidas do ensaio de carbono reativo e com todas as outras evidências que se possui a respeito do Sudário, ainda existem conflitos de interpretação de diferentes fontes" disse Gordan ao noticiário da BBC em <a href="http://pt.wikipedia.org/wiki/2008" title="2008">2008</a>, após a publicação dos novos resultados.<sup><span style="color: grey;">]</span></sup> Apesar de manter uma mente aberta quanto ao tema, Ramsey enfatizou que ficaria surpreso se sobre os ensaios de <a href="http://pt.wikipedia.org/wiki/1988" title="1988">1988</a> fosse comprovado um erro de dez séculos.<span style="color: grey;"></span><sup><span style="color: grey;"></span></sup></div><div style="text-align: justify;"> A datação do sudário foi contestada pelo argumento de contaminação bacteriana<sup class="reference" id="cite_ref-CEPTICO_36-2"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CEPTICO-36">[37]</a></sup>. Em resposta, os cientistas que realizaram as análises de <a href="http://pt.wikipedia.org/wiki/Carbono-14" title="Carbono-14">carbono-14</a> afirmam que o tecido foi limpo antes do teste Cabon o 14, o que exclui a possibilidade dessa contaminação<sup class="reference" id="cite_ref-CEPTICO_36-3"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CEPTICO-36">[37]</a></sup>. Um especialista <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Neozeland%C3%AAs" title="Neozelandês">neozelandês</a> afirmou ainda que um erro de treze séculos devido a contaminação bacteriana é possível, mas implicaria uma camada de bactérias com o dobro da espessura do tecido, o que afasta esta teoria. O intervalo de resultados (<a href="http://pt.wikipedia.org/wiki/1290" title="1290">1290</a>-<a href="http://pt.wikipedia.org/wiki/1390" title="1390">1390</a>) é explicado pela influência do incêndio de <a href="http://pt.wikipedia.org/wiki/Chamb%C3%A9ry" title="Chambéry">Chambéry</a> de <a href="http://pt.wikipedia.org/wiki/1532" title="1532">1532</a> e subsequentes tentativas (desastradas) de restauro. Sendo assim, e devido aos acidentes, a datação com carbono-14 não seria exata. <sup class="reference" id="cite_ref-MOURAIEV_40-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-MOURAIEV-40">[41]</a></sup> Porém segundo o Dr. Walter McCrone, um peso de carbono do século XX igual a duas vezes o peso total do sudário seria necessário para fazer um objeto do século I ser datado como do <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_XIV" title="Século XIV">século XIV</a>, e portanto haveria suficiente certeza que o sudário seria uma criação medieval.<sup class="reference" id="cite_ref-41"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-41">[42]</a></sup></div><div style="text-align: justify;">No entanto, Joseph G. Marino e M. Sue Benford propuseram que a área de tecido usada como amostra pode não pertencer ao tecido original (nenhuma das amostras continha uma área "manchada"), uma vez que quase 60% do tecido do Sudário é resultado de progressivas reparações feitas ao longo dos séculos.<sup class="reference" id="cite_ref-ROGERS_42-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-ROGERS-42">[43]</a></sup> O académico Raymond Rogers argumentou, num artigo publicado em 2005,<sup class="reference" id="cite_ref-43"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-43">[44]</a></sup> que a análise química por ele realizada confirmava esta hipótese, uma vez que as amostras usadas na datação-por-carbono mostram traços evidentes de <a href="http://pt.wikipedia.org/wiki/Corante" title="Corante">corantes</a>, provavelmente usados pelos tecelões medievais para conseguir a cor do tecido original ao realizarem reparações e reforçarem o sudário para maior protecção. outros autores apresentaram ainda evidências adicionais neste sentido.<sup class="reference" id="cite_ref-ROGERS_42-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-ROGERS-42">[43]</a></sup><sup class="reference" id="cite_ref-44"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-44">[45]</a></sup><sup class="reference" id="cite_ref-45"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-45">[46]</a></sup><sup class="reference" id="cite_ref-46"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-46">[47]</a></sup></div><div style="text-align: justify;">A mais recente pesquisa sobre o sudário foi publicada em dezembro de 2011 pela agência italiana para as novas tecnologias e desenvolvimento sustentável (ENEA). Por cinco anos essa agência de pesquisa centralizou seus esforços sobre a formação da imagem que se vê no sudário, tentando a sua reprodução. A conclusão foi que: <i>“A imagem dupla (frente e verso) de um homem flagelado e crucificado, pouco visível no tecido de linho do Sudário de Turim, tem muitas características físicas e químicas e é impossível de ser reproduzida em laboratório”</i>.<sup class="reference" id="cite_ref-47"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-47">[48]</a></sup> Os cientistas tiveram extrema cautela ao publicar suas conclusões, limitando-se a “propor considerações que não extravasam o campo científico”.<sup class="reference" id="cite_ref-48"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-48">[49]</a></sup></div><h3 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="Propriedades_qu.C3.ADmicas">Propriedades químicas</span></h3><div style="text-align: justify;">Foram também efectuados testes químicos ao sudário por especialistas das Universidades de <a href="http://pt.wikipedia.org/wiki/Mil%C3%A3o" title="Milão">Milão</a> e da <a href="http://pt.wikipedia.org/wiki/Calif%C3%B3rnia" title="Califórnia">Califórnia</a>. Os métodos utilizados foram a análise espectral e fotografia ultravioleta. Os resultados mostram que a porção amostrada para datação radiométrica é distinta do resto do tecido, nomeadamente pela presença de pigmentos e fixantes. Este resultado sugere que esta porção do tecido seja na realidade um remendo posterior. Outra diferença consiste na presença de <a href="http://pt.wikipedia.org/wiki/Vanilina" title="Vanilina">vanilina</a>, um produto da decomposição térmica da linhina (um composto das fibras naturais). A vanilina é um composto habitual na análise a tecidos da <a href="http://pt.wikipedia.org/wiki/Idade_M%C3%A9dia" title="Idade Média">Idade Média</a>, mas que se encontra ausente em amostras mais antigas, uma vez que sofre decaimento. Segundo Raymond Rogers: "O fato de que a vanilina não pode ser detectada na lignina das fibras do manto, pergaminhos do <a href="http://pt.wikipedia.org/wiki/Mar_Morto" title="Mar Morto">mar Morto</a> e outros pedaços de linho muito antigos indica que o manto é muito velho".<sup class="reference" id="cite_ref-49"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-49">[50]</a></sup></div><h3 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="Poss.C3.ADveis_meios_de_forma.C3.A7.C3.A3o_da_imagem">Possíveis meios de formação da imagem</span></h3><div style="text-align: justify;">A imagem no tecido tem muitas características peculiares e profundamente estudadas.<sup class="reference" id="cite_ref-50"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-50">[51]</a></sup> Por exemplo, ela é inteiramente superficial, não penetrando nas fibras do tecido sob a superfície, de forma que as fibras do algodão não estão coloridas; a imagem é composta de fibras descoloridas dispostas lado a lado com fibras não descoloridas de forma que estrias aparecem. Segundo Walter McCrone, toda a imagem é composta de pigmentos (óxido de ferro e sufeto de mercúrio).<sup class="reference" id="cite_ref-51"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-51">[52]</a></sup> Porém investigação química relatada no <i>Canadian Society of Forensi Jornal</i> afirma que pequenas quantidades de óxido de ferro estão igualmente distribuídas na área da imagem e na área sem imagem e que as manchas de sangue são realmente de sangue.<sup class="reference" id="cite_ref-52"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-52">[53]</a></sup></div><h4 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="A_hip.C3.B3tese_da_rea.C3.A7.C3.A3o_de_Maillard">A hipótese da reação de Maillard</span></h4><table class="noprint" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; background: none repeat scroll 0% 0% rgb(251, 251, 251); border-collapse: collapse; border-color: rgb(170, 170, 170) rgb(170, 170, 170) rgb(170, 170, 170) rgb(242, 133, 0); border-style: solid; border-width: 1px 1px 1px 10px; margin: 0pt 0px; text-align: left; width: 80%;"><tbody>
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</tbody></table><div class="need_ref" style="border: 1px solid grey; padding: 0pt 10px; text-align: justify;" title="Esta passagem necessita referência(s) desde março de 2011">Uma hipótese para a formação natural da imagem é a <a href="http://pt.wikipedia.org/wiki/Rea%C3%A7%C3%A3o_de_Maillard" title="Reação de Maillard">reação de Maillard</a> na qual os gases libertados por um corpo em decomposição reagem com a fina camada (180-600 <a href="http://pt.wikipedia.org/wiki/Metro" title="Metro">nanometros</a>) de carbo-hidratos a <a href="http://pt.wikipedia.org/wiki/Celulose" title="Celulose">celulose</a> das fibras do tecido. Esta reação e a alteração química correspondente poderia explicar a variação de cor que define a imagem do sudário. Outra conclusão relevante é a de que a reação de Maillard afecta apenas a camada de carbo-hidratos, o que pode ser uma resposta para a superficialidade da imagem. Nas primeiras fases de decomposição, um cadáver exala os gases que desenvolvem a reacção de Maillard com os carbo-hidratos do tecido. No entanto, à medida que a decomposição prossegue, o corpo tende a libertar outro tipo de produtos líquidos que mancham o tecido, eliminando a possível coloração devida à reacção de Maillard. Se a imagem do sudário é de facto a impressão <i>post-mortem</i> de Jesus Cristo, então o corpo teria que ter sido retirado da sua mortalha antes do começo da decomposição. Segundo a Bíblia, foi mesmo isto que aconteceu durante a <a href="http://pt.wikipedia.org/wiki/Ressurrei%C3%A7%C3%A3o" title="Ressurreição">ressurreição</a>.</div><div style="text-align: justify;"><sup style="padding-left: 2px;"><i><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes">Esta passagem carece de fontes</a></i></sup></div><h4 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="An.C3.A1lise_da_perspectiva_.C3.B3tica">Análise da perspectiva ótica</span></h4><div style="text-align: justify;"> O sudário em duas dimensões apresenta uma imagem tridimensional projetada sobre uma superfície plana (bidimensional), como uma fotografia ou pintura, numa <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Proje%C3%A7%C3%A3o_ortogonal" title="Projeção ortogonal">projeção ortogonal</a> <sup class="reference" id="cite_ref-53"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-53">[54]</a></sup>.</div><div style="text-align: justify;"> Se um sudário funerário repousasse de forma aproximadamente cilíndrica sobre a superfície tridemensional da face, o resultado seria uma distorção lateral não-natural, um forte alargamento para os lados, como numa <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Proje%C3%A7%C3%A3o_de_Mercator" title="Projeção de Mercator">projeção de Mercator</a>, em vez da fortemente alongada imagem vertical vista no sudário. Mario Latendresse questiona esta argumento.<sup class="reference" id="cite_ref-LATEDRESSE_54-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-LATEDRESSE-54">[55]</a></sup> Segundo ele, distorções podem ser pequenas se o sudário não estivesse firmemente apertado contra o corpo. Não é explicado, porém, como os detalhes da superfície podem aparecer no sudário de ele não estivesse firmemente contra o corpo. Mas ele mostra que não devia estar firmemente contra o corpo uma vez que pequenas distorções ocorreram. Portanto, o mecanismo de formação de imagens deve assumir que o tecido não estava firmemente apertado. Ainda, o tecido não permaneceria completamente plano. Um tecido natural repousando sobre um corpo não criaria maiores distorções.<sup class="reference" id="cite_ref-LATEDRESSE_54-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-LATEDRESSE-54">[55]</a></sup></div><div style="text-align: justify;"> O engenheiro electrónico Hernán Toro também questiona se uma imagem por contato com o tecido mostraria uma um retrato de aparência fotográfica e não uma imagem distorcida, como uma projeção de uma superfície irregular em uma superfície plana<sup class="reference" id="cite_ref-55"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-55">[56]</a></sup>. Ou seja, deveria haver uma distorção na imagem, o que não ocorre <sup class="reference" id="cite_ref-CEPTICO_36-4"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CEPTICO-36">[37]</a></sup>.</div><h2 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="Perspectiva_religiosa">Perspectiva religiosa</span></h2><div class="need_ref" style="border: 1px solid grey; padding: 0pt 10px; text-align: justify;" title="Esta passagem necessita referência(s) desde março de 2011">Os defensores do sudário como relíquia têm voltado a atenção aos métodos naturais que possam ter produzido a imagem, a partir do corpo crucificado de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Jesus_Cristo" title="Jesus Cristo">Jesus Cristo</a>. Os crentes mais ortodoxos argumentam que tenha surgido por <a href="http://pt.wikipedia.org/wiki/Milagre" title="Milagre">milagre</a> e como tal, não carece de mais explicação. No entanto, no seio da comunidade católica, há quem procure investigar o problema de forma científica.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> A presença de sangue no sudário é questão polêmica ainda. Pelo que se sabe das prácticas funerárias do <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_I" title="Século I">século I</a>, os <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Judeus" title="Judeus">judeus</a> limpavam e perfumavam os seus mortos antes de os sepultarem.<sup class="reference" id="cite_ref-BASCHERA_23-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-BASCHERA-23">[24]</a></sup> Sendo Jesus Cristo uma figura amada pelos seus, seria pouco provável que o tenham amortalhado sem os devidos procedimentos de limpeza que eliminariam a presença de sangue no corpo, como supõe-se pelo evangelho de <a href="http://pt.wikipedia.org/wiki/S%C3%A3o_Jo%C3%A3o_Evangelista" title="São João Evangelista">João</a> (19:40) (neste ponto é importante lembrar que os cadáveres não sangram, visto que já não há batimento cardíaco, pelo que as manchas de sangue não podem ser posteriores à limpeza). Uma resposta a essa questão, entretanto, poderia ser encontrada nos evangelhos de <a href="http://pt.wikipedia.org/wiki/S%C3%A3o_Lucas" title="São Lucas">Lucas</a> (23:50-56 e 24:1) e <a href="http://pt.wikipedia.org/wiki/S%C3%A3o_Marcos" title="São Marcos">Marcos</a> (15:42-47 e 16:1): o corpo teria sido sepultado às pressas, devido ao descanso sabático no dia da preparação da Páscoa, o qual começaria na noite posterior à morte de Jesus. Por este fato, as mulheres teriam deixado para perfumar e embalsamar o corpo no amanhecer do primeiro dia da semana, após o sábado - no que teriam encontrado o túmulo vazio, devido a que os cristão crêem ter sido a ressurreição. As narrativas de Marcos e Lucas, portanto, justificariam o fato de o corpo do sudário estar sujo de sangue, enquanto que a de João deixaria dúvidas.<span style="color: grey;"></span><sup><span style="color: grey;"></span></sup></div><h3 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="Posi.C3.A7.C3.A3o_do_Vaticano">Posição do Vaticano</span></h3><div style="text-align: justify;"> A <a href="http://pt.wikipedia.org/wiki/Igreja_Cat%C3%B3lica" title="Igreja Católica">Igreja Católica</a> não emitiu opinião acerca da autenticidade desta alegada relíquia. A posição oficial a esta questão é a de que a resposta deve ser uma decisão pessoal do crente. O <a href="http://pt.wikipedia.org/wiki/Papa_Jo%C3%A3o_Paulo_II" title="Papa João Paulo II">Papa João Paulo II</a> confessou-se pessoalmente comovido e emocionado com a imagem do sudário, mas afirmou que uma vez que não se trata de uma questão de fé, a Igreja não se pode pronunciar, ao mesmo tempo que convidou as comunidades científicas a continuar a investigação.<sup class="reference" id="cite_ref-56"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-56">[57]</a></sup> A <i>Catholic Encyclopedia</i>, editada pela <a href="http://pt.wikipedia.org/wiki/Igreja_Cat%C3%B3lica" title="Igreja Católica">Igreja Católica</a>, no seu artigo sobre o Sudário de Turim afirma que o sudário está além da capacidade de falsificação de qualquer falsário medieval.<sup class="reference" id="cite_ref-57"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-57">[58]</a></sup></div><h2 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="Controv.C3.A9rsia">Controvérsia</span></h2><table class="noprint" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; background: none repeat scroll 0% 0% rgb(251, 251, 251); border-collapse: collapse; border-color: rgb(170, 170, 170) rgb(170, 170, 170) rgb(170, 170, 170) rgb(242, 133, 0); border-style: solid; border-width: 1px 1px 1px 10px; margin: 0pt 0px; text-align: left; width: 80%;"><tbody>
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</tbody></table><div style="text-align: justify;"> Em campos opostos encontram-se os crentes que explicam o tecido como a mortalha de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Jesus_Cristo" title="Jesus Cristo">Jesus Cristo</a> e os céticos que o consideram uma falsificação do <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_XIV" title="Século XIV">século XIV</a><sup class="reference" id="cite_ref-CEPTICO_36-5"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CEPTICO-36">[37]</a></sup>. Ambos os campos utilizaram diversos tipos de argumentação científica para provar as suas teorias. Segue-se um resumo dos argumentos a favor e contra.<sup class="reference" id="cite_ref-CEPTICO_36-6"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CEPTICO-36">[37]</a></sup></div><div style="text-align: justify;"> Cientistas, pessoas crentes, historiadores e escritores divergem com respeito ao local, à data e à maneira como esta imagem foi criada. De um ponto de vista religioso, em <a href="http://pt.wikipedia.org/wiki/1958" title="1958">1958</a> o <a href="http://pt.wikipedia.org/wiki/Papa_Pio_XII" title="Papa Pio XII">Papa Pio XII</a> aprovou a associação da imagem e a celebração anual em sua homenagem na "terça-feira do Sudário" com a devoção à face sagrada de Jesus dentro da fé Católica Apostólica Romana.<sup class="reference" id="cite_ref-arautos_58-0"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-arautos-58">[59]</a></sup> Alguns acreditam que a imagem gravada nas fibras do Sudário se produziu no momento do sepultamento do corpo de Jesus Cristo ou pouco antes do que se acredita como a sua <a href="http://pt.wikipedia.org/wiki/Ressurrei%C3%A7%C3%A3o" title="Ressurreição">ressurreição</a>. Céticos, entretanto alegam que o sudário consiste em uma falsificação <a href="http://pt.wikipedia.org/wiki/Idade_M%C3%A9dia" title="Idade Média">medieval</a>; outros atribuem a formação da imagem às reações químicas e outros processos naturais.<span style="color: grey;"></span><sup><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes"><span title="Esta afirmação precisa de uma referência para confirmá-la."><span style="color: grey;"></span></span></a><span style="color: grey;"></span></sup></div><div style="text-align: justify;"> A equipe americana do STURP (<i>Shoud of Turin Research Project</i>), após três anos e cerca de 100.000 horas de pesquisa, apontou as seguintes conclusões: <sup class="reference" id="cite_ref-shroudstory.com_28-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-shroudstory.com-28">[29]</a></sup></div><ol style="text-align: justify;"><li>Havia sangue humano no sudário;</li>
<li>As gotículas de tinta ocre seriam resultado de contaminação;</li>
<li>A habilidade e equipamentos necessários para gerar uma falsificação daquela natureza seriam incompatíveis com o período da <a href="http://pt.wikipedia.org/wiki/Idade_M%C3%A9dia" title="Idade Média">Idade Média</a>, época em que o sudário apareceu e foi guardado;</li>
<li>Como cientistas, também não podiam afirmar que a mortalha era verdadeira;</li>
<li>As marcas do Sudário são um duplo negativo fotográfico do corpo inteiro de um homem. Existe a imagem de frente e de dorso;</li>
<li>A figura do Sudário, ao contrário de outras figuras bidimensionais testadas até então, contém dados tridimensionais;</li>
<li>Não existe ainda explicação científica de como as imagens do Sudário foram feitas;</li>
<li>O Sudário apresenta marcas compatíveis com a descrição da crucificação nos Evangelhos.</li>
</ol><div style="text-align: justify;"> Na época, o STURP não foi autorizado a fazer o teste por datação <a href="http://pt.wikipedia.org/wiki/Carbono-14" title="Carbono-14">carbono-14</a>, o que impossibilitou a determinação da idade da peça. Dez anos depois, em <a href="http://pt.wikipedia.org/wiki/1988" title="1988">1988</a>, o Vaticano autorizou os primeiros testes de <a href="http://pt.wikipedia.org/wiki/Data%C3%A7%C3%A3o_radiom%C3%A9trica" title="Datação radiométrica">datação radiométrica</a> do sudário, segundo o método do <a href="http://pt.wikipedia.org/wiki/Carbono-14" title="Carbono-14">carbono-14</a>. A três análise independentes revelaram idades entre <a href="http://pt.wikipedia.org/wiki/1260" title="1260">1260</a>-<a href="http://pt.wikipedia.org/wiki/1390" title="1390">1390</a>.<sup class="reference" id="cite_ref-live_science_30-3"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-live_science-30">[31]</a></sup><sup class="reference" id="cite_ref-CEPTICO_36-7"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CEPTICO-36">[37]</a></sup></div><div style="text-align: justify;"> O foco principal dos ataques científicos dos defensores do sudário tem sido a datação radiométrica que aponta para o <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_XIV" title="Século XIV">século XIV</a> e possíveis fontes de erro. Um acontecimento da história do sudário (o incêndio de <a href="http://pt.wikipedia.org/wiki/1532" title="1532">1532</a>) pode ter introduzido <a href="http://pt.wikipedia.org/wiki/Poeira" title="Poeira">poeiras</a> e outros materiais contemporâneos nas fibras, que não foram removidos pelas equipas de datação<sup class="reference" id="cite_ref-CEPTICO_36-8"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-CEPTICO-36">[37]</a></sup>.</div><div class="need_ref" style="border: 1px solid grey; padding: 0pt 10px; text-align: justify;" title="Esta passagem necessita referência(s) desde março de 2011">Considerando esta hipótese, os resultados dos testes de carbono-14 seriam uma mistura entre a idade real (segundo os defensores), por volta do <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_I" title="Século I">século I</a>, e as poeiras do <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_XVI" title="Século XVI">século XVI</a>. Outra fonte de erro possível é a presença de resíduos bacterianos que, sendo eles próprios compostos carbónicos, influenciam a quantidade do <a href="http://pt.wikipedia.org/wiki/Is%C3%B3topo" title="Isótopo">isótopo</a> carbono-14 e por consequência, a datação. O campo dos céticos defensores da qualidade da datação oferece no entanto uma resposta à ideia de contaminação bacteriana.</div><div style="text-align: justify;"><sup style="padding-left: 2px;"><i><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes">Esta passagem carece de fontes</a></i></sup></div><div style="text-align: justify;">Outros argumentos para a autenticidade do sudário:</div><ol style="text-align: justify;"><li>A análise microscópica das fibras mostra que a imagem está contida apenas na camada de carbo-hidratos. Os defensores da autenticidade argumentam que não existe técnica de pintura, disponível nos séculos <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_XIII" title="Século XIII">XIII</a> e <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_XIV" title="Século XIV">XIV</a>, que permita uma precisão de aplicação de tintas à escala no nanômetro.<span style="color: grey;"><sup>[</sup></span><sup><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes"><span title="Esta afirmação precisa de uma referência para confirmá-la."><span style="color: grey;"><i>carece de fontes</i></span></span></a><span style="color: grey;">]</span></sup></li>
<li>Uma análise do espectro de freqüências da figura digitalizada do Sudário não mostra a existência de picos que demonstrariam a ação de um pintor.<span style="color: grey;"><sup>[</sup></span><sup><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes"><span title="Esta afirmação precisa de uma referência para confirmá-la."><span style="color: grey;"><i>carece de fontes</i></span></span></a><span style="color: grey;">]</span></sup></li>
<li>De acordo com Mechthild Flury-Lemberg, especialista suíça em restauro de tecidos, a trama do sudário é similar à encontrada em tecidos datados de <a href="http://pt.wikipedia.org/wiki/40_a.C." title="40 a.C.">40 a.C.</a> a <a href="http://pt.wikipedia.org/wiki/73" title="73">73 d.C.</a> recuperados na fortaleza de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Masada" title="Masada">Masada</a>, que caiu durante a segunda <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Revoltas_dos_Judeus" title="Revoltas dos Judeus">revolta dos judeus</a> contra o <a href="http://pt.wikipedia.org/wiki/Imp%C3%A9rio_Romano" title="Império Romano">Império Romano</a> no <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_I" title="Século I">século I</a>.<sup class="reference" id="cite_ref-59"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-59">[60]</a></sup></li>
<li>Os ferimentos nos pulsos, atribuídos à crucificação, são consistentes com o que se sabe sobre este procedimento de execução. No entanto, na iconografia religiosa da <a href="http://pt.wikipedia.org/wiki/Idade_M%C3%A9dia" title="Idade Média">Idade Média</a>, Cristo aparece pregado pelas palmas das mãos, o que parecia ser a ideia aceite na altura. Os defensores argumentam que se o sudário fosse uma falsificação medieval, seria esta a disposição das feridas, uma vez que os detalhes correctos da crucificação eram desconhecidos então.<sup class="reference" id="cite_ref-60"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-60">[61]</a></sup></li>
</ol><div style="text-align: justify;">A acusação de falsificação é tão antiga como o próprio sudário e foi lançada até pelos arcebispos de <a href="http://pt.wikipedia.org/wiki/Troyes" title="Troyes">Troyes</a> contemporâneos da sua descoberta. Um deles, Pierre d’Arcis, escreveu mesmo ao papa detalhando os pormenores da impostura que considerava ser uma forma ardilosa de roubar dinheiro de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Peregrino" title="Peregrino">peregrinos</a> piedosos.<sup class="reference" id="cite_ref-PICKNETT_22-1"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-PICKNETT-22">[23]</a></sup></div><div class="need_ref" style="border: 1px solid grey; padding: 0pt 10px; text-align: justify;" title="Esta passagem necessita referência(s) desde março de 2011">Outros testemunhos contemporâneos<sup class="noprint Inline-Template"><span style="color: grey; white-space: nowrap;" title="O período de tempo na vizinhança desta predefinição é ambíguo.">[<i><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo#N.C3.BAmeros.2C_datas_e_quantias" title="Wikipédia:Livro de estilo"><span style="color: grey;" title="O período de tempo na vizinhança desta predefinição é ambíguo.">quando?</span></a></i>]</span></sup> descrevem as manchas de sangue da imagem com cores tão vivas que, segundo os relatos, pareciam frescas. Hoje em dia (passados cerca de 550 anos desses relatos), estas nódoas de sangue são mortiças e passam despercebidas na primeira análise. Se fossem originárias do <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_I" title="Século I">século I</a>, então não seriam mais visíveis na <a href="http://pt.wikipedia.org/wiki/Idade_M%C3%A9dia" title="Idade Média">Idade Média</a>, tanto que hoje já não se vêm. Contudo há que referir que era costume fazerem-se cópias (decalques) do sudário para catedrais da Europa onde era venerada a "imagem real de Nosso Senhor".<sup class="noprint Inline-Template"><span style="color: grey; white-space: nowrap;" title="O texto exige esclarecimento ou retirada de jargões.">[<i><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Por_favor_seja_claro" title="Wikipédia:Por favor seja claro"><span style="color: grey;" title="O texto exige esclarecimento ou retirada de jargões.">necessário esclarecer</span></a></i>]</span></sup> Por outro lado o sudário foi várias vezes trocado por cópias (decalques) para preservar o original (pois aos fieis o que impressionava era poder conhecer a figura de Cristo e não tanto admirar a antiguidade da relíquia). Contudo estes dados vêm levantar dúvidas quanto à originalidade do sangue, que pode ser original do sudário ou pode ter sido colocado depois.</div><div style="text-align: justify;"><sup style="padding-left: 2px;"><i><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes">Esta passagem carece de fontes</a></i></sup></div><h2 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="Desenvolvimentos_recentes">Desenvolvimentos recentes</span></h2><div style="text-align: justify;"> Em <a href="http://pt.wikipedia.org/wiki/2009" title="2009">2009</a>, Luigi Garlaschelli, professor de química da Universidade de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/P%C3%A1via" title="Pávia">Pávia</a> afirmou ao jornal <a href="http://pt.wikipedia.org/wiki/La_Repubblica" title="La Repubblica">La Repubblica</a> ter conseguido produzir em laboratório uma réplica do sudário com a utilização de técnicas disponíveis na <a href="http://pt.wikipedia.org/wiki/Idade_M%C3%A9dia" title="Idade Média">Idade Média</a>. Esta seria uma evidência adicional à datação da radiação radiométrica, indicando que já existiam na época apontada pela datação mecanismos para criação do sudário, e portanto nenhuma explicação paranormal se exigiria.<sup class="reference" id="cite_ref-61"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-61">[62]</a></sup><sup class="reference" id="cite_ref-62"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-62">[63]</a></sup> No entanto, de acordo com Giulio Fanti, reconhecido sindonologista e professor de medições térmicas e mecânicas na <a href="http://pt.wikipedia.org/wiki/Universidade_de_P%C3%A1dua" title="Universidade de Pádua">Universidade de Pádua</a>, "a imagem em discussão [obtida por Garlaschelli] não corresponde às propriedades fundamentais da imagem do Sudário, em particular ao nível das linhas e fibras, mas também a um nível macroscópico". Fanti afirma ainda que graças à experiência de Garlaschelli, foi possível demonstrar como e porquê, graças a "detalhes" fundamentais, a imagem do Sudário de Turim não é reproduzível nem na actualidade, e continua sendo um objecto inexplicado.<sup class="reference" id="cite_ref-63"><a href="http://pt.wikipedia.org/wiki/Sud%C3%A1rio_de_Turim#cite_note-63">[64]</a></sup></div><h3 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="Achado_arqueol.C3.B3gico">Achado arqueológico</span></h3><div style="text-align: justify;"> Em dezembro de 2009, arqueólogos da Universidade Hebraica reportaram no periódico <i>PloS ONE Journal</i> ter encontrado fragmentos de um sudário numa tumba da primeira metade do <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_I" title="Século I">século I</a>, localizada no vale inferior do Hinnon, ao lado do túmulo de <a href="http://pt.wikipedia.org/wiki/An%C3%A1s" title="Anás">Anás</a>, sogro de <a href="http://pt.wikipedia.org/wiki/Caif%C3%A1s" title="Caifás">Caifás</a> no cemitério de Haceldama, o "Campo de Sangue" que teria sido comprado com as 30 moedas recebidas por <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Judas" title="Judas">Judas</a>. Sua localização sugere que pertencia a uma pessoa de família nobre ou sacerdotal. Segundo Orit Shamir, especialista em tecidos antigos, o material utilizado para envolver o corpo é de boa qualidade, condizente com uma pessoa de posses, embora muito menos elaborado que o tecido do Santo Sudário de Turim.</div><div style="text-align: justify;"> A idéia de que o corpo de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Jesus_Cristo" title="Jesus Cristo">Jesus Cristo</a> tenha sido envolto em um manto, de acordo com o costume judaico, não estava apoiada por qualquer evidência <a href="http://pt.wikipedia.org/wiki/Arqueologia" title="Arqueologia">arqueológica</a>. No entanto, no "túmulo do Sudário", foram encontrados indivíduos cobertos no interior da câmara, confirmando a prática, bem como o caráter definitivo da preparação mortuária. A análise de traços de material orgânico presentes em todas as amostras de tecido confirma que estes cobriam todo o corpo. Vestígios de cabelos também confirmam a prática de cobrir a cabeça do morto.</div><div style="text-align: justify;"> O Shimon Gibson, um dos autores do artigo "<i>Molecular Exploration of the First-Century Tomb of the Shroud in Akeldama, Jerusalem</i>", disse à <i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/National_Geographic" title="National Geographic">National Geographic</a></i> que haviam diferenças na confecção do sudário encontrado pela sua equipa e o Sudário de Turim, o que foi divulgado pelos mídia como sendo prova da falsidade do Sudário. Todavia, César Barta, físico do Centro Espanhol de Sindologia, afirma que "estes dados, ao contrário, suportam a autenticidade da relíquia de Turim", acrescentando, ainda, que as diferenças na trama e textura dos tecidos quando comparados "não são suficientes para que se questione sua autenticidade", até porque "o tecido que constitui o Sudário de Turim é um exemplar único, não tendo sido encontrados tecidos similares nem da época de Cristo nem da Idade Média".</div><div style="text-align: justify;"><br />
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</div><a class="external text" href="http://www.bbc.co.uk/portuguese/reporterbbc/story/2005/01/050127_sudariog.shtml" rel="nofollow"></a>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-90736961545949683012012-04-01T08:07:00.000-07:002012-04-01T08:07:43.907-07:00Evidência arqueológica pode ser a mais antiga citação de Jesus Cristo<h3 class="post-title"> </h3><h2 class="date-header">quarta-feira, 20 de janeiro de 2010</h2><div align="justify"> Uma equipe de arqueólogos e egiptólogos descobriram nas ruínas da mítica cidade afundada de Alexandria, um vaso de cerâmica com uma inscrição enigmática em grego que poderia ser a mais antiga referência existente para Jesus Cristo.</div><div align="justify"><br />
</div><a href="http://lh5.ggpht.com/_GXXvfuryb94/S1dSgsC7wcI/AAAAAAAABdY/kT9eECRAyq0/s1600-h/Vasilha%20com%20a%20inscri%C3%A7%C3%A3o%2C%20CRISTO%2C%20O%20MAGO%20-%20Frank%20Goddio%5B4%5D.jpg"><img alt="Vasilha com a inscrição, CRISTO, O MAGO - Frank Goddio" border="0" height="327" src="http://lh3.ggpht.com/_GXXvfuryb94/S1dSh8G0krI/AAAAAAAABdc/TBbbFHFTgMw/Vasilha%20com%20a%20inscri%C3%A7%C3%A3o%2C%20CRISTO%2C%20O%20MAGO%20-%20Frank%20Goddio_thumb%5B2%5D.jpg?imgmax=800" style="border: 0px none; display: block; float: none; margin-left: auto; margin-right: auto;" title="Vasilha com a inscrição, CRISTO, O MAGO - Frank Goddio" width="467" /></a><span style="font-size: x-small;"><b>Figura 1 – O Arqueólogo Franck Goddio segurando o achado descoberto em Alexandria. </b></span><br />
<span style="font-size: x-small;"><b>(Fonte: <a href="http://www.culturaclasica.com/files/vasija-goddio.jpg" title="http://www.culturaclasica.com/files/vasija-goddio.jpg">http://www.culturaclasica.com/files/vasija-goddio.jpg</a>)</b></span><br />
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</div><div align="justify"> De acordo com <a href="http://www.underwaterdiscovery.org/" target="_blank">Franck Goddio</a>, um dos arqueólogos subaquáticos mais prestigiados no mundo e responsável pela descoberta, o objeto apresenta uma inscrição em grego, ”<i><b>Dia Chrstou o Goistais</b></i>”, que se traduz como "<i><b>Cristo, o mago</b></i>”.</div><div align="justify"><br />
O investigador francês disse que, dentre as teorias a serem consideradas, uma delas poderia ser uma referência a Jesus Cristo, que naquela época era o principal expoente na prática de “magia branca”.</div><div align="justify"> O valor da descoberta é realçada pela sua antiguidade, como os egiptólogos que estudaram a peça dizem que a vasilha, da Ásia Menor, é do século I a.C., e que o registo foi feito antes do ano 50 d.C. Isso tornaria a conclusão da primeira referência conhecida ao Messias, uma honra que até agora mantém uma carta de São Paulo do ano 51 d.C.</div><div align="justify"><br />
</div><div align="justify"> No entanto, esta é apenas uma das teorias que os especialistas tem procurado relacionar sobre a origem e o significado desta obra valiosa.</div><div align="justify"><br />
A descoberta foi feita em junho de 2008, quando sua equipe estava trabalhando dentro de um templo localizado perto da ilha de Antirhodos, perto da costa.</div><div align="justify"><br />
</div><div align="justify"> <a href="http://lh4.ggpht.com/_GXXvfuryb94/S1dSipQ2DlI/AAAAAAAABdg/u1UhlHnOo8k/s1600-h/Vasilha%20com%20a%20inscri%C3%A7%C3%A3o%2C%20CRISTO%2C%20O%20MAGO%20-%20Antirhodos%5B3%5D.gif"><img alt="Vasilha com a inscrição, CRISTO, O MAGO - Antirhodos" border="0" height="379" src="http://lh4.ggpht.com/_GXXvfuryb94/S1dSjuJ2bHI/AAAAAAAABdk/AWyn3A4nOVw/Vasilha%20com%20a%20inscri%C3%A7%C3%A3o%2C%20CRISTO%2C%20O%20MAGO%20-%20Antirhodos_thumb%5B1%5D.gif?imgmax=800" style="border: 0px none; display: block; float: none; margin-left: auto; margin-right: auto;" title="Vasilha com a inscrição, CRISTO, O MAGO - Antirhodos" width="464" /></a> <b>Figura 2 – Mapa mostrando a localização da Ilha de Antirhodos, onde a peça foi descoberta.</b></div><div align="left"> <b>(Fonte: <a href="http://www.virtual-egypt.com/newhtml/articles/Cleopatra%27s%20Sunken%20Palace2_files/cleomap.gif" title="http://www.virtual-egypt.com/newhtml/articles/Cleopatra%27s%20Sunken%20Palace2_files/cleomap.gif">http://www.virtual-egypt.com/newhtml/articles/Cleopatra%27s%20Sunken%20Palace2_files/cleomap.gif</a>)</b></div><div align="justify"><br />
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Nos últimos meses, os melhores egiptólogos do mundo têm trabalhado nesta parte e têm diversas teorias sobre o assunto. Eles acreditam que o a vasilha era utilizada em rituais de adivinhação. Elas se davam quando eram derramada uma fina camada de azeite e, de acordo com sua distribuição e vestígios, seriam interpretadas por um mago na forma de previsões futuras.</div><div align="justify"> O achado foi levado à Madrid, onde permaneceu em exibição pública dentro da amostra <i>Resgate de Tesouros do Egito</i>, até 26 de novembro.</div><div align="justify"><br />
</div><div align="justify"> Na inscrição em grego “<i><b>Dia Chrstou o Goistais”</b></i>, a palavra "goistais'' significa “mago”, enquanto “Chrstou” designa o nome do celebrante, que pode ser o Messias. Neste caso, a vasilha teria sido usado por um mago, que para legitimar seus poderes “sobrenaturais”, teria invocado o nome de Cristo.</div><div align="justify"><br />
</div><div align="justify"> <a href="http://lh3.ggpht.com/_GXXvfuryb94/S1dSkU3OdDI/AAAAAAAABdo/m6QQZZ1wuk0/s1600-h/Vasilha%20com%20a%20inscri%C3%A7%C3%A3o%2C%20CRISTO%2C%20O%20MAGO%5B4%5D.jpg"><img alt="Vasilha com a inscrição, CRISTO, O MAGO" border="0" height="309" src="http://lh4.ggpht.com/_GXXvfuryb94/S1dSlTOvA-I/AAAAAAAABds/WJhhqxfu6Hk/Vasilha%20com%20a%20inscri%C3%A7%C3%A3o%2C%20CRISTO%2C%20O%20MAGO_thumb%5B2%5D.jpg?imgmax=800" style="border: 0px none; display: block; float: none; margin-left: auto; margin-right: auto;" title="Vasilha com a inscrição, CRISTO, O MAGO" width="466" /></a></div><div align="justify"> <b>Figura 3 – Vasilha encontrada em Alexandria, em evidência a inscrição “Cristo, o mago”.</b></div><div align="left"> <b>(Fonte: <a href="http://www.ocultismoyconspiracion.com/wp-content/uploads/2008/10/01020130192200.jpg" title="http://www.ocultismoyconspiracion.com/wp-content/uploads/2008/10/01020130192200.jpg">http://www.ocultismoyconspiracion.com/wp-content/uploads/2008/10/01020130192200.jpg</a>)</b></div><div align="justify"><br />
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</div><div align="justify"> "No século I d.C., a comunicação do Porto de Alexandria com a região da Palestina era muito intensa, com navios que chegavam até lá diariamente. É muito provável que em Alexandria se tinha conhecimento da existência de Jesus e os milagres que ele estava realizando não muito longe dali e que os magos de Alexandria estariam realizando ritos mágicos em seu nome", explicou Goddio.</div><div align="justify"> A vasilha foi exibido em Madrid, mas uma grande equipe de pesquisadores continua a investigação sobre a peça e sua origem.</div><div align="justify"><br />
</div><div align="justify"> Fonte: <a href="http://lasteologias.wordpress.com/2009/12/10/descubren-una-antigua-vasija-con-el-texto-cristo-el-mago-en-alejandria/" title="http://lasteologias.wordpress.com/2009/12/10/descubren-una-antigua-vasija-con-el-texto-cristo-el-mago-en-alejandria/">http://lasteologias.wordpress.com/2009/12/10/descubren-una-antigua-vasija-con-el-texto-cristo-el-mago-en-alejandria/</a></div><div align="justify"><br />
</div><div align="justify"> Veja o vídeo sobre este assunto, cliquando no link abaixo:</div><div align="justify"><br />
</div><b><a href="http://www.elmundo.es/elmundo/2008/09/17/ciencia/1221645751.html" target="_blank">JORNAL EL MUNDO, ESPANHA (22/09/2008)</a><br />
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(Hugo Hoffmann - <a href="http://cienciadacriacao.blogspot.com/">Ciência da Criação</a>)</b>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-72179279537695283722012-04-01T07:53:00.002-07:002012-04-01T07:53:52.312-07:00Túmulo do século I pode esconder exemplo mais antigo de arte cristã<div class="news-head"><h1></h1><h2>Ossários têm inscrições em grego e uma imagem que remete para a história de Jonas</h2><div><small>2012-02-28</small></div></div><em><div class="image-left" style="width: 400px;"><img alt="Jonas na boca de um peixe, num túmulo em Jerusalém" height="208" src="http://www.cienciahoje.pt/files/53/53274.jpg" title="" width="400" /><div class="image-caption">Jonas na boca de um peixe, num túmulo em Jerusalém</div></div></em><div style="text-align: justify;"><em><div style="margin-bottom: 0cm;"> A exploração arqueológica, em 2010, de um túmulo intacto do século I, em Jerusalém, revelou aquilo que pode ser a mais antiga imagem cristã. A investigação foi feita utilizando uma câmara robótica que mostrou um conjunto de ossários em pedra calcária, gravados com uma inscrição grega e uma imagem que os especialistas identificam como sendo<strong> “claramente cristã”</strong>.</div></em></div><div style="text-align: justify;"><br />
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<em><div style="margin-bottom: 0cm;"> A inscrição grega de quatro linhas num dos ossários refere-se a deus “elevando” ou “erguendo” alguém e a imagem esculpida na pedra num ossário adjacente mostra um peixe muito grande com uma figura humana na boca. Os especialistas consideram que se trata da evocação da história de Jonas, profeta do Antigo Testamento.</div></em><div class="news-body"><div style="margin-bottom: 0cm;"> No relato bíblico, Jonas foi engolido por um peixe, no mar Mediterrâneo, quando fugia de uma missão que lhe tinha sido destinada na Assíria pelo próprio Deus de Israel. Passou três dias e três noite na barriga do peixe antes de ser regurgitado. No Novo Testamento, nomeadamente no evangelho segundo São Mateus, Jesus refere-se ao “sinal de Jonas” como símbolo da sua futura ressurreição, três dias depois de morrer.</div><div style="margin-bottom: 0cm; text-align: justify;"> As imagens de Jonas na arte paleocristã (século II d. C.), simbolizando a esperança na ressurreição, são bastante comuns, nomeadamente nas catacumbas romanas. Não havia até agora registo de arte cristã relativa ao primeiro século. Os investigadores não acreditam que a imagem tenha sido realizada por seguidores do judaísmo, visto que na cultura judaica não são permitidas imagens de pessoas ou animais.</div><div style="margin-bottom: 0cm; text-align: justify;"> O túmulo investigado data de antes do ano 70 d. C., altura em que deixaram de ser utilizados ossários devido à destruição da cidade de Jerusalém pelos romanos. Se esta imagem for realmente cristã, será o registo arqueológico mais antigo deste tipo de arte, realizada pelos primeiros seguidores de Jesus.</div><div style="margin-bottom: 0cm; text-align: justify;"> O estudo está publicado <i>online </i>desde hoje, num artigo de James Tabor, investigador da Universidade da Carolina do Norte, em Charlotte. A publicação do artigo é simultânea com a edição do livro <b>«The Jesus Discovery: The New Archaeological Find That Reveals the Birth of Christianity»</b>, do mesmo autor e de Simcha Jacobovici, professor e realizador. Na próxima Primavera, o canal Discovery vai transmitir um documentário sobre esta descoberta.<br />
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<strong>Artigo: <em><a href="http://www.bibleinterp.com/PDFs/Tabor2.pdf">A Preliminary Report of a Robotic Camera Exploration of a Sealed 1st Century Tomb in East Talpiot, Jerusalem</a></em></strong></div></div>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-23929819112978558302012-04-01T05:14:00.000-07:002012-04-01T05:14:45.491-07:001º de abril<div class="separator" style="clear: both; text-align: center;"></div><div style="margin-left: 1em; margin-right: 1em; text-align: justify;"> <img alt="" 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" 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</div><div style="text-align: justify;"> Há muitas explicações para o <a href="http://pt.wikipedia.org/wiki/1_de_abril" title="1 de abril">1 de abril</a> ter se transformado no <b>dia da mentira</b>, <b>dia das petas</b>, <b>dia dos tolos (de abril)</b> ou <b>dia dos bobos</b>. Uma delas diz que a <a href="http://pt.wikipedia.org/wiki/Brincadeira" title="Brincadeira">brincadeira</a> surgiu na <a href="http://pt.wikipedia.org/wiki/Fran%C3%A7a" title="França">França</a>. Desde o começo do século XVI, o <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ano_Novo" title="Ano Novo">Ano Novo</a> era festejado no dia <a href="http://pt.wikipedia.org/wiki/25_de_mar%C3%A7o" title="25 de março">25 de março</a>, data que marcava a chegada da <a href="http://pt.wikipedia.org/wiki/Primavera" title="Primavera">primavera</a>. As festas duravam uma semana e terminavam no dia <a href="http://pt.wikipedia.org/wiki/1_de_abril" title="1 de abril">1 de abril</a><sup class="reference" id="cite_ref-0"><a href="http://pt.wikipedia.org/wiki/Dia_da_mentira#cite_note-0">[1]</a></sup>.</div><div style="text-align: justify;"> Em <a href="http://pt.wikipedia.org/wiki/1564" title="1564">1564</a>, depois da adoção do <a href="http://pt.wikipedia.org/wiki/Calend%C3%A1rio_gregoriano" title="Calendário gregoriano">calendário gregoriano</a>, o rei <a href="http://pt.wikipedia.org/wiki/Carlos_IX_de_Fran%C3%A7a" title="Carlos IX de França">Carlos IX de França</a> determinou que o <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ano_novo" title="Ano novo">ano novo</a> seria comemorado no dia <a href="http://pt.wikipedia.org/wiki/1_de_janeiro" title="1 de janeiro">1 de janeiro</a>. Alguns <a href="http://pt.wikipedia.org/wiki/Franceses" title="Franceses">franceses</a> resistiram à mudança e continuaram a seguir o calendário antigo, pelo qual o ano iniciaria em 1 de abril. Gozadores passaram então a ridicularizá-los, a enviar <a href="http://pt.wikipedia.org/wiki/Presente_%28comportamento%29" title="Presente (comportamento)">presentes</a> esquisitos e <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Convite&action=edit&redlink=1" title="Convite (página não existe)">convites</a> para <a href="http://pt.wikipedia.org/wiki/Festa" title="Festa">festas</a> que não existiam. Essas brincadeiras ficaram conhecidas como <i>plaisanteries</i>.</div><div style="text-align: justify;"> Em países de <a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_inglesa" title="Língua inglesa">língua inglesa</a> o dia da mentira costuma ser conhecido como <i>April Fool's Day</i>, "Dia dos Tolos (de abril)"; na <a href="http://pt.wikipedia.org/wiki/It%C3%A1lia" title="Itália">Itália</a> e na <a href="http://pt.wikipedia.org/wiki/Fran%C3%A7a" title="França">França</a> ele é chamado respectivamente <i>pesce d'aprile</i> e <i>poisson d'avril</i>, literalmente "peixe de abril".</div><div style="text-align: justify;"> No Brasil, o <b>primeiro de abril</b> começou a ser difundido em <a href="http://pt.wikipedia.org/wiki/Minas_Gerais" title="Minas Gerais">Minas Gerais</a>, onde circulou <i>A Mentira</i>, um periódico de vida efêmera, lançado em 1º de abril de 1828, com a notícia do falecimento de <a href="http://pt.wikipedia.org/wiki/Pedro_I_do_Brasil" title="Pedro I do Brasil">Dom Pedro</a>, desmentida no dia seguinte. <i>A Mentira</i> saiu pela última vez em 14 de setembro de 1849, convocando todos os credores para um acerto de contas no dia 1º de abril do ano seguinte, dando como referência um local inexistente.</div>e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0tag:blogger.com,1999:blog-575188659104783276.post-40403821516221445492012-03-31T18:32:00.000-07:002012-03-31T18:32:20.327-07:00obs.: os textos a seguir foram retirados do deguinte endereço: http://arqbib.atspace.com/e tome história!!!!http://www.blogger.com/profile/12982396115462412978noreply@blogger.com0