tag:blogger.com,1999:blog-80879217469817967602024-03-12T22:15:10.301-07:00Arquivos do Desconhecido O que for a profundeza do teu ser,
assim será teu desejo;
o que for o teu desejo,
assim será tua vontade;
o que for tua vontade,
assim serão teus atos;
o que forem teus atos,
assim será teu destino.
Ass. Deepak ChopraV. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.comBlogger120125tag:blogger.com,1999:blog-8087921746981796760.post-2666280710819974952014-06-27T16:59:00.000-07:002014-06-27T17:04:19.401-07:00 Origem da Palavra "Brasil" <!--[if gte mso 9]><xml>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><b><span style="font-family: Arial,Helvetica,sans-serif;">Mapa Mundi de Joan Blaeu - 1684</span></b></span></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Mapa Mundi de Ortelius - 1570</span></span></b></td></tr>
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colorante vermelho extraído da madeira, que na Toscana se chamou ‘verzino’; em
Veneza, ‘berzi’ e em Gênova, ‘brazi’, nome que logo designou também a madeira
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de explorá-lo vantajosamente. Mas não tardou a correr na Europa que haviam
descoberto uma certa ‘ilha Brazil’, de onde extraiam o pau-brasil. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Nos mais antigos mapas mundi que se tem notícia
como no de </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Abraham
Ortelius (1527-1598),</span><b><span style="font-family: "Arial","sans-serif";">
</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">no
de Petrus Plancius (1552/1622) e no </span><span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;">de </span>Joan Blaeu (1596 — Amsterdam, 28 de maio de
1673), Brasil aparece como:</span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>Bralil ou Brasília. Seguem as
imagens cortadas dos mapas originais:</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhByeg8uYQEVmdY1k5PFMNYhIn9XffGUTPZsEN2pKVj-9WSbi92N0dgQ99SbWJ_QxsqLDzs3HrTO36UE9-7QurwLfTtsnGg5xydmzQXXMfOuE5MLY0IShYZEXWMfuwtvnFqU5wBaJBEm6kf/s1600/Blaeu%E2%80%99s+map+of+the+World+(1684)-corte+Blaeu%27s+map.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhByeg8uYQEVmdY1k5PFMNYhIn9XffGUTPZsEN2pKVj-9WSbi92N0dgQ99SbWJ_QxsqLDzs3HrTO36UE9-7QurwLfTtsnGg5xydmzQXXMfOuE5MLY0IShYZEXWMfuwtvnFqU5wBaJBEm6kf/s1600/Blaeu%E2%80%99s+map+of+the+World+(1684)-corte+Blaeu's+map.jpg" height="400" width="365" /></a></div>
<br />
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<br /></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span><br />
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<b>
Por W.X.</b></span><br />
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-56563489261142920052012-05-05T14:53:00.001-07:002012-07-31T18:07:08.513-07:00UTILIDADE PÚBLICA: Informações úteis não divulgadas!!!<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="color: black; font-size: 14pt;">1. </span><b style="color: red;"><span style="font-size: 14pt;">O cartório eletrônico, já está no ar!</span></b><span style="color: black; font-size: 14pt;"> </span><br />
<br />
<span style="color: black; font-size: 14pt;">Quem quiser tirar uma cópia
da certidão de nascimento, ou de casamento, não precisa mais ir até um
cartório, pegar senha e esperar um tempão na fila.</span> <br />
<span style="color: black; font-size: 14pt;"> </span><b><span style="color: red;"><a href="http://www.cartorio24horas.com.br/" target="_blank">www.cartorio24horas.com.br</a></span></b> <br />
<span style="color: black; font-size: 10pt;"><br /> </span> <br />
<span style="color: black; font-size: 14pt;">Nele
você resolve essas (e outras) burocracias, 24 horas por dia, on-line.
Cópias de certidões de óbitos, imóveis, e protestos também podem ser
solicitados pela internet.</span> </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br />
<span style="color: black; font-size: 14pt;">Para pagar é preciso imprimir um boleto bancário. Depois, o documento chega por Sedex.<br /><br /><i>Passe para todo mundo, que este é um serviço da maior importância.</i></span><br />
<span style="color: black; font-size: 10pt;"><br />
</span> <br />
<b><span style="color: black; font-size: 14pt;">2.<span style="color: red;">DOCUMENTOS ROUBADOS</span></span></b><span style="color: black; font-size: 14pt;"><span style="color: red;">:</span><span style="color: blue;"> </span></span><b style="color: blue;"><span style="font-size: 14pt;"><br /></span></b><br />
<br />
<b style="color: blue;"><span style="font-size: 14pt;">BO (boletim de occorrência) dá gratuidade</span></b><span style="color: black; font-size: 14pt;"><span style="color: blue;"> </span>- Lei 3.051/98 - VOCÊ SABIA???<br />
<br />Acho que grande parte da população não sabe, é que a Lei 3.051/98
que nos dá o direito de em caso de roubo ou furto (mediante a
apresentação do Boletim de Ocorrência), gratuidade</span><span style="color: red; font-size: 14pt;"> </span><span style="color: black; font-size: 14pt;">na emissão da 2ª via de tais documentos como:</span> <br />
<br />
<span style="color: red; font-size: 14pt;">Habilitação </span><span style="color: black; font-size: 14pt;">(R$ 42,97);</span><span style="color: red; font-size: 14pt;">Identidade</span><span style="color: black; font-size: 14pt;"> (R$ 32,65);<br />
</span><span style="color: red; font-size: 14pt;">Licenciamento Anual de Veículo</span><span style="color: black; font-size: 14pt;"> (R$ 34,11).<br /><br />Para
conseguir a gratuidade, basta levar uma cópia (não precisa ser
autenticada) do Boletim de Ocorrência e o original ao Detran p/
Habilitação e Licenciamento e outra cópia à um posto do IFP..</span><br />
<span style="color: black; font-size: 10pt;"><br /> </span> </div>
<table border="0" cellpadding="0" style="font-family: Arial,Helvetica,sans-serif; width: 100%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 100%;" valign="top" width="100%"><div style="margin-bottom: 12pt;">
<span style="font-size: 18pt;"><b>3.</b> <span style="color: red;"><b>MULTA DE TRÂNSITO: </b><b style="color: blue;">essa você não sabia:</b></span></span><br />
<span style="color: blue; font-size: 10pt;"></span> </div>
</td></tr>
</tbody></table>
<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 12pt;">
<span style="font-size: 13.5pt;">No caso de
multa por infração leve ou média, se você não foi multado pelo mesmo
motivo nos últimos 12 meses, não precisa pagar multa.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 12pt;">
<span style="font-size: 13.5pt;">É só ir ao DETRAN e pedir o formulário
para converter a infração em advertência com base no Art. 267 do CTB.
Levar Xerox da carteira de motorista e a notificação da multa.. Em 30
dias você recebe pelo correio a advertência por escrito. Perde os
pontos, mas não paga nada.</span> <span style="font-size: 10pt;"></span></div>
<div style="margin-bottom: 12pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: 10pt;"></span><b style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 13.5pt;">Código de Trânsito Brasileiro</span></b><b style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 10pt;"></span></b></div>
<div style="margin-bottom: 12pt;">
<b style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 10pt;"><br /></span></b><span style="color: blue; font-family: Arial,Helvetica,sans-serif; font-size: 13.5pt;">Art.
267 - Poderá ser imposta a penalidade de advertência por escrito à
infração de natureza leve ou média, passível de ser punida com multa,
não sendo reincidente o infrator, na mesma infração, nos últimos doze
meses, quando a autoridade, considerando o prontuário do infrator,
entender esta providência como mais educativa. </span> <br />
<span style="font-family: Arial,Helvetica,sans-serif; font-size: 10pt;"><br /></span><b style="font-family: Arial,Helvetica,sans-serif;"><span style="color: red; font-size: 18pt;">DIVULGUEM PARA O MAIOR NÚMERO DE PESSOAS POSSÍVEL!!!!</span></b> <br />
<br />
<br />
<b><i><span style="color: black; font-size: 14pt;"></span></i></b></div>
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-43778229486374401312011-11-03T11:39:00.001-07:002011-11-03T11:39:05.558-07:00<div style="text-align: center;"><b style="color: yellow; font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><span style="color: blue;">Nosso novo endereço:</span></span></b></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><b style="color: yellow; font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><a href="http://enigma-mundi.blogspot.com/">http://enigma-mundi.blogspot.com/</a></span></b></div><div style="text-align: center;"><b style="color: yellow; font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"> </span></b></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><b><span style="color: blue; font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;">Conheça também:</span></span></b></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><b><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><a href="http://visaoplanetaria.blogspot.com/">http://visaoplanetaria.blogspot.com/</a></span></b></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><b><span style="font-size: large;"><a href="http://visao-alternativa.blogspot.com/" style="font-family: Arial,Helvetica,sans-serif;">http://visao-alternativa.blogspot.com/</a> </span></b></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><b><span style="color: red; font-family: Arial,Helvetica,sans-serif; font-size: large;">Apareçam!</span></b></div><div class="blogger-post-footer"><!-- Bem Paraná - www.bemparana.com.br/widgets -->
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-88778027034172446002011-10-06T15:50:00.000-07:002011-10-10T17:16:13.833-07:00NOSSO NOVO ENDEREÇO:<div style="text-align: center;"><b><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><span style="color: red;"> <span style="font-size: x-large;">GO TO >>>></span></span></span></b></div><br />
<div style="text-align: center;"><b><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><a href="http://enigma-mundi.blogspot.com/">http://enigma-mundi.blogspot.com/</a></span></b><br />
<b><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><br />
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-37509719018608932892011-09-22T18:03:00.002-07:002022-12-16T17:30:57.840-08:00Neutrino ‘mais veloz que a luz’ põe físicos em suspense.<b style="font-family: Arial, Helvetica, sans-serif;">Entre a cautela e a apreensão, comunidade científica aguarda seminário nesta sexta que discutirá medições de partículas viajando a uma velocidade acima da luz. Caso sejam confirmadas, a física pode mudar para sempre.</b><br />
<br />
<span face="Arial,Helvetica,sans-serif"> </span> <br />
<div></div><div class="img-article" style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE_GzY9MXd9HQAsWAcgsPME3GckSKyDUslg24jUsqkI7hqLsLNsJuLDP8mmEiR1TfCvmlBrYBZhnjHIupWs5IZQ0LUYGEV6hP91c47e-9Ox0Xu4Bk97GS0x-Zfi0xOwS3NXVT4QB-mJkeTTktDY5HFOWSu_0TkxaMnKsoVCON3BLsgamKgYLPO31TpnA/s620/cern-opera-20110922-original3.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="349" data-original-width="620" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE_GzY9MXd9HQAsWAcgsPME3GckSKyDUslg24jUsqkI7hqLsLNsJuLDP8mmEiR1TfCvmlBrYBZhnjHIupWs5IZQ0LUYGEV6hP91c47e-9Ox0Xu4Bk97GS0x-Zfi0xOwS3NXVT4QB-mJkeTTktDY5HFOWSu_0TkxaMnKsoVCON3BLsgamKgYLPO31TpnA/s320/cern-opera-20110922-original3.jpeg" width="320" /></a></div><br /><div style="text-align: center;"><br /></div><br />
O detector de partículas Opera, do CERN: ali foii descoberto neutrino que ultrapassou a velocidade da luz (Divulgação).<br />
</div><div style="text-align: justify;"></div><div class="destaque_article" style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><div class="list_article">"Se for provado que o neutrino viaja acima da velocidade da luz, os teóricos terão que quebrar a cabeça para pacificar essa observação com tudo que já construímos e verificamos estar correto."</div><div class="list_article"><br /></div></div><div style="text-align: justify;"></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">A revelação feita por cientistas do CERN de que <b><a href="http://veja.abril.com.br/noticia/ciencia/cientistas-descobrem-particula-subatomica-que-pode-ter-superado-a-velocidade-da-luz">flagraram partículas viajando acima da velocidade da luz</a></b> — algo até agora considerado impossível — pôs a comunidade científica em suspense. Entre a cautela e o assombro, muitos físicos apostam em um possível erro do laboratório europeu. Mas, dada a respeitabilidade do centro científico que criou o acelerador de partículas LHC, todos aguardam o seminário que será realizado nesta sexta-feira para discutir as medições e, <a href="http://veja.abril.com.br/noticia/ciencia/descoberta-do-cern-e-recebida-com-cautela-e-entusiasmo-ao-mesmo-tempo#" id="_GPLITA_2" style="border-bottom: 3px double; color: green; text-decoration: none;">mais</a> ainda, futuras tentativas de reproduzir o mesmo experimento. A cautela é compreensível: caso a descoberta se confirme, a física como a conhecemos poderá mudar para sempre.<br />
</div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br /></div><div style="text-align: justify;"></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">Em entrevista ao site de VEJA, o físico brasileiro Ernesto Kemp disse e que é <a href="http://veja.abril.com.br/noticia/ciencia/descoberta-do-cern-e-recebida-com-cautela-e-entusiasmo-ao-mesmo-tempo#" id="_GPLITA_0" style="border-bottom: 3px double; color: green; text-decoration: none;">bem</a> possível que esteja errada a velocidade dos neutrinos medida no trajeto entre o CERN, em Genebra, na Suíça, e o detector de partículas OPERA, em Gran Sasso, na Itália. Contudo, o cientista está apreensivo porque conhece o trabalho do OPERA. Kemp trabalha no laboratório ao lado: é colaborador do Large Volume Detector (LVD), um experimento que também mede neutrinos, mas vindos do espaço e não do CERN. "Conheço o trabalho dos pesquisadores do OPERA e eles não teriam publicado um dado assim se não tivessem certeza das medições que fizeram."</div><div style="text-align: justify;"></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"></div><div style="text-align: justify;"></div><div class="glossario" style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><h2>Saiba mais</h2><b>O que é um neutrino?</b><br />
Neutrinos são partículas subatômicas (como o elétron e o próton), sem carga elétrica (como o nêutron), muito pequenas e ainda pouco conhecidas. São gerados em grandes eventos cósmicos, como a explosão de supernovas, em reações nucleares no interior do Sol e também por aceleradores de partículas. Viajam perto da velocidade da luz e conseguem atravessar a matéria praticamente sem interagir com ela. Como não possuem carga, não são afetados pela força eletromagnética. Existem três "sabores" de neutrinos: o neutrino do múon, o neutrino do tau e o do elétron.<br />
<br />
<b><span class="Apple-style-span" style="font-weight: normal;"><b>Por que um corpo com massa não é capaz de atingir a velocidade da luz?</b></span></b></div><div class="glossario" style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><b><span class="Apple-style-span" style="font-weight: normal;"><b><br />
</b></span></b>De acordo com as equações da Teoria da Relatividade, quanto mais um corpo se aproxima da velocidade da luz, mais energia é necessária para que ele continue ganhando velocidade. Essa energia teria que ser infinita — uma quantidade maior, por exemplo, do que a existente no universo — para que esse corpo fosse acelerado até a velocidade da luz.<br />
<br />
<b>Einstein errou?</b><br />
<br />
Até hoje, as <a href="http://veja.abril.com.br/noticia/ciencia/descoberta-do-cern-e-recebida-com-cautela-e-entusiasmo-ao-mesmo-tempo#" id="_GPLITA_3" style="border-bottom: 3px double; color: green; text-decoration: none;">previsões</a> feitas pela Teoria da Relatividade que puderam ser verificadas na prática foram todas confirmadas. Algumas proposições, como a existência de ondas gravitacionais que teriam sido emitidas durante a criação do universo, nunca foram detectadas, mas existem experimentos em desenvolvimento que para tentar descobri-las.<br />
</div><div style="text-align: justify;"></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">De acordo com Kemp, apesar de o LVD não ter recebido o mesmo ajuste fino que o OPERA para analisar o feixe de neutrinos, <a href="http://veja.abril.com.br/noticia/ciencia/descoberta-do-cern-e-recebida-com-cautela-e-entusiasmo-ao-mesmo-tempo#" id="_GPLITA_1" style="border-bottom: 3px double; color: green; text-decoration: none;">seu</a> experimento nunca detectou tamanha discrepância. "Pelo contrário, sempre percebemos que os neutrinos viajavam dentro da velocidade da luz, em concordância com a Teoria da Relatividade", disse.<br />
</div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br /></div><div style="text-align: justify;"></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><b>Incerteza - </b>Em entrevista à revista <i>Science</i>, Chang Kee Jung, porta-voz de outro experimento que faz a detecção de neutrinos, chamado T2K, explica que a parte complicada neste tipo de estudo é medir com precisão o tempo entre a criação da partícula e o momento em que ela atinge o detector. A medição depende do Sistema Global de Posicionamento, ou GPS, e a margem de erro pode chegar a dezenas de nanossegundos, diz ele, e não apenas 10, como o grupo do CERN afirma ter conseguido.</div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br /></div><div style="text-align: justify;"></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">Em 2007, Philippe Gouffon, professor do Departamento de Física Experimental do Instituto de Física da USP, também observou neutrinos acima da velocidade da luz em uma pesquisa feita na universidade, publicada no <i>Physical Review D</i>, periódico da Sociedade Americana de Física. Ele afirma, contudo, que o resultado foi descartado por estar dentro do intervalo de incerteza, comum nesse tipo de experimento. "Vamos rever nossos experimentos", disse ao site de VEJA.<br />
</div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br /></div><div style="text-align: justify;"></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><b>Erro sistemático - </b>De acordo com Gouffon, o experimento do CERN ainda precisa ser confrontado: há uma série de erros possíveis. Assim como apontou Chang Kee Jung na <i>Science</i>, Gouffon também citou a possibilidade de um erro de sincronização no GPS. "E há outro problema: os próprios aparelhos de GPS são feitos baseados na Teoria da Relatividade", diz. "É como tentar medir um erro no instrumento usando o próprio instrumento."<br />
</div><div style="text-align: justify;"></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">Desvios metodológicos deste tipo acabam influindo em todo o experimento. É o que os cientistas chamam "erro sistemático", o que explicaria por que 16.000 medições feitas pelos cientistas do CERN podem estar todas erradas. De qualquer forma, adverte Gouffon, é preciso esperar pelo seminário que ocorrerá nesta sexta-feira para confirmar os resultados. "Será chocante se isso estiver correto."<br />
<br />
<b>Revoluções - </b>Kemp explica que se os resultados estiverem corretos, a revolução será profunda, mas não irá invalidar as descobertas já feitas a partir daTeoria da Relatividade, pilar da física moderna, em que Albert Einstein postulou que a velocidade da luz é constante e nada pode ultrapassá-la.<br />
</div><div style="text-align: justify;"></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">"Einstein não invalidou o mundo todo construído a partir da mecânica clássica", disse Kemp. "Quando propôs a Teoria da Relatividade, ele estava tentando pacificar várias observações físicas que não eram compatíveis teoricamente. Agora, se for provado que o neutrino viaja acima da velocidade da luz, os teóricos terão que quebrar a cabeça para juntar essa observação a tudo que já construímos em uma teoria única." O pesquisador lembra que tudo na ciência é feito com muita cautela e em passos de formiga. Daí a necessidade de replicar diversas vezes o experimento. <br />
<br />
<b>Ficção científica - </b>Se confirmada, a descoberta pode dar margem a desdobramentos que hoje só a ficção científica pode vislumbrar. "Quando você postula a existência de partículas que são mais rápidas que a luz, elas teriam acesso a regiões do espaço-tempo antes proibitivas. Aí é domínio da especulação e ficção científica: seria possível voltar no tempo, alimentando equações da mecânica quântica com partículas mais rápidas que a luz com acesso à regiões do espaço-tempo no passado", diz Kemp. "Uma coisa é certa: se for verdade, é uma espécie de revolução. Muita coisa terá que ser revista e tudo isso é muito empolgante."<br />
<br />
Jones Rossi e Marco Túlio Pires</div><div class="blogger-post-footer"><!-- Bem Paraná - www.bemparana.com.br/widgets -->
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-46831037147983968462011-09-12T08:28:00.001-07:002020-10-27T12:54:08.413-07:00ARQUIVOS DO DESCONHECIDO - ANUNNAKI, NEFILINS, NIBIRU...<h3 class="post-title entry-title" style="text-align: center;"><div style="text-align: justify;"><span style="font-family: arial; font-size: medium; font-weight: normal;">Anunnaki significa “Aqueles que desceram dos céus” na língua suméria; para os hebreus eram Nefilim, Elohim e para os egípcios antigos, Neter. Descobertas arqueológicas e artefatos recolhidos nos últimos duzentos e cinqüenta anos são a base da teoria de que uma avançada civilização proveniente de Nibiru – um planeta distante, mas do nosso próprio sistema solar – desembarcou na antiga Mesopotânia a aproximadamente 450 mil anos atrás; eram os Anunnaki, alienígenas que colonizaram a Terra com o propósito de extrair grandes quantidades de ouro. Sua mão-de-obra foi arrebanhada entre os humanos primitivos, que foram manipulados geneticamente.</span></div><span style="font-family: arial;"><div style="text-align: justify;"><span style="font-size: medium; font-weight: 400;"><br /></span></div><span style="font-size: small;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;">Há 250 mil anos, o sistema de colonização alienígena começou a declinar em virtude da pouca produtividade e rebeliões dos escravos humanos, especialmente nas minas. “Os Anunnaki decidiram então criar um novo ser para substituir os humanos primitivos. O geneticista Enki e o chefe de medicina Ninhursag, realizaram diversas experiências e criaram um híbridos usando material do homo-erectus, de animais e dos próprios Anunnaki. O resultado foi o homo-sapiens, que veio ao mundo para ser escravo! Como os primeiros homo-sapiens eram híbridos, não se reproduziam. Como precisavam de mais escravos e o tempo que dedicavam para criarem mais servos estava comprometendo os volumes de produções, realizaram novas experiências que permitiram a auto-procriação de suas criaturas.</span></span> </div></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Quando os sapiens tornavam-se muito numerosos, parte deles era expulso das cidades Anunnaki e, assim, gradualmente espalharam-se pelo planeta. Mas as criaturas surpreenderam os criadores: eram belos e se desenvolviam muito bem. Algumas fêmeas começaram a servir de parceiras sexuais para os colonizadores. Essas uniões eram férteis, produziam prole. Mas isto era uma situação inaceitável para a elite dos Anunnaki que decidiram exterminar a população colonizada – a humanidade – provocando uma colossal inundação em época próxima à reentrada de Nibiru nas proximidades da órbita da terra. Esse dilúvio aconteceu há aproximadamente de 12 mil anos atrás.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Muitos humanos foram salvos por Enki, que simpatizava com aqueles que ele mesmo havia criado. Por milhares de anos, homens e mulheres foram escravos e soldados. Os Anunnaki usavam seus servos nas guerras que travaram entre si, na construção de palácios e cidades, em instalações astronômicas localizadas em todos os continentes. Eles ocuparam não somente a Mesopotâmia, como também o Egito, a Índia, as Américas. Por isso os sinais de sua presença são encontrados em praticamente todo o mundo.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Seis mil anos depois do dilúvio, os Anunnaki que aqui permaneceram resolveram que era hora de deixar o planeta e, gradualmente, conduziram a raça humana à independência, introduzindo um sistema sóciopolítico fortemente hierarquizado. Linhagens de reis foram estabelecidas, possivelmente considerando a descendência direta dos próprios Anunnaki: eram os “Iniciados”, versados em ciências como matemática e astronomia, conhecedores de técnicas de medicina, arquitetura e engenharia. Dinastias cuja continuidade era feita por meio “colégios” – os “colégios dos mistérios”.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimOFtIuj9g2v5YfQztv-GJiqrdUbsk2YQ3an1564K_WqRyGqo1GKZ50JVG1qfmQjrbWiP3H0VGuZOTrBGLUjfF5_qQfcrRcPkb0fRBtZQYaNtikzdCJ4NmOAPSFD2oRp6agaPg8DL84sk/s1600/Anunakis,+nefilins,+nibiru.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523444383553182530" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimOFtIuj9g2v5YfQztv-GJiqrdUbsk2YQ3an1564K_WqRyGqo1GKZ50JVG1qfmQjrbWiP3H0VGuZOTrBGLUjfF5_qQfcrRcPkb0fRBtZQYaNtikzdCJ4NmOAPSFD2oRp6agaPg8DL84sk/s400/Anunakis,+nefilins,+nibiru.jpg" style="cursor: pointer; display: block; height: 254px; margin: 0px auto 10px; text-align: justify; width: 400px;" /></a></span><div style="text-align: justify;"><span style="font-size: medium; font-weight: 400;"><br /></span></div> <span style="font-size: small;"><div style="text-align: justify;">OS NEFILINS</div><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">É impossível ignorar essas imagens.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">As evidências estão em toda parte, denunciando um passado que desafia e ao mesmo tempo completa a ciência moderna.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Ao vê-las, você pode estar se perguntando:</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">"Se existem tantas provas incontestáveis dessa atividade sobre-humana, em diversos lugares, por que os governos, em particular o norte-americano, pioneiro em pesquisas espaciais e ufológicas e os das nações árabes, não informam à humanidade sobre isso?</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">De fato a resposta é simples!</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Por que a revelação de que humanóides alienígenas gigantes, conhecedores de tecnologias avançadíssimas, há milhares, talvez milhões de anos, colonizaram a Terra e influenciaram geneticamente na formação da raça humana, causaria a ruína de todo o establishment contemporâneo.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Todas as instituições entrariam em colapso, porque fraudes milenares seriam descobertas.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2csr1MKWWmyD-Mosdt2OUtgzaQBXG6uDGk3aF3r-qFx9d07sJQj0aO67gAaTZsZiCZUZtzd10HrC1RRtc5dTRYeYQNZ845W5hq0CEBX28hh0Jm0W0zZUAW3YDnUkR4f4OmqjdzbuoahE/s1600/Anunakis,+nefilins,+nibiru+%281%29.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523444570108057906" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2csr1MKWWmyD-Mosdt2OUtgzaQBXG6uDGk3aF3r-qFx9d07sJQj0aO67gAaTZsZiCZUZtzd10HrC1RRtc5dTRYeYQNZ845W5hq0CEBX28hh0Jm0W0zZUAW3YDnUkR4f4OmqjdzbuoahE/s400/Anunakis,+nefilins,+nibiru+%281%29.jpg" style="cursor: pointer; display: block; height: 181px; margin: 0px auto 10px; text-align: justify; width: 288px;" /></a></span> <span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIowUmp5p0HwpGhPUDIuIHu8UUYJscBm_B7i3bdkAAQxW3V-M_5W0dNdgwiumwGIPJw5TlQ0rXuZOmPHhnd3p0u9zGL0EscNCkxh_pMDTTL7VSdu784F-8nBuA2RyqdI27f9uuu1tcVsg/s1600/Anunakis,+nefilins,+nibiru+%283%29.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523444827402052978" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIowUmp5p0HwpGhPUDIuIHu8UUYJscBm_B7i3bdkAAQxW3V-M_5W0dNdgwiumwGIPJw5TlQ0rXuZOmPHhnd3p0u9zGL0EscNCkxh_pMDTTL7VSdu784F-8nBuA2RyqdI27f9uuu1tcVsg/s400/Anunakis,+nefilins,+nibiru+%283%29.jpg" style="cursor: pointer; display: block; height: 396px; margin: 0px auto 10px; text-align: justify; width: 390px;" /></a></span><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-rQtDLPm_7PPKi8DBpLj7GugJGLn2gcnC78WAzLbqili-iSyqTan9Dq-8Tg6bGi2jMfKCRFcrefGSGgy7bpIWJWNkWI53Z9sWLLhWO4xHiiLvqWlEAe5p3dXhukNm5PbQW-wvPRRW8HM/s1600/Anunakis,+nefilins,+nibiru+%282%29.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523444747064972978" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-rQtDLPm_7PPKi8DBpLj7GugJGLn2gcnC78WAzLbqili-iSyqTan9Dq-8Tg6bGi2jMfKCRFcrefGSGgy7bpIWJWNkWI53Z9sWLLhWO4xHiiLvqWlEAe5p3dXhukNm5PbQW-wvPRRW8HM/s400/Anunakis,+nefilins,+nibiru+%282%29.jpg" style="cursor: pointer; display: block; height: 263px; margin: 0px auto 10px; text-align: justify; width: 400px;" /></a></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;">O que aconteceria com a Igreja Católica, se as pessoas tomassem conhecimento de que são herdeiras genéticas de alienígenas?</div></span><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Os cristãos se perguntariam: "- Então não somos feitos à imagem e semelhança de Deus?</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Então Adão não existiu?"</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">O problema é que a mente humana, atualmente, está atrofiada!</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Os praticantes do Cristianismo e do Islamismo, crêem cegamente em um ícone divino criador de todas as coisas, mas têm sido enganados pelas falsas interpretações das escrituras onde estão descritas as atividades dos "deuses-astronautas" no passado:</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">A bíblia e o alcorão, versões cristãs e islâmicas do Antigo Testamento, são compilações de antigas escrituras sumérias e mesmo os textos Vedas hindus, foram influenciados pelos babilônios.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Nestes textos, os Anunnaki têm sido sistematicamente citados como "anjos" e "mensageiros do Senhor", criando, acidentalmente ou intencionalmente, um equívoco histórico que tem mantido a humanidade submissa aos cleros e aos governos seculares e manipuladores, que desde de milhares de anos se organizam em sociedades secretas, manipulando o antigo conhecimento mesopotâmico.</span></span> </div></span></span><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimglGjhFqH444e84Y_ge3vaQaxh3fKugJGLxGS4yVKHbXovNap4Y_U42fXKcC71rMtjwc7bu18J1NzIPlCIwyEZs3NVxOqr12HWFT1962vnZl4UF6gmjTL4SK4TOrj9FfQ0DDV0Jy1hcI/s1600/Anunakis,+nefilins,+nibiru+%284%29.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445016726764018" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimglGjhFqH444e84Y_ge3vaQaxh3fKugJGLxGS4yVKHbXovNap4Y_U42fXKcC71rMtjwc7bu18J1NzIPlCIwyEZs3NVxOqr12HWFT1962vnZl4UF6gmjTL4SK4TOrj9FfQ0DDV0Jy1hcI/s400/Anunakis,+nefilins,+nibiru+%284%29.jpg" style="cursor: pointer; display: block; height: 264px; margin: 0px auto 10px; text-align: justify; width: 400px;" /></a></span> <span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimglGjhFqH444e84Y_ge3vaQaxh3fKugJGLxGS4yVKHbXovNap4Y_U42fXKcC71rMtjwc7bu18J1NzIPlCIwyEZs3NVxOqr12HWFT1962vnZl4UF6gmjTL4SK4TOrj9FfQ0DDV0Jy1hcI/s1600/Anunakis,+nefilins,+nibiru+%284%29.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445016726764018" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimglGjhFqH444e84Y_ge3vaQaxh3fKugJGLxGS4yVKHbXovNap4Y_U42fXKcC71rMtjwc7bu18J1NzIPlCIwyEZs3NVxOqr12HWFT1962vnZl4UF6gmjTL4SK4TOrj9FfQ0DDV0Jy1hcI/s400/Anunakis,+nefilins,+nibiru+%284%29.jpg" style="cursor: pointer; display: block; height: 264px; margin: 0px auto 10px; text-align: justify; width: 400px;" /></a></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: normal;">No oriente as escrituras asiáticas são mais naturais e abertas em suas referências aos grandes "devas" que, no passado, voavam pelos céus em naves vímanas.</span></div><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">No ocidente ocorre o ocultamento total do assunto.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Instrumentos de repressão, como a Ordem dos Cavaleiros Templários e a Inquisição, foram usados para suprimir esses conhecimentos da humanidade e mantê-los nos porões da igreja católica ou sob o domínio de obscuros rabinos.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">O que as pessoas pensariam se soubessem que a expressão "ser feito à imagem e semelhança de Deus", no caso do planeta Terra, se refere à manipulação genética de uma espécie semi-humana por outra super-humana, resultando numa outra espécie humana peculiar?</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">E temos que considerar que o termo "Deus" não era usado pelos sumérios.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: normal;">Eles eram cientes da condição extraterrestre dos Anunnaki.</span></div><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">O aspecto "divino" desses seres começou à ser atribuído na medida em que seus herdeiros diretos na hierarquia de poder, os faraós do Egito, utilizavam essa condição para legitimar e garantir sua posição no poder, como "filhos dos deuses".</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">As sociedades que foram influenciadas diretamente pela Suméria, como as greco-romanas e indo-européias, distorceram a condição dos Anunnaki em relação aos sumérios, passaram a adorá-los como "deuses" e acabaram consolidando o politeísmo.</span></span> </div></span></span><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPt6myfkCuqzIgxLzAn6VwCMKBy1fYuETM4toLrOX3Jk3kcYou3aE45religHhwUeBmMW1k8nNbqoitegeGvfOGNDdbYOt2S5B-bIsnaDN3ZzIWxKHM1uMUaLwguVtRrTeT17DpVzvBm4/s1600/Anunakis,+nefilins,+nibiru+%285%29.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445297261998610" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPt6myfkCuqzIgxLzAn6VwCMKBy1fYuETM4toLrOX3Jk3kcYou3aE45religHhwUeBmMW1k8nNbqoitegeGvfOGNDdbYOt2S5B-bIsnaDN3ZzIWxKHM1uMUaLwguVtRrTeT17DpVzvBm4/s400/Anunakis,+nefilins,+nibiru+%285%29.jpg" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: justify; width: 259px;" /></a></span><div style="text-align: justify;"><span style="font-size: medium; font-weight: normal;">Divindades de diversos lugares como Zeus, Apollo e Posseidon, na Grécia; Ptah, Ra e Hórus no Egito; Brahma, Vishnu e Shiva, na India ou Odin, Thor e Loki, na Escandinávia eram os mesmos Anunnaki.</span></div> <span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Entretanto, os hebreus que repudiavam o politeísmo egípcio e mesopotâmico, manipularam o conceito dos Anunnaki, de outra forma, adotando no singular o termo "elohim"(que é plural = deuses) para se referir à um Deus único.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Sitchin revela que isso ocorreu porque os semitas eram uma nação serviente à ENLIL, o autoritário e vingativo comandante Anunnaki que, se apresentava para os hebreus como Javé (YWHW) e teria formado uma aliança com esse povo, inclusive tendo-os guiado através do deserto, por quarenta anos, em direção à Cashemira, na India.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Que segundo Däniken, seria a verdadeira terra prometida e não a Palestina. Ele afirma que esse longo período no deserto, foi uma experiência feita por ENLIL para garantir a não interferência de outros povos na linhagem genética dos semitas, que eram seus protegidos.</span></span></div></span></span><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2YbthGI0KOWKXVxPpCmv9BXoQ-4QbSFlk7dDW3vDjaKINJy9h3g2Lp9LpEpUUVRDr5G2CALvpooL1aW0VqPHoGw20Ay9sE59gmPH4lBShSDJqJZCZngX9Ptl_RgTZY7wcMKeXLMJTjwI/s1600/Anunakis,+nefilins,+nibiru+%286%29.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445510516650146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2YbthGI0KOWKXVxPpCmv9BXoQ-4QbSFlk7dDW3vDjaKINJy9h3g2Lp9LpEpUUVRDr5G2CALvpooL1aW0VqPHoGw20Ay9sE59gmPH4lBShSDJqJZCZngX9Ptl_RgTZY7wcMKeXLMJTjwI/s400/Anunakis,+nefilins,+nibiru+%286%29.jpg" style="cursor: pointer; display: block; height: 179px; margin: 0px auto 10px; text-align: justify; width: 400px;" /></a></span><div style="text-align: justify;"><span style="font-size: medium; font-weight: normal;">Apesar de ENKI ter sido literalmente o "senhor da criação" na Terra, a "administração" do planeta ficava sobre o comando de ENLIL, que na condição de sucessor direto de ANU, no governo de Nibiru, fazia valer sua autoridade entre os Anunnaki e os homens.</span></div> <span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: normal;">Determinando leis, impondo ordens e realizando feitos notórios que o deixavam na condição de "senhor da humanidade".</span></div><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Alguns desses feitos foram decisivos para que ENLIL viesse a ser confundido como o Logos Criador do universo, ao longo da história:</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">*A decisão de manter o ADAPA e sua fêmea, sob sua guarda, quando ele foi trazido de volta de Nibiru.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">*A decisão de expulsá-los da base EDIN quando atingiram a maturidade sexual.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">*A decisão de deixar a humanidade perecer no dilúvio, que foi interpretada pela humanidade, não como uma demonstração de arrogância, mas como uma demonstração de poder sobre a vida e a morte.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">*A decisão de assumir para si e seus descendentes a reconstrução da Mesopotâmia, após o dilúvio, o que consolidou sua condição de "senhor" das antigas nações do Oriente Médio.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">*As vitórias do seu clã em várias disputas travadas com o clã de ENKI, mostravam o peso do seu poder de comando. Ele era sempre enaltecido como "Aquele que Decide os Destinos".</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">*A decisão de permitir que seu clã propagasse diversas línguas diferentes entre as civilizações dos homens para manter a dispersão dos povos, evitando a coesão de grupos rebeldes, uma vez que o incidente da Torre de Babel trouxe sérios problemas para os Anunnaki.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">*A decisão de permitir que Sodoma e Gomorra fossem destruídas, em mais uma disputa com o clã de ENKI.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">*A aliança com a nação hebraica, que acabou sendo o berço do Cristianismo.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">*A entrega dos mandamentos recebidos por Moisés para manter o equilíbrio moral e social da sua nação protegida. A dizimação do exército egípcio, em perseguição aos semitas, no deserto, durante o êxodo.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">*O combate dos hebreus às formas de adoração aos outros Anunnaki (politeísmo). Visando reduzir ao máximo a influência do clã de ENKI que ainda era forte no Oriente Médio.</span></span> </div></span></span><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibKtIWVsJ1X1Jcrfbgd1_G4ZiUDfEMaGewrzHDSI9owJPCTe_2CndXPQHNsFFhFVPJ6Xi5BUkwpIJydi5NUtApU65s9vy7aZST6VhuqDikx5WzHSm8DTAPhFLlFibt_CRh8-FzHGjCQ28/s1600/Anunakis,+nefilins,+nibiru+%287%29.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445754920348178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibKtIWVsJ1X1Jcrfbgd1_G4ZiUDfEMaGewrzHDSI9owJPCTe_2CndXPQHNsFFhFVPJ6Xi5BUkwpIJydi5NUtApU65s9vy7aZST6VhuqDikx5WzHSm8DTAPhFLlFibt_CRh8-FzHGjCQ28/s400/Anunakis,+nefilins,+nibiru+%287%29.jpg" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: justify; width: 387px;" /></a></span><div style="text-align: justify;"><span style="font-size: medium; font-weight: 400;"><br /></span></div> <span style="font-size: small;"><div style="text-align: justify;">Como a cultura Anunnaki influenciou o Cristianismo</div><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Uma questão importante tem que ser levantada para entendermos como a cultura Anunnaki influenciou o Cristianismo:</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: normal;">Podemos presumir que Jesus, de descendência sumérico-hebraica, certamente sabia da existência dos Anunnaki.</span></div><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Então como ele lidava com isso? Não se pode afirmar que Cristo se referia à ENLIL quando falava em Deus, porque na sua real condição de avatar ele dispunha de conhecimentos transcendentais que certamente iam muito além do mundo físico.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Pode-se supor que ele diferenciava as coisas, evitando a confusão de informações culturais e separando os conceitos de "espírito criador" e "matéria criadora".</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Dessa forma, quando falava de Deus, pregando sua filosofia vida, ele estaria se referindo ao Logos Criador e não à ENLIL ou à qualquer outro Anunnaki.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Porém o peso da influência hebraica prevaleceu e a grande massa de cristãos e judeus não teria assimilado a filtragem feita por Jesus, e acabou mantendo o conceito distorcido de que ENLIL seria "O Deus Criador".</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">E até hoje o seu nome adotado pelos hebreus, Yahwe ou Javé (YWHW), é mencionado como sendo o nome de Deus.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Nesse contexto, podemos levantar uma ousada hipótese:</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Tendo sido o império romano, um clone do império faraônico egípcio, sabemos que o politeísmo romano "sampleou" as deidades egípcias.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Aprendendo a história da mesopotâmia, sabemos que os seus deuses e semi-deuses, não eram outros senão ENLIL, ENKI e seus descendentes e agregados.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: normal;">Muitos corrompidos pelo poder e pela adoração dos homens, eram capazes de tudo para perpetuar suas glórias.</span></div><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Lembremos que o ofício do sacerdócio começou na mesopotâmia (ou mesmo antes, na Lemúria e Atlântida), onde os Anunnaki transmitiam conhecimentos de ciências e ocultismo, para um seleto grupo de iniciados.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">O que no começo era para o bem comum, com o passar do tempo acabou sendo usado para manutenção de poderes.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">E esses grupos e sociedades secretas se tornaram ferramentas políticas.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: normal;">Então ficam no ar, as seguinte questões:</span></div><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">• Os sacerdotes e profetas que não se prestavam à esses objetivos obscuros, não teriam se tornado uma ameaça ao poder de grupos Anunnaki, e seus afins (faraós, imperadores, reis, césares, etc)?</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">• Teria sido, a perseguição dos egípcios e romanos aos que pronunciavam mudanças sociais como o nascimento de avatares, como Cristo, uma repressão programada para impedir ameaças a estrutura de poder criada pelos Anunnaki?</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">• Não teria sido, a perseguição e crucificação de Cristo e seus seguidores, uma medida tomada "acima" da esfera de poder romana?</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Os Annunaki em painéis sumérios, assírios, egípcios e maias.</span></span> </div></span></span><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIP5885SNGNcSv-bBN5N4gk-oGNmaTKKV940p0FPd_bS27jXVqxBheVrpaAiyICYHMO8CfFAyHMlV671p8zjei4MC04KBUzXoDBELGcpE3s4QYvcfLpU6xSe4RGY0DVnlMxnMWM8uxq-c/s1600/Anunakis,+nefilins,+nibiru+%288%29.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445934431701362" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIP5885SNGNcSv-bBN5N4gk-oGNmaTKKV940p0FPd_bS27jXVqxBheVrpaAiyICYHMO8CfFAyHMlV671p8zjei4MC04KBUzXoDBELGcpE3s4QYvcfLpU6xSe4RGY0DVnlMxnMWM8uxq-c/s400/Anunakis,+nefilins,+nibiru+%288%29.jpg" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: justify; width: 309px;" /></a></span> <span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpHNhcnraoC1FwoJbRleahJOG5TBpRbfQKtxx7WA93iMkI1bSHaRr2yDeRIoLnGb3fQUL5UfJ-cKlOuz5_i7cJKX15u1W4OF0p2hR17TwZ3KqCpVAaffJw8HhdQmKEM6-e1EEjR0aLhqE/s1600/Anunakis,+nefilins,+nibiru+%289%29.jpg" style="font-weight: normal;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5523446302248723282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpHNhcnraoC1FwoJbRleahJOG5TBpRbfQKtxx7WA93iMkI1bSHaRr2yDeRIoLnGb3fQUL5UfJ-cKlOuz5_i7cJKX15u1W4OF0p2hR17TwZ3KqCpVAaffJw8HhdQmKEM6-e1EEjR0aLhqE/s400/Anunakis,+nefilins,+nibiru+%289%29.jpg" style="cursor: pointer; display: block; height: 278px; margin: 0px auto 10px; text-align: justify; width: 400px;" /></a></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;">Nas quatro civilizações, a evidente presença de seres extraterrestres gigantes. A imagem da direita é conhecida como o "astronauta de Palenque"</div></span><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Quero deixar claro aqui, que não tenho a intenção de questionar ou negar a existência do Logos Criador e nem afirmar que todos os Anunnaki agiam como deuses, pois mesmo entre os Anunnaki, havia o conhecimento desse poder original.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Algumas placas sumérias continham um diário de ENKI, que foi traduzido por Sitchin e publicado com o título "O Livro Perdido de ENKI".</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Nessas crônicas ele revela que durante o conselho no qual foi decidido que ele deveria criar um híbrido terrestre-alienígena através de engenharia genética, ENLIL protestou duramente, argumentando que os Anunnaki tinham vindo à Terra para mineração e não para "brincar de Deus".</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Eles sabiam perfeitamente da existencia do Logos primordial, responsável pela criação e expansão da energia e da matéria que compõe o universo, mas na condição de mestres das ciências, eles não se opuseram a possibilidade de interferir na evolução natural de mundos em formação, como a Terra, no passado, porque o ecossistema de seu planeta natal estava ameaçado e sob a pressão das circunstâncias eles precisavam de mão de obra para a mineração da Terra, como já foi dito antes.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Como ENLIL, sempre rivalizou com ENKI, ele utilizava frequentemente essa polêmica para acirrar suas disputas de poder, mas mesmo assim não deixava de ter uma certa razão ao expor todos os riscos inerentes às experiências de manipulação genética e ao perigo de se interferir na ordem natural das coisas.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: normal;">A vastidão do universo dá certeza de que a vida é um fenômeno constante em incontáveis mundos, sendo prova irrefutável da existência desse Logos Criador.</span></div><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">E de fato, é interessante pensar na possibilidade de que outros seres tão inteligentes, poderosos e qualificados quanto os Anunnaki, viajem de mundos em mundos, espalhando, modificando ou aperfeiçoando a vida e contribuindo para um propósito cósmico maior.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif">Certamente que esse assunto incomoda a maioria das pessoas, mas nos tempos atuais, de avançada tecnologia, onde viagens espacias e biogenharia são assuntos correntes na mídia, essa verdade ancestral poderia e deveria ser divulgada.</span></span> </div></span></span><span style="font-size: small;"><div style="text-align: justify;"><span style="font-weight: 400;"><br /></span></div><span face="Arial,Helvetica,sans-serif" style="font-weight: normal;"><div style="text-align: justify;">Esse conhecimento seria fundamental para a preparação da humanidade para a próxima passagem do planeta Nibiru.</div></span></span></span></h3><div class="blogger-post-footer"><!-- Bem Paraná - www.bemparana.com.br/widgets -->
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com2tag:blogger.com,1999:blog-8087921746981796760.post-69747701949902452512011-08-06T17:45:00.001-07:002022-12-16T17:32:01.680-08:00NASA descobre nuvem de vapor com enorme quantidade de água no espaço.<div style="text-align: center;"><br /></div>
<div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">A NASA diz ter descoberto a maior quantidade de água que se pode imaginar até agora. Ela está em uma espécie de buraco negro junto de uma nuvem de vapor, que contém cerca de 140 trilhões de vezes a quantidade de água que há na Terra.</div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br /></div><div style="font-family: Arial, Helvetica, sans-serif;"> </div><div style="font-family: Arial, Helvetica, sans-serif;"><span id="more-20949"></span></div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">Como o buraco negro está ativo, este vasto “lago espacial” continua aumentando com o choque de átomos de hidrogênio e oxigênio, formando cada vez mais água e vapor. De acordo com a Agência Espacial dos Estados Unidos, esta nuvem está há 12 bilhões de anos luz da Terra. Coisa que, segundo a ciência, faz com que os pesquisadores observem um fenômeno que ocorreu há cerca de 12 bilhões de anos atrás.</div><div style="font-family: Arial, Helvetica, sans-serif;"><br />
</div><div style="font-family: Arial, Helvetica, sans-serif;">Novamente, vem à conclusão de que a água foi uma das primeiras e mais importantes substâncias a serem formadas no universo.</div><div style="font-family: Arial, Helvetica, sans-serif;"><br />
</div><div style="font-family: Arial, Helvetica, sans-serif;">Já nas “proximidades” da Terra, falando em escala espacial, já se sabe que existe água em Marte, em uma das luas do planeta Saturno (a Enceladus) e na Lua.</div><div class="blogger-post-footer"><!-- Bem Paraná - www.bemparana.com.br/widgets -->
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com1tag:blogger.com,1999:blog-8087921746981796760.post-37175237762302773702011-08-02T16:53:00.001-07:002020-10-27T12:56:01.205-07:00ARTEFATOS QUE NÃO SE ENCAIXAM NA TEORIA ANTROPOLÓGICA ORTODOXA<div><span style="font-family: arial;"><span style="font-size: small;"><br />
(dados extraídos do livro Forbidden Archeology (Arqueologia Proibida), lançado em português em edição condensada sob o nome de História Secreta da Raça Humana)<br />
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</span><div style="text-align: center;"><span style="font-family: arial; font-size: small;"> <b>SINO EM PEDRA DE CARVÃO</b></span></div><div style="text-align: center;"><span style="font-family: arial;"><br />
<span style="font-size: small;"> </span></span></div></div><div style="text-align: justify;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;">Em 1944, um menino de 10 anos, Newton Anderson deixou cair um pedaço de carvão no seu porão, que rachou e revelou um sino no seu interior. O carvão bituminoso que fora extraído de uma mina próxima a sua casa em Upshur, West Virginia, supõe-se que seja de 300 milhões de anos. O que um sino de latão com um pino de ferro estava fazendo num pedaço de carvão do período carbonífero? De acordo com o livro de Norm Sharbaugh “Amunition”, o sino é um artefato pré-diluviano.</span></div><div><span style="font-family: arial;"><span style="font-size: small;"><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDSCtDXoWT3RUg59rbd_gZTk176GCH2b6UtBPMAqW5YYQHIVXQ0IIOmp6zU4BzBR6EfKvW5ajzX5MwOs2eaTYmmcbU88yPDAHI0lGPJPeiFuqG1yRCgcqQVIMdFTONKksuosZJUc6XXGec/s1600-h/image007.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352760464226031650" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDSCtDXoWT3RUg59rbd_gZTk176GCH2b6UtBPMAqW5YYQHIVXQ0IIOmp6zU4BzBR6EfKvW5ajzX5MwOs2eaTYmmcbU88yPDAHI0lGPJPeiFuqG1yRCgcqQVIMdFTONKksuosZJUc6XXGec/s400/image007.jpg" style="display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 300px;" /></a></span><span style="font-size: small;"><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFTsQ1BbCrqOXHeF6n5MfvZdear4itd3H08FCGYRnoTjJe_1Rp8Bt4NHoCKQhMQ_ngWmc-qKqxxEjz8l9H3gdT2PuiE5KqtKNuSTMwX4j17Evd-oRVI61hxz9JMao0KWSFVJo0vmZqzfz7/s1600-h/image009.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352760702038699538" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFTsQ1BbCrqOXHeF6n5MfvZdear4itd3H08FCGYRnoTjJe_1Rp8Bt4NHoCKQhMQ_ngWmc-qKqxxEjz8l9H3gdT2PuiE5KqtKNuSTMwX4j17Evd-oRVI61hxz9JMao0KWSFVJo0vmZqzfz7/s400/image009.jpg" style="cursor: pointer; display: block; height: 238px; margin: 0px auto 10px; text-align: center; width: 250px;" /></a></span><span style="font-size: small;"><br />
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</a></span></span></div><div style="text-align: center;"><a href="http://www.genesispark.com/genpark/bell/underside.htm"><span style="font-family: arial; font-size: small;">http://www.genesispark.com/genpark/bell/underside.htm</span></a></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: center;"><b><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;">MARTELO DO PERÍODO CRETÁCEO? </span></b></div><div><span style="font-family: arial;"><span style="font-size: small;"><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0M2caxvkI9Lg_xG7UdQ27PcaEQBQIYVHITMLDueEVohOJ_QwYdzpd01d4mMc5mwzcH6bJdIwumHaweqxBs2_3Rnqds64j-iG7RN8wbW2xzQpLy_cf8rjfhib76m5ydpr67lj8pVP52Tqn/s1600-h/image011.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352760969080536258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0M2caxvkI9Lg_xG7UdQ27PcaEQBQIYVHITMLDueEVohOJ_QwYdzpd01d4mMc5mwzcH6bJdIwumHaweqxBs2_3Rnqds64j-iG7RN8wbW2xzQpLy_cf8rjfhib76m5ydpr67lj8pVP52Tqn/s400/image011.png" style="cursor: pointer; display: block; height: 192px; margin: 0px auto 10px; text-align: center; width: 240px;" /></a></span><span style="font-size: small;"><br />
</span></span></div><div style="text-align: justify;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;">Em Junho de 1934, membros da família Hahn descobriram esta rocha com um pedaço de madeira saindo ela. Eles cuidadosamente a cinzelaram e para a surpresa deles apareceu a cabeça de um martelo. Este artefato foi achado no Texas nas proximidades de uma queda d’água em Red Creek. Este artefato agora faz parte do Museu Evidências da Criação. O braço do martelo é de madeira fossilizado e sua cabeça é feita de um ferro raro com uma mistura de Chlorine. Seria esta uma ferramenta pré-diluviana? Mais um artefato que não se enquadra nos esquemas da antropologia moderna. Permanece o enigma.</span></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: center;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;"><b>Pegadas Humanas Fossilizadas de Milhares de Anos</b></span></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: justify;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;">Várias pegadas humanas tem sido achadas ao longo dos anos. No Novo México foi achada a pegada abaixo numa rocha do período permiano.</span></div><div><span style="font-family: arial;"><span style="font-size: small;"><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxcR9uO4jq3Mf29CQB9ajIciwmBVzLn3J1YeYiBEUUKh9sLoevqk455-e_j5ON-XdAfxEL7btk0j76C1UNuxi5B-n0agkNmjJ9FEF3APKjTiWUfvguLrZmBwmlkANmelPLb7EbyhXWAIXe/s1600-h/image013.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352761223996159410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxcR9uO4jq3Mf29CQB9ajIciwmBVzLn3J1YeYiBEUUKh9sLoevqk455-e_j5ON-XdAfxEL7btk0j76C1UNuxi5B-n0agkNmjJ9FEF3APKjTiWUfvguLrZmBwmlkANmelPLb7EbyhXWAIXe/s400/image013.jpg" style="cursor: pointer; display: block; height: 270px; margin: 0px auto 10px; text-align: center; width: 195px;" /></a></span><span style="font-size: small;"><br />
</span></span></div><div style="text-align: justify;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;">Abaixo vemos a “pegada de Meister”, (pegada calçada) achada em Utah dentro de um bloco rochoso. Sob a sola se encontra o fóssil de um trilobita. Estrato rochoso do período triássico. </span></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: center;"><span style="font-family: arial;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggZhmYCIQerQeFq98deLhuYWxv_Mf9sqO0Nb1jquAlFaUkoXR_rkr9immymNnlB1sDUtYseggjUVqYxAsYtDmb-bEtM9SFeXh5vpeg2MDJUwIbtjavQ8sXvKPy8_G3ZD1vFm0pOflSUkP1/s1600-h/image014.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352761604133847522" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggZhmYCIQerQeFq98deLhuYWxv_Mf9sqO0Nb1jquAlFaUkoXR_rkr9immymNnlB1sDUtYseggjUVqYxAsYtDmb-bEtM9SFeXh5vpeg2MDJUwIbtjavQ8sXvKPy8_G3ZD1vFm0pOflSUkP1/s400/image014.jpg" style="cursor: pointer; display: block; height: 225px; margin: 0px auto 10px; text-align: center; width: 300px;" /></a></span><a href="http://www.genesispark.com/genpark/foot/foot.htm"><span face="Arial,Helvetica,sans-serif" style="font-size: small;">http://www.genesispark.com/genpark/foot/foot.htm</span></a></span></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: center;"><b><span style="font-family: arial; font-size: small;">OUTROS ENIGMAS...</span></b></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: center;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;">O Mecanismo de Antikythera: Um Computador Astronômico?</span></div><div><span style="font-family: arial;"><span style="font-size: small;"><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRM9VWZrhmOtz-ydXrBKBgx5c-s6kvmoz0_YK4wE87uuFx_BEMXP3z_y8kryBI_Dknyc2ZXckU798v3hsUnAvwNigOUzAY8ZJ9Pm2ypxxeeErsWAlZEG7q2rDyDwkfxHZtTX4W8r2FJsoz/s1600-h/image015.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352761847474838274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRM9VWZrhmOtz-ydXrBKBgx5c-s6kvmoz0_YK4wE87uuFx_BEMXP3z_y8kryBI_Dknyc2ZXckU798v3hsUnAvwNigOUzAY8ZJ9Pm2ypxxeeErsWAlZEG7q2rDyDwkfxHZtTX4W8r2FJsoz/s400/image015.jpg" style="cursor: pointer; display: block; height: 189px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span face="Arial,Helvetica,sans-serif" style="font-size: small;"><br />
</span></span></div><div style="text-align: justify;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;">Sem dúvida, um dos mais espantosos e intrigantes artefatos do mundo antigo, o mecanismo de Antikythera (nome de uma ilha grega). Seria esta uma máquina construída por Arquimedes, mencionada por *Cícero? Onde estão os manuscritos perdidos de Arquimedes para nos esclarecer sobre o espantoso conecimento tecnológico do passado? Este mecanismo simula os movimentos dos astros do nosso sistema solar, isto através do manuseio de uma manivela que acionava varias rodas dentadas sobrepostas. </span></div><div><span style="font-family: arial;"><span style="font-size: small;"><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1UVrfquRw8VOGY9eYNag72BLaIjXq-er2KJlOwZqhaIAk4__4XWNpzSppyz7ibr9_4PkhiPhiTW3zOfYWQfR9YbirOUJPLGVN6-DMDMCpDzkKyXaVawRl27qE2RkO60zRqIN5_yQ3KIAx/s1600-h/image018.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352762013550553010" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1UVrfquRw8VOGY9eYNag72BLaIjXq-er2KJlOwZqhaIAk4__4XWNpzSppyz7ibr9_4PkhiPhiTW3zOfYWQfR9YbirOUJPLGVN6-DMDMCpDzkKyXaVawRl27qE2RkO60zRqIN5_yQ3KIAx/s400/image018.jpg" style="cursor: pointer; display: block; height: 165px; margin: 0px auto 10px; text-align: center; width: 163px;" /></a></span><span style="font-size: small;"><br />
</span></span></div><div style="text-align: justify;"><span style="font-family: arial;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXliqyCPrNgwGieuo2PdCbiS66nfZvBHWcuREIijazp4yDtwSPdjBpTfgZJyokvwOpUM4iA0vaj5S2DPG1AqiZlZCKhLt-1oGHuGl5cMPugkxB5QJQDDV0fYSSz_5O9S1C0kotJ96FoQ0k/s1600-h/image019.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352762200799445154" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXliqyCPrNgwGieuo2PdCbiS66nfZvBHWcuREIijazp4yDtwSPdjBpTfgZJyokvwOpUM4iA0vaj5S2DPG1AqiZlZCKhLt-1oGHuGl5cMPugkxB5QJQDDV0fYSSz_5O9S1C0kotJ96FoQ0k/s400/image019.jpg" style="cursor: pointer; display: block; height: 332px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span face="Arial,Helvetica,sans-serif" style="font-size: small;">Foi achado em 1900 por um grupo de pescadores próximo á costa da ilha de Antikythera, no mar Egeu, nos restos de um navio grego a 70 metros de profundidade, um objeto de bronze composto de pelo menos 32 engrenagens, de diversos tamanhos, nove escalas móveis e três eixos. Trata-se o aparelho de um equipamento astronômico, um simulador dos movimentos planetários. O que chama a atenção não é só a engenhosidade do objeto, mas o conhecimento astronômico de quem o inventou. Idade: I a.C. *Cícero, na obra Disputas de Tusculano, livro I, seção XXV) </span></span></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: center;"><b><span style="font-family: arial; font-size: small;">Pilar de Ferro que não Enferruja (Índia)</span></b></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: arial;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXRSRak_3AJGS_JisPplJtm_cdZ0F6_4ipEesovOzwc8NNSxfx3tA4ua6m2BXZ3uFCCriOE3HrCp70gVnWNJEOteRgOto1e4RuXIriKTGrIMtHR3knvQUDIosnXWVz8rjlpt49FlnA56sn/s1600-h/image024.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352762391286699826" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXRSRak_3AJGS_JisPplJtm_cdZ0F6_4ipEesovOzwc8NNSxfx3tA4ua6m2BXZ3uFCCriOE3HrCp70gVnWNJEOteRgOto1e4RuXIriKTGrIMtHR3knvQUDIosnXWVz8rjlpt49FlnA56sn/s400/image024.jpg" style="cursor: pointer; display: block; height: 206px; margin: 0px auto 10px; text-align: center; width: 216px;" /></a></span><span face="Arial,Helvetica,sans-serif" style="font-size: small;">Na cidade de Delhi (India) se encontra este antiqüíssimo pilar de ferro puro, que, misteriosamente, não se oxida, nem sob as torrenciais chuvas de monção. Sua origem é desconhecida, assim com sua liga de metal.</span></span></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: center;"><b><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;">A Enigmática Tumba Maia</span></b></div><div><span style="font-family: arial;"><span style="font-size: small;"><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQCtERLG-nT_ekYf8U37eikLD8LTqn8DeqVdlj_0wS3gJPmNw612Pj-o6LehARfsBSHqYQsGWvGsd2oHShyphenhyphen7mBcByYPwzZ3h6HHGMDYXXblwwippm1H2VVoH11yAe7Sz0MlZid9sgrmoZ/s1600-h/image025.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352762544444861314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQCtERLG-nT_ekYf8U37eikLD8LTqn8DeqVdlj_0wS3gJPmNw612Pj-o6LehARfsBSHqYQsGWvGsd2oHShyphenhyphen7mBcByYPwzZ3h6HHGMDYXXblwwippm1H2VVoH11yAe7Sz0MlZid9sgrmoZ/s400/image025.jpg" style="display: block; height: 246px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span face="Arial,Helvetica,sans-serif" style="font-size: small;"><br />
</span></span></div><div style="text-align: justify;"><span style="font-family: arial; font-size: small;">Em 1949 o arqueólogo Alberto Ruz de L’Huiller descobriu, num templo da cidade maia de Palenque no México, uma tumba onde estava sepultado uma múmia de estatura bem maior do que a média dos homens do povo maia. </span></div><div><span style="font-family: arial; font-size: small;"><br /></span></div><div style="text-align: justify;"><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial;">A tumba estava coberta por uma lousa com uma gravação em relevo, representando um personagem manipulando os controles de uma aeronave similar a um foguete.</span></span></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: justify;"><span style="font-family: arial;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj79mAHXIbw93RjQ4JKfYtXzwMqgEhBJyMMzcSAiOxGGcoenPp2itnr78iDZjD3Oj9s1YHK0N__WmT63RNlhK0gnEcLYlTlktQ3mSnC6SFGJXh3-DnwQT3MAWXYmJuLlWAGtbGukhM3iqJ2/s1600-h/image027.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5352762688754777762" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj79mAHXIbw93RjQ4JKfYtXzwMqgEhBJyMMzcSAiOxGGcoenPp2itnr78iDZjD3Oj9s1YHK0N__WmT63RNlhK0gnEcLYlTlktQ3mSnC6SFGJXh3-DnwQT3MAWXYmJuLlWAGtbGukhM3iqJ2/s400/image027.jpg" style="cursor: pointer; display: block; height: 218px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: small;"> <span face="Arial,Helvetica,sans-serif">Neste desenho, todo em linhas finas e colorido para ressaltar os detalhes da arte em relevo original, se pode ver a curiosa posição do personagem manipulando os “controles da nave”; há até vestígio de fogo na sua parte inferior.</span></span></span></div><div><span style="font-family: arial; font-size: small;"><br />
</span></div><div style="text-align: center;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;">Voltaremos a enumerar mais fatos insólitos em próximos posts.</span></div><div><span style="font-family: arial; font-size: small;"><br />Compilação feita por V.X. Carmo no estudo ARQUIVOS DO DESCONHECIDO</span></div><div class="blogger-post-footer"><!-- Bem Paraná - www.bemparana.com.br/widgets -->
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com1tag:blogger.com,1999:blog-8087921746981796760.post-45849938652745585182011-08-02T13:28:00.003-07:002022-12-16T17:39:28.367-08:00Sonda revela detalhes surpreendentes do asteroide Vesta<h1><span style="font-size: small;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial;">Asteroide formado há mais de 4,5 bilhões de anos está localizado entre os planetas Marte e Júpiter e é repleto de crateras e canais </span></span> </h1><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigfyaxPD_j-gMG_6D5hqJv3zMZDg1Bt79fDWQ3vKAXeOvSQXd4gkNTnbVqlC1Qmt-hFuOIBYp7Vr8vTgAI8_103CtUDnZnhQiRzxy1QF77kVJgVBldEUICugpY1IvBzouWTg_O_ipFMXomoVm0Ckkp9K1Lh8jLE-jsTy8R_qxzcaG31tnDIEgVIKH_bg/s1024/f47cb1dfb65383a9a43197c2d858508930eb410fr1-1280-720v2_hq.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="576" data-original-width="1024" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigfyaxPD_j-gMG_6D5hqJv3zMZDg1Bt79fDWQ3vKAXeOvSQXd4gkNTnbVqlC1Qmt-hFuOIBYp7Vr8vTgAI8_103CtUDnZnhQiRzxy1QF77kVJgVBldEUICugpY1IvBzouWTg_O_ipFMXomoVm0Ckkp9K1Lh8jLE-jsTy8R_qxzcaG31tnDIEgVIKH_bg/s320/f47cb1dfb65383a9a43197c2d858508930eb410fr1-1280-720v2_hq.jpg" width="320" /></a></div><div class="img-article"><br /></div><div class="img-article"><div style="text-align: justify;"> <span face="Arial,Helvetica,sans-serif"> <span style="font-family: arial;">Imagem mais completa do gigante asteroide Vesta, obtida no dia 24 de julho de 2011 pela sonda Dawn (Divulgação/NASA/JPL-Caltech/UCLA/MPS/DLR/IDA)</span></span></div><div style="text-align: justify;"><span style="font-family: arial;"> </span> </div><span face="Arial,Helvetica,sans-serif"> </span></div><span face="Arial,Helvetica,sans-serif"> </span><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"> A sonda Dawn está revelando detalhes surpreendentes do asteroide Vesta, o mais brilhante do cinturão localizado entre os planetas Marte e Júpiter. De acordo com a agência espacial americana (Nasa), a última imagem, completa, mostra um terreno muito diversificado. O hemisfério norte é repleto de crateras, a região sul exibe um terreno muito mais regular - apesar de exibir uma cratera gigante -, e a zona equatorial possui canais e depressões.</div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br />
</div><span face="Arial,Helvetica,sans-serif"> </span><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"> Depois de viajar por cerca de quatro anos e percorrer 2,8 bilhões de quilômetros, a sonda Dawn foi capturada pela gravidade do asteroide Vesta e entrou em sua órbita no dia 15 de julho. Mais de quinhentas imagens foram feitas pela sonda desde então. Os últimos dados coletados exibem muitos detalhes porque a sonda estava a apenas 5.200 quilômetros do asteroide, seguindo o plano da missão: chegar cada vez mais perto de sua superfície e dar início às observações científicas. </div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br />
</div><span face="Arial,Helvetica,sans-serif"> </span><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"> "Agora que estamos em órbita de um dos últimos mundos inexplorados no interior do Sistema Solar, podemos ver que é um lugar único e fascinante”, diz Marc Rayman, engenheiro-chefe de Dawn e responsável pela missão no Nasa’s Jet Propulsion Laboratory em Pasadena, Califórnia (EUA). "As últimas imagens fornecem muitas justificativas para nossas expectativas, mostrando uma variedade de processos que uma vez ocorreram na superfície de Vesta", diz Chris Russell, principal pesquisador da missão pela Universidade da Califórnia em Los Angeles, nos EUA.</div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br />
</div><span face="Arial,Helvetica,sans-serif"> </span><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"> O asteroide Vesta tem uma área equivalente ao dobro do estado da Califórnia. Cientistas acreditam que ele surgiu a partir de um amontoado de gases e poeira que restaram após a formação do Sol, há mais de 4,5 bilhões de anos, contendo materiais radioativos. O calor adicional teria feito o asteroide derreter, formando um núcleo de ferro e uma crosta externa de lava, o que poderia explicar muitas das características observadas nas primeiras imagens coletadas. </div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br />
</div><span face="Arial,Helvetica,sans-serif"> </span><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"> A sonda Dawn vai passar cerca de um ano em torno do Vesta, entrando e saindo de órbita graças a um sistema inovador de propulsão. Em vez de foguetes impulsionados por reações químicas, seus motores trabalham com ejeção de íons (partículas eletricamente carregadas) do gás xenônio. A força do gás expelido faz a sonda se mover de forma significativa no espaço. </div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br />
</div><span face="Arial,Helvetica,sans-serif"> </span><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"> Depois de estudar o Vesta, a Dawn segue em 2012 para o planeta-anão Ceres, o maior corpo do cinturão de asteroides. A comparação dos dados coletados dos dois corpos gigantes poderá ajudar pesquisadores na compreensão de como planetas e outros corpos foram formados em nosso sistema planetário.</div><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><br />
</div><span face="Arial,Helvetica,sans-serif"> </span><div style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"> <em>(Com Agência Reuters)</em></div><div class="blogger-post-footer"><!-- Bem Paraná - www.bemparana.com.br/widgets -->
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-90209015035744157632011-07-29T18:36:00.000-07:002011-07-29T19:09:39.983-07:00<div style="text-align: center;"><br />
<a href="http://www.topblog.com.br/2011/index.php?pg=busca&c_b=118268"><img alt="" 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" 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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-25625856104178587812011-07-22T17:01:00.000-07:002011-07-22T17:01:56.232-07:00Coober Pedy - Australia<div class="WordSection1"><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><i>Coober Pedy </i>é uma cidade localizada no sul da Austrália onde muitas pessoas tem suas casas no subsolo. Até uma igreja foi construída. Você pode estar pensando que viver no subsolo não faz sentido, mas com as rigorosas temperaturas do verão na Austrália, melhor mesmo ficar no subsolo.</div><div style="text-align: justify;"><br />
Nestas cavernas a temperatura é muito agradável e o melhor mesmo é ficar no subsolo. </div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5opVYkBQtULNTEshum-AdfYWZhfn8zeuqJ_Lf3r7yVyssaRVOBykkJja2IY-Sb5QaoGwMGmsZM_JRf4xEmtASa-v7CpXRU_iZFfGUK73Gzy5YdvJLpPoQz3MgRdl9_LI1-b3uvhsly4eH/s1600/image001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5opVYkBQtULNTEshum-AdfYWZhfn8zeuqJ_Lf3r7yVyssaRVOBykkJja2IY-Sb5QaoGwMGmsZM_JRf4xEmtASa-v7CpXRU_iZFfGUK73Gzy5YdvJLpPoQz3MgRdl9_LI1-b3uvhsly4eH/s320/image001.jpg" width="280" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfR2FQ66Ap_x9EZAO2ihWl458jkWf819sAh9L3LxUpt5UfUuFaLcyyzFe4w3udqF_RZnGphKSu-FJUIpaZHEEP7x71p6NYvGgG_8P0MrZl6k1rf99wQmqxha1ydgd5ssPEZJ8WSWDtHABN/s1600/image002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfR2FQ66Ap_x9EZAO2ihWl458jkWf819sAh9L3LxUpt5UfUuFaLcyyzFe4w3udqF_RZnGphKSu-FJUIpaZHEEP7x71p6NYvGgG_8P0MrZl6k1rf99wQmqxha1ydgd5ssPEZJ8WSWDtHABN/s320/image002.jpg" width="320" /></a></div><br />
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" 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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-67108522717767942392011-07-07T20:39:00.000-07:002011-07-07T20:42:10.868-07:00Mosteiros nas Alturas<div style="text-align: center;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Mosteiros construídos </span><span style="font-family: Arial,Helvetica,sans-serif;">sob grandes</span><span style="font-family: Arial,Helvetica,sans-serif;"> alturas, neblina e isolamento de outros povos. Muitas vezes sobre penhascos íngremes acessíveis apenas por caminhos secretos e isolados, tudo para manter sua devoção espiritual.</span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span></div><div style="clear: both; text-align: center;"><br />
</div><div style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Alguns desses mosteiros já foram descobertos em várias partes do mundo.</span></span></div><div style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO_z8FF3_DLpTvjepTsZDuFgq_6_bn3dIyXeVRWXhrihl_sX3huLJm-XADQw3Lark_xciXDfdU2iVRONI_HoEjSD_zShyHwxs7FE5leiKG1VBpD4ggskvNWb3aCsiPksZ8pe69jkQ8JTvY/s320/image001.jpg" width="320" /></div><div style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
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<div style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDyz5f0s_fKsaHjkW9cgGTyvzxbwRUMLotgRXY5zEI4jVLfp-3LqvBWTOwM0thr2ZRymuY3Cwmvijr2snkgs0VLDZpK6CTfyOrZHbxkcR_mCneVkpg6lCJ8ZOnw7yJs6eKGcAiISwWJhAV/s1600/image002.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDyz5f0s_fKsaHjkW9cgGTyvzxbwRUMLotgRXY5zEI4jVLfp-3LqvBWTOwM0thr2ZRymuY3Cwmvijr2snkgs0VLDZpK6CTfyOrZHbxkcR_mCneVkpg6lCJ8ZOnw7yJs6eKGcAiISwWJhAV/s320/image002.jpg" width="320" /></a></div><div style="text-align: center;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span><b><span style="font-family: Arial,Helvetica,sans-serif;">O Mosteiro Huashan na China</span><span style="font-family: Arial,Helvetica,sans-serif;"> </span><span style="font-family: Arial,Helvetica,sans-serif;">é local para fazer caminhadas sagradas.</span></b></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span><span style="font-family: Arial,Helvetica,sans-serif;">Agora vamos adicionar mais destinos de peregrinação na lista. A acessibilidade de alguns desses lugares tem melhorado consideravelmente, devido à implacável progresso da civilização, que talvez não seja uma coisa boa para aqueles que procuram a paz e a calma original.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span><b><span style="font-family: Arial,Helvetica,sans-serif;">Sigiriya, Sri Lanka </span></b></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span><span style="font-family: Arial,Helvetica,sans-serif;">A cidade sagrada de Sigiriya contém as ruínas de um palácio e de um templo de 500 anos D.C. Viveram na montanha do mosteiro os devotos budistas Sanga. Construido a 350 metros de altura, as cavernas do mosteiro ainda são de dificil acesso.</span></span><br />
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<div class="separator" style="clear: both; text-align: center;"></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Taktshang - Tiger's Nest</span></span></b><span style="font-size: small;"><i style="font-family: Arial,Helvetica,sans-serif;"> </i><span style="font-family: Arial,Helvetica,sans-serif;"><b>o</b></span><b><span style="font-family: Arial,Helvetica,sans-serif;">u Taktshang</span></b></span><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> - Mosteiro localizado no Butão</span></span>.</b></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="http://www.blogger.com/post-create.g?blogID=8087921746981796760" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/post-create.g?blogID=8087921746981796760" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/post-create.g?blogID=8087921746981796760" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/post-create.g?blogID=8087921746981796760" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/post-create.g?blogID=8087921746981796760" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGFdh0VhXV871K-uwuf9nNbQmk9OBdJYGC0-HTRge_O5V82ujlAQt3RN2gBFAeXSYEUx68j6R3mREdTJKf0TE_L9Ms_eSdqS2O-VMJIVje7sibM2UUjBgDPn7vfvzt5ejT5nbX2mn2Y8nJ/s1600/image007.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGFdh0VhXV871K-uwuf9nNbQmk9OBdJYGC0-HTRge_O5V82ujlAQt3RN2gBFAeXSYEUx68j6R3mREdTJKf0TE_L9Ms_eSdqS2O-VMJIVje7sibM2UUjBgDPn7vfvzt5ejT5nbX2mn2Y8nJ/s320/image007.jpg" width="320" /></a></div><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Foi feito á beira de precipício. Todos os 7 templos passaram por reformas e podem ser visitados por qualquer pessoa.</span></span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-57258948931458447512011-06-21T21:17:00.000-07:002011-06-22T14:20:32.175-07:0040 idéias que vão mudar o mundo<span style="font-family: Arial,Helvetica,sans-serif;"></span> <br />
<span style="font-family: Arial,Helvetica,sans-serif;"> </span> <br />
<div style="text-align: justify;"><span style="font-family: Arial,Helvetica,sans-serif;">Sabe aquelas coisas que a gente só vê em filme de ficção científica? Coisas como falar em português e o seu telefone traduzir simultaneamente para o inglês; softwares que ensinam a robôs a diferença entre o bem e o mal; curar a depressão tomando água. Pois existe uma porção de caras por aí transformando essas ideias em realidade. Nas próximas páginas, você vai dar uma olhada no futuro próximo da humanidade. As próximas três décadas serão mais frias. O gelo no Polo Norte já aumentou 26% desde 2007. Mas o gelo ainda não voltou à extensão que ocupava antes do planeta começar a aquecer. </span></div><br />
<div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795726,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>RODOVIAS PARA BICICLETAS</b></div><div style="text-align: justify;"><span style="font-family: Arial,Helvetica,sans-serif;">A prefeitura de Copenhague, na Dinamarca, está criando uma rodovia só para bicicletas ligando o centro da cidade aos subúrbios. Enquanto isso, o Brasil tem menos ciclovias que a cidade de Munique, na Alemanha. E São Paulo, a maior cidade do País, é superada até por Sorocaba, no interior do estado. </span></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
<div style="text-align: center;">Munique (Alemanha) 1.400 Km / 1,3 milhão de habitantes</div><div style="text-align: center;">Curitiba (Paraná) 100 Km / 1,8 milhão de habitantes</div><div style="text-align: center;">Sorocaba (São Paulo) ; 27,5 Km / 584 mil habitantes</div><div style="text-align: center;">São Paulo (São Paulo) 23,5 Km / 11 milhões de habitantes </div><b><br />
</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>QUILÔMETROS X POPULAÇÃO </b></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
<div style="text-align: center;">Brasil 1,3 mil Km / População: 198 milhões</div><div style="text-align: center;">Holanda ; 18 mil Km / População 16 milhões </div></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><br />
<b>O BRASIL É O TERCEIRO PRODUTOR MUNDIAL DE BICICLETAS </b></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
<div style="text-align: center;">CHINA 66,7%</div><div style="text-align: center;">ÍNDIA 8,3%</div><div style="text-align: center;">BRASIL 4,2%</div><div style="text-align: center;">OUTROS 20,8% </div><div style="text-align: center;"><br />
</div></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b> BIKE COM KERS</b></div><div style="font-family: Arial,Helvetica,sans-serif;">O Kers aproveita a energia cinética (gerada quando algo entra em movimento) dos freios para que uma bateria dê energia extra ao motor. O Massachusetts Institute of Technology (MIT) criou um disco com bateria e motor que, acoplado à roda traseira da bicicleta, aproveita essa energia. </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795850,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;">1) BATERIAS; 2) MOTOR; 3) CÂMBIO; 4) CICLOCOMPUTADOR </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>RECICLAGEM ELETRÔNICA</b></div><div style="font-family: Arial,Helvetica,sans-serif;">Em dezembro, a USP inaugurou um projeto de reciclagem de aparelhos eletrônicos. Os equipamentos que puderem ser reutilizados são enviados para entidades que usam as peças para montar novos computadores. O restante é reciclado.</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795860,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>LIXO RASTREÁVEL</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">Concebido por Valerie Thomas, professora de engenharia industrial e políticas públicas da Universidade Georgia Tech, EUA, neste sistema os produtos eletrônicos são identificados por meio de um código ou por uma rádio-frequência. Coisas ainda úteis podem ser anunciadas em sites de leilão, enquanto componentes tóxicos são cuidadosamente processados. Funcionará assim: o lixo etiquetado é dispensado em uma lixeira com scanner, que lê a etiqueta e disponibiliza online suas informações específicas (como a série, o nome do fabricante...) para uma empresa de reciclagem ou mesmo diretamente para um site de vendas como o eBay </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>LIGUE-LUZ</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">Morgenröthe-Rautenkranz, uma cidade alemã com 900 habitantes, decidiu aplicar à iluminação pública o mesmo conceito das lâmpadas acionadas por sensores: as luzes de ruas, praças e parques ficam apagadas à noite, mas os moradores podem ligá-las via celular. A cidade foi dividida em zonas. Para acionar a luz, é só discar um número fornecido pela prefeitura e digitar o código correspondente à sua zona. </div><div style="font-family: Arial,Helvetica,sans-serif;">ECONOMIA Em 1 ano, a cidade poupou 5.300 euros (o equivalente a 5,8 euros por habitante)</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>CIDADE-FAZENDA</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">Detroit foi a cidade mais afetada pela crise do mercado automobilístico americano. Sua população foi reduzida pela metade, de 2 milhões para 900 mil habitantes. A criminalidade subiu, o preço dos imóveis caiu, empresas foram embora. Para um grupo de investidores, a solução é criar fazendas nas áreas vazias da cidade. Henry Cisneros, que gere um fundo de investimentos, quer transformar Detroit na “pioneira em agricultura urbana em escala comercial”. Se der certo, o conceito pode ser aplicado em outras localidades decadentes dos EUA, como Saint Louis e Nova Orleans </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
<div style="text-align: center;"><b>GENOMA A US$ 100</b></div>A BioNanomatrix promete decodificar todo o genoma humano por apenas US$ 100 em cinco anos. Atualmente, a decodificação completa ainda custa US$ 50 mil. </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795730,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>CURA PARA ESCLEROSE MÚLTIPLA</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">Paolo Zamboni, médico da Universidade de Ferrara, na Itália, descobriu que veias obstruídas na região do pescoço e peito levam a um excesso de ferro no cérebro, o que pode atacar a mielina que protege os neurônios e causar a esclerose múltipla (EM). O médico desenvolveu uma técnica cirúrgica similar à angioplastia. A primeira a enfrentar a operação foi a sua própria mulher, que tem EM. Zamboni eliminou os ataques de sua esposa, que não aparecem há mais de três anos. </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795904,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
1 e 2. O stent é introduzido na veia pelo catéter 3. Depois é aberto para desobstruir a veia e deixar passar normalmente o fluxo sanguíneo. <br />
Mais de 90% das pessoas com EM tem alguma má formação ou bloqueio nas veias que drenam o sangue do cérebro.<br />
65 pacientes com EM foram operados usando as técnicas de Zamboni. 73% está completamente livre dos sintomas de EM há 2 anos. </div><div style="font-family: Arial,Helvetica,sans-serif;"><div style="text-align: center;"><b>CRIOCAPACETE</b></div>Em caso de acidente, o capacete-protótipo criado pela empresa americana ThermaHelm resfria e mantém a temperatura do cérebro em 37 ºC, impedindo que chegue acima de 42 ºC, quando as células do cérebro inchado pelo trauma começam a morrer. </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796307,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><br />
<b>HIPOTERMIA INDUZIDA</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">O coração para. Três minutos depois, as células do cérebro começam a morrer. Se o paciente sobreviver, existe grande probabilidade de sofrer sequelas graves. Mas uma técnica criada nos EUA e já testada no Brasil está aumentando as chances de sobrevivência — e sem sequelas. A hipotermia consiste em resfriar o paciente (com gelo e soro congelado direto no sangue) até uma temperatura entre 32 ºC e 34 ºC. Ela salva o paciente reduzindo o metabolismo e regenerando o cérebro. </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
<img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796369,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>35% a 50 % Aumento nas chances de sobrevivência sem sequelas após uma parada cardíaca. </b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>PÍLULA ANTICONCEPCIONAL MASCULINA</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">Um estudo conduzido por Michelle Welsh, do Centro de Biologia Reprodutiva de Edimburgo, no Reino Unido, descobriu como os hormônios masculinos controlam a produção de esperma. Nos testículos existem células que geram espermatozoides e outras células que possuem genes que codificam o hormônio sem o qual é impossível produzir esperma. Na pesquisa de Michelle, o gene foi removido de ratos, e eles se tornaram inférteis. É esta descoberta que abre o caminho para uma pílula contraceptiva masculina, cinco décadas depois da feminina.</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b> DOPING GENÉTICO</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">Lembra de quando os atletas se dopavam com esteroides? Essa fala será ouvida em 2020 sem nenhuma nostalgia. Cada atleta terá um banco de dados genético. Os dados serão usados para detectar os pontos fracos dos atletas. Com exames precisos feitos periodicamente, o doping por esteroides deve acabar. O problema é que o novo doping será genético, feito sem deixar traços, e pode criar atletas super-humanos. Nat Irvin, fundador de uma empresa que monitora tendências, a Future Focus, diz que até 2020 vamos achar o doping genético algo corriqueiro. “As pessoas vão pensar na melhora de performance (via biogenética) da mesma forma que pensamos em uma cirurgia corretiva nos olhos.” </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>A NOVA INTELIGÊNCIA ARTIFICIAL</b></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
<img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795759,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">“Estamos investigando o sistema nervoso como uma forma distribuída, e com isso estamos aprendendo o que acontece quando colocamos milhões ou bilhões de elementos trabalhando juntos. Os computadores têm muito a aprender com isso. Daqui pra frente vai haver um novo ramo da ciência da computação que vai se basear nos mecanismos do cérebro. A intenção é fazer com que os computadores façam justamente o que a mente faz: generalizar e entender o contexto. Não existem computadores que pensem dessa maneira, que tenham uma visão crítica e ativa dos fatos. Acho que é nesse sentido que eles têm que evoluir: seguindo os passos do cérebro.” Miguel Nicolelis, fundador do Instituto de Neurociência de Natal, Rio Grande do Norte, em entrevista ao jornal O Estado de S. Paulo.</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>ENERGIA WI-FI</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">O Airnergy Charger é um pequeno carregador com circuitos que recebem o sinal wi-fi, o converte em eletricidade e o armazena. Numa exibição este ano, carregou completamente um smartphone que estava com 30% de bateria em cerca de 90 minutos, usando somente os sinais wi-fi ambientes como fonte de energia. Seu desempenho depende da proximidade das redes e sua quantidade. A empresa RCA disse que o carregador USB estará à venda ainda neste ano por US$ 40. </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
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<img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795922,00.jpg" /> </div><div style="text-align: center;"><br />
<b><span style="font-family: Arial,Helvetica,sans-serif;">TELEFONE MOVIDO A COCA-COLA</span></b></div><div style="text-align: justify;"><span style="font-family: Arial,Helvetica,sans-serif;">A designer chinesa Daizi Zheng criou um conceito de celular que pode ser recarregado com Coca-Cola ou Pepsi (1). A bateria do aparelho, desenvolvido para a Nokia, teria um sistema para extrair energia limpa de bebidas açucaradas, usando enzimas como catalizadores (2). Em seu site, Daizi diz que a bateria funcionaria de três a quatro vezes mais do que as baterias de lítio, usadas por celulares comuns (3). Além disso, o equipamento é todo biodegradável. Depois do fim da bateria, restaria somente oxigênio e água em seu recipiente (4). </span></div><div style="font-family: Arial,Helvetica,sans-serif;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796383,00.jpg" /> <br />
<b><br style="font-family: Arial,Helvetica,sans-serif;" /></b></div><div style="text-align: center;"><b><span style="font-family: Arial,Helvetica,sans-serif;"> ROBÔS COM CONSCIÊNCIA</span></b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">O roboticista Ronald Arkin, da Universidade Georgia Tech, nos EUA, explica o projeto que desenvolveu com o exército americano para criar robôs com ética. A intenção é fazer com que os robôs trabalhem com os humanos. Robôs não desenvolvem a ética por conta própria. Enquanto o medo influencia as decisões humanas, eles classificam as ações em éticas e não-éticas. </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">Para saber que tipos de ações cabem nessa equação, são necessários humanos. <span style="font-family: Arial,Helvetica,sans-serif;">Por exemplo, um robô, atingido por um atirador que se encontra perto de um monumento histórico, leva em conta dados geográficos e decide revidar com um rifle em vez de uma granada.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"> </span></div><div style="text-align: center;"><b style="font-family: Arial,Helvetica,sans-serif;">IPAD</b></div><div style="font-family: Arial,Helvetica,sans-serif;">O novo gadget do tio Jobs vai salvar a mídia impressa, o cinema independente e a indústria da música, ou é mais um plano da Apple para dominar o planeta? (veja matéria “O Exterminador do Futuro”) <br />
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</b></div><div style="text-align: center;"><b> <span style="font-family: Arial,Helvetica,sans-serif;">LOMBADA INTELIGENTE</span></b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">Em vez de lombadas feitas de asfalto e concreto, que tal uma lombada de plástico que utiliza o peso dos carros para gerar eletricidade? A energia alimenta as lâmpadas que tornam a lombada visível à noite </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796454,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>BANDA LARGA POPULAR</b></div><div style="font-family: Arial,Helvetica,sans-serif;">O governo quer usar a rede de fibra óptica que atravessa 17 mil quilômetros do País para oferecer banda larga a preços baixos. A reação: NET e Telefônica lançaram pacotes com valores mais baixos. <br />
O governo de São Paulo isenta de ICMS os planos com mensalidade de até R$ 29,80 e velocidades entre 200 kilobits por segundo (Kbps) e 1 megabit por segundo (Mbps). </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>TELEVISÃO 3D</b></div><div style="font-family: Arial,Helvetica,sans-serif;">2010 será o ano zero da televisão 3D. A ESPN americana e a inglesa Sky lançaram canais para transmitir eventos esportivos em três dimensões. Ambos estreiam no dia 11 de junho, com a transmissão do jogo inaugural da Copa do Mundo. <br />
<img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796482,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>Até 2013 haverá 13,6 milhões de TVs 3D na Europa. </b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>BATERIAS IMPRESSAS</b></div><div style="font-family: Arial,Helvetica,sans-serif;">O Fraunhofer Research Institution for Electronic Nano Systems está desenvolvendo uma bateria de 0,6 milímetro. Baterias pequenas assim são essenciais para alimentar a próxima geração de gadgets: finos e flexíveis. </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b> TABLET POPULAR</b></div><div style="font-family: Arial,Helvetica,sans-serif;">Nicholas Negroponte idealizou o programa One Laptop per Child (OLPC) e já colocou 1,4 milhão de notebooks nas mãos de crianças de 34 países. Seu novo projeto é o XO 3.0m, um tablet (como o iPad), que deve ser lançado em 2012, a um preço inferior a US$ 100. <br />
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<img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796699,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>GUARDA-CHUVA DE AR</b></div><div style="font-family: Arial,Helvetica,sans-serif;">O guarda-chuva concebido pelos designers sul-coreanos Je Sung Park e Woo Jung Kwon usa uma cortina de ar para evitar a chuva. Pena que por enquanto é só um protótipo. Faria sucesso em São Paulo <br />
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<img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796729,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>O FIM DA PRIVACIDADE</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">"Nos últimos 5 anos, os blogs cresceram de uma maneira enorme, assim como todos estes serviços diferentes nos quais as pessoas partilham suas informações. As pessoas passaram a se sentir confortáveis não só em dividir mais conteúdo, mas também de forma mais aberta e com mais pessoas. Essa norma social [privacidade] tem evoluído ao longo do tempo.” Mark Zuckerberg, fundador do Facebook, ao anunciar que sua rede social passaria a exibir todas as informações dos usuários. </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
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</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b> ESCALADA DE PROIBIÇÕES</b></div><div style="font-family: Arial,Helvetica,sans-serif;">Em menos de um século, o mundo entrou numa espiral de proibições, da maconha à gordura trans. </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795823,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>CRESCIMENTO INTELIGENTE</b></div><div style="font-family: Arial,Helvetica,sans-serif;">Umair Haque, colunista da Harvard Business Review, lançou as bases do capitalismo no século 21 no artigo “Manifesto pelo crescimento inteligente”. <br />
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<b>Século 20</b> -Pessoas acumulam... dinheiro...volume de transações <br />
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<b>Século 21</b>-Pessoas acumulam...realizações...cooperação entre países </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><br />
<b>VIVER JUNTO É O NOVO CASAMENTO</b></div><div style="font-family: Arial,Helvetica,sans-serif;">Véu, grinalda e igreja. Cada vez menos gente casa desse modo. Para Hannah Seligson, autora do livro A Little Bit Married ( Um pouquinho casados, inédito no Brasil), homens e mulheres estão entrando em relações de longa duração, similares ao casamento, mas que ainda não são casamentos propriamente ditos. É mais que namorados, menos que cônjuges. “Há 50 anos estes relacionamentos terminariam em casamento, mas hoje é parte de um tipo de experimentação endêmica entre as pessoas de 30 e 40 anos.” </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><br />
<b>POR QUE NÃO NOS CASAMOS MAIS? </b></div><div style="font-family: Arial,Helvetica,sans-serif;">Adolescência tardia: a adolescência está se prolongando além da casa dos 20 anos. <br />
Profissão: as carreiras levam mais tempo para se estabilizarem e as pessoas preferem deixar o casamento pra depois. <br />
Medo do divórcio: a atual geração foi a primeira a conviver intensamente com o divórcio. O trauma de infância a fez desejar não repetir os erros dos pais.<br />
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</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b> IPHONE TOMA LUGAR DOS VIDEOGAMES PORTÁTEIS </b></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
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</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>LÍTIO NA ÁGUA</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">Pesquisadores verificaram que comunidades em Oita, no Japão, que ingeriam água com um nível naturalmente maior de lítio ( de 0,7 a 59 microgramas) apresentavam menos suicídios do que aquelas onde a água continha esse íon em menor concentração. Ao todo, foram estudados 18 municípios de 2002 a 2006. </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795918,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>A VOLTA DO CONTEÚDO PAGO</b></div><div style="font-family: Arial,Helvetica,sans-serif;">O jornal americano The New York Times decidiu voltar a cobrar pelos textos que estão em sua página na internet a partir de janeiro de 2011. É a terceira mudança em cinco anos. Quanto tempo vai durar agora? <br />
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<b>Setembro de 2005</b> — Abre o TimesSelect, serviço pago do NYT, após dois anos de funcionamento. Ele cobrava US$ 7,95 por mês ou US$ 49,95 anuais para oferecer artigos e notícias de 23 colunistas, além dos artigos desde 1851 <br />
<b>Setembro de 2007</b> — Fecha o serviço, que tinha uma receita de US$ 10 milhões anuais e 227 mil assinantes. O marketing do NYT achava que podia lucrar mais com propaganda online. </div><div style="font-family: Arial,Helvetica,sans-serif;"><b>Janeiro de 2011</b> — Data prevista para abrir outro serviço pago do NYT. O visitante do site poderá ver um número limitado de artigos e notícias a cada mês. A partir disso, será preciso pagar um valor ainda não definido para ter acesso ilimitado. Os assinantes do jornal impresso (incluindo os que assinam somente o jornal de domingo) não precisarão pagar nada. </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
O ESCRITOR DAVE EGGERS QUER PROVAR QUE OS JORNAIS IMPRESSOS AINDA SÃO LEGAIS. FEZ UMA ÚNICA (E LINDA) EDIÇÃO APOSTANDO EM GRÁFICOS COLORIDOS ATRAENTES E TEXTOS QUASE LITERÁRIOS </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796453,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif;">* O que o levou a criar o San Francisco Panorama? <br />
Dave Eggers: Em primeiro lugar, eu amo jornais. Eu quero que eles sobrevivam. Nos EUA, há uma atmosfera pessimista acerca do futuro dos jornais, então pensamos em demonstrar os papéis que essa mídia cumpre muito bem, além de lembrar as pessoas das possibilidades inerentes à sua forma. </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
* Qual o futuro para os jornais que não apostam tanto nas cores nem em grandes artigos? <br />
Eggers: Uma maneira dos jornais sobreviverem é diferenciar-se dos sites de notícias. Então, deixamos os escritores livres para dedicar o tanto de espaço que achassem necessário para seus relatos. E obtivemos um bom feedback. <br />
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* O que os periódicos precisam fazer para sobreviver? <br />
Eggers: Se fizerem tudo que são capazes de fazer muito bem — bons artigos investigativos, fotografias e gráficos grandes, uma seleção criteriosa dos fatos noticiosos —, então os leitores acharão um valor nessa forma. <br />
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</b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b> TRADUÇÃO EM TEMPO (QUASE) REAL </b></div><div style="font-family: Arial,Helvetica,sans-serif;">O Google já traduz o que você escreve em tempo real. Agora a empresa quer fazer o mesmo com nossas vozes. Em dezembro de 2009, Vic Gundotra, vice-presidente de engenharia do Google, disse algumas frases em inglês em seu celular durante a apresentação das novidades da empresa. Segundos depois, o celular repetiu o que foi dito em espanhol. O programa deve ser lançado ainda este ano. <br />
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Abaixo, o texto anterior em inglês, traduzido pelo Google Tradutor. E aí, dá para confiar? <br />
“The Google now translates what you write in real time. Now the company wants to do the same with our voices. In December 2009, Vic Gundotra, vice president of engineering at Google, said a few sentences in English on her cell phone during the presentation of company news. Seconds later, the phone repeated what was said in Spanish. The program should be launched later this year".</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b> ALUGUEL DE FILMES NO YOUTUBE </b></div><div style="font-family: Arial,Helvetica,sans-serif;">O YouTube pôs cinco filmes para aluguel no site, de forma experimental. A reação foi tímida, mas pode ser o golpe que faltava na minguante indústria dos DVDs e dos Blu-rays. <br />
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<img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795795,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>CÓDIGO PARA DALTÔNICOS </b></div><div style="font-family: Arial,Helvetica,sans-serif;">É uma espécie de linguagem de sinais para quem não enxerga as cores corretamente. O designer português Miguel Neiva criou códigos que simbolizam as cores. Vai facilitar a vida dos daltônicos na hora de realizar tarefas simples, como pegar a linha certa do metrô. </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36795949,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>RESSOMAÇÃO </b></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">Trata-se de um método alternativo à cremação e ao enterro. Consome 1/6 de energia e emite menos carbono do que a cremação, anteriormente considerada o método mais ecológico. Em vez de queimar, o corpo é liquefeito por meio de uma hidrólise alcalina que imita o processo de decomposição natural, porém ocorrendo muito mais rapidamente. </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796404,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>CAIXÃO-PARAFUSO </b></div><div style="font-family: Arial,Helvetica,sans-serif;">O caixão-parafuso (ou Recipiente de Enterro Fácil, como foi batizado pelo seu inventor, Donald Scruggs) reduz o trabalho de escavação, diminui os custos com o sepultamento e necessita de menos terreno que o caixão tradicional. </div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796418,00.jpg" /> </div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>MÚSICA DNA </b></div><div style="font-family: Arial,Helvetica,sans-serif;">Tchau, MP3. O novo formato vem com letras, fotos, videoclipes e até notícias dos artistas, tudo atualizado via web. Evolução dos arquivos de música (tamanho de uma música de três minutos). </div><div style="text-align: center;"><img src="http://revistagalileu.globo.com/Revista/Galileu2/foto/0,,36796672,00.jpg" style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;"> <b>Reportagem:</b> Felipe Pontes e Haidi Lambauer </span></div><div class="blogger-post-footer"><!-- Bem Paraná - www.bemparana.com.br/widgets -->
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com1tag:blogger.com,1999:blog-8087921746981796760.post-84003298182411865772011-06-13T20:38:00.000-07:002011-06-13T20:47:56.073-07:00COMO SOMOS INSIGNIFICANTES DIANTE DO UNIVERSO INFINITO...<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="font-family: Arial,Helvetica,sans-serif; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd2WezeF2PWKIFr8b-RNHdGEHewTvHZ4n-hXEySJtrCYa3gQ_ikccYPyCPQG_WQ9vQMMeWFaxgyq9Zd3l8ypFTMsB0JpCDt5yy871TTsTPJugv0mo6BqdhhEOrLuMkNPg3AalIh-Y8rfIC/s1600/space01300408lr0.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd2WezeF2PWKIFr8b-RNHdGEHewTvHZ4n-hXEySJtrCYa3gQ_ikccYPyCPQG_WQ9vQMMeWFaxgyq9Zd3l8ypFTMsB0JpCDt5yy871TTsTPJugv0mo6BqdhhEOrLuMkNPg3AalIh-Y8rfIC/s320/space01300408lr0.jpg" width="320" /></a></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Aqui até parece que o nosso planeta é grande não é!</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5RIdUJoQQoC1y_M68aq9d7JqmxtnNeCanfjP6r7U_USipw3efl5mM_PIqpSvnnH1wQk7TKt-dSjHIoN5eKQ_KLg7ClGHui2m7OeRNSH1I2AGngGCuPDYvsv5ixxIpsncidoyS80bj6rYd/s1600/space02300408vu3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5RIdUJoQQoC1y_M68aq9d7JqmxtnNeCanfjP6r7U_USipw3efl5mM_PIqpSvnnH1wQk7TKt-dSjHIoN5eKQ_KLg7ClGHui2m7OeRNSH1I2AGngGCuPDYvsv5ixxIpsncidoyS80bj6rYd/s320/space02300408vu3.jpg" width="320" /></a></td></tr>
<tr style="font-family: Arial,Helvetica,sans-serif;"><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Agora parece que não somos tão grandes assim!</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmX6-Kv3Y9AOpFfd8ArQHqwzYSAuCHU_aG0bvJZDiruRu52lSyIi6hDp_lz2-R-2lBomW92iEmzyV3LkNH2T3QFVbhist6tmMxWP2N-Ik0SXT1L0b0FsI1-c9LvDV-ZAN6PT-I0Dx98KU3/s1600/space03300408kk8.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmX6-Kv3Y9AOpFfd8ArQHqwzYSAuCHU_aG0bvJZDiruRu52lSyIi6hDp_lz2-R-2lBomW92iEmzyV3LkNH2T3QFVbhist6tmMxWP2N-Ik0SXT1L0b0FsI1-c9LvDV-ZAN6PT-I0Dx98KU3/s320/space03300408kk8.jpg" width="320" /></a></td></tr>
<tr style="font-family: Arial,Helvetica,sans-serif;"><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Este é o astro responsável pela vida terrena. Uma estrela de quinta grandeza apenas!</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikwi0eqYa9V7oHwU3GZn5osZijiIrGQSzWMQ6UlA2_IB-6h2NuIAC-ChaPkDCSFoOowU8UCleFSybpjxkmeqcX95_xNlEvufcVU7iYFjzze-NlsgF3pCS7iCqQOS7qQzVlTMTR4Mry9QJu/s1600/space04300408ou2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikwi0eqYa9V7oHwU3GZn5osZijiIrGQSzWMQ6UlA2_IB-6h2NuIAC-ChaPkDCSFoOowU8UCleFSybpjxkmeqcX95_xNlEvufcVU7iYFjzze-NlsgF3pCS7iCqQOS7qQzVlTMTR4Mry9QJu/s320/space04300408ou2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Em comparação com as estrelas da constelação de Órion, percebemos que de fato, somos pra lá de insignificantes na escala universal.</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqj9jkPuE60Syc7wGHwtXkM9ec04RrkLFQFRqnUVTiTNlQptBqH2qjspZKRENU5krAqmOINoKZhMqVPThTp2N_FR9VfRFj_1Pra8REfZy-h7qlatm-4MZbtlI7To699RQawR_s40asZ2-V/s1600/space05300408oh4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqj9jkPuE60Syc7wGHwtXkM9ec04RrkLFQFRqnUVTiTNlQptBqH2qjspZKRENU5krAqmOINoKZhMqVPThTp2N_FR9VfRFj_1Pra8REfZy-h7qlatm-4MZbtlI7To699RQawR_s40asZ2-V/s320/space05300408oh4.jpg" width="320" /></a></td></tr>
<tr style="font-family: Arial,Helvetica,sans-serif;"><td class="tr-caption" style="text-align: center;"><b><span style="font-size: large;">E agora, percebeu bem o nosso tamanho! </span></b></td></tr>
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-27815402052949623832011-06-13T20:30:00.000-07:002011-06-13T20:33:52.323-07:00Yakushima - Uma ilha encantada japonesa<div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><span style="font-size: small;"><span style="line-height: 115%;">A ilha de Yakushima (Japão), tem uma extensa floresta tropical submetida a uma inundação eterna, que ganhou uma reputação de ser um estranho lugar onde chove 30 dias por mês .</span></span></div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><span style="font-size: small;"><span style="line-height: 115%;"><br />
Na densa floresta de Yakushima, muito úmida, musgos, fungos e inúmeras cópias de espécies de árvores estranhas lembrando muito uma floresta encantada.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="line-height: 115%;">Aqui está uma galeria de imagens selecionadas que refletem o clima da floresta, com a sua beleza, nevoeiro e encantos que parecem que foram tiradas de um conto de fadas.</span></span></span></div><div class="MsoNormal"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1oj7MjlEd9nhC0JSq5zdiD5_3vjWmIt3uyNdh_BczBiKzD1eH8iVC9CY4DtzAgGrR6pOgwTd9z3Vq9TW7edPsOtlnyg-I0xjhOq3pJZ0KjliDMVtV_D7BrOKho75QSRbIUcgws4fry9IM/s1600/image001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1oj7MjlEd9nhC0JSq5zdiD5_3vjWmIt3uyNdh_BczBiKzD1eH8iVC9CY4DtzAgGrR6pOgwTd9z3Vq9TW7edPsOtlnyg-I0xjhOq3pJZ0KjliDMVtV_D7BrOKho75QSRbIUcgws4fry9IM/s320/image001.jpg" width="240" /></a></div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7V_d-CSCCavSOMxX5FbkuAsf3NekpMQ6JR2-NmlF6APLN9p-SoOIlo5I1nzrY3stpAppi9eyetI2ZpUYjjN7H99mWXct5X4TttgbxhSNzc158d8Sj2VoGLD_Vic5tuq7mdMWNoAH0Y80x/s1600/image002.jpg" imageanchor="1" style="margin-left: 1em; 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<span style="font-size: small;">Listado como Patrimônio Mundial pela UNESCO em 1993, a ilha Yakushima está coberta por uma espessa floresta, coberta por uma extrema umidade, decorado com as bizarras formas de árvores e ramos que crescem de forma exagerada.</span></div><div style="text-align: center;"><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"></span></div><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> <br style="mso-special-character: line-break;" /> </span></div><div class="blogger-post-footer"><!-- Bem Paraná - www.bemparana.com.br/widgets -->
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-11315917735324313102011-05-16T20:03:00.000-07:002011-05-16T20:17:15.917-07:00ASTRONOMIA- Descoberto planeta "potencialmente habitável" fora do Sistema Solar<h1 style="font-family: Arial,Helvetica,sans-serif;">Climatologistas consideram exoplaneta potencialmente habitável</h1><br />
<div id="texto" style="font-family: Arial,Helvetica,sans-serif;"><div class="modfoto modulos center grande"><div class="conteudo"> <img alt="Simulação mostra o planeta 581d em órbita ao redor da estrela anã e um mapa de calor onde o vermelho seriam áreas quentes e o azul áreas mais frias" border="0" class="imagem" src="http://cs.i.uol.com.br/cienciaesaude/2011/05/16/exoplaneta-581d-que-gira-ao-redor-da-estrela-ana-gliese-581-e-o-primeiro-a-ter-as-caracteristicas-necessarias-para-ser-habitavel-1305589900806_615x300.jpg" title="AFP/HO/LMD/CNRS" /> <span style="font-size: x-small;">Simulação mostra o planeta 581d em órbita ao redor da estrela anã e um mapa de calor onde o vermelho seriam áreas quentes e o azul áreas mais frias</span><br />
<ul></ul></div></div><div style="text-align: justify;">PARIS, 16 maio 2011 (AFP) - Um dos planetas que gira ao redor da estrela-anã Gliese 581 poderia ser "habitável", com clima propício para a existência de água em estado líquido e vida, segundo um estudo que uma equipe de climatologistas acaba de publicar.</div>Os astrônomos querem determinar se alguns dos 500 exoplanetas descobertos são aptos para abrigar a vida.<br />
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<div style="text-align: justify;">Sete vezes mais maciço que a Terra e aparentemente rochoso, o Gliese 581d "poderia ser o primeiro planeta potencialmente habitável" descoberto até hoje, anunciou esta segunda-feira o francês Centro Nacional de Pesquisas Científicas (CNRS) em um comunicado.</div><br />
<div style="text-align: justify;">Detectado em 2007 a 20 anos-luz (1 ano-luz = 9,5 trilhões de quilômetros) do Sistema Solar, o Gliese 581d foi considerado na ocasião frio demais para ser "habitável", ou seja, não teria temperaturas compatíveis com a presença de água em estado líquido em sua superfície.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Este exoplaneta, que orbita ao redor de uma estrela pouco quente, uma anã-vermelha, recebe três vezes menos energia em comparação com a que a Terra recebe do Sol. Também é possível que tenha sempre a mesma face voltada para a sua estrela, enquanto a outra permanece em eterna escuridão.</div><br />
<div style="text-align: justify;">Apesar das desvantagens, o Gliese 581d poderia se beneficiar de um efeito estufa, que lhe dá um clima "quente a ponto de permitir a formação de oceanos, nuvens e chuva", segundo uma modelização que ilustra "a grande variedade de climas possíveis para os planetas da galáxia", acrescentou o CNRS.</div><br />
<div style="text-align: justify;">Nesta simulação, a equipe de Robin Wordworth e François Forget, do Laboratório de Meteorologia Dinâmica (LMD) do Instituto Pierre Simon Laplace de Paris, se inspirou nos modelos usados para o estudo do clima terrestre, ampliando a gama de condições possíveis.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Se tiver uma atmosfera densa em dióxido de carbono (CO2), o que é considerado muito provável pelos cientistas, o exoplaneta pode evitar a condensação de sua atmosfera na face noturna e inclusive ter um clima quente.</div><br />
<div style="text-align: justify;">Após um fenômeno denominado "difusão Rayleigh", que dá a tonalidade azul ao nosso céu, a atmosfera terrestre reflete para o espaço uma fração importante do resplendor azul, limitando o aquecimento do nosso planeta. Um efeito que é pouco sensível com o vermelho, segundo os cientistas, cujos trabalhos foram publicados na revista científica "The Astrophysical Journal Letters".</div><br />
<div style="text-align: justify;">O Gliese 581d, terceiro planeta que orbita ao redor da anã-vermelha, poderia estar em uma penumbra avermelhada, com uma atmosfera densa e uma espessa camada nebulosa.</div></div><div class="blogger-post-footer"><!-- Bem Paraná - www.bemparana.com.br/widgets -->
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-26049522217955820822011-05-01T15:50:00.001-07:002011-05-01T15:54:28.674-07:00CIVILIZAÇÃO INCA NO ACRE<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPjjngHnrQGdXHcd4tje3BDFfY7KtRwU4cam62Ed4QfXtY_koKp3Ey3NP3B_zZnmF4v_A5l8VKJPVLVYgfWre7G-gA6sLO9MNX6KiLwqr0srx9Epsg_cJLNjAwUL2UlzbPh82zvHfoJ6lS/s1600/image001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPjjngHnrQGdXHcd4tje3BDFfY7KtRwU4cam62Ed4QfXtY_koKp3Ey3NP3B_zZnmF4v_A5l8VKJPVLVYgfWre7G-gA6sLO9MNX6KiLwqr0srx9Epsg_cJLNjAwUL2UlzbPh82zvHfoJ6lS/s1600/image001.jpg" /></a></div><br />
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</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">Derrubando milhares de hectares de floresta para semear suas pastagens, os fazendeiros e colonos que se instalaram nos vales dos Rios Acre, Purus e Abunã, no Estado do Acre, ao longo destes últimos 30 anos, colocaram à mostra grandes formas geométricas desenhadas no solo.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
A exemplo das incríveis linhas de Nazca, no Peru, elas são únicas no mundo e já chamam a atenção de cientistas do mundo inteiro. Tanto que, há duas semanas, os geoglifos, como se denominam esses desenhos, foram visitados por cientistas da Finlândia e tornou-se destaque do Fantástico do último domingo. O sucesso continua.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Uma equipe da BBC de Londres chega esta semana a Rio Branco para rodar um documentário sobre o achado para ser apresentado em rede mundial e até já há a proposta de tombá-los como patrimônio da humanidade.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5BjjO-6D9GhanSaiXgdMk8LgtFn68xsw-XEZx9SUEmhWmLHIFPEA2bIDidmVViizEgQdhYRJWC5evP70Tlk-viEwV0tMIx-E9qc5crWoy_cUgrGzsUU3cs-dAvcP1gcRAg6NlQ9qHcYzn/s1600/image003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5BjjO-6D9GhanSaiXgdMk8LgtFn68xsw-XEZx9SUEmhWmLHIFPEA2bIDidmVViizEgQdhYRJWC5evP70Tlk-viEwV0tMIx-E9qc5crWoy_cUgrGzsUU3cs-dAvcP1gcRAg6NlQ9qHcYzn/s1600/image003.jpg" /></a></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Fazendeiros e peões de fazenda, desde a derrubada da mata, notaram a existência desses desenhos, até porque, pela falta de estradas trafegáveis no Acre, a maioria das fazendas possui ou aluga aviões para atender suas necessidades.<br />
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Assim, ao sobrevoarem os pastos eles viam as formas geométricas e acreditavam ser trincheiras cavadas pelos soldados seringueiros liderados por José Plácido de Castro durante a Revolução Acreana para expulsar as forças bolivianas da região.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Essa explicação simplista satisfazia a todos até ser notada pelo paleontólogo Alceu Ranzi, da Universidade Federal do Acre (Ufac), em 1999, quando viajava de Porto Velho para Rio Branco num vôo da Varig.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhodNdmJtHRFdFKuKQ-18B2CI-JVJQ1k6DYJw_Tj1tWnms5tP5c-_zI1j_jubySW5sIi_XzRAexnuMnWHmV4viErTIxSwk2Cf1NphePYvTnh99ViKPzLoPcpXntcrlinoJjcOXxAszdjhAA/s1600/image004.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhodNdmJtHRFdFKuKQ-18B2CI-JVJQ1k6DYJw_Tj1tWnms5tP5c-_zI1j_jubySW5sIi_XzRAexnuMnWHmV4viErTIxSwk2Cf1NphePYvTnh99ViKPzLoPcpXntcrlinoJjcOXxAszdjhAA/s1600/image004.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV50Fq33IVzN8KnOVbzWGeVwuy7243aVEn71W8ufuV59JVoTJ3oESv6MI_Pg_IBE8b2dZ6L6Addf-1xFl5rZecp9oaVBBehg4MKa4mFz98hiKiMCgyz1CMD-EVLKEoTgMGQBkDJ1pk_Gj-/s1600/image005.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV50Fq33IVzN8KnOVbzWGeVwuy7243aVEn71W8ufuV59JVoTJ3oESv6MI_Pg_IBE8b2dZ6L6Addf-1xFl5rZecp9oaVBBehg4MKa4mFz98hiKiMCgyz1CMD-EVLKEoTgMGQBkDJ1pk_Gj-/s1600/image005.jpg" /></a></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
"Notei que aquele desenho ficava numa pastagem próxima ao Seringal Bagaço, então convidei um amigo piloto para fazermos um sobrevôo naquela região, localizei geograficamente o desenho e depois fui de carro até lá e tive a certeza de que não se tratam de trincheiras, mas de construções gigantescas", recorda.<br />
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MISTÉRIO É TOTAL - Como paleontólogo, Alceu Ranzi é o descobridor do Purussaurus, jacarés gigantescos com até 17 metros de comprimento, que vivam no Acre há mais de dez mil anos. Mas a arqueologia (obras construídas pelos homens no passado) não é o seu forte.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
"Eu entendo pouco ou nada sobre os círculos, minha preocupação está em saber se eles foram construídos antes ou depois de a floresta ter surgido. Acredito que são mais antigos que ela, mas aí está o problema porque não temos a menor idéia de quem, como ou por quê esses desenhos foram construídos, só sabemos onde eles estão e isso é muito pouco para que se faça alguma afirmação".</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Seriam estes desenhos obras de uma civilização perdida? Pré-incas ou até mesmo de extraterrestres como poderia sugerir alguém mais afoito por uma solução desse enigma? Ninguém sabe. "Houve quem sugerisse que os montes de terra são restos de muralhas que protegiam aldeias ou cidadelas, que eram trincheiras, que serviam como local de rituais e adoração.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
As respostas vão ao limite da imaginação, mas nada há que comprove qualquer uma delas", adverte Alceu, que então usa termos de comparação: "tenho viajado a muitos lugares do mundo e estas obras são únicas, a mim parecem tão ou mais importantes que Machu Pichu, as linhas de Nazca e outros tantos mistérios espalhados pelo planeta".</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEip7b6mwuOlfDhGmNyv7Bch9T-Y0T9WWQs7LLDFUdSYLQLxhhjv-JevlQ-b93gwVkEpwwyCaHyq8J4NiYKeSG20-gKG0TaDkn2O-LtKt8z02c9U2t4LfdK0OEzb74HzlZs0H_4vmsgAID8-/s1600/image006.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEip7b6mwuOlfDhGmNyv7Bch9T-Y0T9WWQs7LLDFUdSYLQLxhhjv-JevlQ-b93gwVkEpwwyCaHyq8J4NiYKeSG20-gKG0TaDkn2O-LtKt8z02c9U2t4LfdK0OEzb74HzlZs0H_4vmsgAID8-/s1600/image006.jpg" /></a></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
"O volume de terra movimentado para fazer alguns desenhos daria para levantar uma pirâmide daquelas levantadas no Egito. Quantas pessoas seriam necessárias para fazê-los?" Essa é apenas uma das muitas perguntas que atiçam o paleontólogo a insistir na busca da solução desse mistério.<br />
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ENTENDA OS GEOGLIFOS - Alguns são em forma quadrado com 215 metros em cada lado é circundado por um fosso que tem 15 metros de largura e quatro metros de profundidade. Para construí-los era necessário movimentar nada menos 51.600 metros cúbicos de terra.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2Yeiu6Lluwum5JH0L6NfeaZEzbXgrMqGfiLKPfZ7RKz0R27hyLqXGS7z-1N1gaIGg554tvx3Z5jYHLmCSBSIpJfzaQRG5sLVoTtTr2U3hOVKKDU4MXGDPqA41I8XnSV976_VovblEZXQW/s1600/image007.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2Yeiu6Lluwum5JH0L6NfeaZEzbXgrMqGfiLKPfZ7RKz0R27hyLqXGS7z-1N1gaIGg554tvx3Z5jYHLmCSBSIpJfzaQRG5sLVoTtTr2U3hOVKKDU4MXGDPqA41I8XnSV976_VovblEZXQW/s1600/image007.jpg" /></a></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
O detalhe é que o material retirado do fosso era cuidadosamente amontoado pelo lado de dentro ou de fora dos desenhos, formando assim uma borda de dois e meio a três metros acima do nível do solo (por isso a idéia de trincheira, mas cabe lembrar que Plácido tinha algumas centenas de soldados que em menos de um ano de batalha não poderiam ter construído um único deles, mas há dezenas a descoberto e talvez centenas sob a mata).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Para identificar o que são realmente estes geoglifos, Ranzi pretende usar método do carbono 14 para chegar o mais perto possível dos fatos que teriam acontecido em terras acreanas e assim determinar a idade correta das imensas árvores derrubadas pelos fazendeiros onde estão esses círculos. Algumas têm mais de dois metros de diâmetro e as estimativas, não oficiais, são de que teriam pelo menos mil e duzentos.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmuRHgH8wo0fmb8Sc0ojl7_GikcrQJ0Htj2-wVY4jq9XYZPhfN92JNOTVr6oD7myJNYLdzC1AQDmb7WpSOtqBZWWPh0CK-Gr5s05cf2tp602wVAFca3Lgbdy7iVLoUo8-Uh45C9NLOXmEQ/s1600/image008.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmuRHgH8wo0fmb8Sc0ojl7_GikcrQJ0Htj2-wVY4jq9XYZPhfN92JNOTVr6oD7myJNYLdzC1AQDmb7WpSOtqBZWWPh0CK-Gr5s05cf2tp602wVAFca3Lgbdy7iVLoUo8-Uh45C9NLOXmEQ/s1600/image008.jpg" /></a></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
APOIO CULTURAL - Alguns vôos cedidos pelo apoio pessoal de autoridades e fazendeiros que notaram o interesse de Alceu Ranzi nos círculos permitiu que o trabalho fosse levado adiante. O fazendeiro Romário Barreiro, falecido recentemente autorizou por escrito, os estudos em suas terras.<br />
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Em 2001, graças a um projeto aprovado pela Fundação Estadual Elias Mansour, pela Lei de Incentivo à Cultura foram conseguidos R$ 5 mil na forma de bônus Ranzi viabilizou recursos para dar continuidade à pesquisa.<br />
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Agora as universidades da Flórida, Helsinque e a Usp já trabalham a formalização de um convênio com a Universidade Federal do Acre e o Museu da Borracha para estudar mais detalhadamente o assunto.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
EL NIÑO PODE TER SIDO O VILÃO – Está comprovado que as alternâncias climáticas (períodos de muita chuva ou forte estiagem) causadas pela corrente marinha do El Niño, no Oceano Pacífico, destruiu civilizações inteiras que existiam na costa do Peru e Chile. "Nós já sabemos que quando chove naquela região a Amazônia sofre com a seca", adverte Ranzi que então sugere:<br />
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"Você já imaginou os efeitos de um super El Niño de 20 anos que fizesses verdejar os desertos do Chile e Peru acabaria torrando o Acre e grande parte da Amazônia numa seca que nós ainda desconhecemos, mas sabemos que os solos acreanos não têm reserva de água e a vida é mantida graças ao equilíbrio do clima".</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Aí é que entra o interesse do Paleontólogo, pois sabe-se que há pouco mais de mil anos a maior parte do Acre era coberta por extensas savanas (cerrados secos e ralos a exemplo de algumas áreas do Brasil central). "Para mim, a floresta cresce e encolhe ao longo dessas mudanças climáticas.<br />
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Elas marcam também a ascensão e queda de civilizações inteiras. Prova prática disso seriam as savanas da Bolívia, lá denominadas pampas, que estão a menos de 200 quilômetros do Acre, em linha reta".</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Essa vegetação pampeira se estenderia para recobrir o solo da região durante os períodos secos, quando volta a chover, as espécies florestais sobreviventes retomariam seu espaço fazendo vicejar a floresta como a conhecemos hoje.<br />
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PATRIMÔNIO DA HUMANIDADE - Embora ninguém saiba quem, como nem porque esses desenhos foram criados, o fato de serem únicos no mundo levou o doutor Martti Parsinen, o qual é professor de arqueologia da universidade nacional de Helsinque, na Finlândia, e que esteve em Rio Branco há dez dias, a propor que eles sejam tombados como Patrimônio da Humanidade pelo Codephat, órgão ligado à ONU.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Revirando os alfarrábios de um explorador espanhol chamado Maldonado, que desceu a encosta oriental da Cordilheira dos Andes seguindo a água dos rios pouco depois do ano 1500, à busca de Manoa a cidade de ouro que seria a capital do lendário império Paititi, encontrou um forte Inca localizado na confluência dos rios Beni e Madre de Dios, junto a cidade de Ribeiralta, próximo à fronteira do Acre, na Bolívia.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
"Como não havia registro histórico da existência dessa fortaleza militar inca na Amazônia, Martti foi até Ribeiralta e quando chegou lá com a novidade os moradores todos sabiam onde ela estava, só não os historiadores e ele a está estudando. Sua descoberta é semelhante aos nossos desenhos que alguns pensaram ser trincheiras", recorda Alceu Ranzi. (Jornal A Tribuna, 04.08.2002)</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Com a derrubada da floresta, por causa principalmente da pecuária, a partir dos anos 1970, imensas estruturas geométricas, ao redor de uma área de 250 km 2 entre os rios Acre e Iquiri, começaram saltar aos olhos dos pesquisadores. Isso no Acre, em plena Amazônia.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUKlghk0ri0gFzPXrqOpZEKpLEvpZtRSKX-YiSS9jQx4kxWfFlPchepzshmaJObct8HPtWKHd1ohwFxmbNtm00JA0or299i89be4fqO_uNdpfxpzHf8kuwlBMT79XGm9KR4b4TUQBROeS1/s1600/image009.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUKlghk0ri0gFzPXrqOpZEKpLEvpZtRSKX-YiSS9jQx4kxWfFlPchepzshmaJObct8HPtWKHd1ohwFxmbNtm00JA0or299i89be4fqO_uNdpfxpzHf8kuwlBMT79XGm9KR4b4TUQBROeS1/s320/image009.png" width="320" /></a></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Nestes últimos cinco anos, com ajuda de ferramentas modernas via satélite, como o próprio Google Earth, a multiplicação desses chamados geoglifos foi tão grande, que mais um grupo de pesquisa resolveu se debruçar sobre o tema.<br />
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Ao menos uma centena dessas fendas geométricas existentes em solo acreano já foram identificadas nas regiões de Rio Branco e Xapuri, perto da fronteira do Brasil com o Peru e a Bolívia. O primeiro sítio foi identificado em 1977. Há 15 anos, algumas escavações descobriram também vestígios de objetos cerâmicos no local, como urnas funerárias.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
"A floresta, como é conhecida hoje, pode ser mais recente do que se pensava", diz a arqueóloga Denise Schaan, que coordena as escavações dos geoglifos no Acre. Para ela, as estruturas, que podem ter sido aldeias fortificadas, indicam que sociedades complexas se desenvolveram na região e possuíam unidades política e cultural. "As formas geométricas podiam ter valor simbólico."<br />
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Durante as atuais escavações, todos os dias, o grupo formado por cientistas da Universidade Federal do Acre, do Pará, do Museu Emilio Goeldi (Pará) e da Universidade de Helsinque (Finlândia) se dirige até a casa do agricultor Severino Calazans. Ele vive na beira da rodovia BR-137, em Rio Branco, capital do Acre, com a mulher e os filhos.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Até pouco tempo, Calazans imaginava que as valas, localizadas no pasto onde plantou bananeiras e cria sua galinhas, eram trincheiras construídas durante a revolução acreana, que levou o Estado a ser declarado independente da Bolívia em 1903. Não imaginava viver sobre um sítio arqueológico.<br />
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Para os cientistas, uma das hipóteses de trabalho é que as valas podem ter sido feitas por sociedades pré-colombianas que habitaram o local entre 800 e 2.500 anos atrás.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
"As informações que tínhamos sobre sociedades amazônicas eram que elas viviam em várzeas, da pesca e da agricultura. Os geoglifos observados hoje mostram que esse modelo já não se aplica", afirma Schaan, do Goeldi.<br />
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De acordo com o paleontólogo Alceu Ranzi, da Universidade Federal do Acre, um dos pioneiros na identificação dos sítios arqueológicos, as estruturas podem oferecer pistas para a compreensão das mudanças climáticas sofridas na Amazônia e de como as civilizações antigas viveram e transformaram o ambiente. "As pessoas que chegaram ao Acre achavam que estavam em uma região virgem. Agora se sabe que, bem antes, o lugar já havia sido desbravado", diz.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
Porém, esse mesmo processo de ocupação da floresta, que continua hoje, está causando um outro tipo de preocupação: a preservação dos sítios arqueológicos. Por desconhecimento, muito deles estão sendo destruídos.<br />
<br />
As fotos áreas da região mostram, com freqüência, as grandes estruturas geométricas sendo cortadas por estradas, postes de transmissão de energia, currais, sedes de fazenda e até mesmo açudes. Esse processo, inclusive, chamou a atenção do governo, que pretende ajudar na conscientização dos fazendeiros da região.</span></div><div class="MsoNormal"><br />
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-34729439218838125632011-05-01T15:34:00.001-07:002011-05-01T15:43:35.917-07:00OS PÁSSAROS TAMBÉM TÊM SENTIMENTO<div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><span style="font-size: small;"><b>A morte - a dor de uma perda</b><br />
<br />
Esse acontecido foi num dia comum, numa praça, no Japão.</span> <span style="font-size: small;"><br />
Nessa primeira foto, não se sabe como o pássaro morreu. <br />
Estava ali, no asfalto inerte, aquele corpinho sem vida e sem seu canto.<br />
Seria um fato corriqueiro, mas o fotógrafo fez a grande diferença.<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiWSwxPHutJfc9hWA4ujAqNu-Ha1ibYbMwOrb0IA7x2-N6lhIUPxKe5EmQiTeV-KE2YUHoYdVxPa0lDiZ7gPMrjIu4rFOc8oBv0tgCqek4waPqkItXncqZ_vh0fba-0zuq0ecP0HT8edc9/s1600/image001.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiWSwxPHutJfc9hWA4ujAqNu-Ha1ibYbMwOrb0IA7x2-N6lhIUPxKe5EmQiTeV-KE2YUHoYdVxPa0lDiZ7gPMrjIu4rFOc8oBv0tgCqek4waPqkItXncqZ_vh0fba-0zuq0ecP0HT8edc9/s320/image001.jpg" /></a></span> <span style="font-size: small;"><br />
<br />
<b>A despedida</b><br />
<br />
Num olhar triste. Tendo a consciência que o seu companheiro está morto, como num último gesto de respeito e talvez até devoção, a ave permanece alguns segundos junto dela, antes de se retirar. <br />
<br />
A foto traduz a eloqüência dos fatos, sem nada precisar pronunciar.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwlG_LxYsseT1Q43o85u6kkJXhIgf3zl3pF0m4b3hhHjsCOea6CMwP5BTxQUaY0iIdDGOh1f-BM7WFQQR1kTILOqVUOPMFo-DRDKKckyu_ZQ1_JvDANHU7r4Xzss3gBUV6_sswEhdEYclR/s1600/image002.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwlG_LxYsseT1Q43o85u6kkJXhIgf3zl3pF0m4b3hhHjsCOea6CMwP5BTxQUaY0iIdDGOh1f-BM7WFQQR1kTILOqVUOPMFo-DRDKKckyu_ZQ1_JvDANHU7r4Xzss3gBUV6_sswEhdEYclR/s320/image002.jpg" /></a></span> <span style="font-size: small;"><br />
<br />
<b>Uma questão de amor e carinho</b><br />
<br />
A foto diz quanta verdade existiu naquele momento de dor e respeito.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMlK_VJlT9R_rnRouKJFn4aWWRhRvKGLBB9P17y_rGfg9TO-qe4JLACDo0h05MYqVlvH9jQieZuV0S9QDmkGUeMMI-pQpiU1mQSQ9IBApMYBIbawHrd5k9nYb6FivuJga9n1eZ7HQhFp2N/s1600/image003.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMlK_VJlT9R_rnRouKJFn4aWWRhRvKGLBB9P17y_rGfg9TO-qe4JLACDo0h05MYqVlvH9jQieZuV0S9QDmkGUeMMI-pQpiU1mQSQ9IBApMYBIbawHrd5k9nYb6FivuJga9n1eZ7HQhFp2N/s320/image003.jpg" /></a><br />
<br />
<b>Um grito de dor e lamento</b><br />
<br />
Ao ver seu amigo morto ainda tenta chamar o companheiro à vida. <br />
Responda: Serão os animais, realmente, irracionais?<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAmLD7zQdKOfCz6Zg-QpOxGFzxmrDO8Mbx0YRrivdZb-fmOPdsFxHA7Uqsfx4FZBKytgYpWlCGAX7Fw-BxpO00bydZhGbD0B6XIPq0SrM4vEj3aNzEftgI8RovzdPpXow1rUn5k7KCb8aR/s1600/image004.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAmLD7zQdKOfCz6Zg-QpOxGFzxmrDO8Mbx0YRrivdZb-fmOPdsFxHA7Uqsfx4FZBKytgYpWlCGAX7Fw-BxpO00bydZhGbD0B6XIPq0SrM4vEj3aNzEftgI8RovzdPpXow1rUn5k7KCb8aR/s320/image004.jpg" /></a></span></div><div class="blogger-post-footer"><!-- Bem Paraná - www.bemparana.com.br/widgets -->
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-65322391411027370332011-04-12T10:49:00.002-07:002020-10-27T15:53:33.085-07:00A Outra Origem da Humanidade<h3 class="post-title entry-title"><br />
</h3><div class="post-header"> </div><div class="post-body entry-content"><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY12R9VS7I6_smAdUxVVz6BMGR3q5DYUwdZ2cjLLuKVafSAgglj29GVMd1walGduVGOoy5PZSWndTUX3zmaXAqFkavG9FtZkBNKwwZm2I8Cz-HO3u-evpqZUfAN6Qr838N89o433Bn9aBy/s1600/Anunnaki.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY12R9VS7I6_smAdUxVVz6BMGR3q5DYUwdZ2cjLLuKVafSAgglj29GVMd1walGduVGOoy5PZSWndTUX3zmaXAqFkavG9FtZkBNKwwZm2I8Cz-HO3u-evpqZUfAN6Qr838N89o433Bn9aBy/s320/Anunnaki.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><br />
</div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif">A <b>Humanidade </b>é mesmo uma espécie interessante. Qual teria sido o seu verdadeiro começo? Nossos <span class="Apple-style-span" style="color: orange;"><b>Arquivos G</b></span> registram incontáveis narrativas de como ela foi originada. A cada povo um épico primordial, um gênesis particular. Parece que </span><span class="Apple-style-span" face="Verdana,sans-serif">os humanos </span><span class="Apple-style-span" face="Verdana,sans-serif">nem a respeito de quando e como surgiram se entendem direito. Entretanto, algumas mitologias são até <i>muito </i>parecidas e recorrentes. Fato que aliás levanta uma grande e séria interrogação a respeito da congruência de alguns eventos tidos, nos dias de hoje, como metáforas culturais e não fatos históricos genuínos.</span></div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif">Para a <b><span class="Apple-style-span" style="color: orange;">Bíblia</span></b>, o referencial ocidental, o gênero humano foi obra e graça de um Deus criador. <span class="Apple-style-span" style="color: orange; font-weight: bold;">Adão</span>, o <b>homem primevo</b>, segundo a visão religiosa, surgiu completo da inspirada argila divina. Depois veio <b><span class="Apple-style-span" style="color: orange;">Eva</span></b>, manufaturada da costela de <b>Adão</b>. E ambos viveram no <b>Jardim do Édem</b> até serem expulsos de lá. Mas... Pera aí... Essa história soa muito familiar (para não dizer que é um plágio completo) a outra narrativa consideravelmente mais antiga, situada entre as tradições dos <span class="Apple-style-span" style="color: orange;"><b>sumérios</b></span>.</span></div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><b>Releitura do passado</b></span></div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span></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/AVvXsEg_2aJIRCqV_TRmwd7eqahM9EHnK5lChvC_bgD_k72NKn2C3XXWXupo-pGVjvV3wyX_L_hmWcDqvLBFdn6ivY9UDEAgTvsnrtwBD0IGSi1LhfKCpj3y4i___NPSCXFm_wyweFWmFtuYLf7t/s1600/annunaki.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_2aJIRCqV_TRmwd7eqahM9EHnK5lChvC_bgD_k72NKn2C3XXWXupo-pGVjvV3wyX_L_hmWcDqvLBFdn6ivY9UDEAgTvsnrtwBD0IGSi1LhfKCpj3y4i___NPSCXFm_wyweFWmFtuYLf7t/s400/annunaki.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="margin: 0px;"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6; font-size: xx-small;">Os Deuses chegaram e desceram do céu em carros aéreos.</span></span></div></td></tr>
</tbody></table><div class="separator" style="clear: both;"><br />
</div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif">Tudo começou assim: Há seis mil anos, os <b>sumérios </b>contataram um povo desenvolvido e cientificamente orientado, proveniente de um planeta chamado <b><span class="Apple-style-span" style="color: orange;">Nibiru</span></b>. Um mundo longínquo, porém pertencente ao sistema solar ao qual a própria Terra se inclui. Sua órbita demasiado externa leva-o tão distante que só a cada <span class="Apple-style-span" style="color: #3d85c6;"><b>3600 anos</b></span> ele se aproxima do nosso planeta, completando seu longo período. </span><br />
<br />
<span class="Apple-style-span" face="Verdana,sans-serif">Mas, isso quer dizer que naquele tempo já existiam <b>ETs</b>? Os extraterrestres não são uma lucrativa invenção do <b><span class="Apple-style-span" style="color: orange;">Steven Spielberg</span></b> que caiu no gosto dos <b>teóricos da Conspiração</b>?</span><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3veeI1s1AscrVA5v8YgWx08shNoUyO_fGUDXpg9lhvGmNWk70i2vd2qdrxtJrp-7x-zEqEb2ZcaiyQeFe8luh0N_De1OIrvoblwef4Ao2UjRWR8XogOJNGrbXik2vAHTJUXmeMk1TrtG-/s1600/spielberg_et.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3veeI1s1AscrVA5v8YgWx08shNoUyO_fGUDXpg9lhvGmNWk70i2vd2qdrxtJrp-7x-zEqEb2ZcaiyQeFe8luh0N_De1OIrvoblwef4Ao2UjRWR8XogOJNGrbXik2vAHTJUXmeMk1TrtG-/s320/spielberg_et.jpg" width="320" /></a></div><br />
<span class="Apple-style-span" face="Verdana,sans-serif">Segundo os <b>sumérios</b> não foi bem assim que os <b>ETs </b>surgiram por aqui. Pois os alienígenas nativos de <b>Nibiru </b>(hoje renomeado de <b>planeta X</b>) foram recebidos como <b>Deuses Celestes</b> pelos antigos habitantes da <b><span class="Apple-style-span" style="color: orange;">Mesopotâmia</span></b>. Uma época remota da humanidade que no entanto deixou registros históricos: artefatos e tabuletas de argila e pedra encontradas no <b><span class="Apple-style-span" style="color: #3d85c6;">Iraque</span></b>. No conjunto, uma outra Bíblia alternativa (e bem mais antiga) contendo os pormenores da visita dos <span class="Apple-style-span" style="color: orange;"><b>Anunnaki </b></span>(que quer dizer: <span class="Apple-style-span" style="color: #3d85c6;">aqueles que desceram do céu</span>) na escrita </span><span class="Apple-style-span" face="Verdana,sans-serif">cuneiforme dos <b>sumérios</b></span><span class="Apple-style-span" face="Verdana,sans-serif">.</span><br />
<span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span><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/AVvXsEh0o7mU2kMuCsw-qJBcdoq-VySgmZLnradFQ2F4hTVOnxnddTR_9mlSLw25pMJacGRG11ToMGqroGk33ep6waSOCpHTdrrngGWX8u5_u0bVdSwqHaexei-amM_NDEDnaSz-Kis6QUz4mdAp/s1600/library1.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0o7mU2kMuCsw-qJBcdoq-VySgmZLnradFQ2F4hTVOnxnddTR_9mlSLw25pMJacGRG11ToMGqroGk33ep6waSOCpHTdrrngGWX8u5_u0bVdSwqHaexei-amM_NDEDnaSz-Kis6QUz4mdAp/s400/library1.jpg" width="273" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6; font-size: xx-small;">Uma grande biblioteca de pedra.</span></td></tr>
</tbody></table><span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span></div><br />
<div style="text-align: justify;"><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/AVvXsEhhZjYVKDmpEyJA4gxLwMmIHlKlgN3q-35RyzaLvBQFY94lloR7XOh6lSbBsSKe10meSHxg7y00DhEQ5D2bvbztx49azQh2glncC21AvcPhrZ29IHqHPE4Q3HvkeCnebarc-zNBzJ-eMbmp/s1600/Pedra+com+escrita+cuneiforme.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhZjYVKDmpEyJA4gxLwMmIHlKlgN3q-35RyzaLvBQFY94lloR7XOh6lSbBsSKe10meSHxg7y00DhEQ5D2bvbztx49azQh2glncC21AvcPhrZ29IHqHPE4Q3HvkeCnebarc-zNBzJ-eMbmp/s400/Pedra+com+escrita+cuneiforme.jpg" width="290" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6; font-size: xx-small;">Os Deuses desceram do céu e instruíram<br />
os homens sobre a origem humana.</span></td></tr>
</tbody></table><span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span><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/AVvXsEjytldWJcSR9fweP1CdP_VyBphyphenhyphenzrUETIv_vpPnHZg_K_7yJP_qvBEHWr3aMF2IdvAGyWlRtxxEDyIqDJ2pMzuzfUj8LKJA20arA-aTtL3r6MVeDKuckONQGWoY9LnKrKAx9OE0B-o2hpwg/s1600/zs-alfabeto.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjytldWJcSR9fweP1CdP_VyBphyphenhyphenzrUETIv_vpPnHZg_K_7yJP_qvBEHWr3aMF2IdvAGyWlRtxxEDyIqDJ2pMzuzfUj8LKJA20arA-aTtL3r6MVeDKuckONQGWoY9LnKrKAx9OE0B-o2hpwg/s400/zs-alfabeto.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;">Alfabeto sumério.</span></td></tr>
</tbody></table><br />
<span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><b>E o que rolou entre os Sumérios e os caras do espaço?</b></span></div><div style="text-align: justify;"><br />
<span class="Apple-style-span" face="Verdana,sans-serif">Bem, de início, e não poderia ser diferente, foi um grande impacto na cultura dos <b>sumérios</b>. Os <b>Anunnaki </b>eram humanóides (compleição familiar que deve ter ajudado em seu reconhecimento como "deuses") e tecnologicamente muito avançados. A tradição <b>suméria </b>narra que eles chegaram acompanhados de <i>servos</i>. Uns tipos estranhos<i> </i>que, pelas atitudes robóticas, estavam mais para </span><span class="Apple-style-span" face="Verdana,sans-serif">andróides que para seres vivos. Essa e outras histórias foram traduzidas pelo linguista <b><span class="Apple-style-span" style="color: orange;">Zecharia Sitchin</span></b>, um perito justamente em escrita cuneiforme, bem como especialista em muitas línguas da <b>Antiguidade</b>. </span><br />
<span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span><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/AVvXsEiUBn-Q1bxiW8pjisIC29JLmsCpmsnjVttNIQFUET470LLCa4m0vNMZMRPoWlSbkkj0Y8YwALm8GZf-kPTVruSz9Jln3Tihcenvc8o3G5uw-LNDFOefMnEHfRr0POAE3Ys_i9pPmOl4nlN6/s1600/Zecharia+Sitchin.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUBn-Q1bxiW8pjisIC29JLmsCpmsnjVttNIQFUET470LLCa4m0vNMZMRPoWlSbkkj0Y8YwALm8GZf-kPTVruSz9Jln3Tihcenvc8o3G5uw-LNDFOefMnEHfRr0POAE3Ys_i9pPmOl4nlN6/s400/Zecharia+Sitchin.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #6fa8dc; font-size: xx-small;">O polêmico Zecharia Sitchin.</span></b></td></tr>
</tbody></table><span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span><br />
<span class="Apple-style-span" face="Verdana,sans-serif">Uma destas crônicas milenares conta como o sistema solar estava constituído. O texto e o relevo apontam inclusive a existência de um planeta que, pelas características, diz respeito a <span class="Apple-style-span" style="color: orange;"><b>Plutão</b></span>. Que aliás só foi descoberto pela astronomia moderna no <b>século XX</b>! A mesma ciência oficial que depois o destituiu do status de planeta.</span><br />
<span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span><br />
<span class="Apple-style-span" style="color: #3d85c6;"><b><span class="Apple-style-span" face="Verdana,sans-serif">A visita dos </span><span class="Apple-style-span" face="Verdana,sans-serif">Anunnaki </span><span class="Apple-style-span" face="Verdana,sans-serif"> à </span><span class="Apple-style-span" face="Verdana,sans-serif">Terra não foi a primeira</span></b></span><br />
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<span class="Apple-style-span" face="Verdana,sans-serif">Eles teriam chegado ao <b><span class="Apple-style-span" style="color: orange;">Golfo Pérsico</span></b> muito antes de contatarem os <b>sumérios</b>: há <b>centenas de milhares de anos</b> </span><span class="Apple-style-span" face="Verdana,sans-serif">deu-se o primeiro desembarque na Terra. Naquela época, os ETs </span><span class="Apple-style-span" face="Verdana,sans-serif">encontraram </span><span class="Apple-style-span" face="Verdana,sans-serif">por aqui antropóides bárbaros e uma grande quantidade de ouro, metal considerado precioso para os extraterrestres. Daí a colonizarem o planeta foi rápido. Porém nem tudo foi fácil para os Deuses conquistadores. Parece que os <b>Anunnaki </b>não se deram bem com a atmosfera terrestre e tiveram problemas com os macacóides peludos que encontraram e tentaram escravizar na superfície. Afinal, alguém tinha que esfolar as mãos no trabalho pesado da mineração. Foi quando os </span><span class="Apple-style-span" face="Verdana,sans-serif"><b>Anunnaki </b>tomaram uma decisão radical. R</span><span class="Apple-style-span" face="Verdana,sans-serif">esolveram desenvolver um tipo de operário geneticamente modificado. Um híbrido, em outras palavras, pois o protótipo biológico recebeu genes alienígenas combinados com os dos hominídeos primitivos.</span><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYZka8NZrqc3Zk_C69FHFuXRymehvycSKqrbR8qQthCnhhmZPKswtQzdq78W46x7x_a8I1Kii4I3PRsN8SPUZXQLjkw8ez5hHoe3_W4SbscYRnnz1eatd29dXvHWTJafm_9PKzFDDopiNS/s1600/Hominideos+2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYZka8NZrqc3Zk_C69FHFuXRymehvycSKqrbR8qQthCnhhmZPKswtQzdq78W46x7x_a8I1Kii4I3PRsN8SPUZXQLjkw8ez5hHoe3_W4SbscYRnnz1eatd29dXvHWTJafm_9PKzFDDopiNS/s320/Hominideos+2.jpg" width="320" /></a></div><br />
<span class="Apple-style-span" face="Verdana,sans-serif"><span class="Apple-style-span" face="Verdana,sans-serif">Ainda de acordo com os relatos sumérios, dois cientistas alienígenas coordenaram todo o experimento: <b><span class="Apple-style-span" style="color: #3d85c6;">Enki</span></b>, o principal geneticista, e <span class="Apple-style-span" style="color: #3d85c6;"><b>Ninharsag</b></span>, o chefe da Medicina. Os outros líderes extraterrestres<b> </b>indagaram a <b>Enki</b>: Como você pretende criar um novo ser? Ao que ele respondeu:</span><br />
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<span class="Apple-style-span" face="Verdana,sans-serif"><span class="Apple-style-span" style="color: #3d85c6;">"O ser que precisamos já existe; tudo o que temos a fazer é colocar a nossa marca nele."</span> <span class="Apple-style-span" style="line-height: 17px;">— a semelhança com a descrição bíblica que afirma que o primeiro homem foi feito à imagem e semelhança, ou aos moldes de Deus, fala por si.</span></span></span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGGGPVzD8ljhaxrSxKeqPRTHg48jQmkMMfUmxXyfZM7sNojxLcOcGeEr3lm21sa1GCxArgu09K8sYaS_BgPVHRpwThRxhqx05HNC5tTUthlRXZ8MUVq8FQR5Og3v_Hze30JVVUAvIFxXgO/s1600/Deuses+DNA+2.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGGGPVzD8ljhaxrSxKeqPRTHg48jQmkMMfUmxXyfZM7sNojxLcOcGeEr3lm21sa1GCxArgu09K8sYaS_BgPVHRpwThRxhqx05HNC5tTUthlRXZ8MUVq8FQR5Og3v_Hze30JVVUAvIFxXgO/s400/Deuses+DNA+2.jpg" width="395" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="margin: 0px;"><div style="margin: 0px;"><div style="margin: 0px;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><b>Acima</b>: representação dos Deuses manipulando a </span></div></div></div><div style="margin: 0px;"><div style="margin: 0px;"><div style="margin: 0px;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;">estrutura da Vida, conforme o entendimento dos Sumérios.<br />
<b>Embaixo:</b> o <b>DNA </b>humano, segundo conhecemos hoje.</span></div></div></div></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/AVvXsEg9HWoEjTvK7tanW0vXzNbt6F0W5_xhiJkaubq2lCYITndPeavZ7AI7AEcoIelZUlS-t53SmWCRlkHdQeMssLbKh9hLqbHzCbpXwGhFYYjifCL1splH40EOCt-W750oMqpq2ukvyN9V89pF/s1600/zacheria01.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9HWoEjTvK7tanW0vXzNbt6F0W5_xhiJkaubq2lCYITndPeavZ7AI7AEcoIelZUlS-t53SmWCRlkHdQeMssLbKh9hLqbHzCbpXwGhFYYjifCL1splH40EOCt-W750oMqpq2ukvyN9V89pF/s640/zacheria01.jpg" width="356" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;">Outra possível representação para a dupla hélice</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><br />
</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;">de DNA vista como serpentes entrelaçadas;</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"> </span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><br />
</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;">e ao lado comparação com desenho moderno.</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><br />
</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;">Ainda, mais embaixo, o que parece ser um</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"> típico</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><br />
</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;">cromossomo, segundo ilustração dos sumérios.</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><br />
</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;">Muito provavelmente o símbolo da Medicina moderna</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><br />
</span><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;">tenha sido inspirado neste desenho muito antigo.</span></td></tr>
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<span class="Apple-style-span" face="Verdana,sans-serif">E, depois de inúmeras tentativas malfadadas relatadas nos registros cuneiformes, eles obtiveram um ser vivo funcional, o <span class="Apple-style-span" style="color: orange;"><i><b>Homo sapiens</b></i></span>, que foi nomeado <b><span class="Apple-style-span" style="color: orange;">Adão </span></b>e deixado para crescer num <b>ambiente controlado e paradisíaco</b>. </span><br />
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</span><br />
<span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><b>Há evidências modernas que sustentam tal afirmativa?</b></span><br />
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<span class="Apple-style-span" face="Verdana,sans-serif">Curiosamente, com a finalização do <b><span class="Apple-style-span" style="color: orange;">Projeto</span></b> <b><span class="Apple-style-span" style="color: orange;">Genoma Humano</span></b> foram descobertos </span><span class="Apple-style-span" style="border-collapse: collapse;"><span class="Apple-style-span" face="Verdana,sans-serif"><span class="Apple-style-span" style="color: #3d85c6;"><b>223 genes</b></span> no homem que não correspondem a antecessores presentes na árvore evolucionária. Isso quer dizer que eles não surgiram do desenvolvimento vertical das espécies. Como então tal grupo de genes foi parar no <b>DNA humano</b>? Os geneticistas atuais formularam a hipótese de que o homem recebeu tal "carga genética extra" horizontalmente. Ou seja, foi inserida na espécie... Mas por quem? Pelas <b>bactérias</b>, disseram os mesmos cientistas, sem outra explicação melhor! Ora, um enxerto lateral relativamente recente tendo a evolução em perspectiva...</span></span><br />
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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/AVvXsEjnMaAgzR80o9iJNHg6ph1uv1RJ0SKvyfbCCHu7a2eiTdWLEzl7ScfTg54hyphenhyphenqN9QcizAa06P_H9MOe2lxeir60ZIRH1G5B0yasWZuOVZjMsuWlHPxd5BS3X2rh-Jy0SejEj2_hdYfIHapV5/s1600/Adao+o+primeiro+homem.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnMaAgzR80o9iJNHg6ph1uv1RJ0SKvyfbCCHu7a2eiTdWLEzl7ScfTg54hyphenhyphenqN9QcizAa06P_H9MOe2lxeir60ZIRH1G5B0yasWZuOVZjMsuWlHPxd5BS3X2rh-Jy0SejEj2_hdYfIHapV5/s400/Adao+o+primeiro+homem.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="margin: 0px;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6; font-size: xx-small;">Adão aos cuidados dos Deuses, de acordo com os Sumérios.</span></div></td></tr>
</tbody></table><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif"><span class="Apple-style-span" face="Verdana,sans-serif"><span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span></span></span></div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif"><span class="Apple-style-span" face="Verdana,sans-serif"><span class="Apple-style-span" face="Verdana,sans-serif">A análise protéica dos tais genes enigmáticos, publicada na revista <b>Nature</b>, nos diz que eles são responsáveis por importantes funções fisiológicas e psíquicas no homem, além de orientarem a produção de enzimas neurológicas. Os detratores de tal explicação levantam o seguinte argumento: como uma significativa vantagem </span></span></span><span class="Apple-style-span" face="Verdana,sans-serif">neural</span><span class="Apple-style-span" face="Verdana,sans-serif"> evolutiva, que impulsionou o desenvolvimento do homem, pode vir justamente de quem não possui cérebro e não consegue evoluir além da própria condição de bactéria?</span></div></div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif"><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcrF3jtylfAcHJpg38PvTVp8gO5hAcbKNrdS5PNqqcEF1sEWtfMDiOm8UjZS294YQn9sWBsYGlIYItIWHBxZqIIFCA9tbW_s26ETQfxyLIFZ_24sJFS3ywJtaXyTjyJGc8qnT8nmqDnqC7/s1600/Dr+Steve+Scherer.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcrF3jtylfAcHJpg38PvTVp8gO5hAcbKNrdS5PNqqcEF1sEWtfMDiOm8UjZS294YQn9sWBsYGlIYItIWHBxZqIIFCA9tbW_s26ETQfxyLIFZ_24sJFS3ywJtaXyTjyJGc8qnT8nmqDnqC7/s400/Dr+Steve+Scherer.jpg" width="250" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6; font-size: xx-small; line-height: 15px;">Dr. Steve Scherer.</span></td></tr>
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</span></div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif"><span class="Apple-style-span" style="color: #3d85c6;">"É um salto que não se alinha com a teoria da evolução" </span></span><span class="Apple-style-span" style="font-size: 15px; line-height: 17px;"><span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;">—</span></span><span class="Apple-style-span" face="Verdana,sans-serif"><span class="Apple-style-span" style="color: #3d85c6;"> </span>afirmou o Dr. <b><span class="Apple-style-span" style="color: orange;">Steve Scherer</span></b>, diretor do <b>Centro de Mapeamento de Sequenciamento do Genoma Humano</b>.</span></div><div style="text-align: justify;"><span class="Apple-style-span" face="Verdana,sans-serif"><br />
</span><br />
<span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><b>E faça-se a Mulher!</b></span><br />
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<span class="Apple-style-span" face="Verdana,sans-serif">Com o tempo, depois que Adão tornou-se adulto, os mesmos cientistas alienígenas manipularam seus genes para desenvolver, claro, uma fêmea para ele. Daquele marco em diante, a conjunção carnal seria o meio para a produção da linhagem humana que despontava. E a ordem do dia foi: "Crescei e multiplicai-vos!"</span><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPwpoiMgp9wnuJjkesINpURruiMvpsE5xPZTzzhJLoucgcGzgGoMa2SbGfvwior7JDKfkvsvK73PM6AzeUADOOIC07-t6mkY-rh8CRmsghsLr3g6EJGUKFODwXlVfNGahWMy3jmEbFADs2/s1600/Adao+e+Eva.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPwpoiMgp9wnuJjkesINpURruiMvpsE5xPZTzzhJLoucgcGzgGoMa2SbGfvwior7JDKfkvsvK73PM6AzeUADOOIC07-t6mkY-rh8CRmsghsLr3g6EJGUKFODwXlVfNGahWMy3jmEbFADs2/s320/Adao+e+Eva.jpg" width="320" /></a></div><span class="Apple-style-span" face="Verdana,sans-serif"><br />
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<span class="Apple-style-span" face="Verdana,sans-serif" style="color: #3d85c6;"><b>A esta altura já podemos juntar as peças do quebra-cabeça: Adão? Concebido aos moldes dos visitantes do espaço? Uma fêmea surgida a partir dele? O casal vive num Paraíso experimental?...</b></span><br />
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</span><br />
<span class="Apple-style-span" face="Verdana,sans-serif">Mas, por que tal androgênese se assemelha tanto ao relato bíblico da origem de <b>Adão </b>que os <b>hebreus </b>arcaicos nos legaram?</span><br />
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com1tag:blogger.com,1999:blog-8087921746981796760.post-950470804371292992011-04-12T10:39:00.001-07:002022-12-16T17:40:38.922-08:00ENIGMA ARQUEOLÓGICO- CRÂNIOS ALONGADOS<div style="text-align: center;"><span face="Arial,Helvetica,sans-serif" style="font-family: arial; font-size: small;">CRÂNIOS ALONGADOS ACHADOS NOS ANDES E NO MÉXICO LEMBRAM OS QUE APARECEM EM RELEVOS EGÍPCIOS, SÃO SIMILARES AOS CRÂNIOS DE NEFERTITE E AKENATHON.</span></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-13849274256936612332011-02-20T09:12:00.000-08:002011-02-20T09:33:15.855-08:00MISTÉRIOS NÃO RESOLVIDOS - PARTE I<div class="MsoNormal"><span style="font-family: "Arial","sans-serif";">Não há dúvidas quanto a existência no planeta de mistérios insolúveis em todos os campos. E a arqueologia é sem dúvida um dos campos que nos oferece alguns dos mais intrigantes mistérios. Vamos apresentar aqui uma lista com alguns deles:</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="text-align: center;"><b><span style="font-family: "Arial","sans-serif";">ESFERAS COM SULCOS </span></b></div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPfQ2vQpdhoei8LYyXI37CA-MuANUKCtAPDCMD412se96qk1YmVfjtBHEG9XfOvGWSyHAj66UaYawFV4iOielJeVmMomm9-V41MRZfqM1D9zjRzRBk9inzDpQBLpLMbQCsqIjYFlkKpBQa/s1600/image001.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPfQ2vQpdhoei8LYyXI37CA-MuANUKCtAPDCMD412se96qk1YmVfjtBHEG9XfOvGWSyHAj66UaYawFV4iOielJeVmMomm9-V41MRZfqM1D9zjRzRBk9inzDpQBLpLMbQCsqIjYFlkKpBQa/s1600/image001.png" /></a></div><span style="font-family: "Arial","sans-serif";"> </span></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif";">Nas últimas décadas mineiros têm achado na África do Sul misteriosas esferas de metal. Suas origens são desconhecidas. Estas esferas medem aproximadamente uma polegada de diâmetro e algumas apresentam sulcos em volta de sua circunferência. O intrigante é que a rocha em que essas esferas foram achadas é do período pré-cambiano e data de 2.8 milhões de anos! Quem as fez, quando e pra qual finalidade?</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="text-align: center;"><b><span style="font-family: "Arial","sans-serif";">OS DISCOS DROPAS </span></b></div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYMlnOEgSWYLMnzQijZBy6V-Dv7NXitctyM1_eQnx4XkGCZtI3Fvz7m16XMUTb5bAcPhUjosg8fd7bl1Xz0UIn9iqxN8HN-xypozv2bpl7_ozREbsOHzDLMUH17_heqZ3xlRoUUGrECjGA/s1600/image003.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYMlnOEgSWYLMnzQijZBy6V-Dv7NXitctyM1_eQnx4XkGCZtI3Fvz7m16XMUTb5bAcPhUjosg8fd7bl1Xz0UIn9iqxN8HN-xypozv2bpl7_ozREbsOHzDLMUH17_heqZ3xlRoUUGrECjGA/s320/image003.png" width="217" /></a></div><span style="font-family: "Arial","sans-serif";"> </span></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif";">Em 1938, uma expedição arqueológica liderada pelo Dr. Chi Pu Tei nas montanhas Baian-Kara-Ula na China fez uma descoberta fascinante em algumas cavernas que tinham sido aparentemente ocupadas por uma cultura antiga. </span></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif";">Enterradas no pó das eras no solo da caverna jaziam centenas de discos de pedra medindo nove polegadas de diâmetro, cada uma delas continha uma espiral sulcada, parecendo um disco gravado há 10 ou 12 mil anos. </span></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif";">Há um mito na região que os discos pertencem a raça dos Dropas que vieram de um mundo distante e ali aportaram em naves. </span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="text-align: center;"><b><span style="font-family: "Arial","sans-serif";"> AS PEDRAS DE ICA</span></b></div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisl4igj_OZ3uRKvsHaWxtfmLN6kTBS5e-PTMzKX9996x7B0WQlMIYZlTG1zgSExEecSk43nfBoguIh1WRzFz-4xLOiNpje2HMtUlCkWBJWeRyGAh07vB2MP0b3udn6z3AZdrkTpI-uPmCV/s1600/image005.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisl4igj_OZ3uRKvsHaWxtfmLN6kTBS5e-PTMzKX9996x7B0WQlMIYZlTG1zgSExEecSk43nfBoguIh1WRzFz-4xLOiNpje2HMtUlCkWBJWeRyGAh07vB2MP0b3udn6z3AZdrkTpI-uPmCV/s320/image005.png" width="320" /></a></div><span style="font-family: "Arial","sans-serif";"> </span></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif";">No início dos anos 30, o pai so Dr. Javier Cabrera, antropologo da cidade de Ica, Peru, descobriu centenas de pedras nas tumbas dos antigos incas. O Dr. Javier Cabrera, continuando o trabalho do seu pai tem colecionado mais de mil destas pedras compostas de andesito (é um tipo de <a href="http://pt.wikipedia.org/wiki/Rocha_magm%C3%A1tica" title="Rocha magmática">rocha magmática</a> cujo nome deriva de <a href="http://pt.wikipedia.org/wiki/Andes" title="Andes">Andes</a>, montanhas onde é muito comum. É uma <a href="http://pt.wikipedia.org/wiki/Rocha_%C3%ADgnea" title="Rocha ígnea">rocha ígnea</a> <a href="http://pt.wikipedia.org/wiki/Rocha_vulc%C3%A2nica" title="Rocha vulcânica">vulcânica</a> de composição intermédia, calcialcalina, de cor cinzenta a cinzenta escura ou mesmo negra.).</span></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif";">As pedras apresentam desenhos intrigantes, como uma em que uma pessoa aparece sendo operada. Outras apresentam dinossauros, brontossauros, triceratops,estegossauros e pterosauros. Enquanto os céticos as consideram uma fraude, a autenticidade delas ainda não foi provada ou desprovada. </span></div><div class="MsoNormal"><br />
<div style="text-align: center;"><span lang="EN-US" style="font-family: "Arial","sans-serif";"><b>ESFERAS GIGANTES DA COSTA RICA </b></span></div><span lang="EN-US" style="font-family: "Arial","sans-serif";"> </span></div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-DvmJcj4c6t8HMcqrg4ykqQoTuzYBOf-dSZpzUx0XlhVVW8wHY5uzLMvr99pe6hyphenhyphenlDStIypbTOAXfNeMG04J4aRQtbY7J8bwQdBemS01McZJplQ8DAOQKwsXCPw6K4AuVre4paS5j9hn4/s1600/image007.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-DvmJcj4c6t8HMcqrg4ykqQoTuzYBOf-dSZpzUx0XlhVVW8wHY5uzLMvr99pe6hyphenhyphenlDStIypbTOAXfNeMG04J4aRQtbY7J8bwQdBemS01McZJplQ8DAOQKwsXCPw6K4AuVre4paS5j9hn4/s320/image007.png" width="320" /></a></div><span style="font-family: "Arial","sans-serif";"> </span><span style="font-family: "Arial","sans-serif";"> </span><br />
<span style="font-family: "Arial","sans-serif";">Na densa selva da Costa Rica por acaso estas esferas foram achadas, algumas delas são esferas perfeitas. Elas variam de tamanho, algumas chegam a pesar 16 toneladas. Ainda não sabemos qual a utilidade delas para os antigos habitantes da região, os Maias, nem como alcançaram tal precisão esférica na sua confecção. </span></div><div class="MsoNormal"><br />
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-7210808681133503562011-02-14T18:37:00.000-08:002011-02-14T18:59:23.725-08:00ILUSÃO DE ÓTICA<a href="http://ilikesurreal.deviantart.com/art/optical-illusion-40905332"><img alt="" class="alignnone size-full wp-image-5444" height="240" src="http://www.webdesignmash.com/trial/wp-content/uploads/2010/09/optical-illusions.jpg" title="optical-illusions" width="320" /></a><br />
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-49998435221988174342010-12-07T17:37:00.001-08:002010-12-08T16:39:35.187-08:00NATAL: DO PAGANISMO AO CRISTIANISMO<div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPtXnqOh6y1FLFWV6dwBGg5ldBTlKeXDdeEYuT31GTZPn0lL8zRqF3WA8MlO5d4x90jrsR0L5lv5B3s-G5b71X7eqP5uxvS83vakrOH8ZWWyhu99fNXJYbap0qfOrPUdtfJfVYjSWY3nYy/s1600/image001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPtXnqOh6y1FLFWV6dwBGg5ldBTlKeXDdeEYuT31GTZPn0lL8zRqF3WA8MlO5d4x90jrsR0L5lv5B3s-G5b71X7eqP5uxvS83vakrOH8ZWWyhu99fNXJYbap0qfOrPUdtfJfVYjSWY3nYy/s320/image001.jpg" width="250" /></a></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> Nos últimos 1.700 anos, uma significante porção do mundo ocidental tem celebrado o dia 25 de Dezembro como o dia do nascimento do Filho de Deus e Salvador Jesus Cristo. Milhares de imagens tem sido criadas, bem como canções, poemas e outras obras artísticas apresentando o menino Jesus numa manjedoura rodeado por animais com a Virgem Maria, José, anjos e os três reis magos olhando maravilhados o luminoso infante. Estas imagens ficaram gravadas na nossa mente como o cenário do primeiro Natal. </span><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: 12pt;">Mas são verdadeiras?</span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;"> A tradição que colocou o Natal em 25 de Dezembro, como a data em que teria nascido Jesus Cristo, a principal figura do Novo Testamento, que é aclamada por bilhões de pessoas no mundo como Deus encarnado que veio para salvar a humanidade dos seus pecados, remonta ao III século da era cristã. Naquela época o pai a igreja Cipriano escreveu: </span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;">“<i>Oh, quão maravilhosa providência que permitiu que no dia em que o Sol nasceu...Cristo também nascesse.</i></span><i><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></i><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">(<i>De pasch. Comp</i>., xix):<i>”</i></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><i><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> <span style="color: red;"> </span></span></i><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">O nascimento do Salvador </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">dos cristãos </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">foi calculadamente colocado no solstício de inverno. O que muitos não sabem é que o seu nascimento já tinha sido celebrado em muitas datas diferentes: dia 5 de janeiro, 25 de março, 19 de abril, 20 de maio, 21 de agosto, 17 de novembro etc.</span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> A data de 25 de dezembro como aniversário de Jesus começou a ser fixada num calendário ou cronologia em 354 d. C. chamado de calendário de Filocalus ou Philocalian. Além de listar o dia 25 de dezembro como o <i>“Natalis Invicti” (natal invencível)</i>, o calendário também nomeia o dia como o dia do “<i>natus Christus in Betleem Iudeae </i>(<i>nascimento de Cristo em Belém da Judéia).</i> Desde então podemos ver que as pessoas do quarto século estavam convictas desta identificação de Jesus com o sol, como diz o Velho <i>Testamento: </i></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><i><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">“[...]o sol da justiça nascerá com a cura nas suas asas.”</span></i><i><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> Malaquias 4:2;</span></i></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> Hoje sabemos que a data 25 de dezembro representa não o nascimento de um Salvador histórico chamado Jesus Cristo, mas sim a data do solstício de inverno no hemisfério norte, quando o dia começa a ficar mais longo que a noite e é dito que o sol nasce novamente, renovado e ressurreto. Assim a data do nascimento de Jesus foi colocada propositalmente no dia de uma festa muito celebrada e reverenciada por todos os povos, o festival do solstício de inverno. Por exemplo: no dia 21 de dezembro os japoneses celebram a deusa Amaterasu que sai da sua gruta, uma clara alusão ao nascimento o sol. </span><br />
<div class="MsoNormal" style="line-height: normal; margin: 6pt 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> É digno de nota o festival egípcio que ocorria no dia 22 de dezembro pelo calendário da deusa Hathor, onde o deus bebê Sokar aparece como o menino Jesus. As celebrações do solstício de inverno eram tão importantes que prosseguiam por dois ou três dias do calendário gregoriano, a exemplo damos as celebrações da Saturnália que começava em 17 de dezembro e terminava no dia 23. </span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKgHWL6EVJJNCq9bKnFHIeRc4SH9Go4kD7JACQ_gIFQPh4hz5BDgxVzO0MRjard8BqBy2lo8YIDTlyS0t9K_ElZkpb5H8I6iBvSOGDLC4lUVkbXENM-kZmYUDIETc1b_VugpdImDlvr6IP/s1600/image001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKgHWL6EVJJNCq9bKnFHIeRc4SH9Go4kD7JACQ_gIFQPh4hz5BDgxVzO0MRjard8BqBy2lo8YIDTlyS0t9K_ElZkpb5H8I6iBvSOGDLC4lUVkbXENM-kZmYUDIETc1b_VugpdImDlvr6IP/s320/image001.jpg" width="320" /></a></div></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><div class="MsoNormal" style="line-height: normal; margin: 6pt 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> O deus grego ligado ao sol e ao vinho, Dionisius, era originalmente celebrado por romanos e gregos antes da era cristã na data do solstício de inverno. Em 275 d. C. o dia 25 de dezembro foi formalizado pelo emperador Aureliano como o dia do nascimento do Sol Invencivel, e combinou a festa do deus grego Hélio com a Saturnália dos romanos, celebrações realizadas na época do solstício de inverno. </span><br />
<div align="center" class="MsoNormal" style="line-height: normal; margin: 6pt 0cm; text-align: center;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;">Quão Antigas São As Celebrações Natalinas?</span></div><div class="MsoNormal" style="line-height: normal; margin: 6pt 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> As marcantes celebrações relacionadas aos Mistérios de Osíris, que começavam no dia 14 de dezembro e terminavam com sua ressurreição no dia 26 de dezembro, seguiam o padrão das festividades ligadas ao solstício de inverno, como a Saturnália e o festival de Natal. Este período incluía várias festividades que tem a ver com a paixão, morte e ressurreição de Osíris. </span></div><div class="MsoNormal" style="line-height: normal; margin: 6pt 0cm; text-align: justify;"><span style="color: black; font-family: "Arial","sans-serif";"> </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;">Num lugar chamado Newgrange, Ireland, encontramos esta tumba de aproximadamente 3.200 a.C., ela traz uma série de símbolos solares em forma de espiral que nos falam das celebrações relacionadas ao solstício de inverno na antiguidade. A cerimônia celebrada ali, como em muitos outros lugares sagrados por povos pré-cristãos nos falam de uma celebração de 5.000 anos que representam a ressurreição da vida ou renascimento do sol no dia 25 de Dezembro. </span><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2S_WBT_PR2fMrXZhifwNs4gz6PKoRzOYln2ouV2ydxLN1DVpZ7GWty1o45h2GSsctqiXRJOTtTVgfhD_QN4wqSjt-fPHMt0j9OK5Vp1M9bK3hE2ly6sdF2WkJ55-jQvczdNpT8ejzXmjZ/s1600/image001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2S_WBT_PR2fMrXZhifwNs4gz6PKoRzOYln2ouV2ydxLN1DVpZ7GWty1o45h2GSsctqiXRJOTtTVgfhD_QN4wqSjt-fPHMt0j9OK5Vp1M9bK3hE2ly6sdF2WkJ55-jQvczdNpT8ejzXmjZ/s320/image001.jpg" width="320" /></a></div></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;"> </span><br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;"> Assim entendemos que o solstício de inverno era um fator de celebração muito importante nas culturas antigas, principalmente para aquelas que viviam sob baixas temperaturas no hemisfério norte que ansiosamente esperavam o retorno do sol para ver de novo a vida renascer. O Natal é, portanto, uma celebração muito antiga antecedendo a era cristã por milênios. </span></div><div class="MsoNoSpacing"><span style="font-family: "Arial","sans-serif";">By D. M. Murdock (Traduzido por W.X.)</span></div><div class="MsoNoSpacing"><br />
</div><div class="MsoNoSpacing" style="text-align: center;"><span style="font-family: "Arial","sans-serif"; font-size: small;">Bibliografia</span></div><div class="MsoNoSpacing"><span style="font-size: small;"><br />
</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: small;">Acharya S. <i>Suns of God: Krishna, Buddha and Christ Unveiled</i>. Illinois: AUP, 2004.</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: small;"><br />
Egyptology Online Resources. aegyptologie.online</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: small;">resourcen.de/Date_Converter_for_Ancient_Egypt/Roman-Emperors<br />
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</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: small;">Halsberghe, Gaston H. <i>The Cult of Sol Invictus</i>. Leiden: E.J. Brill, 1972.<br />
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</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: small;">Herbermann, Charles G., et al., eds. "Christmas." <i>The Catholic Encyclopedia</i>, vol. 3. New York: The Catholic Encyclopedia Inc., 1913.<br />
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</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: small;">Graves, Robert. <i>The White Goddess</i>. New York: Farrar, Strauss and Giroux, 1966.<br />
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</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: small;">Mettinger, Tryggve N.D. <i>The Riddle of Resurrection: "Dying and Rising Gods" in the Ancient Near East</i>. Stockholm: Almqvist & Wiksell Internat., 2001.<br />
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</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: small;">Murdock, D.M. <i>Christ in Egypt: The Horus-Jesus Connection</i>. Seattle: Stellar House Publishing, 2009.<br />
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</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: small;">Murdock, D.M., and N.W. Barker. <i>The 2010 Astrotheology Calendar</i>. Seattle: Stellar House Publishing, 2009.<br />
—<i>The 2011 Astrotheology Calendar</i>. Seattle: Stellar House Publishing, 2010.<br />
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</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: small;">Roy, Shashanka Bhushan. <i>Prehistory Lunar Astronomy</i>. New Delhi: Institute of Chronology, 1976.</span></div><div class="MsoNormal"><span style="font-size: small;"><br />
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-53934095964375029122010-11-29T08:02:00.000-08:002010-12-01T16:03:01.928-08:00CIDADES SUBMERSAS - Arqueologia Submarina<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><b>Ainda é impossível falarmos com certeza sobre quantas cidades se encontram submersas no fundo dos oceanos mundo afora. Com o degelo da última era glacial muitas delas foram inundadas pelo mar, outras foram submersas depois de catástrofes como maremotos, tsunamis; há milhares de anos. Muitas delas têm sido descobertas recentemente por acaso ou por meio de sondagens por satélites. Alguns pesquisadores têm questionado a história da civilização humana e baseiam-se em descobertas como essas para fortalecerem a sua teoria de uma história alternativa.</b></div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><br />
<b><span style="font-size: 14pt; line-height: 115%;">Alexandria, Egito</span></b>: <b>nas margens de Alexandria, a cidade de Alexandre o Grande, foi achado o que se acredita ser as ruínas do palácio de Cleópatra. Há mais de 1.500 anos abalos sísmicos foram responsáveis pela lançamento ao mar de artefatos, estátuas e outras peças do palácio de Cleópatra. A cidade de Alexandria, mesmo submersa oferece passeios subaquáticos maravilhosos.</b></div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYCnmJMCzDqWQTpAj1E72pNbOdNLqnsMqy1zP6DJs37wMaewW-LUONyQxcjBvIT4EQv9F__7p47ZrD4vEQ9fruk9NRXF-o7x15IXhRSJkBIJPMIg3ez_Gi9G1NWWVi-htXX-TIUykK3a1-/s1600/image001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYCnmJMCzDqWQTpAj1E72pNbOdNLqnsMqy1zP6DJs37wMaewW-LUONyQxcjBvIT4EQv9F__7p47ZrD4vEQ9fruk9NRXF-o7x15IXhRSJkBIJPMIg3ez_Gi9G1NWWVi-htXX-TIUykK3a1-/s320/image001.jpg" width="224" /></a></div><br />
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<b><span style="font-size: 14pt; line-height: 115%;">Baía de Cambay, Índia</span>:</b> <b>Há alguns anos foram descobertas as ruínas de uma antiga grande cidade de 9.500 anos. As ruínas estão submersas e permanecem intactas. Foram descobertas áreas que lá se encontram por mais de 5 mil anos, forçando historiadores a reavaliar a sua compreensão da história da civilização na região. Quando a encontraram foi denominada de Dwarka, ou "Golden City”.</b></div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><br />
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<b><span style="font-size: 14pt; line-height: 115%;">Yonaguni-jima, <span class="yshortcuts">Japão</span></span>:</b> <span class="yshortcuts"><b>Descoberta</b></span><b> por guias de mergulho turístico há uns vinte anos, controvérsias têm surgido em torno de uma misteriosa pirâmide encontrada ao largo da costa do Japão. Estas estruturas parecem ter sido esculpidas em um processo usando ferramentas que se pensava anteriormente indisponíveis para culturas antigas da região.<br />
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<b><span style="font-size: 14pt; line-height: 115%;">Havana, Cuba:</span></b><span style="font-size: 14pt; line-height: 115%;"> </span><b>Uma equipe de cientistas continua a explorar ruínas encontradas próximas da Ilha. Eles têm encontrado provas da existência de um extenso ambiente urbano milhas ao longo da costa oceânica. Pesquisadores não têm uma opinião formada sobre qual povo a teria construído, se era ou não uma civilização americana. </b></div><div class="MsoNormal" style="text-align: justify;"><div style="font-family: Arial,Helvetica,sans-serif;"><br />
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0tag:blogger.com,1999:blog-8087921746981796760.post-2183591540960991812010-11-16T16:30:00.000-08:002010-11-16T17:12:35.550-08:00Mistérios da LUA<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/AVvXsEgpHenJfYO3SGwjAe2WohjYqOSgNcsTYNeT4-k4MY88T28y3i5nqQS5pO3_oLnLFduUMNy4j9C6-VDFVEI79vQ_uD_lljSRWpLH7xzISgHyvBKItOo9b2-vhpnfNvhaVLVbHnChZFns0pPo/s1600/CD_1_-_Cratera_Aristacus_%2528fen%25C3%25B4meno_transit%25C3%25B3rio_lunar%2529-blog.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpHenJfYO3SGwjAe2WohjYqOSgNcsTYNeT4-k4MY88T28y3i5nqQS5pO3_oLnLFduUMNy4j9C6-VDFVEI79vQ_uD_lljSRWpLH7xzISgHyvBKItOo9b2-vhpnfNvhaVLVbHnChZFns0pPo/s320/CD_1_-_Cratera_Aristacus_%2528fen%25C3%25B4meno_transit%25C3%25B3rio_lunar%2529-blog.png" width="320" /></a></td></tr>
<tr style="font-family: Arial,Helvetica,sans-serif;"><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Seria um Ovni ou uma estrutura qualquer em solo lunar?</span></td></tr>
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOgK2njtoVi3LR2h7D1fRA5Za5Lbo8t793Lmt4romUJx4GLwYKAvlq-O9wo3ZiD3EO89Q1z2_cLNLjkIh72hk-BdYVcsKxxtkmoWAG7hv5F7IkxVVplTjtkg44sKK0jXFfVZNPyVipMs-k/s1600/Full_Moon_Luc_Viatour_Blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOgK2njtoVi3LR2h7D1fRA5Za5Lbo8t793Lmt4romUJx4GLwYKAvlq-O9wo3ZiD3EO89Q1z2_cLNLjkIh72hk-BdYVcsKxxtkmoWAG7hv5F7IkxVVplTjtkg44sKK0jXFfVZNPyVipMs-k/s320/Full_Moon_Luc_Viatour_Blog.jpg" width="317" /></a></div><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1d-GW_mSbRYZF0GNMQUgVBWW-z5MK_UAp1EAIx9UCJxVUIJB_u_PafmgTsLoGvyhYk-MhsD4JL9Pin4sTe4WPhlxViTMaiUPQL7ZdqAshiUvAtWa_AHmkiKMyLZzUi3oXMOZTkEeE2Iov/s1600/luzes+misteriosas+em+solo+lunar.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1d-GW_mSbRYZF0GNMQUgVBWW-z5MK_UAp1EAIx9UCJxVUIJB_u_PafmgTsLoGvyhYk-MhsD4JL9Pin4sTe4WPhlxViTMaiUPQL7ZdqAshiUvAtWa_AHmkiKMyLZzUi3oXMOZTkEeE2Iov/s320/luzes+misteriosas+em+solo+lunar.JPG" width="320" /></a></td></tr>
<tr style="font-family: Arial,Helvetica,sans-serif;"><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Luzes se movimentando ordenadamente - fotografadas pela NASA.</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixCEhSiSTRNojSKfI2dkyA09g49Cs51EQYfhfYjQeSOUp5ATb-k1ZibMhvtPGbFiT92QpRQmMW9Ecb34oUgnrSNZTElr8b-0PUttQuy9mZuHnHCQp4L_hmczE7qjFQ9CojE-YPgANOEjJ5/s1600/nansenaccessregion.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="78" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixCEhSiSTRNojSKfI2dkyA09g49Cs51EQYfhfYjQeSOUp5ATb-k1ZibMhvtPGbFiT92QpRQmMW9Ecb34oUgnrSNZTElr8b-0PUttQuy9mZuHnHCQp4L_hmczE7qjFQ9CojE-YPgANOEjJ5/s320/nansenaccessregion.jpg" width="320" /></a></td></tr>
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</div><div class="MsoNormal"><span style="font-size: small;"><b> COOL VIDEOS, ACESSE! </b></span><br />
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<span style="font-size: small;"><b>ESTRUTURAS NA LUA CONSTRUÍDAS POR QUEM E QUANDO?</b></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: small;"><b><a href="http://www.youtube.com/watch?v=9vv41yHto4U&feature=related">http://www.youtube.com/watch?v=9vv41yHto4U&feature=related</a></b></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: small;"><b><a href="http://www.youtube.com/watch?v=JFTk9zjwqjE">http://www.youtube.com/watch?v=JFTk9zjwqjE</a></b></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: small;"><b> OVNIS AO LONGO DA HISTÓRIA</b></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-size: small;"><a href="http://www.youtube.com/watch?v=VBSAyw4EYBg&feature=related">http://www.youtube.com/watch?v=VBSAyw4EYBg&feature=related</a></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: small;"><b>EVIDÊNCIAS DE VIDA EM MARTE E NA LUA</b></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-size: small;"><a href="http://www.youtube.com/watch?v=ZotqTnpAEqs&feature=related">http://www.youtube.com/watch?v=ZotqTnpAEqs&feature=related</a></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: small;"><b>Neil Armstrong o primeiro homem a pisar na lua diz que a NASA mente:</b></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-size: small;"><a href="http://www.youtube.com/watch?v=2NQ3U-B95es&feature=related">http://www.youtube.com/watch?v=2NQ3U-B95es&feature=related</a></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: small;"><b>A primeira entrevista de Neil Armstrong</b>:</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-size: small;"><a href="http://www.youtube.com/watch?v=HoQm0labM5Y&feature=related">http://www.youtube.com/watch?v=HoQm0labM5Y&feature=related</a></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: small;"><b>BUZZ ALDRIN o segundo astronauta a pisar na lua.</b></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-size: small;"><a href="http://www.youtube.com/watch?v=bDIXvpjnRws">http://www.youtube.com/watch?v=bDIXvpjnRws</a></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-size: small;"><a href="http://www.youtube.com/watch?v=VYgCrljR6SA&feature=related">http://www.youtube.com/watch?v=VYgCrljR6SA&feature=related</a></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-size: small;"><a href="http://www.youtube.com/watch?v=XlkV1ybBnHI">http://www.youtube.com/watch?v=XlkV1ybBnHI</a></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: small;"><b>FILME DA COLUMBIA ONDE APARECEM OBJETOS Ñ IDENTIFICADOS:</b></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-size: small;"><a href="http://www.youtube.com/watch?v=fwSmb1LCruI&feature=fvw">http://www.youtube.com/watch?v=fwSmb1LCruI&feature=fvw</a></span></b></div><span style="font-size: small;"><br />
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<!--// Bem Paraná Widgets--></div>V. X. Carmo http://www.blogger.com/profile/01334670938013075139noreply@blogger.com0