<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8087921746981796760</id><updated>2012-02-01T15:28:49.058-08:00</updated><category term='energia'/><title type='text'>Wanderley X</title><subtitle type='html'>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 Chopra</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://wanderleyx.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://wanderleyx.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default?start-index=101&amp;max-results=100'/><author><name>Soy Yo! (That's me)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-vB3MXBqtd5s/TqygoIqfmbI/AAAAAAAAA6M/5XINrfHUvRo/s220/van%2Bfoto%2Boriginal.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>122</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8087921746981796760.post-4377822948637440131</id><published>2011-11-03T11:39:00.001-07:00</published><updated>2011-11-03T11:39:05.558-07:00</updated><title type='text'></title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;b style="color: yellow; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: blue;"&gt;Nosso novo endereço:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b style="color: yellow; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://enigma-mundi.blogspot.com/"&gt;http://enigma-mundi.blogspot.com/&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b style="color: yellow; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="color: blue; font-size: large;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Conheça também:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;a href="http://visaoplanetaria.blogspot.com/"&gt;http://visaoplanetaria.blogspot.com/&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://visao-alternativa.blogspot.com/" style="font-family: Arial,Helvetica,sans-serif;"&gt;http://visao-alternativa.blogspot.com/&lt;/a&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: Arial,Helvetica,sans-serif; font-size: large;"&gt;Apareçam!&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;!-- Bem Paraná - www.bemparana.com.br/widgets --&gt;
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(That's me)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-vB3MXBqtd5s/TqygoIqfmbI/AAAAAAAAA6M/5XINrfHUvRo/s220/van%2Bfoto%2Boriginal.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087921746981796760.post-3750971901860893289</id><published>2011-09-22T18:03:00.001-07:00</published><updated>2011-09-22T18:10:09.434-07:00</updated><title type='text'>Neutrino ‘mais veloz que a luz’ põe físicos em suspense.</title><content type='html'>&lt;b style="font-family: Arial,Helvetica,sans-serif;"&gt;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.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;         &lt;/span&gt;             &lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="img-article" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="cern opera" height="225" src="http://veja.abril.com.br/assets/pictures/49943/cern-opera-detector-20110922-size-598.jpg?1316733045" title="cern opera" width="400" /&gt;&lt;/div&gt;&lt;br /&gt;O detector de partículas Opera, do CERN: ali foi descoberto neutrino que ultrapassou a velocidade da luz                                          (Divulgação).&lt;br /&gt;&amp;nbsp;                        &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="destaque_article" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;div class="list_article"&gt;"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."&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;A revelação feita por cientistas do CERN de que &lt;b&gt;&lt;a href="http://veja.abril.com.br/noticia/ciencia/cientistas-descobrem-particula-subatomica-que-pode-ter-superado-a-velocidade-da-luz"&gt;flagraram partículas viajando acima da velocidade da luz&lt;/a&gt;&lt;/b&gt;  — 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, &lt;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;"&gt;mais&lt;/a&gt;  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.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;Em entrevista ao site de VEJA, o físico brasileiro Ernesto Kemp disse e que é &lt;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;"&gt;bem&lt;/a&gt;  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."&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="glossario" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;h2&gt;Saiba mais&lt;/h2&gt;&lt;b&gt;O que é um neutrino?&lt;/b&gt;&lt;br /&gt;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.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;Por que um corpo com massa não é capaz de atingir a velocidade da luz?&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;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.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Einstein errou?&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Até hoje, as &lt;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;"&gt;previsões&lt;/a&gt;  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.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;De acordo com Kemp, apesar de o LVD não ter recebido o mesmo ajuste fino que o OPERA para analisar o feixe de neutrinos, &lt;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;"&gt;seu&lt;/a&gt;  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.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;Incerteza - &lt;/b&gt;Em entrevista à revista &lt;i&gt;Science&lt;/i&gt;,  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.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;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 &lt;i&gt;Physical Review D&lt;/i&gt;, 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.&amp;nbsp; "Vamos rever nossos experimentos", disse ao site de VEJA.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;Erro sistemático - &lt;/b&gt;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 &lt;i&gt;Science&lt;/i&gt;,  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."&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;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."&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Revoluções - &lt;/b&gt;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.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;"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. &lt;br /&gt;&lt;br /&gt;&lt;b&gt;Ficção científica - &lt;/b&gt;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."&lt;br /&gt;&lt;br /&gt;Jones Rossi e Marco Túlio Pires&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;!-- Bem Paraná - www.bemparana.com.br/widgets --&gt;
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&lt;!--// Bem Paraná Widgets--&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8087921746981796760-3750971901860893289?l=wanderleyx.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://wanderleyx.blogspot.com/feeds/3750971901860893289/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8087921746981796760&amp;postID=3750971901860893289&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default/3750971901860893289'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default/3750971901860893289'/><link rel='alternate' type='text/html' href='http://wanderleyx.blogspot.com/2011/09/neutrino-mais-veloz-que-luz-poe-fisicos.html' title='Neutrino ‘mais veloz que a luz’ põe físicos em suspense.'/><author><name>Soy Yo! (That's me)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-vB3MXBqtd5s/TqygoIqfmbI/AAAAAAAAA6M/5XINrfHUvRo/s220/van%2Bfoto%2Boriginal.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087921746981796760.post-4683103714798396846</id><published>2011-09-12T08:28:00.000-07:00</published><updated>2011-09-20T16:26:58.207-07:00</updated><title type='text'>ARQUIVOS DO DESCONHECIDO - ANUNNAKI, NEFILINS, NIBIRU...</title><content type='html'>&lt;h3 class="post-title entry-title" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;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.&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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”.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;a href="http://1.bp.blogspot.com/_0z-b2YxE4kA/TKc3ZwJQW0I/AAAAAAAAAII/alq2kudpAGA/s1600/Anunakis,+nefilins,+nibiru.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523444383553182530" src="http://1.bp.blogspot.com/_0z-b2YxE4kA/TKc3ZwJQW0I/AAAAAAAAAII/alq2kudpAGA/s400/Anunakis,+nefilins,+nibiru.jpg" style="cursor: pointer; display: block; height: 254px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt;  &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; OS NEFILINS&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; É impossível ignorar essas imagens.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; As evidências estão em toda parte, denunciando um passado que desafia e ao mesmo tempo completa a ciência moderna.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Ao vê-las, você pode estar se perguntando:&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; "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?&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; De fato a resposta é simples!&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Todas as instituições entrariam em colapso, porque fraudes milenares seriam descobertas.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;a href="http://1.bp.blogspot.com/_0z-b2YxE4kA/TKc3knHZ2TI/AAAAAAAAAIQ/_IGA_uXFQbY/s1600/Anunakis,+nefilins,+nibiru+%281%29.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523444570108057906" src="http://1.bp.blogspot.com/_0z-b2YxE4kA/TKc3knHZ2TI/AAAAAAAAAIQ/_IGA_uXFQbY/s400/Anunakis,+nefilins,+nibiru+%281%29.jpg" style="cursor: pointer; display: block; height: 181px; margin: 0px auto 10px; text-align: center; width: 288px;" /&gt;&lt;/a&gt;&lt;/span&gt;  &lt;span style="font-size: small;"&gt;&lt;a href="http://4.bp.blogspot.com/_0z-b2YxE4kA/TKc3zlnEpXI/AAAAAAAAAIg/Qs5FIxyOQl8/s1600/Anunakis,+nefilins,+nibiru+%283%29.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523444827402052978" src="http://4.bp.blogspot.com/_0z-b2YxE4kA/TKc3zlnEpXI/AAAAAAAAAIg/Qs5FIxyOQl8/s400/Anunakis,+nefilins,+nibiru+%283%29.jpg" style="cursor: pointer; display: block; height: 396px; margin: 0px auto 10px; text-align: center; width: 390px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://3.bp.blogspot.com/_0z-b2YxE4kA/TKc3u6VOFrI/AAAAAAAAAIY/y22SINpv0hU/s1600/Anunakis,+nefilins,+nibiru+%282%29.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523444747064972978" src="http://3.bp.blogspot.com/_0z-b2YxE4kA/TKc3u6VOFrI/AAAAAAAAAIY/y22SINpv0hU/s400/Anunakis,+nefilins,+nibiru+%282%29.jpg" style="cursor: pointer; display: block; height: 263px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; O que aconteceria com a Igreja Católica, se as pessoas tomassem conhecimento de que são herdeiras genéticas de alienígenas?&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Os cristãos se perguntariam: "- Então não somos feitos à imagem e semelhança de Deus?&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Então Adão não existiu?"&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; O problema é que a mente humana, atualmente, está atrofiada!&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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:&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;a href="http://2.bp.blogspot.com/_0z-b2YxE4kA/TKc3-m5mefI/AAAAAAAAAIo/hcOMDpBLrFk/s1600/Anunakis,+nefilins,+nibiru+%284%29.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445016726764018" src="http://2.bp.blogspot.com/_0z-b2YxE4kA/TKc3-m5mefI/AAAAAAAAAIo/hcOMDpBLrFk/s400/Anunakis,+nefilins,+nibiru+%284%29.jpg" style="cursor: pointer; display: block; height: 264px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;a href="http://2.bp.blogspot.com/_0z-b2YxE4kA/TKc3-m5mefI/AAAAAAAAAIo/hcOMDpBLrFk/s1600/Anunakis,+nefilins,+nibiru+%284%29.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445016726764018" src="http://2.bp.blogspot.com/_0z-b2YxE4kA/TKc3-m5mefI/AAAAAAAAAIo/hcOMDpBLrFk/s400/Anunakis,+nefilins,+nibiru+%284%29.jpg" style="cursor: pointer; display: block; height: 264px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;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.&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; No ocidente ocorre o ocultamento total do assunto.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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?&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; E temos que considerar que o termo "Deus" não era usado pelos sumérios.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Eles eram cientes da condição extraterrestre dos Anunnaki.&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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".&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;a href="http://3.bp.blogspot.com/_0z-b2YxE4kA/TKc4O7-achI/AAAAAAAAAIw/gzxjcz6l7Ag/s1600/Anunakis,+nefilins,+nibiru+%285%29.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445297261998610" src="http://3.bp.blogspot.com/_0z-b2YxE4kA/TKc4O7-achI/AAAAAAAAAIw/gzxjcz6l7Ag/s400/Anunakis,+nefilins,+nibiru+%285%29.jpg" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 259px;" /&gt;&lt;/a&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;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.&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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  (enlititas).&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;a href="http://1.bp.blogspot.com/_0z-b2YxE4kA/TKc4bWaSMKI/AAAAAAAAAI4/b641DunrVsk/s1600/Anunakis,+nefilins,+nibiru+%286%29.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445510516650146" src="http://1.bp.blogspot.com/_0z-b2YxE4kA/TKc4bWaSMKI/AAAAAAAAAI4/b641DunrVsk/s400/Anunakis,+nefilins,+nibiru+%286%29.jpg" style="cursor: pointer; display: block; height: 179px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;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.&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Determinando leis, impondo ordens e realizando feitos notórios que o deixavam na condição de "senhor da humanidade".&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Alguns desses feitos foram decisivos para que ENLIL viesse a ser  confundido como o Logos Criador do universo, ao longo da história:&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; *A decisão de manter o ADAPA e sua fêmea, sob sua guarda, quando ele foi trazido de volta de Nibiru.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; *A decisão de expulsá-los da base EDIN quando atingiram a maturidade sexual.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; *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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; *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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; *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".&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; *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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; *A decisão de permitir que Sodoma e Gomorra fossem destruídas, em mais uma disputa com o clã de ENKI.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; *A aliança com a nação hebraica, que acabou sendo o berço do Cristianismo.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; *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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; *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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;a href="http://2.bp.blogspot.com/_0z-b2YxE4kA/TKc4pk4qqhI/AAAAAAAAAJA/BPHEQKnvFzA/s1600/Anunakis,+nefilins,+nibiru+%287%29.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445754920348178" src="http://2.bp.blogspot.com/_0z-b2YxE4kA/TKc4pk4qqhI/AAAAAAAAAJA/BPHEQKnvFzA/s400/Anunakis,+nefilins,+nibiru+%287%29.jpg" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 387px;" /&gt;&lt;/a&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; Como a cultura Anunnaki influenciou o Cristianismo&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Uma questão importante tem que ser levantada para entendermos como a cultura Anunnaki influenciou o Cristianismo:&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Podemos presumir que Jesus, de descendência sumérico-hebraica, certamente sabia da existência dos Anunnaki.&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Pode-se supor que ele diferenciava as coisas, evitando a confusão de  informações culturais e separando os conceitos de "espírito criador" e  "matéria criadora".&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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".&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; E até hoje o seu nome adotado pelos hebreus, Yahwe ou Javé (YWHW), é mencionado como sendo o nome de Deus.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Nesse contexto, podemos levantar uma ousada hipótese:&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Tendo sido o império romano, um clone do império faraônico egípcio,  sabemos que o politeísmo romano "sampleou" as deidades egípcias.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Aprendendo a história da mesopotâmia, sabemos que os seus deuses e  semi-deuses, não eram outros senão ENLIL, ENKI e seus descendentes e  agregados.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Muitos corrompidos pelo poder e pela adoração dos homens, eram capazes de tudo para perpetuar suas glórias.&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; O que no começo era para o bem comum, com o passar do tempo acabou sendo usado para manutenção de poderes.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; E esses grupos e sociedades secretas se tornaram ferramentas políticas.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Então ficam no ar, as seguinte questões:&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; • 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)?&lt;/span&gt;&lt;/span&gt;  &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; • 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?&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; • Não teria sido, a perseguição e crucificação de Cristo e seus seguidores, uma medida tomada "acima" da esfera de poder romana?&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Os Annunaki em painéis sumérios, assírios, egípcios e maias.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;a href="http://2.bp.blogspot.com/_0z-b2YxE4kA/TKc40BngiXI/AAAAAAAAAJI/0xLP0YBlqtc/s1600/Anunakis,+nefilins,+nibiru+%288%29.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523445934431701362" src="http://2.bp.blogspot.com/_0z-b2YxE4kA/TKc40BngiXI/AAAAAAAAAJI/0xLP0YBlqtc/s400/Anunakis,+nefilins,+nibiru+%288%29.jpg" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 309px;" /&gt;&lt;/a&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;a href="http://1.bp.blogspot.com/_0z-b2YxE4kA/TKc5Jb1641I/AAAAAAAAAJQ/16BW16Eb3TQ/s1600/Anunakis,+nefilins,+nibiru+%289%29.jpg" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5523446302248723282" src="http://1.bp.blogspot.com/_0z-b2YxE4kA/TKc5Jb1641I/AAAAAAAAAJQ/16BW16Eb3TQ/s400/Anunakis,+nefilins,+nibiru+%289%29.jpg" style="cursor: pointer; display: block; height: 278px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Nas quatro civilizações, a evidente presença de seres extraterrestres  gigantes. A imagem da direita é conhecida como o "astronauta de  Palenque"&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Algumas placas sumérias continham um diário de ENKI, que foi traduzido  por Sitchin e publicado com o título "O Livro Perdido de ENKI".&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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".&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; 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.&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt; Esse conhecimento seria fundamental para a preparação da humanidade para a próxima passagem do planeta Nibiru.&lt;/span&gt;&lt;/span&gt; &lt;/h3&gt;&lt;div class="blogger-post-footer"&gt;&lt;!-- Bem Paraná - www.bemparana.com.br/widgets --&gt;
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&lt;!--// Bem Paraná Widgets--&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8087921746981796760-4683103714798396846?l=wanderleyx.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://wanderleyx.blogspot.com/feeds/4683103714798396846/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8087921746981796760&amp;postID=4683103714798396846&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default/4683103714798396846'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default/4683103714798396846'/><link rel='alternate' type='text/html' href='http://wanderleyx.blogspot.com/2011/09/arquivos-dos-desconhecidos-anunnaki.html' title='ARQUIVOS DO DESCONHECIDO - ANUNNAKI, NEFILINS, NIBIRU...'/><author><name>Soy Yo! (That's me)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-vB3MXBqtd5s/TqygoIqfmbI/AAAAAAAAA6M/5XINrfHUvRo/s220/van%2Bfoto%2Boriginal.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_0z-b2YxE4kA/TKc3ZwJQW0I/AAAAAAAAAII/alq2kudpAGA/s72-c/Anunakis,+nefilins,+nibiru.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087921746981796760.post-6974770194990245251</id><published>2011-08-06T17:45:00.000-07:00</published><updated>2011-08-06T17:45:42.046-07:00</updated><title type='text'>NASA descobre nuvem de vapor com enorme quantidade de água no espaço.</title><content type='html'>&lt;h2 class="title"&gt;&lt;br /&gt;&lt;/h2&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" class="aligncenter size-medium wp-image-20950" height="266" src="http://www.techguru.com.br/wp-content/uploads/2011/08/NASA-565x376.jpg" width="400" /&gt;&amp;nbsp;&lt;/div&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;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.&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span id="more-20949"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;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.&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;Novamente, vem à conclusão de que a água foi uma das primeiras e mais importantes substâncias a serem formadas no universo.&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;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.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;!-- Bem Paraná - www.bemparana.com.br/widgets --&gt;
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&lt;!--// Bem Paraná Widgets--&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8087921746981796760-6974770194990245251?l=wanderleyx.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://wanderleyx.blogspot.com/feeds/6974770194990245251/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8087921746981796760&amp;postID=6974770194990245251&amp;isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default/6974770194990245251'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default/6974770194990245251'/><link rel='alternate' type='text/html' href='http://wanderleyx.blogspot.com/2011/08/nasa-descobre-nuvem-de-vapor-com-enorme.html' title='NASA descobre nuvem de vapor com enorme quantidade de água no espaço.'/><author><name>Soy Yo! (That's me)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-vB3MXBqtd5s/TqygoIqfmbI/AAAAAAAAA6M/5XINrfHUvRo/s220/van%2Bfoto%2Boriginal.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087921746981796760.post-3717523776230277370</id><published>2011-08-02T16:53:00.000-07:00</published><updated>2011-08-02T16:58:33.087-07:00</updated><title type='text'>ARTEFATOS QUE NÃO SE ENCAIXAM NA TEORIA ANTROPOLÓGICA ORTODOXA</title><content type='html'>&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;(dados  extraídos  do livro Forbidden Archeology  (Arqueologia Proibida),  lançado em português em edição condensada sob o nome de História Secreta  da Raça Humana)&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt; &lt;b&gt;SINO EM PEDRA DE CARVÃO&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;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.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/_bYJ41i2550k/SkjTSDXymCI/AAAAAAAAAMc/5N39SAWrh7U/s1600-h/image007.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352760464226031650" src="http://1.bp.blogspot.com/_bYJ41i2550k/SkjTSDXymCI/AAAAAAAAAMc/5N39SAWrh7U/s400/image007.jpg" style="display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 300px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/_bYJ41i2550k/SkjTf5Sv7hI/AAAAAAAAAMk/CySnBxzGafU/s1600-h/image009.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352760702038699538" src="http://1.bp.blogspot.com/_bYJ41i2550k/SkjTf5Sv7hI/AAAAAAAAAMk/CySnBxzGafU/s400/image009.jpg" style="cursor: pointer; display: block; height: 238px; margin: 0px auto 10px; text-align: center; width: 250px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.blogger.com/goog_269764977"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.genesispark.com/genpark/bell/underside.htm"&gt;&lt;span style="font-size: small;"&gt;http://www.genesispark.com/genpark/bell/underside.htm&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;MARTELO DO PERÍODO CRETÁCEO? &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_bYJ41i2550k/SkjTvcGe_MI/AAAAAAAAAMs/HsNabPcBDAE/s1600-h/image011.png"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352760969080536258" src="http://2.bp.blogspot.com/_bYJ41i2550k/SkjTvcGe_MI/AAAAAAAAAMs/HsNabPcBDAE/s400/image011.png" style="cursor: pointer; display: block; height: 192px; margin: 0px auto 10px; text-align: center; width: 240px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;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.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;b&gt;Pegadas Humanas Fossilizadas de Milhares de Anos&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;Várias  pegadas humanas tem sido achadas  ao longo dos anos. No Novo México foi  achada a pegada abaixo numa rocha do período permiano.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_bYJ41i2550k/SkjT-RvGtbI/AAAAAAAAAM0/pnrOjZOMLro/s1600-h/image013.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352761223996159410" src="http://2.bp.blogspot.com/_bYJ41i2550k/SkjT-RvGtbI/AAAAAAAAAM0/pnrOjZOMLro/s400/image013.jpg" style="cursor: pointer; display: block; height: 270px; margin: 0px auto 10px; text-align: center; width: 195px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;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. &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://3.bp.blogspot.com/_bYJ41i2550k/SkjUUZ2_geI/AAAAAAAAAM8/fQ8Rn3lKgdw/s1600-h/image014.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352761604133847522" src="http://3.bp.blogspot.com/_bYJ41i2550k/SkjUUZ2_geI/AAAAAAAAAM8/fQ8Rn3lKgdw/s400/image014.jpg" style="cursor: pointer; display: block; height: 225px; margin: 0px auto 10px; text-align: center; width: 300px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;a href="http://www.genesispark.com/genpark/foot/foot.htm"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;http://www.genesispark.com/genpark/foot/foot.htm&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;OUTROS ENIGMAS...&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;O Mecanismo de Antikythera: Um Computador Astronômico?&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/_bYJ41i2550k/SkjUikYAWwI/AAAAAAAAANE/rz_-L2wRxtM/s1600-h/image015.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352761847474838274" src="http://1.bp.blogspot.com/_bYJ41i2550k/SkjUikYAWwI/AAAAAAAAANE/rz_-L2wRxtM/s400/image015.jpg" style="cursor: pointer; display: block; height: 189px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;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. &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/_bYJ41i2550k/SkjUsPDip7I/AAAAAAAAANM/LKmdLv6H3mY/s1600-h/image018.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352762013550553010" src="http://1.bp.blogspot.com/_bYJ41i2550k/SkjUsPDip7I/AAAAAAAAANM/LKmdLv6H3mY/s400/image018.jpg" style="cursor: pointer; display: block; height: 165px; margin: 0px auto 10px; text-align: center; width: 163px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://1.bp.blogspot.com/_bYJ41i2550k/SkjU3InKAKI/AAAAAAAAANU/wkgBSjXBizA/s1600-h/image019.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352762200799445154" src="http://1.bp.blogspot.com/_bYJ41i2550k/SkjU3InKAKI/AAAAAAAAANU/wkgBSjXBizA/s400/image019.jpg" style="cursor: pointer; display: block; height: 332px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;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) &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;Pilar de Ferro que não Enferruja (Índia)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://1.bp.blogspot.com/_bYJ41i2550k/SkjVCOO21zI/AAAAAAAAANc/Swhr08VJQbc/s1600-h/image024.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352762391286699826" src="http://1.bp.blogspot.com/_bYJ41i2550k/SkjVCOO21zI/AAAAAAAAANc/Swhr08VJQbc/s400/image024.jpg" style="cursor: pointer; display: block; height: 206px; margin: 0px auto 10px; text-align: center; width: 216px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;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.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;A Enigmática  Tumba Maia&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/_bYJ41i2550k/SkjVLIym64I/AAAAAAAAANk/-_inoXivH1c/s1600-h/image025.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352762544444861314" src="http://1.bp.blogspot.com/_bYJ41i2550k/SkjVLIym64I/AAAAAAAAANk/-_inoXivH1c/s400/image025.jpg" style="display: block; height: 246px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;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. &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;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.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://2.bp.blogspot.com/_bYJ41i2550k/SkjVTiYxfqI/AAAAAAAAANs/Q7DwuVrlaP0/s1600-h/image027.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5352762688754777762" src="http://2.bp.blogspot.com/_bYJ41i2550k/SkjVTiYxfqI/AAAAAAAAANs/Q7DwuVrlaP0/s400/image027.jpg" style="cursor: pointer; display: block; height: 218px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;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.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;Voltaremos a enumerar mais fatos insólitos em próximos posts.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;By W.X. &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;!-- Bem Paraná - www.bemparana.com.br/widgets --&gt;
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&lt;!--// Bem Paraná Widgets--&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8087921746981796760-3717523776230277370?l=wanderleyx.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://wanderleyx.blogspot.com/feeds/3717523776230277370/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8087921746981796760&amp;postID=3717523776230277370&amp;isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default/3717523776230277370'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default/3717523776230277370'/><link rel='alternate' type='text/html' href='http://wanderleyx.blogspot.com/2011/08/artefatos-que-nao-se-encaixam-na-teoria.html' title='ARTEFATOS QUE NÃO SE ENCAIXAM NA TEORIA ANTROPOLÓGICA ORTODOXA'/><author><name>Soy Yo! (That's me)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-vB3MXBqtd5s/TqygoIqfmbI/AAAAAAAAA6M/5XINrfHUvRo/s220/van%2Bfoto%2Boriginal.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_bYJ41i2550k/SkjTSDXymCI/AAAAAAAAAMc/5N39SAWrh7U/s72-c/image007.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087921746981796760.post-4584993865274558518</id><published>2011-08-02T13:28:00.001-07:00</published><updated>2011-08-02T13:28:56.426-07:00</updated><title type='text'>Sonda revela detalhes surpreendentes do asteroide Vesta</title><content type='html'>&lt;h1&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;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 &lt;/span&gt;&lt;/span&gt;                               &lt;/h1&gt;&lt;div class="img-article"&gt;         &lt;img alt="Imagem mais completa do gigante asteroide Vesta, obtida no dia 24 de julho de 2011 pela sonda Dawn" src="http://veja.abril.com.br/assets/pictures/44859/asteroide-vesta-size-598.jpg?1312309397" title="Imagem mais completa do gigante asteroide Vesta, obtida no dia 24 de julho de 2011 pela sonda Dawn" width="598" /&gt;                              &lt;div style="text-align: justify;"&gt;                            &amp;nbsp;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;   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)&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;                        &lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;                &lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;                &lt;/span&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;  A sonda Dawn está revelando detalhes surpreendentes do asteroide  Vesta,&amp;nbsp;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.&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;  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.&amp;nbsp;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;  "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).&amp;nbsp;"As últimas imagens fornecem muitas justificativas para nossas  expectativas, mostrando uma variedade de processos que uma vez ocorreram  na superfície de Vesta",&amp;nbsp;diz Chris Russell, principal pesquisador da  missão pela Universidade da Califórnia em Los Angeles, nos EUA.&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;  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.&amp;nbsp;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;  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.&amp;nbsp;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;  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.&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;  &lt;em&gt;(Com Agência Reuters)&lt;/em&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;!-- Bem Paraná - www.bemparana.com.br/widgets --&gt;
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(That's me)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-vB3MXBqtd5s/TqygoIqfmbI/AAAAAAAAA6M/5XINrfHUvRo/s220/van%2Bfoto%2Boriginal.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087921746981796760.post-9020901503574415763</id><published>2011-07-29T18:36:00.000-07:00</published><updated>2011-07-29T19:09:39.983-07:00</updated><title type='text'></title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;a href="http://www.topblog.com.br/2011/index.php?pg=busca&amp;amp;c_b=118268"&gt;&lt;img alt="" 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" 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&lt;!--// Bem Paraná Widgets--&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8087921746981796760-9020901503574415763?l=wanderleyx.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://wanderleyx.blogspot.com/feeds/9020901503574415763/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8087921746981796760&amp;postID=9020901503574415763&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default/9020901503574415763'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087921746981796760/posts/default/9020901503574415763'/><link rel='alternate' type='text/html' href='http://wanderleyx.blogspot.com/2011/07/blog-post_29.html' title=''/><author><name>Soy Yo! (That's me)</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-vB3MXBqtd5s/TqygoIqfmbI/AAAAAAAAA6M/5XINrfHUvRo/s220/van%2Bfoto%2Boriginal.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087921746981796760.post-2562585610417858781</id><published>2011-07-22T17:01:00.000-07:00</published><updated>2011-07-22T17:01:56.232-07:00</updated><title type='text'>Coober Pedy  - Australia</title><content type='html'>&lt;div class="WordSection1"&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;i&gt;Coober Pedy &lt;/i&gt;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&amp;nbsp; não faz sentido, mas com as rigorosas temperaturas do verão na Austrália, melhor mesmo ficar no subsolo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Nestas cavernas&amp;nbsp; a temperatura é muito&amp;nbsp; agradável e o melhor mesmo é ficar no subsolo. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-WGZFjINIwWo/TioMJ6HRnvI/AAAAAAAAAzU/Vg_DRypY_kQ/s1600/image001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-WGZFjINIwWo/TioMJ6HRnvI/AAAAAAAAAzU/Vg_DRypY_kQ/s320/image001.jpg" width="280" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Qcz2MCI4_yM/TioMS-V9SHI/AAAAAAAAAzY/6bKAF1fNj7s/s1600/image002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="208" src="http://1.bp.blogspot.com/-Qcz2MCI4_yM/TioMS-V9SHI/AAAAAAAAAzY/6bKAF1fNj7s/s320/image002.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-h0zpfVtkZ7c/TioMVprw3tI/AAAAAAAAAzc/ameTWihjGf8/s1600/image003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-h0zpfVtkZ7c/TioMVprw3tI/AAAAAAAAAzc/ameTWihjGf8/s320/image003.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ReZZjoCe0L0/TioMYfLxwOI/AAAAAAAAAzg/tRxXGWD84Lk/s1600/image004.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="211" src="http://4.bp.blogspot.com/-ReZZjoCe0L0/TioMYfLxwOI/AAAAAAAAAzg/tRxXGWD84Lk/s320/image004.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-A4stL6Ol9Cc/TioMbLuMYfI/AAAAAAAAAzk/bkqBXjveaag/s1600/image005.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="211" src="http://2.bp.blogspot.com/-A4stL6Ol9Cc/TioMbLuMYfI/AAAAAAAAAzk/bkqBXjveaag/s320/image005.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-cuC8GlzYjls/TioMdClfiXI/AAAAAAAAAzo/XCIuZQR_YCE/s1600/image006.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-cuC8GlzYjls/TioMdClfiXI/AAAAAAAAAzo/XCIuZQR_YCE/s320/image006.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-wy_ZJh1wrTQ/TioMfXhqv3I/AAAAAAAAAzs/B9gnpUwfptE/s1600/image007.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-wy_ZJh1wrTQ/TioMfXhqv3I/AAAAAAAAAzs/B9gnpUwfptE/s320/image007.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-br_hmoQ-PbE/TioMgjgyPfI/AAAAAAAAAzw/tHpXXhkmAaA/s1600/image008.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="248" src="http://4.bp.blogspot.com/-br_hmoQ-PbE/TioMgjgyPfI/AAAAAAAAAzw/tHpXXhkmAaA/s320/image008.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-QbQiZ-AirJU/TioMjKHoUJI/AAAAAAAAAz0/lL9tax0shmY/s1600/image009.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-QbQiZ-AirJU/TioMjKHoUJI/AAAAAAAAAz0/lL9tax0shmY/s320/image009.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span class="GramE"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="GramE"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;img alt="" height="264" 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
