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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/rss2full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-525017981704473277</atom:id><lastBuildDate>Sun, 12 Sep 2010 00:00:23 +0000</lastBuildDate><title>Comportamento - Menu Livre by sonialotus</title><description>Blog temas livres, piadas, informativo, dicas uteis, empregos, cultura geral, divulgação, serviços, grátis, voluntariado, ongs, notícias, curiosidades, comportamento, psicologia, frases famosas, literatura, biografias, ganhar dinheiro na web, história, proverbios, opniões, internet, informatica, et...</description><link>http://menulivre.blogspot.com/</link><managingEditor>noreply@blogger.com (sonialotus)</managingEditor><generator>Blogger</generator><openSearch:totalResults>128</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/rss+xml" href="http://feeds.feedburner.com/MenuLivre" /><feedburner:info uri="menulivre" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><feedburner:emailServiceId>MenuLivre</feedburner:emailServiceId><feedburner:feedburnerHostname>http://feedburner.google.com</feedburner:feedburnerHostname><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-1169044890545534671</guid><pubDate>Sun, 12 Sep 2010 00:00:00 +0000</pubDate><atom:updated>2010-09-11T21:00:23.476-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">xamãs</category><category domain="http://www.blogger.com/atom/ns#">consenso</category><category domain="http://www.blogger.com/atom/ns#">supernature</category><category domain="http://www.blogger.com/atom/ns#">Real</category><category domain="http://www.blogger.com/atom/ns#">ilusão</category><category domain="http://www.blogger.com/atom/ns#">unicidade</category><category domain="http://www.blogger.com/atom/ns#">holografica</category><title>Universo Holografico e as ilusões dos 5 sentidos, p4</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t1.gstatic.com/images?q=tbn:ANd9GcQQMnXdTCzsa1rQH5m903i1ZwRgOXM_nw6O6svmC2--02Y3WO4&amp;amp;t=1&amp;amp;usg=__s4PBamXEpfsEy6U9FvizCQxkbJQ=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t1.gstatic.com/images?q=tbn:ANd9GcQQMnXdTCzsa1rQH5m903i1ZwRgOXM_nw6O6svmC2--02Y3WO4&amp;amp;t=1&amp;amp;usg=__s4PBamXEpfsEy6U9FvizCQxkbJQ=" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp; &lt;br /&gt;
4. Uma ilusão só pode controlar você quando você pensa que ela é  real. Quando nós observamos nossas experiências diárias nós estamos  olhando em um espelho de nós mesmos. Portanto, para mudar seu mundo mude  a você próprio. Não culpe os outros, pois isso é aceitar que os outros  têm poder sobre sua vida e sobre a realidade que você cria. Não existe  nada que não possa ser explicado, uma vez que entendamos que o Amor  Infinito (Unicidade) é a única verdade e todo o resto é ilusão e que nós  estamos criando a ilusão ou tendo a ilusão programada em nós por  acreditar que ela seja real.&lt;br /&gt;
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Lyall Watson, biólogo e  autor de "Supernature", diz ter presenciado uma mulher Indonésia chamada  Tia, uma xamã, conversando com uma menininha em um pequeno bosque de  árvores. Ele olhava a cena de uma curta distância e ela não sabia que  ele estava lá observando. Ela pareceu explicar algo à garota e um certo  ritual de dança e de gestos começou. Para o espanto de Watson, o pequeno  bosque de árvores desapareceu e, após alguns segundos, voltou  novamente. "Num momento Tia dançava no bosque sombreado; no seguinte ela  ficava em pé sob um sol escaldante", ele disse. "Ela conseguiu 'ligar' e  'desligar' o bosque várias vezes", com Watson olhando sem acreditar.&lt;br /&gt;
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Isto  é impossível? Não, não é. O bosque é uma ilusão holográfica e aqueles  que compreendem como o processo funciona podem se desconectar dessa  realidade, o sonho de consenso que concorda que o bosque existe. Com  Lyall Watson observando esta cena intensamente, foi fácil para ele  tornar-se parte do campo de realidade de Tia e também ver o bosque  aparecer e desaparecer. Outras pessoas poderiam ter observado isso de  uma ilusão de realidade de consenso e o bosque não teria desaparecido  para elas. Isto explica porque algumas pessoas podem caminhar através de  paredes - elas acreditam que podem e essa torna sua experiência. Elas  desconectam suas mentes e corpos das leis da realidade de consenso que  insiste que isso é impossível.&lt;br /&gt;
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" 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ifmaQRGvOiWHihoJE6E/OtcJo6NalSWEpGpJPrWoZA0B0gAVlbWftNsPDTzrUW6u1JHGujj8qKGSpKr51RMQqPSj31ZbN1Qj2DSy2JVcOKHvLJo2+P7C5IAkCCPGnPCUWpyM6nWOdZLpRcHrklKol3Xv0rUSEtRWQ6QoQVILhIAc3Ams87qbVIZ4ctIsiEiATr31j8Ut1IxB0CO0rMPOtbhYbNnKM8QJChFZm8yrxNzOeyFxPcKz5J8lY9KLbDLt4yGoSCASogCtB0fdewO7dujZhwLbCSnOAQZ4aETpxonC2U5VhpcFSSDIzD4ca82oIS81cAQCQnXtAbR3wdjyitsOGSbRc9gem+P2+OtWi7UrSGipK21xIOkEcxFB4O8UBMbyTPLam73RFF+42u3cDMn70xPDcDx4UhvAiwxh63bktMLyiTrsNazkywz3krq49Pqbtwq4wVK0mNEGZme0Jprhyz1ICo9kVl8Af8AtGBPIO6Fp9SK0toglneOyK6EDlJ7MVxSY1iagCoJBJrnXgEhQMjjVRLik9kyPgKrUnnMRVxUVD2YB51QU9sgyBFUEFRsfU0vWQX1FP8ANHpR7vaScvLjSkI6txYSY+8kHxFKgn6RGE208lj1FL+j0gvmBlS/8waNx+S1blRmC5800uwPtOXCSdOvBjyNZX1f40iiovoAUSAOB0qd0mWXzyaO/wCU1wN9togADkKKXqlSYHaTGvwq/wAKA+jzmbBLPn1KaWY8JuVRROFW95ZWaLVxbR6sQCkkyPhXH7Jy4cUtxw8Nk1yY8We/FbIFNnLrUCIMZRT44YkghSlEA6ARr6V1WDsyeyfM6/Krx48itA2WVzEk9xgeArSs6JJOgGtZ3A0gvLXyTHnT91fVWjhO+X1Nacc/nYy9DWEe1MzrROJKH2RIn2lAUPZDKkCrMTIhhJ11Jp3wlDhhsQeFZPpISsIKeKzWwdbAakcAax/SFCkNNqGgk6nwrDm+q8PXcNuQixSpStVHKJ7qzRcLi1qn2lE+ppzboUqyQU+w3nJ1pI3ogaVlbel5NFgbq9OPjXr5bisaKEgZiEqAHu6Vb0bAVBMRRt7bBrFTcJ3WgAeVehjLcY57e2q6PtZbRCVQogakVjOmOCXDOIO4jbszbqQFOq4Akx/Stn0bOdlc7CjcRS3+qbgOBGUtK9s6HTjUcuO4rCsn0SUUMuMlYJUEFSSe8EEVv7ZMNRHAD0r5f0dWhOOHI4HEJaSjOjVMhIG/xr6cw8Mka1PFbZ2ec1VsDKNONR6sKXOUHTiJqRUMoj5VFclQidBWsZqXQpA0UQJiNq424BoqSedSeIKQN9ddIqpIzZjMjjIqgkqFklJ4UsuEnrzAIGZPypgvs+HMaxS5xYdezJVIK9PgKKZJ0jSPs7Bj3nBv4Up6Pg/aLhIEjrUknloabdIVkMsN8Apw/wDzSnBXCl69SnQqUiPWsMvVzxq1phLcmADE1YoBRQTqCNKFBc6pMrntcqsWVqUiVGPGtUig2A4NIkCrC2kL4aig1AgJgqJjnUoOdMlStKYXuFptQkjWqS63O9cKBmjeuFsA7x3RT0CnA2srBWd1Gib97VLJI5nvqNoQ2hCZAEcdKje5V3bf5PrWPk0f6LsyCRtXbxJXdtDfKiY8alapCRoNede/EvVz7oA0FMaTuQE2yzyFKLm0bfY6txIUDuDTTEHQloIkELOpoBxYlO1RlJTjNX9ubRm4SkZU5DEVmdhW1xxIXaPlPBBHpWKPaEVz5tIdYG8WzDagSdDI0FaK8SXFW5IglJETPGsZh6lIuGykkHMBpxrbpSp26tQRADc+ddfBlvFjnNVosCa6u0OvM0Xf2FtiGHqYvGg41orKdNRUbFGW2P5aMVowe8f0q6J0TpwOww62Qq2ZCVAwDOsEmnVuPulEaa6VRiBhlsf6x8jRLZHUxxilJJ4L2nAABjXSvaqVpA04iuAQBp61xSjnISOFVEounSDz4VyQNONcclSdOJAqakgacKYDu5uJpatIbeJIMZp9P7U1WBO9LLkS8dSNRsY4UU4z2POhwsgAgDrNeeqaVYLP2+45Sn5U2x8JSGQBqkrE+MGlGEkIxC5WTASEE/GK58vVxriBkROsK1qStCiIioJdBbRH829cuFKSlO2vEVqnS4qMoA35murIzp1kRqKFaI6wATOusUSeysSqTrvVSh4KBWAIAjgIrxIB29a9pIKh616VHYaVRFyBLgB4AVG5hN2gAe59a60oqeVl5x8Ki/regGTCRWFVPR7EgcKoQrNeOgkkZqIY9KEtO06tZ4qO9MticQCVMJMRBERS5zSNYo++MtITzVNLnSSoCoyOFWJqPVKA4zWOG2tba6QFIUV6isS5EmNpMVzZXtpivsV5LltYAlKpGadTw2reYaVr6hTrJaXlIKDvvvWP6ONzfhZ92Yrb2BSp6UmSCB4V0cM1hazz7rSMEBrUaRVziuylKRuaGE9UJ7vnV7hOQazJA3rYlOJOSbdAOhUT/nxoht1PVjXcnXzoG/bPXWywTmzEb6QYoxpMWadNQSfWieiis07eldSZUqqYTtEd9UZ3EvFAWdKohShoAqNTw3rqonnQrjipEExMHWpF0wNRTJJZGtL31DrfP6UStZiY4bUtUopcOYH29ATJ2pnCjpGmbZMz+NuPA0hw+ftr41MhPzrRY4sqtndICXUkTWfwwE4i8QdkAn4iufL7LnjVIGS3RuO0KjdKUENqnQK079K4pa1sABQ3EwKi8D1aQVk9vn3GrpRYz+IgzPAxRzg0QZjelwTBRJMZvHhRShDY14+FVj4LF6soCSDOvOa9/m1CqBCBK5E869kB4H/2q5UgrPnuTrXAvPeOnWQY+FesNhVTH47n5jXPb4o2CsjSlEbJJoXD5y1c7+7OfkNVYftVfpfiV8YWgd1L3F9pR5Ubf/jp/LS5fveBrPI8Qd871dk4pXBJrHaZa1OM/uDv5frWW/l8a57N1rPDnB0FhjrDus6TyrU4Csuyud11mh7KBwitL0c/BR+auyTU0xafXqQO8Vcs9hPDUVV/DT+YVYr2U+NXD0qu9bm2HAEk+lFJ0YSJ3/rQj/701+VVEr9hPiKImprO3amqwoIUr611ehT40PekjY8aZxx59MpSOJ/z5V1K5UOdAvk5WtfeHyNEI3HhRKKKJ050BcpSVkn+YfKjDtQFxuv8wp0ivHikWDne8kCs5YOZb5+D7TOnxrQY5+5K/wB9PyNZqy/7gv8A2vrXPyerxapsH7MSoyBB5VNbiMqQFDQzQ6icpE6Rt51TcaNmOdO5CLLi/CBCANONAHGnM3aUN+VBuk9rWljxOup3rLLOqkh4/jbzELU0FtblSd4pszjlu40lYeEEc6yOHkkPpJJBQZFKEEhA1NOcmR/GP//Z" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
Quando digo "acreditar", isto é um  nível de crença muito além de qualquer pessoa que apenas diz "eu  acredito". Não é crença, é um conhecimento, um ser. Existe um velho  ditado que diz que nós podemos "mover montanhas". Isto não tem um  significado literal? Por que não? Se um bosque pode desaparecer, porque  não uma montanha? A montanha é uma ilusão holográfica e nossa mente  controla a ilusão. Por que nós não movemos montanhas? Nós podemos, mas  nós não fazemos, porque nós não sabemos que nós podemos. A realidade de  consenso, programada, diz que a própria idéia é ridícula e se acatamos  essa realidade, assim é. Porém se criarmos uma outra realidade que diz o  oposto, moveremos montanhas!&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t0.gstatic.com/images?q=tbn:ANd9GcRpvbEJ6H3u-jRLeTgZ9bZsbAbC-94fAdz-j20Nr5SoZE9LXoo&amp;amp;t=1&amp;amp;usg=__R2HyWZrQFF3RInJi8fjtHCF7Nsk=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t0.gstatic.com/images?q=tbn:ANd9GcRpvbEJ6H3u-jRLeTgZ9bZsbAbC-94fAdz-j20Nr5SoZE9LXoo&amp;amp;t=1&amp;amp;usg=__R2HyWZrQFF3RInJi8fjtHCF7Nsk=" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-1169044890545534671?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/SCye_yWiLbU" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/SCye_yWiLbU/universo-holografico-e-as-ilusoes-dos-5_5401.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/universo-holografico-e-as-ilusoes-dos-5_5401.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-2719030434883664826</guid><pubDate>Sat, 11 Sep 2010 23:32:00 +0000</pubDate><atom:updated>2010-09-11T20:32:02.648-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">xamãs</category><category domain="http://www.blogger.com/atom/ns#">milagres</category><category domain="http://www.blogger.com/atom/ns#">kahunas</category><category domain="http://www.blogger.com/atom/ns#">infinitas</category><category domain="http://www.blogger.com/atom/ns#">possibilidades</category><category domain="http://www.blogger.com/atom/ns#">havaianos</category><category domain="http://www.blogger.com/atom/ns#">David Icke</category><title>Universo Holografico e as ilusões dos 5 sentidos, p5</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcQchX3uOCUuJBAsdb1WZWRuFvSy8xv6LOZgxrCEcpQYcFNGFD0&amp;amp;t=1&amp;amp;usg=__MAZK7jGxebX-xEnV7gEFYZ6H6wc=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t2.gstatic.com/images?q=tbn:ANd9GcQchX3uOCUuJBAsdb1WZWRuFvSy8xv6LOZgxrCEcpQYcFNGFD0&amp;amp;t=1&amp;amp;usg=__MAZK7jGxebX-xEnV7gEFYZ6H6wc=" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
5. As "leis" do mundo dos 5 sentidos podem apenas ser aquilo que nós  pensamos que elas são, e enquanto aceitarmos elas como real nós  estaremos sujeitos às suas limitações. Da mesma forma, se nós pudermos  livrar nossas mentes dessas realidades, nós não estaremos mais sujeitos  às suas "leis" e limitações. Isto é o que chamamos "milagres". Quase  todos já leram sobre feitos inexplicáveis como caminhar no fogo sem se  queimar, ter espadas atravessadas através do corpo sem se machucar ou  deixar cicatriz, levitação e muitas outras coisas. Nenhum desses  fenômenos é possível para a ciência materialista convencional, mas isso é  simplesmente porque a ciência convencional é o conhecimento equivalente  a um filme do Mickey Mouse. David Icke conheceu uma mulher que separou  um quarto de sua casa para ser usado por meditadores sérios, meditadores  que queriam meditar por longos períodos sem serem perturbados. Um cara  entrou e não apareceu por muitos dias e ela ficou curiosa para saber se  ele estava bem. Ela pegou um copo de chá para ele e abriu a porta  devagarinho.&lt;br /&gt;
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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
No momento seguinte o copo se espatifou no chão  porque quando ela olhou para ele, a metade de baixo de seu corpo estava  invisível. Impossível? É possível sim e perfeitamente explicável.Em  1905, o paranormal Indridi Indridason fazia parte de um projeto de  cientistas eminentes da Islândia no terreno do "paranormal". Quando ele  entrava em transe profundo os cientistas viam diferentes partes de seu  corpo desaparecer e reaparecer. Tudo é possível, literalmente tudo,  porque nós somos infinitas possibilidades.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcQ2HgRyxih5NG-ZnMbW_ml7GHyPZzsW9Q24RbjVWRFkLqHlikQ&amp;amp;t=1&amp;amp;h=144&amp;amp;w=257&amp;amp;usg=__aiAJbsYCMcjkbm62YgZWIv-5nlg=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t2.gstatic.com/images?q=tbn:ANd9GcQ2HgRyxih5NG-ZnMbW_ml7GHyPZzsW9Q24RbjVWRFkLqHlikQ&amp;amp;t=1&amp;amp;h=144&amp;amp;w=257&amp;amp;usg=__aiAJbsYCMcjkbm62YgZWIv-5nlg=" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
David Icke também  conta que uma mulher do Texas lhe contou que um dia, pela manhã, ela  acordou próximo do marido e encontro-o flutuando a cerca de 1,80m acima  da cama, ainda dormindo...O Dr. William Tufts Brigham, o curador do  Bishop Museum de Honolulu, era um investigador perspicaz do "paranormal"  e seus estudos envolveram os "milagres" feitos por xamãs havaianos, ou  kahunas. Ele testemunhou uma delas curar um homem que tinha quebrado a  perna tão forte que pedaços do osso estavam atravessando a pele. A  mulher kahuna "orou" (pensamento concentrado) e meditou ao lado do homem  e esticou sua perna, empurrando os ossos quebrados. Após alguns minutos  ela disse que a cura estava completa e o homem se levantou e saiu  andando sem nenhum sinal de seu severo machucado de minutos atrás. Isto é  possível porque, na realidade, não existe osso - isso também é uma  ilusão...&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t0.gstatic.com/images?q=tbn:ANd9GcREyrg2A6a0vOnv2Qex5_U6fVPn5G-aahjeJcNrCcJB4U2jAv4&amp;amp;t=1&amp;amp;usg=__7zxI5iavr5Yd47crFyK61fwur-o=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t0.gstatic.com/images?q=tbn:ANd9GcREyrg2A6a0vOnv2Qex5_U6fVPn5G-aahjeJcNrCcJB4U2jAv4&amp;amp;t=1&amp;amp;usg=__7zxI5iavr5Yd47crFyK61fwur-o=" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-2719030434883664826?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/TOch9SVJGkU" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/TOch9SVJGkU/universo-holografico-e-as-ilusoes-dos-5_3632.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/universo-holografico-e-as-ilusoes-dos-5_3632.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-721561384756772414</guid><pubDate>Sat, 11 Sep 2010 23:18:00 +0000</pubDate><atom:updated>2010-09-11T20:18:52.358-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">cientistas</category><category domain="http://www.blogger.com/atom/ns#">efeito</category><category domain="http://www.blogger.com/atom/ns#">quantica</category><category domain="http://www.blogger.com/atom/ns#">causa</category><category domain="http://www.blogger.com/atom/ns#">carma</category><category domain="http://www.blogger.com/atom/ns#">secretas</category><category domain="http://www.blogger.com/atom/ns#">anomalon</category><category domain="http://www.blogger.com/atom/ns#">subatomica</category><category domain="http://www.blogger.com/atom/ns#">sociedades</category><category domain="http://www.blogger.com/atom/ns#">matrix</category><title>Universo Holografico e as ilusões dos 5 sentidos, p6</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t0.gstatic.com/images?q=tbn:ANd9GcSHlpfcxczpdNmpZhaAsEq3nvn-MitIa9ioIGOOMsqCf7ImpdA&amp;amp;t=1&amp;amp;usg=__rZDthDfQYpwkI1eoV9PCcd2hwhA=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t0.gstatic.com/images?q=tbn:ANd9GcSHlpfcxczpdNmpZhaAsEq3nvn-MitIa9ioIGOOMsqCf7ImpdA&amp;amp;t=1&amp;amp;usg=__rZDthDfQYpwkI1eoV9PCcd2hwhA=" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp; &lt;br /&gt;
6. Um pouquinho sobre o "carma": a crença na realidade sólida  materialista é fundamental na ciência oficial, assim como a necessidade  de que tudo seja provado através de experimentos que possam ser  repetidos. Cientistas que sugerem explicações alternativas são jogados  no ostracismo ou sabotados, para se defender a "sabedoria" existente.  Fundamental para perdermos de vista nossa unidade infinita é a política  oficial da ciência não-alternativa que apresenta o mundo como partes  desconectadas e isto está refletido na própria estrutura da ciência, com  suas especialidades compartimentalizadas, que raramente conversam entre  si. Mas, quando as crenças dos cientistas estão afetando os resultados  dos experimentos, como a física quântica está cansada de mostrar, de que  valia é este dogma? Uma partícula subatômica chamada "anomalon" foi  verificada ter propriedades diferentes em diferentes laboratórios, o que  é equivalente a ter um carro que muda de cor e outras características  dependendo de quem o está dirigindo.&lt;br /&gt;
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BkGZICvD45dBxnFMvhQOBTl3C5E9B3/DZI/95dI5CChRTzBpjYhDosprp0okhDT4XqPQ53rXGxnnTK3PBuBMlnzpMx1Q8QDpH8tZ/oG7hHWKPmNlfsB+6jJ75h2KAyrj5OlRPirtH+aoqZnvc0eSktiLdZ2hBXK54UfTypJIuhye1geJpVc7gdZSlR1E7GlS3FrOVKzTWvSG0J3BUGFo/hTfz/rohm6b7KPtrJb99dJcWk7KNbupNRDqjSt/Fue47XtrQ2645UADnNeWRJ5CsKOPGtJbLj2x2qWWaOOQl1ingFehXOKm7Wl1lJKVlHZV81XFKvUoCvtkl+W2pp4gJWpHbT81Q2I9RBFA2acFJAzknxq63p8gvk2Hj4qUPKme7JOHB6jhX7VLwMxlp8Kelj9N6rnOYJOd6SvSCCe1Te6I0FY5is3JVgmva7Ae0ygaCOVb5Sc7mioj+VcaSazqG9HQVZWByomSMAIl0Ywtjal9kknbG9LbS8WbAuWrz5rzjxPPSVED6gKsU6qJYZz6fPDJCNuZGB9ZFB9InBboDEFPBhpDeR3gAZ9tDRMyNvyUqbH6k4Cx3SS5nUpKSSTsN6zCApbg1dpRq2Y8X5BUDkJ4UZbmAPjljb5Iqx06q1rAqpoFeLKNscXq50VxWdes4H7C6lWW17N4iZPy1fZrqU2LT4U7Pdc6QlCqcxc5wP8AbpH2y6BuiNLpUBxFEPH/AErO/wCOkfbLrm6+a2eOa8e39pEaNIS7C0fRdY+ApuD21Ri2kDjlZCB9aqt6cTUsynGmyNDZ0JGfm7D+FZuHdJNoEJcVkPqlJDaUE7FxDiVo+vORVN5JDyYpdU4plOHFk51qO5PtzUsKwMu77REDTJed9JecudpR3zXQTtX1tBUQAN6PZg8NfOqGGBoGSnL5WxjlL9FfCmm/kLeOY9dUuQcDsEn01sYWFZtssJ7StSSfRRUKWplxKSrs/wAK4cbUkkEEVSUbGgJ62FsQHhbyxXDdOFZrT3qUlm1tXjBJtyw64E8VNEaXB6cHPpAry60TepWEknbhW/hvpn2aZDKs9fFca34ZKSB9ZHsqasV/TmB8FT2pViOQndyLcuM3LjOJdZeQFocTwUDzrKTUkKUPGp0CbuESA3bpKlSIjzTb7RT50cuJ1YPehR1DwUPGjLjH7ecYzQ7oxBKW54QtKTLeUjI7QpnbkFTiaELJ1U5s8YqdRgc67leAEfI4Bq5nXuPFkqts5aW2GFxpClYySnC1kAcTlSEpA71Ul6ZXNx1Gp1tTTigCWlHJQTyJHPkaPmWcSunE67ycGLbWWW2hjIU9oyB+znUfSkVkOkUnr52gKJCSTxoyvDG5zA0c+UNpUW+UvKXRWi44Ep4njTd5QbbCRsRQ9sawFPHbHA18lu71Y149rQETq1jHtCutCs3iHn84r7NdSu+jzKl3SO4U5CVE/wDIoVKIIGVKlxPKFlbXSfj+2Sftl11cxqjten+lczh/pWb/AMZJ+3XX2f8AkiPT/SsJP4vwnOju/ewntnhMG322W4MrjJkPJGOJCEgH1Eg//lZZ5Ydkur8ds91arrfJejAXzMPIPitz7kGsxAa614HjjdVT+ntMkpJ8J5Uw10kn2joUYIRrWBqPDPKiioDjvXxS9CQKHW5vVAG5S2zay5E6xyqBQPIUH1m9dpcrr00MLCtfYS4jcDwpU+yptWFeqm6HK5fZS8gpPPga4I4wU1q2/BKRbpUFA4I7q1nRy46VJ3G22/8A36Ky7rakKKVcRVlvfMd9J5E0jv1shMpmCZi9bdcbitQ7qykJbiI8nkoSNjHVjJAHzTg+2rbrCCla07pVuCk5B9FKujFyQodWsgoUNKwoZBHAg+FNoShAdRZ5iiY7mfg95RzqT+bJ+enkOY35VLPYTx5H/FJyNdWl56SPyQ6+HOnEENW+K9Nkj4lhBWQPlY4AeJO3rFHG3J1BSUpCRzz9VCSVIlzUw2gFQYKg7MUOC3Ru2344OFEeCRWbD6jueh2vpbG8YCUXdxy3WNDMk/hLmp6Rj86s6j7OHqrzJxXXyVK+cratd03uJeccGokk4zmsvb2tbwHzaptIhJ958p/Qj9KDcUxx1MVKDz40uWda6OmLqi2MeUykJ/SqrjGOVM6jNueStX0at5RF8pWMdoAexVSnxZ8ltrbQGMlJ29CqlCSTtDiEmDieV5vc06LhK/Slyft118n/AJCj0n+FEXlH4StXzpUn7d2hpvahNjvViu5f8dUGj/ynCbXxfVWRpnv6hseptSz9a6X25OiPr79qv6SqC1R2gQfjHFce4hA+pFcH4qOhvwzSzS4/aT9pw9/pVifkqt9zeh1Lr46reqiqnrWqallyVZrrpK6pzUBrvasvUwjELwaLbXnApWhW9ENr3rF7UZBPghWzo+tJWPOFKHEkA44in6DrGKVzmerUSOBoWWPe3CqKVgPbtKZdHriptSUqVgivRob8W6QfI5yA6yvlnhzBHcQdwfXyrx1ta2nEqRxFauzXbSEkqxtUlfqODtzeCFlfpiQZAW7+CpoSEfD8nybhuEdZju6zj6+NC3WTGtsAQ4KA2yjPZB3J5k958aXfDWWvP5Vmr/dVqSrBznal8UEsp2v6SyrQ94ykl3k+UTCfm5FEW5vq2S530saTrdH6St6cufFshGfk4q1ow+m0Jvek9KHaEFIX260fQyFrkh35tZnGteK9G6MRfJbaHPnUzkOyPKhrT+0VcXMuIT3L/oqpQ0lWt9P6/wDQ1KkJbBLyUMw4asjeoUlbym24jynESZGrtIHF9w/P7iKFVCmLEceRvDQ4CrtN8ARn5dSpVBK4+inGnOLXnCsuESZImtuCG8UJbwcqb4kkn5feTXyVEmuK7MJ7jji379SpWVM7YxhFWbEhja0nhCKt1wJ3gPY/Wb9+vqbZO5wXh46m/fqVKOEr8dpSV9+DZv8AY3j+0379fPg2d8mC99Nv36lSvjM/5XK5+DbiD+QvfTb9+rEwJ6T2oL302/fqVK89VxWrDjpEIjTUcYb4/ab9+u3Ysh1vSYT55DtN8fp1KlYukdlMYbEjHZBS5VouJziG6f22/fr6xbbqyrIhu47tbfv1KlBTNDjymZvTFvKNDV0UkpEB7Pf1jfv0E9a7q8rK4bm3etv36lShWxtaeAuYrsufCth2yahzK4bu2+ym/fq+TGmuebDe+k379SpTmNxGMIO9YkkyHKuFAmtyEKehvBvvCmyf563Bu8ZqIhptmXj9RHv1KlcWXl0Zyp+XkoaPK8pktNNR5BWVE7pR3K/TqVKlIWQsIyQvg0L/2Q==" 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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
As "leis" da Ciência  apenas se aplicam porque os cientistas acreditam que sim e, graças ao  estado divinizado da Ciência: o que ela decide que é "real" torna-se a  realidade de consenso. Mas tudo é uma ilusão.Tome, por exemplo, a lei  básica da Ciência conhecida como "Lei de Causa e Efeito", o fundamento  da chamada "Lei do Carma". Para cada ação tem que existir uma reação.  Isto é verdade - mas apenas se você acredita que é. Se você acredita que  não é verdade então ela não é! As pessoas possuem carma apenas porque  elas acreditam que elas o possuem em suas mentes individuais e coletiva.  William Tiller, físico da Stanford University, escreve: "quando  chegamos nas fronteiras de nossa compreensão, podemos de fato deslocar  as leis de tal forma que nós estamos criando a física enquanto  caminhamos". Não existem "leis", apenas possibilidades infinitas.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="data:image/jpeg;base64,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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="data:image/jpeg;base64,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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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O  que é realidade? O que você pensa que é? Então isso é o que é.Místicos  têm comunicado idas a "Salas de Saber" em seus mundos não-físicos e  relatado que a Terra é uma "universidade" espiritual onde as pessoas vêm  para aprender algumas duras lições e trabalhar seus carmas. Isto é uma  total ilusão! "Você acha que o Infinito tem que ir para escola aprender  algo quando ele sabe tudo que existe para saber?". Sobre o carma, a  idéia que você experimenta aquilo que você fez os outros experimentar,  pode-se perguntar: "Por que teria o Infinito de experimentar aquilo que  ele mesmo fez experimentar?".&lt;br /&gt;
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A idéia do carma é uma  manipulação da Matrix para embasar a crença na passagem do "tempo" - é o  meu carma de uma vida passada ou eu estou gerando carma para meu futuro  - e para manter as pessoas em um estado de culpa e de auto-condenação.  "Amor Infinito não julga a si ou pune a si mesmo - estas são ilusões da  desconexão". Estas áreas do conhecimento são muito mais subversivas para  o sistema do que simplesmente expor a rede de sociedades secretas ou a  agenda global porque elas oferecem meios que nós podemos pensar de  excluir a agenda e seus valores fascistas de nossa existência e pensar e  trazer uma nova realidade em existência. Esta é a transição da prisão  para o paraíso.&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t3.gstatic.com/images?q=tbn:ANd9GcSCgEGDj8C8toYx7XVBmMSjSiIWQi2xnKnnsdW15J06wKplqhk&amp;amp;t=1&amp;amp;usg=__kUMrmEV-tsVZx3tgTjw044goYYA=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t3.gstatic.com/images?q=tbn:ANd9GcSCgEGDj8C8toYx7XVBmMSjSiIWQi2xnKnnsdW15J06wKplqhk&amp;amp;t=1&amp;amp;usg=__kUMrmEV-tsVZx3tgTjw044goYYA=" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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Como toda realidade, a transição tem que  acontecer primeiro na mente - ou, mais acertadamente, no coração - e  apenas então pode ser experienciada no mundo "físico" como holograma  manifesto. Rejeitar a realidade de consenso e criar a nossa própria é a  transformação. É como o conto de Andersen "A Roupa Nova Do Rei". A  realidade de consenso era que ele estava vestindo roupas novas lindas,  porque a multidão não queria admitir que ele estava nu. Foi preciso que  uma criança gritasse "o rei está nu" para quebrar o encanto e propagar o  óbvio.&lt;br /&gt;
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" 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domain="http://www.blogger.com/atom/ns#">Personalidades</category><category domain="http://www.blogger.com/atom/ns#">Draco</category><category domain="http://www.blogger.com/atom/ns#">Drácula</category><category domain="http://www.blogger.com/atom/ns#">Distúrbio</category><category domain="http://www.blogger.com/atom/ns#">linha</category><category domain="http://www.blogger.com/atom/ns#">Draconianos</category><category domain="http://www.blogger.com/atom/ns#">Múltiplas</category><category domain="http://www.blogger.com/atom/ns#">shape-shifting</category><title>Universo Holografico e as ilusões dos 5 sentidos, p7</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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" 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" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp; &lt;br /&gt;
7. Acredito que todos já tenham ouvido falar do Conde Drácula, não? É  uma ficção, porém baseada em fatos reais, que estão ocorrendo agora na  nossa aristrocracia/realeza (Drácula; Draco; Draconianos = linha  reptiliana "real").Primeiramente, uma introdução: há uma técnica de  controle mental chamada de Distúrbio de Multiplas Personalidades (MPD,  em inglês). Isto ocorre quando a mente é fraturada, através de trauma e  programação, em uma série de aparentes "personalidades" ou  "personagens", cada um com diferentes atitudes, crenças e, até,  diferentes "idades" ou "sexos".&lt;br /&gt;
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+Kq6yGE8W/BJiU/hxjuO3yFdPJL/AJDDGQOl9pcnjnIC1OW0hXtIkLRtdTvaqWTar8cYA5xj+84pg8aJMmslFdU3WgzH5sYBPAz+lL6XC9eRrhiCY1GFk7+hHy+FFvGzA6u+yQuht1wS4B5we/r3HA9qRr7Im19khX4UPuDY3fTNH/FALWumiQKoS3CgIAO4B98+vrS/ztwT8cfGjmuRW4tbF0djLJaq0mTuw2Pf5ADHyqkvZFJeyKKJnSX5dVU7wN3lYZCnj05xXOlhpNStUXJDSqu0cZOQP518QO+nOUY5TyspT+EtnIPzqXToHS8tGQ4kd1aNgwGMtgZ9q7pndMcvBniFNL8QyPKitAZSHRhkAE/H2rVdW8IQa3qtnrFnLHCpKmcbT94B6j4+nxr8+7dupzGAswMpxkc4z7Vvf+G2oXV/oHQL+e2IQFs5IIyKx5YqLursvifkvFhVPDOnjUI7xZ5BPArKvm8vPHI+HNBLrQYtI1S/1fU2EsBj+5dScqSDkn44wB8zTNJBMmScA+uOc0A8WLd3Oh3MSlAiAkjJ8wH0rJa4o1ONqzLL+/E+n6xJKHZ3dMEDjvxn27GlnQbeSdNTVJTGgs2aQ7sZAIIHx5Ao+kko03XYwqOQUctkA4BPIHryBSzptqt0tyJJ0h6ELSqXH4yCPL37+1eljSUWeXfk5NkEmRFCQQQozj2HH/FWr6aQxWpYJtaLIGO1QXPMMeHBG3OOPc8V9uvNHb4OQIvyq66G/RCOTnAorZwSG2RgmFbJUn1GcfuDQqOmm0WFNMsfvFLNExYY/Ceo/FGTpDXQuanGCyMqgL01wSTzgD+/rXDLIdFjYHEazsMfEqP+P1qzrg2xWoA2sVztx2GAB+36VXIT/JkPVy/XOIwTwNo59qnekBcIilBS8VW2Fhs5C4HPPb60yeNJZLjWpzcQkMluFVSAeMAg8du5pfvEDXEbQ8qEQMS2cGjviaWb/MbyN5FO22UZK444OBjHrmlb+yEfsqFXPHGAR647Uc1x1W306NYejttASmOTknLE9sH+VAuSc44z6ii2oSNNplgS+8xo0WP9oyfT+dPLlFJLaPsbuNCkHUiwT5lMxLDkfw9h2NQ2s4W+sXYFlG07QRzhjxzxXSs66M6lJCrv+LKgDkd/Wq1sW+12YCoTlRgrnPm7kUF2LXI6eArvQbfV55/EcLSIqkxxtHuG/P8AEB9eO2TTxZ/4iaTY6h0LHThaQyuOVhCB/bt3rFL2aVb64MmBJ1W3ceuav6fdrMViuHwAwIYd1PuKnPE3svDJ49H6iS6huodytgMMigPiW8W002YMhOUPp8KzHRfGmq9dLF4g0oOeqZMKR7ijetapqerQ9EwjY4wSp4Hv8/nWCUZKWzXCUWtCPKjNZ37oPu2RGJU9xnGPlzQbRbj7NJdP0uoGtXUqQCMHGc/SnjxFapDFegpy1upjHsQcf8UjaPBLNPcJCoJa3ddrEjvx6Ct2GSlBnmzVOSZBeEGO2KqMBMZIA9s/tRBLthoU8OYuemMlV34B7D1x8vaquqWktvFZGcrtlgEi4UA88c/HgV58PpxIByAgI39++eMY/wCKtdpA6RTj5xim2Fy+l6cFgLBYCNxYc/eP2+HNKiZzTPBN/wCvskfJ2REDy9hvY9/XvTZOENLgBayitBZSNuDPGcknI4PHNVs/+mK4Yg3ALMMYHlP1Gf5Vd1/iz0/bGVQRcebOfeqpkYaEqbvKbgnHHHlH1qcfVHR9USkuWDSmMF4kXBODj5Vb8QwxDUr0SeRhCpGONxyv9T+dDLpZBJEJG3P00Kt7DGf+aYtZsWhvHuLyQSJcx5jYEnA4POfhmkk0mmxHqSFqzsZLhgEViCfSjU+nGzSGOWzcHaSXfgE5/Ptj8qbvD0aaVpjTRxxpdXSgW7TJkqPccZH0q/o3g69vruSS/WNsR78sTgfEevcYpXlv+jSoNiLZh5raS0NjD53DCQFs5Hp7fpVyLwtcX0cUtpArMAQEJwSRk8jgn+larpfh20dGzAgUeVix5zjIPbBHseM0Qfw/ay269KSOMjAWWE7csP8AcBkA9+R+lSeRfiH+LR+etZ0yS2u5gUKjeeCDxQ5cxN2INbd4g8NwzxM8ayPGFJbeMunOGwR6jvj1GexHOV69pD6ddSRuBlTwR2YYyCPgRg1oxZVJUxHGi/pcudNW7VFaWCfAJPJUryP5/wDdP+gObiFN7AccKOwHes70pGTQhMDjFxgg49RgftTbotylvfyW8UoZUI4B7AgED+VZsyu6GwT20FfF9rvjDx5I2lXA9VpO8LWZi16GeAK6ZPl3Y5Hp2rQrtOtbkEZJHNZnKWsddu7dHZSZC0ZBIIzz+uTR+PbTih/kY74K3ia3mS4jeWLYp34GWbHmPv6fL3qsEhOjyl3HUDpsCk59c5+GKJ3LS3I3TsZOPxPyaEy+WCQDA5UDnk9+3wrXBOkmZlCkkyovBo9aCJrWIv5jg/Tk0CHJGKLWrL0F4bIznzfGqT2Fopa2sot7MuZNpjHc8D4AenH71R8o07GAXMvtyBj+f8qI66ym0tBFgxhdvA7HAz6/GqG8/wCXKg/CZSSfbipR9UdH1R3Oi29zCMmQFVbzH09v0p+1meGWeOFA3KH04GdvxrPXYLcps7BUxinHxDddDV4SCdwhGVzwBj+/yqOaLdE5q5xHvw3py3fiW/nuoy6aeEgt43GRuAHOPbkYFPV1a3KTLNaupV/LJGR7/wAQ/TI9cD1pB8IeJEBleWxuJZXfdJJCm5ewGfngc04XWoPqGkCexSRll8i4bDH3GPTnvWSUq5PTirSosCGC1udsUqb9p3Q7h5M98D0+XavlzHHKGZABIBnPv/Wg2nvdwEQR2EUaNwHWRt/xzkYJoysRgtQ0pySCeRzUHLZRLVEBRZrbfESskbhRg9jwCPqp/MfOsw8caZtgQttZogY2K+vOVP5Efnj0rRptQghMiFAA6uz+oOBjOPiW/Sk3xXG02mSag0mUlnMQQduMgEfVf1rRjltGecNMzzTW22M8TuCDIpVc/nx+VErGcx69vVvLIcFfb2pakk6Vx/8AnPb3os9w32YXsWC0ZBwfQ5rbKP8A0zxSi7NOjmBi+YrM/Fz9PxHLIh5AQ59jiu18ZaqiYUW2AMY6Zyf1oJe3c17cPcXDbpHOTgYH0pcGGUJWy08ikqCiXfWs5GHcH0+VD5CzWrEqSdw8x7J3yPrVvQ1WUtARksynB7EZwarzDbBMjbkIkAVe4PJ9KsnTM7fRWXg0TtJW6CqGIC5AwBQtB7dqv2sZMWRk81UJT1NwYoAD5tvbOce1R9CQaSLjPkM20+bkHB7jFdXpZ4ohk8L3J7VbFwv+m/swtzxN1Or8O2P0qTtJCu0kC5HLMvAHA+Zozru9J4ZXyH2BG9AcDvQUjDgNx8aMau1zJNbJcxbSU3oPgcV0vZAl7IavB0U96IYW3G1Zx1EHAJ7An6+nxrVV1PTbLowme3iLkssatgg5/fmsk8Aai9pdwoScMxUgfMH+VaJaSaPod5fXEkwX7ZPuMYTcXJ7hQPc5NeblX3aN/wAd/Ud7VoJrcTW6qwdQTxjINDr9gVbaNoAwBXzQ9XS7PSFjeQAKNpli2jbUWsnpbto4qObiisF9ti1etM2r28cY2pLlOpjhCw25Oe/cEUveN7+2gkXToHZkXLMqHIjGex+PJP5UR1O4N5DLEvmUHB+WaUtY06107dtd0EreXeSc/I+vP1p8NXs7JpOuxO1OJ1nJ28GpnLDSfKcAuAw9/wC8UX1KwCJHDKkiy8ApIuCPbB9a41qERaNbKU2Osag5A83J/lXorJdI86WnQt5we9dA1xgZrrFaQhTQXZNRiKPsPYMO4ORjFWNRTpnUYndHlWYZYHknd3HH8xUXh1IvtwlmXIQqRxnnI9K+XDp0r1UY9MzDYDnOMkj+zUHuZN+xRj7c0VstpgGekcEjLJk0MjGaI2pKxdhyc8irMrQHusiOLt25qYXONG6CjJEuSwPp37fMVBdLlEG0jy96+BCLQuIiFLY3/Wl6EZDI2WGPhRfXpmX7CpcblgXlR6Ggx7EY70S1kQj7P0wAekv866S+yBL2RY0S+a1uoZEYqyuSD7c1rOhxxX0639rPHG7RqGdow7oeeFzwPy5rDlkdApB/iNMel65cW6IYbqSB84ymDn5g1mz4m9o0Ysig/wDB+g1nstMtOpJcdSTGWkkbk/tik/xT4ytGBs7MdW7kICLGMnJ7Vm8l1qF/eR2zzS3E0jDp5bAbPY/KmKWI+E7ZZ4beJ9Ql3L9okXdtwAWIz68jFZJY1avk0qWrQxCK10DRQ2r3EazyjewByzN7KPXHb29eKz7xV4hbVESGKBYbVH3RqeXJ9yf5D9arX1zeajes13M8ssrHdI7ZOAP74qB4Os6t2hTgf/qtOH48Ybltkp5XLSOFvLi9kDTM5lA29Q+h4wfmMVW1i9kuGId2ITCDPwotFbhQAQPehOtoVZR8M1qSjZFrsGA5rsH41GMVa02zkv76G0haNZJXCq0rhFGfUk9hVBC9prmO2klBwd4APy/7qNSWtro+Qgsu7I5HPpR7W/DNxoWjW0/2uzvLeeZ0Wa2kLLvXgjkD2PwpcUjpSjg8jPHxqVcsVo+KcNgelELdvuhihqkBzjtmr0DDZweCaoOgPLIWCqfb3q8JSdACbTtWfvVKdXGzIOCuRn1FW1cHQ2TdyZu2frSSJzBxwTVjUTvjtm5z0sHPwNVj3/WpplbbGOCBwAKbsLIsEgAAnn0oulkojt3XKgJukb0zmubKzVIxJKCSey+9WbmWR1jT67VHAHallcuA02M3ge2s9V8Q29rOrGKKJ9kg9z2z8O+Kvf4gToutR2NvKZobJNuSu7znlufltH0qfwekek+Dr7VlbM8k+2Pdzl+Av5AsaV5maQbiTI8rE5459ST+dZIY/LK5dI06UFEjiQzyGRvKiggA85+tTBd3mIGPQfCuhtCLHuwByzfD+td4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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
David Icke testemunhou um  caso (na sala de um terapeuta) de uma mulher de 30 anos que manifestou  sete distintas "personalidades" em meia hora de sessão, incluindo uma de  bebê. Cada personalidade tinha seu próprio nome, antecedentes e  características, e cada uma foi trazida à tona, em seqüência, pelo  terapeuta pelo uso de palavras corretas de acionamento e por códigos.  Quando uma personalidade era comutada para outra, a face da mulher  mudava, inclusive a cor dos olhos e características da pele (cicatrizes  podem desaparecer quando uma personagem substitui outra como a mente  consciente).&lt;br /&gt;
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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="data:image/jpg;base64,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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
A pessoa pode estar doente, em um modo, e  perfeitamente saudável no outro. Mulheres com MPD podem ter diferentes  ritmos menstruais com cada personalidade, e parecerem mais velhas ou  mais jovens. Agora, como é o outro termo para essa transformação  instantânea das feições da face e do corpo? Mudança de forma  ("sumeria, anunnakis, ", em inglês). Esta é uma das características do  Drácula: mudança de forma, assim como os humanos reptilianos. Drácula é  um vampiro, assim como os humanos draco-reptilianos, que bebem sangue  humano comum, alimentando-se da energia humana.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="data:image/jpg;base64,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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="data:image/jpg;base64,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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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A linha  dos manipuladores está seriamente envolvida em sacrifícios humanos e em  rituais de beber sangue em toda a nossa história. Os registros sumérios  revelam que os Anunnakis, deuses da Antiga Suméria que igualmente  apreciavam o derramamento de sangue humano, eram uma raça reptiliana.&lt;br /&gt;
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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" 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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-975006082756537667?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/sL-pb17BWCo" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/sL-pb17BWCo/universo-holografico-e-as-ilusoes-dos-5_2597.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/universo-holografico-e-as-ilusoes-dos-5_2597.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-3279881125329328522</guid><pubDate>Sat, 11 Sep 2010 22:31:00 +0000</pubDate><atom:updated>2010-09-11T19:31:48.897-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">hipnose</category><category domain="http://www.blogger.com/atom/ns#">livre</category><category domain="http://www.blogger.com/atom/ns#">inconsciente</category><category domain="http://www.blogger.com/atom/ns#">milagre</category><category domain="http://www.blogger.com/atom/ns#">misticos</category><category domain="http://www.blogger.com/atom/ns#">arbitrio</category><category domain="http://www.blogger.com/atom/ns#">memoria</category><title>Universo Holografico e as ilusões dos 5 sentidos, p8</title><description>8. Quando os místicos meditam, antes de executarem um "milagre", eles  estão se desconectando da realidade de consenso, a mente coletiva, que  diz que o "milagre" é impossível.O que não vemos, nós inventamos: nossos  olhos possuem um ponto cego, onde o nervo óptico se conecta ao olho, no  meio da retina.&lt;br /&gt;
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Qualquer que seja o objeto que olharmos,  nós não podemos ver nada que incide naquela parte do olho, mas o  cérebro constrói a cena completa usando a informação disponível e,  portanto, preenche o "buraco" usando para tal as imagens vindas do outro  olho ou recolhidas na memória. Realidade é apenas aquilo que nós fomos  programados a acreditar que é. Vemos apenas o que estamos condicionados a  ver e editamos (eliminamos) tudo o que contradiz esse condicionamento.  Implantar crenças é tudo o que os manipuladores desejam, pois é através  da crença que nós manifestamos nossa realidade. Geralmente, a crença  cria a Polarização; polarização = divisão e conflito, divisão e conflito  = dividir e dominar. Eles desejam crenças rígidas e em conflito, por  esta razão;&lt;br /&gt;
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ZGDHGPyrjS7s28yIzeg9fvTuu6VNpd68Mits6oSOo/wB6gS7BsKA52+oH37Y/LFbzVjlrX8oZmxufGcZ61Gnf1ZB6gVT2V9In+Hnk9zzV3A0ciKshBYe46Zq4zQrbyNXI8vk9xmoEkcZG0jBFWtxNFEwT/wAp61WXMADGU4LHpiuhAkTaeOlcU/crgAE9KYoCiiigKKKKAooooClBI6HFJRQTYp5R5YDZbfnnpzTwlYTO07GM7S27OMsOlV271Z+MYNISTwSSPk0Cu7SuzN1YmnFQoowKZ6EVLikBADdKBFEhHFSrV7m1YSRM2Qc9afgWJgPWBVzp2mwT8793PQVnnlJ9VYaHrVvegRXibZR0JFZrVkuYtWlS6UCQEbdowCp6EVc3eitu8yL0MOhAxS38Ml3pghvkCyQnMUo+eq/assbJdxVGAQAykEe9S45gAFYgn5qDGTDL5cg9BPBru7gk/wAxeg9q0s2h+eySYF0GDVTNCVfB55qVDeupCuTgVLbbdIxXG7HX2qzz6OI9WllsGsb3EwUH8NJJy0Z9vkHn9qpnyCc5/MYqRcI6t6xwPampOQG65rqSfg4Rip3DrU38e0coMeMMBlTzkfeoYHzXo39mljoepW7Le2qTXsLHmU7lKnoQDxxyK5zy6zZJvxiUWS8mVnjUrknAPWu59pTbt27egHIr1nXfBFpc2zSaai286DKhAAh/KvItXeS0up7aeNop42wQfepx8uPJ8XLGxXXRzIQKZpWYuSzdTSVq5FFFFAUUUUBRRSZ5oFoozRQFBoooOTXaE9KQ9KdtwhYBjigk28bOQAPmtHo9u0LK+5sZyarEVbbDJEZGABJ3cfpTz6lNKhWIEN7DjFY5bvitbcaolvCW2GVv4VArN3+t3l6fLMOFU58tRXEEtyluTLLyT9IxmtDZXKT2+9k2ovURYXcB15rLUwVhZZpVdo5VwR0yOfipdlfgDy5RlemfatHq1/bTwxytYQCMvgR7fqUfPXPz1qtXw7FMi3tsZXs3cEx59aDPOfcfIrTvLN1FZfWn/liIIPNRYJzFyDz3rXXzQWF0tqlvCsDt6Rs6r2zmubzS9OMZc2yKD0KMV/lxVnJ/ozM8qyrkmocnQADge1aabRdP8vfHJKv+ksDUUadaqjA3DfGUFdTOGmfPFStN1G50q9iu7OVo5YzwR/F8H3qwXRYWVp5r+GC2Q+ppCNzf/Fc5J/aplprlnpaKumWkZYEjz2jDSOfuen5Vzln55Nuscd17F4T1uPW9Kjuipid+JEcEYPfGe1Yv+1zw/G9umrwIN8QxIQOq/wDBqji8YuCpuvNJwSDzx+tWg8WxX9pJYXsExt5omBYgHAI68GvFLyY59uvjayWa28t7mitJcQ6BAojeG4GOPMMuGPztxiqvUrK3gVJrK5WeBzgcYZT7MK9+HJMvxhcdK+igfrRWjkUUUUBSHrS0hoAUtc10KAooooCjocn+dFFBLjvZUUDcCOgBHSulvpQ24nn4qFRnFTQtI9UdDnGR81YaXr0cTGO7jLQv128EVmyaAalwlXba6hqOm3tti3mKdsFedo7VVHWbi3v1SBnSFCAEJ6iqASOrHB7Um5t4ZuSK5nHIbaLUbnzSrZJbzMgE52jHSpbXxkhSNgCBjisvJcM20jsafW7zweMfvTpDa6uLxIrfO7B6YqrW7LAtuOD05qJc3G8bQcim1YKmPerMZDZy6k807/er7SNMtp7mCNXJLMOoAAHfrWbjx5ihz6dw59q9V02fSbPSVlsTD5xUZeUA5qZ3U8EPxB4fhgjjeC3FwHBIfzMgH7VUWsFm0qLJGLefbkZbIzjqM1bW+vXNzdvHdTgRNkBlYen2611NcS6dayXU6wXKnoUIBIx3B4z+dZer4zsumrd6s1lK0bNLCTAwyoPOR16Hg/es5d28lpdS28wxLE5Vh8iruyvDfeLLSe2BCiQFV9lHJ/lVbr1x+K1q9mzkNK2D8DitcbZlpL8QKKKK0QUUUUBRRRQIRSiiigKKKKAooooCiiigKKKKAooooCiiigKO1FFAYp61KtNHHLIyxFgGIPamaKlmz9aifS9JgUk3npA6B+p9sVTXl3GoMNi8phxg7mOGPwO1QDk+/wB80fzrjHj63du3dz38ibo99/d1+lzt3bVcYHyCKhFiTljknqfeik613r3bj80WiiiqCiiig//Z" 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src="data:image/jpeg;base64,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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
eles não se importam muito com o que você  acredita piamente, contanto que você acredite piamente em algo, porque  assim eles podem jogar você contra os outros que acreditam piamente no  (aparente) oposto. Albert Einstein disse: "nós precisamos lembrar que  nós não observamos a natureza como ela existe realmente, mas a natureza  exposta aos nossos métodos de percepção. As teorias determinam o que nós  podemos ou não podemos observar". O que nós pensamos que vemos como  edifício, pessoas, florestas e lagos são, na realidade, ilusões  holográficas tridimensionais conjuradas nessa realidade por nossas  próprias mentes. As sessões de hipnose exemplificam bem esta situação.&lt;br /&gt;
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src="data:image/jpg;base64,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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
O  que é "livre arbítrio"? A mente consciente não é aquela que, no final,  está no controle dos eventos, exceto na forma que ela decodifica os  padrões holográficos 3D de acordo com o seu senso de realidade. O  Inconsciente é a fonte principal de resposta humana e de comportamento, e  não a consciência que pensa que está tomando as decisões. Experimentos  revelaram que os sinais no cérebro, necessários para mover um braço,  abrir a boca ou executar qualquer ação física, começa um segundo e meio  antes da mente consciente tomar a "decisão" correspondente.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t1.gstatic.com/images?q=tbn:ANd9GcSK-VawXrh1qjdj_jhutjjJSn34rtI7lE7dCnZliMzQC0JpgSQ&amp;amp;t=1&amp;amp;h=161&amp;amp;w=231&amp;amp;usg=__B_1vLcwLF0M6h5RU1CWDd1A2zh0=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t1.gstatic.com/images?q=tbn:ANd9GcSK-VawXrh1qjdj_jhutjjJSn34rtI7lE7dCnZliMzQC0JpgSQ&amp;amp;t=1&amp;amp;h=161&amp;amp;w=231&amp;amp;usg=__B_1vLcwLF0M6h5RU1CWDd1A2zh0=" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
A  Matriz foi criada pelo Inconsciente Coletivo, e a mente consciente foi  aprisionada pelas ilusões assim criadas. A Matriz tomou vida própria  quando ela acessou uma fonte de energia própria: o medo gerado pelas  mentes consciente e Inconsciente aprisionadas em uma ilusão que  acreditam ser "real". Este medo auto-percebido, a Matriz, então  aprisiona também o Inconsciente Coletivo na ilusão. É o Inconsciente que  os manipuladores visam controlar. Estamos condicionados a ver o que nos  é dito para ver, pelas normas da sociedade.&lt;br /&gt;
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" 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OdNBjA5UGA4jFNWNo6U78UQcUxfqJAnONqyMDdUASQRHvQFOUNT3pIPI5MUFa0wCCc0bMEUuDNMU4CMhXzoJcJrlK9I7ihZg2sYnpmojiihLqgJGkwD7Yp+ug3CiUETuUT7FSQaBi18XuqsOA2tkfS8QhCkj+xOfrFYMkqJBPp5TyFaX+INwpfiJ5krlDKdEDqZJNZkhIB6xRbsKVIueAvJbVCwYQor7bQKsBxVXEbxUYaRsM5qit5RZXDqDCp0iOc70/hLvlrUdpESOVANGsCiQYn3G9SrCxcu23Hku27Fu2QF3FwvS2lR2SMGSc4AO3Kqi1fNw+0y2s6lqDaSRiSedTuM8VZdfFvZOK+xWwKWSBpU7yW4r+5UTPIQBgVm/RkG/wCLfXZvXlq61cNsqh5LRJUjvBAMdxJzkAVDQ4TqSd84irq8urjw+vhXCUXC0urSh/iDCFY1rOEnuG4B9yOZqjumBaXl5ayNLDy24mNiRSxtsLSon8HKRYKcV+Fa9+2a1H8PbJV1xdy6IPlsIMk7gqwB8iax6F/ZeGMWmv1rT5iwByJJj3r1nwRwhzhXA0B4APXCvNWBuBHpH+9a0+g4lbLry/T8aZ5Xb6mpAEJik09hUqOopEtATKjkVTeL2ZsW3kiVNLEjsR/itAlBNJcWaLq3dZcTKXEFJFaL5FkrRhfCt5btcethdoS4w6fLWFICh6sDfvFajhfh3hirl/h9/b67gOvlpSVkL8tJTo2P91YfifCuIcHuZuGlJCVel1M6TGcH960DXjhlfiDh/Eri1cbSywtp9KCFFZIHqAxzAxWmpN/qTjUVTJjPhnhXFEXibRXFLW5Zb1ptrpKJVvEdpEYPOgt+CH3nl21rxG3UtgIFyFyPLWROkRM8t4qHwLxFbt8YuuLcU4lcuot21otWCVFbiVEmOkATg84rTcOesWvGbfEeH3tsq14iwoOBDwlDoAVkE4kR8cVPeafJnGL6PNFLASDzPahl0kieW2aFxNKrK+ubVZlbTqkGOxqL50gHOa6k7RBx5AXS9N0tM41UJTkKKemJnegXy1C4JB3EmgoXiZ+E0TUTNcc6TzIIKTFRi8OdNLnQ1jE7XrkCKCrU4lxASZUkgH8j84oAcUpQCcdI7UZEACSSY257VjEHxO6bjiX2nWlRuWm3lRyUUiR85qqI1EAcyAKncTtim6UUAwv1x0n9JqFEZ+FYYNqm28sH8cmlt5TkQZVMim8iTgq79f8Awa5KgEEyBySZ5fvWMXnh25SjjdgtWUC4SNuZIAq38IWyW+MXDvE0t/Y+HoUu881IVABCdAB/EVYHTPSskwvStCm1FJCgQQqCDyyOWBWt/wDU1vxXhjVpxn7brbXKlWhbAeO+pwKiV5PqBzJJEzKuxopexP8AkbvxFx4X98GJbm4fhIQkJBnJAzmEgnJJSOdQXbg6V3LwkuOBSgcFUnme+aW5v2XWRa2Fuq1tPxpKytTp/qUeZA5CAN4nNSeE8KueN8TZsbQFalQVGZCBO5nlFZKuQPl0jSeBuDPce4um7fTFpbrDjkgwsjKUD/dhXr6sYmY59aruBcMt+DcMasrVKQlIlaxutZ3UffHwippVkzSN2Xxw1Q40kf2CuMHnXT/f+X70tDkEIIoqEbHnREoM0QIGMc6CRrAvWrbzKmnW0rbUPWlcEH4VRcQ8D8JulKVbhduqMJQdSfr+9aVAJGdJkZjIp0QcU64A0n2ecXf8OrwLi1ubdwHcuSgz3waorvwjx2zUFKs1uT+Jr+YPptXswwPelAzJye9bZk3jXo+fLm0uGVQ6hSFbkLBBFRVJKMGc95r6LWhDoh1CVjooT+dAXw3h6wdfD7RU7zboz9KbcXxnzbdkFwGeWajlQG2R8q+heJeHODvKZSOF2KQXPUpNukYhXX2FI14a4ZaoKxaW4SP6bRv9qKkDxs+ewFrjQg5xkH51OteAcYvo+xcNvHhzKGFEflXsbnEbVm9DNmygLEj+W2lB+gFXDdwnSkrWTInJrbMyxp+zyCw/h/4leAWLAMxyuXUoPymfpU5v+HPGUKH2m6sWZ3TrUr9B+demXPEmm0nWsDHPFUd5x4uLKUAmDAH7VuWbWCIPC/C3D+EMOtrSm8uHkw646gZAMhISZATOeewrA+P/AAwjhi0cQswkWj64LSRGhcfkY+FekM+co63k6EnMZrr5pm+s3bR9IdZdSUqSTkwNx+lFJ2ZtVweEiAg59eck7jpSpkQATJ6HcRW0vPAR80m1v21NkwA6glQj2qof8N8WQ+Wk2hcgyHGiNM9Z5exptWTtFMDmThJ3AORUlpI5ADr71dnwdxEOFXm2unYQ4cfSrbhPhJttxK7+4SUcm2gSD7k06xy+C7xK7w7wS84w9otEekGFLV91I7n9K9g8O8IsuA2nkWvrcUZddVGpw9+3aqizuGbZlLVshDTYEaEJgf5qWi+Kp1JHvNF4W0NDJGJog8IAk4704OA896pGboK2MZGAalNPKO5jtU3gLLMmWoV1pJ7/AEoDayvnz/2aLCup+Zqeg25JicU4CExvmu0mnAEUgwiRBpxFIc8qU4G1Exx2pBSDCjMCe9NKo3nnyoGHk/OmKdCDk596YtRGD8utRlOBIVOegopWYJeFS2VaSQvGnVG81nr7xB5duphxKm3BggpjParV65ATpMgciKq719tyQ42FzvNWhjZKc0jKpvFIuFOpSlOc96kK4o+6ChmVA7QYx8/0qc8tr7qGm0zgHTBFCbtwoec33ATHX3qjh9IKV9EM2ly8AX7hLQJmAdRo6EssoKbYKk/ecJ+9Tyz5RB9JjrSlskzqnvHKqxxexXMYFrJhbh08pNOUCtIOsgxzVtXBpIXKse5xRi3qQNJMe0zTPH8F2shr1N4VuehqI+NLiSD979KsVtrbCgkEYkyPyqmvHwg+YoEwfr0pU1GRpptcDwTMzk08YzQ/MQqYzG9OSRpiSJrr82P6cvjyfA6HDEDciBU1lZUAYIFQ2UjeJEVZMNKOxjG/Sg542uGZRmnyiVbHMmSOVT7YknrUe3ZKYAE9cRNWtpa46gGozaOiFh2ElKfu1I0/7pFPabjFG8pXX6H9q56OkJS8q6urkOkQ4pqsjE/WlUcHtQnD2nEzRoFileeYpilwJGn2NC1SNUzNDcWnnyxPwp1HgVsctyCNQE71CfdAmlfXMlW+4k1BecCjgz71aMCMpjLh4gSqdNVjzhKz0qU8Rt159KiuJBGoHc9O1dUYo5ZtkR5emVgAwCTvOKfZ3KdSStJhWJmnKQYgbHBxQWGUsakrSUyfvCRq7nBFHJFNIGNtM0Ddsw791YPQFO9Au2G0elIkATIMCgMraIzqyMysGleLZyTj3GB2zSW17KVb6OKETgpB22mlD/liEklXUCghSQvPqnkAd/hXJLqFEtNAdlk5+VI5x9sbR+kCuEqcBK0wgmfUd6qbxKFLIQkrVtJG3t0q5XaPOE+aoqBPLYURrhuhGBmYmKjPNFPgpHFOXZQ29k5nXOd/TFS2rHIxV63w8gjUiT0qa1w8Rt9K5m3Z0KFFMxZY2FWdvZEAdewq0YsExtHwqc3bBO0ULY1Ir7e1JUMGrFtoIjqNsUZLQ70QNxTJyRnFMGlA6U7y/wC0fKiaaXP9Qp92T8aBV0YT3rq6kGBrBAkb0JxOkFI2mB7V1dTIDAqEE0B2BPt2rq6qroRkF9cAiDtyFQ1lWrAFdXV0R6OeQPyyTmN5+lIGhgECSSfpXV1VRKQ9TRSAVJAEYNOS3zCZEbcj8K6uri/Ik7o6vxoqrDJYIUfu7yP9iihgFIBCcCJiurqidFBEWo5CO4O9ETZSSo7xXV1IMiQLMbGBmaKmzECurqwQyLRPp9WOlHbZAiBXV1YwQNQRMRT9CQdq6up6FHAUtdXURBaTPWurqZBP/9k=" 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A hipnose nos  vem de inúmeras formas: na infância estamos sujeitos à programação de  nossos pais, que instilam suas próprias realidades sobre nós. Isso se  compõe, em seguida, com a educação que recebemos na escola. Educação não  está envolvida com o desenvolvimento da auto-percepção, ela meramente  prepara os jovens para os trabalhos que servem ao sistema. A educação  verdadeira seria desaprender a doutrinação incutida pela "educação"  oficial. O hipnotizador residente encontra-se no canto da sala: "mamãe,  onde eu aprendo o significado da vida?". "Oh, cale a boca e veja TV".  "OK, mamãe...".&lt;br /&gt;
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" 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" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-3279881125329328522?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/QCq6TL_qeMc" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/QCq6TL_qeMc/universo-holografico-e-as-ilusoes-dos-5_11.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/universo-holografico-e-as-ilusoes-dos-5_11.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-147867419079648950</guid><pubDate>Fri, 10 Sep 2010 14:07:00 +0000</pubDate><atom:updated>2010-09-10T11:07:20.434-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">milagres</category><category domain="http://www.blogger.com/atom/ns#">leis</category><category domain="http://www.blogger.com/atom/ns#">espiritual</category><category domain="http://www.blogger.com/atom/ns#">cerebro</category><category domain="http://www.blogger.com/atom/ns#">ilusão</category><category domain="http://www.blogger.com/atom/ns#">manipuladores</category><category domain="http://www.blogger.com/atom/ns#">holgrafica</category><category domain="http://www.blogger.com/atom/ns#">consciencia</category><category domain="http://www.blogger.com/atom/ns#">iluminaçao</category><title>Universo Holografico e as ilusões dos 5 sentidos, p9</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t1.gstatic.com/images?q=tbn:ANd9GcTCKIpdeLTgIra3xQ4aMo2YHk8eaJyDO8qm_l0YC17B_A4CkOA&amp;amp;t=1&amp;amp;usg=__8LZmXXVN0sVzPCe5jauMJFi04Qk=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t1.gstatic.com/images?q=tbn:ANd9GcTCKIpdeLTgIra3xQ4aMo2YHk8eaJyDO8qm_l0YC17B_A4CkOA&amp;amp;t=1&amp;amp;usg=__8LZmXXVN0sVzPCe5jauMJFi04Qk=" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;9. Fatos incomuns podem acontecer quando as pessoas manifestam ilusões  diferentes e sonhos diferentes. Quantas vezes temos sonhos nos quais  participamos de eventos que iriam nos matar ou machucar, mas isso não  acontece? Da mesma forma, ser for sua realidade que o fogo não pode  queimar seu pé, então ele não pode. Por que? Porque seus pés não existem  mais do que o fogo! Como pode uma ilusão queimar uma ilusão, a não ser  que acreditemos que ela possa e manifestemos essa realidade: a ilusão da  queimadura e a da dor? Quando sentimos dor, é no cérebro que a sentimos  e não no dedão que chutou a perna da mesa. O cérebro manifesta a dor  pela mensagem que ele recebe e o cérebro condicionado sente dor apenas  porque ele pensa que deve sentir. Isto é o que o programa de computador  diz e isso é o que ele entrega como resultado. Quando você muda o  programa, você obtém uma realidade diferente: sem queimadura e sem dor.  "Milagres" são apenas saídas da realidade de consenso para onde suas  "leis" ilusórias não mais se aplicam.&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcRAiKAxcbVnyYDLt47vFwY1YEVSfsafnUndpemNj2WKhoidH4Y&amp;amp;t=1&amp;amp;usg=__37HlACULsEAt6-28zxjcNzob4iw=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t2.gstatic.com/images?q=tbn:ANd9GcRAiKAxcbVnyYDLt47vFwY1YEVSfsafnUndpemNj2WKhoidH4Y&amp;amp;t=1&amp;amp;usg=__37HlACULsEAt6-28zxjcNzob4iw=" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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Como pode o seu  corpo queimar quando você sabe que ele é apenas uma ilusão holográfica  de sua mente? Como pode uma ilusão holográfica ser prejudicada por uma  espada ou uma bala, que também é apenas uma ilusão holográfica?  Resposta: apenas quando você acredita que isso é possível! O homem que  "perdeu" metade do seu corpo quando meditava foi para um tal estado de  consciência (sua realidade) que seu corpo holográfico começou a  segui-lo. Fazendo isso, ele começou a desaparecer, retirando-se desta  realidade.&lt;br /&gt;
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" 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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
Quanto à levitação e outros fenômenos ditos  "paranormais" (paranormais para a realidade de consenso), o princípio é o  mesmo. "Quando você levita, não é você que vai 'para cima', é o seu  'mundo' que vai 'para baixo'." Mas não é a levitação a arte de  sobrepujar a gravidade? Apenas se você pensa que é, porque a gravidade é  outra ilusão. Se nós não acreditarmos nela, nós não iremos estar  sujeitos às suas leis. Não existem leis a não ser que nós acreditemos  que elas existam. Amor infinito é a única verdade, tudo o mais é ilusão.  Pessoas têm levantado carros para salvar seus filhos: suas mentes em  estado emocional altamente concentrado mudam as realidades e não ficam  mais sujeitas às "leis" desta realidade que conhecemos. Todos conhecem  fatos semelhantes a este. Muitos tentam fazer esses aparentes "milagres"  com a chamada "iluminação" ou "avanço espiritual", o que pode vir ser  uma armadilha. Você não é um "deus vivo na Terra" por conseguir fazer  esses truques que vêm do conhecimento de como nós criamos a realidade:  os manipuladores estão usando essas técnicas o tempo todo. Essas  habilidades podem ser usadas (e o são) por aqueles que desejam expor a  ilusão e ajudar as pessoas a despertarem dela. Mas não precisa ser  assim: isso é apenas um conhecimento e você pode usá-lo da forma que  desejar...&lt;br /&gt;
&lt;br /&gt;
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width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/y7jnnxmeMfw/universo-holografico-e-as-ilusoes-dos-5_1072.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/universo-holografico-e-as-ilusoes-dos-5_1072.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-6470088795503876122</guid><pubDate>Fri, 10 Sep 2010 13:52:00 +0000</pubDate><atom:updated>2010-09-10T10:52:37.680-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Reflexologia</category><category domain="http://www.blogger.com/atom/ns#">ADN</category><category domain="http://www.blogger.com/atom/ns#">feixe luz</category><category domain="http://www.blogger.com/atom/ns#">Xamânicas</category><category domain="http://www.blogger.com/atom/ns#">Medicina</category><category domain="http://www.blogger.com/atom/ns#">holograma</category><category domain="http://www.blogger.com/atom/ns#">Homeopatia</category><category domain="http://www.blogger.com/atom/ns#">iridologia</category><category domain="http://www.blogger.com/atom/ns#">informaçao</category><category domain="http://www.blogger.com/atom/ns#">Acupuntura</category><category domain="http://www.blogger.com/atom/ns#">memoria</category><title>Universo Holografico e as ilusões dos 5 sentidos, p10</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="data:image/jpeg;base64,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" 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No laboratório podemos gerar um holograma a partir de um feixe de  luz emitido por um laser. Divide-se esse feixe em dois feixes: um vai  diretamente à chapa fotográfica e, o outro vai para essa mesma chapa  fotográfica após ser refletido pelo objeto a ser fotografado. Para  reproduzir a foto do objeto, em 3 dimensões, usa-se o mesmo laser para  iluminar o holograma gerado na etapa anterior. Uma das características  espantosas do holograma é que cada parte contém o todo: se você cortar o  filme holográfico em quatro partes e incidir o laser em cada um desses  pedaços, eles não irão revelar quatro partes da cena fotografada, mas  cada pedaço irá mostrar um versão menor de toda a cena.&lt;br /&gt;
&lt;br /&gt;
Você  pode cortar a chapa em quantos pedaços quiser e eles sempre irão  projetar a mesma imagem inteira (completa), quando o laser os iluminam. É  exatamente porque o corpo humano é um holograma que cada célula contém  toda a informação necessária para "crescer" um corpo inteiro. Portanto,  pode-se clonar pessoas e animais a partir de uma única célula, usando-se  sua informação genética contida no DNA (ácido desoxiribonuclêico).&lt;br /&gt;
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" 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" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
A  Medicina convencional tende a rejeitar alternativas como a Acupuntura, a  Homeopatia, a Reflexologia, as Medicinas Tradicionais Xamânicas, etc.  Mas se ela não estivesse tão "hipnotizada" pelo cartel farmacêutico dos  manipuladores, ela iria perceber que o corpo é um holograma e a base de  tais terapias alternativas não poderia ser mais simples. A Reflexologia,  por exemplo, baseia-se no entendimento de que diferentes partes do  corpo (pés, mãos e orelhas) são espelhos de todo os órgãos e quando se  trabalha sobre estas imagens refletidas, atua-se sobre o órgão da mesma  forma. A mesma coisa acontece com a Iridologia: todos os órgãos do corpo  estampados na íris dos olhos.&lt;br /&gt;
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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" 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" width="200" /&gt;&lt;/a&gt;&lt;a href="http://t0.gstatic.com/images?q=tbn:ANd9GcRWIanOra6SIPbeSpgfYGZvg0SsknZnAxuSM-T9hP3d6-xpro8&amp;amp;t=1&amp;amp;usg=___fIS_04KucTxgo4a0h6m7KPzJOQ=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t0.gstatic.com/images?q=tbn:ANd9GcRWIanOra6SIPbeSpgfYGZvg0SsknZnAxuSM-T9hP3d6-xpro8&amp;amp;t=1&amp;amp;usg=___fIS_04KucTxgo4a0h6m7KPzJOQ=" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
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Isto é perfeitamente lógico,  já que o corpo é um holograma e cada parte do holograma contém a imagem  do todo: cada célula contém o todo. A Acupuntura baseia-se nos  sub-sistemas holográficos do corpo, assim como a Kiromancia, porque a  mão contém informação de todo o corpo. O corpo holográfico é uma  expressão do holograma que é o universo e o cosmos, assim como cada  parte do corpo ( o Micro-Cosmos repete o Macro-Cosmos).O cérebro não é a  alma, o cérebro é um computador usado pela mente e portanto os  cientistas nunca conseguiram localizar onde, no cérebro, encontra-se a  alma.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t3.gstatic.com/images?q=tbn:ANd9GcSA_Y4SquW8Y5bzOXZ43wiTpGuRCPDcEKR-Q31fs1JreQAD2oc&amp;amp;t=1&amp;amp;usg=__lwm9mNvPW8WjA6CcEW1voYmgQ3w=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="294" src="http://t3.gstatic.com/images?q=tbn:ANd9GcSA_Y4SquW8Y5bzOXZ43wiTpGuRCPDcEKR-Q31fs1JreQAD2oc&amp;amp;t=1&amp;amp;usg=__lwm9mNvPW8WjA6CcEW1voYmgQ3w=" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
Eles nunca irão encontrar, porque a alma não está lá.  Nós não pensamos com o cérebro, mas através do cérebro, na nossa  realidade dos 5 sentidos. A ciência oficial também não localizou a área  do cérebro que contém a memória, porque a memória, o "disco rígido do  computador" está espalhada por todo o cérebro, já que o cérebro é um  holograma e cada parte contém o todo. Pessoas já tiveram boa parte do  cérebro removidas, por causa de tumores e surpreendentemente não  perderam certas memórias específicas.&lt;br /&gt;
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" 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" width="301" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
O holograma tem uma  enorme capacidade de armazenar informação: pode-se armazenar muitas  cenas em um mesmo filme holográfico, por exemplo, e mudando-se o ângulo  de incidência da luz do laser, escolher qual a cena que se quer ver.  Nossa memória funciona de forma semelhante: possuímos memória  fotográfica holográfica. Pessoas podem "ler" objetos, como relógios e  jóias, e tirar deles informações detalhadas de suas histórias e dos  donos, porque os objetos são hologramas que registram essas informações.  Os hologramas de nosso corpo armazenam a memória de todos nossos  sentidos.&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
Quando, por exemplo, cheiramos algo isso pode  acionar uma memória tão poderosa como quando vemos ou escutamos algo que  nos lembra uma certa experiência. A memória holográfica estende-se além  do cérebro para todo o corpo holográfico. O holograma do corpo contém a  memória do holograma do cosmos e assim por diante. Tudo está conectado  com tudo. Tudo É tudo. A Matriz não pode dividir o todo em partes porque  a Unicidade é sempre a Unicidade, mas a Matriz pode dar a ilusão de  divisão e de polaridade, e isso é o que ela faz, manipulando nosso  sentido de realidade. Divisão e polaridade são ilusões, porque tudo é  Um.&lt;br /&gt;
&lt;br /&gt;
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" 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" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-6470088795503876122?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/VkGGLrLPocY" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/VkGGLrLPocY/universo-holografico-e-as-ilusoes-dos-5_3115.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/universo-holografico-e-as-ilusoes-dos-5_3115.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-9182597683699010745</guid><pubDate>Fri, 10 Sep 2010 13:24:00 +0000</pubDate><atom:updated>2010-09-10T10:24:36.046-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">revista life</category><category domain="http://www.blogger.com/atom/ns#">holografico</category><category domain="http://www.blogger.com/atom/ns#">holograma</category><category domain="http://www.blogger.com/atom/ns#">cerebro</category><category domain="http://www.blogger.com/atom/ns#">universo</category><category domain="http://www.blogger.com/atom/ns#">imagem 3D</category><category domain="http://www.blogger.com/atom/ns#">consciencia</category><title>Universo Holografico e as ilusões dos 5 sentidos, p11</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t1.gstatic.com/images?q=tbn:ANd9GcTcnhfJY6raqfWPbG68wr8zur5J6YnqDK1sWgqPBeCOH5TJz0E&amp;amp;t=1&amp;amp;usg=__4GhSCYoB0qhyAR-nPk2BPknCKfE=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://t1.gstatic.com/images?q=tbn:ANd9GcTcnhfJY6raqfWPbG68wr8zur5J6YnqDK1sWgqPBeCOH5TJz0E&amp;amp;t=1&amp;amp;usg=__4GhSCYoB0qhyAR-nPk2BPknCKfE=" width="248" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;11. Vejamos algumas informações sobre nossos sentidos holográficos.  Todos os nossos 5 sentidos são holográficos e estão localizados por todo  o corpo-holograma. Sim, até a nossa visão. É claro que não precisamos  de olhos para ver, quando analisamos os inúmeros relatos daqueles que  passaram pelos fenômenos de experiência "fora-do-corpo" e de  "quase-morte". Eles se desprendem de seus corpos e de seus olhos  físicos, mas eles continuam a ver. Isto é possível porque a mente não  vê, apenas decodifica padrões de freqüência em ilusões holográficas que  ela pensa que vê (gnosia visual). É uma realidade virtual e você não  precisa de olhos para ver aquilo que sua mente está pensando, porque  isso tudo está acontecendo "aqui dentro" e não "lá fora". Se algo pode  decodificar freqüências em hologramas, este algo pode "ver".&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t0.gstatic.com/images?q=tbn:ANd9GcR5Z4zz12CZMp2JJ8NiBRCxvAah34nnQEBBhjRKqXUrlpBFroo&amp;amp;t=1&amp;amp;usg=__amkqpFzEFzZrOUsJWw_E4fdXxWA=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://t0.gstatic.com/images?q=tbn:ANd9GcR5Z4zz12CZMp2JJ8NiBRCxvAah34nnQEBBhjRKqXUrlpBFroo&amp;amp;t=1&amp;amp;usg=__amkqpFzEFzZrOUsJWw_E4fdXxWA=" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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Como  todas as consciências podem fazer isto, tudo pode ver e cada parte do  corpo holográfico possui "olhos". Portanto, podemos ver através de  qualquer parte do corpo, já que o corpo é um holograma. Experimentos  mostram que ratos continuam a ver perfeitamente com 90 % do córtex  visual do cérebro removido e gatos continuam a ver após 98 % de seus  nervos ópticos deixarem de funcionar. Muitos experimentos mostraram que  certas pessoas podem ver e ler através das mãos, com seus olhos  vendados. As mãos e todas as outras partes do corpo podem enviar  mensagens ao córtex visual no cérebro, de onde nós "vemos". De fato, não  precisamos, inclusive, de cérebro para ver, isto é mais um nível da  ilusão. Por acaso o Infinito precisa de olhos e de um cérebro para  ver??Paul Bach-y-Rita, um neurocientista e médico na Universidade de  Wisconsin em Madison, Estados Unidos, diz: "você não vê com os olhos.  Você vê com o cérebro (indo mais além: você vê com a mente).&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t3.gstatic.com/images?q=tbn:ANd9GcQVkv5huylWz5pLdMz3rISj6lq7oySere2XvWFN_Gl9mDxZNXY&amp;amp;t=1&amp;amp;usg=__b9GkvAXocUKKXCn0dUK86MLTHcw=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://t3.gstatic.com/images?q=tbn:ANd9GcQVkv5huylWz5pLdMz3rISj6lq7oySere2XvWFN_Gl9mDxZNXY&amp;amp;t=1&amp;amp;usg=__b9GkvAXocUKKXCn0dUK86MLTHcw=" width="299" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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Quando  uma imagem atinge a retina do olho, ela torna-se pulsos nervosos sem  diferença daqueles que vêm do dedão do pé". Informação entra nos olhos  como um padrão de freqüências e o cérebro o transforma em uma imagem 3D.  Como cada parte do holograma contém o todo, cada parte do corpo - a  mão, o pé, o joelho - tem a capacidade de passar padrões de freqüências  para o cérebro, que os transformam em hologramas que nós podemos "ver".  Isto significa que as pessoas realmente possuem "olhos nas costas", como  se diz.&lt;br /&gt;
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Já ouvi falar de pessoas que conseguem ver em  360 graus quando elas entram em estados alterados de consciência, que  fazem com que elas se sintonizem a esses sentidos, retirando o foco da  realidade de consenso dos 5 sentidos. Tudo perfeitamente explicável de  uma perspectiva holográfica. A revista Life reportou que uma russa  chamada Rosa Kuleshova podia ler com a ponta dos seus dedos e outros  podiam fazer o mesmo com outras partes de seus corpos, como nariz e  orelha. David Eisenberg, da Harvard Medical School, comenta que duas  irmãzinhas chinezas podiam ler com suas axilas!Paul Bach-y-Rita e outros  descobriram que nós podemos ver através da língua. Eles desenvolveram  um dispositivo para estimular a habilidade da língua para perceber  imagens e isto tem permitido a pessoas cegas recuperarem a visão. Um  relatório diz: "a língua, um órgão do paladar e do tato, pode parecer um  substituto improvável dos olhos. Afinal, ela está normalmente escondida  dentro da boca, insensível à luz, e não conectada aos nervos ópticos.  Porém, um volume crescente de pesquisas indica que a língua pode ser o  segundo melhor lugar do corpo para receber informação visual do mundo e  transmiti-la para o cérebro".&lt;br /&gt;
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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
Pesquisas anteriores têm  usado a pele como uma rota para as imagens que chegam ao sistema  nervoso. Pessoas conseguem decodificar pulsos nervosos como informação  visual que vêm de outras fontes, que não os olhos, mostrando quão  adaptável e plástico é o cérebro. A maioria das pessoas não acessa estas  habilidades inatas porque elas não sabem que elas as possuem e elas não  acreditam que elas as possuem. Nós somos o que nós pensamos que somos e  nós conseguimos fazer aquilo que nós acreditamos que nós podemos fazer.  Cada parte do holograma possui os sentidos do todo e é consciente.&lt;br /&gt;
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" 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" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
No  livro "O Universo Holográfico", Michael Talbot conta que ele estava  tendo um problema com o baço e ele estava usando visualização para  tratar o problema, usando sua mente para rebalancear o holograma  constituído pelo baço. Uma noite ele ficou frustrado com o processo e,  na privacidade de seus próprios pensamentos, deu a seu baço uma  reprimenda por não responder com suficiente rapidez. Alguns dias depois  ele foi consultar uma vidente sobre sua saúde e ela identificou o  problema no baço e, então, parou, parecendo confusa, antes de dizer:  "seu baço está muito perturbado com algo.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Por acaso você tem  gritado com o seu baço?". Ela disse que o baço ficou doente porque ele  pensou que isso era o que Talbot queria. Ele tinha dado mensagens  erradas, ela disse, e agora o baço estava confuso. "Nunca, nunca fique  com raiva do seu corpo ou com seus órgãos internos", ela disse, "apenas  envie mensagens positivas para eles".&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-9182597683699010745?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/cC3c8PLvFmU" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/cC3c8PLvFmU/universo-holografico-e-as-ilusoes-dos-5_7565.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/universo-holografico-e-as-ilusoes-dos-5_7565.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-1914178154624885676</guid><pubDate>Fri, 10 Sep 2010 13:05:00 +0000</pubDate><atom:updated>2010-09-10T10:05:53.536-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">matriz</category><category domain="http://www.blogger.com/atom/ns#">consenso</category><category domain="http://www.blogger.com/atom/ns#">holgramas</category><category domain="http://www.blogger.com/atom/ns#">vibrante</category><category domain="http://www.blogger.com/atom/ns#">corda</category><category domain="http://www.blogger.com/atom/ns#">medo</category><category domain="http://www.blogger.com/atom/ns#">vórteces</category><category domain="http://www.blogger.com/atom/ns#">ilusão</category><category domain="http://www.blogger.com/atom/ns#">jung</category><category domain="http://www.blogger.com/atom/ns#">unicidade</category><category domain="http://www.blogger.com/atom/ns#">matrix</category><category domain="http://www.blogger.com/atom/ns#">i nfrassom</category><title>Universo Holografico e as ilusões dos 5 sentidos, p12</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t1.gstatic.com/images?q=tbn:ANd9GcTKqBKFfS34Lr0By2ea9UcvStBD1C9IddlrWgbwMznK-4gbZg4&amp;amp;t=1&amp;amp;usg=__CgZlra3m3qWLcsiPRgB2VDQ_7ns=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://t1.gstatic.com/images?q=tbn:ANd9GcTKqBKFfS34Lr0By2ea9UcvStBD1C9IddlrWgbwMznK-4gbZg4&amp;amp;t=1&amp;amp;usg=__CgZlra3m3qWLcsiPRgB2VDQ_7ns=" width="250" /&gt;&lt;/a&gt;&lt;/div&gt;12. A Matriz [ou Matrix] dos manipuladores procura construir uma realidade de  consenso na qual a mente humana coletiva, o inconsciente coletivo de  Jung, aceita a "verdade" prevalente que ela está programada para  acreditar. Quanto mais isso acontece, mais poderosos são os padrões de  pensamento que mantêm a realidade manipulada coesa e mais densos os  hologramas irão parecer.&lt;br /&gt;
&lt;br /&gt;
Nós estamos nos hipnotizando  mutuamente através da aceitação e imposição das normas, que leva a  compartilharmos das mesmas ilusões básicas. O objetivo é solidificar a  ilusão de consenso ainda mais, removendo os desafiantes e as  alternativas a ela. A realidade da Matriz está construída com  pensamentos ilusórios altamente desbalanceados (medos) que produzem  padrões vibratórios de baixa freqüência.&lt;br /&gt;
&lt;br /&gt;
Aqueles presos à  ilusão da Matriz ressoam nesses padrões e quanto mais preso você está,  mais devagar será sua vibração. Cria-se um círculo vicioso com ambos, a  prisão e os prisioneiros, contribuindo para a sobrevivência da  Matriz.Até que esses padrões de freqüência sejam desafiados por aqueles  que vibram na Unicidade e na harmonia, a Matriz irá prevalecer, já que  medo e desarmonia são a Matriz. A analogia mecânica desse fenômeno pode  ser observada, por exemplo, quando colocamos dois violinos próximos um  do outro: ao acionarmos uma corda em um dos violinos, a mesma corda do  outro violino irá começar a vibrar, no que é chamada de ressonância  simpatética.&lt;br /&gt;
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src="data:image/jpeg;base64,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" 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Quando temos um pensamento, nós estamos enviando  ondas de som em freqüências que os 5 sentidos não podem ouvir  (infrasom) e este som ressoa um padrão espacial de freqüência. Mude o  som - o pensamento, a realidade - e o mundo muda. Parece que esses  campos de pensamento formam vórtices, como redemoinhos em uma pia, que  podem tornar-se fixos e rígidos, correspondendo a opiniões fixas, pontos  de vista imutáveis e senso rígido da realidade, que resistem a  mudanças.&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcRi4hn6-dYQhX6bAs4CWGSDsv_w1aol7r7a-dxTgHluIXpf0jY&amp;amp;t=1&amp;amp;usg=__9md80aF0PVcgHM8et8dgVkoNxCI=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t2.gstatic.com/images?q=tbn:ANd9GcRi4hn6-dYQhX6bAs4CWGSDsv_w1aol7r7a-dxTgHluIXpf0jY&amp;amp;t=1&amp;amp;usg=__9md80aF0PVcgHM8et8dgVkoNxCI=" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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O que acontece quando uma pessoa desafia o  sistema e oferece uma outra realidade? Ela é ridicularizada, condenada,  despedida, marginalizada, atacada financeiramente, aprisionada ou,  mesmo, morta. O que está realmente acontecendo em um nível vibracional? É  a expressão dos 5 sentidos do padrão de energia da Matriz que está  forçando a corda vibrante desajustada a entrar na linha. Podemos ver as  conseqüências em tais rebeldes sendo atacados de várias formas, pois  para a Matriz eles representam um tom de freqüência diferente que  precisa ser jogado de volta para a linha vibracional prevalente da  Matriz. É comum vermos políticos que começam desafiando o sistema e,  depois, tornam-se advogados dele.&lt;br /&gt;
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Não podemos acabar com a  prisão da Matriz reagindo "lá fora" com armas, bombas, raiva e ódio,  porque isso irá tornar a freqüência da Matriz ainda mais forte,  contribuindo para o seu padrão de desarmonia. A solução encontra-se  "aqui dentro", mudando os nossos padrões próprios de vibração e nos  conectando com a Unicidade, a harmonia e o amor. Se mudarmos a nós  mesmos, nós mudamos o nosso mundo, nossa realidade. A Matriz é uma  construção vibracional e para remover seu controle temos que romper o  poder vibracional que ela tem sobre nós. Na realidade, a maior parte  desse 'poder' é simplesmente nossa ignorância de que tal controle  existe. Nós estamos criando o nosso próprio universo, um único para nós.&lt;br /&gt;
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" 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" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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Quanto  mais você redefine sua realidade, com relação ao consenso, mais você  irá se destacar da multidão e ser um prego acima do resto. A razão dos  manipuladores procurarem martelarem essas pessoas de volta para o  conjunto dos outros pregos bem enfiados em uma base de madeira é que  elas ameaçam sabotar a própria realidade de consenso da qual a Matriz  depende. Essas pessoas mostram que existe mais de uma realidade  possível. Os visionários são pessoas perigosas para os manipuladores e  eles desejam se ver livres delas. Uma pessoa independente é um demônio  para um manipulador da realidade de consenso! Quando nos for dito para  fazer ou acreditar em algo, pergunte: "quem decidiu isso?", "por que  devo fazer ou acreditar nisso?". Eu sou o Um Infinito, não TENHO que  fazer ou acreditar em nada que eu não queira. Melhor, nem faça essas  perguntas...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-1914178154624885676?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/1aUm9LaHKOA" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/1aUm9LaHKOA/universo-holografico-e-as-ilusoes-dos-5_10.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/universo-holografico-e-as-ilusoes-dos-5_10.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-830245063411381298</guid><pubDate>Fri, 10 Sep 2010 12:53:00 +0000</pubDate><atom:updated>2010-09-10T09:53:29.048-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ilusão</category><category domain="http://www.blogger.com/atom/ns#">unicidade</category><category domain="http://www.blogger.com/atom/ns#">infinita</category><title>Universo Holografico e as ilusões dos 5 sentidos, p13</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t1.gstatic.com/images?q=tbn:ANd9GcQiSTiEQH972EW0qXpjOpmECDKHMM8wE-BMnFCqbYVVu50vX8A&amp;amp;t=1&amp;amp;usg=__1VBYGpKjT4AqwfN6ipju-v8Zaew=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t1.gstatic.com/images?q=tbn:ANd9GcQiSTiEQH972EW0qXpjOpmECDKHMM8wE-BMnFCqbYVVu50vX8A&amp;amp;t=1&amp;amp;usg=__1VBYGpKjT4AqwfN6ipju-v8Zaew=" /&gt;&lt;/a&gt;&lt;/div&gt;13. Que momento excitante para estar aqui nesta ilusão dos 5 sentidos!  Nós estamos voltando para casa, apesar de nunca termos partido! Apenas  nos enganamos que tínhamos partido! A gargalhada é muito importante  nisto tudo. Não existem lágrimas no "céu"; nem sofrimento no Um. O que  podemos fazer, a não ser gargalhar? Aqui estamos correndo em torno de um  laço no tempo, como um rato em sua roda giratória, acreditando em um  tempo que não existe. Quanto mais rápido nos movemos para frente, mais  rápido nós vamos para trás, quando, na verdade, nunca vamos a lugar  nenhum.&lt;br /&gt;
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Que gozação! Nossos corpos apenas "morrem" porque  nós pensamos que eles morrem. Nós apenas sentimos dor e ficamos doentes  porque nós pensamos que isso ocorre. Nós ficamos velhos porque nós  pensamos que nós ficamos. Nós batemos a cabeça contra uma parede sólida  que não pode ser sólida; nós chutamos nosso dedão na perna da mesa,  apesar da mesa ser uma ilusão, assim como o dedão. Nós temos medo do  futuro, apesar de não existir futuro. Nós lamentamos o passado, quando  não existe passado. Nós temos medo do desconhecido apesar de termos o  conhecimento de Tudo que existe.&lt;br /&gt;
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Um sábio chinês disse:  "finalmente, no fim quando tudo está terminado e todas as questões foram  respondidas, não existe mais nada a fazer a não ser sentar e dar uma  ótima gargalhada".Você quer dizer que a Lua não é real? Não é. E que tal  o Sol? Também não é? Mas eu estou caminhando sobre a Terra, certo? Não,  você está de pé sobre sua mente.&lt;br /&gt;
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OK, te vejo amanhã? Não existe  amanhã. Está acontecendo agora, exatamente como ontem. Que hora são?  Aquela que você pensa que é. Você está brincando, certo? Está me tirando  um sarro? Não, é verdade, honestamente. Isso é realmente verdade? Sim,  se você pensa que é! Somos uma Unicidade Infinita. Nós não podemos  morrer e nós somos aquilo que escolhemos ser por toda a eternidade. O  que acontece, nós fazemos acontecer e temos o poder infinito para mudar.&lt;br /&gt;
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Fonte: &lt;a href="http://www.umanovaera.com/david_icke/Matrix.htm"&gt;"http://www.umanovaera.com/david_icke/Matrix.htm"&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-830245063411381298?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/xLF1yrbJCm4" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/xLF1yrbJCm4/universo-holografico-e-as-ilusoes-dos-5.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/universo-holografico-e-as-ilusoes-dos-5.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-5102680052963322773</guid><pubDate>Fri, 10 Sep 2010 03:39:00 +0000</pubDate><atom:updated>2010-09-10T00:39:42.815-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">nulo</category><category domain="http://www.blogger.com/atom/ns#">votar</category><title>Votar NULO</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_yLtgBtA_U2M/TIf64VdxoTI/AAAAAAAAAgU/fNS694N95wQ/s1600/UALLLLLLLLLLLLL+ANARCHY.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/_yLtgBtA_U2M/TIf64VdxoTI/AAAAAAAAAgU/fNS694N95wQ/s320/UALLLLLLLLLLLLL+ANARCHY.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-5102680052963322773?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/KDS-qP6ZJOU" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/KDS-qP6ZJOU/votar-nulo.html</link><author>noreply@blogger.com (sonialotus)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_yLtgBtA_U2M/TIf64VdxoTI/AAAAAAAAAgU/fNS694N95wQ/s72-c/UALLLLLLLLLLLLL+ANARCHY.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/votar-nulo.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-6422197106148148990</guid><pubDate>Fri, 10 Sep 2010 01:58:00 +0000</pubDate><atom:updated>2010-09-09T22:58:15.232-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Argentina</category><title>Video imperdível... assista!</title><description>Na Argentina...&lt;br /&gt;
&lt;br /&gt;
&lt;object height="385" width="640"&gt;&lt;param name="movie" value="http://www.youtube.com/v/rps73k6PEg8?fs=1&amp;amp;hl=pt_BR&amp;amp;color1=0x5d1719&amp;amp;color2=0xcd311b"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/rps73k6PEg8?fs=1&amp;amp;hl=pt_BR&amp;amp;color1=0x5d1719&amp;amp;color2=0xcd311b" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="640" height="385"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-6422197106148148990?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/ldWnsnXFAjs" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/ldWnsnXFAjs/video-imperdivel-assista.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/video-imperdivel-assista.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-4613492364418190420</guid><pubDate>Fri, 10 Sep 2010 01:22:00 +0000</pubDate><atom:updated>2010-09-09T22:22:24.108-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Controle</category><category domain="http://www.blogger.com/atom/ns#">Dominação</category><title>Controle e Dominação</title><description>&lt;object height="385" width="480"&gt;&lt;param name="movie" value="http://www.youtube.com/v/ogRRgsZtrPg?fs=1&amp;amp;hl=pt_BR&amp;amp;color1=0x5d1719&amp;amp;color2=0xcd311b"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/ogRRgsZtrPg?fs=1&amp;amp;hl=pt_BR&amp;amp;color1=0x5d1719&amp;amp;color2=0xcd311b" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-4613492364418190420?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/TnHjCXgNAfQ" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/TnHjCXgNAfQ/controle-e-dominacao.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/controle-e-dominacao.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-904971282400797327</guid><pubDate>Fri, 10 Sep 2010 01:12:00 +0000</pubDate><atom:updated>2010-09-09T22:12:39.925-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">comida</category><title>Comida que não engorda, mata!</title><description>&lt;h1 id="watch-headline-title" style="padding-bottom: 8px;"&gt;&lt;span class="long-title" dir="ltr" id="eow-title" style="vertical-align: top;" title="Nossa comida está nos matando ! Por Alex Jones - Legendado PT_BR"&gt;Nossa comida está nos matando ! Por Alex Jones - Legendado PT_BR&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;object height="385" width="640"&gt;&lt;param name="movie" value="http://www.youtube.com/v/4QJC5seqh1s?fs=1&amp;amp;hl=pt_BR&amp;amp;color1=0x5d1719&amp;amp;color2=0xcd311b"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/4QJC5seqh1s?fs=1&amp;amp;hl=pt_BR&amp;amp;color1=0x5d1719&amp;amp;color2=0xcd311b" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="640" height="385"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;h1 id="watch-headline-title" style="padding-bottom: 8px;"&gt;&lt;span class="long-title" dir="ltr" id="eow-title" style="vertical-align: top;" title="Nossa comida está nos matando ! Por Alex Jones - Legendado PT_BR"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-904971282400797327?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/_GtFl6G2Hu0" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/_GtFl6G2Hu0/comida-que-nao-engorda-mata.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/comida-que-nao-engorda-mata.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-1318149806331647431</guid><pubDate>Fri, 10 Sep 2010 01:04:00 +0000</pubDate><atom:updated>2010-09-09T22:04:18.162-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">abuso sexual</category><category domain="http://www.blogger.com/atom/ns#">Manipulação</category><title>Manipulação, abuso sexual, ...</title><description>&lt;object height="385" width="480"&gt;&lt;param name="movie" value="http://www.youtube.com/v/tdwYfNZWrmI?fs=1&amp;amp;hl=pt_BR&amp;amp;color1=0x5d1719&amp;amp;color2=0xcd311b"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/tdwYfNZWrmI?fs=1&amp;amp;hl=pt_BR&amp;amp;color1=0x5d1719&amp;amp;color2=0xcd311b" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/525017981704473277-1318149806331647431?l=menulivre.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/MenuLivre/~4/Y6SgIgbHGYw" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/MenuLivre/~3/Y6SgIgbHGYw/manipulacao-abuso-sexual.html</link><author>noreply@blogger.com (sonialotus)</author><thr:total>0</thr:total><feedburner:origLink>http://menulivre.blogspot.com/2010/09/manipulacao-abuso-sexual.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-525017981704473277.post-1792590575107447621</guid><pubDate>Fri, 10 Sep 2010 00:39:00 +0000</pubDate><atom:updated>2010-09-09T21:39:58.627-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">solar</category><category domain="http://www.blogger.com/atom/ns#">tempestade</category><category domain="http://www.blogger.com/atom/ns#">explosao</category><title>As tempestades solares estão na moda, preve-las só com 6 horas de antecipação</title><description>&lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Um conjunto de luzes iluminam o céu inesperadamente.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span class="google-src-text" style="direction: ltr; text-align: left;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Las bombillas empiezan a parpadear y, después de unos segundos, se apagan indefinidamente.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;As lâmpadas começam a piscar e após alguns segundos, desligar por tempo indeterminado.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span class="google-src-text" style="direction: ltr; text-align: left;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Todo el país se queda a oscuras.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;O país inteiro está escuro.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span class="google-src-text" style="direction: ltr; text-align: left;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;No es el único.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Você não está sozinho.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span class="google-src-text" style="direction: ltr; text-align: left;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;La situación se repite en todo el mundo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;A situação se repete em todo o mundo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span class="google-src-text" style="direction: ltr; text-align: left;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Un año después, nada ha cambiado.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Um ano depois, nada mudou.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span class="google-src-text" style="direction: ltr; text-align: left;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Se registran millones de muertos y nuestra civilización parece abocada a su fin.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Milhões de pessoas são registradas e nossa civilização parece fadada ao fim.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span class="google-src-text" style="direction: ltr; text-align: left;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;¿La causa?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;A causa?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span class="google-src-text" style="direction: ltr; text-align: left;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Una potentísima tormenta solar.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Uma poderosa tempestade solar muito.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;&lt;br /&gt;
&lt;img border="0" class="imagen" src="http://www.misionesonline.net/uploads/fotos/89d52bde12021f1603bc65e3e3a73479c3d15191.jpg" /&gt;&lt;/span&gt;&lt;/span&gt; &lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span class="google-src-text" style="direction: ltr; text-align: left;"&gt;&lt;span style="font-size: 9pt;"&gt;&lt;b&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Una potente tormenta solar puede acabar con nuestros sistemas eléctricos y de comunicaciones&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: 9pt;"&gt;&lt;b&gt;&lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;Uma forte tempestade solar poderá acabar com a nossa comunicação e sistemas eléctricos&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-family: Verdana;"&gt;&lt;span property="dc:content"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt; &lt;span onmouseout="_tipoff()" onmouseover="_tipon(this)"&gt;&lt;span class="google-src-text" style="direction: l
