<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1086405993463924703</id><updated>2024-09-24T15:15:51.274-07:00</updated><title type='text'>Nibiru</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>504</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-3728488003388513201</id><published>2012-01-05T04:14:00.001-08:00</published><updated>2012-01-05T04:14:54.645-08:00</updated><title type='text'>What you need to know about Nibiru</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;                &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Entries in Babylonian cuneiform tablets prompted the research to speculation whether the deity Nibiru or a celestial object represents a particular constellation in the night sky.&amp;nbsp;In the bulleted Nibiru is mentioned at various points in connection with astronomical phenomenon positions of stars and planets.&amp;nbsp;The individual stars or planets were subject to it not fixed allocations.&amp;nbsp;Ea was the star of the example described at various points of revelation, which was either named as star of the sailing ship, or Venus.&amp;nbsp;Similar assignments were told the other stars of the gods, so also certain celestial coordinates are in question, which appeared on the stars of the gods.&amp;nbsp;The majority of historians in Nibiru comes from heaven by a moving object.&amp;nbsp;For the assignment as equating with planets or comets are far apart from the speculation.&amp;nbsp;Jupiter, Canopus, Venus, the phenomenon of trans-Neptunian object and the comet Halley are touted as possible candidates for Nibiru.&amp;nbsp; &lt;br /&gt;
In a text concerning the Babylonian Akitu-fests are in the ritual questioning on 5&amp;nbsp;Nisannu the revered deities described: The celebration of the 5th&amp;nbsp;Nisannu began 4 hours before the end of the night and with the same initial ceremonies of the 4th&amp;nbsp;Nisannu.&amp;nbsp;Instead of blessing formula Pegasus now the words were spoken: Dimmer ankia as a decision of the fates, Nunki as speaker of wisdom, Asari (Marduk) as Schenker of cultivated land, Jupiter as a signal generator, Mercury as a rain bringer, Saturn as truth and justice, Mars, Bringer&amp;nbsp;of wild fire, Sirius as exploration of the sea water, boat, as the Lord of Enlil, Nenegar arise out of itself, as a bringer of calm Numušda incessant rain, the chest of the scorpion as a topcoat over the sea, sun and moon all men.&amp;nbsp;Is there any other God but my God?&amp;nbsp;... [Waiting for response] ... No?&amp;nbsp;No one is like my god&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://3.gvt0.com/vi/7zAtiB_ZAVM/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/7zAtiB_ZAVM&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/7zAtiB_ZAVM&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/3728488003388513201/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/what-you-need-to-know-about-nibiru.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/3728488003388513201'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/3728488003388513201'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/what-you-need-to-know-about-nibiru.html' title='What you need to know about Nibiru'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-1665195065811061945</id><published>2012-01-05T02:55:00.000-08:00</published><updated>2012-01-05T04:07:51.616-08:00</updated><title type='text'>Body of &amp;#39;dead alien&amp;#39; is found in  Siberia</title><content type='html'>See this shocking picture of a dead alien in the snow&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/eKQUFxEhjnE?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/1665195065811061945/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/body-of-alien-is-found-in-siberia.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/1665195065811061945'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/1665195065811061945'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/body-of-alien-is-found-in-siberia.html' title='Body of &amp;#39;dead alien&amp;#39; is found in  Siberia'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-608577198032959633</id><published>2012-01-05T02:38:00.000-08:00</published><updated>2012-01-05T04:07:51.628-08:00</updated><title type='text'>The Kardashev scale - calculation of alien life</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;           &lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://0.gvt0.com/vi/4Imd_0iCucg/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/4Imd_0iCucg&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/4Imd_0iCucg&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;The Kardashev scale is a Russian astronomer Nikolai Kardaschow from the 1964 level of development proposed categorization of extraterrestrial civilizations by their energy consumption.&lt;br /&gt;In its basic form it has three categories, are classified in the civilizations on the basis of their energy production.&lt;br /&gt;Type I: The civilization that is at the technological level of the current [&amp;nbsp;1964] Earth with an energy consumption of 4.1012 W. This was later changed then that civilization is in a position to exploit the full power available on a planet.&amp;nbsp;This is about 1016-1017 W. (For the Earth, this value is slightly larger than 1.74 · 1017 W).&lt;br /&gt;Type II: Civilization is in a position to take advantage of the overall performance of their central star.&amp;nbsp;That&#39;s about 4.1026 W.&lt;br /&gt;Type III: Civilization is in a position to take advantage of the overall performance of a galaxy.&amp;nbsp;That&#39;s about 4.1037 W.&lt;br /&gt;Human civilization is currently below Type I, since we are only able to use a portion of the available power on earth.&amp;nbsp;To replace the consumption of limited fossil resources through a wider use of solar energy, it also requires the humanity still significant development steps.&amp;nbsp;The current status of human civilization is unofficially known as type 0th&amp;nbsp;Although intermediate values ​​in Kardaschows original proposal were not available, Carl Sagan, the current status of the people extrapolated to 0.7.&lt;br /&gt;A possible key factor for the jump to Type I civilization is the massive use of methods of generating energy from ocean, wind power, solar energy and the use of geothermal energy.&amp;nbsp;However, there is no known way to use the entire available capacity of the earth, without completely covered with artificial structures.&amp;nbsp;In the medium term this is probably an impossible task.&amp;nbsp;The growth of solar energy production during the last 20 years corresponds to a doubling every 18 months.&amp;nbsp;If this trend would continue unchanged, I would, that is human civilization in 2041 a complete Type I civilization, and in 2113 achieved the status of a Type II civilization.&lt;br /&gt;A hypothetical Type II civilization could use a Dyson sphere or a similar construct to use the full power of a star.&lt;br /&gt;A Type III civilization could use the same methods as a Type II civilization, but extended to all stars of a galaxy, or it makes use of previously unknown agents.&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://0.gvt0.com/vi/4Imd_0iCucg/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/4Imd_0iCucg&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/4Imd_0iCucg&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/608577198032959633/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/kardashev-scale-calculation-of-alien.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/608577198032959633'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/608577198032959633'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/kardashev-scale-calculation-of-alien.html' title='The Kardashev scale - calculation of alien life'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-5259060362347491775</id><published>2012-01-04T13:59:00.000-08:00</published><updated>2012-01-05T04:07:51.677-08:00</updated><title type='text'>planet zeeba and the visit from outta space</title><content type='html'>&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 19px; margin-bottom: 0.1pt; margin-left: 0in; margin-right: 0in; margin-top: 0.1pt; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &#39;Times New Roman&#39;;&quot;&gt;Aliens from Planet Zeeba were spotted walking in the brazilian jungle.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 19px; margin-bottom: 0.1pt; margin-left: 0in; margin-right: 0in; margin-top: 0.1pt; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 19px; margin-bottom: 0.1pt; margin-left: 0in; margin-right: 0in; margin-top: 0.1pt; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &#39;Times New Roman&#39;;&quot;&gt;There were a lot of&amp;nbsp; reports of aliens spotted in the jungles of Brazil. &amp;nbsp; Several of the aliens were caught on camera by two British tourists visiting the Mamaus region of the Amazon.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 19px; margin-bottom: 0.1pt; margin-left: 0in; margin-right: 0in; margin-top: 0.1pt; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &#39;Times New Roman&#39;;&quot;&gt;Standing just a few meters from a mesmerizing flashing light, were several children of the Amazon. Real aliens.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 19px; margin-bottom: 0.1pt; margin-left: 0in; margin-right: 0in; margin-top: 0.1pt; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &#39;Times New Roman&#39;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://1.gvt0.com/vi/_ZeYYyotOTk/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/_ZeYYyotOTk&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/_ZeYYyotOTk&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 19px; margin-bottom: 0.1pt; margin-left: 0in; margin-right: 0in; margin-top: 0.1pt; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &#39;Times New Roman&#39;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/5259060362347491775/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/planet-zeeba-and-visit-from-outta-space.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/5259060362347491775'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/5259060362347491775'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/planet-zeeba-and-visit-from-outta-space.html' title='planet zeeba and the visit from outta space'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-2226440409081730448</id><published>2012-01-04T13:01:00.000-08:00</published><updated>2012-01-05T04:07:51.689-08:00</updated><title type='text'>Alien made pyramids in China</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Alien made pyramids in China&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/Alj3xspWTsw?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div id=&quot;gt-res-wrap&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-color: rgb(245, 245, 245); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(245, 245, 245); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(245, 245, 245); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(245, 245, 245); border-top-style: solid; border-top-width: 1px;&quot;&gt;&lt;div class=&quot;almost_half_cell&quot; id=&quot;gt-res-content&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;zoom: 1;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot; style=&quot;display: block; min-height: 93px; padding-bottom: 8px; padding-left: 8px; padding-right: 8px; padding-top: 8px;&quot;&gt;&lt;div style=&quot;color: #333333; font-size: 16px; text-align: justify;&quot;&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;According to Bruce&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Cathie&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;, the U.S.&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;pilot James&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Gaussman&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;will&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;in 1945&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;southwest&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;during a&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;reconnaissance or&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;cross-country&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;flight&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;in the&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Qin&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Ling&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Shan mountain range&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;have&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;been reported&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;from&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Xi&#39;an&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;on&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;a pyramid of&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;an estimated 300&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;meters&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;and 400 to&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;450 m&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;edge length.&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;div style=&quot;color: #333333; font-size: 16px; text-align: justify;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;researchers&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;such as Erich&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;von Däniken&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;and Hartwig&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;Hausdorf&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;of the existence&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;of the pyramid&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;are&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;satisfied&lt;/span&gt;.&lt;span class=&quot;hps&quot;&gt;They&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;also&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;suggest&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;a connection&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;with extraterrestrial&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;intelligences&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;in the emergence&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;of the pyramid.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class=&quot;hps&quot; style=&quot;color: #333333; font-size: 16px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Coordinates&lt;/span&gt;:&lt;/div&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span class=&quot;hps&quot; style=&quot;color: #333333; font-size: 16px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Maoling&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;Mausoleum&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;1:&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;size 222&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;x 217&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;m,&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;34 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;20&#39;17&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps atn&quot;&gt;.71 &quot;&lt;/span&gt;N&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;108 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;34&#39;10&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;.68&quot;&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;E&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span class=&quot;hps&quot; style=&quot;color: #333333; font-size: 16px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Pyramid&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;6:&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;size&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;153 x&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;158 m&lt;/span&gt;,&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;34 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;21&#39;47&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps atn&quot;&gt;.45 &quot;&lt;/span&gt;N&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;108 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;37&#39;51&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;.52&quot;&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;E&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span class=&quot;hps&quot; style=&quot;color: #333333; font-size: 16px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Pyramid&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;7: Size&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;149 x&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;155 m&lt;/span&gt;,&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;34 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;21&#39;42&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps atn&quot;&gt;.57 &quot;&lt;/span&gt;N&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;108 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;38&#39;25&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;.77&quot;&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;E&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span class=&quot;hps&quot; style=&quot;color: #333333; font-size: 16px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Pyramid&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;11: Size&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;155 x&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;154 m&lt;/span&gt;,&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;34 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;22&#39;29&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps atn&quot;&gt;.88 &quot;&lt;/span&gt;N&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;108 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;41&#39;52&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;.78&quot;&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;E&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span class=&quot;hps&quot; style=&quot;color: #333333; font-size: 16px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Pyramid&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;15:&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;size 219&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;x 230&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;m,&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;34 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;23&#39;52&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps atn&quot;&gt;.57 &quot;&lt;/span&gt;N&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;108 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;42&#39;44&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;.30&quot;&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;E&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span class=&quot;hps&quot; style=&quot;color: #333333; font-size: 16px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Pyramid&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;25:&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;Size 148&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;x 169&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;m&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;34 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;25&#39;22&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps atn&quot;&gt;.83 &quot;&lt;/span&gt;N&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;108 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;50&#39;29&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;.31&quot;&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;E&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span class=&quot;hps&quot; style=&quot;color: #333333; font-size: 16px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Pyramids&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;31, 32&lt;/span&gt;, 33: Maximum&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;160 x&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;167 m&lt;/span&gt;,&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;34 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;10&#39;44&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps atn&quot;&gt;.71 &quot;&lt;/span&gt;N&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;109 °&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;01&#39;42&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;.00&quot;&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;E&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div id=&quot;gt-res-tools&quot; style=&quot;color: #888888; font-size: 13px; height: 26px; margin-top: -7px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 4px; padding-left: 4px; padding-right: 4px; padding-top: 0px;&quot;&gt;&lt;div id=&quot;gt-src-tools-l&quot; style=&quot;float: left;&quot;&gt;&lt;/div&gt;&lt;div id=&quot;gt-res-tools-r&quot; style=&quot;float: right;&quot;&gt;&lt;div aria-label=&quot;Rate translation&quot; data-tooltip-align=&quot;t,c&quot; data-tooltip=&quot;Rate translation&quot; id=&quot;gt-res-rate&quot; style=&quot;float: left;&quot;&gt;&lt;div aria-haspopup=&quot;true&quot; class=&quot;goog-inline-block goog-toolbar-menu-button&quot; role=&quot;button&quot; style=&quot;-webkit-user-select: none; background-attachment: initial; background-clip: initial; background-color: initial; background-image: initial; background-origin: initial; background-position: 0px 50%; background-repeat: initial initial; border-bottom-color: transparent; border-bottom-left-radius: 2px; border-bottom-right-radius: 2px; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; border-right-color: transparent; border-right-style: solid; border-right-width: 1px; border-top-color: transparent; border-top-left-radius: 2px; border-top-right-radius: 2px; border-top-style: solid; border-top-width: 1px; color: #444444; cursor: default; display: inline-block; font-size: 11px; font-weight: bold; height: 24px; line-height: 24px; list-style-image: initial; list-style-position: initial; list-style-type: none; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-decoration: none; vertical-align: middle;&quot; tabindex=&quot;0&quot; title=&quot;&quot;&gt;&lt;div class=&quot;goog-inline-block goog-toolbar-menu-button-outer-box&quot; style=&quot;display: inline-block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;&quot;&gt;&lt;div class=&quot;goog-inline-block goog-toolbar-menu-button-inner-box&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: inline-block; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; vertical-align: top;&quot;&gt;&lt;div class=&quot;goog-inline-block goog-toolbar-menu-button-caption&quot; style=&quot;display: inline-block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;span class=&quot;goog-flat-menu-button-img gt-rate-icon jfk-button-img&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://www.gstatic.com/translate/buttons6.png); background-origin: initial; background-position: -94px -3px; background-repeat: no-repeat no-repeat; display: inline-block; height: 21px; margin-top: -3px; opacity: 0.667; vertical-align: middle; width: 21px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/yFoz47v6Xwk?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/2226440409081730448/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/alien-made-pyramids-in-china.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/2226440409081730448'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/2226440409081730448'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/alien-made-pyramids-in-china.html' title='Alien made pyramids in China'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-2798372206059679269</id><published>2012-01-04T12:39:00.000-08:00</published><updated>2012-01-05T04:07:51.702-08:00</updated><title type='text'>Pyramids and the aliens</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/8RPhI4vnFCw?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Only aliens could have built the pyramids, because:&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;How the Egyptians managed to build their massive pyramids?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Why were they built? Was it really just graves?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Why are there pyramids all over the world?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;How could primitive Stone Age people build structures like Stonehenge?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;What were the mysterious temples and stone circles?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;What, many strange images are of ancient peoples who see modern equipment like?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;- All this is simply not without extraterrestrial help!&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/wrYiiqGBWe0?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/2798372206059679269/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/pyramids-and-aliens.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/2798372206059679269'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/2798372206059679269'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/pyramids-and-aliens.html' title='Pyramids and the aliens'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-5757443103707973898</id><published>2012-01-04T07:05:00.000-08:00</published><updated>2012-01-05T04:07:51.711-08:00</updated><title type='text'>Interview with a real alien from Area 51</title><content type='html'>&amp;nbsp;           &lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;div class=&quot;MsoNormal&quot;&gt;a supposed alien interview from area 51 described by &quot;Victor&quot;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/a7uqP46zdsA?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/groCjdaTesY?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/5757443103707973898/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/interview-with-real-alien-from-area-51.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/5757443103707973898'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/5757443103707973898'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/interview-with-real-alien-from-area-51.html' title='Interview with a real alien from Area 51'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-7104175893575033066</id><published>2012-01-04T05:31:00.000-08:00</published><updated>2012-01-05T04:07:51.721-08:00</updated><title type='text'>Member of German parliaments demands claification about aliens</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/ZTnXb63tCbM?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;           &lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;The&amp;nbsp;Member of Parliament&amp;nbsp;Peter&amp;nbsp;Hettlich&amp;nbsp;(Green&amp;nbsp;Party), the Federal&amp;nbsp;Government&amp;nbsp;asked a few questions&amp;nbsp;aboutextraterrestrials.&amp;nbsp;It&amp;nbsp;went&amp;nbsp;to&amp;nbsp;concrete&amp;nbsp;questions&amp;nbsp;of how high the&amp;nbsp;federal&amp;nbsp;government&amp;nbsp;estimates the&amp;nbsp;probability&amp;nbsp;for the &quot;existence of intelligent&amp;nbsp;extraterrestrial&amp;nbsp;beings&quot; and&amp;nbsp;what the likelihood&amp;nbsp;is&amp;nbsp;that this &quot;land&amp;nbsp;territory&amp;nbsp;of the Federal&amp;nbsp;Republic of&amp;nbsp;Germany&quot; on the.&amp;nbsp;Next&amp;nbsp;it&amp;nbsp;was whether&amp;nbsp;the&amp;nbsp;federal&amp;nbsp;government&amp;nbsp;is&amp;nbsp;prepared&amp;nbsp;for such a case, gives guidelines&amp;nbsp;and regulations&amp;nbsp;and how the&amp;nbsp;responsibilities&amp;nbsp;between&amp;nbsp;federal, state&amp;nbsp;and local governments are regulated&amp;nbsp;in this case. The&amp;nbsp;response of the German&amp;nbsp;Government: The&amp;nbsp;federal&amp;nbsp;government&amp;nbsp;is not known,&amp;nbsp;a reliable&amp;nbsp;estimate of the probability&amp;nbsp;of extraterrestrial life&amp;nbsp;would&amp;nbsp;allow.&amp;nbsp;An&amp;nbsp;alien&amp;nbsp;landing&amp;nbsp;on the territory&amp;nbsp;of the Federal&amp;nbsp;Republic ofGermany&amp;nbsp;holds&amp;nbsp;the&amp;nbsp;federal&amp;nbsp;government, according to current&amp;nbsp;scientific knowledge&amp;nbsp;of the question.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/7104175893575033066/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/member-of-german-parliaments-demands.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/7104175893575033066'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/7104175893575033066'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/member-of-german-parliaments-demands.html' title='Member of German parliaments demands claification about aliens'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-3911065099734510816</id><published>2012-01-04T05:16:00.000-08:00</published><updated>2012-01-05T04:07:51.730-08:00</updated><title type='text'>NASA proofs alien life on Saturn Moon?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/kn1YrN0Zfyk?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;           &lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;The&amp;nbsp;U.S.&amp;nbsp;space agency&amp;nbsp;NASA&amp;nbsp;is currently conducting research&amp;nbsp;on Saturn&amp;nbsp;and its&amp;nbsp;moons,&amp;nbsp;Titan&amp;nbsp;and Enceladus.Thomas&amp;nbsp;Spilker, a researcher&amp;nbsp;at the Jet&amp;nbsp;Propulsion&amp;nbsp;Laboratory, said&amp;nbsp;that&amp;nbsp;they&amp;nbsp;expect&amp;nbsp;there&amp;nbsp;even&amp;nbsp;extraterrestrial life.&lt;br /&gt;&lt;br /&gt;The&amp;nbsp;NASA officials&amp;nbsp;described&amp;nbsp;the surface&amp;nbsp;as the&amp;nbsp;young and&amp;nbsp;the&amp;nbsp;moon&amp;nbsp;to be very&amp;nbsp;active.&amp;nbsp;There&amp;nbsp;are ongoingchemical processes&amp;nbsp;that can&amp;nbsp;lead to&amp;nbsp;life&amp;nbsp;or have already&amp;nbsp;done.&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://1.gvt0.com/vi/kpaNILZVC_U/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/kpaNILZVC_U&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/kpaNILZVC_U&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/3911065099734510816/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/nasa-proofs-alien-life-on-saturn-moon.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/3911065099734510816'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/3911065099734510816'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/nasa-proofs-alien-life-on-saturn-moon.html' title='NASA proofs alien life on Saturn Moon?'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-3561178837773696809</id><published>2012-01-04T05:11:00.000-08:00</published><updated>2012-01-05T04:07:51.741-08:00</updated><title type='text'>Cydonia - Human face on Mars? Aliens on Mars?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/WG0TbVIYkZg?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;           &lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Times; panose-1:2 0 5 0 0 0 0 0 0 0; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;}@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}h1 {mso-style-link:&quot;Heading 1 Char&quot;; mso-style-next:Normal; margin-top:24.0pt; margin-right:0in; margin-bottom:0in; margin-left:0in; margin-bottom:.0001pt; mso-pagination:widow-orphan lines-together; page-break-after:avoid; mso-outline-level:1; font-size:16.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Calibri; mso-ascii-theme-font:major-latin; mso-fareast-font-family:&quot;Times New Roman&quot;; 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margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;On 25&amp;nbsp;July 1976, the orbiter&amp;nbsp;photographed&amp;nbsp;the spacecraft&amp;nbsp;Viking&amp;nbsp;I from&amp;nbsp;1873 km&amp;nbsp;altitude&amp;nbsp;of at least three&amp;nbsp;million year old&amp;nbsp;formation that&amp;nbsp;resembles a&amp;nbsp;human face.&amp;nbsp;It provides&amp;nbsp;a survey&amp;nbsp;with&amp;nbsp;a length&amp;nbsp;of 3&amp;nbsp;km and a&amp;nbsp;width&amp;nbsp;of 1.5kilometers&amp;nbsp;south of this&amp;nbsp;rise&amp;nbsp;dar.&amp;nbsp;pyramidal&amp;nbsp;rock.&lt;br /&gt;Six&amp;nbsp;days later, the&amp;nbsp;recordings,&amp;nbsp;among other&amp;nbsp;images,&amp;nbsp;presented to the public&amp;nbsp;and made&amp;nbsp;headlines.&amp;nbsp;The anomalywas given&amp;nbsp;by&amp;nbsp;the&amp;nbsp;press due to&amp;nbsp;their form&amp;nbsp;the name of&amp;nbsp;the Face on Mars&amp;nbsp;and&amp;nbsp;the&amp;nbsp;pyramid-like&amp;nbsp;structures&amp;nbsp;were given&amp;nbsp;by&amp;nbsp;NASA scientists&amp;nbsp;called&amp;nbsp;the&amp;nbsp;Inca&amp;nbsp;city.&lt;br /&gt;Higher-resolution&amp;nbsp;images of the&amp;nbsp;Mars Global&amp;nbsp;Surveyor&amp;nbsp;from 2001&amp;nbsp;showed, however,&amp;nbsp;that&amp;nbsp;it is&amp;nbsp;the supposed&amp;nbsp;facea strongly&amp;nbsp;weathered&amp;nbsp;nearly&amp;nbsp;axisymmetric&amp;nbsp;rock&amp;nbsp;formation that&amp;nbsp;has been eroded&amp;nbsp;by natural processes,&amp;nbsp;the similarity&amp;nbsp;with a human&amp;nbsp;face&amp;nbsp;was&amp;nbsp;most likely caused by&amp;nbsp;the interaction&amp;nbsp;of&amp;nbsp;light&amp;nbsp;and&amp;nbsp;shadow&amp;nbsp;at the time ofadmission&amp;nbsp;about.&amp;nbsp;The shapes of the&amp;nbsp;&quot;pyramids&quot;&amp;nbsp;are also likely to&amp;nbsp;be&amp;nbsp;caused by&amp;nbsp;wind&amp;nbsp;erosion.&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/zvk9lZJzwxg?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/3561178837773696809/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/cydonia-human-face-on-mars-aliens-on.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/3561178837773696809'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/3561178837773696809'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/cydonia-human-face-on-mars-aliens-on.html' title='Cydonia - Human face on Mars? Aliens on Mars?'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-8615966692601636422</id><published>2012-01-04T03:41:00.000-08:00</published><updated>2012-01-05T04:07:51.752-08:00</updated><title type='text'>UFO sightings - the cigar-shaped object was in Laredo, Texas,</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;           &lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/SXla2AXTZUY?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&quot;If&amp;nbsp;it&#39;s a UFO,&amp;nbsp;it&amp;nbsp;is&amp;nbsp;those who&amp;nbsp;have&amp;nbsp;seen&amp;nbsp;one of the strangest&amp;nbsp;people&amp;nbsp;ever.&amp;nbsp;At least for the&amp;nbsp;appointment to&amp;nbsp;oureditorial board&amp;nbsp;this&amp;nbsp;afternoon.&lt;br /&gt;Check this&amp;nbsp;flying object&amp;nbsp;in the sky&amp;nbsp;over&amp;nbsp;Laredo&amp;nbsp;in the early afternoon.&amp;nbsp;It&amp;nbsp;seems&amp;nbsp;a long black&amp;nbsp;cylinder&amp;nbsp;or&amp;nbsp;tube,&amp;nbsp;in flight.&amp;nbsp;Some&amp;nbsp;have&amp;nbsp;even&amp;nbsp;described&amp;nbsp;it&amp;nbsp;as&amp;nbsp;silver&amp;nbsp;in color&amp;nbsp;sometimes.&amp;nbsp;The audience&amp;nbsp;think&amp;nbsp;it&amp;nbsp;is&amp;nbsp;about the size of&amp;nbsp;a small plane,&amp;nbsp;but&amp;nbsp;clearly&amp;nbsp;shaped&amp;nbsp;tube.&amp;nbsp;Again, as&amp;nbsp;in other recent&amp;nbsp;sightings&amp;nbsp;believe&amp;nbsp;some people&amp;nbsp;that there is adrone.&amp;nbsp;Whatever it was,&amp;nbsp;it&amp;nbsp;caught the&amp;nbsp;attention of many&amp;nbsp;people in&amp;nbsp;north&amp;nbsp;Laredo.&amp;nbsp;&quot;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/BvA3V-aRDlA?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/8615966692601636422/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/ufo-sightings-cigar-shaped-object-was.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/8615966692601636422'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/8615966692601636422'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/ufo-sightings-cigar-shaped-object-was.html' title='UFO sightings - the cigar-shaped object was in Laredo, Texas,'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-8277030599992872658</id><published>2012-01-04T01:54:00.000-08:00</published><updated>2012-01-05T04:07:51.763-08:00</updated><title type='text'>Subsequent speculation about an alien spaceship and its occupants</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt; 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mso-ansi-font-size:18.0pt; mso-bidi-font-size:10.0pt; font-family:Times; mso-ascii-font-family:Times; mso-hansi-font-family:Times; font-weight:bold; mso-bidi-font-weight:normal;}span.hps {mso-style-name:hps;}span.apple-converted-space {mso-style-name:apple-converted-space;}span.hpsatn {mso-style-name:&quot;hps atn&quot;;}span.mw-headline {mso-style-name:mw-headline;}span.editsection {mso-style-name:editsection;}span.long-title {mso-style-name:long-title;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://0.gvt0.com/vi/C_z8Vx03j8g/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/C_z8Vx03j8g&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/C_z8Vx03j8g&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;br /&gt;In February 1978,&amp;nbsp;Major&amp;nbsp;Jesse&amp;nbsp;Marcel&amp;nbsp;was interviewed&amp;nbsp;by&amp;nbsp;the UFO&amp;nbsp;researcher&amp;nbsp;Stanton&amp;nbsp;T.&amp;nbsp;Friedman.&amp;nbsp;Friedman was&amp;nbsp;surprised that&amp;nbsp;Marcel&amp;nbsp;is&amp;nbsp;no record&amp;nbsp;was&amp;nbsp;made&amp;nbsp;​​on events&amp;nbsp;in&amp;nbsp;Roswell and&amp;nbsp;the&amp;nbsp;ground that&amp;nbsp;time there were&amp;nbsp;more important to&amp;nbsp;him and therefore he had&amp;nbsp;supplanted&amp;nbsp;the events&amp;nbsp;from his memory.&amp;nbsp;In an interview&amp;nbsp;with Bob&amp;nbsp;Pratt&amp;nbsp;in 1979,&amp;nbsp;Marcel&amp;nbsp;said,&amp;nbsp;though,&amp;nbsp;that &quot;what&amp;nbsp;has&amp;nbsp;always found&amp;nbsp;there,&amp;nbsp;came&amp;nbsp;not&amp;nbsp;from the earth&quot;,&amp;nbsp;but in the meantime&amp;nbsp;- and he&amp;nbsp;also mentioned&amp;nbsp;in the interview&amp;nbsp;with Pratt&amp;nbsp;-&amp;nbsp;he believed in the&amp;nbsp;existence&amp;nbsp;of&amp;nbsp;real&amp;nbsp;UFOs&amp;nbsp;in the sense&amp;nbsp;of&amp;nbsp;alien&amp;nbsp;spaceships.&lt;br /&gt;Berlitz and&amp;nbsp;Moore&amp;nbsp;argued&amp;nbsp;in 1980&amp;nbsp;in&amp;nbsp;the&amp;nbsp;Roswell incident,&amp;nbsp;that&amp;nbsp;there had been&amp;nbsp;a crashed&amp;nbsp;object is an&amp;nbsp;alien&amp;nbsp;space&amp;nbsp;ship and atthe&amp;nbsp;crash site,&amp;nbsp;an alien&amp;nbsp;body&amp;nbsp;was found, which&amp;nbsp;was held by the&amp;nbsp;military&amp;nbsp;to the famous&amp;nbsp;Area 51&amp;nbsp;located in&amp;nbsp;Nevada.&amp;nbsp;However,knew&amp;nbsp;none of the&amp;nbsp;eyewitnesses&amp;nbsp;of 1947&amp;nbsp;something&amp;nbsp;to report&amp;nbsp;about dead&amp;nbsp;aliens.&amp;nbsp;The former&amp;nbsp;mortician&amp;nbsp;Glenn&amp;nbsp;Dennis brought&amp;nbsp;as a witness, the&amp;nbsp;nurse&amp;nbsp;Naomi&amp;nbsp;Maria&amp;nbsp;Selff&amp;nbsp;into play,&amp;nbsp;which had&amp;nbsp;reportedly seen&amp;nbsp;in the&amp;nbsp;summer of 1947&amp;nbsp;corpses&amp;nbsp;of&amp;nbsp;aliens in thehospital of the&amp;nbsp;Army&amp;nbsp;airfield in&amp;nbsp;Roswell.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://1.gvt0.com/vi/v_PZTUNABUE/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/v_PZTUNABUE&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/v_PZTUNABUE&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&amp;nbsp;&lt;u&gt; &lt;/u&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/8277030599992872658/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/subsequent-speculation-about-alien.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/8277030599992872658'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/8277030599992872658'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/subsequent-speculation-about-alien.html' title='Subsequent speculation about an alien spaceship and its occupants'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-4184090329797411221</id><published>2012-01-04T00:51:00.000-08:00</published><updated>2012-01-05T04:07:51.774-08:00</updated><title type='text'>US Government ADMITS UFOs</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;br /&gt;&lt;div class=&quot;MsoNormal&quot;&gt;US Government ADMITS UFOs - Alien contact disclosed in Press Conference&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Shocking video proofs the US deal with Aliens from outta space&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/IeLtVp2FOqQ?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/7vyVe-6YdUk?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt; &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/4184090329797411221/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/us-government-admits-ufos.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/4184090329797411221'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/4184090329797411221'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/us-government-admits-ufos.html' title='US Government ADMITS UFOs'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-2104607312791017628</id><published>2012-01-03T14:48:00.000-08:00</published><updated>2012-01-05T04:07:51.783-08:00</updated><title type='text'>Stephen Hawking: It is dangerous to contact aliens!</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;The British astrophysicist Stephen Hawking has no doubts about the existence of extraterrestrials, and warns against contact. &quot;In my mathematical brain, the numbers alone make thinking about aliens perfectly rational,&quot; said the 68-year-olds in the documentary series &quot;Into The Universe with Stephen Hawking&quot; on Channel Discovery Channel. &quot;The real challenge is figuring out what aliens really are.&quot;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;The universe was calculated 100 billion galaxies with hundreds of millions of stars, Hawking from the viewers. In such a space, it is unlikely that the Earth is the only planet on which there is life. Most extraterrestrial life might correspond to microbes and simple animals. They would probably pounce move over the earth&#39;s resources and said the scientist.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Making contact with such a species is &quot;a little too risky,&quot; said the astrophysicist. &quot;If aliens ever visit us, the output is, I think, be like the landing of Christopher Columbus in America, what the natives did not go out very well.&quot;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/MZ0PVkGj4bg?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/2104607312791017628/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/stephen-hawking-it-is-dangerous-to.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/2104607312791017628'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/2104607312791017628'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/stephen-hawking-it-is-dangerous-to.html' title='Stephen Hawking: It is dangerous to contact aliens!'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-2476304584888858463</id><published>2012-01-03T11:18:00.000-08:00</published><updated>2012-01-05T04:07:51.793-08:00</updated><title type='text'>Volcano near Bonn will soon explode- one of many signs announcing the arrival of ufo</title><content type='html'>According to the Daily Mail, dormant for several thousands years the German`s volcano shows signs of revival. Activity was observed on the surface of the lake kalderowego Laacher in Rhineland-Palatinate, 24 km from Koblenz and 37 km from Bonn (pictured). It was created by the flooding of the caldera - the great depression in the top part of the volcano. On the surface of Laacher See bubbles appeared. This is probably carbon dioxide, which began to be released from the magma chamber, located at the bottom.&lt;br /&gt;Volcano in Lake Laacher regularly wakes up at about 10-12 thousand years and the last eruption took place just before 12 thousand years. Its size is compared with the active volcano Mount Pinatubo , located in the Philippines . The eruption in 1991 lasted a week and went down in history as the greatest of the twentieth century. Caused a reduction in global temperatures by 0.5 degrees Celsius.&lt;br /&gt;It is estimated that after the eruption of the Laacher See layer of dust and rocks would cover the area within a radius of up to 1000 km, which means that the cloud of dust would come to UK, Poland, Czech Republic and many other countries . This could result in paralysis, not only communication but also a permanent change in the climate of the Old Continent.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Is it means starting a series of catastrophes that precedes the arrival of extraterrestrials???</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/2476304584888858463/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/volcano-near-bonn-will-soon-explode-one.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/2476304584888858463'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/2476304584888858463'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/volcano-near-bonn-will-soon-explode-one.html' title='Volcano near Bonn will soon explode- one of many signs announcing the arrival of ufo'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-3022001788373206330</id><published>2012-01-03T07:42:00.000-08:00</published><updated>2012-01-05T04:07:51.814-08:00</updated><title type='text'>The presence of traces of life in meteorites</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;           &lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/m41aWgJX8jI?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;In the study of&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;carbon&lt;/span&gt;&amp;nbsp;(carbonaceous)&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;meteorites&lt;/span&gt;&amp;nbsp;show in their composition of matter, which on Earth are the products of life.&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;In the study of the stony meteorites are sometimes found so-called &quot;organized elements&quot; - the microscopic (5-50 um) &quot;unicellular&quot; education, often with a pronounced double-walled, pores, pimples, etc.&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;To date, not an indisputable fact that these fossils belong to the remains of any of extraterrestrial life forms.&amp;nbsp;But on the other hand, these formations have a high degree of organization, which is usually associated with life.&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Feature of the &quot;organized elements&quot; is also their numbers: 1, the substances carbonaceous meteorites have approximately 1800 &quot;organized elements&quot;.&amp;nbsp;&lt;a href=&quot;http://ru.wikipedia.org/wiki/%D0%92%D0%BD%D0%B5%D0%B7%D0%B5%D0%BC%D0%BD%D0%B0%D1%8F_%D0%B6%D0%B8%D0%B7%D0%BD%D1%8C#cite_note-rutten-8&quot;&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt; &lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;In August 1996 in the journal&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;Science&lt;/span&gt;&amp;nbsp;published an article on the study of the meteorite&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;ALH 84 001&lt;/span&gt;&amp;nbsp;, found in Antarctica in 1984.&amp;nbsp;Isotope dating showed that the meteorite originated 4-4.5 billion years ago, and 15 million years ago was thrown out into interplanetary space.&amp;nbsp;13 000 years ago a meteorite fell to Earth.&amp;nbsp;By studying the meteorite using&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;electron microscopy&lt;/span&gt;&amp;nbsp;, the scientists found microscopic&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;fossils&lt;/span&gt;&amp;nbsp;that resemble bacterial colonies, consisting of parts of size about 100 nm.&amp;nbsp;Were also found traces of substances formed by decomposition of microorganisms.&amp;nbsp;The work was greeted with mixed scientific community.&amp;nbsp;Critics noted that the size of structures found in the 100-1000 times smaller than typical terrestrial bacteria, and their volume is too small to accommodate molecules of&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;DNA&lt;/span&gt;&amp;nbsp;and&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;RNA&lt;/span&gt;&amp;nbsp;.&amp;nbsp;In subsequent studies in the samples had traces of terrestrial biozagryazneny.&amp;nbsp;In general, the arguments in favor of the formation are fossils of bacteria seem unconvincing.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/3XnyueQIbY4?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt; &lt;br /&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/fzWG6mGLl5Q?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/3022001788373206330/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/presence-of-traces-of-life-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/3022001788373206330'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/3022001788373206330'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/presence-of-traces-of-life-in.html' title='The presence of traces of life in meteorites'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-8105384633085570756</id><published>2012-01-03T07:33:00.000-08:00</published><updated>2012-01-05T04:07:51.838-08:00</updated><title type='text'>Original statement of the UFO eye witness Guy Hottel from Roswell</title><content type='html'>Original statement of the UFO eye witness Guy Hottel from Roswell - He saw the aliens.&lt;br /&gt;Look at this original FBI document:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt=&quot;&quot; height=&quot;640&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;483&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/8105384633085570756/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/original-statement-of-ufo-eye-witness.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/8105384633085570756'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/8105384633085570756'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/original-statement-of-ufo-eye-witness.html' title='Original statement of the UFO eye witness Guy Hottel from Roswell'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-8337677530299210188</id><published>2012-01-03T07:16:00.000-08:00</published><updated>2012-01-05T04:07:51.897-08:00</updated><title type='text'>METI - Our chance to contact aliens</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&amp;nbsp;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/zbLYL7JIj8U?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;           &lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Messaging to Extra-Terrestrial Intelligence&amp;nbsp; - METI attempts to send&amp;nbsp;messages to interstellar&amp;nbsp;humanity from probable&amp;nbsp;&lt;a href=&quot;http://ru.wikipedia.org/wiki/%D0%92%D0%BD%D0%B5%D0%B7%D0%B5%D0%BC%D0%BD%D0%B0%D1%8F_%D1%86%D0%B8%D0%B2%D0%B8%D0%BB%D0%B8%D0%B7%D0%B0%D1%86%D0%B8%D1%8F&quot;&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;intelligent beings&lt;/span&gt;&lt;/a&gt;&amp;nbsp;beyond our solar system.&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;In contrast to the program&amp;nbsp;&lt;a href=&quot;http://ru.wikipedia.org/wiki/SETI&quot;&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;SETI&lt;/span&gt;&lt;/a&gt;, METI is not aimed at finding something in the sky, and the transmission of signals to the alleged&amp;nbsp;&lt;a href=&quot;http://ru.wikipedia.org/wiki/%D0%92%D0%BD%D0%B5%D0%B7%D0%B5%D0%BC%D0%BD%D1%8B%D0%B5_%D1%86%D0%B8%D0%B2%D0%B8%D0%BB%D0%B8%D0%B7%D0%B0%D1%86%D0%B8%D0%B8&quot;&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;&quot;brothers of the mind&quot;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;.&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Incorrectly assume that the&amp;nbsp;&lt;a href=&quot;http://ru.wikipedia.org/w/index.php?title=CETI&amp;amp;action=edit&amp;amp;redlink=1&quot;&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;CETI&lt;/span&gt;&lt;/a&gt;&amp;nbsp; is a combination of SETI + METI.&amp;nbsp;Communication (communication) involves coming into contact, while Search (SETI) and transmission (METI) is only two interrelated processes in an attempt to establish contact.&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://0.gvt0.com/vi/_ozdwdlNVpQ/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/_ozdwdlNVpQ&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/_ozdwdlNVpQ&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; &lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/8337677530299210188/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/meti-our-chance-to-contact-aliens.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/8337677530299210188'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/8337677530299210188'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/meti-our-chance-to-contact-aliens.html' title='METI - Our chance to contact aliens'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-6569297086150660355</id><published>2012-01-03T02:09:00.000-08:00</published><updated>2012-01-05T04:07:51.908-08:00</updated><title type='text'>Nasa Explores Moon again:  NASA&amp;#39;S Twin GRAIL Spacecraft Reunite In Lunar Orbit</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;           &lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/1elSL-w1B8g?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&quot;NASA greets the new year with a new mission of exploration,&quot; said NASA Administrator Charles Bolden. &quot;The twin GRAIL spacecraft will vastly expand our knowledge of our moon and the evolution of our own planet. We begin this year reminding people around the world that NASA does big, bold things in order to reach for new heights and reveal the unknown.&quot;&amp;nbsp;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/fRNQIiGHYuI?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/6569297086150660355/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/nasa-explores-moon-again-nasa-twin.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/6569297086150660355'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/6569297086150660355'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/nasa-explores-moon-again-nasa-twin.html' title='Nasa Explores Moon again:  NASA&amp;#39;S Twin GRAIL Spacecraft Reunite In Lunar Orbit'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-2998077315868149656</id><published>2012-01-03T00:59:00.000-08:00</published><updated>2012-01-05T04:07:51.918-08:00</updated><title type='text'>Civilization One: The World is not as you thought it was. 2004</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/U8PgWNXhFTc?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;As promised an interesting book covering the creating of earth by aliens , the civilization one:&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: justify;&quot;&gt;&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;Christopher Knight&amp;nbsp;is an author who has written several&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none;&quot;&gt;pseudoarcaeological&lt;/span&gt;&amp;nbsp;and&lt;span style=&quot;color: windowtext; text-decoration: none;&quot;&gt;pseudohistorical&lt;/span&gt;&amp;nbsp;books dealing with theories such as&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none;&quot;&gt;366-degree geometry&lt;/span&gt;&amp;nbsp;and the origins of&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none;&quot;&gt;Freemasonry&lt;/span&gt;. Knight appears in the two-part&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none;&quot;&gt;History Channel&lt;/span&gt;&amp;nbsp;documentary &quot;Decoding the Past – Mysteries of the Freemasons&quot;.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;table id=&quot;metadata_content_table&quot; style=&quot;background-color: white; border-style: none; color: #333333; font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin: 0px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;tbody&gt;&lt;tr class=&quot;metadata_row&quot; style=&quot;padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td class=&quot;metadata_label&quot; style=&quot;color: black; text-align: left; vertical-align: top;&quot;&gt;Title&lt;/td&gt;&lt;td class=&quot;metadata_value&quot; style=&quot;color: black; padding-bottom: 0px; padding-left: 1em; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;Civilization one: the world is not as you thought it was&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;metadata_row&quot; style=&quot;padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td class=&quot;metadata_label&quot; style=&quot;color: black; text-align: left; vertical-align: top;&quot;&gt;Authors&lt;/td&gt;&lt;td class=&quot;metadata_value&quot; style=&quot;color: black; padding-bottom: 0px; padding-left: 1em; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;&lt;a class=&quot;primary&quot; dir=&quot;ltr&quot; href=&quot;http://www.google.ie/search?tbo=p&amp;amp;tbm=bks&amp;amp;q=inauthor:%22Christopher+Knight%22&amp;amp;source=gbs_metadata_r&amp;amp;cad=7&quot; style=&quot;color: #6611cc; text-decoration: none;&quot;&gt;Christopher Knight&lt;/a&gt;,&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a class=&quot;primary&quot; dir=&quot;ltr&quot; href=&quot;http://www.google.ie/search?tbo=p&amp;amp;tbm=bks&amp;amp;q=inauthor:%22Alan+Butler%22&amp;amp;source=gbs_metadata_r&amp;amp;cad=7&quot; style=&quot;color: #6611cc; text-decoration: none;&quot;&gt;Alan Butler&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;metadata_row&quot; style=&quot;padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td class=&quot;metadata_label&quot; style=&quot;color: black; text-align: left; vertical-align: top;&quot;&gt;Edition&lt;/td&gt;&lt;td class=&quot;metadata_value&quot; style=&quot;color: black; padding-bottom: 0px; padding-left: 1em; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;illustrated&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;metadata_row&quot; style=&quot;padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td class=&quot;metadata_label&quot; style=&quot;color: black; text-align: left; vertical-align: top;&quot;&gt;Publisher&lt;/td&gt;&lt;td class=&quot;metadata_value&quot; style=&quot;color: black; padding-bottom: 0px; padding-left: 1em; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;Watkins, 2004&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;metadata_row&quot; style=&quot;padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td class=&quot;metadata_label&quot; style=&quot;color: black; text-align: left; vertical-align: top;&quot;&gt;ISBN&lt;/td&gt;&lt;td class=&quot;metadata_value&quot; style=&quot;color: black; padding-bottom: 0px; padding-left: 1em; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;&lt;span dir=&quot;ltr&quot;&gt;1842930958, 9781842930953&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;metadata_value&quot; style=&quot;color: black; padding: 0px 0px 0px 1em; text-align: left;&quot;&gt;&lt;/td&gt;&lt;td class=&quot;metadata_value&quot; style=&quot;color: black; padding: 0px 0px 0px 1em; text-align: left;&quot;&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/2998077315868149656/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/civilization-one-world-is-not-as-you.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/2998077315868149656'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/2998077315868149656'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/civilization-one-world-is-not-as-you.html' title='Civilization One: The World is not as you thought it was. 2004'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-6089754463682839123</id><published>2012-01-02T12:20:00.000-08:00</published><updated>2012-01-05T04:07:51.929-08:00</updated><title type='text'>Aetherius Society : UFO not only a belief , but a religion</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/0-G5LVQmyAs?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Aetherius Society is an organization that is assigned to the New Religious Movements and the Ufoglauben. It was founded in 1955 and is one of the earliest religious groups who had taken in the contact with extraterrestrials in their teaching. The number of members of the Aetherius Society goes according to information &quot;in the thousands, but not in the tens of thousands.&quot; Spread the company is mainly in their country of origin, the United Kingdom and the United States, Ghana and Nigeria.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;The influence of theosophists will attend the Aetherius Society in the acquisition of Asian concepts of karma and rebirth. Each person can define it by its own actions in the next life to a higher level rise. Who on earth rises high enough, begins at the previous cycle Following up on another planet in our solar system all over again, until finally he is a master. Among the cosmic masters are people like Jesus and Buddha, coming from Venus or Krishna, who comes from Saturn, and other religious teachers who are members of the Great White Brotherhood are. In theosophical context the term is translated in German as the Great White Lodge.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;The Aetherius Society&#39;s mission is to support the cosmic champion in their fight against the evil forces to protect the Earth as a living, breathing entity and its inhabitants. One of the practices that have been used, it provides that is hurled through prayer and meditation, the spiritual energy called prana from an orbiting spacecraft around the Earth to earth. The spiritual energy of prayers and chanting could be conducted in batteries, where they could be released again in times of crisis, to help victims of wars and disasters by specially trained persons.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/6089754463682839123/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/aetherius-society-ufo-not-only-belief.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/6089754463682839123'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/6089754463682839123'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/aetherius-society-ufo-not-only-belief.html' title='Aetherius Society : UFO not only a belief , but a religion'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-7386272475301217017</id><published>2012-01-02T11:04:00.000-08:00</published><updated>2012-01-05T04:07:51.938-08:00</updated><title type='text'>who built the moon - was the moon created by aliens?</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;Probably you are laughing now, but the moon was created by some alien power.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp; In Who Built the Moon (Watkins 2005), authors Christopher Knight and Alan Butler have opened a discussion for new questions regarding the existence of the Moon. They suggest that there are more than enough anomalies about the &amp;nbsp;Moon to come to the conclusion that it is not a naturally occurring body and was quite possibly engineered to sustain life on Earth.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/CgvecQhQTok?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/5I4GcxeS9Ho?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/7386272475301217017/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/who-built-moon-was-moon-created-by.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/7386272475301217017'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/7386272475301217017'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/who-built-moon-was-moon-created-by.html' title='who built the moon - was the moon created by aliens?'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-3118228516520907763</id><published>2012-01-02T08:15:00.000-08:00</published><updated>2012-01-05T04:07:51.948-08:00</updated><title type='text'>NASA: Gravity Recovery And Interior Laboratory (GRAIL)</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;br /&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Gravity Recovery And Interior Laboratory (GRAIL)&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Nasa creates new gravitational map of the moon&amp;nbsp;. They say it improves our knowledge of near-side gravity by 100 times and of far-side gravity by 1000 times. Maybe we will even explore alien life on the moon.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;           &lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:&quot;&quot;; margin-top:0in; margin-right:0in; margin-bottom:10.0pt; margin-left:0in; mso-pagination:widow-orphan; font-size:12.0pt; font-family:&quot;Times New Roman&quot;; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:&quot;Times New Roman&quot;; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;     &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Launched: Sept. 10, 2011&lt;br /&gt;Lunar Orbit Insertion: Dec. 31, 2011 (GRAIL-A) and Jan.1, 2012 (GRAIL-B)&lt;br /&gt;Science Mission: March - May 2012&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/div&gt;&amp;nbsp;   &lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://3.gvt0.com/vi/_hknIsPNsl8/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/_hknIsPNsl8&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/_hknIsPNsl8&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/qp0GYH9gulY?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/3118228516520907763/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/nasa-gravity-recovery-and-interior.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/3118228516520907763'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/3118228516520907763'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/nasa-gravity-recovery-and-interior.html' title='NASA: Gravity Recovery And Interior Laboratory (GRAIL)'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-6805948516234401175</id><published>2012-01-02T07:56:00.000-08:00</published><updated>2012-01-05T04:07:51.957-08:00</updated><title type='text'>Enoch  - Bible speaks about alien space visitors</title><content type='html'>&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: arial,sans-serif;&quot;&gt;Under  the name of Enoch, there are three different apocryphal books, with the  1st, 2nd, 3rd Enoch, orsometimes also referred to the languages ​​in  which they were handed down mainly.&lt;/span&gt;&lt;br /&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: arial,sans-serif;&quot;&gt;The  first Enoch is also called the Ethiopian Book of Enoch. It has survived  completely only in Ethiopic. Parts of the book are also in Greek (the  first 32 chapters found in a manuscript 1886/87, is also sometimes  referred to as Greek Enoch) receive and Aramaic.&lt;/span&gt;&lt;br /&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: arial,sans-serif;&quot;&gt;The second Enoch (Slavonic Enoch) is only preserved in Church Slavonic.&lt;/span&gt;&lt;br /&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: arial,sans-serif;&quot;&gt;The third Book of Enoch (Hebrew Enoch) in Hebrew.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/6805948516234401175/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/enoch-bible-speaks-about-alien-space.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/6805948516234401175'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/6805948516234401175'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/enoch-bible-speaks-about-alien-space.html' title='Enoch  - Bible speaks about alien space visitors'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1086405993463924703.post-6529349202184913792</id><published>2012-01-02T07:17:00.000-08:00</published><updated>2012-01-05T04:07:51.966-08:00</updated><title type='text'>Magic 12-new world</title><content type='html'>Signed in 2012 by the 12 is a magic number, which closes a whole, is the border between old and new. For centuries, people are terribly afraid of the twelve, it was associated with the upcoming disasters.&lt;br /&gt;Number 12 is also: the one hand we have great expectations, on the other - give us tired.&lt;br /&gt;Tsunami was a kind of harbinger. Many pointed out that the disaster in Asia would appear in 2012. 2011, as premature birth, pain began, after which, however, begins a new life.&lt;br /&gt;Two ones resemble a mirror image, so focus solely on analyzing their own problems. This was also a global dimension - not without reason many Muslim countries rebelled, has chosen the path of revolution.&lt;br /&gt;Was for the Mayan 12 a magic number?Is that why they have announced the occurrence of something new?</content><link rel='replies' type='application/atom+xml' href='http://nibiru-alien.blogspot.com/feeds/6529349202184913792/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/magic-12-new-world.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/6529349202184913792'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1086405993463924703/posts/default/6529349202184913792'/><link rel='alternate' type='text/html' href='http://nibiru-alien.blogspot.com/2012/01/magic-12-new-world.html' title='Magic 12-new world'/><author><name>Ancient Alien Research</name><uri>http://www.blogger.com/profile/12803063543132208717</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry></feed>