<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4980848140184954719</id><updated>2012-02-12T21:12:47.970+01:00</updated><title type='text'>O V E R V I E W</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://lo-overview.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default?start-index=101&amp;max-results=100'/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>573</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-1857707591572651412</id><published>2012-02-12T20:58:00.002+01:00</published><updated>2012-02-12T21:12:47.974+01:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ApS-0QqnhCU/TzgZ6iJvtcI/AAAAAAAACbs/fH0sam4CS0s/s1600/pericolo.tumblr.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="448" src="http://3.bp.blogspot.com/-ApS-0QqnhCU/TzgZ6iJvtcI/AAAAAAAACbs/fH0sam4CS0s/s640/pericolo.tumblr.gif" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;span style="font-size: xx-small;"&gt;Starry Night&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: xx-small;"&gt;Van Gogh &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-1857707591572651412?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/1857707591572651412'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/1857707591572651412'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2012/02/blog-post.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ApS-0QqnhCU/TzgZ6iJvtcI/AAAAAAAACbs/fH0sam4CS0s/s72-c/pericolo.tumblr.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-8418455278230088176</id><published>2012-02-11T12:20:00.000+01:00</published><updated>2012-02-11T12:26:06.220+01:00</updated><title type='text'></title><content type='html'>&lt;a href="http://traavik.info/index.php/haerwerk-4---rock-steady-north-korea.html"&gt;http://traavik.info/index.php/haerwerk-4---rock-steady-north-korea.html&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://3.bp.blogspot.com/-m2KNA5Kgh18/TzZGjp8Al0I/AAAAAAAACbk/iQVbH--bQdE/s1600/mortentraavik.triopanmunjom.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-m2KNA5Kgh18/TzZGjp8Al0I/AAAAAAAACbk/iQVbH--bQdE/s1600/mortentraavik.triopanmunjom.jpg" /&gt;&lt;/a&gt;The Norwegian Armed Forces Museum’s own Artist-in-Residence, Morten Traavik, has visited North Korea repeatedly over the last two years. In April this year, he made a tentative agreement with North Korean authorities to develop a series of independent art projects in the years ahead, based on his impressions from North Korean society and culture. The new exhibition ROCK STEADY NORTH KOREA! draws inspiration both from North Korean propaganda aesthetics and Western rock’n’roll iconography and points to possible similarities between two seemingly opposing ideologies.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/cV18NYm-9ow/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/cV18NYm-9ow&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/cV18NYm-9ow&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/rBgMeunuviE/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/rBgMeunuviE&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/rBgMeunuviE&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;'Take On Me' by AHA played by accodeon quintet from Kum Song (Gold Star) Music School in Pyongyang North Corea, brought to Norway by Morten Traavik as part of his project "The Promised Land" project.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Kirkenes, Berents Spektakel 2012, February 10th.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Also filmed in Pyongyang, North Korea in December 2011.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-8418455278230088176?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/8418455278230088176'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/8418455278230088176'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2012/02/httptraavik.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-m2KNA5Kgh18/TzZGjp8Al0I/AAAAAAAACbk/iQVbH--bQdE/s72-c/mortentraavik.triopanmunjom.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-4816487211191935864</id><published>2012-02-10T11:05:00.001+01:00</published><updated>2012-02-10T11:06:44.342+01:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-kL3ONxIXhV0/TzTrfLqYldI/AAAAAAAACbU/p0m6dZaySKc/s1600/lightbulb.vases.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-kL3ONxIXhV0/TzTrfLqYldI/AAAAAAAACbU/p0m6dZaySKc/s200/lightbulb.vases.jpg" width="133" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-fce6Uz3gCb8/TzTrfy21rvI/AAAAAAAACbY/RbKvTwYy3_c/s1600/rain.chased.teachers.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-fce6Uz3gCb8/TzTrfy21rvI/AAAAAAAACbY/RbKvTwYy3_c/s1600/rain.chased.teachers.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: xx-small;"&gt;March 14 2006&lt;/span&gt;&lt;br /&gt;Rain chased a team of the Teachers Training Institute, Karaikal, Pondicherry, in the Zakir Rose Garden, Sector 16, Chandigarh, on Tuesday.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-4816487211191935864?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/4816487211191935864'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/4816487211191935864'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2012/02/chandigarh-march-14-2006-rain-chased.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-kL3ONxIXhV0/TzTrfLqYldI/AAAAAAAACbU/p0m6dZaySKc/s72-c/lightbulb.vases.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-7329686574814685441</id><published>2012-02-09T14:09:00.001+01:00</published><updated>2012-02-09T18:11:51.293+01:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/iGXfZFlb46U/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/iGXfZFlb46U&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/iGXfZFlb46U&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;Cipher in the Snow is a short story written by&amp;nbsp;Jean Mizer . A short film was made in 1973 by Brigham Young University.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-9csPC3Q1b1g/TzP83CM1JhI/AAAAAAAACbE/W1u57e_8s-Q/s1600/matryoshka_museum_doll.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="140" src="http://3.bp.blogspot.com/-9csPC3Q1b1g/TzP83CM1JhI/AAAAAAAACbE/W1u57e_8s-Q/s200/matryoshka_museum_doll.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://3.bp.blogspot.com/-lfzO6ofatn0/TzP9E2jIgrI/AAAAAAAACbM/5yIQKr4XxV4/s1600/matryoshka.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="196" src="http://3.bp.blogspot.com/-lfzO6ofatn0/TzP9E2jIgrI/AAAAAAAACbM/5yIQKr4XxV4/s200/matryoshka.jpg" width="200" /&gt;&lt;/a&gt;&lt;a href="http://en.wikipedia.org/wiki/Matryoshka_doll"&gt;http://en.wikipedia.org/wiki/Matryoshka_doll&lt;/a&gt; The first Russian nested doll set was carved in 1890 by Vasily Zvyozdochkin from a design by Sergey Malyutin... The doll set was painted by Malyutin. Malyutin's doll set consisted of eight dolls—the outermost was a girl in a traditional dress holding a rooster. The inner dolls were girls and a boy, and the innermost a baby. Zvyozdochkin and Malyutin were inspired by a doll from Honshu, the main island of Japan.&lt;br /&gt;&lt;br /&gt;&lt;span class="commentBody" data-jsid="text"&gt;&lt;span&gt;Metaphorically... known as the "matryoshka principle" or "nested doll principle". It denotes a recognizable relationship of "object-within-similar-obj&lt;/span&gt;&lt;wbr&gt;&lt;/wbr&gt;&lt;span class="word_break"&gt;&lt;/span&gt;ect" that appears in the design of many other natura&lt;span class="text_exposed_show"&gt;l and man-made objects. &lt;br /&gt; &lt;br /&gt; Examples include the Matrioshka brain [A matrioshka brain is a hypothetical megastructure... of immense computational capacity. It is an example of a Class B stellar engine, employing the entire energy output of a star to drive computer systems] &lt;br /&gt; &lt;br /&gt; and the Matroska media-container format [The Matroska Multimedia Container is an open standard free container format, a file format that can hold an unlimited number of video, audio, picture or subtitle tracks in one file.] &lt;br /&gt; &lt;br /&gt; The "matryoshka principle" is also an example of Mise-en-abyme ["placed into abyss". The commonplace usage of this phrase is describing the visual experience of standing between two mirrors, seeing an infinite reproduction of one's image, but it has several other meanings in the realm of the creative arts and literary theory. In Western art history, "mise en abyme" is a formal technique in which an image contains a smaller copy of itself, the sequence appearing to recur infinitely.] &lt;br /&gt; &lt;br /&gt; Compare Fractal. [Fractals are mathematical sets that can have dimensions that fall between the integers. They are typically self-similar patterns, where self-similar means they are "the same from near as from far". Thus, on a computer, as you zoom in on a fractal image, nothing changes and you see the same pattern appear over and over. As mathematical equations, fractals are considered nowhere differentiable, which in a concrete sense means that they cannot be measured in traditional ways.]&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-7329686574814685441?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/7329686574814685441'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/7329686574814685441'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2012/02/cipher-in-snow-is-short-story-written.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-9csPC3Q1b1g/TzP83CM1JhI/AAAAAAAACbE/W1u57e_8s-Q/s72-c/matryoshka_museum_doll.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-6104490385968668794</id><published>2012-02-06T14:40:00.000+01:00</published><updated>2012-02-06T15:09:57.542+01:00</updated><title type='text'></title><content type='html'>&lt;a href="http://stop-nosebleeds.org/"&gt;http://stop-nosebleeds.org/&lt;/a&gt;&lt;br /&gt;GULP:&lt;br /&gt;to swallow rapidly, esp in large mouthfuls: to gulp down food&lt;br /&gt;to stifle or choke: to gulp back sobs&lt;br /&gt;to swallow air convulsively, as while drinking, because of nervousness, surprise, etc&lt;br /&gt;&lt;a href="http://answers.yahoo.com/question/index?qid=20080619035442AAueoX8"&gt;"Gulp"&lt;/a&gt; can mean two things, same with the following of "Double gulp".&lt;br /&gt;Meaning 1: Gulp can mean "Uh-oh!" or that you are scared. When someone replies with "Double gulp!" it means they agree that they are scared but they are more scared.&lt;br /&gt;Meaning 2: It means the same as above, but to put it shorter, it just means that you agree with what the original "Gulp" was referring to.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/ieN2vhslTTU/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/ieN2vhslTTU&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/ieN2vhslTTU&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/CD7eagLl5c4/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/CD7eagLl5c4&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/CD7eagLl5c4&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;&lt;table border="0" cellpadding="3" cellspacing="4"&gt;&lt;tbody&gt;&lt;tr class="tr3" valign="top"&gt;&lt;td align="right" class="td3n1" width="1%"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="td3n2"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="tr3" valign="top"&gt;&lt;td align="right" class="td3n1" width="1%"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="td3n2"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="tr3" valign="top"&gt;&lt;td align="right" class="td3n1" width="1%"&gt;&lt;span id="hotword"&gt;&lt;span id="hotword" name="hotword" style="color: #333333; cursor: default;"&gt;&lt;/span&gt; &lt;/span&gt;&lt;/td&gt;&lt;td class="td3n2"&gt;&lt;br /&gt;&lt;table border="0" cellpadding="3" cellspacing="4"&gt;&lt;tbody&gt;&lt;tr class="tr3" valign="top"&gt;&lt;td class="td3n2"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table border="0" cellpadding="3" cellspacing="4"&gt;&lt;tbody&gt;&lt;tr class="tr3" valign="top"&gt;&lt;td class="td3n2"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;td class="td3n2"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-6104490385968668794?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/6104490385968668794'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/6104490385968668794'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2012/02/httpstop-nosebleeds.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-8868145351331790008</id><published>2012-01-26T16:40:00.000+01:00</published><updated>2012-01-26T20:13:47.504+01:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Zx9EFHH7zLQ/TyGk1aC4FAI/AAAAAAAACa8/F2zRE1JXOZ0/s1600/usintelligence.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-Zx9EFHH7zLQ/TyGk1aC4FAI/AAAAAAAACa8/F2zRE1JXOZ0/s200/usintelligence.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://usmilitary.about.com/library/milinfo/armybranches/blmi.htm"&gt;http://usmilitary.about.com/library/milinfo/armybranches/blmi.htm&lt;/a&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: small;"&gt;The sun, composed of four straightand four wavy alternating rays, is the symbol of Helios who, as God of the Sun, could see and hear everything.The four straight rays of the sun symbol also allude to the four points of the compass and the worldwide missionof the Military Intelligence Branch. The placement of the sun symbol beneath the rose (an ancient symbol of secrecy)refers to the operations and activities being conducted under circumstances forbidding disclosure.&lt;/span&gt;&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Echelon_%28signals_intelligence%29"&gt;http://en.wikipedia.org/wiki/Echelon_%28signals_intelligence%29&lt;/a&gt;&lt;br /&gt;&lt;a href="http://wiki.echelon2.org/wiki/Main_Page"&gt;http://wiki.echelon2.org/wiki/Main_Page&lt;/a&gt;&lt;br /&gt;&lt;span style="font-family: Book Antiqua,Times New Roman,serif; font-size: small;"&gt;&lt;b&gt;&lt;span style="font-size: medium;"&gt;Heraldic                      Rose&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="justify" style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;The rose signifies                    primarily                      the maternal creative mystery. It represents spiritual                    unfoldment and attainment.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-family: inherit; font-size: small;"&gt;&lt;span style="font-family: inherit;"&gt; From&lt;/span&gt;                    the earliest times, the rose was associated with love; in                    Greek mythology, the red rose was symbolic                    of love which transcended death. In the Middle Ages, the                    red rose stood for the blood shed by Jesus on the Cross and                    therefore represented God's love for mankind. The rose as the 'queen of flowers' was also                    associated with the Virgin Mary.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Tahoma,Verdana,Arial; font-size: x-small;"&gt;&lt;/span&gt;&lt;a href="http://wiki.echelon2.org/wiki/Guide_to_Pursuants"&gt;http://wiki.echelon2.org/wiki/Guide_to_Pursuants&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ohZNtZKRaYs/TyFzj5lFGBI/AAAAAAAACa0/SvXC1zw60ks/s1600/wiki.echelon2.org.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-ohZNtZKRaYs/TyFzj5lFGBI/AAAAAAAACa0/SvXC1zw60ks/s1600/wiki.echelon2.org.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-8868145351331790008?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/8868145351331790008'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/8868145351331790008'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2012/01/httpen.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Zx9EFHH7zLQ/TyGk1aC4FAI/AAAAAAAACa8/F2zRE1JXOZ0/s72-c/usintelligence.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-5863049550987371305</id><published>2012-01-22T14:32:00.000+01:00</published><updated>2012-01-22T14:51:49.160+01:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-YnsGOB-srig/Txvz1VMZClI/AAAAAAAACaU/9IIZ8MN39t4/s1600/Karen-Bit-Vejle.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-YnsGOB-srig/Txvz1VMZClI/AAAAAAAACaU/9IIZ8MN39t4/s320/Karen-Bit-Vejle.jpg" width="313" /&gt;&lt;/a&gt;&lt;/div&gt;Karen Bit Vejle cutting paper with H.C.Andersen's scissors.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-qlrzTrvnhIM/Txv1Ra2dRsI/AAAAAAAACac/orl4tXO6nh8/s1600/karen-2-scissors.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-qlrzTrvnhIM/Txv1Ra2dRsI/AAAAAAAACac/orl4tXO6nh8/s1600/karen-2-scissors.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;Her own and H.C.Andersen's scissors.&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Papercutting"&gt;http://en.wikipedia.org/wiki/Papercutting&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-x8YSYHe6Ncs/Txv6cFfB9sI/AAAAAAAACak/WhP-VK5h8MI/s1600/dragon-snowflake.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="168" src="http://2.bp.blogspot.com/-x8YSYHe6Ncs/Txv6cFfB9sI/AAAAAAAACak/WhP-VK5h8MI/s200/dragon-snowflake.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;The snowflake kaleidoscope is made from a paper cutting of a dragon crafted in Hong Kong.&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Chinese_New_Year"&gt;http://en.wikipedia.org/wiki/Chinese_New_Year&lt;/a&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;b&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;HAPPY NEW YEAR 4709!&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;Windows and doors will be decorated with red colour paper-cuts and couplets with popular themes of "good fortune" or "happiness", "wealth" and "longevity".&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-N2otYQYgd1w/TxwUVB1FYlI/AAAAAAAACas/3nE7Gmc5vjg/s1600/Tumi-Chinese-New-Year-Dragon-Luggage-Tag--8049.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="118" src="http://2.bp.blogspot.com/-N2otYQYgd1w/TxwUVB1FYlI/AAAAAAAACas/3nE7Gmc5vjg/s200/Tumi-Chinese-New-Year-Dragon-Luggage-Tag--8049.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-5863049550987371305?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/5863049550987371305'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/5863049550987371305'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2012/01/karen-bit-vejle-cutting-paper-with-h.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-YnsGOB-srig/Txvz1VMZClI/AAAAAAAACaU/9IIZ8MN39t4/s72-c/Karen-Bit-Vejle.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-1873837309166309188</id><published>2011-12-09T14:55:00.001+01:00</published><updated>2011-12-09T15:00:48.473+01:00</updated><title type='text'></title><content type='html'>&lt;div id="dragContainer"&gt;&lt;/div&gt;Eagle Print Shopper&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-eyfLvRhb9PI/TuIUTeJePMI/AAAAAAAACZA/nqcBSbcZm0I/s1600/Eagle+Print+Shopper.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://1.bp.blogspot.com/-eyfLvRhb9PI/TuIUTeJePMI/AAAAAAAACZA/nqcBSbcZm0I/s200/Eagle+Print+Shopper.jpg" width="142" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="images multiple_images" id="item_images"&gt;&lt;div class="draggable" id="product_11084_67006"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-1873837309166309188?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/1873837309166309188'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/1873837309166309188'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/12/eagle-print-shopper.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-eyfLvRhb9PI/TuIUTeJePMI/AAAAAAAACZA/nqcBSbcZm0I/s72-c/Eagle+Print+Shopper.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-2588629841840964805</id><published>2011-11-29T18:33:00.001+01:00</published><updated>2011-12-06T18:19:41.947+01:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-2bBaToVioSw/TtUYrTMB3kI/AAAAAAAACYw/R1j-V8biPFg/s1600/Korsto%25CC%2588rne.Ekorre.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="150" src="http://2.bp.blogspot.com/-2bBaToVioSw/TtUYrTMB3kI/AAAAAAAACYw/R1j-V8biPFg/s200/Korsto%25CC%2588rne.Ekorre.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;"Jag frågade två vakter idag också. Jag pekade åt trädet och frågade om de kan dess namn. De sa Prescott. Jag svarade att detta namn dyker inte upp i Google, inte som träd. Å, sa de, det är namnet på the street, på andra sidan huset. Så, jag sa tree och de förstod street för att jag samtidigt pekade åt det håll både träet och gatan ligger... Och inte heller dessa vakter idag visste vad trädet heter..."&lt;br /&gt;&lt;i&gt;(Är det möjligen denna Prescott&lt;a href="http://en.wikipedia.org/wiki/William_H._Prescott" target="_blank"&gt; http://en.wikipedia.org/wiki/&lt;wbr&gt;&lt;/wbr&gt;William_H._Prescott&lt;/a&gt; (från Prescott House i Boston)?)&lt;/i&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;"&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span class="hP" id=":4a"&gt;Back to locust. Imorgon mejlar jag the city arborist..."&lt;/span&gt;&lt;span class="hP" id=":4a"&gt;&lt;br /&gt;"&lt;/span&gt;&lt;/span&gt;Dear Boston arborist, can you help   me to identify a big tree that is everywhere in Cambridge and has long brown   pods, some of them still on the trees and many on the ground around them.   There is one for instance in front of the Irving House at Irving street,   another at 12 Quincy street, in front of the Humanities centre. Grateful for   any suggestions. On google I came close to Black Locust, or to Honey Locust.   Sincerely, Vasilis Papageorgiou&lt;span style="font-size: small;"&gt;&lt;span class="hP" id=":4a"&gt;"&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: blue; font-family: Arial; font-size: x-small;"&gt;&lt;span style="color: black;"&gt;"Although we are not Cambridge our arborist said what you are likely describing is &lt;/span&gt;&lt;span style="color: black; font-family: Times New Roman; font-size: small;"&gt;Gleditsia tricanthos inermis, common honey locust..."&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Korstörnesläktet (Gleditsia) är ett växtsläkte i familjen ärtväxter med 14 arter som förekommer naturligt i Nord- och Sydamerika, samt i sydöstra Asien. Några arter odlas som trädgårdsväxter i Sverige.&lt;br /&gt;Gleditsia triacanthos L. Engl.: honey locust, sweet locust, thorny locust, three-thorned acacia. Deu.: Falscher Christusdorn, Lederhülsenbaum, Amerikanische Gleditschie. Suom.: kolmioka. Sven.: korstörne. Bot. syn.: Gleditschia triacanthos L.&lt;br /&gt;Gleditsia tricanthos inermis Korstörne. Ett träd med ormbunkslika blad och tornade grenar. Tornarna kan bli riktigt långa och grenar sig till att likna ett kors, vilket gett dess svenska namn.&lt;br /&gt;Formen inermis saknar tornar.&lt;br /&gt;KORSTÖRNE UTAN TORNAR!&lt;br /&gt;Nationalencyclopedin: korstörne, Kristi törnekrona, Gledi´tsia triaca´nthos&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-2588629841840964805?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/2588629841840964805'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/2588629841840964805'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/11/jag-fragade-tva-vakter-idag-ocksa.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-2bBaToVioSw/TtUYrTMB3kI/AAAAAAAACYw/R1j-V8biPFg/s72-c/Korsto%25CC%2588rne.Ekorre.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-476911554833825085</id><published>2011-11-27T14:18:00.001+01:00</published><updated>2011-11-27T14:44:07.419+01:00</updated><title type='text'></title><content type='html'>&amp;nbsp;&lt;img alt="" 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" /&gt;&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Big_Dipper"&gt;http://en.wikipedia.org/wiki/Big_Dipper&lt;/a&gt; The &lt;b&gt;Plough&lt;/b&gt;, also known as the &lt;b&gt;Big Dipper&lt;/b&gt; or the &lt;b&gt;Saptarishi&lt;/b&gt; (after the &lt;a href="http://en.wikipedia.org/wiki/Saptarshi" title="Saptarshi"&gt;seven rishis&lt;/a&gt;), is an &lt;a href="http://en.wikipedia.org/wiki/Asterism_%28astronomy%29" title="Asterism (astronomy)"&gt;asterism&lt;/a&gt; of seven &lt;a href="http://en.wikipedia.org/wiki/Star" title="Star"&gt;stars&lt;/a&gt; that has been recognized as a distinct grouping in many cultures from time immemorial. The component stars are the seven brightest of the formal &lt;a href="http://en.wikipedia.org/wiki/Constellation" title="Constellation"&gt;constellation&lt;/a&gt; &lt;a href="http://en.wikipedia.org/wiki/Ursa_Major" title="Ursa Major"&gt;Ursa Major&lt;/a&gt;.&lt;br /&gt;The &lt;b&gt;Saptarishi&lt;/b&gt; (&lt;span lang="sa"&gt;सप्तर्षि&lt;/span&gt; &lt;i&gt;&lt;span class="Unicode" style="text-decoration: none; white-space: normal;" title="International Alphabet of Sanskrit Transliteration"&gt;saptarṣi&lt;/span&gt;&lt;/i&gt; a &lt;a href="http://en.wikipedia.org/wiki/Sanskrit" title="Sanskrit"&gt;Sanskrit&lt;/a&gt; &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Dvigu" title="Dvigu"&gt;dvigu&lt;/a&gt; meaning "seven sages") are the seven &lt;a href="http://en.wikipedia.org/wiki/Rishi" title="Rishi"&gt;rishis&lt;/a&gt; who are extolled at many places in the &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Veda" title="Veda"&gt;Vedas&lt;/a&gt; and &lt;a href="http://en.wikipedia.org/wiki/Hindu" title="Hindu"&gt;Hindu&lt;/a&gt; literature... Sapta Rishis are the Hierarchy working under the guidance of the Highest Creative Intelligence, God. There were all &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Saraswat_Brahmins" title="Saraswat Brahmins"&gt;Saraswat Brahmins&lt;/a&gt;. The present batch of the Sapta Rishis: &lt;b&gt;Bhrigu&lt;/b&gt;, &lt;b&gt;Atri&lt;/b&gt;, &lt;b&gt;Angirasa&lt;/b&gt;, &lt;b&gt;Vasishta&lt;/b&gt;, &lt;b&gt;Pulastya&lt;/b&gt;, &lt;b&gt;Pulalaha&lt;/b&gt; and &lt;b&gt;Kratu&lt;/b&gt;. They bring down to the earth the required Knowledge and Energies to strengthen the processes of Transition (Pralaya). They are naturally the most evolved Light Beings in the Creation and the guardians of the Divine Laws.&lt;br /&gt;Known as &lt;b&gt;Charles his waine&lt;/b&gt; in some areas of England, the Plough was formerly called by the old &lt;a href="http://en.wikipedia.org/wiki/Name" title="Name"&gt;name&lt;/a&gt; &lt;b&gt;Charles' Wain&lt;/b&gt;&lt;sup class="reference" id="cite_ref-Allen98_0-0"&gt;&lt;a href="http://en.wikipedia.org/wiki/Big_Dipper#cite_note-Allen98-0"&gt;&lt;/a&gt;&lt;/sup&gt; ("wain" meaning "wagon," and derived from the still older &lt;i&gt;Carlswæn&lt;/i&gt;), as it still is in &lt;a href="http://en.wikipedia.org/wiki/Scandinavia" title="Scandinavia"&gt;Scandinavia&lt;/a&gt;, &lt;b&gt;Karlavagnen&lt;/b&gt;, &lt;b&gt;Karlsvogna&lt;/b&gt;, or &lt;b&gt;Karlsvognen&lt;/b&gt;. In the northeast of &lt;a href="http://en.wikipedia.org/wiki/England" title="England"&gt;England&lt;/a&gt; it is sometimes known as &lt;b&gt;Charlie's Waggon&lt;/b&gt;. A &lt;a href="http://en.wikipedia.org/wiki/Folk_etymology" title="Folk etymology"&gt;folk etymology&lt;/a&gt; holds that it was named after &lt;a href="http://en.wikipedia.org/wiki/Charlemagne" title="Charlemagne"&gt;Charlemagne&lt;/a&gt;, but this common &lt;a href="http://en.wikipedia.org/wiki/Germanic_languages" title="Germanic languages"&gt;Germanic&lt;/a&gt; name meant the &lt;i&gt;men's wagon&lt;/i&gt; (&lt;i&gt;the churls' wagon&lt;/i&gt;), in contrast to the &lt;i&gt;women's wagon&lt;/i&gt; (the &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Little_Dipper" title="Little Dipper"&gt;Little Dipper&lt;/a&gt;).&lt;sup class="reference" id="cite_ref-1"&gt;&lt;a href="http://en.wikipedia.org/wiki/Big_Dipper#cite_note-1"&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class="reference" id="cite_ref-2"&gt;&lt;a href="http://en.wikipedia.org/wiki/Big_Dipper#cite_note-2"&gt;&lt;/a&gt;&lt;/sup&gt; An older &lt;i&gt;Odin's Wain&lt;/i&gt; may have preceded these &lt;a href="http://en.wikipedia.org/wiki/North_Germanic_languages" title="North Germanic languages"&gt;Nordic&lt;/a&gt; designations.&lt;br /&gt;In the same line of sight as &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Mizar_%28star%29" title="Mizar (star)"&gt;Mizar&lt;/a&gt;, but three light-years beyond it, is the star &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Zeta_Ursae_Majoris" title="Zeta Ursae Majoris"&gt;Alcor&lt;/a&gt; (80 &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/UMa" title="UMa"&gt;UMa&lt;/a&gt;). Together they are known as the &lt;a href="http://en.wikipedia.org/wiki/Horse_and_Rider" title="Horse and Rider"&gt;Horse and Rider&lt;/a&gt;. At fourth magnitude, Alcor would normally be relatively easy to see with the unaided eye, but its proximity to Mizar renders it more difficult to resolve, and it has served as a traditional test of sight. Mizar itself has four components and thus enjoys the distinction of being part of an &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Optical_binary" title="Optical binary"&gt;optical binary&lt;/a&gt; as well as being the first-discovered &lt;a href="http://en.wikipedia.org/wiki/Telescope" title="Telescope"&gt;telescopic&lt;/a&gt; &lt;a href="http://en.wikipedia.org/wiki/Binary_star" title="Binary star"&gt;binary&lt;/a&gt; (1617) and the first-discovered &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Spectroscopic_binary" title="Spectroscopic binary"&gt;spectroscopic binary&lt;/a&gt; (1889).&lt;br /&gt;Five of the stars of the Big Dipper are at the core of the &lt;a href="http://en.wikipedia.org/wiki/Ursa_Major_Moving_Group" title="Ursa Major Moving Group"&gt;Ursa Major Moving Group&lt;/a&gt;. The two at the ends, Dubhe and Alkaid, are not part of the swarm, and are moving in the opposite direction. Relative to the central five, they are moving down and to the right in the map. This will slowly change the Dipper's shape, with the bowl opening up and the handle becoming more bent. In 50,000 years the Dipper will no longer exist as we know it, but be re-formed into a new Dipper facing the opposite way. The stars Alkaid to Phecda will then constitute the bowl, while Phecda, Merak, and Dubhe will be the handle!&lt;br /&gt;In &lt;a href="http://en.wikipedia.org/wiki/J._R._R._Tolkien" title="J. R. R. Tolkien"&gt;Tolkien&lt;/a&gt;'s &lt;a href="http://en.wikipedia.org/wiki/Middle-earth" title="Middle-earth"&gt;Middle-earth&lt;/a&gt; mythos, it is called the &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Valacirca" title="Valacirca"&gt;Valacirca&lt;/a&gt; (Sickle of the Valar), the sign of Hope signifying doom for Evil, while in &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/T.A._Barron" title="T.A. Barron"&gt;T.A. Barron&lt;/a&gt;'s &lt;i&gt;Great Tree of Avalon&lt;/i&gt; series, it is called the Wizard's Staff, symbolizing &lt;a href="http://en.wikipedia.org/wiki/Merlin" title="Merlin"&gt;Merlin&lt;/a&gt;'s staff.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/North_Star"&gt;http://en.wikipedia.org/wiki/North_Star&lt;/a&gt;&amp;nbsp; The North Star has historically been used for &lt;a href="http://en.wikipedia.org/wiki/Navigation" title="Navigation"&gt;navigation&lt;/a&gt;, both to find the direction of north and to determine &lt;a href="http://en.wikipedia.org/wiki/Latitude" title="Latitude"&gt;latitude&lt;/a&gt;. It always appears due north in the sky, and the angle it makes with respect to the horizon is equal to the latitude of the observer.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-476911554833825085?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/476911554833825085'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/476911554833825085'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/11/httpen_27.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-6583313678680518693</id><published>2011-11-26T19:41:00.001+01:00</published><updated>2011-12-09T10:39:05.491+01:00</updated><title type='text'></title><content type='html'>&lt;a href="http://sv.wikipedia.org/wiki/F%C3%A4rgad_sn%C3%B6"&gt;http://sv.wikipedia.org/wiki/F%C3%A4rgad_sn%C3%B6&lt;/a&gt; &lt;br /&gt;&lt;b&gt;Färgad snö&lt;/b&gt; är snö som av olika anledningar fått en annorlunda färg än den vanligast förekommande vita. Ofta beror det på föroreningar, men kan även orsakas av andra orsaker. Olika sorters färgad snö förekommer då och då, på olika ställen. Olikfärgad snö kan ha många olika anledningar som kan orsakas av lokala händelser. Exempelvis är det inte ovanligt att det faller röd snö i &lt;a href="http://sv.wikipedia.org/wiki/Ryssland" title="Ryssland"&gt;Ryssland&lt;/a&gt; från &lt;a href="http://sv.wikipedia.org/wiki/Mongoliet" title="Mongoliet"&gt;Mongoliets&lt;/a&gt; öknar, likaså i &lt;a href="http://sv.wikipedia.org/wiki/Korea" title="Korea"&gt;Korea&lt;/a&gt; från öknar i &lt;a href="http://sv.wikipedia.org/wiki/Kina" title="Kina"&gt;Kina&lt;/a&gt;, och så vidare. Förutom de nedan angivna formerna färgas snön ibland &lt;a href="http://sv.wikipedia.org/wiki/Gr%C3%B6n" title="Grön"&gt;grön&lt;/a&gt;, förekommande i mindre fläckar orsakade av mikroskopiska fläckar, samt i bruna nyanser. I mars &lt;a href="http://sv.wikipedia.org/wiki/1991" title="1991"&gt;1991&lt;/a&gt; föll gulfärgad snö ner i &lt;a href="http://sv.wikipedia.org/wiki/Junsele" title="Junsele"&gt;Junsele&lt;/a&gt; i &lt;a class="mw-redirect" href="http://sv.wikipedia.org/wiki/V%C3%A4sternorrland" title="Västernorrland"&gt;Västernorrland&lt;/a&gt;. Det snöfallet orsakades av &lt;a href="http://sv.wikipedia.org/wiki/Sahara" title="Sahara"&gt;Sahara&lt;/a&gt; emedan samma nederbördsområde hade färdats över Sahara några dagar tidigare. &lt;a href="http://sv.wikipedia.org/wiki/2001" title="2001"&gt;2001&lt;/a&gt; inträffade samma sak igen, fast i &lt;a href="http://sv.wikipedia.org/wiki/Sk%C3%A5ne" title="Skåne"&gt;Skåne&lt;/a&gt;.&lt;br /&gt;&lt;a href="http://sv.wikipedia.org/wiki/1954" title="1954"&gt;1954&lt;/a&gt; föll klarröd snö från &lt;a class="new" href="http://sv.wikipedia.org/w/index.php?title=Kangamiut&amp;amp;action=edit&amp;amp;redlink=1" title="Kangamiut [inte skriven än]"&gt;Kangamiut&lt;/a&gt; på &lt;a href="http://sv.wikipedia.org/wiki/Gr%C3%B6nland" title="Grönland"&gt;Grönland&lt;/a&gt; ned, vilket var starten på en påföljande forskning. Då och då faller röd snö ovanifrån, men oftare orsakas röd snö av alger från marken. De tillfällen som röd snö faller ovanifrån i Europa beror det på stoft i luften från lösjordsbältet vid &lt;a href="http://sv.wikipedia.org/wiki/Svarta_havet" title="Svarta havet"&gt;Svarta havet&lt;/a&gt;.&lt;br /&gt;Röd snö är en inom det &lt;a href="http://sv.wikipedia.org/wiki/Arktis" title="Arktis"&gt;arktiska&lt;/a&gt; området och i bergstrakter förekommande rödfärgning (karmosinröd, blodröd, tegelröd) av &lt;a href="http://sv.wikipedia.org/wiki/Sn%C3%B6" title="Snö"&gt;snön&lt;/a&gt; till följd av riklig förekomst av &lt;a href="http://sv.wikipedia.org/wiki/Alger" title="Alger"&gt;alger&lt;/a&gt;. Algerna är rödfärgade &lt;a class="new" href="http://sv.wikipedia.org/w/index.php?title=Volvocac%C3%A9er&amp;amp;action=edit&amp;amp;redlink=1" title="Volvocacéer [inte skriven än]"&gt;volvocacéer&lt;/a&gt;, oftast &lt;i&gt;Chlamydomonas nivalis&lt;/i&gt; (Sphærella nivalis, Hæmatococcus nivalis). De lever ofta i snö, men syns ofta vid täta förekomster. Anledningen till att algen bildar ett rödfärgat pigment täckande &lt;a href="http://sv.wikipedia.org/wiki/Klorofyll" title="Klorofyll"&gt;klorofyllet&lt;/a&gt; vid träffande solstrålar är att skydda algen mot den väldigt starka solstrålning som uppkommer när solen reflekteras i snön. Snön är vanligen färgad endast till ett ringa djup, intensivt på ytan, där algerna snabbast förökar sig i smältvattnet mellan snökornen. I &lt;a href="http://sv.wikipedia.org/wiki/Sverige" title="Sverige"&gt;Sveriges&lt;/a&gt; fjälltrakter är röd snö inte någon sällsynt företeelse och förekommer där både på så kallad evig snö och på snöfläckar, som helt töar bort under sommaren. På &lt;a href="http://sv.wikipedia.org/wiki/Svalbard" title="Svalbard"&gt;Svalbard&lt;/a&gt; finns tegelröd och &lt;a class="mw-redirect" href="http://sv.wikipedia.org/wiki/Gr%C3%B6n_sn%C3%B6" title="Grön snö"&gt;grön snö&lt;/a&gt;. &lt;b&gt;Blodsnö&lt;/b&gt; är snö som färgats röd av rödfärgat stoft, som virvlas upp av vindar och därefter kan färdas långa sträckor, och i vissa fall falla ned med eller på snö. Exempelvis kan sandstormar i &lt;a href="http://sv.wikipedia.org/wiki/Sahara" title="Sahara"&gt;Sahara&lt;/a&gt; orsaka blodsnö.&lt;br /&gt;&lt;br /&gt;10.04.2011&lt;br /&gt;&lt;div class="apiInline"&gt;Statsmetrolog Terje Alsvik Walløe på metrologisk institutt på Blindern forteller at den gul-rødebrune fargen skyldes sand fra Sahara. &lt;/div&gt;&lt;div class="apiInline"&gt;- For noen dager siden blåste det kraftig vind i Sahara, og den virvlet opp mye sandstøv ganske høyt opp i atmosfæren. Samtidig har det blåst kraftig fra sør i Europa, og der har det vært lite skyer og nedbør. Dermed har sanden blåst nordover, og passerte England i går. I dag traff sanden nedbør i Nordland, og kom ned som gul-brunrød snø og regn, forteller han.&lt;/div&gt;&lt;div class="apiInline"&gt;Han forteller at metrologene har fått melding fra Helgeland i sør til Narvik i nord om dette fenomenet.&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="apiInline"&gt;&lt;a href="http://sverigesradio.se/sida/artikel.aspx?programid=2327&amp;amp;artikel=4449894" rel="bookmark"&gt;&lt;span style="font-size: small;"&gt;"Extra näringsämnen från himlen"&lt;/span&gt;&lt;/a&gt; &lt;span style="font-size: small;"&gt;Stoft från Saharaöknen orsakade det gula regnet över Riksgränsen. Enligt professor Erik Swietlicki var regnet ofarligt och till och med nyttigt.&lt;/span&gt;&lt;/div&gt;&lt;div class="intro inFlow"&gt;             &lt;/div&gt;&lt;div class="apiInline"&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-6583313678680518693?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/6583313678680518693'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/6583313678680518693'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/11/httpsv.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-5503654893576343073</id><published>2011-11-02T11:50:00.000+01:00</published><updated>2011-11-03T12:57:09.577+01:00</updated><title type='text'></title><content type='html'>&lt;a href="http://en.wikipedia.org/wiki/Early_world_maps"&gt;http://en.wikipedia.org/wiki/Early_world_maps&lt;/a&gt;&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Babylonian_Map_of_the_World"&gt;http://en.wikipedia.org/wiki/Babylonian_Map_of_the_World&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ssY7I2rKW5E/TrKA8Ool17I/AAAAAAAACYg/i5nlUfkU9UU/s1600/babylon.map.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="189" src="http://2.bp.blogspot.com/-ssY7I2rKW5E/TrKA8Ool17I/AAAAAAAACYg/i5nlUfkU9UU/s200/babylon.map.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;em&gt;‘The Babylonian World&amp;nbsp;Map, the earliest surviving&amp;nbsp;map&amp;nbsp;of the world (c. 600 BCE), is a symbolic, not a literal representation. It deliberately omits peoples such as the Persians and Egyptians, who were well known to the Babylonians. The area shown is depicted as a circular shape surrounded by water...’&lt;/em&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ccNSK1qa9WA/TrEdjHgybwI/AAAAAAAACYI/PKo8-nvPJCY/s1600/T-O_world_map_12th_c.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-ccNSK1qa9WA/TrEdjHgybwI/AAAAAAAACYI/PKo8-nvPJCY/s200/T-O_world_map_12th_c.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;The medieval &lt;a href="http://en.wikipedia.org/wiki/T_and_O_map" title="T and O map"&gt;T and O maps&lt;/a&gt; originate with the description of the world in the &lt;i&gt;&lt;a href="http://en.wikipedia.org/wiki/Etymologiae" title="Etymologiae"&gt;Etymologiae&lt;/a&gt;&lt;/i&gt; of &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Isidore_of_Sevilla" title="Isidore of Sevilla"&gt;Isidore of Sevilla&lt;/a&gt; (died 636). This qualitative and conceptual type of medieval &lt;a href="http://en.wikipedia.org/wiki/Cartography" title="Cartography"&gt;cartography&lt;/a&gt; represents only the top-half of a spherical Earth.&lt;sup class="reference" id="cite_ref-10"&gt;&lt;a href="http://en.wikipedia.org/wiki/Early_world_maps#cite_note-10"&gt;[11]&lt;/a&gt;&lt;/sup&gt; It was presumably tacitly considered a convenient &lt;a href="http://en.wikipedia.org/wiki/Map_projection" title="Map projection"&gt;projection&lt;/a&gt; of the inhabited portion of the world known in Roman and Medieval times (that is, the &lt;a href="http://en.wikipedia.org/wiki/Clime" title="Clime"&gt;northern temperate&lt;/a&gt; half of the globe). The &lt;i&gt;T&lt;/i&gt; is the &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Mediterranean" title="Mediterranean"&gt;Mediterranean&lt;/a&gt;, dividing the three &lt;a href="http://en.wikipedia.org/wiki/Continent" title="Continent"&gt;continents&lt;/a&gt;, &lt;a href="http://en.wikipedia.org/wiki/Asia" title="Asia"&gt;Asia&lt;/a&gt;, &lt;a href="http://en.wikipedia.org/wiki/Europe" title="Europe"&gt;Europe&lt;/a&gt; and &lt;a href="http://en.wikipedia.org/wiki/Africa" title="Africa"&gt;Africa&lt;/a&gt;, and the &lt;i&gt;O&lt;/i&gt; is the surrounding &lt;a href="http://en.wikipedia.org/wiki/Ocean" title="Ocean"&gt;Ocean&lt;/a&gt;. &lt;a href="http://en.wikipedia.org/wiki/Jerusalem" title="Jerusalem"&gt;Jerusalem&lt;/a&gt; was generally represented in the center of the map. Asia was typically the size of the other two continents combined. Because the sun rose in the east, Paradise (the Garden of Eden) was generally depicted as being in Asia, and Asia was situated at the top portion of the map.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-lOvmMhAeox4/TrEeg2kJTGI/AAAAAAAACYQ/WGkFyLZ_TMU/s1600/Beatus_map.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="125" src="http://3.bp.blogspot.com/-lOvmMhAeox4/TrEeg2kJTGI/AAAAAAAACYQ/WGkFyLZ_TMU/s200/Beatus_map.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&lt;b&gt;Beatus of Liébana&lt;/b&gt; (c. 730 - 798) was a &lt;a href="http://en.wikipedia.org/wiki/Spain" title="Spain"&gt;Spanish&lt;/a&gt; &lt;a href="http://en.wikipedia.org/wiki/Monk" title="Monk"&gt;monk&lt;/a&gt; and &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Theologian" title="Theologian"&gt;theologian&lt;/a&gt;. He corresponded with &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Alcuin_of_York" title="Alcuin of York"&gt;Alcuin&lt;/a&gt;, and took part in the &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Adoptionist" title="Adoptionist"&gt;Adoptionist&lt;/a&gt; controversy, criticizing the views of &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Felix_of_Urgel" title="Felix of Urgel"&gt;Felix of Urgel&lt;/a&gt; and &lt;a class="mw-redirect" href="http://en.wikipedia.org/wiki/Elipandus_of_Toledo" title="Elipandus of Toledo"&gt;Elipandus of Toledo&lt;/a&gt;. He is best remembered today as the author of his &lt;i&gt;Commentary on the &lt;a href="http://en.wikipedia.org/wiki/Apocalypse" title="Apocalypse"&gt;Apocalypse&lt;/a&gt;&lt;/i&gt;, published in 776. An illustrated manuscript known as the &lt;a href="http://en.wikipedia.org/wiki/Saint-Sever_Beatus" title="Saint-Sever Beatus"&gt;Saint-Sever Beatus&lt;/a&gt;, featuring the &lt;i&gt;Commentary&lt;/i&gt;, was produced around 1050 at the Abbey of Saint-Sever, Aquitaine, France. It contains one of the oldest Christian world maps as an illustration of the &lt;i&gt;Commentary&lt;/i&gt;. Although the original manuscript and map has not survived, copies of the map survives in several of the extant manuscripts.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-FmzRp3IVu74/TrEfr42Vd7I/AAAAAAAACYY/NE1J5vmaBWg/s1600/World_map_pietro_vesconte.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="199" src="http://3.bp.blogspot.com/-FmzRp3IVu74/TrEfr42Vd7I/AAAAAAAACYY/NE1J5vmaBWg/s200/World_map_pietro_vesconte.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;&lt;span class="mw-headline" id="Pietro_Vesconte.27s_world_map_.281321.29"&gt;&lt;/span&gt;&lt;/h3&gt;Italian geographer &lt;a href="http://en.wikipedia.org/wiki/Pietro_Vesconte" title="Pietro Vesconte"&gt;Pietro Vesconte&lt;/a&gt; was a pioneer of the field of the &lt;a href="http://en.wikipedia.org/wiki/Portolan_chart" title="Portolan chart"&gt;portolan chart&lt;/a&gt;. His nautical charts are among the earliest to map the &lt;a href="http://en.wikipedia.org/wiki/Mediterranean_Sea" title="Mediterranean Sea"&gt;Mediterraean&lt;/a&gt; and &lt;a href="http://en.wikipedia.org/wiki/Black_Sea" title="Black Sea"&gt;Black Sea&lt;/a&gt; regions accurately. He also produced progressively more accurate depictions of the coastlines of northern Europe. In his world map of 1321 he brought his experience as a maker of portolans to bear; the map introduced a previously unheard of accuracy to the mappa mundi genre.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-5503654893576343073?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/5503654893576343073'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/5503654893576343073'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/11/httpen.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-ssY7I2rKW5E/TrKA8Ool17I/AAAAAAAACYg/i5nlUfkU9UU/s72-c/babylon.map.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-3468077505345933675</id><published>2011-10-27T20:29:00.000+02:00</published><updated>2011-10-27T20:34:24.348+02:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ts4-bdcwcPc/Tqmjtze08wI/AAAAAAAACYA/PCy5d3ay8O8/s1600/tolkien_christmas_card_bodleian.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://1.bp.blogspot.com/-ts4-bdcwcPc/Tqmjtze08wI/AAAAAAAACYA/PCy5d3ay8O8/s200/tolkien_christmas_card_bodleian.jpg" width="145" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-xV9EAnoUVAI/TqmimAPGzVI/AAAAAAAACXw/LZr8woJgbTk/s1600/Tolkien.Mabel_Suffield_Christmas_Card.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-xV9EAnoUVAI/TqmimAPGzVI/AAAAAAAACXw/LZr8woJgbTk/s200/Tolkien.Mabel_Suffield_Christmas_Card.jpg" width="153" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Handwritten christmas card with a coloured photo of the Tolkien family, sent by Mabel Tolkien from the Orange Free State to her relatives in Birmingham, on november 15, 1892. &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-yPnapHxYn58/Tqmi2WTRMlI/AAAAAAAACX4/v_BTTSrcdNg/s1600/tolkien-christmas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="191" src="http://2.bp.blogspot.com/-yPnapHxYn58/Tqmi2WTRMlI/AAAAAAAACX4/v_BTTSrcdNg/s200/tolkien-christmas.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-3468077505345933675?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/3468077505345933675'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/3468077505345933675'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/10/handwritten-christmas-card-with.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ts4-bdcwcPc/Tqmjtze08wI/AAAAAAAACYA/PCy5d3ay8O8/s72-c/tolkien_christmas_card_bodleian.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-4092649888816935538</id><published>2011-10-25T20:04:00.004+02:00</published><updated>2011-10-25T20:14:31.418+02:00</updated><title type='text'></title><content type='html'>Umbrellas, by Harold Pinter&lt;br /&gt;Features two gentlemen in deckchairs on the terrace of a large hotel. Wearing shorts and sunglasses. Sunbathing. They do not move throughout the exchange.&lt;br /&gt;A: The weather's too much for me today.&lt;br /&gt;PAUSE&lt;br /&gt;B: Well, you're damn lucky you've got your umbrella.&lt;br /&gt;A: I'm never without it, old boy.&lt;br /&gt;PAUSE&lt;br /&gt;B: I think I'd do well to follow your example.&lt;br /&gt;A: Yes, you would. Means the world to me. I never find myself at a loss. You understand what I mean?&lt;br /&gt;B: You're a shrewd fellow, I'll say that for you.&lt;br /&gt;PAUSE&lt;br /&gt;A: My house is full of umbrellas.&lt;br /&gt;B: You can't have too many.&lt;br /&gt;A: You've never said a truer word, old boy.&lt;br /&gt;PAUSE&lt;br /&gt;B: I haven't got one to bless myself with.&lt;br /&gt;PAUSE&lt;br /&gt;A: Well, I can forsee [sic] a time you'll regret it.&lt;br /&gt;B: I think the time's come, old boy.&lt;br /&gt;A: You can't be too careful, old boy.&lt;br /&gt;PAUSE&lt;br /&gt;B: Well, you've got your feet firmly planted on the earth, there's no doubt about that.&lt;br /&gt;PAUSE&lt;br /&gt;A: I certainly feel secure, old boy.&lt;br /&gt;B: Yes, you know where you stand, all right. You can't take that away from you.&lt;br /&gt;PAUSE&lt;br /&gt;A: You'll find they're a true friend to you, umbrellas.&lt;br /&gt;PAUSE&lt;br /&gt;B: Maybe I'll buy one.&lt;br /&gt;PAUSE&lt;br /&gt;A: Don't come to me. It would be like tearing my heart out, to part with any of mine.&lt;br /&gt;PAUSE&lt;br /&gt;B: You find them handy, eh?&lt;br /&gt;PAUSE&lt;br /&gt;A: Yes ... Oh, yes. When it's raining, particularly.&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/ASTAR"&gt;http://en.wikipedia.org/wiki/ASTAR&lt;/a&gt;&lt;br /&gt;&lt;b&gt;ASTAR&lt;/b&gt; is a fictional golden humanoid robot. The character was created in the 1980s by the Canadian&lt;a href="http://draft.blogger.com/goog_1367555527"&gt; &lt;/a&gt;amputee organization The War Amps and is featured in material for their &lt;i&gt;PLAYSAFE&lt;/i&gt; program to educate children about safety.&lt;br /&gt;The original televised segment featured a performer in an elaborate costume as ASTAR performing acrobatic stunts in a world full of dangerous machines. After evading various threats such as electrical hazards and moving blades, ASTAR eventually makes a mistake causing his arm to be amputated by a large rotating saw. He then picks up his severed arm and reattaches it with ease. The segment ends with ASTAR giving the warning:&lt;br /&gt;I am ASTAR, a robot. I can put my arm back on. You can't. So play safe!&lt;br /&gt;The above warning is now part of Canadian popular culture for those who grew up in the 1980s. In a 1990s remake of the segment, ASTAR is now an animated CG character, and the warning is altered slightly to&lt;br /&gt;"I am ASTAR, a robot &lt;b&gt;from Planet Danger&lt;/b&gt;. I can put my arm back on. You can't. So play safe!"&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-OJMehBehCyw/Tqb6Bqm07XI/AAAAAAAACXo/UJr6CFSK-yM/s1600/astar_fields.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="98" src="http://1.bp.blogspot.com/-OJMehBehCyw/Tqb6Bqm07XI/AAAAAAAACXo/UJr6CFSK-yM/s200/astar_fields.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-4092649888816935538?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/4092649888816935538'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/4092649888816935538'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/10/umbrellas-by-harold-pinter-features-two.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-OJMehBehCyw/Tqb6Bqm07XI/AAAAAAAACXo/UJr6CFSK-yM/s72-c/astar_fields.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-4150780894115449173</id><published>2011-10-23T16:18:00.000+02:00</published><updated>2011-10-23T16:18:36.151+02:00</updated><title type='text'></title><content type='html'>&lt;a href="http://no.wikipedia.org/wiki/Arne_Skouen"&gt;http://no.wikipedia.org/wiki/Arne_Skouen&lt;/a&gt;&lt;br /&gt;Tematisk handler mange av filmene om mennesker som "kommer inn i varmen". Budskapet hadde ofte med samhold, solidaritet og avhengighet mellom mennesker å gjøre, og han hadde gjerne outsidere som hovedpersoner. Han ble fascinert av nettopp dette tema i miljøet rundt Cirkus Arnardo og laget filmen "Cirkus Fandango" i 1954. Arnardo spilte selv sammen med Toralf Maurstad og Joachim Holst-Jensen.&lt;br /&gt;Mellom 1965 og 1967 lager han en trilogi om psykisk utviklingshemmete barn. Han hadde selv fått en psykisk utviklingshemmet datter og ble opptatt av dette temaet. Den første filmen, "Om Tilla", er en slags drømmevisjon om hvordan psykisk utviklingshemmede kan fungere og passe inn i samfunnet. &lt;br /&gt;Den andre filmen i triologien het "Vaktpostene" og handler om institusjoner for psykisk utviklingshemmede som ikke strekker til. Den tredje, "Reisen til havet", handler om utilstrekkeligheten i ettervernet for de som bryter ut av institusjonene. I disse filmene jobbet han med sin andre datter, Synne, i hovedrollen.&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;i&gt;&lt;a class="new" href="http://no.wikipedia.org/w/index.php?title=Om_Tilla&amp;amp;action=edit&amp;amp;redlink=1" title="Om Tilla (siden finnes ikke)"&gt;Om Tilla&lt;/a&gt;&lt;/i&gt; (1963)&lt;/li&gt;&lt;li&gt;&lt;i&gt;&lt;a class="new" href="http://no.wikipedia.org/w/index.php?title=Vaktpostene&amp;amp;action=edit&amp;amp;redlink=1" title="Vaktpostene (siden finnes ikke)"&gt;Vaktpostene&lt;/a&gt;&lt;/i&gt; (1965 &lt;/li&gt;&lt;li&gt;&lt;i&gt;&lt;a class="new" href="http://no.wikipedia.org/w/index.php?title=Reisen_til_havet&amp;amp;action=edit&amp;amp;redlink=1" title="Reisen til havet (siden finnes ikke)"&gt;Reisen til havet&lt;/a&gt;&lt;/i&gt; (1966) &lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-4150780894115449173?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/4150780894115449173'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/4150780894115449173'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/10/httpno.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-5383206295172900406</id><published>2011-10-22T11:48:00.000+02:00</published><updated>2011-10-22T14:48:16.475+02:00</updated><title type='text'></title><content type='html'>&lt;span style="color: #333333; font-family: Arial; font-size: 14px;"&gt;Daughter Wrote&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #333333; font-family: Arial; font-size: 14px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #333333; font-family: Arial; font-size: 14px;"&gt;The flowers in the tree&lt;br /&gt;are blooming so eyes can see.&lt;br /&gt;The ripples on the water&lt;br /&gt;get smaller and smaller&lt;br /&gt;As the duck flutters &lt;br /&gt;passed the daughter.&lt;br /&gt;As the frog croaks, &lt;br /&gt;the daughter strokes&lt;br /&gt;In a little row boat &lt;br /&gt;as the daughter wrote.&lt;br /&gt;&lt;br /&gt;8/18/05                                                                    &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;                                                                    &lt;/span&gt;&lt;br /&gt;&lt;table border="0" cellpadding="0" cellspacing="0"&gt;                                                                                                                                        &lt;tbody&gt;&lt;tr&gt;                                                                    &lt;td&gt;&lt;br /&gt;&lt;/td&gt;                                                                    &lt;td&gt;&lt;br /&gt;&lt;/td&gt;                                                                    &lt;td&gt;&lt;br /&gt;&lt;/td&gt;                                                                    &lt;/tr&gt;&lt;tr&gt;                                                                                                                                        &lt;td&gt;&lt;div class="descriptionwrapper"&gt;&lt;div class="description"&gt;&lt;span&gt;"I am your creator. You were in my care even before you were born." Isaiah 44:2&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;                                                                    &lt;td&gt;&lt;br /&gt;&lt;/td&gt;                                                                    &lt;td&gt;&lt;br /&gt;&lt;/td&gt;                                                                    &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style="font-size: 20px;"&gt;Krista Addison                                                                    &lt;/span&gt;                                                                &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-rC200btts38/TqKOHp03HkI/AAAAAAAACXg/wwm0wSUO1xE/s1600/heart.location.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-rC200btts38/TqKOHp03HkI/AAAAAAAACXg/wwm0wSUO1xE/s1600/heart.location.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-rC200btts38/TqKOHp03HkI/AAAAAAAACXg/wwm0wSUO1xE/s1600/heart.location.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-5383206295172900406?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/5383206295172900406'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/5383206295172900406'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/10/blog-post.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-rC200btts38/TqKOHp03HkI/AAAAAAAACXg/wwm0wSUO1xE/s72-c/heart.location.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-8344787874663360017</id><published>2011-10-21T15:23:00.000+02:00</published><updated>2011-10-21T18:50:53.261+02:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-0m6MrRG0Mj4/TqFv4rAjSCI/AAAAAAAACXQ/cCWuunTwkiw/s1600/Omlott_pompeija.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="194" src="http://2.bp.blogspot.com/-0m6MrRG0Mj4/TqFv4rAjSCI/AAAAAAAACXQ/cCWuunTwkiw/s200/Omlott_pompeija.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: 130%;"&gt;&lt;span style="font-family: arial;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;span style="color: #073763; font-weight: bold;"&gt;S T Ä D R O C K&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 130%;"&gt;&lt;span style="font-family: arial;"&gt;&lt;span style="font-weight: bold;"&gt;Mönster :::&lt;/span&gt;&lt;br /&gt;Omlottklänning ur Sy till barnen av Elsebeth Gynther.&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Tyg :::&lt;/span&gt;&lt;br /&gt;Pompeja av Märta-Lena Bjerhagen, för Borås textil. Detta bomullstyg från tidigt 70-tal finns i flera olika färgställningar...&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Plus :::&lt;/span&gt;&lt;br /&gt;Gynthers omlottklänning är genial i sin enkelhet. Förutom att den är snygg, så är den också perfekt att växa i. Omlottskärningen gör att den först kan användas som klänning och sedan som en kortare tunika när barnet växer.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 130%;"&gt;&lt;span style="font-family: arial;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 130%;"&gt;&lt;span style="font-family: arial;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 130%;"&gt;&lt;span style="font-family: arial;"&gt;&lt;a href="http://www.space.com/13336-universe-history-structure-evolution-infographic.html"&gt;http://www.space.com/13336-universe-history-structure-evolution-infographic.html&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 130%;"&gt;&lt;span style="font-family: arial;"&gt;&lt;b style="color: red;"&gt;&lt;span style="font-size: large;"&gt;O V E R V I E W&amp;nbsp; space time&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="messageBody translationEligibleUserMessage" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="messageBody translationEligibleUserMessage" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;It can look like a toppled water glass. With us hanging on the opening curve of the rim. Some of us are probably being washed away right now.&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-75MyXzV9Oks/TqGiDezA-iI/AAAAAAAACXY/6JWZGuqNVdk/s1600/overview-space-time-02.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="307" src="http://1.bp.blogspot.com/-75MyXzV9Oks/TqGiDezA-iI/AAAAAAAACXY/6JWZGuqNVdk/s320/overview-space-time-02.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: 130%;"&gt;&lt;span style="font-family: arial;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-8344787874663360017?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/8344787874663360017'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/8344787874663360017'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/10/s-t-d-r-o-c-k-monster-omlottklanning-ur.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-0m6MrRG0Mj4/TqFv4rAjSCI/AAAAAAAACXQ/cCWuunTwkiw/s72-c/Omlott_pompeija.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-3518914600150173195</id><published>2011-10-20T13:51:00.000+02:00</published><updated>2011-10-20T15:32:15.599+02:00</updated><title type='text'></title><content type='html'>&lt;a href="http://en.wikipedia.org/wiki/Steward_%28office%29"&gt;http://en.wikipedia.org/wiki/Steward_%28office%29&lt;/a&gt;&lt;br /&gt;A &lt;b&gt;steward&lt;/b&gt; is an official who is appointed by the legal ruling &lt;a href="http://en.wikipedia.org/wiki/Monarch" title="Monarch"&gt;monarch&lt;/a&gt; to represent him or her in a country, and may have a mandate to govern it in his or her name; in the latter case, it roughly corresponds with the position of &lt;a href="http://en.wikipedia.org/wiki/Governor" title="Governor"&gt;governor&lt;/a&gt; or deputy (the Roman &lt;i&gt;&lt;a href="http://en.wikipedia.org/wiki/Roman_governor" title="Roman governor"&gt;rector&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href="http://en.wikipedia.org/wiki/Prefect" title="Prefect"&gt;praefectus&lt;/a&gt;&lt;/i&gt; or &lt;i&gt;&lt;a href="http://en.wikipedia.org/wiki/Vicarius" title="Vicarius"&gt;vicarius&lt;/a&gt;&lt;/i&gt;).&lt;br /&gt;From &lt;a href="http://en.wikipedia.org/wiki/Old_English" title="Old English"&gt;Old English&lt;/a&gt; &lt;i&gt;stíweard, stiȝweard&lt;/i&gt;, from &lt;i&gt;stiȝ&lt;/i&gt; "hall, household" + &lt;i&gt;weard&lt;/i&gt; "&lt;a class="extiw" href="http://en.wiktionary.org/wiki/warden" title="wikt:warden"&gt;wikt:warden&lt;/a&gt;, keeper"; corresponding to &lt;a href="http://en.wikipedia.org/wiki/Dutch_language" title="Dutch language"&gt;Dutch&lt;/a&gt;: &lt;i&gt;stadhouder&lt;/i&gt;, &lt;a href="http://en.wikipedia.org/wiki/German_language" title="German language"&gt;German&lt;/a&gt; &lt;i&gt;Statthalter&lt;/i&gt; "place holder", a Germanic parallel to French &lt;i&gt;&lt;a href="http://en.wikipedia.org/wiki/Lieutenant" title="Lieutenant"&gt;lieutenant&lt;/a&gt;&lt;/i&gt;.&lt;br /&gt;The Old English term &lt;i&gt;stíweard&lt;/i&gt; is attested from the 11th century. Its first element is most probably &lt;i&gt;stiȝ-&lt;/i&gt; "house, hall" (attested only in composition; its cognate &lt;i&gt;stiȝu&lt;/i&gt; is the ancestor of Modern English &lt;i&gt;&lt;a href="http://en.wikipedia.org/wiki/Sty" title="Sty"&gt;sty&lt;/a&gt;&lt;/i&gt;). Old French &lt;i&gt;estuard&lt;/i&gt; and Old Norse &lt;i&gt;stívarðr&lt;/i&gt; are adopted from the Old English.&lt;br /&gt;The German and Dutch term (&lt;a href="http://en.wikipedia.org/wiki/Middle_High_German" title="Middle High German"&gt;Middle High German&lt;/a&gt; &lt;i&gt;stat-halter&lt;/i&gt;) is a parallel but independent formation (a &lt;a href="http://en.wikipedia.org/wiki/Calque" title="Calque"&gt;calque&lt;/a&gt; of &lt;i&gt;lieutenant&lt;/i&gt;) corresponding to obsolete English &lt;i&gt;stead holder&lt;/i&gt; (&lt;i&gt;stede haldare&lt;/i&gt; 1456; also &lt;i&gt;stedys beryng&lt;/i&gt; (1460), &lt;i&gt;sted-haldande&lt;/i&gt; (1375) &lt;i&gt;steadward&lt;/i&gt;, &lt;i&gt;steadsman&lt;/i&gt;).&lt;br /&gt;In medieval times, the steward was initially a servant who supervised both the lord's &lt;a href="http://en.wikipedia.org/wiki/Estate_%28land%29" title="Estate (land)"&gt;estate&lt;/a&gt; and his household.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Tributary"&gt;http://en.wikipedia.org/wiki/Tributary&lt;/a&gt;&lt;br /&gt;A &lt;b&gt;tributary&lt;/b&gt; or &lt;b&gt;affluent&lt;/b&gt; is a &lt;a href="http://en.wikipedia.org/wiki/Stream" title="Stream"&gt;stream&lt;/a&gt; or &lt;a href="http://en.wikipedia.org/wiki/River" title="River"&gt;river&lt;/a&gt; that flows into a &lt;a href="http://en.wikipedia.org/wiki/Main_stem" title="Main stem"&gt;main stem&lt;/a&gt; (or parent) river or a lake. A tributary does not flow directly into a sea or ocean.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Jelly_roll_%28battery%29"&gt;http://en.wikipedia.org/wiki/Jelly_roll_%28battery%29&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-y9sOzZbuX5o/TqAiysWNQgI/AAAAAAAACXI/FoD7qCl7I9A/s1600/battery_disassembled.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="150" src="http://2.bp.blogspot.com/-y9sOzZbuX5o/TqAiysWNQgI/AAAAAAAACXI/FoD7qCl7I9A/s200/battery_disassembled.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-3518914600150173195?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/3518914600150173195'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/3518914600150173195'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/10/httpen_20.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-y9sOzZbuX5o/TqAiysWNQgI/AAAAAAAACXI/FoD7qCl7I9A/s72-c/battery_disassembled.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-3530156568238229784</id><published>2011-10-19T16:35:00.002+02:00</published><updated>2011-10-19T18:01:52.128+02:00</updated><title type='text'></title><content type='html'>Ms dröm i natt: Hon sitter bredvid Kung Carl Gustaf och Drottning Silvia. Kungen försöker förklara var Karlsruhe är beläget. Han ritar på en serviett.&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Karlsruhe"&gt;http://en.wikipedia.org/wiki/Karlsruhe&lt;/a&gt;&lt;br /&gt;Karlsruhe was founded in 1715 as &lt;a href="http://en.wikipedia.org/wiki/Karlsruhe_Palace" title="Karlsruhe Palace"&gt;Karlsruhe Palace&lt;/a&gt;, when Germany was a series of principalities and city states... It therefore considers itself the home of justice in Germany...&lt;sup class="reference" id="cite_ref-1"&gt;&lt;a href="http://en.wikipedia.org/wiki/Karlsruhe#cite_note-1"&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class="reference" id="cite_ref-2"&gt;&lt;a href="http://en.wikipedia.org/wiki/Karlsruhe#cite_note-2"&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;Due to similarities to the United States &lt;a href="http://en.wikipedia.org/wiki/Capital_city" title="Capital city"&gt;capital city&lt;/a&gt;, it has been speculated that Karlsruhe was a model city for the cityscape of &lt;a href="http://en.wikipedia.org/wiki/Washington,_D.C." title="Washington, D.C."&gt;Washington, D.C.&lt;/a&gt; Both cities have a center — in Karlsruhe the palace and in D.C. the &lt;a href="http://en.wikipedia.org/wiki/United_States_Capitol" title="United States Capitol"&gt;Capitol Building&lt;/a&gt; — from which the streets radiate outward. &lt;a href="http://en.wikipedia.org/wiki/Pierre_Charles_L%27Enfant" title="Pierre Charles L'Enfant"&gt;L'Enfant&lt;/a&gt;, Washington's city planner, had been given the plans of Karlsruhe (among numerous other European cities) as an inspiration.&lt;br /&gt;According to legend, the name Karlsruhe, which translates as Charles’ repose, was given to the new city after a hunting trip when Margrave &lt;a href="http://en.wikipedia.org/wiki/Charles_III_William,_Margrave_of_Baden-Durlach" title="Charles III William, Margrave of Baden-Durlach"&gt;Charles III William, Margrave of Baden-Durlach&lt;/a&gt;, woke from a dream in which he dreamt of founding his new city.&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Karlsruhe,_North_Dakota"&gt;http://en.wikipedia.org/wiki/Karlsruhe,_North_Dakota&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-eWKyq-Vjgqs/Tp7nS61wkcI/AAAAAAAACXA/FAZKgUFedMw/s1600/Karlsruhe_North_Dakota.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="150" src="http://3.bp.blogspot.com/-eWKyq-Vjgqs/Tp7nS61wkcI/AAAAAAAACXA/FAZKgUFedMw/s200/Karlsruhe_North_Dakota.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-3530156568238229784?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/3530156568238229784'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/3530156568238229784'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/10/mors-drom-i-natt-hon-sitter-bredvid.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-eWKyq-Vjgqs/Tp7nS61wkcI/AAAAAAAACXA/FAZKgUFedMw/s72-c/Karlsruhe_North_Dakota.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-4794573974091012495</id><published>2011-10-14T16:21:00.004+02:00</published><updated>2011-10-14T16:21:58.333+02:00</updated><title type='text'></title><content type='html'>&lt;a href="http://www.acownersclub.co.uk/forum/topic.asp?TOPIC_ID=1810"&gt;http://www.acownersclub.co.uk/forum/topic.asp?TOPIC_ID=1810&lt;/a&gt;&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Opalescence"&gt;http://en.wikipedia.org/wiki/Opalescence&lt;/a&gt;&lt;br /&gt;OPALESCENT SILVER BLUE&lt;br /&gt;&lt;img alt="" height="240" 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rMzFHYe5qh11CxtwGb92lCqS7du3Uo3iJ+V4F43Z9Tm5pairdx3s45mJodqDKrZD4vXVb32T6mVod7zuse+X2iFAjDez21n7eL1PkD3uu9YrNNxGEGZGVWIrNM2pNHuFv4MWUKvmfXUuV1HaLL6jyqe6Z8TAHDUZjeyd+UgTOHwdABDuYdkgciFhTm2eRiRM4GqOyVSjaH3L9HW1tZic+Lo8uXLSMRsDFYg3PrwAXVPwGRzAFNDVb+PNtBzrgCAC1GfBJJxSqemyE1C6yOs3VpLuzt7ATIzicvLKwCkGoBskFiR0M5j+K5jsB69dZl1EM5oduhkloxxXzC9GLNtyWDf9b7j8hmf9551x3vJuY8MKK/puFoHh1EUEq8bImr+JgBylzHoAyg8KxdX4r4gL0CU3zz2V20Q5QjMx574hU6fAACdChMZ+f0BufoaNnVifDoYBdnClpYghPbs9u3baRJnbqpBTD87l1aQ2G1yBw8erIFqsoO1Snr99S/B2DaZw4eEQZoPNESbdgBErcYEyAEePir/4fomdRL/kl7WfksEGSuY1EASUiDIUPfmJLTrq2sbaRJNsLB4MTV3dskd7KPax4k25tIOPkAH5vdJRVfIPVTIOpXZDMMrAwDFfIv3ZK5FJ9Gkk+e2mZ3GgthHkUKmjlPlmrIjDVJFi9lPgVFomodMqFkcj0AXAFtbG2jCu2ncTCm0NA9wAY3oeBSSaz+/FprSiTj58awK85PZISqFg1F4lDLHJklaVKdTG+YNul6rMICGySpsPd49DJBhPTq9T/Lm/tp6ajV1FJVUZrXKWWKa2/cBQCuktZTq8L2Sum3qMdadqCFNg7S+tgPhJtIMTLN0WqSMcUDb7Rpz5VeC6XFd5iO5EvHOrft4C730wsuvpW1Cvk2YPTl5gWlWHUXtOImoMdLLDYBoCAPXnfwB0/SBP9Rfh1F9HMNKNTNdxivRsJTMpvPymADOlEavj0olM2nh3EKCuC4Ydvf3siof+hI7hMOq/9Bg1Le5uR3mzWeXVy5jAgEVCTPvCzYBlB3XnAnUBCt0OoA+ozOoX5bL0wOD5h3sSEVDyc8AkFDSzUwfWTxU+srlpbRDoufu/TsQp5NufXQTyZ8GvRfjmTKLGfTqRfQGTJkG9cb2xufLyxex9ftk+lB5SKvnL778fOQFVJ8T4znOd7JESVFiTA2rGtdwFCWA0um5Kngdpwp6pZ9fe5vp6YO0VJvKeQGip/kL2fyUULHWrW13bx0yWQa412RI+AEMy/F7dugKZssgHUN9HpmvtCrd2VQAKAikRrI++6T0+0y7lVO+LSKZUPm0a3JLTSi+fMcZwg0ymRNjlRindfqsbbsFw4esfvLuGO+e/NCpV6v4qvFAganDp4sL7E2vzs9Pp+cur6RXv/ASee39dGl9MRzAtQd3guE7+9tpaZloYFBN7137AAetl5YvEoZhyz//hS9GePhwcyN97tXX0quvvIZtv5hWeF5iaf8krtLh3jSxTJFYc3PlUIm/9vVv8NwEiadt8ubvhJTNL5IrL3XShYtLh6GgYJMRmo0f/vCHAGkiiCpxBXEBgAwmE1FqIvQITmMOdTs8n2cb+0xq2R/v93Ea3Ju3gEf023s1+rjP+A2Rc75Cs+dzAxw+cyLGET1Mie21WwAJn4pMdqx06jmvwfgbYT5nw6HtEQqHJgHk+khzc0ZFz64MfQBBUHD80cZEaSQ2mfTZ2HyQbn+EFB60INZ+uriwksamx9JCAwY0u+n2/buEPmQIp+fS7ABbjv0ew7bvI7W/9S+/nd544w0Ih0NEjUrIe++/i3hVIaJz+/3w4PWEC0mQ+EruyspKev2LXwp1+95776WbN29mxsCM117/XHjZdVYdvfTSSxCvk77//b8l7Xx/mAfYiQE5N6B0+ZyaoEGKGK4G8bVptq/Nl/hGF1mizeHnSZwASfgF/YjpZagao4e5qbO4owCU7atZPBfcgs695xYTZiaFqlXAiCN4QB8cp5vPZM1i/xoxrnjpxD8jmvvEZ06/AQBOr+QgEdZgFja3VmH+B2l142ba2d+KeHrxFlOceNuLqP9Bv5JW13G49hlcmYiA1S6TMxfSC4R0f/AH/z7N4uH/+Mc/DM/XdYF64WNjxL8bTRxDVTH90AbioDVQ/zJeosiA5u4eeYK76T65cp1OZDJS0bu77QDN0tJCMLKKihWuY2gQV9Ss44iq4rsMYB9AxjpD/AHDSp1GgVAu5fRsZvBEqtZJ1rS4DtN6zmIi3XQLZpHkiWv6CpnJMs8VTiXql8n2l0HASKiKfyGjG5U8Dpmr3zGOJvJYH8lnq6yHEEhqLN8fI8ElCHzGPh0VAZRBlK+dzrej904/GmqAEx7COaphnwapnWYWptIrr15N03ON1Orvpr12E+bDbKZk9/Z7OD84fxjk/j6QwWF8/fWvpN/7zr9NX//aV9Nf/I8/T3//gx+l6UkcMpgO7NM48witJtKDk1YpZyLpHPbRj64ecqWQ/knExhIGQBRFxkmkCjOS7777HuZlJb322utIsYDppW9+8zfRGpfTH/7hf2Z/CWL7pmncbIddvaSPoXT2WISqbbao7eqd7MHbRmgEU9H0V6Ybm0MSGIvziK1XMgRAH7WtBhHE+i3us0bJ8w6CWIaqGXxPxlq/8b/9cLZUU2IEUKu0YqymxN3MgzzLgg8wRNWjO8BmdKDH6azWQXr+6sX0xtd/Jc0tkqcfQ20xj99i0PeQ+qnZ5bR6fze98/YtnMH59JVf+fX061/9rfTyi6+kt9++xpTvc+nhxna6v3oPtUbMzzxCieTP5auX050ba2gT5xBcI4CUoar1SxCuAHyd2UWzeK5ck4APyfVb9BtcZGG4+NbPfpZu3r4H47+BQzoPMGrp4nNX0u/+3r9jNvJ6ACDP/qFdsLcT9KFG7sG2pgGBM4WhgfCwZXSrtR+TS+YaZFgLBu2Qrt3dzUkeAVMDfDVUf1fbLxWVarRAjTrVBk52WeeAELSLs1xG3Q8YI3gJTeBeLeiElYDIGgQmEOF4rB9kX0P9xIiHf4zWaOuzKidogBwKHACCTheVWHMxKDIE0/UDDjifnhljNStEgID1sSkSGPNpYf7l9Nzya+nypVdQxI1048N7aXxygSnfHo7cK+nK8y8hceb0d2Iq9MNb+AyEha2Iw4nVaVamsPoTEChp1fSV178cmTHbGYdq84sXkJZm2sdW77BYxPUFK5eeS3du30nvvvd+euMrb0Qdrjn4lV99A19gFbXOZBRzC+NMvrivAcAqpkGETRFl1IhyYiEHDNNxUyIFgRNZZvE2WfeYfYKttL+HQwcz1R48ziIZF8fWYm7CEK2Nv1MCFEq4WqtbhqHtnMAqldpxXeaNCXRNBijwuULDdfEhwg8ZRik++yzLIQAyy2kqMkCI3zDTVCeRQ4KTFT+o4XEex4nb7zVBOMiHeUryxtYeTP98em7lc+kLL38d5wpCj+EfoNIFzhzrNicBM0sF0/27q+nW7Q+DqfG9QZ9VNfv9UPWT5PEdvIR1naGEvvXR7ThfW99I3/nOv0nXWRMwS85clWmWsAIjTeHUcKp2SCNfv3GTwJr8OiFlCQD92je+mfZx6sxPtJnQktlqgFnCUiOECU2QyaEQLJ1B5wsa9KMV2uDmrRuAfCxNk+TqoIFwLQKAe5gGHVnXA+xzvNvboxeqdqbDsf/7mDEzjTqw9lXtNYFEm/2T8ap7tYuevprCMNnwt8wkkibDKXF0SmgWAWCeBgPGAR21FAx7SmVwCIBc6/G/g9RkUifV8opeJ17KMKaKCnJ51gA1Nze9kJaf+2K6svIqyZ06Idq7TGgcpIXZi2mGaKDF4NFoAGAsLWMe5mHaAmsCtra2WVG8me7evpv2TR4hpXUYo/RJLBlSBXwSz2sd7O17ML+FSt1+uBUrgR5CvIX5pWDCxSvPhw3Xpu6iGR6sbkDsdWzyDPXkaWunsDUFSrtqXKy7sLWKQ6ba1RkL2w1QBKKLWJXk9YernLuQZC1mGfVTDmCIH6Z4H4NI/7xvYEEGkb7r8OlTbG7t4IQCDJhd9gHaBZ+hMexH+CGM1zG72Re1gfVmp/I4Tz7b8+ogJB7Vq6v7SBFizMphg8l0h52SKDXMgpKzeAHVOT5PFu0iarGbfvSPP+bxCRy9FRj9AunYjXTjxvWw1arV9KCHJ89MHgma5ZUl8gozxO8zaWp6NtK3SoSDlggyXQ1kO9pHl05LFL33f/HtfxVSU0yvfkBYqC+wxKTPRGMs1gm60rZWxbFEc+1sNyPRNM9Sq/kFYm2cVlPYThcfwCA9eb8eKrxupa9YuOmcx82bOKWEerPE40q66WSlVgfNfjZxhu2jDqYmSwEpbH9JfwLgPLj/IK5dIFqpMo4edNyJOYFS9N16rMOxa56c6HK84ZdA+1x0YiHLcTY9wrNPfvKoBhAM8n1YPCy2Bku4VVGDUivttDZS8yOmW7v300d3f04e/yraQLs6na7t3MIu32YAk4RaU+nuvWZIsjZ5v7OTtpob6Q7JIzN8OoR9wiwJ4ICXl1k30Jgfqscq0umECLjCIqkR8DkBgYs58rETQbPTOYyDbzH5YzglMQWTm8xSuq2/hhSqacreG0elksUrIeV1fAvVMaY82rE92zKq+FV8CmcZ3377bRzK9yMUNdnkBNcGOQuXdAsQhQOZxxwxcQYQxkxRJibG0KANciER2mEunI7Wv/VPHzPjdcFvcaKoRxSjVggzwEALLVDw3XPB+lkVLHsuh5og6o4uHrbhvLVJHVXr+FSZufildOHSAsxYREO8Qmy+l669ewOJIg1q1EAmzdm8ra1SmompWurDnleZe29MsMC02UgPhhMk8wBrv9WMQXdZBu7glW4Xec5sZJ9AR6wghPdNklhkMP5lEFOaTM9O4h9g+zl2EzRXLs/SowyaAji+aymjjgeuaeDBmCpAHCIg5D0SmgAJqebGF7/4YvoSm6TpUNlHH62nn//83XT95vX0Nz/4PnMQW2n1wf2Y7Or4PQSawxCRSJ55lGYAexonaINp3g2yoQvz2nvn/nOo56ynU+HOiTQ7WaMYzgpEeumfGH9mvOaH8cXVp/9T6rj6kFJUiLLnzM3LqOPeLur0IH33L/9beuudHxP+OeHBOjxyA2282w/f30vTjcuAYoUFDSwE3dhNd+7ex/5uRTi2hL0P38HkDJLh3H99fAqtoRM2GXlwpUfb50cnujr7SIZOzxhTy87U+TUSoXhIcB8uTmLXVVaq+gNTq5gY1aUxuODwuACMjqKE0w8REAU4GFz4ueSFMGvhNwYNHLkC2WnnyaEitxDqGbPitDfKJJjA4mgiopQeYufv3LnD1Pb19MEHH6T337uWPvzgeloDFK4MarLwVG6a9tX8zAF61xEIkA/ev5amdEaHKWnDRkH+cPVh+t73vhdRjv13vBZTzbEfnh9aiLj6yf8AAIwhRY/TchwARN9AoZv+9C//a3rzpz+AUkxykAiqmiAi7fvOT1YZ3HQkVG4Ri98l7NrabaYlCL+0sgwz9wjdFvAZWNjB3LwZw57RQcVFmWOAKC+pMp2qt20WTzs6BrGN5/XaDZ79fq4OIHqESeXwtF2jYFyPxkDKVPsSTlUf44DbqvUcU7smMa/E0a/wGbVHDapWkDiGEtfGmEIWKBZjdCVQrdFlnkCP3zSvqtnNSak2TvA8k2MokqjPbxdNHm3hfD4gFb218TD9zf/+q/Szn/4ELXkzKo3ULzpJ1Q8WwvxMMQb7ZVEABPG9j+6l7373uwGA4no84BO8VwBiyLZ861P8pQ/DEcPmzPxhc6Kbhvb2d1JtghOcv7E6mEU1tsn87UF0eTc/x5Iq7S8zfK32GjmBblqEecuLUzB5kPYgyN3bt9Ldj7D7RAxLTALNzCxAKJytHb/tIz4kbOqzRLyNw8Yq/0xMOOEsnITRNsocj5UGs4QS0CIjJbrhlz6Fe5M5Xvd59xbf81jmS2DvTVDH4hSgoa2JMWbyxrPvIE1kvo5dAxVRx3/Reau2ARfZS0aPRnKip8y6B1b0xEJZNAnPBbhqk0ycvRTTvZ9/7Uss+NjHRL6T/uzP/nv6R0yGEYTcf0h+oYHD1+mT/cNX0E8ySVatHbCU/CHrHO4BgIXQhhoUxwCKHA3/u7cU/Mtnn/RvlQmpXKjc6otSYu5fPI7VJ2mSz7fIZjWbq2mcmH5hgXQmK1/Qvqk9U0lbD1nlUumm+/ffhgio98ZCqgOYaYg8zvSwqd67eMI79x6mJgRzgYiEYtFearN6eID6D0QDBEMx/MLhYNkfTJgXwq422Y6uRz+ZSKryhbIMK5XwyFlnb47dPLxmQIIV/oLnwXw+R/MzNItmZRZzZC5/hkhCT99nXOipY2aGcA7tNU2kgv+b6mB1ihXPdRxPnPsAya2P7jMMRAcQaAY1PQ+Yt7Ddycm5AP4WH3+8+tob6T9+/Zvpj/7oP6X/9Zd/jgAxVb40k3aZAd1jrmMeh7dBPmKNRNv2bjVtNtdZ4EJaGXrkD0ML/sh8Oo5Wlj+cDPfsPkUh2OQt6/RlUJVVSzYHqoA6kxnkA5FmOsACD9OZfjDqEqs2K3uM95FTAFBKv/3bv5H+7m//iYmfBgOaIRxcARANPPE9ADGW3iNTZ473nZ+8lS5evEjIg+fN/MBAhglAmGQ9xtcyzNLZJ8SyX1xTI6ki3Yc0AFL7wRxanPvO0ZafKUMsn3Vroc12d3MePzQAC1B2mAvo49kZ5z/czkvSVfGTfKswjvS/c+1dnMuZSNRoUgSI24D6BMnVqyvp2rWbRAjXUpOI4+WXX04XL10Ob941DPpF44Seaw+3Uxuz8O1//Z108flL6S/+55+mf/yHv0EDsPS9w5oAwQ0A6BKCg0PYc3kcghcuLEmxMNQQJCTWEyXXLQsqB5+qZP0Yr1pp0cpoXQGNsKU5Y4bikze6oqiy9TUWMuL9jyEer3/xYnr7rVvY3gaZwEmyfZtc7zJV7Fw5S7jIvxvyuQJ2Eq94aeIC6Md+w/Qq9rOEN6zNNqcejOT6PkQWEFEECiTRZGSm6uxJBAGTQVMAoGB6n3RuFEDkvaif/YZv0X+WEwBKHEo0gOdURjIAABW+SURBVI6eiSNnAP0AZRxw7qMN9vZnUpPrvi9IBYLmRGnfxYQ1m/fRGmuEih+RN3gnJqBeeenVdImvf3cAv2bp+asvEELeIXW8kV544XPp93//P+Q62kYCq2kBoSnRmRn8gVlos73Be8w3FH0/XBKu+ThU/8P7+alP9Rdo8V7Qt0CUlRbIUmCJW7lULJd2PT5KgVd4BljizmAKKmS2JvED+FTs4vNk+Ixvx9J9ED8xjm1l3Z+LJubn54ep0FLE1k2WT0l4l27LmIpZRgirE+i5THRSJSRf4nMuE/gTx/aiUsFLgyho/rh3HAADfAsZ65iU+grOoPn8+/cJ2/C0u/TZZWFGC37G5QTMFl77JJGHdV167nKaIDqZY71+RCUkCFxerg8yiVM6jjZosE2jLe7evpV+8mbOcay+/lWWqn0OLXg5FrooPBOYG5NMs0yTm1Np8oHI9Ws/hDbjaYnwtYPDPEdkMz3OjOuiK6j1c+TF8SLDnp751nqkAQJVMpWroszCsd+yHdTzJ1F+vNAjaBh0XN3Cwog2y6FQ0c0dPs1qrcN4FmMS2m1vZWZfwRH6q+/9HQPHbWJpVJ4yda1bljbV2sb6Wnj5AQCYLwDcPFfSPbYE44dAETCeC4h6Pat4AXrAtWKL53kvzvXoKB2csS6eq8mh+3zS9vD+alomFTyG85X6pLwxbx0c3H6XnAdjsb8P7t1k+TvLv/EPrvA9o4wTKPZvhsWwJoJ1EjUbB/0dQC4oaun69XciV/CNb34Lc7jM11AfMha0Bz6Ey9uv37jOOcBbngN0M4SG4+RaNiIyKbsSqV+lHT+qte+jIAhpdTifSTkCwKH6t7EjdElkKB3qTu/7AFtptqq520Kd9dLND3CCAMTmJvZznCVagxoE3sHev5N+8ze+nb72ta+QENqJvIBLufyY5A4TQqpRiebe+mVYgEDJxxR47qYzVTC8XJgInyU8jBU1SLSOY6EdXADCbba8SqcAlPf3MD2uL3Az9zBBjF7DplYGbeYX7jNGIgw0npnCNlrDeQc/LjHR8+DBXRy9Nur7hQhXpcVmlywgUjzOGNQu5VIXFU7KOkJTp39Tuk5OoHvVFUIshKWuB/weAB8xxr7Vvo9v9BA/waVtXfIahMDOKWCWyFLjO8AeHT7N7SNF/hQ8KvaPPPALnwxNgA2MIE1tMGxTJhjumOeWQX5aRVAUHdAGziDNxvaqRLXDBs6OeYOfvf0mCG6liyzMcIm4X+q02hsQ0fV15BFqfM9H2OakkMzRk+8NgWCbATw0QI85+fg1MNq2fRkqEApGt/czo08CQAEi+9ciTbzDhxhN8vgyxDBwHHMziSO2h3aYwhzta6oIvfLaQj/lqjBzOKnvmjZWH/ADFqW0SHJLR7CFKajTZ1O6TgDt4833eztoGn9VzXkRVjiT3XyXL6KrhLE1loO1yTtMNEwJN9M//OCv0/wUH7VWr+ID9VkjuQiAJljFjOpHo7mKKvgiP0JDjzJ79PgX5vdjD45oAAEg1x9VMTI52APxHXTNDz+J70suoiArePXyi0iTCx/7zAS+j0TzUebMEs6hP+6wxXTuXtokK+g0qN8PrHG9VMERhFgXLz5Hztx2HUyWkizNXmPodGePmUJNQaEdXDJWTLjI3A7ZSJmvE5kTRu4BK732Z+108DqtNqEp0QZjmSDl2mHrwqT9Dt8aYk6mAUAdJ+ICjp9p6MWlC/QZsAKGHeLzadK2moGHa6tpF+2maXCa18RPHY/9ww8+iFxFGUC9+MLL/LzLYmRE1/gBCBKZMJ4pZ5aZTfAJ+1e/9qV078Ht9E8/uck76+nLr72Ag3iJCIKwb2EmTRIZsYIknEB/Ia0WjA9yHP0JR5CBfQbFmV2KLPZgZOPQexK5S4yrunbzc7Aev4hhMsOve+OnXWQAy8Ne/9IraIOcqFm5OAehEn6BBMs/eiBxr7aWAIwraamDDJver+0WM2ru+2yqY8Hn18Q9zuMjTnDBb2xEdrDKFx0u6rDHxusVmF2S4TzbQyJV4T060GBdwA4+yc6GCRvqRZTd61kyPRHn03j4mqJLLCxx4mf1wXqEfbdYZKI97jPhoBmqY3Y6zXZa5zvGKxevpNe/8Fra5FuISytdViszrc34VsmEupp4BiFoLLH6iHCyhbnZIu+fDvgy+sZPiWz4JHzuIH3p9RfSlasX0gfXr6XlBb+FbKXNFn7E1HzQVlpElPeID8CAozjypy8jGkApzJJ3arWPIHKAupwML9s4uovEKMz+3Ms4U7eq6QvL/G6ATMFmGjcLIvfhmZNAQQjD3ulZB8j8LSHBhv1V0hZYgubeVUNebwtCmNvpYcdZe0j8QXczWOx3zPMDSO94vIsW8n4UQCuoilLhUO0h88023rt3j74dfQO4hCQ/gMED2jcZgyGkph7+wkb6Pz9+M918/8PUxITNs1gkvplYJr1NOtul3JcuXyETeCn8BV6NpWx3V28zTb4aYV9jAvB/7nJ66aUV/CciBLKsfkXlvIYR0w5fN7ViJrHo7bPZHyaCgnOhim1IMBwvR4QrljOrIkStwKnDdCc+cg7dhRVMyzJyM4mWKtgagwEDcgYD8slhWogvx/mY44DvDNtDBrf4KjYDIEceztsLIAHg9G8TO25EoTYJZnVgKkkUPy0XWE7eyNScs+BnbPi2QCBYDsHBfYsM7R+gdgn5dvaaLCm7Fjl//QXNjO3O8SunOm/+yJVmpsakjVpxQPJog49fWjt8B7nTItN5L8YUC0lJc4N3qGLOxMjENY8twslaeuHF5fTc80t8QzENuKcjwaYDiZqJcdNo7M2XOI5nXUY0QNHYo8y3E0ebxLVLagqfyx9gMMahg6jDCPMZhB+VKrl9Ur0WJVJiFHW5ZNpFKFVCTDK65BZYHcMk0dQMi0AO+JmYoTIyovDnVGxPhvjBiR68m9/8N3dIMjEtJyAkmiAJIAAcQZZhy4Q2TlWwRHGkeM+FLngv4Zu8OP0yi1sOmNLlg00YolbQbzFVG4DUZPGq8/wCRK/QOmbIEro4ZBtTZ+LGxSkzcznMbeJY+mzH31YgV7JEuveFq5fTc1dYGMK6ygFO8vq6TjPg0llhfqCOj6MD6FjVoM+6jLQgQ4stE2lIvaM+GLjLfH8Vy/w9m1/hqpJliAyXKIXD5mxfwXT3xXWP4xxQ7BJiWWKwEMC1/fkdJoOw6S1EKXv/XGcG0T7ajuvzpNnuNlECBFPyZXwLh08wqEk896MT+9SnHp9Ro9hfCTxAA61u3Es/+umP0otk6uawwzoG1u9yrgdMxrSpR9D6DaT19LBZLcLfqIP2W7N4/vgUfULJfTTBxtYa/fVn7PKsY3OHNQ7MP/g7BE5t37l5C81xCwD4uwrMZuIY1gn3DB/rJM+CDvod9ME2coEv4fgNT2N3pJFHr37S42wCfEsvOgDgice5OPjM9JyPV/17SfnRQ9FZs9Par1p49FaV1XB+Nz/vNUMZu61cGg4eAKRyDTBRl1IQz9MPawZGNAshGzp3vBo5ffrgdReo0pZtzzptrBNIlKKKl7Ed/ZHwMwYAgJU6MCoDxC9+9VWynRcAe00+IOHr4vJd6nKOHpdib2MniC9Tazi39kvXRzPTwsF0zt726iySddauSuTj+j5n8eJLY7SDE1eOwkUeBz1W/RDfd0j7tpo+T5aPFUkz8w3CR6axCfsuX7yQli/MpzZjGGPNBMMgspISR7ywxs+6jGgAqx5K/iOtwED/K4AQ7PFRO6djl6dQDf/MdHlNJvidnSiWCKOlWNCQrzHFzGoMl587UJ90aieKiGcbn2RtH/WFRNCkTLfo8YdbhlKw1QwQmABA4gcrBQpP9LosGuEdAWComiUr1zdgNUebKd76xAPUMR+0bt5Do42nbfL1A8Y1RtyuA+h8g2MyQ+MUtyt4nJ52oSfTYuEj9BhvGQBEGEePemRJXQ42M813CiDYX0o1hzFDTmGCtHEFp2gMk7HNF1eumZhjTqHNQhG/uyxPzFL/0VS2431WBaU7WsSDAx2ijptZ0gtbKpPyvRIAKIFe89USWOfH3w80jjcv72C1o6pDi+rTzU/Ci2NZ10IqjjJ5KCSA5pRurj97xjIvNAR9K5sciKQUZkSJh1Eu7lSyZW6esxgmjNRMrvZgPPKv5noG/Awnpg5wRAc4H829UvrGN78MVFjddP06k1STaeMCoSNrE3pEHJv4BK5WiuXeMDLMAG2FH8L92UlSwzqJJKzsg+1owpxFNVvp1PIkk0oVZkP1ERqofcHKpDehZQmn8BILS/gxjQsz+BOE1fy+gZnQcT69d5mYQiGPxH3IoMT8DEvWALbi5k59G3tZrw1iRNwskbcus06vXEFaYwB++2+q1PtIo6/BYItMbuM1WwTByQUJB+1Zm/BUAbyRF3SuLKGBQuppC52uVCLPQEhfBIIP25FBRT1+yRuSmysAN2FAhvWxU8OQ2DI+F4wvvbQU95aXLwejPdHT17m0mAizfj/5ttSR0hZ2WuAJCH0PF6X6vHmOHh/QvkKYpy3P4MBhZb2k9YyRn6hhClg5Twp4FoDw6dmBvyVAxhDgbu+xmAY70sBU+HO2IRBD4Qt6BSKiG0/1BwAMOR84oy7pd6gWvKd69rIX4bILRYBilmI91axqPc9mgkd47ei4qD+qeexPrI6JxSeP3YoL2lqL9R3fvK6KtneWYL4HYZ6im55FKfrjydGxP/GCVCu2w3JYB+ceP3fVVcr+ZFumg8xs8+smnoO7tMDP33nH6wWji2PBZx0+W2go2zYyELD6MRONDs4gGoqcyJgRAGl1w2e/SfAdi72TCsHz08np45+oHPMBnvSual+Gqzbz3i9vD2CaXnpVKkTJqMkE9H7uqQ7eacV/+eO0UkNNFkUV6JYZbq9U52qa3AcXlRwvo8x+/FhnDiIzDkvR52LvNVcN+3WUP/0jQ9DOrGz29wuIOtB0gX+eK7HyyYdKpbxiuWhLU1gAwr0lRzU6rny1vL8eX1z5L6W4cqrfga4ssa9gXjU7xdjixWfw54kAkBwFW7S+sBNK8BevmYkAkMhAyb6UQK0zZ5aCaPLA44IXxfV46Al/NBenleJ3Cn0mPzn6fA7nlBEJLpbcF5vvFP3w2BoKxsQxjDe1rHKLPAGao9iHGeG8yVJ4PzjxvEPSS9D5E/eaHj/w6LAJIB09J6kijGXvudcHmAF0AO/DfJ1dxtuHls4eZcWDeoeuWDTu50muCqHIBNGHC1kt+aMd6hsdetx5+j9PBMBotZAkZDhn+BikIAhTAOLNC8S54ZmwoY8yf+T4Yzv9MYMqbLj1FmAaPS6yezYZjEcj2X78J/eHoIjO8afoW5zrR+DACSDHlH/42fGpuh2Pi1ZdBmbmUoDpxPK8w+bcH8kw12Giyq+LzCFUkWoZXvx7P2oQ38NosAlU6uBRLlEXgMHel0l8kc2KOtUE3ApwBBh567GirzQ0c4/d+4QXTgWApPQfYJIWopRUGUBW9UuQ7HFru+gu25MJmNOw+X7x3OjeRSaj5wGuYX1e9/1oKxig8ycjjvZGGYXE630bpegUGm4eMpsmDiV/9DgkXsm0zhBB+iLQ2AUb8rq/IxBSo5iSIJQxEjd6+kGfeIcekyNQ8l2r6PVxAKIQiY94De4fPk8UYjRSIWLo8QGrSgLTz4OEkOQynFYuT0jfZ1eYTnPgDrdoKA+uaDJsvfYetJZY7IFpClBkKoFpslbF6CJ5MxxdpqcSMdQUxaiP7yVYQZ0n7LWDLgoNiUGKNBn+YENgRNJ6A67IdNW0KtrwsBzHI2OJx4bnh8dkGR135niuazjwqJfj/KlZ/tY/fzcALXQbaM+1BP6wpUOy5aOhBQzj3NlDARFwNP3Nc57HUKGly+VIAENbwM65Ya4/tIVvig+A6YlS8Iau8rog/KzKqRrAYQVRAUAsEw8gZLmKLuEBHdpwCJ5t3dHeEZGzo8eMrFBbx/ZOz552v8JaQ+s1P+BMnIN3z1vxXvyiJtcimoCd2tHY7PsIpUIDwPh4zevDY3/OJqt+67Oe4qF8PMdaAMM7S/GPOHluf6o4bQNSy4d1Dxmtc2zi072/HoKaiGhJbeaEkhrE+wPOO2Qiq4Sng44LW1hqw7NjLHVPk4OYkg4eROvP5g/AYwRRCpRBBUr+9wIkMxM++9vxG0EPt8latfhhY5ZGRUyNA2g6NcoR/CGko6ce9qHiR86L68X+4zSEsjNaX/FesfeflTmtHKr+Ex46ZPgJ95X004rT3JaThmgS6QTSxPUauRXeZhsCiePQXvoFfHn1uVe/zB6nWw3sY5LVxkijW9R4TwOSjwGADaBu2Tpkq0x3+m1AhfStfnAeutkqpVPJ1xl8dG8NT7pePCf6Truvt33afVcSWUcm4eP7UM2n3M/986/9zCMZ3Xs8ej76HNUS+Bn+ZRZID+Eyuu/p3NG5LPEn7TGeMnVYMlNhrIwXCCS4y2jfouR5lc8GAIc+AKMcloz4/DUKpA+bC2P9CodRxM+sMkzJpUXr4MQ5rSpq/Vji+N6cwZOuF8/5zV98+KEJwVS4Vn90bwpk9Pz4ffultjpJAoPBSg3je0wSZXuEtd5/tN3ifEw1n0f42F6C+a+XWJ5YP+3W+VIqAMrx43tqRoM5Ka3YDB2bAKNMF17xTki5rdAO9UShv2E6h6efdsdXUX7jSrHCKMU+t5QbFNM4YLipbtpdl2hpLhtkwsL5G759fKf0nFaUqE9f7Nfp9Z9et21/jBt0egVP1XurdsbRMZT8+TEgFsdRqxJvlCA/6CPDPGS+gBdx8fzT9f9j3zZZoR3VgTHT5vq7KtOV9iimAUCn6vzEUjhVJzxQpFhPuP0LXH5aAEh0SiFRx/bxL52KE5s5ae/7n7I4SZSLKt1GsmrPxkS9kGl7yHyeyH7N04w7t+jfjwWA6UsbNCOb/31fqUBXYWxO457CfJ77OCfMVOk/n1KM5WhfOHkn9TEActJNrrsQ5bRSTI+7yjo7dphXTC3U5TUlPdM7sMGV4vS0Oj/JvVJ/aAK0ebkU+9zwsPkn14nN/jgCPfnFo6v//wFwOoOOevrkoz4+gA7eSaV0KsBhuu+6SejYCk1gjfg/Oi7e4JlD5sep/dbpfjoB4u2C4TZ4QqFxncEiZBKVoQ0ATV4EcsJ7vzSXJaZ0eHwfDDglj3H4z8oVTPxEe1LRzCzm2ImciUhiviDbd4mXnW6PDot4OCy/AO8On33yAVr8Y4z0k987Qu1J93+prj/O+JMA8fj1pxkoDDwOmKjO/liensG5npP/fnoAnFzn+Z1fIgo8e4j9EhHjLHb1HABnkesjYz4HwAgxzuLhOQDOItdHxnwOgBFinMXDcwCcRa6PjPkcACPEOIuH5wA4i1wfGfM5AEaIcRYPzwFwFrk+MuZzAIwQ4ywengPgLHJ9ZMznABghxlk8PAfAWeT6yJj/L1WsFQohacieAAAAAElFTkSuQmCC" width="320" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-4794573974091012495?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/4794573974091012495'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/4794573974091012495'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/10/httpwww.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-4337211057188649733</id><published>2011-10-04T13:35:00.000+02:00</published><updated>2011-10-04T13:35:47.476+02:00</updated><title type='text'></title><content type='html'>&lt;a href="http://en.wikipedia.org/wiki/Gustave_Dor%C3%A9"&gt;http://en.wikipedia.org/wiki/Gustave_Dor%C3%A9&lt;/a&gt;&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4980848140184954719-4337211057188649733?l=lo-overview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/4337211057188649733'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4980848140184954719/posts/default/4337211057188649733'/><link rel='alternate' type='text/html' href='http://lo-overview.blogspot.com/2011/10/httpen.html' title=''/><author><name>Marylo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://photos1.blogger.com/blogger/7944/2262/200/Lo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4980848140184954719.post-1049410541357534421</id><published>2011-09-25T08:51:00.000+02:00</published><updated>2011-09-25T23:21:46.595+02:00</updated><title type='text'></title><content type='html'>What is all this?&lt;br /&gt;What is my function?&lt;br /&gt;Why am I being contained in me?&lt;br /&gt;Why are energyparticles distributed and contained this way?&lt;br /&gt;&lt;br /&gt;The neutrino was first postulated and named neutron in 1930.&lt;br /&gt;It was renamed neutrino in 1934.&lt;br /&gt;A manner of detection was suggested in 1942.&lt;br /&gt;In 1956 dectection was confirmed.&lt;br /&gt;Between 1962 and 2000 three types of neutrinos were discovered (muon, lepton, tau)&lt;br /&gt;&lt;br /&gt;The correspondence between the six quarks in the Standard Model and the six leptons, among them the three neutrinos, suggests to physicists' intuition that there should be exactly three types of neutrino. However, actual proof that there are only three kinds of neutrinos remains an elusive goal of particle physics.&lt;br /&gt;&lt;br /&gt;A recent re-analysis of reference electron spectra data from the Institut Laue-Langevin has also hinted at a fourth, sterile neutrino.&lt;br /&gt;Recently analyzed data from the Wilkinson Microwave Anisotropy Probe of the cosmic background radiation is compatible with either three or four types of neutrinos. It is hoped that the addition of two more years of data from the probe will resolve this uncertainty.&lt;br /&gt;&lt;br /&gt;Antineutrinos are the antiparticles of neutrinos, which are neutral particles produced in nuclear beta decay. These are emitted in beta particle emissions, where a neutron turns into a proton... The antineutrinos observed so far all have right-handed helicity (i.e. only one of the two possible spin states has ever been seen), while the neutrinos are left-handed. Antineutrinos, like neutrinos, interact with other matter only through the gravitational and weak forces, making them very difficult to detect experimentally. Neutrino oscillation experiments indicate that antineutrinos have mass, but beta decay experiments constrain that mass to be very small. A neutrino-antineutrino interaction has been suggested in attempts to form a composite photon with the neutrino theory of light.&lt;br /&gt;Because antineutrinos and neutrinos are neutral particles it is possible that they are actually the same particle. Particles which have this property are known as Majorana particles. If neutrinos are indeed Majorana particles then the neutrinoless double beta decay process is allowed. Several experiments have been proposed to search for this process.&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Neutrino"&gt;http://en.wikipedia.org/wiki/Neutrino&lt;/a&gt;&lt;br /&gt;&lt;img alt="" height="178" 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
