<?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-4920329981682709288</id><updated>2012-01-05T18:33:58.723+01:00</updated><category term='Raumzeitwellen Adventskalender'/><category term='Archiv'/><category term='Es geht'/><category term='Raumzeitwellen: Der Orignal-Blog'/><category term='Evolution'/><category term='Blog'/><title type='text'> Raumzeitwellen - Gedankensender 08</title><subtitle type='html'>Seit 1999 sende ich mit den Raumzeitwellen digitale Webphiliosophie ins Netz. Ab Januar 2007 
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         Viel Vergnügen wünscht dabei  
                             Ernesto O.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>84</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-7003694795619734914</id><published>2012-01-05T18:33:00.000+01:00</published><updated>2012-01-05T18:33:58.744+01:00</updated><title type='text'>Fehlprognosen von historischen Dimensionen</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2012/1/4_Fehlprognosen_von_historischen_Dimensionen_files/shapeimage_2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2012/1/4_Fehlprognosen_von_historischen_Dimensionen_files/shapeimage_2.png" width="400" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;"Das Telefon hat so viele Mängel, dass es nicht ernsthaft als Kommunikationsmittel taugt. Das Ding hat für uns an sich keinen Wert." Schwer zu glauben, aber das Telefon wurde zu Zeiten seiner Erfinder&amp;nbsp; Alexander Graham Bell/Philipp Reis nicht von allen als revolutionäre Erfindung erkannt. &lt;br /&gt;&lt;i&gt;William Orton 1876, Präsident der Western Union Telegraph Company&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;"Das Telefon wird für den Verkehr in Städten und zwischen benachbarten Ortschaften große Dienste leisten. Aber ebenso wenig, wie es auf ganz kurzen Entfernungen das Sprachrohr verdrängen wird, wird es für größere Entfernungen den Telegrafen ersetzen können." &lt;br /&gt;&lt;i&gt;Werner von Siemens irrte 1878&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ein Kaiser&amp;nbsp; schrieb in einem Brief an einen amerikanischen Journalisten: „Die Presse, Juden und Mücken sind eine Pest von der sich die Menschheit so oder so befreien muss.“&amp;nbsp;&amp;nbsp; &lt;br /&gt;K&lt;i&gt;aiser Wilhelm II im Jahre 1927, fataler Denkfehler, der den II.Weltkrieg herauf beschwor&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;"Wer zum Teufel, will denn Schauspieler sprechen hören?"  &lt;br /&gt;&lt;i&gt;Studiochef Harry Warner 1927, zur technischen Revolution Tonfilm&lt;/i&gt; &lt;br /&gt;&lt;br /&gt;Ein hoher Militärexperte äußerte sich gegenüber Präsident Truman über den Bau der Atombombe: „Das ist der größte Unsinn, den wir jemals unternommen haben. Die Bombe wird niemals explodieren.“ Bald darauf wurden Hiroshima und Nagasaki durch Atombomben zerstört.  &lt;br /&gt;&lt;i&gt;Admiral W. Leahy 1945&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;"Die Menschen werden sehr bald müde sein, jeden Abend auf eine Sperrholzkiste zu starren."&lt;br /&gt;&lt;i&gt;Darryl F. Zanuck 1946, Filmmanager zur Zukunft des Fernsehers&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;Es gibt keinen Grund dafür, dass jemand einen Computer zu Hause haben will.&amp;nbsp;  &lt;br /&gt;&lt;i&gt;Ken Olsen 1977, Gründer der Computerfirma DEC &lt;/i&gt;&lt;br /&gt;&lt;br /&gt;"Wer braucht eigentlich diese Silberscheibe?"&lt;br /&gt;&lt;i&gt;Jan Timmer 1982, Manager eines Elektrokonzerns&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;„Tragbare Computer sind ein Nischenthema. Für einen Reporter, der unterwegs Notizen aufschreiben will, ist das interessant. Aber für den Durchschnitts-User sind diese Geräte nicht so nützlich, und es gibt auch kaum Software dafür." &lt;br /&gt;&lt;i&gt;Steve Jobs1985&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ein Computerpionier prognostizierte im Jahr 1989: "OS/2 wird das Betriebssystem der 90er Jahre. &lt;br /&gt;&lt;i&gt;Bill Gates 1989&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;„Internet ist nur ein Hype."  &lt;br /&gt;&lt;i&gt;Kolossale Fehleinschätzung von Bill Gates aus dem Jahr 1995&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;„Mission accomplished“, damit sollte der Irak-Krieg beendet sein, doch&amp;nbsp; die US-Soldaten sind immer noch im IRAK. Sowieso alles Lüge gewesen oder doch nur der größte Irrtum eines US-Präsidenten?&lt;br /&gt;&lt;i&gt;George W. Bush 2003&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;Zu welche großmäuligen Fehlprognosen werden sich die Promis 2012 hinreissen lassen? &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;Ernesto O.  &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/4920329981682709288-7003694795619734914?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.raumzeitwellen.de/Home/Blog/Eintrage/2012/1/4_Fehlprognosen_von_historischen_Dimensionen.html' title='Fehlprognosen von historischen Dimensionen'/><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/7003694795619734914/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2012/01/fehlprognosen-von-historischen.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/7003694795619734914'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/7003694795619734914'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2012/01/fehlprognosen-von-historischen.html' title='Fehlprognosen von historischen Dimensionen'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-5960425423186796354</id><published>2011-12-05T18:13:00.000+01:00</published><updated>2012-01-05T18:27:53.888+01:00</updated><title type='text'>Raumzeitwellen Adventskalender 2011</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Adventskalender 2011&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Alle Jahre wieder ist Zeit für den Raumzeitwellenadventskalender.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/12/1_Adventskalender_2011_files/Bildschirmfoto%202011-12-09%20um%2022.37.42.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="287" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/12/1_Adventskalender_2011_files/Bildschirmfoto%202011-12-09%20um%2022.37.42.jpg" width="400" /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Klick ins Vergnügen. &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://www.raumzeitwellen.de/Adventskalender/Adventskalender/index2011.html%20" target="_blank"&gt;http://www.raumzeitwellen.de/Adventskalender/Adventskalender/index2011.html &lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: right;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;Ernesto O.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4920329981682709288-5960425423186796354?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/5960425423186796354/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2012/01/raumzeitwellen-adventskalender-2011.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/5960425423186796354'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/5960425423186796354'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2012/01/raumzeitwellen-adventskalender-2011.html' title='Raumzeitwellen Adventskalender 2011'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-5564737586641634878</id><published>2011-11-26T23:33:00.000+01:00</published><updated>2011-11-26T23:33:27.479+01:00</updated><title type='text'>Wortsalat: virtual 11 (wörtschuell iileven)</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/11/25_Wortsalat__virtual_11_files/shapeimage_2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/11/25_Wortsalat__virtual_11_files/shapeimage_2.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp; &lt;br /&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;face the apple. book the face. make the pace. renren.&lt;br /&gt;on the run no more fun gun gun wann wann?&lt;br /&gt;&lt;br /&gt;pad pad fat fett inter net inder net auch adrett. &lt;br /&gt;lustig lustig&amp;nbsp; tralala stromausfall ist auch schon da. &lt;br /&gt;&lt;br /&gt;let´s play baptistinas song you can´t go wrong&amp;nbsp; 160 - 100 - 65 zu 0 &lt;br /&gt;001 001 100&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 001 001 110&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 001 001 111&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 101 001 100&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 001 001 000.fin&lt;br /&gt;&lt;br /&gt;Datenschutz in den Schmutz&lt;br /&gt;&lt;br /&gt;Merkel - go to werkel.&amp;nbsp; wurkel murkel an die gurgel.&amp;nbsp; &lt;br /&gt;gigabyte not to hyde jekell in the park&amp;nbsp; - daten transfer stark.&lt;br /&gt;wenn nachts die eulen heulen rennen die bits amok. &lt;br /&gt;&lt;br /&gt;datenautobahn in den wahn. einmal um welt bringt viel geld. &lt;br /&gt;bla bla bla leerverkäufer, seelenverkäufer, johannes der täufer; säufer!&lt;br /&gt;&lt;br /&gt;19 th nervous breakdown &lt;br /&gt;&lt;br /&gt;datensalat - book you´re face, without&amp;nbsp; a trace. &lt;br /&gt;amaze&amp;nbsp; amze&amp;nbsp; aze&amp;nbsp; ae = astronomische Einheit.&amp;nbsp; &lt;br /&gt;lichtjahre weg im inferno der vergangenheit schmilzt die zukunft zu softeis auf der streckbank der tyrannei. &lt;br /&gt;Ai wei au wau miau&amp;nbsp; &lt;br /&gt;&lt;br /&gt;Verdammt noch mal warum ist die Welt so gnadenlos - Was ist hier los?&lt;br /&gt;&lt;br /&gt;Ernesto O. &lt;/span&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/4920329981682709288-5564737586641634878?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/11/25_Wortsalat__virtual_11.html' title='Wortsalat: virtual 11 (wörtschuell iileven)'/><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/5564737586641634878/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/11/wortsalat-virtual-11-wortschuell.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/5564737586641634878'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/5564737586641634878'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/11/wortsalat-virtual-11-wortschuell.html' title='Wortsalat: virtual 11 (wörtschuell iileven)'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-6572823808350052571</id><published>2011-11-17T22:05:00.001+01:00</published><updated>2011-11-17T22:09:27.930+01:00</updated><title type='text'>Rezept für einen pikanten Wortsalat</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/11/10_Rezept_fur_einen_pikanten_Wortsalat_files/shapeimage_2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/11/10_Rezept_fur_einen_pikanten_Wortsalat_files/shapeimage_2.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: #cc0000;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Das Rezept für einen Wortsalat ist denkbar einfach und kann sicher regional gut variiert werden.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Wir nehmen uns einen zurückliegenden ganzen Tag, im Sparfall genügen auch ein Vormittag, ein Nachmittag, ein Abend oder eine schöne Nacht&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; &lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;- am besten Heute &lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;- greifen uns die eigenen Erlebnisse &amp;nbsp; &lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;- ggf. auch Ereignisse aus Radio, TV, Zeitung &lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Wir mischen die Zutaten in einer gehaltvollen, sinnigen oder unsinnigen, gewöhnlichen bis ungewöhnlichen Reihenfolge.&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Als Würze können Schlagzeilen, Shout outs, Namen/Titel von TV Sendungen, Promis oder Plüschtieren dienen. &lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Zur Dekoration des Salats eignen sich berühmte Zitate, kleinere Obszönitäten oder Provokationen, ausserdem Passagen aus Musikstücken (nur noch kurz die Welt retten oder so ...), Festreden oder Werbeslogans &lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;b&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Mogliche Ausrichtung der Geschmackrichtungen:&lt;/span&gt;&lt;/b&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Fußball: Bayern München &amp;nbsp;gegen 1.FC Köln, HSV gegen Eintracht etc. Weitere Varianten: Besuch im Zoo, Oktoberfest oder Bambi-Preisverleihung, Bundestagsdebatte zu Hartz VI oder Eurokrise, das Liebesleben der Blattläuse oder alle möglichen TV-Sendungen (Krimi, Soap, Doku, Show z.B. Schlag den Raab) was auch immer.&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Guten Appetit&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;Ernesto O.&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/4920329981682709288-6572823808350052571?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/6572823808350052571/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/11/rezept-fur-einen-pikanten-wortsalat.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/6572823808350052571'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/6572823808350052571'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/11/rezept-fur-einen-pikanten-wortsalat.html' title='Rezept für einen pikanten Wortsalat'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-3158927404539225368</id><published>2011-11-10T22:56:00.001+01:00</published><updated>2011-11-10T23:03:26.572+01:00</updated><title type='text'></title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;h3 class="post-title entry-title" style="font-family: Verdana,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Planetenschweif/Planetenschweif.html" target="_blank"&gt;Der Stern von Bethlehem&lt;/a&gt;&lt;/span&gt;&lt;/h3&gt;&lt;h3 class="post-title entry-title" style="font-family: Verdana,sans-serif;"&gt;&amp;nbsp; &lt;/h3&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Planetenschweif/Seiten/Stern_von_Betlehem_files/Media/Bildschirmfoto%202010-01-06%20um%2009.35.58/Bildschirmfoto%202010-01-06%20um%2009.35.58.jpg?disposition=download" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="167" src="http://www.raumzeitwellen.de/Home/Planetenschweif/Seiten/Stern_von_Betlehem_files/Media/Bildschirmfoto%202010-01-06%20um%2009.35.58/Bildschirmfoto%202010-01-06%20um%2009.35.58.jpg?disposition=download" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;b&gt;Zusammenfassung aller Links zu den original Blog-Artikeln über die Planetenschweiftheorie des Sterns von Bethlehem:&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="paragraph_style_1" style="font-family: Verdana,sans-serif; text-indent: 0px;"&gt;&lt;span class="Aufzählungszeichen" style="position: relative; top: 3px;"&gt;&lt;img alt="Aufzählungszeichen" src="http://www.raumzeitwellen.de/Home/Planetenschweif/Planetenschweif_files/bullet_ball-gold.png" style="height: 22px; width: 17px;" /&gt;&lt;/span&gt;&amp;nbsp; &lt;a class="class1" href="http://www.raumzeitwellen.de/Adventskalender/Adventskalender/17AXM.html" target="_blank" title="../../Adventskalender/17AXM.html"&gt;&lt;span class="style"&gt;Der Stern von Betlehem - war es ein Komet ?&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="paragraph_style_1" style="font-family: Verdana,sans-serif; text-indent: 0px;"&gt;&lt;span class="Aufzählungszeichen" style="position: relative; top: 3px;"&gt;&lt;img alt="Aufzählungszeichen" src="http://www.raumzeitwellen.de/Home/Planetenschweif/Planetenschweif_files/bullet_ball-gold.png" style="height: 22px; width: 17px;" /&gt;&lt;/span&gt;&lt;span class="style_1"&gt;&amp;nbsp; &lt;/span&gt;&lt;a class="style" href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2009/12/27_7._4._7_v._Chr_4_Uhr_in_der_Nacht_%281%29.html" target="_blank" title="../Blog/Eintrage/2009/12/27_7._4._7_v._Chr_4_Uhr_in_der_Nacht_(1).html"&gt;7. 4. 7 v. Chr (1)&amp;nbsp; Code und Wahrheit&lt;/a&gt;&lt;/div&gt;&lt;div class="paragraph_style_1" style="font-family: Verdana,sans-serif; text-indent: 0px;"&gt;&lt;span class="Aufzählungszeichen" style="position: relative; top: 3px;"&gt;&lt;img alt="Aufzählungszeichen" src="http://www.raumzeitwellen.de/Home/Planetenschweif/Planetenschweif_files/bullet_ball-gold.png" style="height: 22px; width: 17px;" /&gt;&lt;/span&gt;&lt;span class="style_2"&gt;&amp;nbsp; &lt;/span&gt;&lt;a class="style" href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2009/12/28_7._4._7_v._Chr_4_Uhr_in_der_Nacht_%282%29.html" target="_blank" title="../Blog/Eintrage/2009/12/28_7._4._7_v._Chr_4_Uhr_in_der_Nacht_(2).html"&gt;7. 4. 7 v. Chr (2)&amp;nbsp; Kometentheorie bis Bibelexegese &lt;/a&gt;&lt;/div&gt;&lt;div class="paragraph_style_1" style="font-family: Verdana,sans-serif; text-indent: 0px;"&gt;&lt;span class="Aufzählungszeichen" style="position: relative; top: 3px;"&gt;&lt;img alt="Aufzählungszeichen" src="http://www.raumzeitwellen.de/Home/Planetenschweif/Planetenschweif_files/bullet_ball-gold.png" style="height: 22px; width: 17px;" /&gt;&lt;/span&gt;&lt;span class="style_2"&gt;&amp;nbsp; &lt;/span&gt;&lt;a class="style" href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2009/12/28_7._4._7_v._Chr_4_Uhr_in_der_Nacht_%283%29.html" target="_blank" title="../Blog/Eintrage/2009/12/28_7._4._7_v._Chr_4_Uhr_in_der_Nacht_(3).html"&gt;7. 4. 7 v. Chr (3)&amp;nbsp; Kritik an den Theorien&lt;/a&gt;&lt;/div&gt;&lt;div class="paragraph_style_1" style="font-family: Verdana,sans-serif; text-indent: 0px;"&gt;&lt;span class="Aufzählungszeichen" style="position: relative; top: 3px;"&gt;&lt;img alt="Aufzählungszeichen" src="http://www.raumzeitwellen.de/Home/Planetenschweif/Planetenschweif_files/bullet_ball-gold.png" style="height: 22px; width: 17px;" /&gt;&lt;/span&gt;&lt;span class="style_2"&gt;&amp;nbsp; &lt;/span&gt;&lt;a class="style" href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2010/1/4_7._4._7_v._Chr_4_Uhr_%284%29_Die_Entscheidung.html" target="_blank" title="../Blog/Eintrage/2010/1/4_7._4._7_v._Chr_4_Uhr_(4)_Die_Entscheidung.html"&gt;7. 4. 7 v. Chr (4)&amp;nbsp; Die Entscheidung - der Planetenschweif&lt;/a&gt;&lt;/div&gt;&lt;div class="paragraph_style_1" style="font-family: Verdana,sans-serif; text-indent: 0px;"&gt;&lt;span class="Aufzählungszeichen" style="position: relative; top: 3px;"&gt;&lt;img alt="Aufzählungszeichen" src="http://www.raumzeitwellen.de/Home/Planetenschweif/Planetenschweif_files/bullet_ball-gold.png" style="height: 22px; width: 17px;" /&gt;&lt;/span&gt;&lt;span class="style_2"&gt;&amp;nbsp; &lt;/span&gt;&lt;a class="style" href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2010/1/6_Der_Stern_von_Betlehem_%285%29_Das_Fazit..html" target="_blank" title="../Blog/Eintrage/2010/1/6_Der_Stern_von_Betlehem_-_Das_Fazit._(5).html"&gt;Der Stern von Betlehem - Das Fazit.&lt;/a&gt;&lt;span class="style_2"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="paragraph_style_1" style="font-family: Verdana,sans-serif; text-indent: 0px;"&gt;&lt;span class="Aufzählungszeichen" style="position: relative; top: 3px;"&gt;&lt;img alt="Aufzählungszeichen" src="http://www.raumzeitwellen.de/Home/Planetenschweif/Planetenschweif_files/bullet_ball-gold.png" style="height: 22px; width: 17px;" /&gt;&lt;/span&gt;&lt;span class="style_2"&gt;&amp;nbsp; &lt;/span&gt;&lt;a class="class2" href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2010/1/9_Warum_der_Vatikan_den_Stern_von_Betlehem_nicht_finden_kann_%21.html" target="_blank" title="../Blog/Eintrage/2010/1/9_Warum_der_Vatikan_den_Stern_von_Betlehem_nicht_finden_kann_!.html"&gt;&lt;span class="style"&gt;Warum der Vatikan den Stern von Betlehem nicht finden kann !&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="paragraph_style_1" style="font-family: Verdana,sans-serif; text-indent: 0px;"&gt;&lt;span class="Aufzählungszeichen" style="position: relative; top: 3px;"&gt;&lt;img alt="Aufzählungszeichen" src="http://www.raumzeitwellen.de/Home/Planetenschweif/Planetenschweif_files/bullet_ball-gold.png" style="height: 22px; width: 17px;" /&gt;&lt;/span&gt;&lt;span class="style_2"&gt;&amp;nbsp; &lt;/span&gt;&lt;a class="style" href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2010/1/9_Magi%28e%29_die_Weisen_aus_dem_Morgenland_-_eine_Prozession_am_Sternenhimmel.html" target="_blank" title="../Blog/Eintrage/2010/1/30_Warum_der_Vatikan_den_Stern_von_Betlehem_nicht_finden_kann_!_2.html"&gt;Magi(e) die Weisen aus dem Morgenland - eine Prozession am Sternenhimmel&lt;/a&gt;&lt;span class="style_2"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif;"&gt;&lt;span class="style"&gt; &lt;span style="font-size: large;"&gt;Zu den &lt;a href="http://www.raumzeitwellen.de/Home/Planetenschweif/Seiten/Stern_von_Betlehem.html" target="_blank"&gt;Stellarium-Sternkarten&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: right;"&gt;&lt;span class="style"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;Ernesto O.&lt;/span&gt; &lt;/span&gt;&lt;/span&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/4920329981682709288-3158927404539225368?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/3158927404539225368/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/11/der-stern-von-bethlehem-zusammenfassung.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/3158927404539225368'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/3158927404539225368'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/11/der-stern-von-bethlehem-zusammenfassung.html' title=''/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-1900101265885043965</id><published>2011-10-22T21:31:00.000+02:00</published><updated>2011-10-22T21:31:30.283+02:00</updated><title type='text'>Heureka!</title><content type='html'>Heureka!Heureka - Ich hab’s gefunden, rief der olle Archimedes von Syrakus, nachdem er in der Badewanne das nach ihm benannte Archimedische Prinzip entdeckt hatte.&lt;a href="http://de.wikipedia.org/wiki/Heureka"&gt;&lt;/a&gt;Mir geht es genauso, nachdem ich entdeckt habe, dass man mit dem neuen IOS 5 des iPad endlich in Safari direkt bloggen kann.  Heureka.Ernesto O.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4920329981682709288-1900101265885043965?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/1900101265885043965/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/10/heureka.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/1900101265885043965'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/1900101265885043965'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/10/heureka.html' title='Heureka!'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-1653544794185637969</id><published>2011-09-12T22:48:00.001+02:00</published><updated>2011-09-12T22:48:47.992+02:00</updated><title type='text'>Wortsalat (September 11)</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Schon mal ´nen Wortsalat gemacht? Nein?&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Er hilft gegen Depressionen oder auch nicht.  Er bringt Ordnung ins Chaos oder auch nicht.  Dennoch guten Appetit. &lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/9/12_Wortsalat_%28September_11%29_files/shapeimage_2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="297" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/9/12_Wortsalat_%28September_11%29_files/shapeimage_2.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;b&gt;Wortsalat, &lt;br /&gt;find ich stark - September.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Pa pa pa papa, Paulskirche. &lt;br /&gt;Verstand verbrannt, ohne Müh. Und ohne Not. Was ist tot?&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Essigsäure, Zitronensaft, ohne Kraft - erschlafft.&lt;br /&gt;1,2,3, wer hat den Ball.&amp;nbsp; Das Weltall ist überall.&lt;br /&gt;Um uns herum - wer ist so dumm?&lt;br /&gt;Ulla, Uli, Lolo, Dollo, mix max mux Murks.&lt;br /&gt;Das Wasser fließt bergauf. Bergauf fließt es noch lange nicht,&lt;br /&gt;sag mir erst ... oder .... sag mir nichts.&lt;br /&gt;The Best is when you say nothing at all. &lt;br /&gt;Notting Hill. Peter Pim and Billy Ball.&lt;br /&gt;Go for Twitter, das Gewitter. Nine. Eleven. Seven.Teen.Queen_äääää&amp;nbsp; &lt;br /&gt;Salat: - Gurken, - Tomaten und Maissalat, Reissalat.&lt;br /&gt;Wer im Fegefeuer verbrennt hat Weihnachten verpennt.&lt;br /&gt;a aa aaa b bb bbb bbb bb b aaa aa a&lt;br /&gt;Der ganze Sinn an diesem Unsinn ist der, &lt;br /&gt;dass nur der Unsinn dem Sinn Sinn gibt. &lt;br /&gt;Gäbe es keinen Unsinn, wie sollte es dann Sinn geben. &lt;br /&gt;Sich ergeben, ist auch daneben. &lt;br /&gt;A&amp;nbsp; N&amp;nbsp; N&amp;nbsp; A &lt;br /&gt;im London Eye.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Wortsalat &lt;br /&gt;find ich stark - September.&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/b&gt; &amp;nbsp;&amp;nbsp;&amp;nbsp;   &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Ernesto&amp;nbsp; O.&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/4920329981682709288-1653544794185637969?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/1653544794185637969/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/09/wortsalat-september-11.html#comment-form' title='1 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/1653544794185637969'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/1653544794185637969'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/09/wortsalat-september-11.html' title='Wortsalat (September 11)'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-2952437021493393544</id><published>2011-08-02T22:36:00.000+02:00</published><updated>2011-08-02T22:36:36.086+02:00</updated><title type='text'>Videoclip des Monats - Juli 2011</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/6/5_Leben_in_der_russischen_Puppe_files/shapeimage_2.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.terrastro.com/wp-content/gallery/shipwreck-coast/01-loch-ard-gorge.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://www.terrastro.com/wp-content/gallery/shipwreck-coast/01-loch-ard-gorge.jpg" width="400" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: large;"&gt;Das Video des Monats (Kategorie 5-15 min.) geht an&lt;br /&gt;&amp;nbsp;&lt;b&gt;Alex Cherny&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;iframe frameborder="0" height="225" src="http://player.vimeo.com/video/24253126?portrait=0" width="400"&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://vimeo.com/24253126"&gt;Ocean Sky&lt;/a&gt; from &lt;a href="http://vimeo.com/terrastro"&gt;Alex Cherney&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;b&gt;Ocean Sky (Australia)&lt;/b&gt;&lt;br /&gt;ist eine phantastische Fahrt durch Zeit und Raum im Zeitraffer. Das muss man nicht gesehen haben, das will man gesehen haben.&lt;br /&gt;Natürlich in Fullscreen.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;oder einfach auf&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://www.terrastro.com/"&gt;www.terrastro.com&amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;gehen.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Ernesto O.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4920329981682709288-2952437021493393544?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/7/24_Video_des_Monats_-_Juli_2011.html' title='Videoclip des Monats - Juli 2011'/><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/2952437021493393544/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/08/videoclip-des-monats-juli-2011.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/2952437021493393544'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/2952437021493393544'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/08/videoclip-des-monats-juli-2011.html' title='Videoclip des Monats - Juli 2011'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-2587398952857112133</id><published>2011-07-20T23:20:00.001+02:00</published><updated>2011-07-20T23:26:17.117+02:00</updated><title type='text'>Eurobonds oder „Etwas über den Pinseleffekt“</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: large;"&gt;Noch nichts vom Pinseleffekt gehört? Nein - also kurz erklärt: Wir haben ein Problem - einen dreckigen Pinsel - und eine Lösung - eine ausreichende Menge an Reinigungsmittel(1 Liter).&lt;br /&gt;Doch, oh weh, der Liter Reinigungsmittel reicht nicht um den Pinsel zu reinigen.  Oh, doch er reicht ...! Aber wie?&amp;nbsp;  Wir teilen das Reinigungsmittel in vier Portionen zu je 250 ml und siehe da, nachdem der Pinsel in das dritte Glas mit dem vierten Teil des Liters Lösungsmittel getaucht wurde, ist es vollbracht: Der Pinsel ist sauber!&amp;nbsp;&amp;nbsp; (Ergo: Teilen heißt gewinnen.)&lt;br /&gt;&lt;br /&gt;Kommen wir nun zum umgekehrten Pinseleffekt. Nun ja, den gibt es nicht wirklich, aber so etwas ähnliches schon: Alle jammern darüber, dass mit den Staatsanleihen von Griechenland, Portugal und Irland kein Staat zu machen ist und der Schuldendreck einfach nicht beseitigt werden kann. &lt;br /&gt;&lt;br /&gt;Was kann also getan werden? &lt;br /&gt;Ganz einfach: Wir benötigen Eurobonds (Reinigungsmittel), wir haben&amp;nbsp; marode Staatsanleihen (dreckige Pinsel). &lt;br /&gt;Nun lassen wir durch die Ausgabe der frischen Eurobonds (z.B. 10 Mio Nennwert) die Titel von Portugal, Griechenland und Irland zurück kaufen (zum Rückkaufpreis von pi mal Daumen jeweils 5,7 Mio) und schon haben wir einen Schuldenschnitt (Reinigungseffekt) von 41% - 45% der besagten Staatsanleihen erreicht, der Staatsbankrott der besagten Länder ist damit vermieden. &lt;br /&gt;&lt;br /&gt;Ergo: Alle&amp;nbsp; für einen (richtig eingesetzt) heißt gewinnen.  Gewinnen? Die Verluste für die Steuerzahler fallen damit deutlich geringer aus.&lt;br /&gt;(Alle: EFSF= Euro-Rettungsschirm der EU)&lt;br /&gt;Details hier: &lt;/span&gt;&lt;a href="http://blogs.hr-online.de/bestblog/2011/07/12/jetzt-helfen-nur-noch-euro-bonds/"&gt;Best Börsen Blog - Jetzt helfen nur noch Eurobonds&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: large;"&gt;&lt;span style="color: red;"&gt;„Die Hausse wird geboren im Pessimismus. Sie wächst in der Skepsis. Sie altert im Optimismus und sie stirbt in der Euphorie.“ Börsenweisheit  &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Ernesto&amp;nbsp; O.&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/4920329981682709288-2587398952857112133?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/7/20_Eurobonds_oder_Etwas_uber_den_Pinseleffekt.html' title='Eurobonds oder „Etwas über den Pinseleffekt“'/><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/2587398952857112133/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/07/eurobonds-oder-etwas-uber-den.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/2587398952857112133'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/2587398952857112133'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/07/eurobonds-oder-etwas-uber-den.html' title='Eurobonds oder „Etwas über den Pinseleffekt“'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-8514941300792728901</id><published>2011-06-05T19:31:00.001+02:00</published><updated>2011-06-05T22:47:09.034+02:00</updated><title type='text'>Leben in der russischen Puppe</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/6/5_Leben_in_der_russischen_Puppe_files/shapeimage_2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/6/5_Leben_in_der_russischen_Puppe_files/shapeimage_2.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;Leben in der russischen Puppe&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;Alle Versuche die Welt vollständig erklären zu wollen sind bisher gescheitert, auch der Versuch das Universum mit der „Weltformel“ zu beglücken, hat selbst wenn er sensationeller Weise noch gelingen sollte den Haken, dass eine Formel abstrakt ist und sich der „Bauplan“ dahinter in seiner ganzen Pracht niemand wirklich erschließt. Ja, man kann die Erde aus dem Weltall betrachtet durch ein paar technische Tricks mit Tag und Nachtseite gleichzeitig zeigen. Doch die Erdoberfläche so betrachten zu wollen, dass man die ganze Erde und gleichzeitig einen einzelnen Menschen im Liegestuhl darauf erkennen kann, zeigt uns, dass ohne Informationsverlust die Erde mit dem Menschen als Maßstab nicht wirklich darzustellen ist. Begeben wir uns auf die Größe eines Flohs oder gar eines Bakteriums wird deutlich wie komplex die Welt ist. Ihre exakte Darstellung bleibt ganz unmöglich, nicht zuletzt auch deshalb weil in der Zeit, in der wir uns abmühen alle Details sichtbar zu machen sich der Zustand der Erde geändert hat und eine nicht zu bestimmende Anzahl von Dingen bereits unwahr geworden ist.&lt;br /&gt;&lt;br /&gt;„Gottseidank“ müssen wir aber die Welt ja nicht darstellen um sie zu verstehen. Um den Sinn und Zweck eines Flugzeugs und dessen eigentliche Funktion zu begreifen, müssen wir nicht wissen ob in Reihe 27 Sitz 4c ein Halter für Wasserflaschen eingebaut ist oder nicht. Es ist sogar völlig unwichtig ob es 27 Sitzreihen in dem Flugzeug gibt. Wichtiger ist da schon, ob es sich mehr um eine unbemannte Flugmaschine handelt oder ob das Flugzeug Menschen transportieren kann. Wenden wir die neue Betrachtungsweise auf unser Universum an, so stellt sich vor allem die Frage: „Wie funktioniert unser Universum und wofür taugt es prinzipiell?“ Die von uns Menschen immer wieder gerne gestellte Frage: „Warum ist das so?“ ist lustig, spannend und erkenntnisreich, führt aber dennoch in eine der vielen Sackgassen, die der Kosmos für uns bereit hält.&lt;br /&gt;&lt;br /&gt;Alles fing damit an, dass „Platon in seiner Höhle“ einfach mal wissen wollte was da draussen vor sich geht. Bald waren Sonne, Mond und die Planeten entdeckt und für das „warum sich wer wie bewegt“ wurden technische Geräte wie das Fernrohr erfunden. Bald Schiffe,&amp;nbsp;&amp;nbsp; U-Boote und sogar Raketen gebaut um Astronauten aus dem Weltall verkünden zu lassen: „Hier oben ist Gott nicht.“ Inzwischen liefern uns Raumsonden vom Mars und vom Rande des Sonnensystems phantastische Fotos, die uns Erkenntnisse über unsere Muttergalaxie, die Milchstrasse und den Andromeda-Nebel und noch viele Milliarden weiterer Sternenwelten bezeugen.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;Langsam erahnen wir die Größe des Weltalls, doch eine Antwort tut zumeist zwei neue Fragen auf. Wir haben schließlich den Blick auf uns selbst gerichtet und sind unter die Haut in „Tiefen des mikroskopisch Kleinen“ vorgedrungen. Wir haben Bakterien und Viren entdeckt und Bekanntschaft mit den Molekülen und Atomen gemacht und die kleinsten Elementarteilchen gefunden und stellen mit Erstaunen fest: „Die Welt ist wie eine russische Puppe!“ Unter uns befinden sich nach unseren Erkenntnissen noch 43 Puppen(10-43 m Planklänge), wobei die letzten rund 15 Puppen wahrscheinlich&amp;nbsp; leer sind und die letzte einen einpunktigen Raumzeitknoten bildet. Über uns befinden sich momentan ca. 26 größere Puppen (10 26 m Ausdehnung unseres Weltalls). &lt;br /&gt;&lt;br /&gt;Während wir nach unten uns gut vorstellen können, dass der Raum so klein wird, dass er sich irgendwann „selbst auffressen muss“, weil da einfach kein Platz mehr ist, können wir nach oben frech immer weiter fragen: „Warum sollte es nicht etwas noch Größeres geben?“ &lt;br /&gt;&lt;br /&gt;Ohne die Sache verkomplizieren zu wollen sollten wir die Zeit bei der ganzen Angelegenheit nicht vergessen und einfach mal festhalten: „Der Komplexität sind keine Grenzen gesetzt!“ Mit der Komplexität verhält es sich im Übrigen wie mit der Unendlichkeit. Wir können dazu geben was wir wollen - Unendlich bleibt unendlich - Komplex bleibt komplex. Nennen wir das „komplexeste“(was es ja nicht gibt) Gott(wir könnten es auch anders nennen), dann stellen wir fest - mit und ohne Gott ist es das Gleiche. Sollte also Gott die größte aller russischen Puppen sein, dann gebiert der bloße Gedanke bereits eine noch größere Puppe, die dann genauso Gott ist. &lt;br /&gt;&lt;br /&gt;Was sagt uns dies alles nun über Aufgabe und Funktion des Universum „der hyperkomplexen Puppe“? &lt;br /&gt;&lt;br /&gt;Die Frage ist nun mal wirklich gut. Während andere noch nach dem „warum“ fragen, sind wir jetzt schon bei der „Frage nach dem Zweck?“ und dem „Wie denn dann?“ bitte schön.&lt;br /&gt;&lt;br /&gt;Im Kosmos zählt die Selbstähnlichkeit - das Fraktalitätsprinzip. So ist sowohl Materie als auch Energie sich immer selbst ähnlich. Das geladene Elektron ist dem neutralen Neutron genauso ähnlich wie die Ameise dem Elefant. Der Grund ist nunmal, alle bestehen aus Materie - nur Art, Menge und Kombination der Elementarteilchen ist unterschiedlich. Wir Menschen sind aus dem gleichen „Stoff“ wie die russische Puppe, die Materie, das Universum, das Multiversum - Gott. Gleiches gilt für die Energie, also Raum, Zeit, Gravitation, die kosmische Konstante, und die universellen Prinzipien und Gott.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;Wer oder was auch immer diesen unsinnig großen Energie- und Materie-Aufwand getrieben hat, um die Erde, ihre Lebewesen und uns Menschen entstehen zu lassen - hatte Sinniges im „Kopf“! So ein Aufwand mit der Absicht Unsinn zu erzeugen ist Unsinn. &lt;br /&gt;&lt;br /&gt;Ein Vergleich verdeutlicht dies: Carl Benz bastelte an der Kutsche, die ohne Pferde läuft. Alle hielten dies für Unsinn - nur seine Frau Bertha erkannte, dass man nicht solch einen Riesenaufwand betreibt um aufzugeben und alles zu Klump schlägt. Daraus entstand ihre&amp;nbsp; weltverändernde Fahrt mit der Benzinkutsche von Mannheim nach Pforzheim. &lt;br /&gt;&lt;br /&gt;Es sieht ganz so aus als wären wir in der kosmischen Kutsche der zwar schwache, aber mit großen Fähigkeiten ausgestattete Motor, der jetzt begreifen muss wozu er gut ist um damit in Zukunft für die richtige Bewegung sorgen zu können. Sollten wir uns mit unseren eigenen Ängstlichkeit und Unvernunft jedoch selbst bestrafen, so schneiden wir uns vom kosmischen Band der Liebe ab und alles war umsonst. Es liegt an uns ob wir nur Teil des Problems sind oder Teil der Lösung des Problems werden.&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;Ernesto&amp;nbsp; O. &lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4920329981682709288-8514941300792728901?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/6/5_Leben_in_der_russischen_Puppe.html' title='Leben in der russischen Puppe'/><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/8514941300792728901/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/06/leben-in-der-russischen-puppe.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/8514941300792728901'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/8514941300792728901'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/06/leben-in-der-russischen-puppe.html' title='Leben in der russischen Puppe'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-6877073063186419852</id><published>2011-05-14T10:19:00.002+02:00</published><updated>2011-05-14T10:33:01.502+02:00</updated><title type='text'>Perspektive 2015 - Ende der Armut!</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&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://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/5/10_Perspektive_-_Kriege_abbauen_..._files/shapeimage_3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/5/10_Perspektive_-_Kriege_abbauen_..._files/shapeimage_3.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Wenn alle Staaten der Welt ihre geplanten  jährlichen Militärausgaben halbieren würden,  dann könnten die Ärmsten der Erde  doppelt soviel besitzen und ausgeben,  was zugleich die Weltwirtschaft  in ungeahntem Ausmaß antreiben würde.&lt;br /&gt;Alternativ könnten wir mit den jährlich frei gewordenen 750 Milliarden Dollar auch noch eine weitere Weltwirtschaftskrise meistern. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;„Hitparade“ der Militärausgaben: (Quelle Wikipedia) &lt;br /&gt;&lt;br /&gt;&amp;nbsp;1&amp;nbsp; USA 607 Mrd. $&lt;br /&gt;&amp;nbsp;2&amp;nbsp; China ca. 160 Mrd. (incl. verdeckte Ausgaben)&lt;br /&gt;&amp;nbsp;3&amp;nbsp; Frankreich 65,7 Mrd.&lt;br /&gt;&amp;nbsp;4&amp;nbsp; Großbritannien 65,3 Mrd.&lt;br /&gt;&amp;nbsp;5&amp;nbsp; Russland 58,6 Mrd.&lt;br /&gt;&amp;nbsp;6&amp;nbsp; Deutschland 46,8 Mrd.&lt;br /&gt;&amp;nbsp;7&amp;nbsp; Japan 46,3 Mrd.&lt;br /&gt;&amp;nbsp;8&amp;nbsp; Italien 40,6 Mrd.&lt;br /&gt;&amp;nbsp;9&amp;nbsp; Saudi-Arabien 38,2 Mrd.&lt;br /&gt;10&amp;nbsp; Indien 30 Mrd.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt; &lt;span style="font-size: large;"&gt;Auch wenn obige Tabelle nicht mehr so ganz taufrisch ist, ist gut zu erkennen, dass von Frankreich, Großbritannien, Deutschland und Italien allein bereits mehr als&amp;nbsp; 200 Mrd. $ jährlich für militärische Zwecke ausgegeben werden. Damit liegt die EU insgesamt noch vor China auf Rang 2. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: large;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: large;"&gt; Würden die Top 10 der am besten bewaffneten Nationen nur die Hälfte für militärische Aus- und Aufrüstung ausgeben, so wären Kriege zwar genauso wenig vorhersagbar wie zuvor, aber mit dem so frei gewordenen Geld von immerhin mehr als 600 Milliarden $ könnte man der ärmsten Milliarde Menschen, die weniger als einen Dollar am Tag hat, hervorragend helfen. &lt;a href="http://www.globalincome.org/Deutsch/Fakten.html"&gt;2,5 Mrd. Menschen verfügen über weniger als 2 $ am Tag, davon 1,4 Mrd. mit weniger als 1,25 $ pro Tag.&lt;/a&gt;&amp;nbsp; &lt;a href="http://de.wikipedia.org/wiki/Armut#Geographie_der_Armut"&gt;1,1 Mrd. Menschen haben nicht einmal einen Dollar zur Verfügung (Stand 2001)&amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: large;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: large;"&gt;Einen Monat lang über 600 $ Dollarzu besitzen - umgerechnet sind das ca. 420,- € (Wechselkurs Mai-2011) - anstatt 30 $ monatlich zur Verfügung zu haben, bedeutet für die Ärmsten der Welt einmal nach Hartz IV Maßstäben zu leben, was so für sie wäre, wie für uns Weihnachten. Einmal einen Monat lang das 20zigfache haben: Viele Bundesbürger würden sich fühlen wie Millionäre. Umgerechnet auf ein Jahr bedeuten 600 $ immerhin eine „Gehaltserhöhung von 66 %“, die monatlich mehr zur Verfügung steht! &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: large;"&gt; &lt;br /&gt;Wenn man bedenkt, dass diese Summe bei Halbierung der Militärausgaben jedes Jahr anfällt, so könnten die Armen wenn sie mit 1,50 Dollar zurande kämen sogar eine Notreserve ansparen ... worauf warten wir noch ? &lt;br /&gt;&lt;br /&gt;Ach ja, wir Deutschen sind geübt im Wiederaufbau nach 1945 und im Erzeugen von blühenden Landschaften nach 1989. Die Welt weiß wie man nach Naturkatastrophen professionelle Hilfe leistet und die Industrienationen wollten als Milleniumziel das „Ende der Armut“ 2015, die Halbierung der Armen um 50% innerhalb von 15 Jahren, verkünden. Der einfachste Weg ist die Militärausgaben aller Staaten zu halbieren oder wenigstens jetzt sofort mit 25%iger Reduzierung zu beginnen. &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: large;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/gss-online/webdiaryCD2002/index.htm"&gt;&lt;span style="font-size: x-large;"&gt;START&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/5/10_Perspektive_-_Kriege_abbauen_..._files/Bildschirmfoto%202011-05-12%20um%2019.43.23.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="201" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/5/10_Perspektive_-_Kriege_abbauen_..._files/Bildschirmfoto%202011-05-12%20um%2019.43.23.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: blue; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Bedenke: &lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Ein gut eingesetzter halber Euro ist doppelt so viel&lt;br /&gt;Wert wie ein für Waffen verpulverter Euro.&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Ernesto O. &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&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/4920329981682709288-6877073063186419852?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/5/10_Perspektive_-_Kriege_abbauen_....html' title='Perspektive 2015 - Ende der Armut!'/><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/6877073063186419852/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/05/perspektive-2015-ende-der-armut.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/6877073063186419852'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/6877073063186419852'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/05/perspektive-2015-ende-der-armut.html' title='Perspektive 2015 - Ende der Armut!'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-7666495862885042739</id><published>2011-04-05T23:42:00.000+02:00</published><updated>2011-04-05T23:42:20.610+02:00</updated><title type='text'>Erdbeben in - Making of</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;Wer ein gute Geschichte schreiben will, muss natürlich recherchieren. So habe ich mühsam aus dem Internet alle Erdbeben von Bedeutung zusammen getragen, die in den vergangenen fast 2000 Jahren Deutschland (Mitteleuropa) immer wieder „aufgeweckt“ haben. &lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/4/5_Making_of_-_Erdbeben_in..._files/shapeimage_3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="237" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/4/5_Making_of_-_Erdbeben_in..._files/shapeimage_3.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;br /&gt;&lt;br /&gt;Erdbeben&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;um 400 im Raum Köln bis Stärke ca. 6,5&lt;br /&gt;um 813 bei Aachen bis Stärke ca. 6,5 und 829 bei Aachen (Stärke ?) &lt;br /&gt;1012 Westfalen Stärke ?&lt;br /&gt;1062 Fränkische Alb Stärke ?&lt;br /&gt;1223 – Beben bei Köln Stärke ?&lt;br /&gt;1356 Basel&amp;nbsp; Stärke ca. 6,7-7,4; 300 - 2000 Tote; Schäden in 50 - 100 km Umkreis &lt;br /&gt;1756 Düren (Eifel-Nordrand)&amp;nbsp; Stärke ca. 6,4; 4 Tote; Schäden in 50 km Umkreis&lt;br /&gt;1846 St. Goar Stärke ?&lt;br /&gt;1856 Groß-Gerau&amp;nbsp; ? (spürbar bis Mainz Schäden an Schornsteinen)&lt;br /&gt;1869-72 Groß-Gerau 2000 kleinere Beben; Erdbebenschwarm erschütterte die Umgebung so sehr, dass Bewohner monatelang in Zelten hausen mussten. &lt;br /&gt;1872 Gera (Thüringen) Stärke ca. 8,0 ??? (unbestätigte Schätzungen) oder 1875 Stärke 5,5 ?&lt;br /&gt;1873 – 3 Erdbeben mit Epizentrum bei Herzogenrath. Es wird von Gebäudeschäden berichtet.&lt;br /&gt;1911 Tübingen/Albstadt&amp;nbsp; Stärke ca. 5,7; ca. 20 Verletzte (gleiches Beben würde heute ca. 8 Mrd. Schaden verursachen) &lt;br /&gt;1943 Albstadt Stärke ?&lt;br /&gt;1951 Euskirchen (NRW) Stärke 5,7 &lt;br /&gt;1978 Albstadt Stärke ca. 5,7; 20 Verletzte; Schaden ca. 50 Mio. €, burg Hohenzollern starke Schäden &lt;br /&gt;1992 Roermund Stärke ca. 5,9; 1 Toter,30 Verletzte; ca. 1300 Häuser beschädigt; Gesamtschaden ca. 75 - 120 Mio. €,&amp;nbsp; Dabei wurde der Reaktor von Block&amp;nbsp;A des AKW Biblis wegen. Überschreitung des zulässigen Beschleunigungswerts von 45&amp;nbsp;cm/s2 (automatisch ?) heruntergefahren. &lt;br /&gt;&lt;br /&gt;&lt;b&gt;Erdbeben in den vergangenen 10 Jahren&lt;/b&gt;&lt;br /&gt;2004 Soltau (bei Hamburg) Stärke ca. 4,5 Umkreis von 40 bis 50 Kilometern zu spüren (vermutliche Ursache Erdgasförderung)&lt;br /&gt;2004 Basel&amp;nbsp; Stärke ca. 4,2&lt;br /&gt;2005 östlich von Basel (Kanton Aargau)&amp;nbsp; Stärke ca. 4,4; Der Erdstoß war auch in Teilen von Baden-Württemberg, im Umkreis von 100 bis 130 Kilometern um das Epizentrum zu spüren &lt;br /&gt;2007 Koblenz&amp;nbsp; Stärke ca. 4,0&lt;br /&gt;2009 Kandern (südlich von Freiburg) Stärke ca. 4,5; Das Beben war im Umkreis von rund hundert Kilometern spürbar.&lt;br /&gt;2011 14.2 Bad Ems Stärke ca. 4,4 - 4,8; im Umkreis von 80 Kilometern um das Epizentrum zu spüren&lt;br /&gt;&lt;br /&gt;Doch damit nicht genug: Erst die Nachforschungen in den Chroniken des Bergsträßer Anzeigers&lt;br /&gt;(Artikel„Zwei Jahre lang teils heftige Erdbeben“) vermittelten einen plastischen Eindruck vom Geschehen anno 1872. &lt;br /&gt;&lt;br /&gt;Quelle mamo/BA; &lt;a href="http://www.morgenweb.de/region/bergstraesser_anzeiger/175jahre/chronik/02_februar/20070221_3430000002_00907.html"&gt;http://www.morgenweb.de/region/bergstraesser_anzeiger/175jahre/chronik/02_februar/20070221_3430000002_00907.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ernesto O.&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/4920329981682709288-7666495862885042739?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/4/5_Making_of_-_Erdbeben_in....html' title='Erdbeben in - Making of'/><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/7666495862885042739/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/04/erdbeben-in-making-of.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/7666495862885042739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/7666495862885042739'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/04/erdbeben-in-making-of.html' title='Erdbeben in - Making of'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-7098421501470525695</id><published>2011-04-05T23:12:00.003+02:00</published><updated>2011-06-05T19:27:47.192+02:00</updated><title type='text'>Erdbeben in Groß-Gerau - Kernschmelze in Biblis</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;Erdbeben in Groß-Gerau - Kernschmelze in Biblis&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/4/2_Erdbeben_in_Gro-Gerau_-_Kernschmelze_in_Biblis_files/shapeimage_3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="296" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/4/2_Erdbeben_in_Gro-Gerau_-_Kernschmelze_in_Biblis_files/shapeimage_3.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;Flashback in Time &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;Was für eine Nacht! Clara war dreimal aufgewacht und gab keine Ruhe. Jetzt war es genug. Ich holte sie aus ihrem Kinderbettchen zu mir ins Bett. Endlich war sie wieder eingeschlafen und auch Wilhelm schnarchte neben mir friedlich vor sich hin. Der Blick auf den Wecker zeigte 25 Minuten nach 5 Uhr. Ich war gerade im Begriff ebenfalls in den Schlaf zu fallen, als ein zuerst unmerkliches Zittern zu einem Grummeln anschwoll, das Bett zu wackeln begann und ein heftiger Knall von zerpringendem Glas aus der Küche mich blitzschnell aus dem Bett springen lies. Es war wieder soweit! Ich packte, so schnell es eben ging, Clara und rannte barfuß durch das dunkle Zimmer in den Flur hinaus, riss die Haustüre auf und stürzte nun selber zitternd ins Freie. Die Erde bebte noch immer stark und die Bäume im Garten wackelten hin und her als ich eine Stimme Elenore rufen hörte. Es war Wilhelm, mein Ehemann, der nun in der Haustüre erschien und erleichtert wahrnahm, dass ich mich mit Clara in Sicherheit befand. Da lösten sich plötzlich zwei Ziegel vom Dach, doch bevor sie krachend vor der Haustür auf dem Boden zerschellten war Wilhelm auch schon bei Clara und mir und hielt schützend seine Arme um uns. Überall auf der Straße waren plötzlich Leute und trotz der Dunkelheit konnte ich die Angst aus ihren Gesichtern lesen. &lt;br /&gt;&lt;br /&gt;Dies war also der 10. Februar 1872, doch nicht nur dieser Tag machte uns Angst, die Angst sollte noch bis Ende Mai anhalten. Im&amp;nbsp; Morgengrauen kamen Leute von der Feuerwehr vorbei um nach dem Rechten zu sehen. In der Nachbarstraße brannte ein freistehendes Haus ab, denn durch den Einsturz des Schornsteins hatte sich Glut in der Küche verteilt und brennbares Material entzündet. Auch die Scheune vom Müllers Karl in der Bachgasse sei völlig eingestürzt, berichteten sie. Nach Sonnenaufgang wagte sich Wilhelm ins Haus zurück um nach Schäden zu sehen. Noch zweimal sollte an diesem Tag die Erde beben und deshalb beschlossen wir aus dem Schuppen unser Zelt zu holen und die nächste Nacht trotz der kalten Jahreszeit unter dem freien Sternenhimmel zu verbringen. Orion, Perseus und Kassopeia würden uns bestimmt nicht auch noch auf den Kopf fallen. Nachbarn berichteten am folgenden Tag, dass die Erdstöße im ganzen Ried von Mainz bis hinüber zur Bergstraße zu spüren waren. Den Gedanken vorübergehend nach Heppenheim zu Tante Adelheid zu ziehen verwarfen wir daher wieder und ergaben uns unserem Schicksal. &lt;br /&gt;&lt;br /&gt;Ein Erdbeben in Groß-Gerau? Unmöglich glaubten die Menschen, über Jahrhunderte war die Erde im Oberrheintal ruhig geblieben, doch nun ist es einfach passiert! Mehrere hundert Erdstöße sollten in den kommenden drei Monaten die Erde und die Menschen nicht zur Ruhe kommen lassen... &lt;br /&gt;&lt;br /&gt;Zeitsprung 2021 &lt;br /&gt;&lt;br /&gt;7. Dezember, der Tag nach Nikolaus. Peter, in allerbester Stimmung, schlürfte seinen Kaffee leer und machte sich auf den Weg.  &lt;br /&gt;Zur Zeit läuft es aber richtig gut. Zum einen hatte Claudia ihm die vergangene&amp;nbsp; Nacht wunderbar versüßt, zum anderen konnte er es gar nicht erwarten, seinen nagelneuen Tiguan Hybrid SLY in Bewegung zu setzen, den er sich dank seines Jobs als Ingenieur im AKW Biblis schon mit gerade mal 32 Jahren leisten konnte. Dabei hätte er eigentlich traurig sein sollen, denn sein Arbeitgeber hatte trotz eines Angebots der Bundesregierung es abgelehnt das alte Kraftwerk noch einmal zu sanieren, um es weiter betreiben zu können. Die Firmenbosse hatten in den vergangenen drei Jahren den endgültigen Ausstieg aus der Kernenergie beschlossen, nicht zuletzt weil die Aktionäre sich eine größere Gewinnmarge dadurch versprachen und auf Jahre sichere Dividenden. &lt;br /&gt;&lt;br /&gt;So war es also beschlossene Sache, übermorgen sollte das AKW heruntergefahren werden und die Atomstromproduktion in Biblis eingstellt werden. Nicht einmal der chronische Dauerregen der vergangenen 14 Tage war geblieben. Heute war strahlender Sonnenschein. Dennoch hatte Peter vor Fahrtantritt seine Gummistiefel eingepackt, weil der Rhein wegen Hochwasser über seine Ufer getreten war und man sich am AKW ganz schnell nasse Füsse holen konnte. Nun ja in 10-12 Minuten würde er das Werktor passieren und sich mit dem Studium der Reaktorabschaltpläne beschäftigen. Denn bei einem AKW drückt man ja nicht so einfach auf den Knopf und alles ist paletti, da muss schon noch eine ganze Weile gekühlt werden, bis die Brennstäbe Ruhe geben. &lt;br /&gt;&lt;br /&gt;Am Horizont vor ihm tauchte die Silhouette von Biblis auf. Doch was war das? Er traut seinen Augen nicht. Ein schwarze Rauchsäule steigt auf, kam das vom Reaktorgebäude? Es wird doch nicht? Quatsch! Er schaltet den Internet-Newsticker auf das Display seines Autocockpits und toucht auf HR3. „...ist vor wenigen Minuten ein AirbusXXL beim Start vom Frankfurter Flughafen während des Steigflugs in südlicher Richtung abgestürzt und möglicherweise am Atomkraftwerk Biblis zerschellt.“ „...“&lt;br /&gt;&lt;br /&gt;Peter zischt:&amp;nbsp; „So eine Scheiße, jetzt fehlt nur noch Erdbeben....“, ... als ihm ganz schwindelig vor Augen wird und er sogleich eine Vollbremsung hinlegt, die ihn hart auf den Seitenstreifen schiebt. „Gottseidank“, das Auto steht.... doch die Erde... die Erde... die Erde steht nicht still; sie ...bebt. Die Angst steigt in Peter langsam auf. Jetzt ist es gewiss - ein Erdbeben, ein starkes Erdbeben hat Südhessen getroffen.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: x-large;"&gt;Ernesto O. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: justify;"&gt;&lt;br /&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/4920329981682709288-7098421501470525695?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/4/2_Erdbeben_in_Gro-Gerau_-_Kernschmelze_in_Biblis.html' title='Erdbeben in Groß-Gerau - Kernschmelze in Biblis'/><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/7098421501470525695/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/04/erdbeben-in-gro-gerau-kernschmelze-in.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/7098421501470525695'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/7098421501470525695'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/04/erdbeben-in-gro-gerau-kernschmelze-in.html' title='Erdbeben in Groß-Gerau - Kernschmelze in Biblis'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-7064065873593311273</id><published>2011-03-31T23:24:00.001+02:00</published><updated>2011-03-31T23:25:52.026+02:00</updated><title type='text'>Verbalradikalismus ist nicht Radikalverbalismus !?!</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/3/25_Verbalradikalsimus_ist_nicht_Verbalradikalismus_%21%21_files/shapeimage_3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/3/25_Verbalradikalsimus_ist_nicht_Verbalradikalismus_%21%21_files/shapeimage_3.png" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;Verbalradikalismus ist nicht Radikalverbalismus !?!&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Ich dachte Verbalradikalismus wäre etwas Neues, Unerhörtes. Der Blick ins Internet belehrte mich eines Besseren.&amp;nbsp; Ca. 17000 mal wurde ich fündig. Allem Anschein nach ist in den Einträgen 16999 mal ein verbaler Radikalismus gemeint, allenfalls ein politisch motivierter verbaler Radikalismus. Nur 9 Einträge finden sich zu Radikalverbalismus, auch da ist verbaler Radikalismus gemeint. &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Was also ist „verbaler Radikalismus“ und was ist „Verbalradikalismus“ ? &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Verbal [Adj. , o.&amp;nbsp;Steig.] 1 zeitwörtlich, als Verb gebraucht 2 durch Worte, mündlich[n. 1; schweiz.] Bescheinigung, Bericht&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Verbalismus [vɛr-] m. Gen.- nur Sg. Übergewicht der Worte über die Sache, Neigung zum Wortemachen&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Radika|ismus [m. -; nur Sg.] 1 radikale politische Richtung 2 radikale Anschauungen, radikales Denken&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;radikal [Adj. ] 1 gründlich, bis zum letzten, von Grund aus; etwas r. beseitigen, entfernen; 2 rücksichtslos, bis zum Äußersten gehend, kompromisslos; 3 übersteigerte politische Ansichten vertretend; r. eingestellt sein 4 Math.: Zeichen für das Wurzelziehen (&amp;nbsp;√&amp;nbsp;); 5 Chem.: eine Atomgruppe [&lt;lat. (quelle:="" *radicalis,="" -lexikon)="" &lt;="" adj.="" adv.="" aus,="" belegten="" dafür="" der="" font="" gen.="" grund="" gründlich“,="" nicht="" online-duden="" radicaliter,="" radicis,="" radicitus="" radix,="" von="" wurzel,="" zu="" zum="" ”mit="" ”wurzel“]=""&gt;&lt;/lat.&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Der Beginn des allgemeinen Verständnisses vom verbalem Radikalismus als Verbalradikalismus wurde&amp;nbsp; sicher intensiv durch den „ollen Kaiser Willem II“ geprägt, der mit Kraftausdrücken seine einschlägigen politischen Ansichten verbreitete und damit ganz Europa brüskierte. Die unpolitische Variante des verbalen Radikalismus ist der „Wut-Verbalismus“, der sich in unflätigen, beleidigenden oder auch rassistischen Ausdrücken und Sätzen zeigt.&lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Jedoch handelt es sich beim Verbalradikalismus nach meiner Prägung im eigentlich begrifflichen Sinn mehr um einen radikalen Verbalismus. Es geht hier also nicht darum sich besonders radikal (sprich: kompromisslos etc.) auszudrücken, sondern es geht um eine radikale Methode Worte und Wortverknüpfungen zu behandeln. (also: von Grund auf, von der Wurzel her zu betrachten)&lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Entkleiden wir Worte ihrer Hülle, berauben sie ihrer Flügel und reduzieren sie auf ihren innersten Wert, so bleibt einzig die Verbindung von Inhalt und Begriff bzw. Ausdruck desselben übrig. Dies brachte mich dazu über Sinn und Unsinn von Begriffen und Worten nachzudenken, mit dem Ergebnis, dass ich nun sicher sagen kann, dass alles was sich mit einem Wort ausdrücken lässt auch in der Realität existieren muss. In der Konsequenz bedeutet dies, dass „neue Worte“&lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;ggf. auch neue Existenzen und Realitäten erschaffen, bzw. bestehende Realitäten verändern. &lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Alle Worte haben einen Inhalt. Abstrakte Worte haben als Inhalt einen Sachverhalt, eine Funktion, oder im extremsten Fall eine Diffusion, und beschreiben nebulöse Zustande bzw. unbestimmbare Sachverhalte, Funktionen oder Beziehungen.&lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Inhaltsleere Worte haben den Inhalt „inhaltsleer“. &lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Buchstaben (Laute) sind wie Atome, Worte wie Moleküle, die sich zu Atom- und Molekülverbänden, den Sätzen vereinigen. Sätze sind Wortketten, Wortnetze und Wortgeflechte, die sich zu größeren Texten und Reden zusammenbauen.&lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Schließlich: Die stärkste aller Waffen ist das Wort. In diesem Sinne ist es tatsächlich so, dass es die Worte sind, die die Welt, ja das ganze Universum verändern. In diesem Sinne ist auch nicht unsinnig zu sagen, „das Universum nicht mehr oder weniger ist als ein gesprochenes Wort!“&lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Radikaler Verbalismus hat unglaubliche Dinge zur Konsequenz: &lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;So bedeutet die Tatsache, dass wir das Wort „Gott“ artikulieren können, demnach auch - sofern wir das zuvor Gesagte akzeptieren - dass Gott tatsächlich existiert (in welchem Sinn auch immer - als Hyperkomplexität mit personalen Aspekten ?). &lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Weniger gefällt mir die Konsequenz, dass durch das Aussprechen des Wortes „Teufel“, derselbe realer Teil dieser Welt wird, und sei es auch nur in Form einer Funktion. &lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Erfinde ich jetzt das Wort „Muzzifuzzi“, dann hat „Muzzifuzzi“ also Existenz und Inhalt; im einfachsten Falle ist dieser Inhalt „inhaltsleer“, was soviel bedeutet wie dieses Wort hat den Inhalt „keinen Inhalt“, also einen Inhaltsausschluss. Dies gibt „Muzzifuzzi“ zwar einen Inhalt, aber noch lange keinen Sinn. Letzteres behauptet der radikale Verbalismus auch nicht, wenngleich wir den Sinn von Muzzifuzzi mit „Sinnlosigkeit“ übersetzen könnten, was genau genommen Muzzifuzzi ja bereits einen Sinn gibt: „Die Sinnlosigkeit“! &lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Die Sinnlosigkeit macht übrigens Sinn, denn hätte alles ein Sinn, so würde die Anzahl der Sinnzusammenhänge (sagen wir der einfach der Beziehungen) ins Hyperkomplexe steigen mit schlimmen Konsequenzen...&lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Bleibt festzuhalten, dass der radikale Verbalismus zu ähnlich fundamentalen Erkenntnissen führt, &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;wie sie Fritjof Capra (Physiker und Philosoph) erlebte, als er am Strand liegend mit seinen Gedanken in seinen Körper eintauchte. Nicht nur, dass wir Lebewesen aus praktisch „Nichts“ (max. einem Fingerhut voll echter Materie) bestehen; all unsere Teilchen sind in ständiger Schwingung, es ist Gewimmel von großer Dynamik in uns wie in einer Großstadt. Genau so enorm wie der Tanz der Teilchen in uns Menschen, ist auch der Tanz der Worte, Buchstaben und Sätze in unserem Kopf und in der Welt.&lt;/span&gt;&lt;/span&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Mein kleiner Beitrag zu diesem Tanz ist der radikale Verbalismus, kurz der Radikalverbalismus oder auch der Verbalradikalismus - wie im zuvor genannten Sinne verstanden.&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;i style="color: blue;"&gt;Ernesto O.&lt;/i&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="font-size: x-small;"&gt;Wer diese Beschreibung des Radikalverbalismus/Verbalradikalismus verstanden hat, versteht jetzt auch den Satz:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;i style="color: #cc0000;"&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;Wenn vor dem Auto hinter dem Auto ist, &lt;/span&gt;&lt;br style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;" /&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;ist hinter dem Auto vor dem Auto.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&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/4920329981682709288-7064065873593311273?l=raumzeitwellen.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.raumzeitwellen.de/Home/Blog/Eintrage/2011/3/25_Verbalradikalsimus_ist_nicht_Verbalradikalismus_!!.html' title='Verbalradikalismus ist nicht Radikalverbalismus !?!'/><link rel='replies' type='application/atom+xml' href='http://raumzeitwellen.blogspot.com/feeds/7064065873593311273/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/03/verbalradikalismus-ist-nicht.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/7064065873593311273'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4920329981682709288/posts/default/7064065873593311273'/><link rel='alternate' type='text/html' href='http://raumzeitwellen.blogspot.com/2011/03/verbalradikalismus-ist-nicht.html' title='Verbalradikalismus ist nicht Radikalverbalismus !?!'/><author><name>Ernesto O.</name><uri>http://www.blogger.com/profile/10293729772417665466</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4920329981682709288.post-5917706760856184099</id><published>2011-03-20T23:13:00.001+01:00</published><updated>2011-03-31T23:19:06.666+02:00</updated><title type='text'>Atomkraft - aber bitte jetzt!</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" 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
