<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7627076713618180262</id><updated>2024-10-05T07:28:27.721+05:30</updated><category term="Wikipedia"/><category term="Science"/><category term="Computer"/><category term="Computing"/><category term="Tutorials"/><category term="Geography"/><category term="Baycon Group"/><category term="MS-Office"/><category term="Physics"/><category term="Environmental Science"/><category term="Chemistry"/><category term="C/C++ Tutorials"/><category term="Astronomy"/><category term="Cosmology"/><category term="Universe"/><category term="Biology"/><category term="Solar System"/><category term="Geology"/><category term="Botany"/><category term="Earth"/><category term="Flash8 Tutorials"/><category term="Multimedia"/><category term="Atmosphere"/><category term="Word Tutorials"/><category term="Access Tutorials"/><category term="Continent"/><category term="MS-Access"/><category term="MS-Word"/><category term="Operating System"/><category term="Plants"/><category term="Windows"/><category term="Wrestling"/><category term="Excel Tutorials"/><category term="Flower"/><category term="MS-Excel"/><category term="WWE"/><category term="MS-Powerpoint"/><category term="Powerpoint Tutorials"/><category term="Ecology"/><category term="Units of Measuement"/><category term="WWE Raw"/><category term="Zoology"/><category term="Celebrities"/><category term="Commerce"/><category term="Molecule"/><category term="Photosynthesis"/><category term="Access00-Intro"/><category term="Access01"/><category term="Access02"/><category term="Access03"/><category term="Access04"/><category term="Access05"/><category term="Access06"/><category term="Access07"/><category term="Acids"/><category term="Atoms"/><category term="Bikes"/><category term="Biosphere"/><category term="Business"/><category term="Buzzle"/><category term="C/C++00-Intro"/><category term="C/C++01"/><category term="C/C++02"/><category term="C/C++03"/><category term="C/C++04"/><category term="C/C++05"/><category term="C/C++06"/><category term="C/C++07"/><category term="C/C++08"/><category term="C/C++09"/><category term="C/C++10"/><category term="C/C++11"/><category term="C/C++12"/><category term="C/C++13"/><category term="C/C++14"/><category term="C/C++15"/><category term="C/C++16"/><category term="Comets"/><category term="Diatomic molecules"/><category term="Durga"/><category term="Durga Puja"/><category term="Excel00-Intro"/><category term="Excel01"/><category term="Excel02"/><category term="Excel03"/><category term="Excel04"/><category term="Exosphere"/><category term="Festivals"/><category term="Flash800-Intro"/><category term="Flash801"/><category term="Flash802"/><category term="Flash803"/><category term="Flash804"/><category term="Flash805"/><category term="Flash806"/><category term="Flash807"/><category term="Flash808"/><category term="Flash809"/><category term="Games"/><category term="Heat"/><category term="Hinduism"/><category term="History"/><category term="Hydrosphere"/><category term="Lithosphere"/><category term="Magnets"/><category term="Measures"/><category term="Mesosphere"/><category term="Metals"/><category term="Mixture"/><category term="Motorcycles"/><category term="Non-metals"/><category term="Ocean"/><category term="Ozone"/><category term="Ozone Layer"/><category term="Powerpoint00-Intro"/><category term="Powerpoint01"/><category term="Powerpoint02"/><category term="Powerpoint03"/><category term="Religion"/><category term="Roots"/><category term="Scientists"/><category term="Sport"/><category term="Stratosphere"/><category term="Thermos Flask"/><category term="Thermosphere"/><category term="Transpiration"/><category term="Troposphere"/><category term="Unicellular Organisms"/><category term="Vacuum"/><category term="Vehicles"/><category term="Video Uploads"/><category term="WWE smackdown"/><category term="WindowsXP00-Intro"/><category term="WindowsXP01"/><category term="WindowsXP02"/><category term="WindowsXP03"/><category term="WindowsXP04"/><category term="WindowsXP05"/><category term="Word00-Intro"/><category term="Word01"/><category term="Word02"/><category term="Word03"/><category term="Word04"/><category term="Word05"/><category term="Word06"/><category term="Word07"/><category term="Wrestlemania"/><title type='text'>InfoPedia Universalis</title><subtitle type='html'>Your Destination to Learning &amp;amp; Information</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://infopediauniversalis.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>InfoPedia</name><uri>http://www.blogger.com/profile/10468685091729014786</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht2eNF5jdjy9bLKps1QOt4XqlGTgfB3Xh9lLPSv6Wt13Kr5KfdlBqERLVSEoqsj7xHeCo17kQOAM1XIOxUYQg3ia3fr-YnxFZapWgbksJpVkQjst3OoDjOmwtyX_MnvQ/s220/images3.jpeg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>142</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-3450719751405818682</id><published>2012-02-26T11:52:00.002+05:30</published><updated>2012-03-10T10:49:06.068+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Wrestlemania"/><category scheme="http://www.blogger.com/atom/ns#" term="Wrestling"/><category scheme="http://www.blogger.com/atom/ns#" term="WWE"/><title type='text'>WrestleMania</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTNhfGPDBG3yggW8hvFpmLftft3FjH10pvOALW_pvVSnPqegG8k&quot; /&gt; &lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;WrestleMania is a professional wrestling pay-per-view event, produced annually in late March or early April by WWE, a professional wrestling promotion based in Connecticut. WWE first produced the event in 1985 to be its premiere annual event and has since produced twenty-seven editions with the twenty-eighth and twenty-ninth scheduled to take place in Miami Gardens, Florida in 2012 and East Rutherford, New Jersey in 2013.WWE regards it as a flagship event due to it being the most successful and longest-running professional wrestling event in history. WrestleMania was conceptualized by WWE owner Vince McMahon.&lt;/div&gt;&lt;div&gt;WrestleMania&#39;s widespread success helped transform the professional wrestling industry and make WWE the most successful wrestling promotion in the world.The event has facilitated the rise to stardom of wrestlers including The Undertaker, Hulk Hogan, Bret Hart, Shawn Michaels, Steve Austin, Triple H, The Rock, John Cena, and Batista. Celebrities such as Aretha Franklin, Cyndi Lauper, Muhammad Ali, Mr. T, Alice Cooper, Lawrence Taylor, Pamela Anderson, Mike Tyson, Donald Trump, Floyd Mayweather, Snoop Dogg and others have participated or made special appearances within the events.&lt;/div&gt;&lt;div&gt;WrestleMania propels the worldwide commercial success of the WWE through media, merchandise and shows. All of the events produced have been sold out within a short period of time, with recent editions being sold out within minutes of tickets going on sale. The first WrestleMania was held in Madison Square Garden in New York City; the 10th and 20th editions were also held there. WrestleMania III in Detroit was the highest-attended indoor sports event in the world, with 93,173 fans in attendance. The record stood until February 14, 2010, when the 2010 NBA All-Star Game broke the indoor sporting event record with an attendance of 108,713 at Cowboys Stadium.All but the two editions held in Toronto, Canada have been hosted in U.S. cities.&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/3450719751405818682'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/3450719751405818682'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/02/wrestlemania.html' title='WrestleMania'/><author><name>Ryan Racklo</name><uri>http://www.blogger.com/profile/10554510064157851643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRqO6iTN0AlTNOy316CyDoFxCX4u3G7axIt200Z-r4vxCrRUQjcUMpAkFW8fEnAMEYIQLAdC8R__2M5JAxO14KR9mdetu5_9P3fSMMNyj9MoN3YzStgMEVMSnojK9ndc/s220/Ryan+Zokko.jpeg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-5696658893378774959</id><published>2012-02-26T11:32:00.004+05:30</published><updated>2012-03-10T10:48:00.185+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Wrestling"/><category scheme="http://www.blogger.com/atom/ns#" term="WWE"/><category scheme="http://www.blogger.com/atom/ns#" term="WWE smackdown"/><title type='text'>WWE Smackdown</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;background-color: white; font-style: normal; font-weight: normal; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em; text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;line-height: 19px;&quot;&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-style: normal; font-weight: normal; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em; text-align: center;&quot;&gt;&lt;i&gt;&lt;img src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRmO9xPLtE6IxtlPBNT8YEblmmyZE2k4C4Z0nKi0jvojswLPnfq3w&quot; /&gt; &lt;/i&gt;&lt;/div&gt;&lt;div style=&quot;font-style: normal; font-weight: bold; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;&quot;&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style=&quot;display: inline !important; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;display: inline !important; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;&quot;&gt;WWE SmackDown is a sports entertainment television program for WWE. As of 2010 it airs on Syfy in the United States. The show&#39;s name is also used to refer to the SmackDown brand, in which WWE employees are assigned to work and perform on that program. It is one of the two television broadcasts for the SmackDown brand; the other one being WWE Raw, though at one point WWE Velocity also featured SmackDown branded wrestling.&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;&quot;&gt;From its launch in 1999, SmackDown broadcast on Thursday nights, but on September 9, 2005, the show moved to Friday nights. The show originally debuted in the United States on the UPN television network on April 29, 1999, but after the merger of UPN and the WB, SmackDown began airing on The CW in 2006. The show remained on the CW network for two years until it was announced that it would move to MyNetworkTV in October 2008.SmackDown moved to Syfy on October 1, 2010.&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;&quot;&gt;Due to time differences, SmackDown premieres a few hours earlier in Ireland and UK and a day earlier in Australia, Singapore, and Philippines than the United States.&lt;/div&gt;&lt;div style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/5696658893378774959'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/5696658893378774959'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/02/wwe-smackdown.html' title='WWE Smackdown'/><author><name>Ryan Racklo</name><uri>http://www.blogger.com/profile/10554510064157851643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRqO6iTN0AlTNOy316CyDoFxCX4u3G7axIt200Z-r4vxCrRUQjcUMpAkFW8fEnAMEYIQLAdC8R__2M5JAxO14KR9mdetu5_9P3fSMMNyj9MoN3YzStgMEVMSnojK9ndc/s220/Ryan+Zokko.jpeg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-3353690159541625186</id><published>2012-02-26T11:17:00.003+05:30</published><updated>2012-03-10T10:49:33.520+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sport"/><category scheme="http://www.blogger.com/atom/ns#" term="Wrestling"/><title type='text'>Wrestling</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcT3mYiijJ7aszNa_UGNvK7de7MbD4f8FKbHeqTTR_qlPS56g9d9&quot; /&gt; &lt;/div&gt;&lt;br /&gt;
&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;Wrestling is a form of grappling type techniques such as clinch fighting, throws and takedowns, joint locks, pins and other grappling holds. A wrestling bout is a physical competition, between two competitors or sparring partners, who attempt to gain and maintain a superior position. There are a wide range of styles with varying rules with both traditional historic and modern styles. Wrestling techniques have been incorporated into other martial arts as well as military hand-to-hand combat systems.&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/3353690159541625186'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/3353690159541625186'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/02/wrestling.html' title='Wrestling'/><author><name>Ryan Racklo</name><uri>http://www.blogger.com/profile/10554510064157851643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRqO6iTN0AlTNOy316CyDoFxCX4u3G7axIt200Z-r4vxCrRUQjcUMpAkFW8fEnAMEYIQLAdC8R__2M5JAxO14KR9mdetu5_9P3fSMMNyj9MoN3YzStgMEVMSnojK9ndc/s220/Ryan+Zokko.jpeg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-5658448314808028500</id><published>2012-01-21T11:12:00.001+05:30</published><updated>2012-01-21T11:15:11.702+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bikes"/><category scheme="http://www.blogger.com/atom/ns#" term="Motorcycles"/><category scheme="http://www.blogger.com/atom/ns#" term="Vehicles"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>About Motorcycles</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 365px; height: 273px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;A motorcycle (also called a motorbike, bike, or cycle) is a single-track, two-wheeled motor vehicle. Motorcycles vary considerably depending on the task for which they are designed, such as long distance travel, navigating congested urban traffic, cruising, sport and racing, or off-road conditions.&lt;br /&gt;&lt;br /&gt;Motorcycles are one of the most affordable forms of motorised transport in many parts of the world and, for most of the world&#39;s population, they are also the most common type of motor vehicle.There are around 200 million motorcycles (including mopeds, motor scooters, motorised bicycles, and other powered two and three-wheelers) in use worldwide,or about 33 motorcycles per 1000 people. This compares to around 590 million cars, or about 91 per 1000 people.&lt;br /&gt;&lt;br /&gt;Most of the motorcycles, 58%, are in the developing countries of Asia — Southern and Eastern Asia, and the Asia Pacific countries, excluding Japan — while 33% of the cars (195 million) are concentrated in the United States and Japan. In 2006 China had 54 million motorcycles in use and an annual production of 22 million units.As of 2002, India with an estimated 37 million motorcycles/mopeds was home to the largest number of motorised two wheelers in the world. China came a close second with 34 million motorcycles/mopeds.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/5658448314808028500'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/5658448314808028500'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/about-motorcycles.html' title='About Motorcycles'/><author><name>Ryan Racklo</name><uri>http://www.blogger.com/profile/10554510064157851643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRqO6iTN0AlTNOy316CyDoFxCX4u3G7axIt200Z-r4vxCrRUQjcUMpAkFW8fEnAMEYIQLAdC8R__2M5JAxO14KR9mdetu5_9P3fSMMNyj9MoN3YzStgMEVMSnojK9ndc/s220/Ryan+Zokko.jpeg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-2187432948792794446</id><published>2012-01-21T10:48:00.002+05:30</published><updated>2012-01-21T11:09:12.029+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Celebrities"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><category scheme="http://www.blogger.com/atom/ns#" term="Wrestling"/><category scheme="http://www.blogger.com/atom/ns#" term="WWE"/><category scheme="http://www.blogger.com/atom/ns#" term="WWE Raw"/><title type='text'>WWE Raw Celebrities:Alberto Del Rio</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 260px; height: 337px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;table class=&quot;infobox vcard&quot; cellspacing=&quot;5&quot;&gt;&lt;tbody&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;text-align:left; white-space: nowrap&quot;&gt;Ring name(s)&lt;/th&gt; &lt;td class=&quot;nickname&quot; style=&quot;&quot;&gt;Alberto Banderas&lt;br /&gt;&lt;b&gt;Alberto Del Rio&lt;/b&gt;&lt;sup id=&quot;cite_ref-DelRioDebut_2-0&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;Dorado&lt;sup id=&quot;cite_ref-OWOW_0-2&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;Dos&lt;sup id=&quot;cite_ref-OWOW_0-3&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;Dos Caras&lt;sup id=&quot;cite_ref-WrestleManiaRevenge_3-0&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;Dos Caras, Jr.&lt;sup id=&quot;cite_ref-OWOW_0-5&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;El Dorado&lt;sup id=&quot;cite_ref-OWOW_0-6&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;El Hijo de Dos Caras&lt;sup id=&quot;cite_ref-OWOW_0-7&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=&quot;&quot;&gt; &lt;th scope=&quot;row&quot; style=&quot;text-align:left; white-space: nowrap&quot;&gt;Billed height&lt;/th&gt; &lt;td class=&quot;&quot; style=&quot;&quot;&gt;6 ft 5 in (1.96 m)&lt;sup id=&quot;cite_ref-SlamBio_4-0&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;sup id=&quot;cite_ref-WWEbio_5-0&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=&quot;&quot;&gt; &lt;th scope=&quot;row&quot; style=&quot;text-align:left; white-space: nowrap&quot;&gt;Billed weight&lt;/th&gt; &lt;td class=&quot;&quot; style=&quot;&quot;&gt;239 lb (108 kg)&lt;sup id=&quot;cite_ref-WWEbio_5-1&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=&quot;&quot;&gt; &lt;th scope=&quot;row&quot; style=&quot;text-align:left; white-space: nowrap&quot;&gt;Born&lt;/th&gt; &lt;td class=&quot;&quot; style=&quot;&quot;&gt;May 25, 1977  &lt;span class=&quot;noprint&quot;&gt;(age 34)&lt;/span&gt;&lt;sup id=&quot;cite_ref-PrideFC_6-0&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;San Luis Potosí, San Luis Potosí&lt;sup id=&quot;cite_ref-PWIFeb09_7-0&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=&quot;&quot;&gt; &lt;th scope=&quot;row&quot; style=&quot;text-align:left; white-space: nowrap&quot;&gt;Resides&lt;/th&gt; &lt;td class=&quot;&quot; style=&quot;&quot;&gt;&lt;span class=&quot;mw-redirect&quot;&gt;Tampa, Florida&lt;/span&gt;&lt;sup id=&quot;cite_ref-8&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=&quot;&quot;&gt; &lt;th scope=&quot;row&quot; style=&quot;text-align:left; white-space: nowrap&quot;&gt;Billed from&lt;/th&gt; &lt;td class=&quot;&quot; style=&quot;&quot;&gt;San Luis Potosí, Mexico&lt;sup id=&quot;cite_ref-WWEbio_5-2&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=&quot;&quot;&gt; &lt;th scope=&quot;row&quot; style=&quot;text-align:left; white-space: nowrap&quot;&gt;Trained by&lt;/th&gt; &lt;td class=&quot;&quot; style=&quot;&quot;&gt;Leonel Kolesni (Greco-Roman wrestling)&lt;sup id=&quot;cite_ref-OWOW_0-9&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;sup id=&quot;cite_ref-ArenaMexico_9-0&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;Juan Fernández (Greco-Roman wrestling)&lt;sup id=&quot;cite_ref-ArenaMexico_9-1&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;Dos Caras (Professional wrestling)&lt;sup id=&quot;cite_ref-OWOW_0-11&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;Sicodelico (Professional wrestling)&lt;sup id=&quot;cite_ref-OWOW_0-12&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;FCW Training&lt;sup id=&quot;cite_ref-OWOW_0-13&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;Marco Ruas (MMA)&lt;/td&gt; &lt;/tr&gt; &lt;tr class=&quot;&quot;&gt; &lt;th scope=&quot;row&quot; style=&quot;text-align:left; white-space: nowrap&quot;&gt;Debut&lt;/th&gt; &lt;td class=&quot;&quot; style=&quot;&quot;&gt; &lt;span style=&quot;white-space:nowrap;&quot;&gt;September 29, 2000&lt;/span&gt;&lt;sup id=&quot;cite_ref-SlamBio_4-3&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;sup id=&quot;cite_ref-Verano2000_10-0&quot; class=&quot;reference&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;Alberto Rodríguez (born May 25, 1977)is a Mexican professional wrestler signed to WWE, performing under the ring name Alberto Del Rio and appearing on the Raw brand. He is a former two-time WWE Champion, while also being the 2011 Royal Rumble winner, outlasting 39 other participants to win the largest Royal Rumble match ever, and 2011 Mr. Money in the Bank (Raw). Before working for WWE, Rodriguez used the name Dos Caras, Jr. as both a mixed martial artist and luchador in mostly Mexico and Japan. He worked in both of Mexico&#39;s main wrestling promotions and achieved success in Consejo Mundial de Lucha Libre (CMLL), where he is a former CMLL World Heavyweight Champion.&lt;br /&gt;&lt;br /&gt;Son of noted luchador Dos Caras, nephew of Mil Máscaras and Sicodélico, and cousin to Sicodelico, Jr. and Hijo de Sicodelico, Rodríguez is part of one of the most well known Mexican wrestling families.The name Dos Caras translates to Two Faces, referring to the symbol of a double headed eagle on his mask.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/2187432948792794446'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/2187432948792794446'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/wwe-raw-celebritiesalberto-del-rio.html' title='WWE Raw Celebrities:Alberto Del Rio'/><author><name>JJ</name><uri>http://www.blogger.com/profile/17934184917573939656</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuKtHMCY2Iu5sjH7bwxqB_SoNO2QOdK9fd9HWHGmYAfVZ_QfZOo9KNGnvmFtqEwddc39B9QANbSx2T_cgQzNTbm6xgyRC8ySw_UbWShu9UZ-1JFRdYp8b1_UcmbF73/s220/jonson+justinb.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-8443653249904783755</id><published>2012-01-21T10:37:00.004+05:30</published><updated>2012-01-21T10:43:53.285+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Celebrities"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><category scheme="http://www.blogger.com/atom/ns#" term="Wrestling"/><category scheme="http://www.blogger.com/atom/ns#" term="WWE"/><category scheme="http://www.blogger.com/atom/ns#" term="WWE Raw"/><title type='text'>List of WWE Raw Superstars as on 21/01/2012</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 338px; height: 270px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:180%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;Male Superstars&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Alberto Del Rio&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Alex Riley&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Brodus Clay&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Chris Jericho&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;CM Punk&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Curt Hawkins&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;David Otunga&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Dolph Ziggler&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Dwayne &quot;The Rock&quot; Johnson&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Epico&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Evan Bourne&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Jack Swagger&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;John Cena&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;JTG&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Kane&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Kofi Kingston&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Mason Ryan&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Michael McGillicutty&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;The Miz&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Primo&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Rey Mysterio&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;R-Truth&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Santino Marella&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Triple H&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Tyler Reks&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Zack Ryder&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:180%;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Female Superstars&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Beth Phoenix     &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Brie Bella     &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Eve     &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Kelly Kelly     &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Kharma &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Nikki Bella&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/8443653249904783755'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/8443653249904783755'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/list-of-wwe-raw-superstars.html' title='List of WWE Raw Superstars as on 21/01/2012'/><author><name>Bheeshma</name><uri>http://www.blogger.com/profile/12587245727653307575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPf7kxY9P_QkU5WRCK5-HvjA21D0HV0ClsDDQ_nxJVgx-k6bAkZpgCPk5ZuHo10g45X8AIUPLiyibS30-4fW1FVrKKEMQVuKeveF8q8VjOVHyKixpt0LFquFBy6zFscQ/s220/PoP1.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-1535567060770600544</id><published>2012-01-21T10:26:00.002+05:30</published><updated>2012-01-21T10:33:06.392+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Games"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><category scheme="http://www.blogger.com/atom/ns#" term="Wrestling"/><category scheme="http://www.blogger.com/atom/ns#" term="WWE"/><category scheme="http://www.blogger.com/atom/ns#" term="WWE Raw"/><title type='text'>WWE Raw</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 452px; height: 159px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;WWE Raw (also stylized as Monday Night RAW and known on air as RAW SuperShow) is a sports entertainment television program for WWE that currently airs on the USA Network in the United States. The show&#39;s name is also used to refer to the Raw brand, in which WWE employees are assigned to work and perform on that program, the other program and brand currently being SmackDown. It is the only television broadcast for the Raw brand. The show originally debuted in the United States on the USA Network on January 11, 1993. It remained there until 2000, when Raw was moved to TNN, later known as Spike TV. In 2005, the show was moved back to the USA Network. Since its launch in 1993, Raw continues to air on Monday nights. Raw is generally seen as the company&#39;s flagship program due to its prolific history, high ratings, weekly live format, and emphasis on pay-per-views. It is the longest-running weekly episodic TV show in history.&lt;br /&gt;&lt;br /&gt;Since its first episode, WWE Raw has been broadcasted live from 197 different arenas in 165 cities and towns in nine different nations. Including the United States, Canada, the United Kingdom, Afghanistan in 2005 and Iraq in 2006 and 2007 for specials Tribute to the Troops, Germany in 1997, Japan in 2005 and Italy in 2007. The show was recorded in Mexico for the first time in October, 2011.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/1535567060770600544'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/1535567060770600544'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/wwe-raw.html' title='WWE Raw'/><author><name>Bheeshma</name><uri>http://www.blogger.com/profile/12587245727653307575</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPf7kxY9P_QkU5WRCK5-HvjA21D0HV0ClsDDQ_nxJVgx-k6bAkZpgCPk5ZuHo10g45X8AIUPLiyibS30-4fW1FVrKKEMQVuKeveF8q8VjOVHyKixpt0LFquFBy6zFscQ/s220/PoP1.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-2413556121574859571</id><published>2012-01-17T13:29:00.002+05:30</published><updated>2012-01-17T13:34:53.350+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Atmosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Environmental Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Lithosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of lithosphere.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5i-3lCYCNYiN3hWR94wZgGGKBdVZA9e_FlNsENVdAwe-szM5Hre-qrOaH6t-BSqsjtlCfyluUYB8qjdchaqmOBmm_nTKKqn_EeyxFOrOeayNgnamWzxoVcOV_5nYJ8oFnav_gMPf2PfRc/s1600/p.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 296px; height: 241px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5i-3lCYCNYiN3hWR94wZgGGKBdVZA9e_FlNsENVdAwe-szM5Hre-qrOaH6t-BSqsjtlCfyluUYB8qjdchaqmOBmm_nTKKqn_EeyxFOrOeayNgnamWzxoVcOV_5nYJ8oFnav_gMPf2PfRc/s320/p.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5698508795508240914&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;The lithosphere (Greek: λίθος [lithos] for &quot;rocky&quot; + σφαῖρα [sphaira] for &quot;sphere&quot;) is the rigid outermost shell of a rocky planet. On Earth, it comprises the crust and the portion of the upper mantle that behaves elastically on time scales of thousands of years or greater.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/2413556121574859571'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/2413556121574859571'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-lithosphere.html' title='Defination of lithosphere.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5i-3lCYCNYiN3hWR94wZgGGKBdVZA9e_FlNsENVdAwe-szM5Hre-qrOaH6t-BSqsjtlCfyluUYB8qjdchaqmOBmm_nTKKqn_EeyxFOrOeayNgnamWzxoVcOV_5nYJ8oFnav_gMPf2PfRc/s72-c/p.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-3690500130458364120</id><published>2012-01-17T12:52:00.003+05:30</published><updated>2012-01-20T10:44:55.155+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Atoms"/><category scheme="http://www.blogger.com/atom/ns#" term="Biology"/><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of atoms.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMQesAxkxqqPb0zP07FcNdAXAky6viwKNMOYm5jwXHX9KecZBITg2AwWtZT-EhnQmHm3CaueOhkEXXhVyGn1J3DQuFGlmdgFOfIErrj8F6QiX6cHFd3AKOtT9Tjsi-HOsk0asJw2ymfgDe/s1600/oi.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5698499002626051858&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMQesAxkxqqPb0zP07FcNdAXAky6viwKNMOYm5jwXHX9KecZBITg2AwWtZT-EhnQmHm3CaueOhkEXXhVyGn1J3DQuFGlmdgFOfIErrj8F6QiX6cHFd3AKOtT9Tjsi-HOsk0asJw2ymfgDe/s320/oi.jpg&quot; style=&quot;cursor: pointer; display: block; height: 245px; margin: 0px auto 10px; text-align: center; width: 357px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
The atom is a basic unit of matter that consists of a dense central nucleus surrounded by a cloud of negatively charged electrons. The atomic nucleus contains a mix of positively charged protons and electrically neutral neutrons (except in the case of hydrogen-1, which is the only stable nuclide with no neutrons). The electrons of an atom are bound to the nucleus by the electromagnetic force. Likewise, a group of atoms can remain bound to each other, forming a molecule. An atom containing an equal number of protons and electrons is electrically neutral, otherwise it has a positive charge if there are fewer electrons (electron deficiency) or negative charge if there are more electrons (electron excess). A positively or negatively charged atom is known as an ion. An atom is classified according to the number of protons and neutrons in its nucleus: the number of protons determines the chemical element, and the number of neutrons determines the isotope of the element.&lt;br /&gt;
The name atom comes from the Greek ἄτομος (atomos, &quot;indivisible&quot;) from ἀ- (a-, &quot;not&quot;) and τέμνω (temnō, &quot;I cut&quot;), which means uncuttable, or indivisible, something that cannot be divided further. The concept of an atom as an indivisible component of matter was first proposed by early Indian and Greek philosophers. In the 17th and 18th centuries, chemists provided a physical basis for this idea by showing that certain substances could not be further broken down by chemical methods. During the late 19th and early 20th centuries, physicists discovered subatomic components and structure inside the atom, thereby demonstrating that the &#39;atom&#39; was divisible. The principles of quantum mechanics were used to successfully model the atom.&lt;br /&gt;
&lt;br /&gt;
Atoms are minuscule objects with proportionately tiny masses. Atoms can only be observed individually using special instruments such as the scanning tunneling microscope. Over 99.94% of an atom&#39;s mass is concentrated in the nucleus,[note 1] with protons and neutrons having roughly equal mass. Each element has at least one isotope with unstable nuclei that can undergo radioactive decay. This can result in a transmutation that changes the number of protons or neutrons in a nucleus. Electrons that are bound to atoms possess a set of stable energy levels, or orbitals, and can undergo transitions between them by absorbing or emitting photons that match the energy differences between the levels. The electrons determine the chemical properties of an element, and strongly influence an atom&#39;s magnetic properties.&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/3690500130458364120'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/3690500130458364120'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/dedination-of-atoms.html' title='Defination of atoms.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMQesAxkxqqPb0zP07FcNdAXAky6viwKNMOYm5jwXHX9KecZBITg2AwWtZT-EhnQmHm3CaueOhkEXXhVyGn1J3DQuFGlmdgFOfIErrj8F6QiX6cHFd3AKOtT9Tjsi-HOsk0asJw2ymfgDe/s72-c/oi.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-8247052303076794816</id><published>2012-01-17T12:43:00.002+05:30</published><updated>2012-01-17T12:52:45.348+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Atmosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Environmental Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of atmosphere of the Earth.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgbHopZ_QvhWDyhAdUIBx5EmqpfqyCldOc_X2A_bej299fcRIZKe8w1YRTGjYEelUCmXpqK4SMc3erjGOFtpdraa83kcMP60ShPDCJ1hYQyG7QTGRQ2ze8YTUilGSJg8eAXTc0m5czE67q/s1600/a.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 408px; height: 224px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgbHopZ_QvhWDyhAdUIBx5EmqpfqyCldOc_X2A_bej299fcRIZKe8w1YRTGjYEelUCmXpqK4SMc3erjGOFtpdraa83kcMP60ShPDCJ1hYQyG7QTGRQ2ze8YTUilGSJg8eAXTc0m5czE67q/s320/a.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5698497909827287970&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;The atmosphere of Earth is a layer of gases surrounding the planet Earth that is retained by Earth&#39;s gravity. The atmosphere protects life on Earth by absorbing ultraviolet solar radiation, warming the surface through heat retention (greenhouse effect), and reducing temperature extremes between day and night (the diurnal temperature variation).&lt;br /&gt;&lt;br /&gt;Atmospheric stratification describes the structure of the atmosphere, dividing it into distinct layers, each with specific characteristics such as temperature or composition. The atmosphere has a mass of about 5×1018 kg, three quarters of which is within about 11 km (6.8 mi; 36,000 ft) of the surface. The atmosphere becomes thinner and thinner with increasing altitude, with no definite boundary between the atmosphere and outer space. An altitude of 120 km (75 mi) is where atmospheric effects become noticeable during atmospheric reentry of spacecraft. The Kármán line, at 100 km (62 mi), also is often regarded as the boundary between atmosphere and outer space.&lt;br /&gt;&lt;br /&gt;Air is the name given to atmosphere used in breathing and photosynthesis. Dry air contains roughly (by volume) 78.09% nitrogen, 20.95% oxygen, 0.93% argon, 0.039% carbon dioxide, and small amounts of other gases. Air also contains a variable amount of water vapor, on average around 1%. While air content and atmospheric pressure varies at different layers, air suitable for the survival of terrestrial plants and terrestrial animals is currently only known to be found in Earth&#39;s troposphere and artificial atmospheres.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/8247052303076794816'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/8247052303076794816'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-atmosphere-of-earth.html' title='Defination of atmosphere of the Earth.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgbHopZ_QvhWDyhAdUIBx5EmqpfqyCldOc_X2A_bej299fcRIZKe8w1YRTGjYEelUCmXpqK4SMc3erjGOFtpdraa83kcMP60ShPDCJ1hYQyG7QTGRQ2ze8YTUilGSJg8eAXTc0m5czE67q/s72-c/a.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-4544362829735977523</id><published>2012-01-17T12:38:00.003+05:30</published><updated>2012-01-17T13:39:26.963+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Atmosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Environmental Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Hydrosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of hydrosphere.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA21p3DYl1l-QUkcwODcSi3SxuTVlVnmwBnli7W_wovI8rhZ-oz7f5n7Xpx89DY2Vf7ACo80-g_FCbG-USpJwN0KwUsMVUtkHrFCy4ujMjNY9N4IMJ7OqvF-CckbL1TVCQ9x7IMkSJl2rG/s1600/h.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 421px; height: 204px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA21p3DYl1l-QUkcwODcSi3SxuTVlVnmwBnli7W_wovI8rhZ-oz7f5n7Xpx89DY2Vf7ACo80-g_FCbG-USpJwN0KwUsMVUtkHrFCy4ujMjNY9N4IMJ7OqvF-CckbL1TVCQ9x7IMkSJl2rG/s320/h.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5698495259454589810&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;A hydrosphere (from Greek ὕδωρ - hydor, &quot;water&quot; and σφαῖρα - sphaira, &quot;sphere&quot;) in physical geography describes the combined mass of water found on, under, and over the surface of a planet.&lt;br /&gt;The total mass of the Earth&#39;s hydrosphere is about 1.4 × 1018 tonnes, which is about 0.023% of the Earth&#39;s total mass. About 20 × 1012 tonnes of this is in the Earth&#39;s atmosphere (the volume of one tonne of water is approximately 1 cubic metre). Approximately 75% of the Earth&#39;s surface, an area of some 361 million square kilometres (139.5 million square miles), is covered by ocean. The average salinity of the Earth&#39;s oceans is about 35 grams of salt per kilogram of sea water (3.5%)</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/4544362829735977523'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/4544362829735977523'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-hydrosphere.html' title='Defination of hydrosphere.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA21p3DYl1l-QUkcwODcSi3SxuTVlVnmwBnli7W_wovI8rhZ-oz7f5n7Xpx89DY2Vf7ACo80-g_FCbG-USpJwN0KwUsMVUtkHrFCy4ujMjNY9N4IMJ7OqvF-CckbL1TVCQ9x7IMkSJl2rG/s72-c/h.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-1735213971638823880</id><published>2012-01-17T12:32:00.003+05:30</published><updated>2012-01-17T13:38:12.214+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Atmosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Biosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of biosphere.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisFi-A-gLbyyQ4ihV1vTEwm3TJnJNxdLlIs57Qk7QWDmNl6RemFzbiHcgM_gwVd_Ywhf8suvbQco1KL2pblPF08_JS9ddXNQWCwVpnFLtMCzM2w3PXzoOS9wQ0JfhDXK-4wCuBrnIwr-rq/s1600/b.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 305px; height: 212px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisFi-A-gLbyyQ4ihV1vTEwm3TJnJNxdLlIs57Qk7QWDmNl6RemFzbiHcgM_gwVd_Ywhf8suvbQco1KL2pblPF08_JS9ddXNQWCwVpnFLtMCzM2w3PXzoOS9wQ0JfhDXK-4wCuBrnIwr-rq/s320/b.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5698493953214111490&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;The biosphere is the global sum of all ecosystems. It can also be called the zone of life on Earth, a closed (apart from solar and cosmic radiation) and self-regulating system. From the broadest biophysiological point of view, the biosphere is the global ecological system integrating all living beings and their relationships, including their interaction with the elements of the lithosphere, hydrosphere and atmosphere. The biosphere is postulated to have evolved, beginning through a process of biogenesis or biopoesis, at least some 3.5 billion years ago.&lt;br /&gt;In a broader sense; biospheres are any closed, self-regulating systems containing ecosystems; including artificial ones such as Biosphere 2 and BIOS-3; and, potentially, ones on other planets or moons.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/1735213971638823880'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/1735213971638823880'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-biosphere.html' title='Defination of biosphere.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisFi-A-gLbyyQ4ihV1vTEwm3TJnJNxdLlIs57Qk7QWDmNl6RemFzbiHcgM_gwVd_Ywhf8suvbQco1KL2pblPF08_JS9ddXNQWCwVpnFLtMCzM2w3PXzoOS9wQ0JfhDXK-4wCuBrnIwr-rq/s72-c/b.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-1565673745625209756</id><published>2012-01-16T14:46:00.002+05:30</published><updated>2012-01-16T14:50:08.929+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Continent"/><category scheme="http://www.blogger.com/atom/ns#" term="Earth"/><category scheme="http://www.blogger.com/atom/ns#" term="Environmental Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Geology"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Europe-The fifth largest continent</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/0/0e/Europe_countries_map_en_2.png/250px-Europe_countries_map_en_2.png&quot; /&gt; &lt;/div&gt;&lt;div&gt;Europe (pronunciation: /ˈjʊərəp/ yewr-əp or /ˈjɜrəp/ yur-əp) is, by convention, one of the world&#39;s seven continents. Comprising the westernmost peninsula of Eurasia, Europe is generally &#39;divided&#39; from Asia to its east by the watershed divides of the Ural and Caucasus Mountains, the Ural River, the Caspian and Black Seas, and the waterways connecting the Black and Aegean Seas.Europe is bordered by the Arctic Ocean and other bodies of water to the north, the Atlantic Ocean to the west, the Mediterranean Sea to the south, and the Black Sea and connected waterways to the southeast. Yet the borders of Europe—a concept dating back to classical antiquity—are somewhat arbitrary, as the primarily physiographic term &quot;continent&quot; can incorporate cultural and political elements.&lt;div&gt;Europe is the world&#39;s second-smallest continent by surface area, covering about 10,180,000 square kilometres (3,930,000 sq mi) or 2% of the Earth&#39;s surface and about 6.8% of its land area. Of Europe&#39;s approximately 50 states, Russia is the largest by both area and population (although the country has territory in both Europe and Asia), while the Vatican City is the smallest. Europe is the third-most populous continent after Asia and Africa, with a population of 733 million or about 11% of the world&#39;s population.&lt;/div&gt;&lt;div&gt;Europe, in particular Ancient Greece, is the birthplace of Western culture.[4] It played a predominant role in global affairs from the 16th century onwards, especially after the beginning of colonialism. Between the 16th and 20th centuries, European nations controlled at various times the Americas, most of Africa, Oceania, and large portions of Asia. Both World Wars were largely focused upon Europe, greatly contributing to a decline in Western European dominance in world affairs by the mid-20th century as the United States and Soviet Union took prominence.During the Cold War, Europe was divided along the Iron Curtain between NATO in the west and the Warsaw Pact in the east. European integration led to the formation of the Council of Europe and the European Union in Western Europe, both of which have been expanding eastward since the fall of the Soviet Union in 1991.&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/1565673745625209756'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/1565673745625209756'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/europe-fifth-largest-continent_16.html' title='Europe-The fifth largest continent'/><author><name>Ryan Racklo</name><uri>http://www.blogger.com/profile/10554510064157851643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRqO6iTN0AlTNOy316CyDoFxCX4u3G7axIt200Z-r4vxCrRUQjcUMpAkFW8fEnAMEYIQLAdC8R__2M5JAxO14KR9mdetu5_9P3fSMMNyj9MoN3YzStgMEVMSnojK9ndc/s220/Ryan+Zokko.jpeg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-861143516977144843</id><published>2012-01-16T14:36:00.002+05:30</published><updated>2012-01-16T14:39:33.207+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Continent"/><category scheme="http://www.blogger.com/atom/ns#" term="Earth"/><category scheme="http://www.blogger.com/atom/ns#" term="Environmental Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Geology"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>South America-The fourth largest continent</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/5/54/South_America_-_Blue_Marble_orthographic.jpg/220px-South_America_-_Blue_Marble_orthographic.jpg&quot; /&gt; &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;South America (Spanish: América del Sur, Sudamérica or Suramérica; Portuguese: América do Sul; Quechua and Aymara: Urin Awya Yala; Guarani: Ñembyamérika; Dutch: Zuid-Amerika; French: Amérique du Sud) is a continent situated in the Western Hemisphere, mostly in the Southern Hemisphere, with a relatively small portion in the Northern Hemisphere. The continent is also considered a subcontinent of the Americas.It is bordered on the west by the Pacific Ocean and on the north and east by the Atlantic Ocean; North America and the Caribbean Sea lie to the northwest. It includes twelve independent countries—Argentina, Bolivia, Brazil, Chile, Colombia, Ecuador, Guyana, Paraguay, Peru, Suriname, Uruguay, and Venezuela—and French Guiana, which is an overseas region of France. The South American countries that border the Caribbean Sea—Colombia, Venezuela, Guyana, Suriname, and French Guiana—are also known as Caribbean South America.&lt;/div&gt;&lt;div&gt;South America has an area of 17,840,000 square kilometers (6,890,000 sq mi). Its population as of 2005 has been estimated at more than 371,090,000. South America ranks fourth in area (after Asia, Africa, and North America) and fifth in population (after Asia, Africa, Europe, and North America). The word America was coined in 1507 by cartographers Martin Waldseemüller and Matthias Ringmann, after Amerigo Vespucci, who was the first European to suggest that the lands newly discovered by Europeans were not India, but a New World unknown to Europeans.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/0/08/SACN_member_states.jpg/220px-SACN_member_states.jpg&quot; /&gt; &lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/861143516977144843'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/861143516977144843'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/south-america-fourth-largest-continent.html' title='South America-The fourth largest continent'/><author><name>Ryan Racklo</name><uri>http://www.blogger.com/profile/10554510064157851643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRqO6iTN0AlTNOy316CyDoFxCX4u3G7axIt200Z-r4vxCrRUQjcUMpAkFW8fEnAMEYIQLAdC8R__2M5JAxO14KR9mdetu5_9P3fSMMNyj9MoN3YzStgMEVMSnojK9ndc/s220/Ryan+Zokko.jpeg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-3736256255599080958</id><published>2012-01-16T14:28:00.002+05:30</published><updated>2012-01-16T14:33:57.366+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Continent"/><category scheme="http://www.blogger.com/atom/ns#" term="Earth"/><category scheme="http://www.blogger.com/atom/ns#" term="Environmental Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Geology"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>North America-The third largest continent</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/4/43/Location_North_America.svg/200px-Location_North_America.svg.png&quot; alt=&quot;Location North America.svg&quot; /&gt; &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;North America (Spanish: América del Norte or Norteamérica; French: Amérique du Nord; Dutch: Noord-Amerika; Papiamento: Nort Amerika; Kalaallisut: Amerika Avannarleq) is a continent wholly within the Northern Hemisphere and almost wholly within the Western Hemisphere. It is also considered a northern subcontinent of the Americas.It is bordered to the north by the Arctic Ocean, to the east by the Atlantic Ocean, to the southeast by South America, and to the west and south by the Pacific Ocean.&lt;/div&gt;&lt;div&gt;&lt;table class=&quot;infobox&quot; cellspacing=&quot;5&quot; style=&quot;font-size: 11px; border-top-width: 1px; border-right-width: 1px; border-bottom-width: 1px; border-left-width: 1px; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; border-top-color: rgb(170, 170, 170); border-right-color: rgb(170, 170, 170); border-bottom-color: rgb(170, 170, 170); border-left-color: rgb(170, 170, 170); border-image: initial; background-color: rgb(255, 255, 255); color: rgb(0, 0, 0); margin-top: 0.5em; margin-right: 0px; margin-bottom: 0.5em; margin-left: 1em; padding-top: 0.2em; padding-right: 0.2em; padding-bottom: 0.2em; padding-left: 0.2em; clear: right; text-align: left; line-height: 1.5em; font-family: sans-serif; width: 22em; &quot;&gt;&lt;tbody&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Area&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;24,709,000 km&lt;sup style=&quot;line-height: 1em; &quot;&gt;2&lt;/sup&gt; (9,540,000 sq mi)&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Population&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;528,720,588 (2008, &lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_continents_by_population&quot; title=&quot;List of continents by population&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;4th&lt;/a&gt;)&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Pop. density&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;22.9/km&lt;sup style=&quot;line-height: 1em; &quot;&gt;2&lt;/sup&gt; (59.3/sq mi)&lt;sup id=&quot;cite_ref-0&quot; class=&quot;reference&quot; style=&quot;line-height: 1em; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/North_america#cite_note-0&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; white-space: nowrap; background-position: initial initial; background-repeat: initial initial; &quot;&gt;[note 1]&lt;/a&gt;&lt;/sup&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Demonym&quot; title=&quot;Demonym&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;Demonym&lt;/a&gt;&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;North American, &lt;a href=&quot;http://en.wikipedia.org/wiki/Americas&quot; title=&quot;Americas&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;American&lt;/a&gt;&lt;sup id=&quot;cite_ref-1&quot; class=&quot;reference&quot; style=&quot;line-height: 1em; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/North_america#cite_note-1&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; white-space: nowrap; background-position: initial initial; background-repeat: initial initial; &quot;&gt;[1]&lt;/a&gt;&lt;/sup&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Countries&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;23 (&lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_North_American_countries&quot; title=&quot;List of North American countries&quot; class=&quot;mw-redirect&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;list of countries&lt;/a&gt;)&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Dependencies&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;i&gt;see &lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_North_American_countries&quot; title=&quot;List of North American countries&quot; class=&quot;mw-redirect&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;List of North American countries&lt;/a&gt;&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Languages&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/English_language&quot; title=&quot;English language&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;English&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Spanish_language&quot; title=&quot;Spanish language&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;Spanish&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/French_language&quot; title=&quot;French language&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;French&lt;/a&gt;,&lt;a href=&quot;http://en.wikipedia.org/wiki/Greenlandic_language&quot; title=&quot;Greenlandic language&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;Greenlandic&lt;/a&gt; and many &lt;a href=&quot;http://en.wikipedia.org/wiki/Languages_of_North_America&quot; title=&quot;Languages of North America&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;others&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Time Zones&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/UTC-10&quot; title=&quot;UTC-10&quot; class=&quot;mw-redirect&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;UTC-10&lt;/a&gt; to &lt;a href=&quot;http://en.wikipedia.org/wiki/UTC%C2%B10&quot; title=&quot;UTC±0&quot; class=&quot;mw-redirect&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;UTC&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Largest cities&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_North_American_cities_by_population&quot; title=&quot;List of North American cities by population&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;List of North American cities by population&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div&gt;North America covers an area of about 24,709,000 square kilometers (9,540,000 square miles), about 4.8% of the planet&#39;s surface or about 16.5% of its land area. As of July 2008, its population was estimated at nearly 529 million people. It is the third-largest continent in area, following Asia and Africa, and the fourth in population after Asia, Africa, and Europe.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/2/29/North_America_satellite_orthographic.jpg/220px-North_America_satellite_orthographic.jpg&quot; /&gt; &lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/3736256255599080958'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/3736256255599080958'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/north-america-third-largest-continent.html' title='North America-The third largest continent'/><author><name>Ryan Racklo</name><uri>http://www.blogger.com/profile/10554510064157851643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRqO6iTN0AlTNOy316CyDoFxCX4u3G7axIt200Z-r4vxCrRUQjcUMpAkFW8fEnAMEYIQLAdC8R__2M5JAxO14KR9mdetu5_9P3fSMMNyj9MoN3YzStgMEVMSnojK9ndc/s220/Ryan+Zokko.jpeg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-1494504778421710348</id><published>2012-01-16T14:19:00.003+05:30</published><updated>2012-01-16T14:26:09.170+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Continent"/><category scheme="http://www.blogger.com/atom/ns#" term="Earth"/><category scheme="http://www.blogger.com/atom/ns#" term="Environmental Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Geology"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Africa-The second largest continent</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/8/86/Africa_%28orthographic_projection%29.svg/200px-Africa_%28orthographic_projection%29.svg.png&quot; alt=&quot;Africa (orthographic projection).svg&quot; /&gt; &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Africa is the world&#39;s second largest and second most populous continent, after Asia. At about 30.2 million km² (11.7 million sq mi) including adjacent islands, it covers 6% of the Earth&#39;s total surface area and 20.4% of the total land area.With 1.0 billion people (as of 2009, see table) in 65 territories (including 54 recognized states), it accounts for about 14.72% of the world&#39;s human population.&lt;/div&gt;&lt;div&gt;The continent is surrounded by the Mediterranean Sea to the north, both the Suez Canal and the Red Sea along the Sinai Peninsula to the northeast, the Indian Ocean to the southeast, and the Atlantic Ocean to the west. The continent includes Madagascar and various archipelagoes and has 54 sovereign states (&quot;countries&quot;) and two states with limited recognition.&lt;/div&gt;&lt;div&gt;&lt;table class=&quot;infobox&quot; cellspacing=&quot;5&quot; style=&quot;font-size: 11px; border-top-width: 1px; border-right-width: 1px; border-bottom-width: 1px; border-left-width: 1px; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; border-top-color: rgb(170, 170, 170); border-right-color: rgb(170, 170, 170); border-bottom-color: rgb(170, 170, 170); border-left-color: rgb(170, 170, 170); border-image: initial; background-color: rgb(255, 255, 255); color: rgb(0, 0, 0); margin-top: 0.5em; margin-right: 0px; margin-bottom: 0.5em; margin-left: 1em; padding-top: 0.2em; padding-right: 0.2em; padding-bottom: 0.2em; padding-left: 0.2em; clear: right; text-align: left; line-height: 1.5em; font-family: sans-serif; width: 22em; &quot;&gt;&lt;tbody&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Area&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;30,221,532 km&lt;sup style=&quot;line-height: 1em; &quot;&gt;2&lt;/sup&gt; (11,668,599 sq mi)&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Population&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;1,022,234,000&lt;sup id=&quot;cite_ref-esa.un.org_0-0&quot; class=&quot;reference&quot; style=&quot;line-height: 1em; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Africa#cite_note-esa.un.org-0&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; white-space: nowrap; background-position: initial initial; background-repeat: initial initial; &quot;&gt;[1]&lt;/a&gt;&lt;/sup&gt; (2010, &lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_continents_by_population&quot; title=&quot;List of continents by population&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;2nd&lt;/a&gt;)&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Pop. density&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;30.51/km&lt;sup style=&quot;line-height: 1em; &quot;&gt;2&lt;/sup&gt; (about 80/sq mi)&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Demonym&quot; title=&quot;Demonym&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;Demonym&lt;/a&gt;&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/African&quot; title=&quot;African&quot; class=&quot;mw-redirect&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;African&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Countries&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;56 (&lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_African_countries_and_territories&quot; title=&quot;List of African countries and territories&quot; class=&quot;mw-redirect&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;list of countries&lt;/a&gt;)&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Dependencies&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;div class=&quot;NavFrame collapsed&quot; id=&quot;NavFrame1&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-style: none; border-right-style: none; border-bottom-style: none; border-left-style: none; border-image: initial; text-align: center; border-collapse: collapse; border-width: initial; border-color: initial; &quot;&gt;&lt;div class=&quot;NavHead&quot; align=&quot;left&quot; style=&quot;height: 1.6em; font-weight: bold; background-color: transparent; position: relative; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; &quot;&gt;List&lt;a class=&quot;NavToggle&quot; id=&quot;NavToggle1&quot; href=&quot;http://en.wikipedia.org/wiki/Africa&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; position: absolute; top: 0px; right: 3px; font-weight: normal; font-size: 10px; background-position: initial initial; background-repeat: initial initial; &quot;&gt;[show]&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Languages&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Languages_of_Africa&quot; title=&quot;Languages of Africa&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;Languages of Africa&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Time Zones&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/UTC-1&quot; title=&quot;UTC-1&quot; class=&quot;mw-redirect&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;UTC-1&lt;/a&gt; to &lt;a href=&quot;http://en.wikipedia.org/wiki/UTC%2B4&quot; title=&quot;UTC+4&quot; class=&quot;mw-redirect&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;UTC+4&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class=&quot;&quot;&gt;&lt;th scope=&quot;row&quot; style=&quot;vertical-align: top; &quot;&gt;Largest cities&lt;/th&gt;&lt;td class=&quot;&quot; style=&quot;vertical-align: top; &quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_metropolitan_areas_in_Africa&quot; title=&quot;List of metropolitan areas in Africa&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;List of metropolitan areas in Africa&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_cities_in_Africa&quot; title=&quot;List of cities in Africa&quot; style=&quot;text-decoration: none; color: rgb(11, 0, 128); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; background-position: initial initial; background-repeat: initial initial; &quot;&gt;List of cities in Africa&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div&gt;Africa, particularly central Eastern Africa, is widely regarded within the scientific community to be the origin of humans and the Hominidae clade (great apes), as evidenced by the discovery of the earliest hominids and their ancestors, as well as later ones that have been dated to around seven million years ago – including Sahelanthropus tchadensis, Australopithecus africanus, A. afarensis, Homo erectus, H. habilis and H. ergaster – with the earliest Homo sapiens (modern human) found in Ethiopia being dated to circa 200,000 years ago.&lt;/div&gt;&lt;div&gt;Africa straddles the equator and encompasses numerous climate areas; it is the only continent to stretch from the northern temperate to southern temperate zones.The African expected economic growth rate is at about 5.0% for 2010 and 5.5% in 2011.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/3/3a/AfricaCIA-HiRes.jpg/240px-AfricaCIA-HiRes.jpg&quot; /&gt; &lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/1494504778421710348'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/1494504778421710348'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/africa-second-largest-continent.html' title='Africa-The second largest continent'/><author><name>Ryan Racklo</name><uri>http://www.blogger.com/profile/10554510064157851643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRqO6iTN0AlTNOy316CyDoFxCX4u3G7axIt200Z-r4vxCrRUQjcUMpAkFW8fEnAMEYIQLAdC8R__2M5JAxO14KR9mdetu5_9P3fSMMNyj9MoN3YzStgMEVMSnojK9ndc/s220/Ryan+Zokko.jpeg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-3170687722045677809</id><published>2012-01-13T12:31:00.001+05:30</published><updated>2012-01-13T12:36:26.198+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Environmental Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Photosynthesis"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of photosynthesis.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguzJ49lOG7EAP84nECwimKcGipmBbh5oDa8lQWlgwEhNS49ReIL07HbB0A6nCrU3iNhHOPObP7hcN-2wjqpA79dMdKZTmVM9oL7iKiM7TDw6BxqwKyk1rSZl73jVCnBPqLzHULSPPhA-a9/s1600/p.gif&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 354px; height: 322px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguzJ49lOG7EAP84nECwimKcGipmBbh5oDa8lQWlgwEhNS49ReIL07HbB0A6nCrU3iNhHOPObP7hcN-2wjqpA79dMdKZTmVM9oL7iKiM7TDw6BxqwKyk1rSZl73jVCnBPqLzHULSPPhA-a9/s320/p.gif&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5697009389126448818&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Photosynthesis (play /foʊtoʊˈsɪnθəsɪs/; from the Greek φώτο- [photo-], &quot;light,&quot; and σύνθεσις [synthesis], &quot;putting together&quot;, &quot;composition&quot;) is a chemical process that converts carbon dioxide into organic compounds, especially sugars, using the energy from sunlight. Photosynthesis occurs in plants, algae, and many species of bacteria, but not in archaea. Photosynthetic organisms are called photoautotrophs, since they can create their own food. In plants, algae, and cyanobacteria, photosynthesis uses carbon dioxide and water, releasing oxygen as a waste product. Photosynthesis is vital for all aerobic life on Earth. In addition to maintaining normal levels of oxygen in the atmosphere, photosynthesis is the source of energy for nearly all life on earth, either directly, through primary production, or indirectly, as the ultimate source of the energy in their food, the exceptions being chemoautotrophs that live in rocks or around deep sea hydrothermal vents. The rate of energy capture by photosynthesis is immense, approximately 100 terawatts, which is about six times larger than the power consumption of human civilization. As well as energy, photosynthesis is also the source of the carbon in all the organic compounds within organisms&#39; bodies. In all, photosynthetic organisms convert around 100–115  petagrams of carbon into biomass per year.&lt;br /&gt;&lt;br /&gt;Although photosynthesis can happen in different ways in different species, some features are always the same. For example, the process always begins when energy from light is absorbed by proteins called photosynthetic reaction centers that contain chlorophylls. In plants, these proteins are held inside organelles called chloroplasts, while in bacteria they are embedded in the plasma membrane. Some of the light energy gathered by chlorophylls is stored in the form of adenosine triphosphate (ATP). The rest of the energy is used to remove electrons from a substance such as water. These electrons are then used in the reactions that turn carbon dioxide into organic compounds. In plants, algae and cyanobacteria, this is done by a sequence of reactions called the Calvin cycle, but different sets of reactions are found in some bacteria, such as the reverse Krebs cycle in Chlorobium. Many photosynthetic organisms have adaptations that concentrate or store carbon dioxide. This helps reduce a wasteful process called photorespiration that can consume part of the sugar produced during photosynthesis.&lt;br /&gt;Schematic of photosynthesis in plants&lt;br /&gt;&lt;br /&gt;The first photosynthetic organisms probably evolved about 3,500 million years ago, early in the evolutionary history of life, when all forms of life on Earth were microorganisms and the atmosphere had much more carbon dioxide. They most likely used hydrogen or hydrogen sulfide as sources of electrons, rather than water. Cyanobacteria appeared later, around 3,000 million years ago, and drastically changed the Earth when they began to oxygenate the atmosphere, beginning about 2,400 million years ago. This new atmosphere allowed the evolution of complex life such as protists. Eventually, no later than a billion years ago, one of these protists formed a symbiotic relationship with a cyanobacterium, producing the ancestor of many plants and algae. The chloroplasts in modern plants are the descendants of these ancient symbiotic cyanobacteria.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/3170687722045677809'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/3170687722045677809'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-photosynthesis.html' title='Defination of photosynthesis.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguzJ49lOG7EAP84nECwimKcGipmBbh5oDa8lQWlgwEhNS49ReIL07HbB0A6nCrU3iNhHOPObP7hcN-2wjqpA79dMdKZTmVM9oL7iKiM7TDw6BxqwKyk1rSZl73jVCnBPqLzHULSPPhA-a9/s72-c/p.gif" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-2363333636113647984</id><published>2012-01-13T12:17:00.002+05:30</published><updated>2012-01-13T12:30:03.758+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Environmental Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Transpiration"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of transpiration.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5aW75irAH5xHz2WIDWSbKs1OR5_OktrutCNiLCpWY-ODr4aTuelzuZDxaBmemiYPjyCfkwI274tcwkzwwHTpA7LARQi3W9g-jlw_vC2KoW2NgB_suApg0jLW-TRzTNsVYBkJs-rQtPFt1/s1600/o.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 365px; height: 225px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5aW75irAH5xHz2WIDWSbKs1OR5_OktrutCNiLCpWY-ODr4aTuelzuZDxaBmemiYPjyCfkwI274tcwkzwwHTpA7LARQi3W9g-jlw_vC2KoW2NgB_suApg0jLW-TRzTNsVYBkJs-rQtPFt1/s320/o.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5697007744947735218&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Transpiration is a process similar to evaporation. It is a part of the water cycle, and it is the loss of water vapor from parts of plants (similar to sweating), especially in leaves but also in stems, flowers and roots. Leaf surfaces are dotted with openings which are collectively called stomata, and in most plants they are more numerous on the undersides of the foliage. The stomata are bordered by guard cells that open and close the pore.  Leaf transpiration occurs through stomata, and can be thought of as a necessary &quot;cost&quot; associated with the opening of the stomata to allow the diffusion of carbon dioxide gas from the air for photosynthesis. Transpiration also cools plants and enables mass flow of mineral nutrients and water from roots to shoots.&lt;br /&gt;&lt;br /&gt;Mass flow of liquid water from the roots to the leaves is caused by the decrease in hydrostatic (water) pressure in the upper parts of the plants due to the diffusion of water out of stomata into the atmosphere. Water is absorbed at the roots by osmosis, and any dissolved mineral nutrients travel with it through the xylem.&lt;br /&gt;&lt;br /&gt;The rate of transpiration is directly related to the evaporation of water molecules from plant surface, especially from the surface openings, or stoma, on leaves. Stomatic transpiration accounts for most of the water loss by a plant, but some direct evaporation also takes place through the cuticle of the leaves and young stems. The amount of water given off depends somewhat upon how much water the roots of the plant have absorbed. It also depends upon such environmental conditions as light intensity, humidity, winds and temperature. A plant should not be transplanted in full sunshine because it may lose too much water and wilt before the damaged roots can supply enough water. Transpiration occurs as the sun warms the water inside the blade. The warming changes much of the water into water vapour. This gas can then escape through the stomata. Transpiration helps cool the inside of the leaf because the escaping vapor has absorbed heat, the degree of stomatal opening, and the evaporative demand of the atmosphere surrounding the leaf. The amount of water lost by a plant depends on its size, along with surrounding light intensity, temperature, humidity, and wind speed (all of which influence evaporative demand). Soil water supply and soil temperature can influence stomatal opening, and thus transpiration rate.&lt;br /&gt;&lt;br /&gt;This table summarizes the factors that affect the rates of transpiration.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/2363333636113647984'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/2363333636113647984'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-transpiration.html' title='Defination of transpiration.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5aW75irAH5xHz2WIDWSbKs1OR5_OktrutCNiLCpWY-ODr4aTuelzuZDxaBmemiYPjyCfkwI274tcwkzwwHTpA7LARQi3W9g-jlw_vC2KoW2NgB_suApg0jLW-TRzTNsVYBkJs-rQtPFt1/s72-c/o.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-7436384665984070372</id><published>2012-01-13T12:13:00.002+05:30</published><updated>2012-01-13T12:17:35.086+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Diatomic molecules"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Molecule"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>What is a Diatomic molecule?</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic99pqsCFvupLL3gIwRk9rVqG7p4v6nwtvuF1O4qQRiqur0dN20UMAv5JTHWvO2kHphlJBY9sQ_dSm4VN8tGBQqDamHcfsfLGesqV8R7RMS9JbmuV8vpa809b0gMLHL42HucRGmkJ_3Xii/s1600/d.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 250px; height: 202px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic99pqsCFvupLL3gIwRk9rVqG7p4v6nwtvuF1O4qQRiqur0dN20UMAv5JTHWvO2kHphlJBY9sQ_dSm4VN8tGBQqDamHcfsfLGesqV8R7RMS9JbmuV8vpa809b0gMLHL42HucRGmkJ_3Xii/s320/d.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5697004516343594258&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Diatomic molecules are molecules composed only of two atoms, of either the same or different chemical elements. The prefix di- means two in Greek. Common diatomic molecules are hydrogen (H2), nitrogen (N2), oxygen (O2), and carbon monoxide (CO). Seven elements exist in the diatomic state in the liquid and solid forms: H2, N2, O2, F2, Cl2, Br2, and I2. Most elements (and many chemical compounds) aside from these form diatomic molecules when evaporated, although at very high temperatures, all materials disintegrate into atoms. The noble gases do not form diatomic molecules.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/7436384665984070372'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/7436384665984070372'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/what-is-diatomic-molecule.html' title='What is a Diatomic molecule?'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic99pqsCFvupLL3gIwRk9rVqG7p4v6nwtvuF1O4qQRiqur0dN20UMAv5JTHWvO2kHphlJBY9sQ_dSm4VN8tGBQqDamHcfsfLGesqV8R7RMS9JbmuV8vpa809b0gMLHL42HucRGmkJ_3Xii/s72-c/d.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-5174068531624444417</id><published>2012-01-13T12:06:00.003+05:30</published><updated>2012-01-13T12:12:28.464+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Molecule"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of molecule.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGpy3qfTzogUH4eXyr61VO1dJs96Be91-A4Q0Y9Jx61gz4HZ4SrqZa7zJ2A6mgylk1qt8By4_554kfM6LtvQFEfhXnqF3d7uajDVVB67tVwuxeNQ33kF5DixuQWMT_nQK6-4ifI43x1Anp/s1600/m.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 346px; height: 233px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGpy3qfTzogUH4eXyr61VO1dJs96Be91-A4Q0Y9Jx61gz4HZ4SrqZa7zJ2A6mgylk1qt8By4_554kfM6LtvQFEfhXnqF3d7uajDVVB67tVwuxeNQ33kF5DixuQWMT_nQK6-4ifI43x1Anp/s320/m.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5697003159689708930&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;A molecule (play /ˈmɒlɪkjuːl/) is an electrically neutral group of two or more atoms held together by covalent chemical bonds. Molecules are distinguished from ions by their electrical charge. However, in quantum physics, organic chemistry, and biochemistry, the term molecule is often used less strictly, also being applied to polyatomic ions.&lt;br /&gt;In the kinetic theory of gases, the term molecule is often used for any gaseous particle regardless of its composition. According to this definition noble gas atoms are considered molecules despite the fact that they are composed of a single non-bonded atom.&lt;br /&gt;A molecule may consist of atoms of a single chemical element, as with oxygen (O2), or of different elements, as with water (H2O). Atoms and complexes connected by non-covalent bonds such as hydrogen bonds or ionic bonds are generally not considered single molecules.&lt;br /&gt;Molecules as components of matter are common in organic substances (and therefore biochemistry). They also make up most of the oceans and atmosphere. However, the majority of familiar solid substances on Earth, including most of the minerals that make up the crust, mantle, and core of the Earth, contain many chemical bonds, but are not made of identifiable molecules. Also, no typical molecule can be defined for ionic crystals (salts) and covalent crystals (network solids), although these are often composed of repeating unit cells that extend either in a plane (such as in graphene) or three-dimensionally (such as in diamond, quartz, or sodium chloride). The theme of repeated unit-cellular-structure also holds for most condensed phases with metallic bonding, which means that solid metals are also not made of molecules. In glasses (solids that exist in a vitreous disordered state), atoms may also be held together by chemical bonds without presence of any definable molecule, but also without any of the regularity of repeating units that characterises crystals.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/5174068531624444417'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/5174068531624444417'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-molecule.html' title='Defination of molecule.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGpy3qfTzogUH4eXyr61VO1dJs96Be91-A4Q0Y9Jx61gz4HZ4SrqZa7zJ2A6mgylk1qt8By4_554kfM6LtvQFEfhXnqF3d7uajDVVB67tVwuxeNQ33kF5DixuQWMT_nQK6-4ifI43x1Anp/s72-c/m.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-2633193022619085563</id><published>2012-01-13T12:01:00.003+05:30</published><updated>2012-01-17T13:40:03.900+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Atmosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Troposphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of troposphere.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTioJOUuxvAWTfjdJvCmuSONPn0XsUsHplFPUxLFjdSU3B0Lmi60TeVlHjpubS9FgTjO9_RPubUuQ1mZ4uJnbTGRpJ_-T8OU3tVK3JCdNn_ZooKaxecytoVHGQsikDiQuVu42rUsgMcBAR/s1600/t.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 409px; height: 244px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTioJOUuxvAWTfjdJvCmuSONPn0XsUsHplFPUxLFjdSU3B0Lmi60TeVlHjpubS9FgTjO9_RPubUuQ1mZ4uJnbTGRpJ_-T8OU3tVK3JCdNn_ZooKaxecytoVHGQsikDiQuVu42rUsgMcBAR/s320/t.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5697001466367494658&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;The troposphere is the lowest portion of Earth&#39;s atmosphere. It contains approximately 80% of the atmosphere&#39;s mass and 99% of its water vapor and aerosols. The average depth of the troposphere is approximately 17 km (11 mi) in the middle latitudes. It is deeper in the tropics, up to 20 km (12 mi), and shallower near the polar regions, at 7 km (4.3 mi) in summer, and indistinct in winter. The lowest part of the troposphere, where friction with the Earth&#39;s surface influences air flow, is the planetary boundary layer. This layer is typically a few hundred meters to 2 km (1.2 mi) deep depending on the landform and time of day. The border between the troposphere and stratosphere, called the tropopause, is a temperature inversion.&lt;br /&gt;The word troposphere derives from the Greek: tropos for &quot;turning&quot; or &quot;mixing,&quot; reflecting the fact that turbulent mixing plays an important role in the troposphere&#39;s structure and behavior. Most of the phenomena we associate with day-to-day weather occur in the troposphere.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/2633193022619085563'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/2633193022619085563'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-troposphere.html' title='Defination of troposphere.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTioJOUuxvAWTfjdJvCmuSONPn0XsUsHplFPUxLFjdSU3B0Lmi60TeVlHjpubS9FgTjO9_RPubUuQ1mZ4uJnbTGRpJ_-T8OU3tVK3JCdNn_ZooKaxecytoVHGQsikDiQuVu42rUsgMcBAR/s72-c/t.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-2024678585582591504</id><published>2012-01-13T11:56:00.003+05:30</published><updated>2012-01-17T13:40:28.731+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Atmosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Stratosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of stratosphere.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPHXvtH1mRh2P7ZLwC7CSCycRpd_JEzk7-J4KBGw28c0YDqIXFg5fxIG87Wr3yWoK0g-jpjzash4YLYmf0bsn2X3zeJlJj2isxpF2oRM8ySu-9PG6TSGSHGVBqMGZeS4zftqm-MiIYPIeQ/s1600/s.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 368px; height: 237px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPHXvtH1mRh2P7ZLwC7CSCycRpd_JEzk7-J4KBGw28c0YDqIXFg5fxIG87Wr3yWoK0g-jpjzash4YLYmf0bsn2X3zeJlJj2isxpF2oRM8ySu-9PG6TSGSHGVBqMGZeS4zftqm-MiIYPIeQ/s320/s.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5696999955318589250&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;The stratosphere (pronounced /ˈstrætəsfɪər/) is the second major layer of Earth&#39;s atmosphere, just above the troposphere, and below the mesosphere. It is stratified in temperature, with warmer layers higher up and cooler layers farther down. This is in contrast to the troposphere near the Earth&#39;s surface, which is cooler higher up and warmer farther down. The border of the troposphere and stratosphere, the tropopause, is marked by where this inversion begins, which in terms of atmospheric thermodynamics is the equilibrium level. The stratosphere is situated between about 10 km (6 mi) and 50 km (30 mi) altitude above the surface at moderate latitudes, while at the poles it starts at about 8 km (5 mi) altitude.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/2024678585582591504'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/2024678585582591504'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-stratosphere.html' title='Defination of stratosphere.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPHXvtH1mRh2P7ZLwC7CSCycRpd_JEzk7-J4KBGw28c0YDqIXFg5fxIG87Wr3yWoK0g-jpjzash4YLYmf0bsn2X3zeJlJj2isxpF2oRM8ySu-9PG6TSGSHGVBqMGZeS4zftqm-MiIYPIeQ/s72-c/s.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-6055356379562686609</id><published>2012-01-12T12:01:00.004+05:30</published><updated>2012-01-17T13:40:59.490+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Atmosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Mesosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of mesosphere.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqLoOn9XFuqt2DZ6hqBlyE0g6kGZNQF7z10nR8OTACXS19n2caAhqvGkuldSo4Mug8-5mHP3RGSZX5wkoyZyV2pe4Z5NnJiLhl9OgR1kqEk-FcVmWGHgEY0Ibd51CdbcHzC5eqw-LE3x00/s1600/m.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 341px; height: 243px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqLoOn9XFuqt2DZ6hqBlyE0g6kGZNQF7z10nR8OTACXS19n2caAhqvGkuldSo4Mug8-5mHP3RGSZX5wkoyZyV2pe4Z5NnJiLhl9OgR1kqEk-FcVmWGHgEY0Ibd51CdbcHzC5eqw-LE3x00/s320/m.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5696630022056826530&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;The mesosphere (pronounced /ˈmɛsoʊsfɪər/; from the Greek words mesos = middle and sphaira = ball) is the layer of the Earth&#39;s atmosphere that is directly above the stratosphere and directly below the thermosphere. In the mesosphere temperature decreases with increasing height. The upper boundary of the mesosphere is the mesopause, which can be the coldest naturally occurring place on Earth with temperatures below 130 K. The exact upper and lower boundaries of the mesosphere vary with latitude and with season, but the lower boundary of the mesosphere is usually located at heights of about 50 km above the Earth&#39;s surface and the mesopause is usually at heights near 100 km, except at middle and high latitudes in summer where it descends to heights of about 85 km.&lt;br /&gt;&lt;br /&gt;The stratosphere, mesosphere and lowest part of the thermosphere are collectively referred to as the &quot;middle atmosphere&quot;, which spans heights from approximately 10 to 100 km. The mesopause, at an altitude of 80–90 km (50–56 mi), separates the mesosphere from the thermosphere—the second-outermost layer of the Earth&#39;s atmosphere. This is also around the same altitude as the turbopause, below which different chemical species are well mixed due to turbulent eddies. Above this level the atmosphere becomes non-uniform; the scale heights of different chemical species differ by their molecular masses.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/6055356379562686609'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/6055356379562686609'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-mesosphere.html' title='Defination of mesosphere.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqLoOn9XFuqt2DZ6hqBlyE0g6kGZNQF7z10nR8OTACXS19n2caAhqvGkuldSo4Mug8-5mHP3RGSZX5wkoyZyV2pe4Z5NnJiLhl9OgR1kqEk-FcVmWGHgEY0Ibd51CdbcHzC5eqw-LE3x00/s72-c/m.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-220710637509032199</id><published>2012-01-12T11:54:00.004+05:30</published><updated>2012-01-17T13:41:24.119+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Atmosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Thermosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of thermosphere.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLEYj9Bh5ZeKOurRxLc6WZx4woOuTd7Xv_aYyjhbdHPfOuFYhzfv_BjM9sxBGua7lVFCi2DApQ30kH20WLjFopWb-gEQuKRANUU4tkUJ7cpPDd9U3LGBCe6GxTlR5DXCzjAJUxRNeJGvxA/s1600/t.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 408px; height: 244px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLEYj9Bh5ZeKOurRxLc6WZx4woOuTd7Xv_aYyjhbdHPfOuFYhzfv_BjM9sxBGua7lVFCi2DApQ30kH20WLjFopWb-gEQuKRANUU4tkUJ7cpPDd9U3LGBCe6GxTlR5DXCzjAJUxRNeJGvxA/s320/t.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5696628577182144498&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;The thermosphere is the biggest of all the layers of the Earth&#39;s atmosphere directly above the mesosphere and directly below the exosphere. Within this layer, ultraviolet radiation causes ionization. The International Space Station has a stable orbit within the middle of the thermosphere, between 320 and 380 kilometres (200 and 240 mi). Auroras also occur in the thermosphere.&lt;br /&gt;&lt;br /&gt;Named from the Greek θερμός (thermos) for heat, the thermosphere begins about 80 kilometres (50 mi) above the Earth. At these high altitudes, the residual atmospheric gases sort into strata according to molecular mass (see turbosphere). Thermospheric temperatures increase with altitude due to absorption of highly energetic solar radiation by the small amount of residual oxygen still present. Temperatures are highly dependent on solar activity, and can rise to 1,500 °C (2,730 °F). Radiation causes the atmosphere particles in this layer to become electrically charged (see ionosphere), enabling radio waves to bounce off and be received beyond the horizon. In the exosphere, beginning at 500 to 1,000 kilometres (310 to 620 mi) above the Earth&#39;s surface, the atmosphere turns into space.&lt;br /&gt;&lt;br /&gt;The highly diluted gas in this layer can reach 2,500 °C (4,530 °F) during the day. Even though the temperature is so high, one would not feel warm in the thermosphere, because it is so near vacuum that there is not enough contact with the few atoms of gas to transfer much heat. A normal thermometer would read significantly below 0 °C (32 °F), due to the energy lost by thermal radiation overtaking the energy acquired from the atmospheric gas by direct contact. In the anacoustic zone above 160 kilometres (99 mi), the density is so low that molecular interactions are too infrequent to permit the transmission of sound.&lt;br /&gt;&lt;br /&gt;The dynamics of the lower thermosphere (below approximately 120 kilometres (75 mi)) are dominated by atmospheric tide, which is driven, in part, by the very significant diurnal heating. The atmospheric tide dissipates above this level since molecular concentrations do not support the coherent motion needed for fluid flow.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/220710637509032199'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/220710637509032199'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-thermosphere.html' title='Defination of thermosphere.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLEYj9Bh5ZeKOurRxLc6WZx4woOuTd7Xv_aYyjhbdHPfOuFYhzfv_BjM9sxBGua7lVFCi2DApQ30kH20WLjFopWb-gEQuKRANUU4tkUJ7cpPDd9U3LGBCe6GxTlR5DXCzjAJUxRNeJGvxA/s72-c/t.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-7627076713618180262.post-8473483391534365014</id><published>2012-01-12T11:48:00.004+05:30</published><updated>2012-01-17T13:41:48.158+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Atmosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Commerce"/><category scheme="http://www.blogger.com/atom/ns#" term="Exosphere"/><category scheme="http://www.blogger.com/atom/ns#" term="Geography"/><category scheme="http://www.blogger.com/atom/ns#" term="Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Defination of exosphere.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzIfOxoPMjahYtam9pswvofqm83msjtGYnm6YIS8apIKHMka0ZQ54cXuLE5Qz4U9RR-1RowUdTrcwwJ6-vCuiRc3wWIv1WFvY-lBRQFkys3D1TsAen7jJ25G0whu2ehElS4-d6XkTo2Yc8/s1600/p.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 376px; height: 292px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzIfOxoPMjahYtam9pswvofqm83msjtGYnm6YIS8apIKHMka0ZQ54cXuLE5Qz4U9RR-1RowUdTrcwwJ6-vCuiRc3wWIv1WFvY-lBRQFkys3D1TsAen7jJ25G0whu2ehElS4-d6XkTo2Yc8/s320/p.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5696626760225016242&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;The exosphere is the uppermost layer of Earth&#39;s atmosphere. In the exosphere, an upward travelling molecule moving fast enough to attain escape velocity can escape to space with a low chance of collisions; if it is moving below escape velocity it will be prevented from escaping from the celestial body by gravity. In either case, such a molecule is unlikely to collide with another molecule due to the exosphere&#39;s low density.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/8473483391534365014'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7627076713618180262/posts/default/8473483391534365014'/><link rel='alternate' type='text/html' href='http://infopediauniversalis.blogspot.com/2012/01/defination-of-exosphere.html' title='Defination of exosphere.'/><author><name>Sudip</name><uri>http://www.blogger.com/profile/01882892947554648915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJnOkS1izxMHMh-DF-O3I5G1G7D0MCyhUntyfm8UxfvP-tbmB7cGMWORscVjQ16-cRxf5PkC-0K1rU9brn82eWi4NoOcv2teKi7DWI6LP7j-Flg-Y6WkNkFoYkRplmYoI/s220/sudip+ro.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzIfOxoPMjahYtam9pswvofqm83msjtGYnm6YIS8apIKHMka0ZQ54cXuLE5Qz4U9RR-1RowUdTrcwwJ6-vCuiRc3wWIv1WFvY-lBRQFkys3D1TsAen7jJ25G0whu2ehElS4-d6XkTo2Yc8/s72-c/p.jpg" height="72" width="72"/></entry></feed>