<?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-8371701728558562079</id><updated>2024-12-18T19:32:05.794-08:00</updated><category term="Sports"/><category term="Biology"/><category term="Facts"/><category term="GK"/><category term="Mysteries"/><category term="Physics"/><category term="Poems"/><category term="Tell me how?"/><category term="Tips"/><category term="Top 10"/><title type='text'>Resourcemine</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>10</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8371701728558562079.post-6374859395926953409</id><published>2014-01-13T01:03:00.001-08:00</published><updated>2014-01-13T01:03:46.101-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Facts"/><category scheme="http://www.blogger.com/atom/ns#" term="Sports"/><title type='text'>Cricket world cup facts</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAdxvQl8w0cdBvcgQkedl94SSjMgJEg44uJuPb-vHaBwU3Kz3Vq_UZRIppn7yC43oxXCLy8Gq7k5toziuuUKuIE8DdqFIeFVkQvOesTem-voK_XxzQR2uVsKjvLT6mwW0FtcLTQ8zwhyx1/s1600/url.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;ICC Cricket world cup trophy&quot; border=&quot;0&quot; height=&quot;312&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAdxvQl8w0cdBvcgQkedl94SSjMgJEg44uJuPb-vHaBwU3Kz3Vq_UZRIppn7yC43oxXCLy8Gq7k5toziuuUKuIE8DdqFIeFVkQvOesTem-voK_XxzQR2uVsKjvLT6mwW0FtcLTQ8zwhyx1/s320/url.jpg&quot; title=&quot;ICC Cricket world cup trophy&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;ICC Cricket world cup trophy&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
ICC cricket world was being held by International cricket council for every 4 years since 1975. Some of the interesting facts about the world cup are listed below.&lt;br /&gt;
&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;The ICC cricket world cup was formerly known as Prudential Cup.&lt;/li&gt;
&lt;li&gt;The inaugural world cup was hosted in 1975 by England.&lt;/li&gt;
&lt;li&gt;Australia is the only country to win the world cup for 3 consecutive times.&lt;/li&gt;
&lt;li&gt;Sachin Tendulkar is the leading run scorer in world cup history.&lt;/li&gt;
&lt;li&gt;West Indies won the inaugural championship.&lt;/li&gt;
&lt;li&gt;The current world cup was created for the 1999 championship.&lt;/li&gt;
&lt;li&gt;&amp;nbsp;Australia&#39;s Mark Waugh, Matthew Hayden, India&#39;s Sourav Ganguly hold the record of scoring 3 centuries in world cups.&lt;/li&gt;
&lt;li&gt;Glenn McGrath is the leading wicket taker in world cups.&lt;/li&gt;
&lt;li&gt;Highest score (413-5) in a world cup game was scored by India against Bermuda.&lt;/li&gt;
&lt;li&gt;Sachin Tendulkar has the most man of the match awards in world cup.&lt;/li&gt;
&lt;/ul&gt;
&lt;span id=&quot;goog_29410585&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_29410586&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/6374859395926953409/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://resourcemine.blogspot.com/2014/01/cricket-world-cup-facts.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/6374859395926953409'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/6374859395926953409'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/2014/01/cricket-world-cup-facts.html' title='Cricket world cup facts'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAdxvQl8w0cdBvcgQkedl94SSjMgJEg44uJuPb-vHaBwU3Kz3Vq_UZRIppn7yC43oxXCLy8Gq7k5toziuuUKuIE8DdqFIeFVkQvOesTem-voK_XxzQR2uVsKjvLT6mwW0FtcLTQ8zwhyx1/s72-c/url.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8371701728558562079.post-7472424188256319406</id><published>2012-09-19T01:42:00.000-07:00</published><updated>2012-09-19T01:42:45.069-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Physics"/><title type='text'>Uses of Doppler effect</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh98zgg536RNERfSi-kHyqJBvPACvDVs3C4Nop-mYKatiGG7gUvPPXV0yFIb_EShzxbamW6FKdTkTbxZvrrfHBmOx-AjnROB0iya5c6p6vgx_jL4KrYKTF732MscaVr677ck4KdQ0Gv3lHh/s1600/Radar.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh98zgg536RNERfSi-kHyqJBvPACvDVs3C4Nop-mYKatiGG7gUvPPXV0yFIb_EShzxbamW6FKdTkTbxZvrrfHBmOx-AjnROB0iya5c6p6vgx_jL4KrYKTF732MscaVr677ck4KdQ0Gv3lHh/s1600/Radar.PNG&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Doppler effect principle is used in RADAR to determine the velocities and movements of submarines and aircrafts&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;a href=&quot;http://resourcemine.blogspot.com/2012/09/uses-of-doppler-effect.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/7472424188256319406/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://resourcemine.blogspot.com/2012/09/uses-of-doppler-effect.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/7472424188256319406'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/7472424188256319406'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/2012/09/uses-of-doppler-effect.html' title='Uses of Doppler effect'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh98zgg536RNERfSi-kHyqJBvPACvDVs3C4Nop-mYKatiGG7gUvPPXV0yFIb_EShzxbamW6FKdTkTbxZvrrfHBmOx-AjnROB0iya5c6p6vgx_jL4KrYKTF732MscaVr677ck4KdQ0Gv3lHh/s72-c/Radar.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8371701728558562079.post-2072847617617755354</id><published>2012-09-19T00:51:00.001-07:00</published><updated>2012-09-19T00:52:19.157-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Top 10"/><title type='text'>Top 10 largest deserts</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-nCVqf36jJqMaEYZr-qFhs7JKEKd1mYrFO5wxWxxzpTFJXoQlMznJlK0yJR-JANrdbvbPDumt7GpvZuOzglnCXJAfXtC4z7TOyAfHeVTUj3dpSzLXf3_6fIevFZR5pE5QcMkH-S87MkMS/s1600/Desert.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-nCVqf36jJqMaEYZr-qFhs7JKEKd1mYrFO5wxWxxzpTFJXoQlMznJlK0yJR-JANrdbvbPDumt7GpvZuOzglnCXJAfXtC4z7TOyAfHeVTUj3dpSzLXf3_6fIevFZR5pE5QcMkH-S87MkMS/s1600/Desert.jpg&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt; Sahara&lt;/li&gt;
&lt;li&gt;Arabian&lt;/li&gt;
&lt;li&gt;Gobi&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;a href=&quot;http://resourcemine.blogspot.com/2012/09/top-10-largest-deserts.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/2072847617617755354/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://resourcemine.blogspot.com/2012/09/top-10-largest-deserts.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/2072847617617755354'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/2072847617617755354'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/2012/09/top-10-largest-deserts.html' title='Top 10 largest deserts'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-nCVqf36jJqMaEYZr-qFhs7JKEKd1mYrFO5wxWxxzpTFJXoQlMznJlK0yJR-JANrdbvbPDumt7GpvZuOzglnCXJAfXtC4z7TOyAfHeVTUj3dpSzLXf3_6fIevFZR5pE5QcMkH-S87MkMS/s72-c/Desert.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8371701728558562079.post-3290536268464993305</id><published>2012-09-08T23:23:00.004-07:00</published><updated>2012-09-19T01:09:11.938-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Mysteries"/><title type='text'>The mystery of Bermuda triangle</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjSdSR6JjfaY-XWrPnnmhlBG27kiW512jkJ1Dmju6oYyNSwEMPcGlyV73sTBHa6DGig_6aRMCAsBCwSWsqEB3XM35QxZUAGOCbGmrZ1Ssvz-VNs9atCpqufnQgHmkb4N0qM_Pv9qQqTLit/s1600/Bermuda+triangle.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Bermuda triangle&quot; border=&quot;0&quot; height=&quot;312&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjSdSR6JjfaY-XWrPnnmhlBG27kiW512jkJ1Dmju6oYyNSwEMPcGlyV73sTBHa6DGig_6aRMCAsBCwSWsqEB3XM35QxZUAGOCbGmrZ1Ssvz-VNs9atCpqufnQgHmkb4N0qM_Pv9qQqTLit/s320/Bermuda+triangle.JPG&quot; title=&quot;Bermuda triangle &quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt; &lt;/span&gt;One of the most baffling, puzzling and intriguing mysteries that has bewildered the world so far is the famous &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 28.0pt; line-height: 115%; mso-ansi-language: EN-US;&quot;&gt;Bermuda triangle. &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;No other mystery is so well known, yet so little is known about it.&lt;/span&gt;&lt;br&gt;
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&lt;/div&gt;&lt;a href=&quot;http://resourcemine.blogspot.com/2012/09/the-mystery-of-bermuda-triangle.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/3290536268464993305/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://resourcemine.blogspot.com/2012/09/the-mystery-of-bermuda-triangle.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/3290536268464993305'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/3290536268464993305'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/2012/09/the-mystery-of-bermuda-triangle.html' title='The mystery of Bermuda triangle'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjSdSR6JjfaY-XWrPnnmhlBG27kiW512jkJ1Dmju6oYyNSwEMPcGlyV73sTBHa6DGig_6aRMCAsBCwSWsqEB3XM35QxZUAGOCbGmrZ1Ssvz-VNs9atCpqufnQgHmkb4N0qM_Pv9qQqTLit/s72-c/Bermuda+triangle.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8371701728558562079.post-69895227636034835</id><published>2012-09-06T09:00:00.003-07:00</published><updated>2014-01-13T01:05:15.912-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Tell me how?"/><title type='text'>How does a chameleon change its colour?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAV7s6JkXDbieRZkNQTCzbGLhwqrLu_UZTOD6tiYg5RFNO6RMmd5UHI3DJVidpy6Gx23XY9KisSGoc0f_TE146yBf8yVAsDMXh1axBFVIafxTR7aSt8xOezqEOGJf0PGxavTj3msCjOWPt/s1600/Chameleon.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;157&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAV7s6JkXDbieRZkNQTCzbGLhwqrLu_UZTOD6tiYg5RFNO6RMmd5UHI3DJVidpy6Gx23XY9KisSGoc0f_TE146yBf8yVAsDMXh1axBFVIafxTR7aSt8xOezqEOGJf0PGxavTj3msCjOWPt/s320/Chameleon.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;The upper layer of Chameleon’s skin is transparent but the layer just underneath it has granular yellow&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;, black and red pigments. These granules can easily move from one point in its body to another. When these cells contract, the concentration of the the granules increases at one point turning the colour of the skin into black. And in turn they get scattered throughout the body , other colours are produced. Therefore, the contraction and expansion of its cells change the colour of its skin&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/69895227636034835/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://resourcemine.blogspot.com/2012/09/how-does-chameleon-change-its-colour.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/69895227636034835'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/69895227636034835'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/2012/09/how-does-chameleon-change-its-colour.html' title='How does a chameleon change its colour?'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAV7s6JkXDbieRZkNQTCzbGLhwqrLu_UZTOD6tiYg5RFNO6RMmd5UHI3DJVidpy6Gx23XY9KisSGoc0f_TE146yBf8yVAsDMXh1axBFVIafxTR7aSt8xOezqEOGJf0PGxavTj3msCjOWPt/s72-c/Chameleon.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8371701728558562079.post-7209683473650457400</id><published>2012-09-03T07:43:00.003-07:00</published><updated>2012-09-19T01:11:27.453-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sports"/><title type='text'>FIFA World Cup trophy facts</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEB18npKqei33noGN4BHAZOoaoYBJGmI0rCIjZ735m5XWB9rwVUi2l4ljSW-jj0PrwdL4Q_6LAuGfFvVREtnET-dDdaNtsgVlALoiEP-OSO8uIpaiCBZmwS_N68AV_vs91VWQm8Oq90WYC/s1600/fifa+world+cup+trophy.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Fifa world cup trophy&quot; border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEB18npKqei33noGN4BHAZOoaoYBJGmI0rCIjZ735m5XWB9rwVUi2l4ljSW-jj0PrwdL4Q_6LAuGfFvVREtnET-dDdaNtsgVlALoiEP-OSO8uIpaiCBZmwS_N68AV_vs91VWQm8Oq90WYC/s320/fifa+world+cup+trophy.png&quot; title=&quot;Fifa world cup trophy&quot; width=&quot;123&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt; It weighs a little more than 5 kg and it measures 36.5 cm vertically&lt;/li&gt;
&lt;li&gt;It is made of 18 carat gold and has a base of 13 cm in diameter&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;a href=&quot;http://resourcemine.blogspot.com/2012/09/fifa-world-cup-trophy-facts.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/7209683473650457400/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://resourcemine.blogspot.com/2012/09/fifa-world-cup-trophy-facts.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/7209683473650457400'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/7209683473650457400'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/2012/09/fifa-world-cup-trophy-facts.html' title='FIFA World Cup trophy facts'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEB18npKqei33noGN4BHAZOoaoYBJGmI0rCIjZ735m5XWB9rwVUi2l4ljSW-jj0PrwdL4Q_6LAuGfFvVREtnET-dDdaNtsgVlALoiEP-OSO8uIpaiCBZmwS_N68AV_vs91VWQm8Oq90WYC/s72-c/fifa+world+cup+trophy.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8371701728558562079.post-5486776969674533081</id><published>2012-08-26T01:11:00.002-07:00</published><updated>2012-09-19T01:08:28.486-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Biology"/><title type='text'>Differences between plant cell and animal cell</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiy-7RIsDniQyzbcqyqlA0PBBuFoJlI88p2Iz2WPceWLWg7CarBnYJ-u8SAqlxCuqcVPH8VXudPXsPAnFmhjfA7HcCtUpERaDv0z5co21Um4xd6tbBQkuuSZAqJT5nrj53AruYSg0LqWpcb/s1600/aninmal+cell.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiy-7RIsDniQyzbcqyqlA0PBBuFoJlI88p2Iz2WPceWLWg7CarBnYJ-u8SAqlxCuqcVPH8VXudPXsPAnFmhjfA7HcCtUpERaDv0z5co21Um4xd6tbBQkuuSZAqJT5nrj53AruYSg0LqWpcb/s200/aninmal+cell.png&quot; width=&quot;198&quot;&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Animal cell&lt;br&gt;
&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;a href=&quot;http://resourcemine.blogspot.com/2012/08/animal-cell-plant-cell-normal-0-false.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/5486776969674533081/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://resourcemine.blogspot.com/2012/08/animal-cell-plant-cell-normal-0-false.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/5486776969674533081'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/5486776969674533081'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/2012/08/animal-cell-plant-cell-normal-0-false.html' title='Differences between plant cell and animal cell'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiy-7RIsDniQyzbcqyqlA0PBBuFoJlI88p2Iz2WPceWLWg7CarBnYJ-u8SAqlxCuqcVPH8VXudPXsPAnFmhjfA7HcCtUpERaDv0z5co21Um4xd6tbBQkuuSZAqJT5nrj53AruYSg0LqWpcb/s72-c/aninmal+cell.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8371701728558562079.post-2376584909720616358</id><published>2012-08-12T05:23:00.002-07:00</published><updated>2014-01-13T01:10:39.004-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="GK"/><title type='text'>The largest</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUyPG-YLB8wshO8tuL7mYeibzRnwU_D1_SAN0wbZ4eYy9TKWznWx9ifs90uy-1hpI84fRUASF-CDaWlowbWdwZ3q-d2VaDYUzA7w5NXMsNmPIErRVZQpAcvoRjn9FclGrOjM8kvaCE7-Z6/s1600/sgfj.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;African Elephant&quot; border=&quot;0&quot; height=&quot;304&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUyPG-YLB8wshO8tuL7mYeibzRnwU_D1_SAN0wbZ4eYy9TKWznWx9ifs90uy-1hpI84fRUASF-CDaWlowbWdwZ3q-d2VaDYUzA7w5NXMsNmPIErRVZQpAcvoRjn9FclGrOjM8kvaCE7-Z6/s320/sgfj.jpg&quot; title=&quot;African Elephant&quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US; mso-bidi-font-weight: bold;&quot;&gt;Largest Land animal – Elephant&lt;/span&gt;&lt;br&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Largest animal – Blue whale&lt;/span&gt;&lt;br&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Largest Bird – Ostrich&lt;/span&gt;&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;http://resourcemine.blogspot.com/2012/08/the-largest.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/2376584909720616358/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://resourcemine.blogspot.com/2012/08/the-largest.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/2376584909720616358'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/2376584909720616358'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/2012/08/the-largest.html' title='The largest'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUyPG-YLB8wshO8tuL7mYeibzRnwU_D1_SAN0wbZ4eYy9TKWznWx9ifs90uy-1hpI84fRUASF-CDaWlowbWdwZ3q-d2VaDYUzA7w5NXMsNmPIErRVZQpAcvoRjn9FclGrOjM8kvaCE7-Z6/s72-c/sgfj.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8371701728558562079.post-8648854714380850615</id><published>2012-08-12T04:44:00.005-07:00</published><updated>2012-09-19T00:58:55.449-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Tips"/><title type='text'>11 ways of conserving water in houses</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;200&quot; 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&quot; width=&quot;167&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;http://resourcemine.blogspot.com/2012/08/15-ways-of-conserving-water-in-houses.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/8648854714380850615/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://resourcemine.blogspot.com/2012/08/15-ways-of-conserving-water-in-houses.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/8648854714380850615'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/8648854714380850615'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/2012/08/15-ways-of-conserving-water-in-houses.html' title='11 ways of conserving water in houses'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8371701728558562079.post-3207466663779552417</id><published>2012-08-12T03:51:00.003-07:00</published><updated>2012-09-19T00:58:00.751-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Poems"/><title type='text'>Poem - Manliness</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br&gt;
 &lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot;&gt;&lt;br&gt;
Author - Rudyard Kipling&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;http://resourcemine.blogspot.com/2012/08/poem-manliness.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://resourcemine.blogspot.com/feeds/3207466663779552417/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://resourcemine.blogspot.com/2012/08/poem-manliness.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/3207466663779552417'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8371701728558562079/posts/default/3207466663779552417'/><link rel='alternate' type='text/html' href='http://resourcemine.blogspot.com/2012/08/poem-manliness.html' title='Poem - Manliness'/><author><name>Arutselvan</name><uri>http://www.blogger.com/profile/01434732870206722647</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry></feed>