<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-767884876599385627</id><updated>2011-11-04T08:30:58.918-07:00</updated><category term='ORT'/><category term='math'/><category term='bbc Literacy KS1'/><category term='reading book target'/><category term='games'/><category term='Cerita dan Lagu'/><category term='cats'/><category term='numeracy'/><category term='literacy'/><category term='weather vane'/><category term='reading books'/><category term='Upsy Daisy'/><category term='99 names of Allah'/><category term='Your mother'/><category term='tricky words'/><category term='clock'/><category term='year 2'/><category term='phonic words'/><category term='abc'/><category term='Rhyme'/><category term='learn key stage one'/><category term='wannaplaymusic'/><category term='Snapdragon stage 4'/><category term='alif baa taa'/><category term='Listening'/><category term='Allah Knows'/><title type='text'>AdikWawa</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default?start-index=101&amp;max-results=100'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>435</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-6973932134894426591</id><published>2011-09-13T01:39:00.000-07:00</published><updated>2011-09-13T01:40:30.589-07:00</updated><title type='text'>try try try and never give up</title><content type='html'>&lt;h3 class="post-title entry-title"&gt; another good site by plymouth ac uk university &lt;/h3&gt; &lt;div class="post-header"&gt;  &lt;/div&gt;  http://www.cimt.plymouth.ac.uk/projects/mep/default.htm&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:ARIAL;font-size:-1;color:blue;"&gt;&lt;span style="color:green;"&gt;&lt;span style="font-family:ARIAL;font-size:-1;color:blue;"&gt;&lt;span style="color:green;"&gt;&lt;span style="font-family:ARIAL;font-size:-1;color:blue;"&gt;&lt;span style="color:green;"&gt;    &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/y3int/default.htm"&gt;&lt;b&gt;Year 3&lt;/b&gt;&lt;/a&gt; | &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/default.htm"&gt;&lt;b&gt;Year 3 Revision&lt;/b&gt;&lt;/a&gt; |     &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/y4int/default.htm"&gt;&lt;b&gt;Year 4&lt;/b&gt;&lt;/a&gt; | &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/interactive/programsindex.htm"&gt;&lt;b&gt;Year 5&lt;/b&gt;&lt;/a&gt;  &lt;b&gt;Interactive Material&lt;/b&gt;&lt;/span&gt;&lt;br /&gt; These pages contain interactive mateial relating to sections of the   Year 3, Year 4 and Year 5 schemes of work.    The Year 3 resources are  interactive versions of the Practice Book  pages and of every fifth page  of the 3a practice book, which are  intended for reviewing    the  material covered in the earlier pages.  The  Year 4 resources are   interactive versions of the Practice Book pages. The Year 5 resources   are probability simulations relating to    specific activities in the Y5  lesson plans.  These materials are  still being developed.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/default.h&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-6973932134894426591?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/6973932134894426591/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/try-try-try-and-never-give-u.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/6973932134894426591'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/6973932134894426591'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/try-try-try-and-never-give-u.html' title='try try try and never give up'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-4783744755900876102</id><published>2011-09-13T01:38:00.000-07:00</published><updated>2011-09-13T01:39:08.607-07:00</updated><title type='text'>WHY 52?</title><content type='html'>&lt;img 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" alt="" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-4783744755900876102?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/4783744755900876102/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/why-52.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/4783744755900876102'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/4783744755900876102'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/why-52.html' title='WHY 52?'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-3659791883280936327</id><published>2011-09-11T23:40:00.000-07:00</published><updated>2011-09-11T23:44:14.500-07:00</updated><title type='text'>good atttempt  best try wawa on math</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-EEWigKJWcZA/Tm2qDvJ_bdI/AAAAAAAAARY/Xa07X021Ixc/s1600/math%2B2%2Bsep10.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 200px; height: 112px;" src="http://1.bp.blogspot.com/-EEWigKJWcZA/Tm2qDvJ_bdI/AAAAAAAAARY/Xa07X021Ixc/s200/math%2B2%2Bsep10.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5651360088594542034" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;===&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: rgb(99, 32, 53); font-family: Helvetica, Arial, Verdana, 'Trebuchet MS', sans-serif; font-size: 13px; background-color: rgb(247, 240, 233); "&gt;&lt;h3 class="post-title entry-title" style="margin-top: 13px; margin-right: 0px; margin-bottom: 13px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; color: rgb(186, 71, 107); font-size: 18px; "&gt;&lt;a href="http://najwasoffiyah.blogspot.com/2011/09/another-good-site-by-plymouth-ac-uk.html" style="color: rgb(186, 71, 107); font-weight: bold; text-decoration: none; "&gt;another good site by plymouth ac uk university&lt;/a&gt;&lt;/h3&gt;&lt;div class="post-header"&gt;&lt;div class="post-header-line-1"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="post-body entry-content" id="post-body-425593718436669229"&gt;http://www.cimt.plymouth.ac.uk/projects/mep/default.htm&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: ARIAL; color: blue; "&gt;&lt;span style="color: green; "&gt;&lt;span style="font-family: ARIAL; color: blue; "&gt;&lt;span style="color: green; "&gt;&lt;span style="font-family: ARIAL; color: blue; "&gt;&lt;span style="color: green; "&gt;&lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/y3int/default.htm" style="color: rgb(191, 39, 126); font-weight: bold; "&gt;&lt;b&gt;Year 3&lt;/b&gt;&lt;/a&gt; | &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/default.htm" style="color: rgb(191, 39, 126); font-weight: bold; "&gt;&lt;b&gt;Year 3 Revision&lt;/b&gt;&lt;/a&gt; | &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/y4int/default.htm" style="color: rgb(191, 39, 126); font-weight: bold; "&gt;&lt;b&gt;Year 4&lt;/b&gt;&lt;/a&gt; | &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/interactive/programsindex.htm" style="color: rgb(191, 39, 126); font-weight: bold; "&gt;&lt;b&gt;Year 5&lt;/b&gt;&lt;/a&gt; &lt;b&gt;Interactive Material&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;These pages contain interactive mateial relating to sections of the Year 3, Year 4 and Year 5 schemes of work. The Year 3 resources are interactive versions of the Practice Book pages and of every fifth page of the 3a practice book, which are intended for reviewing the material covered in the earlier pages. The Year 4 resources are interactive versions of the Practice Book pages. The Year 5 resources are probability simulations relating to specific activities in the Y5 lesson plans. These materials are still being developed.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; background-color: rgb(255, 255, 255); font-size: medium; "&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;form name="q2form"&gt;&lt;div id="Layer5" style="position: absolute; left: 283px; top: 457px; width: 635px; height: 264px; z-index: 21; "&gt;&lt;/div&gt;&lt;/form&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-3659791883280936327?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/3659791883280936327/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/good-atttempt-best-try-wawa-on-math.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/3659791883280936327'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/3659791883280936327'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/good-atttempt-best-try-wawa-on-math.html' title='good atttempt  best try wawa on math'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-EEWigKJWcZA/Tm2qDvJ_bdI/AAAAAAAAARY/Xa07X021Ixc/s72-c/math%2B2%2Bsep10.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-425593718436669229</id><published>2011-09-11T00:40:00.000-07:00</published><updated>2011-09-11T00:48:11.144-07:00</updated><title type='text'>another good site by plymouth ac uk university</title><content type='html'>http://www.cimt.plymouth.ac.uk/projects/mep/default.htm&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:ARIAL;font-size:-1;color:blue;"&gt;&lt;span style="color:green;"&gt;&lt;span style="font-family:ARIAL;font-size:-1;color:blue;"&gt;&lt;span style="color:green;"&gt;&lt;span style="font-family:ARIAL;font-size:-1;color:blue;"&gt;&lt;span style="color:green;"&gt;    &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/y3int/default.htm"&gt;&lt;b&gt;Year 3&lt;/b&gt;&lt;/a&gt; | &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/default.htm"&gt;&lt;b&gt;Year 3 Revision&lt;/b&gt;&lt;/a&gt; |     &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/y4int/default.htm"&gt;&lt;b&gt;Year 4&lt;/b&gt;&lt;/a&gt; | &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/interactive/programsindex.htm"&gt;&lt;b&gt;Year 5&lt;/b&gt;&lt;/a&gt;  &lt;b&gt;Interactive Material&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;  These pages contain interactive mateial relating to sections of the  Year 3, Year 4 and Year 5 schemes of work.    The Year 3 resources are interactive versions of the Practice Book  pages and of every fifth page of the 3a practice book, which are  intended for reviewing    the material covered in the earlier pages.  The  Year 4 resources are  interactive versions of the Practice Book pages. The Year 5 resources  are probability simulations relating to    specific activities in the Y5 lesson plans.  These materials are  still being developed.  &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/default.htm&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;u&gt;&lt;span style="font-size:+2;color:red;"&gt;MEP Primary Interactive Resources : Book 3a&lt;/span&gt;&lt;/u&gt;&lt;/b&gt; &lt;p&gt; &lt;span style="font-size:-1;"&gt; These interactive resources are designed to accompany the MEP Primary Pupil Text Book 3a.&lt;br /&gt;Every fifth page of the book has been reproduced in one of the pages below. These pages&lt;br /&gt;are normally intended for practice and revision, which is why they have been chosen.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:-1;"&gt; They can be used in a variety of ways - the original intention was that they would be used by&lt;br /&gt;teachers, parents or learning support staff with individual pupils, to provide an opportunity for&lt;br /&gt;practice and revision with the assistance of an adult. It has been suggested that the pages&lt;br /&gt;might also be usefully used with a data projector to deliver an interactive revision lesson.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:-1;"&gt; The pages are randomised - clicking one of the links below will take you to a random version&lt;br /&gt;of the page.  At the top of the page is the number used to generate that page.  You can use&lt;br /&gt;that number to go back to the same version again. This feature can also enables a teacher to&lt;br /&gt;suggest that several pupils can attempt the same page by giving them all the same number.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;table border="0" cellpadding="0" cellspacing="15"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/default.htm"&gt;Page 5&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev010/default.htm"&gt;Page 10&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev015/default.htm"&gt;Page 15&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev020/default.htm"&gt;Page 20&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev025/default.htm"&gt;Page 25&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev030/default.htm"&gt;Page 30&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev035/default.htm"&gt;Page 35&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev040/default.htm"&gt;Page 40&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev045/default.htm"&gt;Page 45&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev050/default.htm"&gt;Page 50&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev055/default.htm"&gt;Page 55&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev060/default.htm"&gt;Page 60&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev065/default.htm"&gt;Page 65&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev070/default.htm"&gt;Page 70&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev075/default.htm"&gt;Page 75&lt;/a&gt;&lt;/td&gt;&lt;td align="center"&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev080/default.htm"&gt;Page 80&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;br /&gt;THIS IS INTERACTIVEandWOW&lt;br /&gt;&lt;br /&gt;tak sabar nak cuba untuk student final project&lt;br /&gt;&lt;br /&gt;====&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table width="760" border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td valign="bottom"&gt;&lt;span style="font-family:arial;font-size:+3;color:#0000A0;"&gt;&lt;b&gt;MEP Book 3a&lt;/b&gt;&lt;br /&gt;Page 5 Review Questions&lt;/span&gt;&lt;/td&gt; &lt;td align="right"&gt; &lt;table bg=""  border="1" cellpadding="0" cellspacing="0" style="color:lightyellow;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt; &lt;table border="0" cellpadding="5" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt; &lt;td colspan="2"&gt;&lt;center&gt;&lt;span style="font-family:arial;font-size:-1;color:#0000A0;"&gt;&lt;b&gt;Random review #24520&lt;/b&gt;&lt;/span&gt;&lt;/center&gt;&lt;/td&gt;&lt;/tr&gt; &lt;tr&gt;&lt;td&gt;&lt;span style="font-family:arial;font-size:-2;color:#0000A0;"&gt;If you have a 5-digit&lt;br /&gt;test code, enter it in&lt;br /&gt;the box on the right&lt;br /&gt;and click the button.&lt;/span&gt;&lt;/td&gt; &lt;td&gt;&lt;center&gt;&lt;input size="7" name="rs" type="text"&gt;&lt;br /&gt;&lt;/center&gt;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt; &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt; &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;     &lt;p&gt;&lt;span style="color:#0000A0;"&gt;  Work out the answers to each question below and fill in the boxes.  Once you have filled in all the answers, click&lt;br /&gt;on the &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/ca102.gif" alt="Click this button to check your answers" height="18" width="102" /&gt; button to find out which questions you have answered correctly.  If you have answered&lt;br /&gt;all the questions correctly, then &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/ac102.gif" alt="" height="18" width="102" /&gt; will appear and you should move on to the next question. &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="color:#0000A0;"&gt; Otherwise either &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/se102.gif" alt="" height="18" width="102" /&gt; or  &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/me102.gif" alt="" height="18" width="102" /&gt; will appear, depending on how many mistakes you made.&lt;br /&gt;Try correcting your answers, then click &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/ca85.gif" alt="Click on this button to check your answers again" height="18" width="85" /&gt; to check whether your new answers are correct. You can check&lt;br /&gt;your answers as many times as you want.  If you can't work out the right answers then click on &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/hm17.gif" alt="Click on this button to get some help" height="18" width="17" /&gt; to get some help.  &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="color:#0000A0;"&gt; &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="color:#0000A0;"&gt;  &lt;/span&gt;&lt;/p&gt;&lt;span style="color:#0000A0;"&gt;  &lt;form name="qform"&gt;  &lt;table width="760" border="0" cellpadding="10" cellspacing="0"&gt;    &lt;tbody&gt;&lt;tr&gt;&lt;td valign="top"&gt; &lt;table bg=""  width="40" border="0" cellpadding="10" cellspacing="0" style="color:darkblue;"&gt; &lt;tbody&gt;&lt;tr&gt;&lt;td valign="top"&gt;&lt;span style="font-family:arial;font-size:+2;color:white;"&gt;&lt;center&gt;&lt;b&gt;1&lt;/b&gt;&lt;/center&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt; &lt;/td&gt;&lt;td&gt;  (a) Work out the answers to the questions below:  &lt;table border="0" cellpadding="0" cellspacing="10"&gt;&lt;tbody&gt;&lt;tr&gt; &lt;td valign="top"&gt;&lt;span style="color:blue;"&gt;44 + 4 = &lt;input name="q1ib1" value="" size="2" tabindex="1" type="text"&gt; &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q1t1" height="18" width="18" /&gt;&lt;/span&gt;&lt;/td&gt; &lt;td valign="top"&gt;&lt;span style="color:blue;"&gt;24 + 3 = &lt;input name="q1ib2" value="" size="2" tabindex="1" type="text"&gt; &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q1t2" height="18" width="18" /&gt;&lt;/span&gt;&lt;/td&gt; &lt;td valign="top"&gt;&lt;span style="color:blue;"&gt;67 - 5 = &lt;input name="q1ib3" value="" size="2" tabindex="1" type="text"&gt; &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q1t3" height="18" width="18" /&gt;&lt;/span&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt; &lt;td valign="top"&gt;&lt;span style="color:blue;"&gt;33 + 12 = &lt;input name="q1ib4" value="" size="2" tabindex="1" type="text"&gt; &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q1t4" height="18" width="18" /&gt;&lt;/span&gt;&lt;/td&gt; &lt;td valign="top"&gt;&lt;span style="color:blue;"&gt;77 - 13 = &lt;input name="q1ib5" value="" size="2" tabindex="1" type="text"&gt; &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q1t5" height="18" width="18" /&gt;&lt;/span&gt;&lt;/td&gt; &lt;td valign="top"&gt;&lt;span style="color:blue;"&gt;58 - 11 = &lt;input name="q1ib6" value="" size="2" tabindex="1" type="text"&gt; &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q1t6" height="18" width="18" /&gt;&lt;/span&gt;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;  &lt;/td&gt;&lt;td valign="bottom"&gt;  &lt;table border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/default.htm#"&gt; &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/ac102.gif" name="can1" height="18" width="102" border="0" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/form&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/default.htm&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;good best and excellent&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table width="760" border="0" cellpadding="10" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;Do what the arrows tell you to reach the target number.&lt;br /&gt;Fill in the missing numbers, with one digit in each box. &lt;p&gt;  &lt;/p&gt;&lt;table border="0 cellpadding=" cellspacing="0"&gt; &lt;tbody&gt;&lt;tr&gt;  &lt;td&gt;&lt;span style="color:blue;"&gt;(a)&lt;/span&gt;&lt;/td&gt;  &lt;td colspan="2" align="right"&gt;   &lt;input name="q5ib1" value="" size="1" maxlength="1" tabindex="1" type="text"&gt;&lt;input name="q5ib2" value="" size="1" maxlength="1" tabindex="2" type="text"&gt;   &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q5t1" height="18" width="18" /&gt;    &lt;/td&gt;&lt;td colspan="2" align="right"&gt;   &lt;input name="q5ib5" value="" size="1" maxlength="1" tabindex="5" type="text"&gt;&lt;input name="q5ib6" value="" size="1" maxlength="1" tabindex="6" type="text"&gt;   &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q5t2" height="18" width="18" /&gt;    &lt;/td&gt;&lt;td colspan="2" align="right"&gt;   &lt;input name="q5ib9" value="" size="1" maxlength="1" tabindex="9" type="text"&gt;&lt;input name="q5ib10" value="" size="1" maxlength="1" tabindex="10" type="text"&gt;   &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q5t3" height="18" width="18" /&gt;    &lt;/td&gt;&lt;td colspan="2" align="right"&gt;   &lt;input name="q5ib13" value="" size="1" maxlength="1" tabindex="13" type="text"&gt;&lt;input name="q5ib14" value="" size="1" maxlength="1" tabindex="14" type="text"&gt;   &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q5t4" height="18" width="18" /&gt;    &lt;/td&gt;&lt;td colspan="2" align="right"&gt;   &lt;input name="q5ib17" value="" size="1" maxlength="1" tabindex="17" type="text"&gt;&lt;input name="q5ib18" value="" size="1" maxlength="1" tabindex="18" type="text"&gt;   &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q5t5" height="18" width="18" /&gt;    &lt;/td&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt;  &lt;td width="50"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;td width="50"&gt;+24&lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/arrowup.gif" alt="" height="26" width="17" align="middle" /&gt;&lt;/td&gt;  &lt;td width="50"&gt;-1&lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/arrowdn.gif" alt="" height="26" width="17" align="middle" /&gt;&lt;/td&gt;  &lt;td width="50"&gt;+22&lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/arrowup.gif" alt="" height="26" width="17" align="middle" /&gt;&lt;/td&gt;  &lt;td width="50"&gt;-8&lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/arrowdn.gif" alt="" height="26" width="17" align="middle" /&gt;&lt;/td&gt;  &lt;td width="50"&gt;+3&lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/arrowup.gif" alt="" height="26" width="17" align="middle" /&gt;&lt;/td&gt;  &lt;td width="50"&gt;-3&lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/arrowdn.gif" alt="" height="26" width="17" align="middle" /&gt;&lt;/td&gt;  &lt;td width="50"&gt;+17&lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/arrowup.gif" alt="" height="26" width="17" align="middle" /&gt;&lt;/td&gt;  &lt;td width="50"&gt;-74&lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/arrowdn.gif" alt="" height="26" width="17" align="middle" /&gt;&lt;/td&gt;  &lt;td width="50"&gt;-11&lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/arrowup.gif" alt="" height="26" width="17" align="middle" /&gt;&lt;/td&gt;  &lt;td width="50"&gt;-2&lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/arrowdn.gif" alt="" height="26" width="17" align="middle" /&gt;&lt;/td&gt;  &lt;td width="50"&gt;&lt;br /&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt;  &lt;td colspan="2" valign="top"&gt;&lt;center&gt;   &lt;span style="font-family:ARIAL;font-size:+2;"&gt;&lt;b&gt;   44&lt;/b&gt;&lt;/span&gt;  &lt;/center&gt;&lt;/td&gt;&lt;td colspan="2" align="right"&gt;   &lt;input name="q5ib3" value="" size="1" maxlength="1" tabindex="3" type="text"&gt;&lt;input name="q5ib4" value="" size="1" maxlength="1" tabindex="4" type="text"&gt;   &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q5t6" height="18" width="18" /&gt;    &lt;/td&gt;&lt;td colspan="2" align="right"&gt;   &lt;input name="q5ib7" value="" size="1" maxlength="1" tabindex="7" type="text"&gt;&lt;input name="q5ib8" value="" size="1" maxlength="1" tabindex="8" type="text"&gt;   &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/tick18.gif" name="q5t7" height="18" width="18" /&gt; 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   &lt;/td&gt; &lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt;   &lt;p&gt;&lt;/p&gt;&lt;/td&gt;&lt;td valign="bottom"&gt;  &lt;table border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/default.htm#"&gt; &lt;img src="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/ac102.gif" name="can5" height="18" width="102" border="0" /&gt;&lt;/a&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt; &lt;a href="http://www.cimt.plymouth.ac.uk/projects/mepres/primary/bk3a/3a_rev005/default.htm#"&gt; &lt;/a&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-425593718436669229?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/425593718436669229/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/another-good-site-by-plymouth-ac-uk.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/425593718436669229'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/425593718436669229'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/another-good-site-by-plymouth-ac-uk.html' title='another good site by plymouth ac uk university'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-4631637077304741230</id><published>2011-09-11T00:32:00.000-07:00</published><updated>2011-09-11T00:36:13.246-07:00</updated><title type='text'>emaths is an EXCELLENT site for wawa</title><content type='html'>here is from the author&lt;br /&gt;&lt;br /&gt;ABOUT EMATHS&lt;br /&gt;&lt;br /&gt;Emaths was launched in March 2004.&lt;br /&gt;&lt;br /&gt;I have always believed that sharing ideas and resources is the best way to ensure that our students (by that I mean every child in the country) receive the best possible education.&lt;br /&gt;&lt;br /&gt;I write and maintain Emaths purely in my own time. I do not make any money from the site. Emaths is not associated to any school or organisation.&lt;br /&gt;&lt;br /&gt;I very much appreciate all the contributions which various people have made to the site and hope that the site remains a useful resource to all who visit.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.emaths.co.uk/about.htm&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;thank you Mark McCourt&lt;br /&gt;&lt;br /&gt;YOU ARE GREAT....&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;i just wanna level 35&lt;br /&gt;&lt;br /&gt;&lt;table border="1"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td width="106" align="center"&gt; &lt;/td&gt;             &lt;td width="106" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;Level 3 - 5&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="107" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;Level 4 - 6&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="107" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;Level 5 - 7&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="107" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;Level 6 - 8&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;Mental Tests&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;Answer               Sheets&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;Mental Tests&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;Transcripts&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;Mental               Test&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt; Audio Files               &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;Mark Scheme&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;           &lt;/tr&gt;           &lt;tr&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;2009&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/35P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/35P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/46P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/46P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/57P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/57P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/68P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/68P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/MentalTestA.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/MentalTestB.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/MentalTestC.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/MentalTestATranscript.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/MentalTestBTranscript.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/MentalTestCTranscript.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/2009%20SAT%20Mental/KS3%202009%20Mental%20Test%20A.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/2009%20SAT%20Mental/KS3%202009%20Mental%20Test%20B.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/2009%20SAT%20Mental/KS3%202009%20Mental%20Test%20C.wma"&gt;&lt;span style="color:#0080FF;"&gt;&lt;b&gt;Test               C&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/MarkschemeP1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/MarkschemeP2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;               &lt;/p&gt;&lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202009/MarkschemeMental.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Mental               Tests&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;           &lt;/tr&gt;           &lt;tr&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;2008&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/35P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/35P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/46P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/46P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/57P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/57P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/68P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/68P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/MentalTestA.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/MentalTestB.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/MentalTestC.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/MentalTestATranscript.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/MentalTestBTranscript.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/MentalTestCTranscript.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202008%20Mental%20Test%20A.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202008%20Mental%20Test%20B.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202008%20Mental%20Test%20C.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/MarkschemeP1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/MarkschemeP2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;               &lt;/p&gt;&lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202008/MarkschemeMental.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Mental               Tests&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;           &lt;/tr&gt;           &lt;tr&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;2007&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/35P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/35P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/46P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/46P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/57P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/57P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/68P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/68P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/MentalTestA.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/MentalTestB.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/MentalTestC.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/MentalTestATranscript.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/MentalTestBTranscript.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/MentalTestCTranscript.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202007%20Mental%20Test%20A.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202007%20Mental%20Test%20B.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202007%20Mental%20Test%20C.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/MarkschemeP1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/MarkschemeP2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;               &lt;/p&gt;&lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202007/MarkschemeMental.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Mental               Tests&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;           &lt;/tr&gt;           &lt;tr&gt;             &lt;td width="106" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;2006&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/35P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/35P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/46P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/46P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/57P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/57P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/68P1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/68P2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/MentalTestA.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/MentalTestB.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/MentalTestC.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/MentalTestATranscript.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/MentalTestBTranscript.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/MentalTestCTranscript.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202006%20Mental%20Test%20A.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202006%20Mental%20Test%20B.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202006%20Mental%20Test%20C.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/MarkschemeP1.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/MarkschemeP2.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;               &lt;/p&gt;&lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202006/MarkschemeMental.pdf" target="_blank"&gt;&lt;span style="color:#0080FF;"&gt;Mental               Tests&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;           &lt;/tr&gt;           &lt;tr&gt;             &lt;td width="106" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;2005&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/35P1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/35P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/46P1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/46P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/57P1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/57P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/68P1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/68P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-left: 0px; margin-right: 0px; margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/MentalTestA.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-left: 0px; margin-right: 0px; margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/MentalTestB.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-left: 0px; margin-right: 0px; margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/MentalTestC.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               A&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/MentalBTranscript.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/MentalCTranscript.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202005%20Mental%20Test%20A.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202005%20Mental%20Test%20B.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202005%20Mental%20Test%20C.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/MarkschemeP1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/MarkschemeP2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;               &lt;/p&gt;&lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202005/MarkschemeMental.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Mental               Tests&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;           &lt;/tr&gt;           &lt;tr&gt;             &lt;td width="106" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;2004&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/35P1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/35P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/46P1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/46P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/57P1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/57P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/68P1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/68P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/MentalTestA.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/MentalTestB.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/MentalTestC.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               A&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               B&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               C&lt;/span&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202004%20Mental%20Test%20A.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202004%20Mental%20Test%20B.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202004%20Mental%20Test%20C.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/MarkschemeP1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/MarkschemeP2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;               &lt;/p&gt;&lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202004/MarkSchemeMental.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Mental               Tests&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;           &lt;/tr&gt;           &lt;tr&gt;             &lt;td width="106" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;2003&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/35P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/35P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/46P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/46P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/57P1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/57P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/68P1.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/68P2.pdf" target="_blank"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/MentalTestA.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/MentalTestB.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/MentalTestC.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               A&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               B&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               C&lt;/span&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202003%20Mental%20Test%20A.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202003%20Mental%20Test%20B.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202003%20Mental%20Test%20C.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/MarkschemeP1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/MarkschemeP2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;               &lt;/p&gt;&lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202003/MarkschemeMental.pdf"&gt;&lt;span style="color:#0080FF;"&gt;Mental               Tests&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;           &lt;/tr&gt;           &lt;tr&gt;             &lt;td width="106" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;2002&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/35P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/35P2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/46P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/46P2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/57P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/57P2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/68P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/68P2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/MentalTestA.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/MentalTestB.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/MentalTestC.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               A&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               B&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               C&lt;/span&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202002%20Mental%20Test%20A.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202002%20Mental%20Test%20B.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202002%20Mental%20Test%20C.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/MarkSchemeP1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/MarkSchemeP2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;               &lt;/p&gt;&lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202002/MarkSchemeMental.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Mental               Tests&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;           &lt;/tr&gt;           &lt;tr&gt;             &lt;td width="106" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;2001&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202001/35P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202001/35P2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202001/46P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202001/46P2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202001/57P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202001/57P2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202001/68P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202001/68P2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               A&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               B&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               C&lt;/span&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               A&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               B&lt;/span&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Test               C&lt;/span&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202001%20Mental%20Test%20A.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               A&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202001%20Mental%20Test%20B.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               B&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/sats/soundfiles/KS3%202001%20Mental%20Test%20C.wma"&gt;&lt;span style="color:#0080FF;"&gt;Test               C&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202001/MarkSchemeP1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202001/MarkSchemeP2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;               &lt;/p&gt;&lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;span style="color:#808080;"&gt;Mental               Tests&lt;/span&gt;&lt;/p&gt;             &lt;/td&gt;           &lt;/tr&gt;           &lt;tr&gt;             &lt;td width="106" align="center"&gt;&lt;b&gt;&lt;span style="color:#808080;"&gt;2000&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;             &lt;td width="106" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202000/35P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202000/35P2.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               2&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;             &lt;/td&gt;             &lt;td width="107" align="center"&gt;               &lt;p style="margin-top: 0; margin-bottom: 0"&gt;&lt;a href="http://www.emaths.co.uk/SAT%20PAPERS/KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%20Papers/Mathematics%20KS3%20SAT%202000/46P1.pdf"&gt;&lt;span style="color:#0080ff;"&gt;Paper               1&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;               &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-4631637077304741230?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/4631637077304741230/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/emaths-is-excellent-site-for-wawa.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/4631637077304741230'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/4631637077304741230'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/emaths-is-excellent-site-for-wawa.html' title='emaths is an EXCELLENT site for wawa'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-5287250032296802837</id><published>2011-09-06T06:28:00.000-07:00</published><updated>2011-09-06T06:29:34.282-07:00</updated><title type='text'>math math math</title><content type='html'>&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;stil learning my multiplication&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;help me..... from dislike to like :0&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-5287250032296802837?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/5287250032296802837/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/math-math-math.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/5287250032296802837'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/5287250032296802837'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/math-math-math.html' title='math math math'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-2778705321621951476</id><published>2011-09-06T06:27:00.000-07:00</published><updated>2011-09-06T06:28:32.093-07:00</updated><title type='text'>dislodge: new wrd for me</title><content type='html'>&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;what is it ?&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.thefreedictionary.com/dislodge"&gt;http://www.thefreedictionary.com/dislodge&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: Arial; font-size: 13px; background-color: rgb(255, 255, 255); "&gt;&lt;span class="hw" style="font-weight: bold; font-size: 12pt; "&gt;dis·lodge&lt;/span&gt; &lt;object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" codebase="http://fpdownload.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,0,0" width="13" height="21" style="margin-top: 1px; margin-right: 1px; margin-bottom: 1px; margin-left: 1px; "&gt;&lt;embed src="http://img.tfd.com/m/sound.swf" flashvars="sound_src=http://img.tfd.com/hm/mp3/D0275900.mp3" menu="false" width="13" height="21" wmode="transparent" type="application/x-shockwave-flash" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;/object&gt; &lt;span class="pron" style="cursor: pointer; border-bottom-width: 1px; border-bottom-color: rgb(128, 158, 131); border-bottom-style: dashed; "&gt;(d&lt;img align="absbottom" src="http://img.tfd.com/hm/GIF/ibreve.gif" /&gt;s-l&lt;img align="absbottom" src="http://img.tfd.com/hm/GIF/obreve.gif" /&gt;j&lt;img align="absbottom" src="http://img.tfd.com/hm/GIF/prime.gif" /&gt;)&lt;/span&gt;&lt;div class="pseg"&gt;&lt;i&gt;v.&lt;/i&gt; &lt;b&gt;dis·lodged&lt;/b&gt;, &lt;b&gt;dis·lodg·ing&lt;/b&gt;, &lt;b&gt;dis·lodg·es&lt;/b&gt;&lt;/div&gt;&lt;div class="pseg"&gt;&lt;i&gt;v.&lt;/i&gt;&lt;i&gt;tr.&lt;/i&gt;&lt;div class="ds-single" style="margin-left: 1cm; "&gt;To remove or force out from a position or dwelling previously occupied.&lt;/div&gt;&lt;/div&gt;&lt;div class="pseg"&gt;&lt;i&gt;v.&lt;/i&gt;&lt;i&gt;intr.&lt;/i&gt;&lt;div class="ds-single" style="margin-left: 1cm; "&gt;To move or go from a dwelling or former position.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-2778705321621951476?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/2778705321621951476/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/dislodge-new-wrd-for-me.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/2778705321621951476'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/2778705321621951476'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/09/dislodge-new-wrd-for-me.html' title='dislodge: new wrd for me'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-8186727486264853209</id><published>2011-08-23T05:13:00.000-07:00</published><updated>2011-08-23T05:14:38.492-07:00</updated><title type='text'>Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan</title><content type='html'>&lt;span class="Apple-style-span" style="background-color: rgb(255, 255, 255); "&gt;&lt;h1 id="watch-headline-title" style="font-family: arial, sans-serif; margin-top: 0px; margin-right: 0px; margin-bottom: 5px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 1.8333em; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; font-weight: bold; height: 1.1363em; max-height: 1.1363em; line-height: 1.1363em; color: rgb(51, 51, 51); overflow-x: hidden; overflow-y: hidden; "&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan 2010 Tv3!" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 0.9166em; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; letter-spacing: -0.5px; background-position: initial initial; background-repeat: initial initial; "&gt;Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan &lt;/span&gt;&lt;/h1&gt;&lt;div style="font-family: arial, sans-serif; font-size: 12px; "&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan 2010 Tv3!" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 0.9166em; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; letter-spacing: -0.5px; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: arial, sans-serif; font-size: 12px; "&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan 2010 Tv3!" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 0.9166em; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; letter-spacing: -0.5px; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: arial, sans-serif; font-size: 12px; "&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan 2010 Tv3!" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 0.9166em; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; letter-spacing: -0.5px; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan 2010 Tv3!" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; font-size: 11px;"&gt;&lt;span class="Apple-style-span" &gt;&lt;iframe width="320" height="345" src="http://www.youtube.com/embed/_E3gR2CPzkQ" frameborder="0" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan 2010 Tv3!" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; font-size: 11px;"&gt;&lt;span class="Apple-style-span" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan 2010 Tv3!" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; font-size: 11px;"&gt;&lt;span class="Apple-style-span" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan 2010 Tv3!" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; font-size: 11px;"&gt;&lt;span class="Apple-style-span" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan 2010 Tv3!" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; font-size: 11px;"&gt;&lt;span class="Apple-style-span" &gt;&lt;iframe width="320" height="345" src="http://www.youtube.com/embed/pfI8TlXkkd4" frameborder="0" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-8186727486264853209?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/8186727486264853209/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/doa-harian-doa-berbuka-puasa-kasih.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/8186727486264853209'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/8186727486264853209'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/doa-harian-doa-berbuka-puasa-kasih.html' title='Doa Harian - Doa Berbuka Puasa @ Kasih Ramadan'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/_E3gR2CPzkQ/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-6516052575476677639</id><published>2011-08-21T08:03:00.000-07:00</published><updated>2011-08-21T08:37:03.073-07:00</updated><title type='text'>Syoknya Puasa : "Tips berpuasa untuk anak-anak" (bersama Wardina)</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: arial, sans-serif; font-size: 12px; background-color: rgb(255, 255, 255); "&gt;&lt;h1 id="watch-headline-title" style="margin-top: 0px; margin-right: 0px; margin-bottom: 5px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 1.8333em; background-image: initial; background-attachment: 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background-repeat: initial initial; "&gt;Syoknya Puasa : "Tips berpuasa untuk anak-anak" (bersama Wardina)&lt;/span&gt;&lt;/h1&gt;&lt;div&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Syoknya Puasa : &amp;quot;Tips berpuasa untuk anak-anak&amp;quot; (bersama Wardina)" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 0.9166em; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; letter-spacing: -0.5px; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Syoknya Puasa : &amp;quot;Tips 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background-clip: initial; background-color: transparent; letter-spacing: -0.5px; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Syoknya Puasa : &amp;quot;Tips berpuasa untuk anak-anak&amp;quot; (bersama Wardina)" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 0.9166em; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; letter-spacing: -0.5px; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Syoknya Puasa : &amp;quot;Tips berpuasa untuk anak-anak&amp;quot; (bersama Wardina)" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 0.9166em; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; letter-spacing: -0.5px; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span id="eow-title" class="long-title" dir="ltr" title="Syoknya Puasa : &amp;quot;Tips berpuasa untuk anak-anak&amp;quot; (bersama Wardina)" style="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-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 0.9166em; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; letter-spacing: -0.5px; background-position: initial initial; background-repeat: initial initial; "&lt;br /&gt;&lt;br /&gt;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Syoknya Puasa : "Tips berpuasa untuk anak-anak" (bersama Wardina)&lt;br /&gt;&lt;br /&gt;&lt;iframe width="320" height="345" src="http://www.youtube.com/embed/1VSTeTikmko" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Syoknya Puasa : "Tips berpuasa untuk anak-anak" (bersama Wardina)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-6516052575476677639?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/6516052575476677639/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/syoknya-puasa-tips-berpuasa-untuk-anak.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/6516052575476677639'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/6516052575476677639'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/syoknya-puasa-tips-berpuasa-untuk-anak.html' title='Syoknya Puasa : &quot;Tips berpuasa untuk anak-anak&quot; (bersama Wardina)'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/1VSTeTikmko/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-3565140085577957619</id><published>2011-08-01T07:01:00.000-07:00</published><updated>2011-08-01T07:03:42.174-07:00</updated><title type='text'>If someone asks, "Why does the believer ask Allah for guidance during every prayer and at other times, while he is already properly guided Has he not</title><content type='html'>If someone asks, "Why does the believer ask Allah for guidance during  every prayer and at other times, while he is already properly guided Has  he not already acquired guidance''&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;If someone asks, "Why does the believer ask Allah for guidance during  every prayer and at other times, while he is already properly guided Has  he not already acquired guidance''&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;The answer to these questions is that if it were not a fact that the believer needs to keep asking for guidance day and night, Allah would not have directed him to invoke Him to acquire the guidance. The servant needs Allah the Exalted every hour of his life to help him remain firm on the path of guidance and to make him even more firm and persistent on it. The servant does not have the power to benefit or harm himself, except by Allah's permission. Therefore, Allah directed the servant to invoke Him constantly, so that He provides him with His aid and with firmness and success. Indeed, the happy person is he whom Allah guides to ask of Him. This is especially the case if a person urgently needs Allah's help day or night. Allah said,&lt;br /&gt;&lt;br /&gt;(O you who believe! Believe in Allah, and His Messenger (Muhammad ), and the Book (the Qur'an) which He has sent down to His Messenger, and the Scripture which He sent down to those before (him)) (4:16).&lt;br /&gt;&lt;br /&gt;Therefore, in this Ayah Allah commanded the believers to believe, and this command is not redundant since what is sought here is firmness and continuity of performing the deeds that help one remain on the path of faith. Also, Allah commanded His believing servants to proclaim,&lt;br /&gt;&lt;br /&gt;(Our Lord! Let not our hearts deviate (from the truth) after You have guided us, and grant us mercy from You. Truly, You are the Bestower.) (3:8). Hence,&lt;br /&gt;&lt;br /&gt;(Guide us to the straight way) means, "Make us firm on the path of guidance and do not allow us to deviate from it.''&lt;br /&gt;&lt;br /&gt;(7. The way of those upon whom You have bestowed Your grace, not (that) of those who earned Your anger, nor of those who went astray).&lt;br /&gt;&lt;br /&gt;We mentioned the Hadith in which the servant proclaims,&lt;br /&gt;&lt;br /&gt;(Guide us to the straight way) and Allah says, "This is for My servant, and My servant shall acquire what he asks for.'' Allah's statement.&lt;br /&gt;&lt;br /&gt;(The way of those upon whom You have bestowed Your grace) defines the path. `Those upon whom Allah has bestowed His grace' are those mentioned in Surat An-Nisa' (chapter 4), when Allah said,&lt;br /&gt;&lt;br /&gt;(And whoever obeys Allah and the Messenger (Muhammad ), then they will be in the company of those on whom Allah has bestowed His grace, the Prophets, the Siddiqin (the truly faithful), the martyrs, and the righteous. And how excellent these companions are! Such is the bounty from Allah, and Allah is sufficient to know) (4:69-70).&lt;br /&gt;&lt;br /&gt;Allah's statement,&lt;br /&gt;&lt;br /&gt;(Not (the way) of those who earned Your anger, nor of those who went astray) meaning guide us to the straight path, the path of those upon whom you have bestowed Your grace, that is, the people of guidance, sincerity and obedience to Allah and His Messengers. They are the people who adhere to Allah's commandments and refrain from committing what He has prohibited. But, help us to avoid the path of those whom Allah is angry with, whose intentions are corrupt, who know the truth, yet deviate from it. Also, help us avoid the path of those who were led astray, who lost the true knowledge and, as a result, are wandering in misguidance, unable to find the correct path. Allah asserted that the two paths He described here are both misguided when He repeated the negation `not'. These two paths are the paths of the Christians and Jews, a fact that the believer should beware of so that he avoids them. The path of the believers is knowledge of the truth and abiding by it. In comparison, the Jews abandoned practicing the religion, while the Christians lost the true knowledge. This is why `anger' descended upon the Jews, while being described as `led astray' is more appropriate of the Christians. Those who know, but avoid implementing the truth, deserve the anger, unlike those who are ignorant. The Christians want to seek the true knowledge, but are unable to find it because they did not seek it from its proper resources.&lt;br /&gt;&lt;br /&gt;This is why they were led astray. We should also mention that both the Christians and the Jews have earned the anger and are led astray, but the anger is one of the attributes more particular of the Jews. Allah said about the Jews,&lt;br /&gt;&lt;br /&gt;(Those (Jews) who incurred the curse of Allah and His wrath) (5:60).&lt;br /&gt;&lt;br /&gt;The attribute that the Christians deserve most is that of being led astray, just as Allah said about them,&lt;br /&gt;&lt;br /&gt;(Who went astray before and who misled many, and strayed (themselves) from the right path) (5:77).&lt;br /&gt;&lt;br /&gt;There are several Hadiths and reports from the Salaf on this subject. Imam Ahmad recorded that `Adi bin Hatim said, "The horsemen of the Messenger of Allah seized my paternal aunt and some other people. When they brought them to the Messenger of Allah , they were made to stand in line before him. My aunt said, `O Messenger of Allah! The supporter is far away, the offspring have stopped coming and I am an old woman, unable to serve. Grant me your favor, may Allah grant you His favor.' He said, `Who is your supporter' She said, `Adi bin Hatim.' He said, `The one who ran away from Allah and His Messenger' She said, `So, the Prophet freed me.' When the Prophet came back, there was a man next to him, I think that he was `Ali, who said to her, `Ask him for a means of transportation.' She asked the Prophet , and he ordered that she be given an animal.&lt;br /&gt;&lt;br /&gt;'' `Adi then said, "Later on, she came to me and said, `He (Muhammad ) has done a favor that your father (who was a generous man) would never have done. So and-so person came to him and he granted him his favor, and so-and-so came to him and he granted him his favor.' So I went to the Prophet and found that some women and children were gathering with him, so close that I knew that he was not a king like Kisra (King of Persia) or Caesar. He said, `O `Adi! What made you run away, so that La ilaha illallah is not proclaimed Is there a deity worthy of worship except Allah What made you run away, so that Allahu Akbar (Allah is the Greater) is not proclaimed Is there anything Greater than Allah' I proclaimed my Islam and I saw his face radiate with pleasure and he said:&lt;br /&gt;&lt;br /&gt;(Those who have earned the anger are the Jews and those who are led astray are the Christians.)''&lt;br /&gt;&lt;br /&gt;This Hadith was also collected by At-Tirmidhi who said that it is Hasan Gharib.&lt;br /&gt;&lt;br /&gt;Also, when Zayd bin `Amr bin Nufayl went with some of his friends - before Islam - to Ash-Sham seeking the true religion, the Jews said to him, "You will not become a Jew unless you carry a share of the anger of Allah that we have earned.'' He said, "I am seeking to escape Allah's anger.'' Also, the Christians said to him, "If you become one of us you will carry a share in Allah's discontent.'' He said, "I cannot bear it.'' So he remained in his pure nature and avoided worshipping the idols and the polytheistic practices. He became neither a Jew, nor Christian. As for his companions, they became Christians because they found it more pure than Judaism. Waraqah bin Nawfal was among these people until Allah guided him by the hand of His Prophet, when he was sent as Prophet, and Waraqah believed in the revelation that was sent to the Prophet may Allah be pleased with him.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-3565140085577957619?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/3565140085577957619/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/if-someone-asks-why-does-believer-ask.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/3565140085577957619'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/3565140085577957619'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/if-someone-asks-why-does-believer-ask.html' title='If someone asks, &quot;Why does the believer ask Allah for guidance during every prayer and at other times, while he is already properly guided Has he not'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-2906761613081706545</id><published>2011-08-01T06:52:00.000-07:00</published><updated>2011-08-01T06:56:32.039-07:00</updated><title type='text'>meaning al fatihah ayat 7</title><content type='html'>When he says,&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;(Guide us to the straight path. The way of those on whom You have&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;granted Your grace, not (the way) of those who earned Your anger,&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;nor of those who went astray), Allah says, `&lt;strong&gt;This is for My servant,&lt;/strong&gt;&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;&lt;strong&gt;and My servant shall acquire what he asked for.'&lt;/strong&gt;).''&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;These  are the words of An-Nasa'i, while both Muslim and An-Nasa'i collected  the following wording, "A half of it is for Me and a half for My  servant, and My servant shall acquire what he asked for.''&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;span class=""&gt;&lt;img class="photo_img img" src="http://a4.sphotos.ak.fbcdn.net/hphotos-ak-ash1/165548_120244418047191_113876945350605_148900_8070355_n.jpg" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;blockquote&gt;   &lt;p&gt;In the Name of God, the Merciful, the Compassionate Praise belongs to God, the Lord of   all Being, the All-merciful, the All-compassionate, the Master of the Day of Doom. Thee   only we serve; to Thee alone we pray for succour. &lt;i&gt;&lt;b&gt;Guide us in the straight path   (Ihdina al-sirata al-mustaqeema), the path of those whom Thou hast blessed (Sirata   allatheena anaamta)&lt;/b&gt;&lt;/i&gt;, not of those against whom Thou art wrathful, nor of those    who are astray. S. 1:1-7&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;What many non-Muslims may not realize is that Islamic tradition has understood verse 7 to be referring to the Jews as those with whom Allah is angry and to the Christians as the people that have gone astray. This view is reflected in the following English version of the Quran:&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;&lt;i&gt;&lt;b&gt;The Way&lt;/b&gt;&lt;/i&gt; of those on whom You have bestowed &lt;i&gt;&lt;b&gt;Your Grace&lt;/b&gt;&lt;/i&gt;, not   (the way) of those who earned Your Anger (such as the Jews), nor of those who went astray   (such as the Christians). S. 1:7 Hilali-Khan&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;Lest a Muslim object and claim that this is nothing more than a sectarian or isolated interpretation note what the following Islamic sources state:&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;Narrated Adi bin Hatim: I asked Allah’s Messenger about the Statement of Allah:   "&lt;i&gt;Gharil maghdubi ‘alaihim&lt;/i&gt; [not (the way) of those who earned Your   Anger]," he replied: "&lt;u&gt;They are the Jews&lt;/u&gt;". And 2: "&lt;i&gt;Walad   dallin&lt;/i&gt; (nor of those who went astray)," he replied: "&lt;u&gt;The Christians, and   they are the ones who went astray&lt;/u&gt;". [This &lt;i&gt;Hadith&lt;/i&gt; is quoted by At-Tirmidhi   and Abu Dawud]. (Dr. Muhammad Taqi-ud-Din al-Hilali and Dr. Muhammad Muhsin Khan,    &lt;i&gt;Interpretation of the Meanings of the Noble Qur’an in the English Language    with Comments from Tafsir At-Tabari, Tafsir Al-Qurtubi and Tafsir Ibn Kathir and    Ahadith from Sahih Al-Bukhari, Sahih Muslim and other Ahadith books&lt;/i&gt; [Darussalam    Publishers &amp;amp; Distributors, Riyadh, Lahore, Houston, New York], Part 1: From Surah 1 to 5,    p. 30; underline emphasis ours)&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;And:&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;the path of those whom You have favoured, with guidance (from &lt;i&gt;alladhina&lt;/i&gt;    together with its relative clause is substituted by [&lt;i&gt;ghayri l-maghdubi 'alayhim&lt;/i&gt;])    not [the path] of those against whom there is wrath, &lt;u&gt;namely, the Jews&lt;/u&gt;, and nor    of those who are astray, namely, &lt;u&gt;the Christians&lt;/u&gt;. The subtle meaning implied    by this substitution is that the guided ones are neither the Jews nor the Christians.    But God knows best what is right, and to Him is the Return and the [final] Resort.    May God bless our lord Muhammad (s), his family and companions and grant them   everlasting peace. Sufficient is God for us; an excellent Guardian is He. There is no   power and no strength save in God, the High, the Tremendous. (&lt;i&gt;Tafsir al-Jalalayn&lt;/i&gt;;  &lt;a href="http://altafsir.com/Tafasir.asp?tMadhNo=0&amp;amp;tTafsirNo=74&amp;amp;tSoraNo=1&amp;amp;tAyahNo=7&amp;amp;tDisplay=yes&amp;amp;UserProfile=0"&gt;source&lt;/a&gt;;   underline emphasis ours)&lt;/p&gt; &lt;/blockquote&gt;  &lt;p&gt;Again:&lt;/p&gt;  &lt;blockquote&gt;   &lt;p&gt;(The path of those whom Thou hast favoured), the Religion of those whom You have   blessed with the Religion and who are the followers of Moses, before the blessings of   Allah deserted them, in that He shaded them with a white cloud and sent down on them honey   and quails when they were in the wilderness. It is also said that (the path of those whom   Thou hast favoured) refers to the prophets. (Not of those who earn Thine anger), &lt;u&gt;not   the religion of the Jews who earned Your anger, whom You forsook and whose hearts You did   not protect until they became complaisant&lt;/u&gt;. (Nor of those who go astray), &lt;u&gt;nor the   religion of the Christians who erred from Islam&lt;/u&gt;. Amen: thus shall be its custodians;   it is also said that Amen means let it be so. It is also said that it means: O our Lord!   Do with us as we have requested You. And Allah knows best'. (&lt;i&gt;Tanwîr al-Miqbâs min   Tafsîr Ibn ‘Abbâs&lt;/i&gt;;  &lt;a href="http://altafsir.com/Tafasir.asp?tMadhNo=0&amp;amp;tTafsirNo=73&amp;amp;tSoraNo=1&amp;amp;tAyahNo=7&amp;amp;tDisplay=yes&amp;amp;UserProfile=0"&gt;source&lt;/a&gt;;   underline emphasis ours)&lt;/p&gt; &lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-2906761613081706545?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/2906761613081706545/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/meaning-al-fatihah-ayat-7.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/2906761613081706545'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/2906761613081706545'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/meaning-al-fatihah-ayat-7.html' title='meaning al fatihah ayat 7'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-6746162358672822376</id><published>2011-08-01T06:36:00.000-07:00</published><updated>2011-08-01T06:37:33.355-07:00</updated><title type='text'>Allah replies to Surah Al-Fatihah ... SubahanAllah</title><content type='html'>Allah replies to Surah Al-Fatihah ... SubahanAllah&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;SabahanAllah Did you know when you recite Surah  Al-Fathiha Allah always replys ....&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Muslim recorded that Abu Hurayrah Razi Allah Taala Anhu said that the Prophet said, (Whoever performs any prayer in which he did not read Umm Al-Qur'an, then his prayer is incomplete.) He said it thrice.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Abu Hurayrah Razi Allah Taala Anhu was asked, "When we stand behind the Imam''&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;He said, "Read it to yourself, for I heard the Messenger of Allah say, (Allah, the Exalted, said, `I have divided the prayer (Al-Fatihah) into two halves between Myself and My servant, and My servant shall have what he asks for.' If he says,&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;(All praise and thanks be to Allah, the Lord of existence.)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Allah says, `My servant has praised Me.' When the servant says,&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;(The Most Gracious, the Most Merciful.)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Allah says, `My servant has glorified Me.' When he says,&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;(The Owner of the Day of Recompense.) Allah says, `My servant has&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;glorified Me,' or `My servant has related all matters to Me.' When he&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;says, (You (alone) we worship, and You (alone) we ask for help.)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Allah says, `This is between Me and My servant, and My servant&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;shall acquire what he sought.' When he says,&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;(Guide us to the straight path. The way of those on whom You have&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;granted Your grace, not (the way) of those who earned Your anger,&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;nor of those who went astray), Allah says, `This is for My servant,&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;and My servant shall acquire what he asked for.').''&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;These are the words of An-Nasa'i, while both Muslim and An-Nasa'i collected the following wording, "A half of it is for Me and a half for My servant, and My servant shall acquire what he asked for.''&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;===&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;SabahanAllah Did you know when you recite Surah  Al-Fathiha Allah always replys ....&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;Muslim  recorded that Abu Hurayrah Razi Allah Taala Anhu said that the Prophet  said, (Whoever performs any prayer in which he did not read Umm  Al-Qur'an, then his prayer is incomplete.) He said it thrice.&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;Abu Hurayrah Razi Allah Taala Anhu was asked, "When we stand behind the Imam''&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;He said, "Read it to yourself, for I heard the Messenger of Allah say, (&lt;strong&gt;Allah,  the Exalted, said, `I have divided the prayer (Al-Fatihah) into two  halves between Myself and My servant, and My servant shall have what he  asks for.' If he says&lt;/strong&gt;,&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;(All praise and thanks be to Allah, the Lord of existence.)&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;&lt;strong&gt;Allah says, `My servant has praised Me.'&lt;/strong&gt; When the servant says&lt;strong&gt;,&lt;/strong&gt;&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;(The Most Gracious, the Most Merciful.)&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;&lt;strong&gt;Allah says, `My servant has glorified Me.&lt;/strong&gt;' When he says,&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;(The Owner of the Day of Recompense.) Allah says, `&lt;strong&gt;My servant has&lt;/strong&gt;&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;&lt;strong&gt;glorified Me,' or `My servant has related all matters to Me&lt;/strong&gt;.' When he&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;says, (You (alone) we worship, and You (alone) we ask for help.)&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;&lt;strong&gt;Allah says, `This is between Me and My servant, and My servant&lt;/strong&gt;&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;&lt;strong&gt;shall acquire what he sought&lt;/strong&gt;.' When he says,&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;(Guide us to the straight path. The way of those on whom You have&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;granted Your grace, not (the way) of those who earned Your anger,&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;nor of those who went astray), Allah says, `&lt;strong&gt;This is for My servant,&lt;/strong&gt;&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;&lt;strong&gt;and My servant shall acquire what he asked for.'&lt;/strong&gt;).''&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p&gt;These  are the words of An-Nasa'i, while both Muslim and An-Nasa'i collected  the following wording, "A half of it is for Me and a half for My  servant, and My servant shall acquire what he asked for.''&lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;span class=""&gt;&lt;img class="photo_img img" src="http://a4.sphotos.ak.fbcdn.net/hphotos-ak-ash1/165548_120244418047191_113876945350605_148900_8070355_n.jpg" alt="" /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-6746162358672822376?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/6746162358672822376/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/allah-replies-to-surah-al-fatihah.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/6746162358672822376'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/6746162358672822376'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/allah-replies-to-surah-al-fatihah.html' title='Allah replies to Surah Al-Fatihah ... SubahanAllah'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-7455094083852880001</id><published>2011-08-01T06:32:00.001-07:00</published><updated>2011-08-01T06:32:46.201-07:00</updated><title type='text'>wawa fasting today for 16 hours</title><content type='html'>good luck may Allah rewards us all in this world..amin&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-7455094083852880001?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/7455094083852880001/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/wawa-fasting-today-for-16-hours.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/7455094083852880001'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/7455094083852880001'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/wawa-fasting-today-for-16-hours.html' title='wawa fasting today for 16 hours'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-1354063495805763731</id><published>2011-08-01T06:30:00.000-07:00</published><updated>2011-08-01T06:31:48.763-07:00</updated><title type='text'>Ramadan Moon Yusuf Islam&amp;Friends</title><content type='html'>Ramadan Moon&lt;br /&gt;&lt;br /&gt;Ramadan Moon&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Yusuf Islam &amp;amp; Friends&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/SdO4GPgualA" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/SJUimOYKHoI" allowfullscreen="" frameborder="0" height="349" width="425"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-1354063495805763731?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/1354063495805763731/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/ramadan-moon-yusuf-islam.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/1354063495805763731'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/1354063495805763731'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/08/ramadan-moon-yusuf-islam.html' title='Ramadan Moon Yusuf Islam&amp;Friends'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/SdO4GPgualA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-1997102460199499736</id><published>2011-07-16T13:36:00.000-07:00</published><updated>2011-07-16T13:37:07.147-07:00</updated><title type='text'>surah waqiah 1 -16</title><content type='html'>wawa&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;she is 5 years old&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;h1 id="watch-headline-title"&gt;&lt;span id="eow-title" class="" dir="ltr" title="surah waqiah 1 -16"&gt;surah waqiah 1 -16 &lt;/span&gt;&lt;/h1&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/K6GdsKNWGjQ" allowfullscreen="" width="425" frameborder="0" height="349"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-1997102460199499736?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/1997102460199499736/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/07/surah-waqiah-1-16.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/1997102460199499736'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/1997102460199499736'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/07/surah-waqiah-1-16.html' title='surah waqiah 1 -16'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/K6GdsKNWGjQ/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-3798938760459195307</id><published>2011-06-27T06:42:00.000-07:00</published><updated>2011-06-27T06:45:55.777-07:00</updated><title type='text'>Dua after prayer مشاري العفاسي</title><content type='html'>Mishary Alafasy, Dua after prayer مشاري العفاسي &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="425" height="349" src="http://www.youtube.com/embed/jzef68MZ0GE" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Mishary Alafasy, Dua after prayer مشاري العفاسي&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;moving Dua by Sheikh Mishary Rashed Alafasy for the people of Gaza.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="425" height="349" src="http://www.youtube.com/embed/aLPgOgU8l6o" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-3798938760459195307?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/3798938760459195307/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/06/dua-after-prayer.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/3798938760459195307'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/3798938760459195307'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/06/dua-after-prayer.html' title='Dua after prayer مشاري العفاسي'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/jzef68MZ0GE/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-6355626117488227392</id><published>2011-06-13T22:47:00.001-07:00</published><updated>2011-06-13T22:47:45.814-07:00</updated><title type='text'>Is There Any God Along with Allah أإله مع الله؟</title><content type='html'>Is There Any God Along with Allah أإله مع الله؟&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="425" height="349" src="http://www.youtube.com/embed/7MpxDeXpBFQ" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Is There Any God Along with Allah أإله مع الله؟&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-6355626117488227392?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/6355626117488227392/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/06/is-there-any-god-along-with-allah.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/6355626117488227392'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/6355626117488227392'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/06/is-there-any-god-along-with-allah.html' title='Is There Any God Along with Allah أإله مع الله؟'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/7MpxDeXpBFQ/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-2647395063997518681</id><published>2011-06-13T21:33:00.000-07:00</published><updated>2011-06-13T21:35:26.518-07:00</updated><title type='text'>wawa belajar Quran dan baca Surah Al Baqarah</title><content type='html'>&lt;a href="http://read-quran-online.blogspot.com/2010/06/read-quran-albaqara-13-1-and-quran.html"&gt;http://read-quran-online.blogspot.com/2010/06/read-quran-albaqara-13-1-and-quran.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/JqtSG1-7gvY" allowfullscreen="" width="425" frameborder="0" height="349"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Lecture on how to read the Quran by one of the leading scholars Dr. Ayman swed&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;thank you Allah&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767884876599385627-2647395063997518681?l=najwasoffiyah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najwasoffiyah.blogspot.com/feeds/2647395063997518681/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/06/wawa-belajar-quran-dan-baca-surah-al.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/2647395063997518681'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/767884876599385627/posts/default/2647395063997518681'/><link rel='alternate' type='text/html' href='http://najwasoffiyah.blogspot.com/2011/06/wawa-belajar-quran-dan-baca-surah-al.html' title='wawa belajar Quran dan baca Surah Al Baqarah'/><author><name>knowledge seeker</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/JqtSG1-7gvY/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-767884876599385627.post-8013341649854733332</id><published>2011-06-08T09:42:00.000-07:00</published><updated>2011-06-08T09:44:36.603-07:00</updated><title type='text'>Gnomeo &amp; Juliet</title><content type='html'>&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;Gnomeo &amp;amp; Juliet&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;go to to watch&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.novamov.com/video/68tvedtbqskuf&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.novamov.com/video/68tvedtbqskuf"&gt;http://www.novamov.com/video/68tvedtbqskuf&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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
