<?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-7814174553907214421</id><updated>2011-10-13T04:34:01.741-07:00</updated><category term='result  2009  U9 league'/><category term='Bond'/><category term='homework'/><category term='Al-Alaq'/><category term='Keep Your Desire To Learn'/><category term='video of mind'/><category term='you raise me up'/><category term='mental math'/><category term='verb'/><category term='Bond verbal reasoning'/><category term='aiden'/><category term='KS3 math'/><category term='certificate'/><category term='gender'/><category term='Stories on maths'/><category term='Verbal Reasoning'/><category term='The Power of Positive Thinking'/><category term='Wawa&apos;s book'/><category term='football'/><category term='HandlingData'/><category term='numeracy'/><category term='year 6 class'/><category term='medicine'/><category term='rainforest'/><title type='text'>Hannan's blog</title><subtitle type='html'>Hannan's blog - live in Lancaster. Love Football, Math and Chess. Love to play on Nintendo DS and PlayStation 2. Love food and love to drink Mango juice drink. Love playing snow ball throwing. snow, snow, snow now in Lancaster....</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/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>495</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7814174553907214421.post-220296404287474314</id><published>2011-09-09T07:42:00.000-07:00</published><updated>2011-09-09T07:43:10.089-07:00</updated><title type='text'>HADITH OF AI'SHA ANIMATED - Allah will Provide</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;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&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="" dir="ltr" title="HADITH OF AI'SHA ANIMATED - Allah will Provide" 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: 22px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; background-position: initial initial; background-repeat: initial initial; "&gt;HADITH OF AI'SHA ANIMATED - Allah will Provide&lt;/span&gt;&lt;/h1&gt;&lt;div style="font-family: arial, sans-serif; font-size: 12px; "&gt;&lt;span id="eow-title" class="" dir="ltr" title="HADITH OF AI'SHA ANIMATED - Allah will Provide" 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: 22px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; 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="" dir="ltr" title="HADITH OF AI'SHA ANIMATED - Allah will Provide" 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: 22px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; 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="" dir="ltr" title="HADITH OF AI'SHA ANIMATED - Allah will Provide" 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: 21px;"&gt;&lt;span class="Apple-style-span" &gt;&lt;iframe width="320" height="345" src="http://www.youtube.com/embed/Mu5PgM7ItYo" 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="" dir="ltr" title="HADITH OF AI'SHA ANIMATED - Allah will Provide" 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: 21px;"&gt;&lt;span class="Apple-style-span" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: arial, sans-serif; font-size: 14px; line-height: 15px; background-color: rgb(255, 255, 255); "&gt;Animation of the Hadith of Aisha with Bariya (R.A), when she is asked to give for the sake of Allah, when she had only a handful of wheat. She had faith in Allah, that Allah will provide. She had certainty that Allah will provide, and Allah provided them. Video Inspired by productive muslim.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" &gt;&lt;span class="Apple-style-span" style="font-size: 14px; line-height: 14px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" &gt;&lt;span class="Apple-style-span" style="font-size: 14px; line-height: 14px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&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: 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; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;span id="eow-title" class="" dir="ltr" title="HADITH OF AI'SHA ANIMATED - Allah will Provide" 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: 22px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h1&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: 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; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;span id="eow-title" class="" dir="ltr" title="HADITH OF AI'SHA ANIMATED - Allah will Provide" 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: 22px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h1&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: 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; background-position: initial initial; background-repeat: initial initial; "&gt;&lt;span id="eow-title" class="" dir="ltr" title="HADITH OF AI'SHA ANIMATED - Allah will Provide" 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: 22px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; background-position: initial initial; background-repeat: initial initial; "&gt;HADITH OF AI'SHA ANIMATED - Allah will Provide&lt;/span&gt;&lt;/h1&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/7814174553907214421-220296404287474314?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/220296404287474314/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/09/hadith-of-aisha-animated-allah-will.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/220296404287474314'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/220296404287474314'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/09/hadith-of-aisha-animated-allah-will.html' title='HADITH OF AI&apos;SHA ANIMATED - Allah will Provide'/><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/Mu5PgM7ItYo/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7814174553907214421.post-1713220848474190123</id><published>2011-09-08T08:32:00.000-07:00</published><updated>2011-09-08T08:34:09.548-07:00</updated><title type='text'>englih</title><content type='html'>&lt;div id="thisYearDiv" style="display:block; float:left; clear:left;"&gt;                 &lt;div class="oldGridClass"&gt;&lt;div id="div205" class="gridClass"&gt;                     &lt;div style="width: 600px;" dir="ltr" id="gbox_list205" class="ui-jqgrid ui-widget ui-widget-content ui-corner-all"&gt;&lt;div style="width: 600px;" id="gview_list205" class="ui-jqgrid-view"&gt;&lt;div class="ui-state-default ui-jqgrid-hdiv" style="width: 600px;"&gt;&lt;div class="ui-jqgrid-hbox"&gt;&lt;table class="ui-jqgrid-htable" style="width: 600px;" role="grid" border="0" cellpadding="0" cellspacing="0"&gt;&lt;thead&gt;&lt;tr class="ui-jqgrid-labels" role="rowheader"&gt;&lt;th style="width: 293px;" id="list205_subject" role="columnheader" class="ui-state-default ui-th-column ui-th-secondary-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_subject"&gt;KS3&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 171px;" id="list205_hours" role="columnheader" class="ui-state-default ui-th-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_hours"&gt;Task Hours&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 120px;" id="list205_overall" role="columnheader" class="ui-state-default ui-th-column ui-th-secondary-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_overall"&gt;Overall %&lt;/div&gt;&lt;/th&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="height: auto; width: 600px; overflow: hidden;" class="ui-jqgrid-bdiv"&gt;&lt;div style="position: relative;"&gt;&lt;table style="width: 600px;" role="grid" tabindex="1" id="list205" class="tableScroll ui-jqgrid-btable" border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr class="jqgfirstrow" role="row" style="height: auto;"&gt;&lt;td role="gridcell" style="height: 0px; width: 293px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 171px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 120px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="34" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style="" title="Maths"&gt;&lt;a href="https://platform.samlearning.com/learner/learner-progress/per-subject/keyStageId/205/subjectId/34"&gt;Maths&lt;/a&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right;" title="2:50"&gt;2:50&lt;/td&gt;&lt;td role="gridcell" style="text-align: right;" title="86"&gt;86&lt;/td&gt;&lt;/tr&gt;&lt;tr id="33" tabindex="0" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary ui-state-highlight"&gt;&lt;td role="gridcell" style="" title="English"&gt;&lt;a href="https://platform.samlearning.com/learner/learner-progress/per-subject/keyStageId/205/subjectId/33"&gt;English&lt;/a&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right;" title="0:20"&gt;0:20&lt;/td&gt;&lt;td role="gridcell" style="text-align: right;" title="97"&gt;97&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;                  &lt;div class="oldGridClass"&gt;&lt;div id="div38260430" class="gridClass"&gt;                     &lt;div style="width: 600px;" dir="ltr" id="gbox_list38260430" class="ui-jqgrid ui-widget ui-widget-content ui-corner-all"&gt;&lt;div style="width: 600px;" id="gview_list38260430" class="ui-jqgrid-view"&gt;&lt;div class="ui-state-default ui-jqgrid-hdiv" style="width: 600px;"&gt;&lt;div class="ui-jqgrid-hbox"&gt;&lt;table class="ui-jqgrid-htable" style="width: 600px;" role="grid" border="0" cellpadding="0" cellspacing="0"&gt;&lt;thead&gt;&lt;tr class="ui-jqgrid-labels" role="rowheader"&gt;&lt;th style="width: 293px;" id="list38260430_subject" role="columnheader" class="ui-state-default ui-th-column ui-th-secondary-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_subject"&gt;APP&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 171px;" id="list38260430_hours" role="columnheader" class="ui-state-default ui-th-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_hours"&gt;Task Hours&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 120px;" id="list38260430_overall" role="columnheader" class="ui-state-default ui-th-column ui-th-secondary-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_overall"&gt;Overall %&lt;/div&gt;&lt;/th&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="height: auto; width: 600px; overflow: hidden;" class="ui-jqgrid-bdiv"&gt;&lt;div style="position: relative;"&gt;&lt;table style="width: 600px;" role="grid" tabindex="1" id="list38260430" class="tableScroll ui-jqgrid-btable" border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr class="jqgfirstrow" role="row" style="height: auto;"&gt;&lt;td role="gridcell" style="height: 0px; width: 293px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 171px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 120px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="38255029" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style="" title="Science"&gt;&lt;a href="https://platform.samlearning.com/learner/learner-progress/per-subject/keyStageId/38260430/subjectId/38255029"&gt;Science&lt;/a&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right;" title="0:20"&gt;0:20&lt;/td&gt;&lt;td role="gridcell" style="text-align: right;" title="54"&gt;54&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;                  &lt;div class="oldGridClass"&gt;&lt;div id="div204" class="gridClass"&gt;                     &lt;div style="width: 600px;" dir="ltr" id="gbox_list204" class="ui-jqgrid ui-widget ui-widget-content ui-corner-all"&gt;&lt;div style="width: 600px;" id="gview_list204" class="ui-jqgrid-view"&gt;&lt;div class="ui-state-default ui-jqgrid-hdiv" style="width: 600px;"&gt;&lt;div class="ui-jqgrid-hbox"&gt;&lt;table class="ui-jqgrid-htable" style="width: 600px;" role="grid" border="0" cellpadding="0" cellspacing="0"&gt;&lt;thead&gt;&lt;tr class="ui-jqgrid-labels" role="rowheader"&gt;&lt;th style="width: 293px;" id="list204_subject" role="columnheader" class="ui-state-default ui-th-column ui-th-secondary-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_subject"&gt;KS2&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 171px;" id="list204_hours" role="columnheader" class="ui-state-default ui-th-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_hours"&gt;Task Hours&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 120px;" id="list204_overall" role="columnheader" class="ui-state-default ui-th-column ui-th-secondary-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_overall"&gt;Overall %&lt;/div&gt;&lt;/th&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="height: auto; width: 600px; overflow: hidden;" class="ui-jqgrid-bdiv"&gt;&lt;div style="position: relative;"&gt;&lt;table style="width: 600px;" role="grid" tabindex="1" id="list204" class="tableScroll ui-jqgrid-btable" border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr class="jqgfirstrow" role="row" style="height: auto;"&gt;&lt;td role="gridcell" style="height: 0px; width: 293px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 171px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 120px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="29" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style="" title="Maths"&gt;&lt;a href="https://platform.samlearning.com/learner/learner-progress/per-subject/keyStageId/204/subjectId/29"&gt;Maths&lt;/a&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right;" title="0:10"&gt;0:10&lt;/td&gt;&lt;td role="gridcell" style="text-align: right;" title="88"&gt;88&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;         &lt;/div&gt;                                     &lt;div id="newsAndTweets"&gt;&lt;div class="newsAndTweetsBody"&gt;&lt;p&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://platform.samlearning.com/learner/learner-home/password"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/p&gt; &lt;/div&gt;&lt;/div&gt;                                        &lt;div style="clear:both; background:white;"&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-1713220848474190123?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/1713220848474190123/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/09/englih.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/1713220848474190123'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/1713220848474190123'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/09/englih.html' title='englih'/><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-7814174553907214421.post-2503492090084178577</id><published>2011-09-06T02:30:00.000-07:00</published><updated>2011-09-08T08:43:35.562-07:00</updated><title type='text'>math math math</title><content type='html'>i want to have fun while doing it&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Print&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;KS3&lt;br /&gt;&lt;br /&gt;Task Hours&lt;br /&gt;&lt;br /&gt;Overall %&lt;br /&gt;&lt;br /&gt;Maths 1:00 93&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;====&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Number&lt;br /&gt;-&lt;br /&gt;&lt;br /&gt;-&lt;br /&gt;&lt;br /&gt;-&lt;br /&gt;Fractions&lt;br /&gt;-&lt;br /&gt;1 / 1&lt;br /&gt;-&lt;br /&gt;Percentages&lt;br /&gt;-&lt;br /&gt;3 / 3&lt;br /&gt;-&lt;br /&gt;Order of Operations 93&lt;br /&gt;•&lt;br /&gt;Level 5&lt;br /&gt;•&lt;br /&gt;&lt;br /&gt;•&lt;br /&gt;Inverses&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;Simple Fractions&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;Simple Percentages&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;Ratios&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;Approximation&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;Negative Numbers&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;Indices&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;table role="grid" tabindex="1" id="listGrid" class="tableScroll ui-jqgrid-btable" border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr id="1387" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-state-hover"&gt;&lt;td role="gridcell" style=""&gt;Number&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="39000020" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Fractions&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;1 / 1&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="39000024" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Percentages&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;3 / 3&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7293" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Order of Operations&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;93&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Level 5  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7294" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Inverses&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7295" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Simple Fractions&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7296" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Simple Percentages&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7297" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Ratios&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7298" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Approximation&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7299" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Negative Numbers&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7300" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Indices&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;====&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table class="ui-jqgrid-htable" style="width: 599px;" role="grid" border="0" cellpadding="0" cellspacing="0"&gt;&lt;thead&gt;&lt;tr class="ui-jqgrid-labels" role="rowheader"&gt;&lt;th style="width: 69px;" id="listGrid_keyContent" role="columnheader" class="ui-state-default ui-th-column ui-th-secondary-column ui-th-ltr"&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_keyContent"&gt;Key Content&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 85px;" id="listGrid_topic" role="columnheader" class="ui-state-default ui-th-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_topic"&gt;Topic&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 139px;" id="listGrid_subtopic" role="columnheader" class="ui-state-default ui-th-column ui-th-secondary-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_subtopic"&gt;Subtopic&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 53px;" id="listGrid_revise" role="columnheader" class="ui-state-default ui-th-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_revise"&gt;Revise&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 69px;" id="listGrid_improve" role="columnheader" class="ui-state-default ui-th-column ui-th-secondary-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_improve"&gt;Improve&lt;/div&gt;&lt;/th&gt;&lt;th style="width: 154px;" id="listGrid_examQs" role="columnheader" class="ui-state-default ui-th-column ui-th-ltr"&gt;&lt;span style="cursor: col-resize;" class="ui-jqgrid-resize ui-jqgrid-resize-ltr"&gt; &lt;/span&gt;&lt;div class="ui-jqgrid-sortable" id="jqgh_examQs"&gt;Exam Qs (1/2/3)&lt;/div&gt;&lt;/th&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;/table&gt;&lt;table style="width: 599px;" role="grid" tabindex="1" id="listGrid" class="tableScroll ui-jqgrid-btable" border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr class="jqgfirstrow" role="row" style="height: auto;"&gt;&lt;td role="gridcell" style="height: 0px; width: 69px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 85px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 139px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 53px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 69px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="height: 0px; width: 154px;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="1387" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Number&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="39000020" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Fractions&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;1 / 1&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="39000024" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Percentages&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;3 / 3&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7293" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Order of Operations&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;93&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;5 / 5&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Level 5, Level 6, Level 6&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7294" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Inverses&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;93&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7295" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Simple Fractions&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7296" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Simple Percentages&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7297" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Ratios&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7298" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Approximation&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7299" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Negative Numbers&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7300" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Indices&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_/* ie */_zoom:250%/* ie */font-size:100%;" &gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="1388" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Algebra&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;===&lt;br /&gt;&lt;br /&gt;&lt;table role="grid" tabindex="1" id="listGrid" class="tableScroll ui-jqgrid-btable" border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr id="1387" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-state-hover"&gt;&lt;td role="gridcell" style=""&gt;Number&lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="39000020" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt;Fractions&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;1 / 1&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="39000024" tabindex="0" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-state-highlight"&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt;Percentages&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;3 / 3&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7293" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt;Order of Operations&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;93&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;5 / 5&lt;/td&gt;&lt;td role="gridcell" style=""&gt;Level 5, Level 6, Level 6&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7294" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt;Inverses&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;93&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7295" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt;Simple Fractions&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7296" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt;Simple Percentages&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7297" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt;Ratios&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7298" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt;Approximation&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7299" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr ui-priority-secondary"&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt;Negative Numbers&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr id="7300" tabindex="-1" role="row" class="ui-widget-content jqgrow ui-row-ltr"&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt; &lt;/td&gt;&lt;td role="gridcell" style=""&gt;Indices&lt;/td&gt;&lt;td role="gridcell" style="text-align: right; font-size: 30px;"&gt;&lt;div&gt;•&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style="text-align:right;"&gt;&lt;div&gt;-&lt;/div&gt;&lt;/td&gt;&lt;td role="gridcell" style=""&gt;&lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;span style="font-size:30px;/* non-ie */;_font-size:100%;/* ie */_zoom:250%/* ie */"&gt;&lt;div style="width: 20px; float:left; padding-top: 3px;"&gt;•&lt;/div&gt;&lt;/span&gt;  &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;===&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-2503492090084178577?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/2503492090084178577/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.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/7814174553907214421/posts/default/2503492090084178577'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/2503492090084178577'/><link rel='alternate' type='text/html' href='http://hannanconan.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-7814174553907214421.post-4189157339825500061</id><published>2011-09-06T02:25:00.000-07:00</published><updated>2011-09-06T02:27:17.815-07:00</updated><title type='text'>first day</title><content type='html'>walk to school but rain so get into a car.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;walk alone from school but uncle drop by and get into uncle van.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;teacher said do come to school and make mistake.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;that is where learning take place&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;or else do not come to school if YOU MAKE NO MISTAKE..&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;good i like it&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-4189157339825500061?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/4189157339825500061/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/09/first-day.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/4189157339825500061'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/4189157339825500061'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/09/first-day.html' title='first day'/><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-7814174553907214421.post-76910119789721733</id><published>2011-08-17T03:29:00.000-07:00</published><updated>2011-08-17T03:32:37.714-07:00</updated><title type='text'>surah infitar ayat 13 they will be in bliss</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;surah infitar ayat 13 they will be in bliss&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Bliss can be a state of profound satisfaction, happiness and joy, a constant state of mind, undisturbed by gain or loss.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px; background-color: rgb(255, 255, 255); "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px; background-color: rgb(255, 255, 255); "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px; background-color: rgb(255, 255, 255); "&gt;&lt;span class="Apple-style-span" style="font-family: Arial; line-height: normal; "&gt;&lt;span class="hw" style="font-weight: bold; font-size: 12pt; "&gt;bliss&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/B0325900.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;(bl&lt;img align="absbottom" src="http://img.tfd.com/hm/GIF/ibreve.gif" /&gt;s)&lt;/span&gt;&lt;div class="pseg"&gt;&lt;i&gt;n.&lt;/i&gt;&lt;div class="ds-list" style="margin-left: 1cm; "&gt;&lt;b&gt;1. &lt;/b&gt;Extreme happiness; ecstasy.&lt;/div&gt;&lt;div class="ds-list" style="margin-left: 1cm; "&gt;&lt;b&gt;2. &lt;/b&gt;The ecstasy of salvation; spiritual joy.&lt;/div&gt;&lt;/div&gt;&lt;b&gt;&lt;i&gt;Phrasal Verb:&lt;/i&gt;&lt;/b&gt;&lt;div class="pvseg" style="margin-left: 0cm; "&gt;&lt;b&gt;&lt;i&gt;bliss out&lt;/i&gt;&lt;/b&gt; &lt;i&gt;Slang&lt;/i&gt;&lt;div class="ds-single" style="margin-left: 1cm; "&gt;To go into a state of ecstasy.&lt;/div&gt;&lt;div class="ds-single" style="margin-left: 1cm; "&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="ds-single" style="margin-left: 1cm; "&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="ds-single" style="margin-left: 1cm; "&gt;&lt;a href="http://www.thefreedictionary.com/bliss"&gt;http://www.thefreedictionary.com/bliss&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px; background-color: rgb(255, 255, 255); "&gt;&lt;br /&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/7814174553907214421-76910119789721733?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/76910119789721733/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-infitar-ayat-13-they-will-be-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/76910119789721733'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/76910119789721733'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-infitar-ayat-13-they-will-be-in.html' title='surah infitar ayat 13 they will be in bliss'/><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-7814174553907214421.post-8959736590865317448</id><published>2011-08-16T10:14:00.000-07:00</published><updated>2011-08-16T10:16:48.081-07:00</updated><title type='text'>surah waqiah ayat 8   فَأَصْحَابُ الْمَيْمَنَةِ مَا أَصْحَابُ الْمَيْمَنَةِ ﴿٨﴾</title><content type='html'>&lt;br /&gt;فَأَصْحَابُ الْمَيْمَنَةِ مَا أَصْحَابُ الْمَيْمَنَةِ ﴿٨﴾&lt;br /&gt;&lt;br /&gt;surah waqiah ayat 8&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;فَأَصْحَابُ الْمَيْمَنَةِ مَا أَصْحَابُ الْمَيْمَنَةِ ﴿٨﴾&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;8. So those on the Right Hand (i.e. those who will be given their Records in their right hands), Who will be those on the Right Hand? (As a respect for them, because they will enter Paradise).&lt;br /&gt;&lt;br /&gt;9. And those on the Left Hand (i.e. those who will be given their Record in their left hands), Who will be those on the Left Hand? (As a disgrace for them, because they will enter Hell).&lt;br /&gt;&lt;br /&gt;10. And those foremost [(in Islamic Faith of Monotheism and in performing righteous deeds) in the life of this world on the very first call for to embrace Islam,] will be foremost (in Paradise).&lt;br /&gt;&lt;br /&gt;11. These will be those nearest to Allah.&lt;br /&gt;&lt;br /&gt;12. In the Gardens of delight (Paradise).&lt;br /&gt;&lt;br /&gt;====&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;7. And ye shall be sorted out into three classes.&lt;br /&gt;&lt;br /&gt;8. Then (there will be) the Companions of the Right Hand;- What will be the Companions of the Right Hand?&lt;br /&gt;&lt;br /&gt;9. And the Companions of the Left Hand,- what will be the Companions of the Left Hand?&lt;br /&gt;&lt;br /&gt;10. And those Foremost (in Faith) will be Foremost (in the Hereafter).&lt;br /&gt;&lt;br /&gt;11. These will be those Nearest to Allah.&lt;br /&gt;&lt;br /&gt;12. In Gardens of Bliss: &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;فَأَصْحَابُ الْمَيْمَنَةِ مَا أَصْحَابُ الْمَيْمَنَةِ ﴿٨﴾فَأَصْحَابُ الْمَيْمَنَةِ مَا أَصْحَابُ الْمَيْمَنَةِ ﴿٨﴾&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-8959736590865317448?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/8959736590865317448/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-8.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/8959736590865317448'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/8959736590865317448'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-8.html' title='surah waqiah ayat 8   فَأَصْحَابُ الْمَيْمَنَةِ مَا أَصْحَابُ الْمَيْمَنَةِ ﴿٨﴾'/><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-7814174553907214421.post-1000772349073135132</id><published>2011-08-16T10:08:00.000-07:00</published><updated>2011-08-16T10:09:36.725-07:00</updated><title type='text'>surah waqiah ayat 7  وَكُنتُمْ أَزْوَاجًا ثَلَاثَةً ﴿٧﴾</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;وَكُنتُمْ أَزْوَاجًا ثَلَاثَةً ﴿٧﴾&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;7. And ye shall be sorted out into three classes. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;7. And you (all) will be in three kinds (i.e. separate groups).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;وَكُنتُمْ أَزْوَاجًا ثَلَاثَةً ﴿٧﴾وَكُنتُمْ أَزْوَاجًا ثَلَاثَةً ﴿٧﴾&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-1000772349073135132?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/1000772349073135132/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-7.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/1000772349073135132'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/1000772349073135132'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-7.html' title='surah waqiah ayat 7  وَكُنتُمْ أَزْوَاجًا ثَلَاثَةً ﴿٧﴾'/><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-7814174553907214421.post-4258955528795790687</id><published>2011-08-16T10:02:00.000-07:00</published><updated>2011-08-16T10:05:57.094-07:00</updated><title type='text'>surah waqiah ayat 6 فَكَانَتْ هَبَاءً مُّنبَثًّا ﴿٦﴾</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;فَكَانَتْ هَبَاءً مُّنبَثًّا ﴿٦﴾فَكَانَتْ هَبَاءً مُّنبَثًّا ﴿٦﴾&lt;br /&gt;&lt;br /&gt;6. Becoming dust scattered abroad,&lt;br /&gt;&lt;br /&gt;6. So that they will become floating dust particles.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;فَكَانَتْ هَبَاءً مُّنبَثًّا ﴿٦﴾&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.4shared.com/audio/3-pc2YxM/Ust_RasyidIdris_19thJun2010-Hu.html&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://mp3skull.com/mp3/ayat_ayat_al_waqiah.html&lt;br /&gt;&lt;br /&gt;Ayat Ayat Al Waqiah Mp3 Download&lt;br /&gt;order by bitrate ▼&lt;br /&gt;92:39 mins&lt;br /&gt;21.21 mb&lt;br /&gt;20100202-IQ- Rasyid Idris(IQ)-Ulangan Tafsir Al-Quran(Surah Al Waqiah ayat 77-80).WAV mp3&lt;br /&gt;Play&lt;br /&gt;Download&lt;br /&gt;Embed&lt;br /&gt;Send Ringtone(ad)&lt;br /&gt;21.21 mb&lt;br /&gt;02022010-IQ- Rasyid Idris(IQ)-Ulangan Tafsir Al-Quran(Surah Al Waqiah ayat 77-80).WAV mp3&lt;br /&gt;Play&lt;br /&gt;Download&lt;br /&gt;Embed&lt;br /&gt;Send Ringtone(ad)&lt;br /&gt;92:33 mins&lt;br /&gt;21.13 mb&lt;br /&gt;20100202-Ustadz Rasyid Idris(IQ)-Ulangan Tafsir Al-Quran(Surah Al Waqiah ayat 77-80) mp3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;h1 style="background-image:url('http://static.mp3skull.com/img/bgmen.JPG'); 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And the mountains shall be crumbled to atoms, &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;5. And the mountains will be powdered to dust.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;وَبُسَّتِ الْجِبَالُ بَسًّا ﴿٥﴾&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-3876601188528131747?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/3876601188528131747/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-5.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/3876601188528131747'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/3876601188528131747'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-5.html' title='surah waqiah ayat 5 وَبُسَّتِ الْجِبَالُ بَسًّا ﴿٥﴾وَبُسَّتِ الْجِبَالُ بَسًّا ﴿٥﴾'/><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-7814174553907214421.post-1447665926603211714</id><published>2011-08-16T09:42:00.000-07:00</published><updated>2011-08-16T09:48:24.642-07:00</updated><title type='text'>surah waqiah ayat 4  إِذَا رُ‌جَّتِ الْأَرْ‌ضُ رَ‌جًّا</title><content type='html'>&lt;br /&gt;surah waqiah ayat 4&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;إِذَا رُ‌جَّتِ الْأَرْ‌ضُ رَ‌جًّا &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;google If the requested land Raja&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;4. When the earth will be shaken with a terrible shake.&lt;br /&gt;&lt;br /&gt;4. When the earth shall be shaken to its depths, &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Surat Al Waqi'ah&lt;br /&gt;idzaa rujjati l-ardhu rajjaa&lt;br /&gt;[56:4] apabila bumi digoncangkan sedahsyat-dahsyatnya,&lt;br /&gt;[56:4] When the earth shall be shaken with a (severe) shaking, &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;Ust RasyidIdris 19thJun2010-Hudubiah_Tafsir Al Waqiah Ayat 1-22~1&lt;br /&gt;&lt;br /&gt;http://www.4shared.com/audio/3-pc2YxM/Ust_RasyidIdris_19thJun2010-Hu.html&lt;br /&gt;&lt;br /&gt;&lt;embed src="http://www.4shared.com/embed/495740475/14d9997c" width="420" height="250" allowfullscreen="true" allowscriptaccess="always"&gt;&lt;/embed&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-1447665926603211714?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/1447665926603211714/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-4.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/1447665926603211714'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/1447665926603211714'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-4.html' title='surah waqiah ayat 4  إِذَا رُ‌جَّتِ الْأَرْ‌ضُ رَ‌جًّا'/><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-7814174553907214421.post-3144092593973399720</id><published>2011-08-16T09:13:00.000-07:00</published><updated>2011-08-16T09:48:37.178-07:00</updated><title type='text'>surah waqiah ayat 3 خَافِضَةٌ رَّ‌افِعَةٌ</title><content type='html'>&lt;br /&gt;&lt;br /&gt;خَافِضَةٌ رَّ‌افِعَةٌ &lt;br /&gt;&lt;br /&gt;Depressor lever&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Depressor خَافِضَةٌ &lt;br /&gt;&lt;br /&gt; leverرَّ‌افِعَةٌ&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;3. (Many) will it bring low; (many) will it exalt; &lt;br /&gt;&lt;br /&gt;3. It will bring low (some); (and others) it will exalt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;	3	Kejadian hari kiamat itu merendahkan (golongan yang ingkar) dan meninggikan (golongan yang taat). &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.searchtruth.com/chapter_display.php?chapter=56&amp;translator=11#3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;خَافِضَةٌ رَّ‌افِعَةٌ &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.searchtruth.com/chapter_display.php?chapter=56&amp;translator=11#3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.topstrategies.co.uk/wakf/A22.pdf&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.theholybook.org/content/view/8739/2/&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;[كَاذِبَةٌ]&lt;br /&gt;(Kadhibah) Muhammad bin Ka`b said: "It will certainly occur,'' while Qatadah said, "It shall not be discontinued, taken back or aborted. Allah's statement,&lt;br /&gt;&lt;br /&gt;[خَافِضَةٌ رَّافِعَةٌ ]&lt;br /&gt;(Bringing low, exalting.) indicates that Al-Waqi`ah lowers some people to the lowest parts of the Fire, even if they had been mighty in this life. It also elevates others to the highest grades in the residence of eternal delight, even if they were weak in this life. This was said by Al-Hasan, Qatadah and others. Al-`Awfi reported from Ibn `Abbas:&lt;br /&gt;&lt;br /&gt;[خَافِضَةٌ رَّافِعَةٌ ]&lt;br /&gt;(Bringing low, exalting), "It made the near and the far hear it,'' while `Ikrimah said, "It lowered, and thus those who were close heard it, and elevated, and thus those in the distance heard it.'' Ad-Dahhak and Qatadah said similarly. Allah said,&lt;br /&gt;&lt;br /&gt;[إِذَا رُجَّتِ الاٌّرْضُ رَجّاً ]&lt;br /&gt;(When the earth will be shaken with a terrible shake.) meaning, it is shaken and moved violently over all of its surface and through its depths. Ibn `Abbas, Mujahid, Qatadah and others said about Allah's saying:,&lt;br /&gt;&lt;br /&gt;[إِذَا رُجَّتِ الاٌّرْضُ رَجّاً ]&lt;br /&gt;(When the earth will be shaken with a terrible shake.) it means "Violently shaken.'' Ar-Rabi` bin Anas said, "The earth will be shaken with all that is in it, just as a sifter is shaken with its contents.'' This is like Allah's saying:&lt;br /&gt;&lt;br /&gt;[إِذَا زُلْزِلَتِ الاٌّرْضُ زِلْزَالَهَا ]&lt;br /&gt;(When the earth is shaken with its earthquake.)(99:1) and,&lt;br /&gt;&lt;br /&gt;[يأَيُّهَا النَّاسُ اتَّقُواْ رَبَّكُمْ إِنَّ زَلْزَلَةَ السَّاعَةِ شَىْءٌ عَظِيمٌ ]&lt;br /&gt;(O mankind! Have Taqwa of your Lord! Verily, the earthquake of the Hour is a terrible thing.)(22:1). Allah said:&lt;br /&gt;&lt;br /&gt;[وَبُسَّتِ الْجِبَالُ بَسّاً ]&lt;br /&gt;(And the mountains will be powdered to dust,) meaning, relentlessly pulverized. This was said by Ibn `Abbas, Mujahid, `Ikrimah and Qatadah and others. Ibn Zayd said: "The mountains will become just like Allah described them,&lt;br /&gt;&lt;br /&gt;[كَثِيباً مَّهِيلاً]&lt;br /&gt;(A heap of sand poured out.)(73:14).'' Allah's saying:&lt;br /&gt;&lt;br /&gt;[فَكَانَتْ هَبَآءً مُّنبَثّاً ]&lt;br /&gt;(So that they will become floating dust particles.) Abu Ishaq narrated from Al-Harith, from `Ali: "It will become like the rising dust storm that soon fades away leaving no trace of itself behind.'' Al-`Awfi reported from Ibn `Abbas about Allah's saying:&lt;br /&gt;&lt;br /&gt;[فَكَانَتْ هَبَآءً مُّنبَثّاً ]&lt;br /&gt;(So that they will become floating dust particles.) "It describes the rising embers from the fire when it is kindled, but when the embers land, they are extinguished quickly.'' `Ikrimah said, "The floating dust particles that the wind scatters all around,'' while Qatadah said,&lt;br /&gt;&lt;br /&gt;[هَبَآءً مُّنبَثّاً]&lt;br /&gt;(floating particles), "Like the dry parts of trees that the wind scatters all about.'' This Ayah is similar to several other Ayat that indicate that the mountains will be moved from their places, demolished and blown off their bases, becoming like carded wool on the Day of Resurrection.&lt;br /&gt;&lt;br /&gt;The Horrors of the Day of Resurrection&lt;br /&gt;&lt;br /&gt;Al-Waqi`ah (the occurrence), is one of the names of the Day of Resurrection, because that Day is real and will surely come. Allah the Exalted said in other Ayat,&lt;br /&gt;&lt;br /&gt;[فَيَوْمَئِذٍ وَقَعَتِ الْوَاقِعَةُ ]&lt;br /&gt;(Then on that Day shall the Waqi`ah occur.)( 69:15) Allah the Exalted said,&lt;br /&gt;&lt;br /&gt;[لَيْسَ لِوَقْعَتِهَا كَاذِبَةٌ ]&lt;br /&gt;(There is not, for its occurrence, Kadhibah.) means, when He commands the Day of Resurrection to begin, none can stop it from happening or prevent it from beginning,&lt;br /&gt;&lt;br /&gt;[اسْتَجِيبُواْ لِرَبِّكُمْ مِّن قَبْلِ أَن يَأْتِىَ يَوْمٌ لاَّ مَرَدَّ لَهُ مِنَ اللَّهِ]&lt;br /&gt;(Answer the call of your Lord before there comes from Allah a Day which can not be averted.) (42:47),&lt;br /&gt;&lt;br /&gt;[سَأَلَ سَآئِلٌ بِعَذَابٍ وَاقِعٍ - لِّلْكَـفِرِينَ لَيْسَ لَهُ دَافِعٌ ]&lt;br /&gt;(A questioner asked concerning a torment about to occur -- upon the disbelievers, which none can avert.)(70:1-2),&lt;br /&gt;&lt;br /&gt;[وَيَوْمَ يَقُولُ كُن فَيَكُونُ قَوْلُهُ الْحَقُّ وَلَهُ الْمُلْكُ يَوْمَ يُنفَخُ فِى الصُّوَرِ عَـلِمُ الْغَيْبِ وَالشَّهَـدَةِ وَهُوَ الْحَكِيمُ الْخَبِيرُ]&lt;br /&gt;(And on the Day He will say: "Be!'' -- and it is! His Word is the Truth. His will be the dominion on the Day when the Trumpet will be blown. All-Knower of the unseen and the seen. He is the All-Wise, Well Aware.)(6:73) As for the meaning of&lt;br /&gt;&lt;br /&gt;[كَاذِبَةٌ]&lt;br /&gt;(Kadhibah) Muhammad bin Ka`b said: "It will certainly occur,'' while Qatadah said, "It shall not be discontinued, taken back or aborted. Allah's statement,&lt;br /&gt;&lt;br /&gt;[خَافِضَةٌ رَّافِعَةٌ ]&lt;br /&gt;(Bringing low, exalting.) indicates that Al-Waqi`ah lowers some people to the lowest parts of the Fire, even if they had been mighty in this life. It also elevates others to the highest grades in the residence of eternal delight, even if they were weak in this life. This was said by Al-Hasan, Qatadah and others. Al-`Awfi reported from Ibn `Abbas:&lt;br /&gt;&lt;br /&gt;[خَافِضَةٌ رَّافِعَةٌ ]&lt;br /&gt;(Bringing low, exalting), "It made the near and the far hear it,'' while `Ikrimah said, "It lowered, and thus those who were close heard it, and elevated, and thus those in the distance heard it.'' Ad-Dahhak and Qatadah said similarly. Allah said,&lt;br /&gt;&lt;br /&gt;[إِذَا رُجَّتِ الاٌّرْضُ رَجّاً ]&lt;br /&gt;(When the earth will be shaken with a terrible shake.) meaning, it is shaken and moved violently over all of its surface and through its depths. Ibn `Abbas, Mujahid, Qatadah and others said about Allah's saying:,&lt;br /&gt;&lt;br /&gt;[إِذَا رُجَّتِ الاٌّرْضُ رَجّاً ]&lt;br /&gt;(When the earth will be shaken with a terrible shake.) it means "Violently shaken.'' Ar-Rabi` bin Anas said, "The earth will be shaken with all that is in it, just as a sifter is shaken with its contents.'' This is like Allah's saying:&lt;br /&gt;&lt;br /&gt;[إِذَا زُلْزِلَتِ الاٌّرْضُ زِلْزَالَهَا ]&lt;br /&gt;(When the earth is shaken with its earthquake.)(99:1) and,&lt;br /&gt;&lt;br /&gt;[يأَيُّهَا النَّاسُ اتَّقُواْ رَبَّكُمْ إِنَّ زَلْزَلَةَ السَّاعَةِ شَىْءٌ عَظِيمٌ ]&lt;br /&gt;(O mankind! Have Taqwa of your Lord! Verily, the earthquake of the Hour is a terrible thing.)(22:1). Allah said:&lt;br /&gt;&lt;br /&gt;[وَبُسَّتِ الْجِبَالُ بَسّاً ]&lt;br /&gt;(And the mountains will be powdered to dust,) meaning, relentlessly pulverized. This was said by Ibn `Abbas, Mujahid, `Ikrimah and Qatadah and others. Ibn Zayd said: "The mountains will become just like Allah described them,&lt;br /&gt;&lt;br /&gt;[كَثِيباً مَّهِيلاً]&lt;br /&gt;(A heap of sand poured out.)(73:14).'' Allah's saying:&lt;br /&gt;&lt;br /&gt;[فَكَانَتْ هَبَآءً مُّنبَثّاً ]&lt;br /&gt;(So that they will become floating dust particles.) Abu Ishaq narrated from Al-Harith, from `Ali: "It will become like the rising dust storm that soon fades away leaving no trace of itself behind.'' Al-`Awfi reported from Ibn `Abbas about Allah's saying:&lt;br /&gt;&lt;br /&gt;[فَكَانَتْ هَبَآءً مُّنبَثّاً ]&lt;br /&gt;(So that they will become floating dust particles.) "It describes the rising embers from the fire when it is kindled, but when the embers land, they are extinguished quickly.'' `Ikrimah said, "The floating dust particles that the wind scatters all around,'' while Qatadah said,&lt;br /&gt;&lt;br /&gt;[هَبَآءً مُّنبَثّاً]&lt;br /&gt;(floating particles), "Like the dry parts of trees that the wind scatters all about.'' This Ayah is similar to several other Ayat that indicate that the mountains will be moved from their places, demolished and blown off their bases, becoming like carded wool on the Day of Resurrection.&lt;br /&gt;&lt;br /&gt; &lt;br /&gt;&lt; Prev 	  	Next &gt;&lt;br /&gt;&lt;br /&gt;خَافِضَةٌ رَّ‌افِعَةٌ &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;====&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ust RasyidIdris 19thJun2010-Hudubiah_Tafsir Al Waqiah Ayat 1-22~1&lt;br /&gt;&lt;br /&gt;http://www.4shared.com/audio/3-pc2YxM/Ust_RasyidIdris_19thJun2010-Hu.html&lt;br /&gt;&lt;br /&gt;&lt;embed src="http://www.4shared.com/embed/495740475/14d9997c" width="420" height="250" allowfullscreen="true" allowscriptaccess="always"&gt;&lt;/embed&gt;&lt;br /&gt;&lt;br /&gt;Ust RasyidIdris 19thJun2010-Hudubiah_Tafsir Al Waqiah Ayat 1-22~1&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-3144092593973399720?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/3144092593973399720/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-3.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/3144092593973399720'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/3144092593973399720'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-3.html' title='surah waqiah ayat 3 خَافِضَةٌ رَّ‌افِعَةٌ'/><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-7814174553907214421.post-6733387302493935096</id><published>2011-08-16T08:49:00.001-07:00</published><updated>2011-08-16T09:13:46.477-07:00</updated><title type='text'>surah waqiah ayat 2  لَيْسَ لِوَقْعَتِهَا كَاذِبَةٌ</title><content type='html'>&lt;br /&gt;&lt;br /&gt;لَيْسَ لِوَقْعَتِهَا كَاذِبَةٌ&lt;br /&gt;&lt;br /&gt;english  google : Not signed by false&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;كَاذِبَةٌ&lt;br /&gt;false&lt;br /&gt;palsu&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;2. And there can be no denying of its befalling.&lt;br /&gt;&lt;br /&gt;2. Then will no (soul) entertain falsehood concerning its coming. &lt;br /&gt;&lt;br /&gt;malaysia: Tidak ditandatangani oleh palsu&lt;br /&gt;indonesia : Tidak ditandatangani oleh salah&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;===&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;[56:2] tidak seorangpun dapat berdusta tentang kejadiannya.&lt;br /&gt;[56:2] There is no belying its coming to pass –&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;Surah Al Waqi'ah&lt;br /&gt;idzaa waqa’ati lwaaqi’at&lt;br /&gt;[56:1] Apabila terjadi hari kiamat,&lt;br /&gt;[56:1] When the great event comes to pass,&lt;br /&gt;Al Waqi'ah&lt;br /&gt;laysa liwaq’atihaa kaadziba&lt;br /&gt;[56:2] tidak seorangpun dapat berdusta tentang kejadiannya.&lt;br /&gt;[56:2] There is no belying its coming to pass –&lt;br /&gt;Surat Al Waqiyah&lt;br /&gt;khaafidhatun raafi’a&lt;br /&gt;[56:3] (Kejadian itu) merendahkan (satu golongan) dan meninggikan (golongan yang lain),&lt;br /&gt;[56:3] Abasing (one party), exalting (the other),&lt;br /&gt;Surat Al Waqi'ah&lt;br /&gt;idzaa rujjati l-ardhu rajjaa&lt;br /&gt;[56:4] apabila bumi digoncangkan sedahsyat-dahsyatnya,&lt;br /&gt;[56:4] When the earth shall be shaken with a (severe) shaking,&lt;br /&gt;wabussati ljibaalu bassaa&lt;br /&gt;[56:5] dan gunung-gunung dihancur luluhkan seluluh-luluhnya,&lt;br /&gt;[56:5] And the mountains shall be made to crumble with (an awful) crumbling, &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;لَيْسَ لِوَقْعَتِهَا كَاذِبَةٌ&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-6733387302493935096?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/6733387302493935096/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-2.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/6733387302493935096'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/6733387302493935096'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-waqiah-ayat-2.html' title='surah waqiah ayat 2  لَيْسَ لِوَقْعَتِهَا كَاذِبَةٌ'/><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-7814174553907214421.post-3327250748822856247</id><published>2011-08-16T08:12:00.000-07:00</published><updated>2011-08-16T08:25:40.540-07:00</updated><title type='text'>what is waqiah ? what is waqiah ? faham kan first ayat. or ayat 1</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;what is waqiah ?&lt;br /&gt;&lt;br /&gt;Al-Waqiah is an Arabic word that means Inevitable, Event or Revolution. The 56th Surah (Chapter) of the Qur'an is also called Al-Waqiah, it was revealed in Mecca. The total number of verses in this surah are 96.&lt;br /&gt;&lt;br /&gt;Surah al Waqiah (56) Prophet Muhammad said, "Whoever recites Surah al Waqiah at night would never encounter poverty."&lt;br /&gt;&lt;br /&gt;Prophet Muhammad said, "Surah al Waqiah is the Surah (Chapter) of Wealth, so recite it and teach it to your children."&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;what is waqiah ?  So it mean Inevitable event...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;الْوَاقِعَةُ&lt;br /&gt;&lt;br /&gt;google traslator says   Located&lt;br /&gt;&lt;br /&gt;but if type&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;لْوَاقِعَةُ&lt;br /&gt;&lt;br /&gt;To an incident&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;وَاقِعَةُ&lt;br /&gt;&lt;br /&gt;Incident&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;i think incident is kejadian....&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;إِذَا وَقَعَتِ الْوَاقِعَةُ&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;If the incident occurred&lt;br /&gt;malay: Jika kejadian itu berlaku&lt;br /&gt;indonesia : Jika insiden itu terjadi&lt;br /&gt;&lt;br /&gt;in yusuf ali translations says&lt;br /&gt;&lt;br /&gt;1. When the Event inevitable cometh to pass&lt;br /&gt;&lt;br /&gt;(Yusuf Ali Translation)&lt;br /&gt;http://www.harunyahya.com/Quran_translation/Quran_translation56.php&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;The Noble Quran has been translated into the modern English Language by&lt;br /&gt;Dr. Muhammad Taqi-ud-Din Al-Hilali, Ph.D. &amp; Dr. Muhammad Muhsin Khan&lt;br /&gt;&lt;br /&gt;1. When the Event (i.e. the Day of Resurrection) befalls.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.noblequran.com/translation/index.html&lt;br /&gt;This online edition does not include Arabic text, footnotes or ahadith.&lt;br /&gt;You can buy the full 9-Vol version or the summarized 1-Vol edition through http://dar-us-salam.com.&lt;br /&gt;&lt;br /&gt;The Noble Quran 9 Volume   Noble Quran Transliteration in Roman Script The Noble Quran Summarized Edition&lt;br /&gt;&lt;br /&gt;Click here to download this Translation of Noble Quran for your computer.&lt;br /&gt;Search The Noble Quran Translation:&lt;br /&gt;powered by FreeFind&lt;br /&gt;&lt;br /&gt;Index of The Noble Quran&lt;br /&gt;1. Surah Al-Fatihah	2. Surah Al-Baqarah	3. Surah Aal-'Imran&lt;br /&gt;4. Surah An-Nisa'	5. Surah Al-Ma'idah'	6. Surah Al-An'am&lt;br /&gt;7. Surah Al-A'raf	8. Surah Al-Anfal	9. Surah At-Taubah&lt;br /&gt;10. Surah Yunus	11. Surah Hud	12. Surah Yusuf&lt;br /&gt;13. Surah Ar-Ra'd	14. Surah Ibrahim	15. Surah Al-Hijr&lt;br /&gt;16. Surah An-Nahl	17. Surah Al-Isra'	18. Surah Al-Kahf&lt;br /&gt;19. Surah Maryam	20. Surah Ta-Ha	21. Surah Al-Anbiya'&lt;br /&gt;22. Surah Al-Hajj	23. Surah Al-Mu'minun	24. Surah An-Nur&lt;br /&gt;25. Surah Al-Furqan	26. Surah Ash-Shu'ara'	27. Surah An-Naml&lt;br /&gt;28. Surah Al-Qasas	29. Surah Al-Ankabut	30. Surah Ar-Rum&lt;br /&gt;31. Surah Luqman	32. Surah As-Sajdah	33. Surah Al-Ahzab&lt;br /&gt;34. Surah Saba'	35. Surah Fatir	36. Surah Ya-Sin&lt;br /&gt;37. Surah As-Saffaat	38. Surah Saad	39. Surah Az-Zumar&lt;br /&gt;40. Surah Ghafir	41. Surah Fussilat	42. Surah Ash-Shura&lt;br /&gt;43. Surah Az-Zukhruf	44. Surah Ad-Dukhan	45. Surah Al-Jathiyah&lt;br /&gt;46. Surah Al-Ahqaf	47. Surah Muhammad	48. Surah Al-Fath&lt;br /&gt;49. Surah Al-Hujuraat	50. Surah Qaf	51. Surah Adh-Dhariyat&lt;br /&gt;52. Surah At-Tur	53. Surah An-Najm	54. Surah Qamar&lt;br /&gt;55. Surah Ar-Rahman	56. Surah Al-Waqi'ah	57. Surah Al-Hadid&lt;br /&gt;58. Surah Al-Mujadilah	59. Surah Al-Hashr	60. Surah Al-Mumtahinah&lt;br /&gt;61. Surah As-Saff	62. Surah Al-Jumu'ah	63. Surah Al-Munafiqun&lt;br /&gt;64. Surah At-Taghabun	65. Surah At-Talaaq	66. Surah At- Tahrim&lt;br /&gt;67. Surah Al-Mulk	68. Surah Al-Qalam	69. Surah Al-Haqqah&lt;br /&gt;70. Surah Al-Ma'arij	71. Surah Nuh	72. Surah Al-Jinn&lt;br /&gt;73. Surah Al-Muzzammil	74. Surah Al-Muddathir	75. Surah Al-Qiyamah&lt;br /&gt;76. Surah Al-Insan	77. Surah Al-Mursalaat	78. Surah An-Naba'&lt;br /&gt;79. Surah An-Nazi'aat	80. Surah Abasa	81. Surah At-Takwir&lt;br /&gt;82. Surah Al-Infitaar	83. Surah Al-Mutaffifin	84. Surah Al-Inshiqaq&lt;br /&gt;85. Surah Al-Burooj	86. Surah At-Tariq	87. Surah Al-A'la&lt;br /&gt;88. Surah Al-Ghaashiyah	89. Surah Al-Fajr	90. Surah Al-Balad&lt;br /&gt;91. Surah Ash-Shams	92. Surah Al-Lail	93. Surah Ad-Duha&lt;br /&gt;94. Surah Ash-Sharh	95. Surah At-Tin	96. Surah Al-Alaq&lt;br /&gt;97. Surah Al-Qadr	98. Surah Al-Baiyyinah	99. Surah Az-Zalzalah&lt;br /&gt;100. Surah Al-Aadiyaat	101. Surah Al-Qari'ah	102. Surah At-Takaathur&lt;br /&gt;103. Surah Al-Asr	104. Surah Al-Humazah	105. Surah Al-Feel&lt;br /&gt;106. Surah Quraish	107. Surah Al-Maa'oon	108. Surah Al-Kauthar&lt;br /&gt;109. Surah Al-Kaafiroon	110. Surah An-Nasr	111. Surah Al-Masad&lt;br /&gt;112. Surah Al-Ikhlaas	113. Surah Al-Falaq	114. Surah An-Naas&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;what is waqiah ?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-3327250748822856247?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/3327250748822856247/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/what-is-waqiah-what-is-waqiah-faham-kan.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/3327250748822856247'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/3327250748822856247'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/what-is-waqiah-what-is-waqiah-faham-kan.html' title='what is waqiah ? what is waqiah ? faham kan first ayat. or ayat 1'/><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-7814174553907214421.post-818060898497663795</id><published>2011-08-16T07:58:00.001-07:00</published><updated>2011-08-16T08:10:57.352-07:00</updated><title type='text'>surah al waqiah is the inevitable event</title><content type='html'>&lt;br /&gt;&lt;br /&gt;question is what is inevitable mean?&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;in·ev·i·ta·ble/inˈevitəbəl/&lt;br /&gt;Adjective: Certain to happen; unavoidable: "war was inevitable".&lt;br /&gt;Noun: A situation that is unavoidable.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Web definitions&lt;br /&gt;&lt;br /&gt;    an unavoidable event; "don't argue with the inevitable"&lt;br /&gt;&lt;br /&gt;    incapable of being avoided or prevented; "the inevitable result"&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Inevitable means soemthing was bound to occur. It means it could not be avoided.&lt;br /&gt;&lt;br /&gt;Inevitable means soemthing was bound to occur. It means it could not be avoided.&lt;br /&gt;&lt;br /&gt;You're only human, of course you want to know what your future holds. And your Spirit Guides-those devoted Beings who are at your side to help you have the life you came to have-know you want to know. But They'll never foretell your future as if it were set in stone. They won't because They can't. They know that the Future isn't fixed, but is dependent upon choices made now. And not just dependent upon your choices, either.&lt;br /&gt;&lt;br /&gt;Read more: http://wiki.answers.com/Q/What_is_inevitable_mean#ixzz1VCjOCLBu&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Looking it up on dictionary.com:&lt;br /&gt;Quote:&lt;br /&gt;Unavoidable&lt;br /&gt;unable to be avoided; inevitable: an unavoidable delay.&lt;br /&gt;Quote:&lt;br /&gt;Inevitable&lt;br /&gt;–adjective 1. unable to be avoided, evaded, or escaped; certain; necessary: an inevitable conclusion.&lt;br /&gt;2. sure to occur, happen, or come; unalterable: The inevitable end of human life is death.&lt;br /&gt;–noun 3. that which is unavoidable.&lt;br /&gt;The fact that the former cites the latter as a definition makes me . And yet, I can't see much difference beyond this: Inevitable for some reason sounds like a more long-term idea, more like destiny or fate than what's going to happen tomorrow.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;The death of the sun is inevitable.&lt;br /&gt;The deer in the road was unavoidable. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;I agree with Harmonious Discord: the fine distinction between the two is that inevitability is an inherent quality, not the result of choices which have been made. Something becomes unavoidable, something does not become inevitable. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;====&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;The Last Day is also called the Day of Standing Up, Day of Separation, Day of Reckoning, Day of Awakening, Day of Judgment, The Encompassing Day or The Hour.&lt;br /&gt;&lt;br /&gt;Until the Day of Judgment, deceased souls remain in their graves awaiting the resurrection. However, they begin to feel immediately a taste of their destiny to come. Those bound for hell will suffer in their graves, while those bound for heaven will be in peace until that time.&lt;br /&gt;&lt;br /&gt;The resurrection that will take place on the Last Day is physical, and is explained by suggesting that God will re-create the decayed body (17:100: "Could they not see that God who created the heavens and the earth is able to create the like of them"?).&lt;br /&gt;&lt;br /&gt;On the Last Day, resurrected humans and jinn will be judged by Allah according to their deeds. One's eternal destination depends on balance of good to bad deeds in life. They are either granted admission to Paradise, where they will enjoy spiritual and physical pleasures forever, or condemned to Hell to suffer spiritual and physical torment for eternity. The day of judgment is described as passing over Hell on a narrow bridge in order to enter Paradise. Those who fall, weighted by their bad deeds, will remain in Hell forever.&lt;br /&gt;&lt;br /&gt;The Qur'an specifies two exceptions to this general rule:&lt;br /&gt;&lt;br /&gt;    Warriors who die fighting in the cause of God are ushered immediately to God's presence (2:159 and 3:169); and&lt;br /&gt;    "Enemies of Islam" are sentenced immediately to Hell upon death.&lt;br /&gt;&lt;br /&gt;Paradise&lt;br /&gt;&lt;br /&gt;    "O soul who is at rest, return to thy Lord, well-pleased with Him, well-pleasing Him. So enter among My servants, and enter My garden." (89:27-30) &lt;br /&gt;&lt;br /&gt;Paradise (firdaws), also called "The Garden" (Janna), is a place of physical and spiritual pleasure, with lofty mansions (39:20, 29:58-59), delicious food and drink (52:22, 52:19, 38:51), and virgin companions called houris (56:17-19, 52:24-25, 76:19, 56:35-38, 37:48-49, 38:52-54, 44:51-56, 52:20-21). There are seven heavens (17:46, 23:88, 41:11, 65:12).&lt;br /&gt;Hell&lt;br /&gt;&lt;br /&gt;Hell, or Jahannam (Greek gehenna), is mentioned frequently in the Qur'an and the Sunnah using a variety of imagery. It has seven doors (Qur'an 39:71; 15:43) leading to a fiery crater of various levels, the lowest of which contains the tree Zaqqum and a cauldron of boiling pitch. The level of hell depends on the degree of offenses. Suffering is both physical and spiritual.&lt;br /&gt;&lt;br /&gt;Being a Muslim does not keep one out of Hell, but it is not clear whether Muslims remain in Hell forever. Non-Muslims (kafir), however, will be punished eternally. A Muslim author on IslamOnline.net explains it this way:&lt;br /&gt;&lt;br /&gt;    "Ultimately, God will remove from Hell those believers whose sins were not forgiven nor atoned for by good deeds in their lifetimes, and they will then enter Paradise. The remaining inhabitants of Hell will stay there eternally." (Islam Online)&lt;br /&gt;&lt;br /&gt;Other Muslim commentators, noting that Allah can rescue people from hell as he chooses, and that he is merciful and compassionate, have hypothesized that eventually hell will be empty. Alternatively, Hell can be seen as a place of progress where souls are instructed until they are fit to go to heaven:&lt;br /&gt;&lt;br /&gt;    "Life after death is actually the starting-point of further progress for man. Those in paradise are advancing to higher and higher stages in knowledge and perfection of faith. Hell is meant to purify those in it of the effects of their bad deeds, and so make them fit for further advancement. Its punishment is, therefore, not everlasting." (Muslim.org, an Ahmadiyya website)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Janna (Paradise, Heaven) is called by eight names in the Qur'an: Jannatu al-Khuld, Darul as-Salam, Darul al-Qarar, Jannatu al-`Adn, Jannatu al-Ma`wa, Jannatu an-Na`im, `Illiyin, and Jannatu al-Firdaus. Janna is the Arabic word for "garden." 1 They have been translated into English as: paradise, a garden on high, a home that will last, garden of eternity, garden of everlasting bliss, gardens of delight, home of peace, home of the righteous, etc. 2&lt;br /&gt;&lt;br /&gt;http://www.religioustolerance.org/isl_para.htm&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-818060898497663795?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/818060898497663795/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-al-waqiah-is-inevitable-event.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/818060898497663795'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/818060898497663795'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/surah-al-waqiah-is-inevitable-event.html' title='surah al waqiah is the inevitable event'/><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-7814174553907214421.post-2042113727476814655</id><published>2011-08-16T07:46:00.000-07:00</published><updated>2011-08-16T07:47:09.516-07:00</updated><title type='text'>fasting and read quran</title><content type='html'>&lt;br /&gt;&lt;br /&gt;read quran and now hafazan surah al waqiah&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Surah Al Waqi'ah&lt;br /&gt;idzaa waqa’ati lwaaqi’at&lt;br /&gt;[56:1] Apabila terjadi hari kiamat,&lt;br /&gt;[56:1] When the great event comes to pass,&lt;br /&gt;Al Waqi'ah&lt;br /&gt;laysa liwaq’atihaa kaadziba&lt;br /&gt;[56:2] tidak seorangpun dapat berdusta tentang kejadiannya.&lt;br /&gt;[56:2] There is no belying its coming to pass –&lt;br /&gt;Surat Al Waqiyah&lt;br /&gt;khaafidhatun raafi’a&lt;br /&gt;[56:3] (Kejadian itu) merendahkan (satu golongan) dan meninggikan (golongan yang lain),&lt;br /&gt;[56:3] Abasing (one party), exalting (the other),&lt;br /&gt;Surat Al Waqi'ah&lt;br /&gt;idzaa rujjati l-ardhu rajjaa&lt;br /&gt;[56:4] apabila bumi digoncangkan sedahsyat-dahsyatnya,&lt;br /&gt;[56:4] When the earth shall be shaken with a (severe) shaking,&lt;br /&gt;wabussati ljibaalu bassaa&lt;br /&gt;[56:5] dan gunung-gunung dihancur luluhkan seluluh-luluhnya,&lt;br /&gt;[56:5] And the mountains shall be made to crumble with (an awful) crumbling,&lt;br /&gt;fakaanat habaa-an munbatstsaa &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-2042113727476814655?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/2042113727476814655/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/fasting-and-read-quran.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/2042113727476814655'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/2042113727476814655'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/fasting-and-read-quran.html' title='fasting and read quran'/><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-7814174553907214421.post-255412704532431555</id><published>2011-08-01T06:50:00.001-07:00</published><updated>2011-08-01T06:50:42.596-07:00</updated><title type='text'>Complete Quran by 4 Sheikhs Surah 1/114 Surah al Baqarah</title><content type='html'>Complete Quran by 4 Sheikhs Surah 1/114 Surah al Baqarah&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="425" height="349" src="http://www.youtube.com/embed/XAjwzKOc_Qs" 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/7814174553907214421-255412704532431555?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/255412704532431555/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/complete-quran-by-4-sheikhs-surah-1114.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/255412704532431555'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/255412704532431555'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/complete-quran-by-4-sheikhs-surah-1114.html' title='Complete Quran by 4 Sheikhs Surah 1/114 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/XAjwzKOc_Qs/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7814174553907214421.post-8504152677783397118</id><published>2011-08-01T06:48:00.000-07:00</published><updated>2011-08-01T06:49:33.429-07:00</updated><title type='text'>Complete Quran by 4 Sheikhs Surah 2/114 Surah Al Imran</title><content type='html'>Complete Quran by 4 Sheikhs Surah 2/114 Surah Al Imran &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="425" height="349" src="http://www.youtube.com/embed/Ml14-Hy3yt8" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Surah Al Imran&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-8504152677783397118?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/8504152677783397118/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/complete-quran-by-4-sheikhs-surah-2114.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/8504152677783397118'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/8504152677783397118'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/complete-quran-by-4-sheikhs-surah-2114.html' title='Complete Quran by 4 Sheikhs Surah 2/114 Surah Al Imran'/><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/Ml14-Hy3yt8/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7814174553907214421.post-2727855410709358641</id><published>2011-08-01T06:38:00.000-07:00</published><updated>2011-08-01T06:39:16.890-07:00</updated><title type='text'>Madinah Taraweeh 2011 - Night 1 ~ تراويح المدينة 1432 - ليلة 1</title><content type='html'>Madinah Taraweeh 2011 - Night 1 ~ تراويح المدينة 1432 - ليلة 1&lt;br /&gt;- 1st 10 Rakaats led by Sheikh Ali Al- Hudhaify&lt;br /&gt;- 2nd 10 Rakaats led by Sheikh Abdul Muhsin Al-&lt;br /&gt;Qasim&lt;br /&gt;- Witr and Dua Al Qunoot by Sheikh Abdul Muhsin Al-Qasim&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/y_buaqcxFQ0" allowfullscreen="" frameborder="0" height="349" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-2727855410709358641?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/2727855410709358641/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/08/madinah-taraweeh-2011-night-1-1432-1.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/2727855410709358641'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/2727855410709358641'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/08/madinah-taraweeh-2011-night-1-1432-1.html' title='Madinah Taraweeh 2011 - Night 1 ~ تراويح المدينة 1432 - ليلة 1'/><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/y_buaqcxFQ0/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7814174553907214421.post-6811289187239428475</id><published>2011-07-08T01:11:00.000-07:00</published><updated>2011-07-08T01:12:20.906-07:00</updated><title type='text'>sat result</title><content type='html'>got the result&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;and next destination is HIGH SCHOOL&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-6811289187239428475?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/6811289187239428475/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/07/sat-result.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/6811289187239428475'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/6811289187239428475'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/07/sat-result.html' title='sat result'/><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-7814174553907214421.post-5080456123188506446</id><published>2011-07-08T00:59:00.000-07:00</published><updated>2011-07-08T01:10:41.161-07:00</updated><title type='text'>1 mile = 1.60934 km</title><content type='html'>Answer: 1 mi. = 1.60934 km&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table id="table-535" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow odd accordionFolderOpen" id="row-1389" style=""&gt;&lt;td class="title" style=""&gt;Shape and Space&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;div class="" id="list-1389" style="display: block;"&gt;&lt;table id="table-1389" style="" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow even" id="row-7310" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Co-ordinates&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107065" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107067" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7311" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Angles&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57160" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107072" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107074" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-39000018" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Properties of a Circle&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-39000014" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7312" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Bearings&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107079" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107082" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;3 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7313" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Transformations&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107086" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107087" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7314" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Properties of Triangles&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107093" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107095" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7315" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Units of Measurement&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57180" style=""&gt;8/9 mastered   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107100" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107102" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7316" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Circles&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107107" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107109" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7317" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Scale Drawings&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107114" style=""&gt;90%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107116" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7318" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Areas of Shapes&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57170" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107121" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107123" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-39000011" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Rotation&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-39000012" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;===&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;one last section to another in level 3-6&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;table id="table-535" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow even accordionFolderOpen" id="row-1390" style=""&gt;&lt;/tr&gt;&lt;tr class="accordionRow even accordionFolderOpen" id="row-1390" style=""&gt;&lt;td class="title" style=""&gt;Data Handling&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;div class="" id="list-1390" style="display: block;"&gt;&lt;table id="table-1390" style="" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow odd" id="row-7319" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Displaying Data&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-53811" style=""&gt;-   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107128" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107129" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7320" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Simple Probability&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107135" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107136" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7321" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Questionnaires and Surveys&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107142" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107143" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7322" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Discrete and Continuous Measures&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107149" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107150" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-5080456123188506446?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/5080456123188506446/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/07/1-mile-160934-km.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/5080456123188506446'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/5080456123188506446'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/07/1-mile-160934-km.html' title='1 mile = 1.60934 km'/><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-7814174553907214421.post-4933448548728131099</id><published>2011-07-07T00:55:00.000-07:00</published><updated>2011-07-07T00:56:06.546-07:00</updated><title type='text'>math math math ohh  english</title><content type='html'>review&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;="" div=""&gt;&lt;br /&gt;GCSE&lt;br /&gt;  &lt;br /&gt;Task Hours&lt;br /&gt;  &lt;br /&gt;Overall %&lt;br /&gt;Maths 28:15 90%&lt;br /&gt;History 1:55 65%&lt;br /&gt;Science 13:45 83%&lt;br /&gt;ICT 1:00 79%&lt;br /&gt;English 2:40 92%&lt;br /&gt;Physical Education 0:10 59%&lt;br /&gt;&lt;="" div=""&gt;&lt;br /&gt; &lt;br /&gt;KS2&lt;br /&gt;  &lt;br /&gt;Task Hours&lt;br /&gt;  &lt;br /&gt;Overall %&lt;br /&gt;Maths 37:50 96%&lt;br /&gt;English 5:20 92%&lt;br /&gt;ICT 0:50 78%&lt;br /&gt;History 10:00 54%&lt;br /&gt;French 0:10 50%&lt;br /&gt;Science 20:10 94%&lt;br /&gt;&lt;="" div=""&gt;&lt;br /&gt; &lt;br /&gt;KS3&lt;br /&gt;  &lt;br /&gt;Task Hours&lt;br /&gt;  &lt;br /&gt;Overall %&lt;br /&gt;Maths 13:29 93%&lt;br /&gt;English 0:40 82%&lt;br /&gt;Science 0:10 62%&lt;br /&gt;Geography 0:20 69%&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-4933448548728131099?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/4933448548728131099/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/07/math-math-math-ohh-english.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/4933448548728131099'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/4933448548728131099'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/07/math-math-math-ohh-english.html' title='math math math ohh  english'/><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-7814174553907214421.post-8649114032640712726</id><published>2011-07-07T00:46:00.001-07:00</published><updated>2011-07-07T00:46:41.016-07:00</updated><title type='text'></title><content type='html'>yesterday&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Shape and Space&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; &lt;br /&gt;&lt;br /&gt; Co-ordinates &lt;br /&gt; - Revise - Test 1 of 3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Angles - Improve - Revise - Test 1 of 3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Properties of a Circle - Improve &lt;br /&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Bearings &lt;br /&gt; - Revise - Test 1 of 3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Transformations &lt;br /&gt; - Revise - Test 1 of 3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Properties of Triangles &lt;br /&gt; - Revise - Test 1 of 3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Units of Measurement - Improve - Revise - Test 1 of 3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Circles &lt;br /&gt; - Revise - Test 1 of 3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Scale Drawings &lt;br /&gt; - Revise - Test 1 of 3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Areas of Shapes - Improve - Revise - Test 1 of 3&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Rotation - Improve&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;today&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;===&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table id="table-535" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd accordionFolderOpen" id="row-1389" style=""&gt;&lt;td class="arrowIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Shape and Space&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;div class="" id="list-1389" style="display: block;"&gt;&lt;table id="table-1389" style="" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow even" id="row-7310" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Co-ordinates&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107065" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107067" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7311" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Angles&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57160" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107072" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107074" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-39000018" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Properties of a Circle&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-39000014" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7312" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Bearings&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107079" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107081" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7313" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Transformations&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107086" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107087" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7314" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Properties of Triangles&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107093" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107094" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7315" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Units of Measurement&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57180" style=""&gt;-   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107100" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107101" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7316" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Circles&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107107" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107108" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7317" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Scale Drawings&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107114" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107115" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7318" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Areas of Shapes&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57170" style=""&gt;-   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107121" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107122" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-39000011" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Rotation&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-39000012" style=""&gt;-   Improve&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&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/7814174553907214421-8649114032640712726?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/8649114032640712726/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/07/yesterday-shape-and-space-co-ordinates.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/8649114032640712726'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/8649114032640712726'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/07/yesterday-shape-and-space-co-ordinates.html' title=''/><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-7814174553907214421.post-6975605204069273458</id><published>2011-07-06T08:20:00.000-07:00</published><updated>2011-07-06T08:25:03.533-07:00</updated><title type='text'>sam learning try to learn  ok</title><content type='html'>Level 3-6&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Number&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Algebra&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Shape and Space&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Data Handling&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Test Papers&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Level 5-8&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table id="table-34" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow odd accordionFolderOpen" id="row-536" style=""&gt;&lt;td class="title" style=""&gt;Level 5-8&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;div id="list-536" style="display: block;"&gt;&lt;table id="table-536" style="" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow even accordionFolderClose" id="row-1395" style=""&gt;&lt;td class="arrowIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Number&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd accordionFolderClose" id="row-1396" style=""&gt;&lt;td class="arrowIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Algebra&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even accordionFolderClose" id="row-1397" style=""&gt;&lt;td class="arrowIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Shape and Space&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd accordionFolderClose" id="row-1398" style=""&gt;&lt;td class="arrowIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Data Handling&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even accordionFolderClose" id="row-1399" style=""&gt;&lt;td class="arrowIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Test Papers&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&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;first is done&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Number&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Fractions Mastered!   Improve&lt;br /&gt;&lt;br /&gt;Percentages Mastered!   Improve&lt;br /&gt;&lt;br /&gt;Order of Operations Mastered!   Improve 86%   Revise Level 6   Test   2 of 3&lt;br /&gt;&lt;br /&gt;Inverses  100%   Revise Level 6   Test   2 of 3&lt;br /&gt;&lt;br /&gt;Simple Fractions Mastered!   Improve 64%   Revise Level 6   Test   2 of 3&lt;br /&gt;&lt;br /&gt;Simple Percentages Mastered!   Improve 95%   Revise Level 6   Test   2 of 3&lt;br /&gt;&lt;br /&gt;Ratios Mastered!   Improve 91%   Revise Level 6   Test   2 of 3&lt;br /&gt;&lt;br /&gt;Approximation  100%   Revise Level 6   Test   2 of 3&lt;br /&gt;&lt;br /&gt;Negative Numbers Mastered!   Improve 100%   Revise Level 6   Test   2 of 3&lt;br /&gt;&lt;br /&gt;Indices&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;=========&lt;br /&gt;&lt;br /&gt;&lt;table id="table-535" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow odd accordionFolderOpen" id="row-1387" style=""&gt;&lt;td class="title" style=""&gt;Number&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;div class="" id="list-1387" style="display: block;"&gt;&lt;table id="table-1387" style="" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow even" id="row-39000020" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Fractions&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-39000021" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-39000024" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Percentages&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-39000025" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7293" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Order of Operations&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57110" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-106943" style=""&gt;86%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-106945" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7294" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Inverses&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-106950" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-106952" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7295" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Simple Fractions&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-39000000" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-106957" style=""&gt;64%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-106959" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7296" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Simple Percentages&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57150" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-106964" style=""&gt;95%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-106966" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7297" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Ratios&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57140" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-106971" style=""&gt;91%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-106973" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7298" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Approximation&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-106978" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-106980" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7299" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Negative Numbers&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57120" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-106985" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-106987" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7300" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Indices&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;====&lt;br /&gt;&lt;br /&gt;second is done&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table id="table-535" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow even accordionFolderOpen" id="row-1388" style=""&gt;&lt;td class="title" style=""&gt;Algebra&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;div class="" id="list-1388" style="display: block;"&gt;&lt;table id="table-1388" style="" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow odd" id="row-7301" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Using Letters to Represent Variables&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-106999" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107001" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7302" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Manipulating Algebraic Expressions&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107006" style=""&gt;75%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107008" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7303" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Solving Linear Equations&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57100" style=""&gt;Mastered!   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107013" style=""&gt;95%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107015" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7304" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Properties of Number&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107020" style=""&gt;92%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107022" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7305" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Number Patterns&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107027" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107029" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7306" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Formulae&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107035" style=""&gt;89%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107037" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7307" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Trial and Improvement&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107042" style=""&gt;87%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107044" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7308" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Graphs and Real Life Situations&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107049" style=""&gt;100%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107051" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7309" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Simple Graphs&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107058" style=""&gt;82%   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107060" style=""&gt;Level 6   Test   &lt;span class="accordionTestButton"&gt;2 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;====&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;third not done&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table id="table-535" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow odd accordionFolderOpen" id="row-1389" style=""&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd accordionFolderOpen" id="row-1389" style=""&gt;&lt;td class="arrowIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Shape and Space&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;div class="" id="list-1389" style="display: block;"&gt;&lt;table id="table-1389" style="" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow even" id="row-7310" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Co-ordinates&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107065" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107066" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7311" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Angles&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57160" style=""&gt;-   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107072" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107073" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-39000018" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Properties of a Circle&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-39000014" style=""&gt;-   Improve&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7312" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Bearings&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107079" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107080" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7313" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Transformations&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107086" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107087" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7314" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Properties of Triangles&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107093" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107094" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7315" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Units of Measurement&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57180" style=""&gt;-   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107100" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107101" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7316" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Circles&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107107" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107108" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7317" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Scale Drawings&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107114" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107115" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7318" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Areas of Shapes&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-57170" style=""&gt;-   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107121" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107122" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-39000011" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Rotation&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-39000012" style=""&gt;-   Improve&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;last but not least&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;-----------&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table id="table-535" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow even accordionFolderOpen" id="row-1390" style=""&gt;&lt;/tr&gt;&lt;tr class="accordionRow even accordionFolderOpen" id="row-1390" style=""&gt;&lt;td class="title" style=""&gt;Data Handling&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;div class="" id="list-1390" style="display: block;"&gt;&lt;table id="table-1390" style="" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow odd" id="row-7319" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Displaying Data&lt;/td&gt;&lt;td class="exerciseImprove" id="improve-53811" style=""&gt;-   Improve&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107128" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107129" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7320" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Simple Probability&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107135" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107136" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7321" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Questionnaires and Surveys&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107142" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107143" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow even" id="row-7322" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Discrete and Continuous Measures&lt;/td&gt;&lt;td class="exerciseEmpty" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="exerciseRevise" id="revise-107149" style=""&gt;-   Revise&lt;/td&gt;&lt;td class="exerciseTest" id="test-107150" style=""&gt;-   Test   &lt;span class="accordionTestButton"&gt;1 of 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;..............&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table id="table-535" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow odd accordionFolderOpen" id="row-1394" style=""&gt;&lt;td class="title" style=""&gt;Test Papers&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionList" style=""&gt;&lt;td colspan="1" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan="1" style=""&gt;&lt;div class="" id="list-1394" style="display: block;"&gt;&lt;table id="table-1394" style="" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr class="accordionRow even" id="row-7327" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Calculator&lt;/td&gt;&lt;td class="exerciseExam" id="exam-107192" style=""&gt;-   Exam Paper&lt;/td&gt;&lt;/tr&gt;&lt;tr class="emptyRowLine"&gt;&lt;td colspan="3"&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr class="accordionRow odd" id="row-7328" style=""&gt;&lt;td class="homeworkIcon" style=""&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="title" style=""&gt;Non Calculator&lt;/td&gt;&lt;td class="exerciseExam" id="exam-107197" style=""&gt;-   Exam Paper&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&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/7814174553907214421-6975605204069273458?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/6975605204069273458/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/07/sam-learning-try-to-learn-ok.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/6975605204069273458'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/6975605204069273458'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/07/sam-learning-try-to-learn-ok.html' title='sam learning try to learn  ok'/><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-7814174553907214421.post-3353818495391984084</id><published>2011-06-27T06:35:00.000-07:00</published><updated>2011-06-27T06:39:08.365-07:00</updated><title type='text'>hannan listen to a young boy recite Al Quran Surah Qaf</title><content type='html'>Surah Qaf &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="425" height="349" src="http://www.youtube.com/embed/N7gkstIHllA" frameborder="0" allowfullscreen&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;and another reciter&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="425" height="349" src="http://www.youtube.com/embed/Jub9uFixeec" 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/7814174553907214421-3353818495391984084?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/3353818495391984084/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/06/hannan-listen-to-young-boy-recite-al.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/3353818495391984084'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/3353818495391984084'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/06/hannan-listen-to-young-boy-recite-al.html' title='hannan listen to a young boy recite Al Quran Surah Qaf'/><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/N7gkstIHllA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7814174553907214421.post-3669635635528499184</id><published>2011-06-13T22:34:00.000-07:00</published><updated>2011-06-13T22:36:31.297-07:00</updated><title type='text'>Prophet Mohamed-By Sheikh YusuF Estes</title><content type='html'>Prophet Mohamed-By Sheikh YusuF Estes-1 &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;object style="height: 390px; width: 420px"&gt;&lt;param name="movie" value="http://www.youtube.com/v/8tavdXO8gDQ?version=3"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/8tavdXO8gDQ?version=3" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="420" height="390"&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Prophet Mohamed-By Sheikh YusuF Estes-1 &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;...&lt;br /&gt;&lt;br /&gt;Prophet Mohamed-By Sheikh YusuF Estes-2&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="420" height="349" src="http://www.youtube.com/embed/aHSqV9Bw__I" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Prophet Mohamed-By Sheikh YusuF Estes-2&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-3669635635528499184?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/3669635635528499184/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/06/prophet-mohamed-by-sheikh-yusuf-estes.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/3669635635528499184'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/3669635635528499184'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/06/prophet-mohamed-by-sheikh-yusuf-estes.html' title='Prophet Mohamed-By Sheikh YusuF Estes'/><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/aHSqV9Bw__I/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7814174553907214421.post-5411215167757078466</id><published>2011-06-12T04:54:00.001-07:00</published><updated>2011-06-12T04:57:29.227-07:00</updated><title type='text'>Tatacara  Solat</title><content type='html'>hannan  belajar  lagi dan lagi.....&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;and also can go to web masjid kg tunku&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.masjidkampungtunku.com/index.php?option=com_content&amp;task=view&amp;id=78&amp;Itemid=100"&gt;&lt;br /&gt;tatacara solat n syarat sah solat&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;belajar sholat&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;object width="480" height="385"&gt;&lt;param name="movie" value="http://www.youtube.com/v/nRfTlcuQlSk&amp;hl=en_GB&amp;fs=1&amp;"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/nRfTlcuQlSk&amp;hl=en_GB&amp;fs=1&amp;" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="420" height="385"&gt;&lt;/embed&gt;&lt;/object&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;belajar sholat&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Doa Iftitah in Solat&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;========&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Recitation of Doa Iftitah. Please read after me and familiarize your tongue. This doa recited each time as an opening of our solat (prayer).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;object width="480" height="385"&gt;&lt;param name="movie" value="http://www.youtube.com/v/E4rr2S2306k&amp;hl=en_GB&amp;fs=1&amp;"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/E4rr2S2306k&amp;hl=en_GB&amp;fs=1&amp;" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="420" height="385"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;====&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;doa qunut&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;QUNUT.avi&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Doa Qunut, read in second raka'at of Solat Subh or Fajr, after Ruku' for Mazhab Syafie and it's sunat Mu'akkad&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;object width="480" height="385"&gt;&lt;param name="movie" value="http://www.youtube.com/v/yoGiGYwZOiM&amp;hl=en_GB&amp;fs=1&amp;"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/yoGiGYwZOiM&amp;hl=en_GB&amp;fs=1&amp;" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="420" height="385"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-5411215167757078466?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/5411215167757078466/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/06/tatacara-solat.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/5411215167757078466'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/5411215167757078466'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/06/tatacara-solat.html' title='Tatacara  Solat'/><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-7814174553907214421.post-4127433363857953529</id><published>2011-06-06T12:03:00.000-07:00</published><updated>2011-06-06T12:09:08.926-07:00</updated><title type='text'>hannan terus baca, hafal, faham dan praktis waqiah hingga kamu  wafat</title><content type='html'>&lt;a href="http://juzquran.blogspot.com/2010/02/sura-56-waqia-from-holy-quran.html"&gt;http://juzquran.blogspot.com/2010/02/sura-56-waqia-from-holy-quran.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://airmiey.blogspot.com/2011/04/khasiat-dan-kelebihan-surah-al-waqiah.html"&gt;http://airmiey.blogspot.com/2011/04/khasiat-dan-kelebihan-surah-al-waqiah.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;Sabda Rasulullah s.a.w.: “Sesiapa membaca surah Al-Waqi’ah setiap hari, ia tidak akan ditimpa kefakiran.”&lt;/span&gt; &lt;p class="MsoNormal" style="text-align: justify; color: rgb(0, 153, 0);"&gt;Sabda  Rasulullah  s.a.w. : “Siapa membaca surah Al-Waqi’ah setiap malam, dia  tidak akan  ditimpa kesusahan atau kemiskinan selama-lamanya.  (Diriwayatkan oleh  Baihaqi dari Ibnu Mas’ud r.a.)&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: justify; color: rgb(0, 204, 204);"&gt;Sabda  Rasulullah  s.a.w. : “Ajarkanlah surah Al-Waqi’ah kepada  isteri-isterimu. Kerana  sesungguhnya ia adalah surah Kekayaan.” (Hadis  riwayat Ibnu Ady)&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: justify; color: rgb(204, 51, 204);"&gt;&lt;strong&gt;&lt;em&gt;Sabda   Rasulullah s.a.w. : “Barang siapa yang membaca surah Al-Waqi’ah setiap   malam maka dia tidak akan tertimpa kefakiran dan kemiskinan selamanya.   Dan surah Al-Waqi’ah adalah surah kekayaan, maka bacalah ia dan  ajarkan  kepada anak-anakmu semua.”&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify; color: rgb(204, 51, 204);"&gt;&lt;br /&gt;&lt;strong&gt;&lt;em&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify; color: rgb(204, 51, 204);"&gt;===&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify; color: rgb(204, 51, 204);"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify; color: rgb(204, 51, 204);"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: center; color: rgb(204, 51, 204);"&gt;&lt;strong&gt;&lt;em&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;+++++++++++sebahagian dr surah al-waqiah++++++++&lt;/span&gt;&lt;br /&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: justify; color: rgb(255, 204, 0);"&gt;Menurut  fatwa  sebahagian Ulama’ katanya: “Barangsiapa membaca surah Al-Waqi’ah  pada  setiap hari dan malam dalam satu majlis sebanyak 40 kali, selama  40 hari  pula, maka Allah akan memudahkan rezekinya dengan tanpa  kesukaran dan  mengalir terus dari pelbagai penjuru serta berkah pula.”&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: rgb(255, 255, 255); font-weight: bold;"&gt;Surah Al-Waqi’ah&lt;/span&gt;   adalah surah yang ke -56 di dalam Al-Quran, terletak pada juzuk ke 27   dan terdiri dari 96 ayat. Dinamakan Al-Waqi’ah kerana di ambil dari   lafal Al-Waqi’ah yang terdapat pada ayat pertama surah ini, yang ertinya   kiamat. &lt;span&gt;Di dalam surah Al-Waqi’ah ini menerangkan tentang hari   kiamat, balasan yang diterima oleh orang-orang mukmin dan orang-orang   kafir. Diterangkan pula penciptaan manusia, tumbuh-tumbuhan, dan api,   sebagai bukti kekuasaan Allah dan adanya hari berbangkit.&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span&gt;Di dalam surah Al-Waqi’ah terkandung beberapa khasiat, antara lain:&lt;/span&gt;&lt;/p&gt; &lt;ul style="color: rgb(51, 204, 0);"&gt;&lt;li class="MsoNormal"&gt;&lt;span&gt;Bila orang membiasakan membaca surah      ini setiap malam satu kali, maka dia dijauhkan dari kemiskinan selamanya.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt; &lt;ul style="color: rgb(204, 0, 0);"&gt;&lt;li class="MsoNormal"&gt;&lt;span&gt;Bila  di baca 14 kali setiap selesai       solat Asar, maka orang yang  membacanya itu akan memperoleh kekayaan yang       berlimpah ruah.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt; &lt;ul style="color: rgb(51, 204, 0);"&gt;&lt;li class="MsoNormal"&gt;&lt;span&gt;Jika  di baca surah ini sebanyak 41      kali  dalam satu majlis (sekali  duduk), insyaAllah di tunaikan segala       hajatnya khususnya yang  berkaitan dengan rezeki.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt; &lt;ul style="color: rgb(204, 0, 0);"&gt;&lt;li class="MsoNormal"&gt;&lt;span&gt;Supaya  menjadi orang yang kaya      sentiasa  bersyukur, amalkan membaca surah  ini sebanyak 3 kali selepas      solat  subuh dan 3 kali selepas solat  Isya’. InsyaAllah tidak akan berlalu       masa setahun itu melainkan ia  akan di jadikan seorang yang hartawan  lagi      dermawan. &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt; &lt;ul style="color: rgb(51, 204, 0);"&gt;&lt;li class="MsoNormal"&gt;&lt;span&gt;Amalan  orang-orang sufi, supaya       dilimpahkan rezeki. Hendaklah berpuasa  selama seminggu bermula pada hari       Jumaat. Setiap selepas solat  fardhu bacalah Surah Al-Waqi’ah ini  sebanyak      25 kali sehinggalah  sampai pada malam Jumaat berikutnya;  pada malam Jumaat      berikutnya  itu, selepas solat Maghrib bacalah  surah ini sebanyak 25 kali,       selepas solat Isya’ bacalah surah ini  sebanyak 125 kali diikuti dengan       selawat keatas Nabi sebanyak 1000  kali. Setelah selesai, hendaklah  ia      memperbanyakkan sedekah.  Kemudian amalkanlah surah ini sekali  pada waktu      pagi dan petang. &lt;/span&gt;Insya’Allah berhasil.&lt;/li&gt;&lt;/ul&gt; &lt;ul style="color: rgb(204, 0, 0);"&gt;&lt;li class="MsoNormal"&gt;Surah       ini jika dibaca disisi mayat atau orang  yang sedang nazak,  insyaAllah di      permudahkan untuk roh keluar dari  jasadnya. &lt;span&gt;Jika  dibaca disisi orang sakit, diringankan       kesakitannya. Jika di  tulis, kemudian dipakaikan kepada orang yang  hendak      bersalin,  InsyaAllah segera melahirkan dengan mudah. Boleh  juga dibaca       disisi orang yang hendak bersalin sebagai selusuh.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;cuba  lah amalkan ayat ini selama sebulan...dan tgk laa hasil nya  sdiri...Allahuakhbar..maha suci Allah.... ternyata rezeki Allah  melimpah2 untuk hambaNYa... ayah saya pernah berkata dalam kuliah  maghrib beliau... "Rezeki Allah di langit dan dibumi mmg byk..tak  terhitung oleh manusia.. cuma Allah bg kelebihan rezeki kepada hambaNya  yg betul2 meminta sahaja..dan rezeki tu x semestinya wang  ringgit..kesihatan , pjg umur , belajar tinggi , dapat makan kfc tu pon  rezeki.... "&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;thanks Allah&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://juzquran.blogspot.com/2010/02/sura-56-waqia-from-holy-quran.html&lt;br /&gt;&lt;p class="MsoNormal" style="text-align: justify; color: rgb(204, 51, 204);"&gt;&lt;br /&gt;&lt;strong&gt;&lt;em&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify; color: rgb(204, 51, 204);"&gt;&lt;strong&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7814174553907214421-4127433363857953529?l=hannanconan.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hannanconan.blogspot.com/feeds/4127433363857953529/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hannanconan.blogspot.com/2011/06/hannan-terus-baca-hafal-faham-dan.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/4127433363857953529'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7814174553907214421/posts/default/4127433363857953529'/><link rel='alternate' type='text/html' href='http://hannanconan.blogspot.com/2011/06/hannan-terus-baca-hafal-faham-dan.html' title='hannan terus baca, hafal, faham dan praktis waqiah hingga kamu  wafat'/><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-7814174553907214421.post-6172560827732383900</id><published>2011-06-06T11:55:00.000-07:00</published><updated>2011-06-06T12:01:49.014-07:00</updated><title type='text'>review on kung fu panda2</title><content type='html'>&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;i think it is awesome.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;you like best&lt;br /&gt;&lt;br /&gt;when he reflected back the canon ball and his dad is alive.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;what he is finding throughout the movie ?&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;inner peace. does he had one. beginning no but yes at the end.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;what happen to the enemy? no inner peace but yes in the evilness.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;kill the legend rhinocerous.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;theme : kung fu good and evil.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;avenge the rhino because the rhino is killed, his parent and then to stop&lt;br /&gt;&lt;br /&gt;something that stop kung fu forever.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;==&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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
