<?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-5526196125682766572</id><updated>2012-02-17T01:14:06.506+08:00</updated><category term='Bank Soalan'/><category term='Hot Topics'/><category term='Modul'/><category term='Ko Akademik'/><category term='Berita Fizik'/><category term='Kebitaraan Sekolah'/><title type='text'>SAKTI PHYSICS PANEL</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>cikgu SAKTI</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>51</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-1866002568646761918</id><published>2012-02-04T23:02:00.000+08:00</published><updated>2012-02-04T23:02:30.312+08:00</updated><title type='text'>Sekolah Berprestasi Tinggi</title><content type='html'>Jumaat, 3 Feb 2012...SAKTI dinobat sebagai Sekolah Berprestasi Tinggi.Majlis pemgumuman dilaksanakan oleh Timbalan Perdana Menteri Malaysia. Pencapaian ini bukannya terletak kepada bahu pihak pentadbir atau guru sahaja tetapi saya memandang....PELAJARnya...Tahniah kepada anda sebenarnya kerana merealisasikan impian ini....khususnya kepada pelajar bermula tahun 1996. Pengiktirafan ini merupakan pengiktirafan tertinggi pihak KPM kepada sekolah....Justeru kita adalah antara sekolah TERBAIK Malaysia...&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Klf1M8e132M/Ty1H-cY2I_I/AAAAAAAAA5A/oGRqjHJ4iCc/s1600/sbt.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="237" src="http://2.bp.blogspot.com/-Klf1M8e132M/Ty1H-cY2I_I/AAAAAAAAA5A/oGRqjHJ4iCc/s320/sbt.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Utusan Malaysia, 4 Feb 2012&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-rql6BxflmF8/Ty1INE6tArI/AAAAAAAAA5I/sKUuW60yglE/s1600/sbt2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-rql6BxflmF8/Ty1INE6tArI/AAAAAAAAA5I/sKUuW60yglE/s1600/sbt2.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Bersama Cg Alim danTuan Pengetua&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-1866002568646761918?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/1866002568646761918/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2012/02/sekolah-berprestasi-tinggi.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/1866002568646761918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/1866002568646761918'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2012/02/sekolah-berprestasi-tinggi.html' title='Sekolah Berprestasi Tinggi'/><author><name>cikgu SAKTI</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://2.bp.blogspot.com/-Klf1M8e132M/Ty1H-cY2I_I/AAAAAAAAA5A/oGRqjHJ4iCc/s72-c/sbt.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-4838792668074290517</id><published>2011-11-17T14:29:00.000+08:00</published><updated>2011-11-17T14:29:36.564+08:00</updated><title type='text'>Markah Peperiksaan Akhir Tahun Tingkatan 4 2011</title><content type='html'>Ramai yang dah balik haritu..&lt;br /&gt;Anda boleh semak markah di sini dan muhasabah diri....&lt;br /&gt;Jangan LUPA buat kerja rumah..&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/LeCXnjif/MARKAH_PEPERIKSAAN_T4_2011_2.html"&gt;Markah Peperiksaan Akhir Tahun T4&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-4838792668074290517?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/4838792668074290517/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/11/markah-peperiksaan-akhir-tahun.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/4838792668074290517'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/4838792668074290517'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/11/markah-peperiksaan-akhir-tahun.html' title='Markah Peperiksaan Akhir Tahun Tingkatan 4 2011'/><author><name>cikgu SAKTI</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-5526196125682766572.post-3481639987938019668</id><published>2011-11-15T09:18:00.000+08:00</published><updated>2011-11-15T09:18:24.181+08:00</updated><title type='text'>Kerja Rumah Pelajar SPM 2012</title><content type='html'>Kepada pelajar yang dah balik awal dan tak dapat HardCopy kerja rumah...sila download...&lt;br /&gt;Tak siap!!!Siap Korang cg kerjakan.... atau pindah sekolah ajer...ambik Tasawuff....&lt;br /&gt;&lt;br /&gt;SELAMAT BERCUTI &amp;amp; MEMBUAT KERJA SEKOLAH....&lt;br /&gt;&lt;br /&gt;Physics A+..Physics A+...Physics A+.......&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/file/ioFauoex/KERJA_MASA_CUTI_SPM_2012.html"&gt;Kerja Rumah Pelajar SPM 2012&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-3481639987938019668?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/3481639987938019668/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/11/kerja-rumah-pelajar-spm-2012.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/3481639987938019668'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/3481639987938019668'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/11/kerja-rumah-pelajar-spm-2012.html' title='Kerja Rumah Pelajar SPM 2012'/><author><name>cikgu SAKTI</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-5526196125682766572.post-5691382555122729048</id><published>2011-09-30T20:30:00.000+08:00</published><updated>2011-09-30T20:30:20.476+08:00</updated><title type='text'>Sekolah Kluster Kecemerlangan</title><content type='html'>SAKTI dianugerahkan sekolah kluster kecemerlangan selepas mendapat Baiah Pengetua...huhu...bertambah kerja la nampaknya....alhamdulillah...&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-JW6gBuw-ow4/ToW2URk1kuI/AAAAAAAAA3E/3TEorPZ1ySA/s1600/319538_277714798914847_100000289887533_1062134_1291325574_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-JW6gBuw-ow4/ToW2URk1kuI/AAAAAAAAA3E/3TEorPZ1ySA/s1600/319538_277714798914847_100000289887533_1062134_1291325574_n.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-5691382555122729048?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/5691382555122729048/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/09/sekolah-kluster-kecemerlangan.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/5691382555122729048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/5691382555122729048'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/09/sekolah-kluster-kecemerlangan.html' title='Sekolah Kluster Kecemerlangan'/><author><name>cikgu SAKTI</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://4.bp.blogspot.com/-JW6gBuw-ow4/ToW2URk1kuI/AAAAAAAAA3E/3TEorPZ1ySA/s72-c/319538_277714798914847_100000289887533_1062134_1291325574_n.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-7073204543884142255</id><published>2011-09-15T12:06:00.001+08:00</published><updated>2011-09-15T12:06:19.090+08:00</updated><title type='text'>Metakognisi Dan Penyelesaian Masalah Fizik</title><content type='html'>Soalan ini diambil dari Fakulti Pendidikan UTM&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-PC8mgZAHHco/TnF3944CALI/AAAAAAAAA3A/aUPrLXmVrfo/s1600/Presentation1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="187" src="http://2.bp.blogspot.com/-PC8mgZAHHco/TnF3944CALI/AAAAAAAAA3A/aUPrLXmVrfo/s320/Presentation1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&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;div align="left"&gt;&lt;br /&gt;&lt;/div&gt;Sebuah lori bergerak dengan pecutan seragam menuju ke arah Timur dari keadaan rehat sehingga mencapai halaju 50.0 ms&lt;sup&gt;-1&lt;/sup&gt; dalam masa 20.0 saat. Sebuah kereta yang sedang bergerak dengan pecutan 4.0 ms&lt;sup&gt;-2&lt;/sup&gt; menuju ke arah Barat selama 10.0 saat dari titik permulaan. Kereta tersebut masuk ke dalam lorong lori kerana ingin memotong kereta di depannya seperti dalam gambarajah di atas. Apabila kedua-dua buah kenderaan berada di antara jarak 500.0 meter secara bertentangan, kedua-dua buah kenderaan menekan brek secara mengejut. Lori tersebut menggunakan masa 10.0 saat untuk berhenti, manakala kereta tersebut memerlukan masa 5.0 saat untuk berhenti. Adakah kemalangan jalan raya akan berlaku?Kenapa?&lt;br /&gt;&lt;br /&gt;Bincangkan jawapan anda di sini???&lt;br /&gt;&lt;div align="left"&gt;  ﻿&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-7073204543884142255?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/7073204543884142255/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/09/metakognisi-dan-penyelesaian-masalah.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/7073204543884142255'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/7073204543884142255'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/09/metakognisi-dan-penyelesaian-masalah.html' title='Metakognisi Dan Penyelesaian Masalah Fizik'/><author><name>cikgu SAKTI</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://2.bp.blogspot.com/-PC8mgZAHHco/TnF3944CALI/AAAAAAAAA3A/aUPrLXmVrfo/s72-c/Presentation1.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-4794153533501466042</id><published>2011-09-15T11:44:00.000+08:00</published><updated>2011-09-15T11:44:35.190+08:00</updated><title type='text'>Link Koleksi Soalan Percubaan Fizik</title><content type='html'>&lt;div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"&gt;Website koleksi soalan fizik...layarilah...&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt;"&gt;&lt;cite&gt;&lt;span style="font-size: 10pt; mso-ascii-font-family: &amp;quot;Times New Roman&amp;quot;; mso-ascii-theme-font: major-bidi; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: major-bidi; mso-hansi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-theme-font: major-bidi;"&gt;&lt;a href="http://www.physics4spm.com/"&gt;&lt;span style="color: blue;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="font-style: normal;"&gt;www.physics4&lt;/span&gt;&lt;b&gt;&lt;span style="font-style: normal;"&gt;spm&lt;/span&gt;&lt;/b&gt;&lt;span style="font-style: normal;"&gt;.com/&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/cite&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"&gt;&lt;a href="http://trialspmfizik.blogspot.com/"&gt;&lt;span style="color: blue;"&gt;http://trialspmfizik.blogspot.com/&lt;/span&gt;&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"&gt;&lt;a href="http://smkulubernam.wordpress.com/"&gt;&lt;span style="color: blue;"&gt;http://smkulubernam.wordpress.com&lt;/span&gt;&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"&gt;&lt;a href="http://edu.joshuatly.com/"&gt;&lt;span style="color: blue;"&gt;http://edu.joshuatly.com&lt;/span&gt;&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"&gt;&lt;a href="http://jaarsmtd.blogspot.com/"&gt;http://jaarsmtd.blogspot.com/&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-4794153533501466042?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/4794153533501466042/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/09/link-koleksi-soalan-percubaan-fizik.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/4794153533501466042'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/4794153533501466042'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/09/link-koleksi-soalan-percubaan-fizik.html' title='Link Koleksi Soalan Percubaan Fizik'/><author><name>cikgu SAKTI</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-5526196125682766572.post-6512312384243231447</id><published>2011-09-08T11:40:00.000+08:00</published><updated>2011-09-12T10:05:13.456+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Modul'/><category scheme='http://www.blogger.com/atom/ns#' term='Bank Soalan'/><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><category scheme='http://www.blogger.com/atom/ns#' term='Hot Topics'/><title type='text'>LATIH TUBI 2011</title><content type='html'>Di sini disertakan 12 subtopik/topik latihtubi koleksi soalan trial negeri 2007-2010...&lt;br /&gt;Kepada pelajar...jawab dulu yer...baru tengok jawapan...&lt;br /&gt;Physics A+.....Physics A+....Physics A+.......&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/qi99oqo4/1pecutan_elektromagnet.html"&gt;1.Electromagnet&lt;/a&gt; &lt;br /&gt;&lt;a href="http://www.4shared.com/document/8tuu75tt/2TRANSISSTOR.html"&gt;2.Transistor&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/yT2qEcdC/3Linear_Motion2.html"&gt;3.Linear Motion&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/x8dXUflq/4Pecutan_MomentumGravity.html"&gt;4.Momentum&amp;amp;Gravity&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/3EeMRryp/5refraction.html"&gt;5.Refraction&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/fCLC35vs/6radioactive.html"&gt;6.Radioactive&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/DjQR8QPJ/7CRO.html"&gt;7.CRO&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/-3oF3JwY/8inteference_electromagnetic.html"&gt;8.Inteference&amp;amp;Electromagnet&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/mWDmJ3rT/9TRANSFORMER.html"&gt;9.Transformer&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/S_avtau5/10HEAT.html"&gt;10.Heat&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/ozCtgNdM/11wave.html"&gt;11.Wave&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/document/WlXUVFAW/12workenergypower.html"&gt;12.Work&amp;amp;Energy&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-6512312384243231447?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/6512312384243231447/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/09/latih-tubi-2011.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/6512312384243231447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/6512312384243231447'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/09/latih-tubi-2011.html' title='LATIH TUBI 2011'/><author><name>cikgu SAKTI</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>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-2601197165247853322</id><published>2011-09-08T09:39:00.001+08:00</published><updated>2011-09-12T10:05:13.457+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Modul'/><category scheme='http://www.blogger.com/atom/ns#' term='Bank Soalan'/><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><category scheme='http://www.blogger.com/atom/ns#' term='Hot Topics'/><title type='text'>Modul Tembak 32 Version 4 .NEW</title><content type='html'>Salam...&lt;br /&gt;ramai yang tak dapat download modul ni...&lt;br /&gt;Di sini saya 'split'kan modulnya...mungkin menjadi lebih ringan..&lt;br /&gt;Semoga perkongsian ini dapat memberi manfaat kepada semua...&lt;br /&gt;Selamat mencuba dan menjawab....&lt;br /&gt;Physics A+.....Physics A+.......Physics A+....&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/file/76vwbC00/MODUL_Teknik_mejawab_version_4.html"&gt;Modul Tembak 32 Ver. 4-PAPER 2&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/file/zrzWM8k-/MODUL_Teknik_mejawab_version_4.html"&gt;Modul Tembak 32 Ver. 4-PAPER 3&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/file/RwUz5s1I/Lampiran_Modul_Tembak_32_Ver_4.html"&gt;Lampiran Modul Tembak Ver. 4&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.4shared.com/file/D-yPGnPm/Skema_Jawapan_Modul_Tembak_32_.html"&gt;Skema Jawapan Modul Tembak 32&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-2601197165247853322?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/2601197165247853322/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/09/modul-tembak-32-version-4-new.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/2601197165247853322'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/2601197165247853322'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/09/modul-tembak-32-version-4-new.html' title='Modul Tembak 32 Version 4 .NEW'/><author><name>cikgu SAKTI</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>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-406377792243456060</id><published>2011-08-28T23:42:00.003+08:00</published><updated>2011-08-28T23:45:00.308+08:00</updated><title type='text'>SELAMAT HARI RAYA....</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-a7Fj2BEmvko/TlphuEvV13I/AAAAAAAAA20/g1U1FxYOOpM/s1600/raya+copy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="283" src="http://1.bp.blogspot.com/-a7Fj2BEmvko/TlphuEvV13I/AAAAAAAAA20/g1U1FxYOOpM/s400/raya+copy.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-406377792243456060?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/406377792243456060/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/08/selamat-hari-raya.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/406377792243456060'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/406377792243456060'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/08/selamat-hari-raya.html' title='SELAMAT HARI RAYA....'/><author><name>cikgu SAKTI</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-a7Fj2BEmvko/TlphuEvV13I/AAAAAAAAA20/g1U1FxYOOpM/s72-c/raya+copy.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-4713405936387736446</id><published>2011-08-17T12:59:00.000+08:00</published><updated>2011-08-28T01:18:54.103+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bank Soalan'/><title type='text'>Soalan Percubaan SBP 2011</title><content type='html'>&lt;a href="http://www.4shared.com/file/yrOBQ2JF/Trial_SBP_2011.html"&gt;Soalan Beserta Skema&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-4713405936387736446?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/4713405936387736446/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/08/soalan-percubaan-sbp-2011.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/4713405936387736446'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/4713405936387736446'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/08/soalan-percubaan-sbp-2011.html' title='Soalan Percubaan SBP 2011'/><author><name>cikgu SAKTI</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-5526196125682766572.post-2405661799863200514</id><published>2011-07-25T10:19:00.000+08:00</published><updated>2011-07-25T10:40:19.038+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ko Akademik'/><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>Robotik Peringkat Negeri Johor</title><content type='html'>Team Robotik SAKTI Gagal mendapat sebarang tempat dalam pertandingan Robotik Peringkat Negeri Johor yang diadakan pada 21 Jul 2011 bertempat di SMK Bandar Tenggara. Sakti menghantar 2 pasukan Robot Recyler yang diwakili oleh :&lt;br /&gt;&lt;br /&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: currentColor; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 480;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"&gt;   &lt;td style="background-color: transparent; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 0.45in;" valign="top" width="43"&gt;   &lt;div class="MsoNormal" style="margin: 0in 0in 0pt;"&gt;&lt;span style="font-size: 11pt;"&gt;Bil&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 3.65in;" valign="top" width="350"&gt;   &lt;div align="center" class="MsoNormal" style="margin: 0in 0in 0pt; text-align: center;"&gt;&lt;span style="font-size: 11pt;"&gt;Nama&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 1;"&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 0.45in;" width="43"&gt;   &lt;div align="center" class="MsoNormal" style="margin: 0in 0in 0pt; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 3.65in;" width="350"&gt;   &lt;div class="MsoNormal" style="margin: 0in 0in 0pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;MUHAMMAD   FAREED B. MOHAMED HISHAM&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="height: 3.5pt; mso-yfti-irow: 2;"&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 0.45in;" width="43"&gt;   &lt;div align="center" class="MsoNormal" style="margin: 0in 0in 0pt; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 3.65in;" width="350"&gt;   &lt;div class="MsoNormal" style="margin: 0in 0in 0pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;ZUL   KHIDIR B. MOHD ROBAI&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 3;"&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 0.45in;" width="43"&gt;   &lt;div align="center" class="MsoNormal" style="margin: 0in 0in 0pt; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 3.65in;" width="350"&gt;   &lt;div class="MsoNormal" style="margin: 0in 0in 0pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;MUHAMMAD   SYAFIQ B. SADILAH&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 4;"&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 0.45in;" width="43"&gt;   &lt;div align="center" class="MsoNormal" style="margin: 0in 0in 0pt; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 3.65in;" width="350"&gt;   &lt;div class="MsoNormal" style="margin: 0in 0in 0pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;MUHAMMAD   ZULFADHLI B. OTHMAN&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 5;"&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 0.45in;" width="43"&gt;   &lt;div align="center" class="MsoNormal" style="margin: 0in 0in 0pt; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 3.65in;" width="350"&gt;   &lt;div class="MsoNormal" style="margin: 0in 0in 0pt;"&gt;&lt;span style="color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;MUHAMMAD UMAR B. ABD AZIZ&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;"&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 0.45in;" width="43"&gt;   &lt;div align="center" class="MsoNormal" style="margin: 0in 0in 0pt; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;6&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 3.65in;" width="350"&gt;   &lt;div class="MsoNormal" style="margin: 0in 0in 0pt;"&gt;&lt;span style="color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt;"&gt;MUHAMMAD NAIEM BIN ROSLEE&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-b96e1032ad9fcddc" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v22.nonxt4.googlevideo.com/videoplayback?id%3Db96e1032ad9fcddc%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331604188%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D30D227B18A939841A372110C7036A7DE9BAEE2AB.9CF250B5441B32901525D4C92FDFB7F64C585D%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Db96e1032ad9fcddc%26offsetms%3D5000%26itag%3Dw160%26sigh%3DiAISbLiEoQAbfYrB4PVeY1_k4Tg&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v22.nonxt4.googlevideo.com/videoplayback?id%3Db96e1032ad9fcddc%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331604188%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D30D227B18A939841A372110C7036A7DE9BAEE2AB.9CF250B5441B32901525D4C92FDFB7F64C585D%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Db96e1032ad9fcddc%26offsetms%3D5000%26itag%3Dw160%26sigh%3DiAISbLiEoQAbfYrB4PVeY1_k4Tg&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; 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margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-2nGss1Dq_eA/TizH4cDp6jI/AAAAAAAAAzk/u1NwHDJn9Js/s320/P1020969.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-x2hDrFawIbY/TizHzKmDYbI/AAAAAAAAAzg/CNMQ_Ik0E48/s1600/P1020923+-+Copy.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-x2hDrFawIbY/TizHzKmDYbI/AAAAAAAAAzg/CNMQ_Ik0E48/s320/P1020923+-+Copy.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-vDYn1Cc8N8s/TizH9lxryLI/AAAAAAAAAzo/mf73tEZK_P0/s1600/P1020975.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-vDYn1Cc8N8s/TizH9lxryLI/AAAAAAAAAzo/mf73tEZK_P0/s320/P1020975.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-2405661799863200514?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/2405661799863200514/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/07/robotik-peringkat-negeri-johor.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/2405661799863200514'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/2405661799863200514'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/07/robotik-peringkat-negeri-johor.html' title='Robotik Peringkat Negeri Johor'/><author><name>cikgu SAKTI</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://3.bp.blogspot.com/-b_oxBSQVFEk/TizHolRLBBI/AAAAAAAAAzY/0-xsgaoBaJ8/s72-c/P1020913+-+Copy.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-2655804445686227310</id><published>2011-07-25T09:30:00.002+08:00</published><updated>2011-07-25T10:40:19.039+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ko Akademik'/><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>Membina Kapalterbang RC</title><content type='html'>Bengkel Kemahiran &amp;amp; Inovasi Sosial (membina Kapal Terbang) yang dianjurkan oleh Kementerian Belia dan Sukan Daerah Kota Tinggi bagi penganugerahan Anugerah Remaja Perdana telah diadakan di Kompleks Rakan Muda Sukan Air dan Udara, Desaru pada 15-16 Julai 2011.&lt;br /&gt;Seramai 40 orang pelajar dari SAKTI terlibat. Pelajar didedahkan degan Peralatan Remote Control, Rekacipta Kapal Terbang, Asas Penerbangan dan Latihan Asas Penerbangan.&lt;br /&gt;&lt;br /&gt;Terima kasih diucapkan kepada Jabatan Belia dan Sukan Kota Tinggi, En Zazali Bin Zahari (Pengurus Kompleks KRMSAU), En Zulkifli bin Pilos (Pegawai Belia dan Sukan KT), En Razak (Pegawai Belia dan Sukan KT, Sukarelawan,&amp;nbsp;Cg Ghaffar, Cg Ahir dan Cg Herman serta Pelajar2..&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-408c6aa5f3687ed1" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v3.nonxt6.googlevideo.com/videoplayback?id%3D408c6aa5f3687ed1%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331604188%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D6850C07A4156B6CE749CB102433B8149D73AE8BC.18A3EE165BE173B1CE5942DB062BCA0830C4C7FA%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D408c6aa5f3687ed1%26offsetms%3D5000%26itag%3Dw160%26sigh%3D9Obz8_B17MWmdFrMsBl5S_wtpP4&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v3.nonxt6.googlevideo.com/videoplayback?id%3D408c6aa5f3687ed1%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331604188%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D6850C07A4156B6CE749CB102433B8149D73AE8BC.18A3EE165BE173B1CE5942DB062BCA0830C4C7FA%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D408c6aa5f3687ed1%26offsetms%3D5000%26itag%3Dw160%26sigh%3D9Obz8_B17MWmdFrMsBl5S_wtpP4&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; 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margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-v9jWS_YvNH0/TizELCeR-xI/AAAAAAAAAzM/vJr_LlkTTnk/s320/DSCN4064.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ld0bPXou3cA/TizEbWticRI/AAAAAAAAAzQ/5fb67acdlCk/s1600/P1020846.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-ld0bPXou3cA/TizEbWticRI/AAAAAAAAAzQ/5fb67acdlCk/s320/P1020846.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-czK7RNh7sWw/TizEnARM-DI/AAAAAAAAAzU/6AcPYiQiLCE/s1600/P1020868.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-czK7RNh7sWw/TizEnARM-DI/AAAAAAAAAzU/6AcPYiQiLCE/s320/P1020868.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-2655804445686227310?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/2655804445686227310/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/07/membina-kapalterbang-rc.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/2655804445686227310'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/2655804445686227310'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/07/membina-kapalterbang-rc.html' title='Membina Kapalterbang RC'/><author><name>cikgu SAKTI</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://2.bp.blogspot.com/-ZAaatCEET4M/TizDtKDoMpI/AAAAAAAAAzE/3elDQDmW76I/s72-c/15072011434.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-8548614745398031484</id><published>2011-07-04T10:53:00.000+08:00</published><updated>2011-07-04T10:58:31.543+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>Toman Sg Lebam and Physics</title><content type='html'>Pada 2-4 Jul 2011, saya berkesempatan bercamping bersama pelajar-pelajar SAKTI yang diketuai oleh En Aziz Husin GPK HEM SAKTI di&amp;nbsp;Empangan Sg Lebam. Jarak tempat ini dari sekolah sejauh 25 KM. Dengan menaiki Honda EX-5, saya terpaksa menempuh jalan Ladang Kelapa Sawit sekitar 8 KM.&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-W-IjaBMy8UM/ThEpmwQdcJI/AAAAAAAAAy0/Uye1QIXwRs8/s1600/keindahan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" i$="true" src="http://1.bp.blogspot.com/-W-IjaBMy8UM/ThEpmwQdcJI/AAAAAAAAAy0/Uye1QIXwRs8/s320/keindahan.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Keindahan SG Lebam&lt;/div&gt;Jalan yang hampir berbatu memerlukan Suspensen Motor yang sangat baik. Spring Constant dan elasticity yang bersesuaian sangat penting bagi memastikan punggung tidak sakit. Jika elasticity spring yang terlalu rendah akan menyebabkan hentakan sedikit dan getaran yang tinggi juga akan merosakkan absorber motor.&lt;br /&gt;&lt;br /&gt;Pengalaman menaikkan toman 1.2 kg amat menyeronokkan. Konsep "Newton Second and Third Law" diperlukan. Force dari garauan Mesin Gewang dikenakan(Newton First Law)&amp;nbsp;bagi menaikkan ikan toman. Namun&amp;nbsp;any Action Mesti ada reaction(Newton Third Law)...Jika daya yang dikenakan oleh pemancing dan toman masing-masing tinggi (Equilibrium), boleh menyebabkan tension terhasil&amp;nbsp;pada tali dan mungkin tidak dapat ditampung oleh tali menyebabkan tali akan terputus.Justeru pemancing terpaksa beralah..melonggarkan tali.....sehinggalah toman menjadi lemah (force made by toman decrease)...&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-SWxFA1KxYzg/ThEp51c1tuI/AAAAAAAAAy4/ZzujENO5Olo/s1600/cg+aziz.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" i$="true" src="http://3.bp.blogspot.com/-SWxFA1KxYzg/ThEp51c1tuI/AAAAAAAAAy4/ZzujENO5Olo/s320/cg+aziz.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;Cg Aziz dan Cg Hisyam Noh memberi penerangan&amp;nbsp;tentang orentering&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-MTVeUD0FBf4/ThEq0_s3SaI/AAAAAAAAAzA/hSwV4tFNi8k/s1600/TOMAN2222.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="288" i$="true" src="http://2.bp.blogspot.com/-MTVeUD0FBf4/ThEq0_s3SaI/AAAAAAAAAzA/hSwV4tFNi8k/s320/TOMAN2222.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Toman 1.2 kg dinaikkan Oleh Cg Mohd Ahir.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-8548614745398031484?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/8548614745398031484/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/07/toman-sg-lebam-and-physics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/8548614745398031484'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/8548614745398031484'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/07/toman-sg-lebam-and-physics.html' title='Toman Sg Lebam and Physics'/><author><name>cikgu SAKTI</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-W-IjaBMy8UM/ThEpmwQdcJI/AAAAAAAAAy0/Uye1QIXwRs8/s72-c/keindahan.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-7098759201608619322</id><published>2011-07-02T08:30:00.001+08:00</published><updated>2011-07-02T09:08:59.308+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ko Akademik'/><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>Pertandingan Inovasi Sempena Karnival Biotek Johor</title><content type='html'>&lt;span style="color: black;"&gt;Pada 23 - 26 JUN 2011, SAKTI telah menyertai pertandingan Inovasi sempena Karnival Biotek Johor&lt;/span&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;Pertandingan di adakan di Dewan Jubli Intan Sultan Ibrahim, Tangkak.Bagi pertandingan ini sebanyak 7 pasukan dari seluruh daerah Negeri Johor telah menyertainya.SAKTI telah &lt;/span&gt;&lt;span style="color: black;"&gt;mempertaruhkan sekali lagi CASSATOR(&lt;strong&gt;CASSAVA ORGANIC&lt;/strong&gt; INSULATOR )&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: center;"&gt;&amp;nbsp;&lt;img border="0" height="240" i$="true" src="http://4.bp.blogspot.com/-Rvfgk5IUz6M/Tg5mGVRQ2eI/AAAAAAAAAyg/tvi4rFZaSzU/s320/P1020225.JPG" width="320" /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: center;"&gt;BOOTH CASSATOR&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-bvKJfiwebW8/Tg5l2jo5XmI/AAAAAAAAAyU/2qbVMcfsWik/s1600/P1020245.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" i$="true" src="http://1.bp.blogspot.com/-bvKJfiwebW8/Tg5l2jo5XmI/AAAAAAAAAyU/2qbVMcfsWik/s320/P1020245.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: center;"&gt;PEMBENTANGAN KEPADA HAKIM&lt;/div&gt;&lt;div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-TXz3i8wkJbo/Tg5l5vHeEaI/AAAAAAAAAyY/QThn3cF6F3Q/s1600/P1020367.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" i$="true" src="http://2.bp.blogspot.com/-TXz3i8wkJbo/Tg5l5vHeEaI/AAAAAAAAAyY/QThn3cF6F3Q/s320/P1020367.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"&gt;BERSAMA MENTERI BESAR JOHOR&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: center;"&gt;&amp;nbsp;&lt;a href="http://3.bp.blogspot.com/-etD78RZpOnM/Tg5l88LAHFI/AAAAAAAAAyc/z1UMKCkvLr8/s1600/P1020382.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" i$="true" src="http://3.bp.blogspot.com/-etD78RZpOnM/Tg5l88LAHFI/AAAAAAAAAyc/z1UMKCkvLr8/s320/P1020382.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: center;"&gt;HADIAH KEMENANGAN TEMPAT KE-2&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Rvfgk5IUz6M/Tg5mGVRQ2eI/AAAAAAAAAyg/tvi4rFZaSzU/s1600/P1020225.JPG" imageanchor="1" style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-7098759201608619322?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/7098759201608619322/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/07/pertandingan-inovasi-sempena-karnival.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/7098759201608619322'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/7098759201608619322'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/07/pertandingan-inovasi-sempena-karnival.html' title='Pertandingan Inovasi Sempena Karnival Biotek Johor'/><author><name>cikgu SAKTI</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://4.bp.blogspot.com/-Rvfgk5IUz6M/Tg5mGVRQ2eI/AAAAAAAAAyg/tvi4rFZaSzU/s72-c/P1020225.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-5754061449126658254</id><published>2011-06-29T11:39:00.000+08:00</published><updated>2011-06-29T11:39:32.895+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>Sains dalam Solat</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span class="underline2"&gt;HASIL kajian Jabatan Kejuruteraan Biomedikal  Universiti Malaya mendapati setiap gerakan solat mempunyai manfaat  tersendiri yang mampu meningkatkan tahap kesihatan secara menyeluruh.  Berikut adalah beberapa hasil kajian yang telah dilakukan berkaitan  solat:&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="underline2"&gt;&lt;span class="bbc_color" style="color: #cc0028;"&gt;AKTIVITI OTOT - Profesor Dr Wan Abu Bakar Wan Abas&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Beliau  yang mengkaji aktiviti otot memberitahu manusia perlu sentiasa  melakukan regangan dan senaman kerana otot menjadi lebih kuat apabila  selalu digunakan. Katanya, hasil kajian mendapati solat yang membabitkan  gerakan tubuh seperti berdiri, tunduk dan bongkok menyamai senaman  ringan.&lt;br /&gt;&lt;br /&gt;“Kebanyakan otot serta sendi bergerak ketika solat. Umat  Islam beruntung kerana solat yang wajib dilakukan setiap hari menyamai  aktiviti senaman dan regangan yang memperkuatkan sistem otot dan fizikal  tubuh,” katanya. Malah, katanya solat sama seperti terapi fizikal yang  jika dilakukan secara berterusan dan betul menghasilkan kesan positif  terhadap tubuh. Beliau berkata, kajian lebih teliti sedang dilakukan  untuk mengenap pasti otot yang aktif ketika solat. &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="underline2"&gt;&lt;/span&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;&lt;span class="underline2"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="underline2"&gt;&lt;span class="bbc_color" style="color: #cc0028;"&gt;ISYARAT OTAK - Ng Siew Chok&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Beliau  berkata, perubahan kimia berlaku apabila otak aktif. Proses kimia yang  menyebabkan pergerakan ion atau atom membawa cas elektrik boleh diukur  menggunakan elektrod yang diletakkan pada kulit kepala. Sejenis alat,  iaitu EEG (Electroencephalography) digunakan untuk mengukur isyarat otak  daripada aktiviti elektrik.&lt;br /&gt;&lt;br /&gt;“Gelombang otak mempunyai beberapa  frekuensi irama yang dipengaruhi oleh keadaan fizikal dan emosi. Jenis  gelombang otak Alfa (8-13 Hz) menunjukkan keadaan tenang,” katanya&lt;br /&gt;&lt;br /&gt;Walaupun  bukan Islam, Siew Chok kagum terhadap hasil kajian yang dilakukannya  apabila mendapati keadaan dan pemikiran orang selepas bersolat tenang  dan menyamai keadaan selepas bangun tidur.&lt;br /&gt;&lt;br /&gt;“Ada fenomena menarik  dalam solat, iaitu keadaan berdiri seketika sebelum sujud sebagai  peringkat paling tenang ketika bersolat. Saya bukan Islam dan diberitahu  bahawa keadaan itu adalah tamakninah,” katanya.&lt;br /&gt;&lt;br /&gt;Ketika itu, katanya isyarat alfa meningkat secara mendadak yang menunjukkan seseorang itu berada dalam keadaan tenang.&lt;br /&gt;&lt;br /&gt;Siew Chok berkata, solat juga meningkatkan penumpuan terhadap sesuatu perkara dan memperkuatkan kuasa otak.&lt;br /&gt;&lt;br /&gt;Sehubungan  itu, katanya solat membolehkan seseorang itu menyediakan otak untuk  lebih bersedia terhadap sesuatu cabaran yang perlu dihadapinya dalam  aktiviti harian. &lt;br /&gt;&lt;br /&gt;&lt;span class="bbc_color" style="color: #cc0028;"&gt;KOMPOSISI TUBUH - Dr Fatimah Ibrahim&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Beliau berkata, komposisi tubuh mengandungi empat komponen utama, iaitu tisu aktif, tisu tulang, komponen air dan lemak.&lt;br /&gt;&lt;br /&gt;Beliau  berkata, ada beberapa kaedah untuk mengukur komposisi tubuh, tetapi  kajian itu menggunakan Analisis Penyepadanan Bio yang menghasilkan  keputusan tepat, pantas dan selamat, berbanding pengambilan darah.&lt;br /&gt;&lt;br /&gt;“Teknik  ini tidak digunakan secara meluas di hospital negara ini, tetapi di  Amerika Syarikat, teknik ini digunakan untuk menilai status penyakit  seperti Aids, diabetes, demam denggi dan pelbagai penyakit kritikal  lain,” katanya.&lt;br /&gt;&lt;br /&gt;Dalam kajian ini, katanya model untuk mendapatkan  komposisi tubuh terbaik adalah dengan melakukan lima perkara, iaitu  solat lima kali sehari, memahami maksud bacaan dalam solat, solat  berjemaah, rukuk dengan betul (90 darjah) dan melentikkan jari kaki  ketika duduk antara sujud dan tahyat akhir.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;br /&gt;&lt;span class="underline2"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="underline2"&gt;Dr Fatimah berkata, orang yang tidak melakukan lima perkara ini mempunyai komposisi tubuh yang kurang baik.&lt;br /&gt;&lt;br /&gt;Katanya,  kajian mendapati secara keseluruhan orang yang solat berjemaah  mempunyai kesihatan lebih baik berbanding yang bersolat secara  bersendirian.&lt;br /&gt;&lt;br /&gt;“Kita mendapati apabila berjemaah, orang yang  melakukan solat bersentuh bahu ke bahu. Tubuh manusia seperti bateri.  Ketika bersolat, cas tubuh manusia mengalir seperti dalam litar dan  akhirnya meneutralkan cas tubuh.&lt;br /&gt;&lt;br /&gt;“Sebelum solat, ada orang yang  penat dan ada yang tidak penat. Ketika solat, orang yang tidak penat dan  mempunyai cas positif akan mengalirkan cas positif kepada orang yang  letih dan mempunyai cas negatif,” katanya.&lt;br /&gt;&lt;br /&gt;Katanya, ini yang menyebabkan orang yang bersolat jemaah mempunyai badan bertenaga dan lebih tenang.&lt;br /&gt;&lt;br /&gt;Dr Fatimah berkata, solat tarawih dan berpuasa juga memberi kebaikan dan ini terbukti berdasarkan kajian yang dilakukan.&lt;br /&gt;&lt;br /&gt;Sebelum  Ramadan bermula, katanya komposisi badan diukur dan selepas 21 hari  berpuasa, komposisi tubuh yang diukur semula mendapati keadaan tubuh  sihat seperti kolesterol rendah akibat kadar pembakaran lemak yang  meningkat serta paras glukos rendah.&lt;br /&gt;&lt;br /&gt;Selain itu, katanya posisi  tubuh (posture) dalam solat dapat mengubat sakit pinggang. Malah jika  berjumpa doktor, pesakit disuruh melakukan senaman seperti berdiri dan  membongkokkan tubuh yang menyamai gerakan solat.&lt;br /&gt;&lt;br /&gt;Beliau berkata,  keputusan positif itu adalah berdasarkan ukuran saintifik dengan  meletakkan beberapa sensor (pengesan) di tulang belakang pesakit untuk  melihat isyarat otot.&lt;br /&gt;&lt;br /&gt;Katanya, hasil kajian mendapati pesakit  yang mengikuti terapi solat selama sebulan, iaitu dengan membuat rukuk  90 darjah, sakit pinggangnya berkurangan.&lt;br /&gt;&lt;br /&gt;“Ini membuktikan terapi  solat boleh digunakan untuk merawat sakit pinggang. Kita akan  menerbitkan buku kedua terapi solat yang bukan saja sesuai untuk wanita  normal, tetapi untuk wanita mengandung. Bukan Islam juga boleh mengikuti  terapi ini dengan melakukan senaman sama seperti gerakan solat,”  katanya.&lt;br /&gt;&lt;br /&gt;Jangan terkejut kerana solat boleh merawat Erektil  Disfungsi (ED) atau lebih dikenali sebagai mati pucuk, masalah kesihatan  yang lelaki amat takut.&lt;br /&gt;&lt;br /&gt;Untuk lelaki normal, keupayaan seksual  adalah tiga kali penegangan ketika tidur dan volum ketika ketegangan  mesti lebih 200 peratus.&lt;br /&gt;&lt;br /&gt;“Kajian dilakukan dengan mengukur zakar  (pesakit diajar melakukan ukuran). Pada bulan pertama, tiada ketegangan  langsung, tetapi selepas melakukan terapi selama dua bulan iaitu dengan  melakukan solat tambahan, sudah ada ketegangan dan volum mencapai tahap  normal,” katanya.&lt;br /&gt;&lt;br /&gt;Beliau berkata, terapi adalah dengan cara  melakukan solat sunat sebanyak tiga kali seminggu dengan setiap terapi  sebanyak 12 rakaat atau kira-kira 30 minit&lt;br /&gt;&lt;br /&gt;Selain itu, katanya  antara hasil kajian yang menarik perhatian pakar sakit jantung ialah  mengenai kadar denyutan jantung kerana selama ini, kajian saintifik lain  menyatakan bahawa kadar denyutan jantung paling rendah adalah ketika  berbaring.&lt;br /&gt;&lt;br /&gt;“Kajian mendapati ketika solat, keadaan sujud  mencatatkan kadar denyutan paling rendah dan lebih baik berbanding  ketika baring. Ini menunjukkan posisi tubuh ketika solat adalah bagus,”  katanya.&lt;br /&gt;&lt;br /&gt;Sehubungan itu, katanya kajian akan dilakukan dengan  lebih meluas untuk melihat sama ada posisi tubuh ketika solat boleh  merawat sakit jantung. Katanya, pakar jantung gembira dengan hasil  kajian itu kerana boleh memperkenalkan terapi solat kepada pesakit  jantung untuk melakukan senaman. Ketika ini, setiap pesakit jantung  perlu melakukan senaman selama 30 minit setiap hari.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;i&gt;(Artikel  ini dipetik daripada tulisan Ziauddin Sharuddin dalam laman web berita  harian, untuk panduan dan rujukan umat Islam berhubung manfaat dan  fadhilat solat )&lt;/i&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-5754061449126658254?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/5754061449126658254/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/06/sains-dalam-solat.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/5754061449126658254'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/5754061449126658254'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/06/sains-dalam-solat.html' title='Sains dalam Solat'/><author><name>cikgu SAKTI</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-4029422905891365094</id><published>2011-06-29T11:22:00.003+08:00</published><updated>2011-06-29T11:25:05.012+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>Berpuasa Banyak hikmahnya..Selamat Menjalani Ibadah Puasa</title><content type='html'>&lt;h3 class="post-title entry-title"&gt;&lt;br /&gt;&lt;/h3&gt;&lt;div class="post-header"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Secara fitrahnya manusia memerlukan kepada puasa&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;“Setiap  manusia memerlukan kepada puasa sekalipun dia tidak sakit,  kerana  toksin-toksin makanan dan ubat berkumpul di dalam tubuh lalu   menjadikannya seperti orang yang sakit dan memberatkannya, maka   kecergasannya akan berkurang. Apabila seseorang berpuasa, dia akan akan   terlepas daripada bebanan toksin-toksin berkenaan dan dia akan merasai   kecergasan dan kekuatan yang tidak dialami sebelum itu.” (Dr. Mac Fedan  –  Ahli Perubatan Antarabangsa)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Daripada  kata-kata Dr. Mac Fedan di atas, jelas kepada kita bahawa  secara  fitrahnya manusia sangat memerlukan suatu jangka masa untuk  merehatkan  tubuh badan daripada berterusan menerima toksin-toksin  makanan dan  ubat-ubatan. Ini kerana apabila ubat dan toksin berkumpul di  dalam  badan manusia akan menyebabkan badan menjadi lemah dan kecergasan   seseorang akan berkurang.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ramadhan yang panas terik&lt;/div&gt;&lt;a href="http://www.blogger.com/post-edit.g?blogID=5526196125682766572&amp;amp;postID=4029422905891365094" name="more"&gt;&lt;/a&gt;&lt;br /&gt;Ramadhan daripada perkataan ‘ramadho’ yang membawa maksud panas yang   terik. Di dalam Islam bulan Ramadhan merupakan bulan yang ke-9 di dalam   kalendar hijrah. Puasa telah difardhukan kepada seluruh umat Islam   semenjak tahun ke-2 hijrah sehingga hari kiamat.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Lazimnya  pada bulan ini cuacanya sangat panas. Bersempena dengan nama  tersebut,  semoga Ramadhan akan membakar dan melebur segala dosa yang  telah  dilakukan oleh orang yang berpuasa.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Kelebihan bulan Ramadhan:&lt;br /&gt;&lt;b&gt;1. Bulan untuk berpuasa&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="al-baqarah" height="141" src="http://islam.sukeri.com/images/183_al-baqarah.jpg" width="400" /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;2. Al-Quran diturunkan&lt;/b&gt;&lt;br /&gt;Peristiwa agung ini berlaku pada 17 Ramadhan ketika Nabi Muhamad SAW berusia 40 tahun semasa baginda sedang berkhulwah di Hira’.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;3. Bulan kemenangan&lt;/b&gt;&lt;br /&gt;Berlakunya kemenangan yang terbesar yang berjaya dicapai oleh umat Islam   ialah didalam peperangan Badar al-Kubra. Peristiwa ini berlaku pada 17   Ramadhan, hari Jumaat tahun 2H iaitu tahun pertama disyariatkan ibadah   puasa di bulan Ramadhan. Seperti yang kita sedia maklum Allah SWT  telah  mengurniakan kemenangan kepada umat Islam walaupun bilangan  tentera  Islam hanya berjumlah 313 orang berbanding orang kafir seramai  1300  orang.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Satu  lagi peristiwa agung berlaku pada bulan Ramadhan ialah  berlakunya  peristiwa ‘Fathul Makkah’. Ianya berlaku dalam bulan Ramadhan  tahun ke  8H.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;4. Penuh dengan keberkatan&lt;/b&gt;&lt;br /&gt;Bulan Ramadhan merupakan satu bulan yang disebut ‘permulaan adalah   rahmat, pertengahannya keampunan dan akhirnya dijauhkan daripada api   neraka’.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Dari  Abu Hurairah r.a bahawa Rasulallah S.A.W bersabda apabila bulan   Ramadhan telah datang maka dibuka lah pintu-pintu syurga ditutuplah   pintu-pintu neraka dan diikat lah semua syaitan.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;5. Bulan penghapus dosa&lt;/b&gt;&lt;br /&gt;Dari Abi Hurairah dari Nabi SAW sabdanya: “Barangsiapa berpuasa Ramadhan   dengan beriman dan mengharap keredhaan Allah nescaya akan diampunkan   dosa-dosanya pada masa-masa lalu.” (HR Bukhari Muslim)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;6. Bulan tarbiyah&lt;/b&gt;&lt;br /&gt;Bulan Ramadhan mendidik umat Islam supaya menjadi hamba yang bersabar.   Juga mendidik hambaNya kearah melakukan kebaikan serta mendidik hamba   menjadi insan yang soleh dengan istiqamah menjaga seluruh anggota   daripada melakukan perkara yang tidak disukai oleh Allah SWT.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;7. Malam Lailatul qadar&lt;/b&gt;&lt;br /&gt;Umat Nabi Muhamad SAW merupakan umat yang sangat istimewa kerana   dikurniakan satu malam yang mempunyai pahala melebihi 1000 bulan   beribadah.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;8. Bulan taqwa&lt;/b&gt;&lt;br /&gt;Dengan melakukan amalan yang dianjurkan dilakukan pada bulan puasa   secara istiqamah seperti qiamulail, bertadarus al-quran dan solat   tarawikh Allah SWT akan mengurniakan taqwa kepada hambaNya.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Kenapa perlu berbuka dengan kurma?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="kurma" height="173" src="http://islam.sukeri.com/images/kurma.jpg" width="200" /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ketika  berbuka puasa Islam menganjurkan umatnya agar berbuka dengan  buah  tamar dan air. Kurma akan memberikan tenaga dengan cepat kepada  badan.  Apabila kita menyoroti kisah Maryam ibu Nabi Isa AS, Maryam telah   bersandar pada pangkal pokok kurma di saat merasa sakit melahirkan   anak. Lalu Allah SWT telah mengutuskan malaikat untuk memberitahu supaya   digoncangkan pohon kurma untuk mendapatkan kurma yang masak. Daripada   kisah ini dapat kita membuat kesimpulan bahawa kurma boleh membekalkan   tenaga kepada Maryam tatkala merasa sakit untuk melahirkan Nabi Isa AS.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Kurma  juga bertepatan dengan sunnah Nabi SAW. Kurma merupakan buah  yang  sangat berkat untuk dimakan. Rasulullah SAW telah mewasiatkan  kepada  umatnya untuk berbuka dengan kurma pada bulan Ramadhan.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Rasulullah s.a.w bersabda yang bermaksud;&lt;br /&gt;“Apabila seseorang dari kalangan kamu berbuka, maka hendaklah dia   berbuka dengan tamar. Jika dia tidak ada, maka hendaklah dia berbuka   dengan air kerana ia adalah penyuci.”(Diriwayatkan oleh Abu Daud, kitab   Puasa, nombor 2355 dan At-Tirmizi, kitab Sedekah, nombor 658)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Dari  Anas, sesungguhnya Nabi SAW berbuka puasa dengan beberapa ruthab   sebelum solat, kalau tidak ada ruthab, maka dengan beberapa kurma   matang, kalau tidak ada, maka dengan meneguk beberapa tegukan air putih.   (HR. Abu Daud dan Tirmidzi)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Kurma makanan kesihatan&lt;/b&gt;&lt;br /&gt;Jelas disebalik sunnah Nabi SAW mengandungi manfaat yang banyak untuk   kesihatan. Itulah sebabnya Rasulullah SAW memilih kurma berbanding   makanan lain untuk berbuka puasa. Ini tidak lain dan tidak bukan ialah   kerana kurma mempunyai kandungan yang baik untuk kesihatan.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Jika  melihat dari sudut sains pula apabila saat untuk berbuka,  organ-organ  pencernaan mula aktif dan perlu diberikan sesuatu yang  lembut. Ini akan  menyebabkan organ-organ pencernaan memulakan kerjanya  dengan  perlahan-perlahan untuk terus mencernakan makanan yang lebih  berat.  Sebagai contoh di dalam kehidupan seharian, untuk melicinkan  pergerakan  sesebuah kenderaan ianya perlu dipanaskan terlebih dahulu  sebelum  bergerak. Ianya juga bertujuan untuk memastikan hayat kenderaan  lebih  lama.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Begitu  juga dengan tubuh badan kita. Kesihatan sangat diperlukan  untuk  memudahkan melakukan ibadah bukan sahaja di bulan Ramadhan.  Seperti  kata pepatah arab berbunyi “al-aqlus salim fil jismi ssalim”  yang  bermaksud: ‘aqal yang sihat lahirnya daripada badan yang sihat’.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Kurma menghilangkan lapar dan dahaga&lt;/b&gt;&lt;br /&gt;Keadaan orang yang sedang berpuasa sangat memerlukan makanan yang   mempunyai gula yang mudah dicerna dan yang boleh menghilangkan rasa   lapar. Nutrisi makanan yang paling cepat dicerna dan sampai ke darah   adalah gula khususnya makanan yang mengandungi satu atau dua zat gula   (glukosa atau sukrosa). Ini kerana tubuh mampu menyerap dengan mudah dan   cepat zat gula hanya dalam beberapa minit. Apatah lagi jika perut   sedang kosong, seperti orang yang berpuasa ini.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Jika  kita mencari makanan yang boleh menyamai dua kandungan sekaligus   (menghilangkan lapar dan dahaga), maka kita tidak akan menjumpai   makanan yang lebih baik daripada apa yang disarankan oleh Nabi SAW.   Iaitu kurma.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Kandungan gula dalam kurma&lt;/b&gt;&lt;br /&gt;Berdasarkan kajian yang dibuat, menyatakan bahawa satu bahagian kurma   yang dimakan menyamai 86-87% beratnya mengandungi 20-24% air, 70-75%   gula, 2-3% protein. Manakala mengandungi hanya 8.5% serat. Berdasarkan   penelitian, juga ditemui bahawa ruthab (kurma segar) mengandungi 65-70%   air berdasarkan berat bersihnya, 24-58% zat gula, 1.2-2% protein dan   2.5% serat.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Di petik dari:http://islam.sukeri.com &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-4029422905891365094?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/4029422905891365094/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/06/berpuasa-banyak-hikmahnyaselamat.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/4029422905891365094'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/4029422905891365094'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/06/berpuasa-banyak-hikmahnyaselamat.html' title='Berpuasa Banyak hikmahnya..Selamat Menjalani Ibadah Puasa'/><author><name>cikgu SAKTI</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-5526196125682766572.post-7707288080158573835</id><published>2011-06-27T09:23:00.001+08:00</published><updated>2011-06-27T10:29:47.751+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>Perkembangan Teknologi Pengimejan Dalam Perubatan</title><content type='html'>&lt;div class="post-meta"&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a class="post-comms" href="http://www.majalahsains.com/2011/03/perkembangan-teknologi-pengimejan-dalam-perubatan/#comments"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.majalahsains.com/wp-content/uploads/2011/03/X-Ray2.jpg"&gt;&lt;img alt="" class="aligncenter size-medium wp-image-2790" height="227" src="http://www.majalahsains.com/wp-content/uploads/2011/03/X-Ray2-300x227.jpg" title="X-Ray2" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Oleh : Ashrani Aizuddin Abd. Rahni&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: 12px;"&gt;&lt;b&gt;University of Surrey, UK&lt;/b&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Ramai yang  mengetahui secara umum alat pengimejan bioperubatan (biomedical imaging)  dan mungkin pernah melalui prosedur yang menggunakan alat tersebut  seperti imbasan &lt;b&gt;Sinar-X&lt;/b&gt; dan juga &lt;i&gt;ultrasound&lt;/i&gt;. Namun  mungkin tak ramai yang mengetahui dengan mendalam tahap teknologi yang  membolehkan alat tersebut berfungsi, manfaat yang diperolehi daripadanya  serta perkembangan peralatan &amp;nbsp;sedemikian yang merupakan gabungan  pelbagai disiplin bidang sains dan teknologi dalam penciptaannya. Dalam  artikel ini saya akan menjelaskan secara ringkas tentang teknologi  pengimejan dalam perubatan, yang lazimnya disebut sebagai &lt;a href="http://en.wikipedia.org/wiki/Radiology"&gt;radiologi&lt;/a&gt;.  Istilah radiologi digunakan disebabkan teknologi ini melibatkan  penggunaan radiasi. Walaubagaimanapun tidak &amp;nbsp;semua radiasi bersifat  mengion seperti Sinar-X. Contohnya seperti radiasi ultrasound dan &lt;b&gt;&lt;i&gt;Magnetic Resonance Imaging (MRI)&lt;/i&gt;&lt;/b&gt; yang tidak bersifat mengion.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="color: red;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Diagnosis Secara Kurang Invasif&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Antara  manfaat umum terbesar pengimejan perubatan adalah membolehkan diagnosis  dilakukan tanpa sebarang prosedur yang memerlukan pembedahan. Sebelum  adanya teknologi tersebut, diagnosis hanya dapat dibuat secara tidak  langsung melalui gejala atau &amp;nbsp;simptom penyakit ataupun melalui biopsi  (analisis sampel daripada badan). Kadangkala situasi keadaan badan yang  tidak normal hanya diketahui setelah melalui sesuatu pembedahan.  Diagnosis sedemikian masih wujud dan masih digunakan, namun pengimejan  bioperubatan membolehkan penyakit kronik seperti kanser diketahui lebih  awal.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Sinar-X Pencetus Revolusi&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Pengimejan bioperubatan moden boleh dikatakan bermula dengan penemuan Sinar-X oleh &lt;b&gt;W. C. Roentgen&lt;/b&gt; pada tahun 1895 (Sinar-X juga dinamakan &lt;b&gt;Sinar Roentgen&lt;/b&gt;).  Sinar-X adalah gelombang elektromagnet yang mempunyai panjang gelombang  antara 0.01 hingga 10 nanometer (nm) dan tenaga antara 120 voltan  elektron (eV) hingga 120 (keV). Maka dari segi panjang gelombang ia  berada antara &lt;b&gt;Sinar Gamma&lt;/b&gt; yang lebih bertenaga dan &lt;b&gt;Sinar Ultraungu (UV)&lt;/b&gt;. Penemuan ini melayakkan Roentgen menerima &lt;b&gt;Hadiah Nobel&lt;/b&gt; pertama dalam bidang fizik pada tahun 1901.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Sinar-X yang  digunakan untuk tujuan pengimejan bioperubatan adalah sinar ’berkekuatan  tinggi’ yang mempunyai tenaga antara 12 hingga 120 keV. Pengimejan  Sinar-X lazimnya dibuat dengan satu sumber sinaran dan pengesan terdiri  daripada filem foto, sintilator ataupun yang terkini diod semikonduktor.  Bahagian badan yang lebih tumpat seperti tulang akan kelihatan lebih  cerah kerana lebih menyerap Sinar-X sebaliknya bahagian yang kurang  tumpat seperti otot, lemak dan udara akan kelihatan gelap. Proses ini  juga disebut sebagai &lt;b&gt;radiografi unjuran&lt;/b&gt; kerana imej tulang dan organ akan bertindih antara satu sama lain.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Variasi pada radiografi adalah &lt;b&gt;flouroskopi&lt;/b&gt; di mana imej unjuran dibentuk pada pengesan yang terdiri daripada paparan &lt;i&gt;flourescent&lt;/i&gt;.  Proses ini ditemui oleh Roentgen pada 8 November 1895. Imej akan  sentiasa terbentuk maka ia seolah-olah adalah suatu ‘wayang’ Sinar-X.  Seterusnya &lt;b&gt;Thomas Edison&lt;/b&gt; mencipta flouroskop pertama yang dipasarkan. Penciptaan kamera TV menggantikan paparan &lt;i&gt;flourescent&lt;/i&gt; pada tahun 1950-an. Flouroskop terkini menggunakan kamera video berasaskan &lt;b&gt;&lt;i&gt;Charge Couple Device&lt;/i&gt; (CCD)&lt;/b&gt;  dan membolehkan imej dimanipulasi secara digital. Flouroskopi biasanya  digunakan bersama ejen kontras untuk melihat bahan tersebut dibawa di  dalam badan. Prinsip sama juga digunakan di dalam &lt;b&gt;angiografi&lt;/b&gt; di mana satu &lt;b&gt;kateter (catheter)&lt;/b&gt; halus dimasukkan ke dalam saluran darah, bagi mengesan saluran darah menggunakan Sinar-X.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.majalahsains.com/wp-content/uploads/2011/03/proses-pengimejan-menggunakan-sinar-x.jpg"&gt;&lt;img alt="" class="aligncenter size-full wp-image-2483" height="201" src="http://www.majalahsains.com/wp-content/uploads/2011/03/proses-pengimejan-menggunakan-sinar-x.jpg" title="proses pengimejan menggunakan sinar-x" width="253" /&gt; &lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Proses pengimejan Sinar-X &lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.majalahsains.com/wp-content/uploads/2011/03/X-Ray1.jpg"&gt;&lt;img alt="" class="aligncenter size-medium wp-image-2789" height="300" src="http://www.majalahsains.com/wp-content/uploads/2011/03/X-Ray1-289x300.jpg" title="X-Ray1" width="289" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Contoh imej Sinar X&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.majalahsains.com/wp-content/uploads/2011/03/angiogram-menunjukkan-saluran-darah-di-sekitar-otak.jpg"&gt;&lt;img alt="" class="aligncenter size-full wp-image-2487" height="270" src="http://www.majalahsains.com/wp-content/uploads/2011/03/angiogram-menunjukkan-saluran-darah-di-sekitar-otak.jpg" title="angiogram menunjukkan saluran darah di sekitar otak" width="250" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Angiogram menunjukkan saluran darah di sekitar otak&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Pengimejan Fungsi Badan&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Pengimejan  berasaskan Sinar-X hanya menghasilkan imej yang menyifatkan tubuh badan  dari segi struktur. Pengesan Sinar-X memberi maklumat dos Sinar-X yang  diserap oleh tisu-tisu berbeza di dalam badan. Ada kemungkinan adanya  tisu yang berfungsi secara berbeza tetapi kelihatan sama dalam imej  Sinar-X. Jika ada tisu yang berfungsi secara luar biasa akibat penyakit,  maka adalah perbezaan ini dapat dikesan. Ini adalah tujuan utama  pengimejan perubatan nuklear, iaitu untuk membentuk imej dimana tisu  yang berbeza fungsi dapat dikenal pasti.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Radionuklida Buatan Pencetus Perubatan Nuklear&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Perubatan  nuklear melibatkan sumbangan daripada saintis dalam pelbagai bidang yang  terdiri daripada pakar-pakar dalam bidang fizik, kimia, kejuruteraan  dan perubatan. Bidang perubatan berasaskan teknologi nuklear boleh  dikatakan bermula dengan penemuan dan hipotesis bahawa bahan seperti  aluminium boleh diubah supaya ia membebaskan radiasi. Ia dinamakan &lt;b&gt;radionuklida buatan (artificial radionucleid)&lt;/b&gt; dan penemuan ini diterbitkan oleh pasangan &lt;b&gt;Frederic&lt;/b&gt; dan &lt;b&gt;Irene Joliot-Curie&lt;/b&gt; pada bulan Februari 1934 dalam penerbitan jurnal terkenal iaitu &lt;b&gt;Nature&lt;/b&gt;. Mereka mendapat inspirasi dari kajian terdahulu yang dimulakan oleh Roentgen, &lt;b&gt;H. Becquerel&lt;/b&gt; dan ibu-bapa Irene sendiri iaitu pasangan &lt;b&gt;Pierre&lt;/b&gt; dan &lt;b&gt;Irene Curie&lt;/b&gt;.  Becquerel dan pasangan Curie telah menerima hadiah Nobel dalam bidang  fizik pada tahun 1903. Pasangan Joliot-Curie mengulangi pencapaian  ibu-bapa dan mertua dengan penerimaan hadiah Nobel dalam bidang kimia  pada tahun 1935 atas penemuan radionuklida buatan tersebut.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Konsep Perubatan Nuklear&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Berbeza  dengan pengimejan Sinar-X, di dalam perubatan nuklear, sumber radiasi  adalah suatu radionuklida yang disuntikkan kedalam badan. Tisu yang  aktif akan menyerap radionuklida tersebut seterusnya membebaskan Sinar  Gamma. Detik-detik pembebasan Sinar Gamma ini akan dikesan dengan lebih  teliti berbanding pengesan dalam mesin Sinar-X. Ini kerana jumlah  sinaran yang dibebaskan pada satu-satu masa adalah jauh lebih sedikit.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Antara radionuklida yang terawal digunakan adalah &lt;b&gt;&lt;i&gt;&lt;a href="http://en.wikipedia.org/wiki/Iodine-131"&gt;iodin-131&lt;/a&gt;&lt;/i&gt;&lt;/b&gt;. Ia telah dipopularkan oleh sebuah rencana dalam &lt;b&gt;Jurnal Persatuan Perubatan Amerika&lt;/b&gt; pada 7 Disember 1946 tentang rawatan metastasis kanser kelenjar tiroid pada seorang pesakit. Seterusnya &lt;b&gt;&lt;i&gt;technetium-99m&lt;/i&gt;&lt;/b&gt;  yang ditemui pada tahun 1937 mula dipopularkan pada tahun 1960-an dan  menjadi radionuklida yang paling banyak digunakan dalam perubatan  nuklear sehingga hari ini. Seperti radiografi unjuran menggunakan  Sinar-X, dalam pengimejan perubatan nuklear terdapat sebuah pengesan  yang dipanggil kamera sintilasi/gamma. Kamera gamma tercipta pada tahun  1960-an oleh &lt;a href="http://en.wikipedia.org/wiki/Hal_Anger"&gt;H. Anger&lt;/a&gt;, yang membawa kepada nama alternatifnya sebagai kamera Anger. Proses pembentukan imej ini dinamakan sebagai sintigrafi (&lt;i&gt;scintigraphy&lt;/i&gt;). Ia juga merupakan imej unjuran, maka imej tisu-tisu yang menyerap radionuklida akan bertindih antara satu sama lain.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.majalahsains.com/wp-content/uploads/2011/03/sintigraf-kelenjar-tiroid-menggunakan-iodin-123.jpg"&gt;&lt;img alt="" class="aligncenter size-full wp-image-2488" height="215" src="http://www.majalahsains.com/wp-content/uploads/2011/03/sintigraf-kelenjar-tiroid-menggunakan-iodin-123.jpg" title="sintigraf kelenjar tiroid menggunakan iodin-123" width="220" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Sintigraf kalenjar tiroid menggunak iodin-123&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="color: red;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Pengimejan 3 Dimensi&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Radiografi  dan sintigrafi seperti yang dijelaskan sebelum ini adalah merupakan  pengimejan dua dimensi, di mana unjuran dibuat ke atas satu satah.  Seperti yang diperkatakan, imej yang diambil akan bertindih di dalam  dimensi ketiga (lazimnya daripada depan ke belakang badan). Untuk  membolehkan imej badan dihasilkan dengan lebih jelas, ia perlu dibuat  dalam 3 dimensi, dan ia boleh dilakukan dengan proses yang dinamakan  tomografi.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Tomografi Terhitung (Computed Tomography)&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Dalam &lt;b&gt;Tomografi Sinar-X&lt;/b&gt;,  pasangan sumber dan pengesan Sinar-X berputar dalam bulatan sekeliling  pesakit. Melalui pemprosesan Sinar-X yang dikesan, imej badan pada satah  bulatan tersebut dapat dihasilkan. Apabila satah-satah berlainan  disusun, suatu imej 3 dimensi dapat dibentuk.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Pemprosesan  yang diperlukan dalam tomografi telah dapat dilakukan dengan lebih mudah  sejak munculnya komputer pada tahun 1960-1970 dan ini membawa kepada  penamaan proses ini sebagai tomografi terhitung (&lt;i&gt;&lt;b&gt;computed tomography&lt;/b&gt;&lt;/i&gt;&lt;b&gt; – CT&lt;/b&gt;). Teori asas CT telah diterbitkan oleh &lt;b&gt;A. M. Cormack&lt;/b&gt;, seorang &lt;b&gt;ahli fizik zarah&lt;/b&gt; pada tahun 1963 (sebenarnya asas matematik tomografi telah dibuat oleh &lt;b&gt;J. Radon&lt;/b&gt; pada tahun 1917 tetapi hanya dikembangkan oleh Cormack pada tahun 1972). Aplikasi teori tersebut dibuat oleh &lt;b&gt;G. Hounsfield&lt;/b&gt;, seorang jurutera. Ciptaannya membolehkan imbasan CT pertama dibuat di &lt;b&gt;Hospital Atkinson Morley&lt;/b&gt;  di London pada 1 Oktober 1971 keatas seorang pesakit yang mempunyaan  ketumbuhan di otak. Hounsfield seterusnya mencipta mesin CT yang dapat  mengimbas keseluruhan badan seseorang pesakit. Usahasama Cormack dan  Housfield melayakkan mereka menerima hadiah Nobel dalam bidang  fisiologi/perubatan pada tahun 1979. Sehingga kini, keamatan atau  intensiti imej CT diukur dalam unit &lt;i&gt;Hounsfield&lt;/i&gt;, sempena pencipta teknologi tersebut.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.majalahsains.com/wp-content/uploads/2011/03/pengimejan-menggunakan-tomografi.gif"&gt;&lt;img alt="" class="aligncenter size-full wp-image-2489" height="176" src="http://www.majalahsains.com/wp-content/uploads/2011/03/pengimejan-menggunakan-tomografi.gif" title="pengimejan menggunakan tomografi" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Pengimejan menggunakan tomografi&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.majalahsains.com/wp-content/uploads/2011/03/imej-pada-satah-bulatan-setelah-diproses.jpg"&gt;&lt;img alt="" class="aligncenter size-full wp-image-2490" height="123" src="http://www.majalahsains.com/wp-content/uploads/2011/03/imej-pada-satah-bulatan-setelah-diproses.jpg" title="imej pada satah bulatan setelah diproses" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Imej pada satah bulatan selepas diproses&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Single Photon Emmision Computed Tomography (SPECT)&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Di dalam bidang perubatan nuklear, tomografi turut digunakan oleh &lt;b&gt;D.E. Kuhl&lt;/b&gt;  pada tahun 1960-an untuk membentuk imej. Dengan memutarkan sebuah  pengesan (yang sama &amp;nbsp;dengan kamera gamma) dalam bulatan sekitar pesakit,  imej badan pada satah bulatan tersebut dapat dibentuk dan seterusnya  satah-satah berlainan disusun untuk membentuk imej 3 dimensi. Ini  dinamakan &lt;b&gt;Tomografi Terhitung Pembebasan Foton Tunggal (&lt;i&gt;single photon emission computed tomography&lt;/i&gt; – SPECT).&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.majalahsains.com/wp-content/uploads/2011/03/SPECT.jpg"&gt;&lt;img alt="" class="aligncenter size-medium wp-image-2491" height="225" src="http://www.majalahsains.com/wp-content/uploads/2011/03/SPECT-300x225.jpg" title="SPECT" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;SPECT&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Positron Emmision Tomography (PET)&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Pada masa  yang sama, Kuhl turut menggunakan radionuklida yang membebaskan positron  (anti-zarah kepada elektron). Apabila positron bertemu dengan elektron,  ia akan membentuk &lt;b&gt;&lt;a href="http://en.wikipedia.org/wiki/Positronium"&gt;positronium&lt;/a&gt;&lt;/b&gt;  sementara dalam suatu tempoh, sebelum kedua-duanya akan saling memusnah  atau membinasa antara satu sama lain. Pembinasaan ini membebaskan dua  foton sinar gamma pada arah yang bertentangan antara satu sama lain.  Kedua-dua foton ini akan dikesan oleh dua pengesan yang bertentangan  pada bulatan sekitar pesakit. Seterusnya pemprosesan secara tomografi  dibuat untuk membentuk imej. Walau bagaimanapun, disebabkan adanya dua  sinar gamma dibebaskan pada arah bertentangan daripada satu-satu lokasi,  penganggaran lokasi tisu yang menyerap radionuklida tersebut adalah  lebih jitu berbanding dengan SPECT. Kaedah ini dinamakan &lt;b&gt;Tomografi Pembebasan Positron (&lt;i&gt;positron emission tomography&lt;/i&gt; – PET).&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.majalahsains.com/wp-content/uploads/2011/03/PET.jpg"&gt;&lt;img alt="" class="aligncenter size-medium wp-image-2492" height="201" src="http://www.majalahsains.com/wp-content/uploads/2011/03/PET-300x201.jpg" title="PET" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;PET&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Penutup&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Rencana  ringkas ini memberikan penjelasan sepintas lalu tentang perkembangan  pengimejan bioperubatan merentasi jangka masa hampir seabad bermula  dengan penemuan Sinar-X pada hujung abad ke-19 hingga tahun 1970-an.  Dekad tersebut juga menjadi satu titik penting dalam perkembanga kaedah  pengimejan moden iaitu &lt;b&gt;Magnetic Resonance Imaging (MRI)&lt;/b&gt;. Sonografi diagnostik (&lt;i&gt;ultrasound&lt;/i&gt;)  juga sudah makin meluas di pasaran pada dekat itu. Kedua-dua kaedah  pengimejan ini berbeza daripada pengimejan berasaskan sinar-X dan  pengimejan nuklear dimana MRI dan sonografi tidak menggunakan radiasi  mengion. InsyaAllah dalam siri rencana akan datang saya akan menyelami  kedua-dua kaedah pengimejan tersebut di samping perkembangan pengimejan  pelbagai modaliti yang menggabungkan lebih daripada satu kaedah  pengimejan bioperubatan.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="color: red;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;Catatan &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: lime;"&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;:&lt;/span&gt;&lt;span style="color: maroon;"&gt;// Penulis merupakan pensyarah di Jabatan Elektrik, Elektronik dan Sistem (JKEES), &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="color: maroon;"&gt;&lt;b&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Fakulti Kejuruteraan UKM yang kini sedang melanjutkan pengajian di peringkat PhD di University of Surrey, United Kingdom&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;credit:MajalahSains.com  &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/5526196125682766572-7707288080158573835?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/7707288080158573835/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/06/perkembangan-teknologi-pengimejan-dalam.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/7707288080158573835'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/7707288080158573835'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/06/perkembangan-teknologi-pengimejan-dalam.html' title='Perkembangan Teknologi Pengimejan Dalam Perubatan'/><author><name>cikgu SAKTI</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-5526196125682766572.post-1823060841301015869</id><published>2011-06-09T21:09:00.000+08:00</published><updated>2011-06-09T21:09:36.503+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>Misteri Golden Ratio</title><content type='html'>&lt;h3 class="post-title entry-title"&gt; &lt;a href="http://azansubuhkhamis.blogspot.com/2010/12/misteri-golden-ratio.html"&gt;&lt;/a&gt; &lt;/h3&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Golden  Ratio ini adalah suatu ratio di mana nilai ratio jumlah 2 kuantiti  kepada kuantiti yang lebih besar adalah sama dengan nilai ratio kuantiti  yang lebih besar itu kepada kuantiti yang lebih kecil. Rajah di bawah  ini mungkin membantu untuk senang difahami.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://upload.wikimedia.org/wikipedia/commons/thumb/4/44/Golden_ratio_line.svg/225px-Golden_ratio_line.svg.png"&gt;&lt;img alt="" border="0" src="http://upload.wikimedia.org/wikipedia/commons/thumb/4/44/Golden_ratio_line.svg/225px-Golden_ratio_line.svg.png" style="cursor: pointer; display: block; height: 130px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 225px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Ratio ini menghasilkan satu nilai konstan iaitu 1:1.6180339887.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Golden Ratio ini juga dikenali juga dengan nama lain seperti &lt;i&gt;extreme  and mean ratio, medial section, divine proportion, divine section  (Latin: sectio divina), golden proportion, golden cut, golden number, &lt;/i&gt;dan&lt;i&gt; mean of Phidias&lt;/i&gt;. Ia diwakilkan dengan simbol Greek phi, iaitu (φ).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Nombor Fibonacci&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 233, 377, 610, 987, 1597, 2584, …&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Golden Ratio ini juga dapat diperhatikan dalam nombor Fibonacci seperti yang tertera di atas.&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;233 / 144 = 1.618&lt;/div&gt;&lt;div style="text-align: center;"&gt;377 / 233 = 1.618&lt;/div&gt;&lt;div style="text-align: center;"&gt;610 / 377 = 1.618&lt;/div&gt;&lt;div style="text-align: center;"&gt;987 / 610 = 1.618&lt;/div&gt;&lt;div style="text-align: center;"&gt;1597 / 987 = 1.618&lt;/div&gt;&lt;div style="text-align: center;"&gt;2584 / 1597 = 1.618&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Apabila kita membahagikan sesuatu nombor dengan nombor sebelumnya, maka kita akan mendapat hasil 1.618.&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Golden Ratio dan Kita&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sama  ada kita perasan atau tidak, Allah sebenarnya menjadikan manusia dan  makhluk-makhlukNya yang lain dalam Golden Ratio ini. Lihatlah  gambar-gambar ini semua.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://2.bp.blogspot.com/_1dv0WZAtX-8/TQ-bJLJUPzI/AAAAAAAAB00/MZZKlC8Gbkw/s1600/golden_ratio01.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5552827447484104498" src="http://2.bp.blogspot.com/_1dv0WZAtX-8/TQ-bJLJUPzI/AAAAAAAAB00/MZZKlC8Gbkw/s320/golden_ratio01.jpg" style="cursor: pointer; display: block; height: 257px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 320px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span"&gt;Golden Ratio dapat diperhatikan dalam anggota badan &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://4.bp.blogspot.com/_1dv0WZAtX-8/TQ-aWsoA6gI/AAAAAAAAB0s/gxOsEDDoZio/s1600/face-phi.png"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5552826580297902594" src="http://4.bp.blogspot.com/_1dv0WZAtX-8/TQ-aWsoA6gI/AAAAAAAAB0s/gxOsEDDoZio/s200/face-phi.png" style="cursor: pointer; display: block; height: 200px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 200px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span"&gt;Golden Ratio pada muka&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.goldennumber.net/images/ear-spiral.jpg"&gt;&lt;img alt="" border="0" src="http://www.goldennumber.net/images/ear-spiral.jpg" style="cursor: pointer; display: block; height: 180px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 120px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span"&gt;Golden Ratio pada telinga&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://3.bp.blogspot.com/_1dv0WZAtX-8/TRDkqd2zPdI/AAAAAAAAB1k/sLHGt2gkzqw/s1600/teeth.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5553189758767939026" src="http://3.bp.blogspot.com/_1dv0WZAtX-8/TRDkqd2zPdI/AAAAAAAAB1k/sLHGt2gkzqw/s400/teeth.jpg" style="cursor: pointer; display: block; height: 130px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 253px;" /&gt;&lt;/a&gt;&lt;span class="Apple-style-span"&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Golden Ratio pada gigi.&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_1dv0WZAtX-8/TRA2k6FMF-I/AAAAAAAAB1M/GUP4Ikfc9bM/s1600/golden.ratio.png"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5552998348242032610" src="http://2.bp.blogspot.com/_1dv0WZAtX-8/TRA2k6FMF-I/AAAAAAAAB1M/GUP4Ikfc9bM/s400/golden.ratio.png" style="cursor: pointer; display: block; height: 400px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 354px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Pada burung, semut, bunga, ECG dan lain-lain...&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/_1dv0WZAtX-8/TRDpn8kR-OI/AAAAAAAAB1s/G_MSdxuRsec/s1600/dna-b.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5553195213030291682" src="http://3.bp.blogspot.com/_1dv0WZAtX-8/TRDpn8kR-OI/AAAAAAAAB1s/G_MSdxuRsec/s400/dna-b.gif" style="cursor: pointer; display: block; height: 299px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 190px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Pada DNA&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://1.bp.blogspot.com/_1dv0WZAtX-8/TRC8zfqJWbI/AAAAAAAAB1c/Nia0PMcnscI/s1600/altinoran5%25281%2529.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5553145933405444530" src="http://1.bp.blogspot.com/_1dv0WZAtX-8/TRC8zfqJWbI/AAAAAAAAB1c/Nia0PMcnscI/s320/altinoran5%25281%2529.jpg" style="cursor: pointer; display: block; height: 320px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 250px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Pada broccoli&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://1.bp.blogspot.com/_1dv0WZAtX-8/TRC8zEqeGNI/AAAAAAAAB1U/p8sLPcEj9Ss/s1600/altinoran2.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5553145926159046866" src="http://1.bp.blogspot.com/_1dv0WZAtX-8/TRC8zEqeGNI/AAAAAAAAB1U/p8sLPcEj9Ss/s320/altinoran2.jpg" style="cursor: pointer; display: block; height: 320px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 224px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Pada pine cones&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Lihatlah,  Allah menjadikan banyak makhluknya dalam Golden Ratio, di mana di sana  letaknya nilai kecantikan. Sesungguhnya Allah sangat suka pada  kecantikan. Maka bersyukurlah kepada Allah kerana kita dijadikan cantik  sekali.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Dan berdasarkan kecantikan Golden Ratio inilah Leonardo Da Vinci menghasilkan potret Mona Lisa...&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/_1dv0WZAtX-8/TRD1Bh6ZeVI/AAAAAAAAB18/k4R6VTX8MMQ/s1600/GoldenSectionDemo.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5553207747179805010" src="http://2.bp.blogspot.com/_1dv0WZAtX-8/TRD1Bh6ZeVI/AAAAAAAAB18/k4R6VTX8MMQ/s320/GoldenSectionDemo.jpg" style="cursor: hand; cursor: pointer; display: block; height: 320px; margin: 0px auto 10px; text-align: center; width: 210px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Serta seni bina juga dihasilkan mengikut Golden Ratio...&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://1.bp.blogspot.com/_1dv0WZAtX-8/TRD2Kd4drKI/AAAAAAAAB2M/XjI5a9fq6WA/s1600/fibonacci-design-pyramid2.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5553209000228400290" src="http://1.bp.blogspot.com/_1dv0WZAtX-8/TRD2Kd4drKI/AAAAAAAAB2M/XjI5a9fq6WA/s320/fibonacci-design-pyramid2.jpg" style="cursor: hand; cursor: pointer; display: block; height: 256px; margin: 0px auto 10px; text-align: center; width: 320px;" /&gt;&lt;/a&gt;&lt;b&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;Piramid...&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/b&gt;&lt;a href="http://2.bp.blogspot.com/_1dv0WZAtX-8/TRD2J5ksxqI/AAAAAAAAB2E/7l0nMq_NOa8/s1600/golden-parthenon.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5553208990481827490" src="http://2.bp.blogspot.com/_1dv0WZAtX-8/TRD2J5ksxqI/AAAAAAAAB2E/7l0nMq_NOa8/s320/golden-parthenon.jpg" style="cursor: hand; cursor: pointer; display: block; height: 199px; margin: 0px auto 10px; text-align: center; width: 320px;" /&gt;&lt;/a&gt;&lt;b&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-weight: normal;"&gt;&lt;b&gt;Golden Parthenon...&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Golden Ratio dan Makkah&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Paling menarik, Kota Suci umat Islam, Makkah berada pada titik Golden Ratio dunia! Lihat gambar di bawah.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/_1dv0WZAtX-8/TRDtXIdD5TI/AAAAAAAAB10/CzDVhA38De4/s1600/2.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5553199322209969458" src="http://2.bp.blogspot.com/_1dv0WZAtX-8/TRDtXIdD5TI/AAAAAAAAB10/CzDVhA38De4/s400/2.gif" style="cursor: hand; cursor: pointer; display: block; height: 600px; margin: 0px auto 10px; text-align: center; width: 280px;" /&gt;&lt;/a&gt;Dan yang bertambah menarik ialah terdapat suatu ayat al Quran dalam surah Ali Imran yang berbunyi;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;إِنَّ أَوَّلَ بَيْتٍ وُضِعَ لِلنَّاسِ لَلَّذِي بِبَكَّةَ مُبَارَكًا وَهُدًى لِّلْعَالَمِينَ&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"&gt;‎"Sesungguhnya  rumah (ibadah) pertama yang dibangun untuk manusia, ialah (Baitullah)  di Mekkah yang diberkahi dan menjadi petunjuk bagi seluruh alam" (3:96)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Jika  kita mengira jumlah huruf dalam ayat ini ialah sebanyak 47 huruf (huruf  syaddah dikira sebagai 2). Apabila kita mengira nilai Golden Ratio  daripada nilai 47, ia jatuh pada kalimah Makkah.&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;47/ 1.618= 29.0&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ini bertepatan dengan jumlah huruf dari awal hingga perkataan  بِبَكَّةَ  adalah sebanyak 29.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Subhanallah!!&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sumber:http://azansubuhkhamis.blogspot.com &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-1823060841301015869?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/1823060841301015869/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/06/misteri-golden-ratio.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/1823060841301015869'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/1823060841301015869'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/06/misteri-golden-ratio.html' title='Misteri Golden Ratio'/><author><name>cikgu SAKTI</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://2.bp.blogspot.com/_1dv0WZAtX-8/TQ-bJLJUPzI/AAAAAAAAB00/MZZKlC8Gbkw/s72-c/golden_ratio01.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-2528616379046896486</id><published>2011-06-09T20:43:00.000+08:00</published><updated>2011-06-09T20:43:41.952+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>Keajaiban Arah Lawan Jam II</title><content type='html'>&lt;div style="text-align: justify;"&gt;Bagaimanakah anda mengacau makanan atau minuman? Menggunakan arah jam atau arah lawan jam?&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Berpandukan  sunnah Rasulullah, baginda sentiasa mengacau dengan menggunakan arah  lawan jam. Tentu ada hikmah tersirat di sebalik perbuatan Rasulullah  yang mulia. Mari kita soroti, mudah-mudahan Allah memberi kita petunjuk.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Lihat semua pergerakan ini:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://1.bp.blogspot.com/_1dv0WZAtX-8/TPgk4tw8G2I/AAAAAAAABxM/hKjNZm4-0XU/s1600/biology5.1.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5546223497882901346" src="http://1.bp.blogspot.com/_1dv0WZAtX-8/TPgk4tw8G2I/AAAAAAAABxM/hKjNZm4-0XU/s200/biology5.1.jpg" style="cursor: hand; cursor: pointer; display: block; height: 186px; margin: 0px auto 10px; text-align: center; width: 200px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;&lt;b&gt;Pada  struktur atom, terdapat electrons yg merupakan satu-satunya objek yang  bergerak dalam atom. Ia mengandungi cas negatif dan berputar mengelingi  nucleus dlm kedudukan arah lawan jam.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://3.bp.blogspot.com/_1dv0WZAtX-8/TPf_OFhFA9I/AAAAAAAABws/s7k73kwIt74/s1600/cyto.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5546182083594224594" src="http://3.bp.blogspot.com/_1dv0WZAtX-8/TPf_OFhFA9I/AAAAAAAABws/s7k73kwIt74/s320/cyto.jpg" style="cursor: pointer; display: block; height: 240px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 320px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;Pergerakan cytoplasm di dalam sel adalah mengikut arah lawan jam.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;a href="http://sheriffwatches.com/images/orbit1.gif"&gt;&lt;img alt="" border="0" src="http://sheriffwatches.com/images/orbit1.gif" style="cursor: pointer; display: block; height: 80px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 80px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;&lt;b&gt;Bumi dan bulan berputar pada paksinya juga mengikut arah lawan jam.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;a href="http://sheriffwatches.com/images/orbit.gif"&gt;&lt;img alt="" border="0" src="http://sheriffwatches.com/images/orbit.gif" style="cursor: pointer; display: block; height: 210px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 420px;" /&gt;&lt;/a&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Begitu juga peredaran bulan beredar mengelilingi bumi, dan bumi beredar mengelilingi matahari,  mengikut arah lawan jam.&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://1.bp.blogspot.com/_1dv0WZAtX-8/TPgCs2anKyI/AAAAAAAABw0/fjJkdumpBug/s1600/sun_planets0.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5546185910651398946" src="http://1.bp.blogspot.com/_1dv0WZAtX-8/TPgCs2anKyI/AAAAAAAABw0/fjJkdumpBug/s320/sun_planets0.gif" style="cursor: pointer; display: block; height: 256px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 320px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;Planet-planet di angkasa juga mengelilingi Matahari dalam gerakan arah lawan jam.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://4.bp.blogspot.com/_1dv0WZAtX-8/TPgDCZ5MQRI/AAAAAAAABw8/8M53SElKw28/s1600/article-1096360-00530FDC00000258-702_468x373.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5546186280952152338" src="http://4.bp.blogspot.com/_1dv0WZAtX-8/TPgDCZ5MQRI/AAAAAAAABw8/8M53SElKw28/s320/article-1096360-00530FDC00000258-702_468x373.jpg" style="cursor: pointer; display: block; height: 255px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 320px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;Matahari berputar pada paksinya juga mengikut arah lawan jam.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://2.bp.blogspot.com/_1dv0WZAtX-8/TPgD847443I/AAAAAAAABxE/gJmG3kNB_FM/s1600/galaksi-bima-sakti.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5546187285717377906" src="http://2.bp.blogspot.com/_1dv0WZAtX-8/TPgD847443I/AAAAAAAABxE/gJmG3kNB_FM/s320/galaksi-bima-sakti.jpg" style="cursor: pointer; display: block; height: 240px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 320px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;Tidak dilupakan, galaksi juga bergerak mengikut arah lawan  jam.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Lihat pula syarat tawaf dalam ibadah haji, harus mengikut arah lawan jam.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;a href="http://sheriffwatches.com/images/kabamoving.gif"&gt;&lt;img alt="" border="0" src="http://sheriffwatches.com/images/kabamoving.gif" style="cursor: pointer; display: block; height: 118px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: justify; width: 160px;" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;Tawaf dalam ibadah haji, dilakukan mengikut arah lawan jam. &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Mengikut artikel "Rahsia Kaabah" yang saya baca di &lt;a href="http://annunaki.wordpress.com/2010/04/20/rahasia-kabah/"&gt;sini&lt;/a&gt;,  dijelaskan bahawa antara faktor-faktor yang menyebabkan pusaran tenaga  sangat besar di Kaabah dan mengapa berdoa di Multazam sangat mustajab  ialah kerana &lt;b&gt;arah tawaf mengikut arah lawan jam.&lt;/b&gt; Bagaimana?&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Hukum Tangan Kanan (Right Hand Rule)&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Ar_TegSwGxE/TfC98RYnGFI/AAAAAAAAAyA/LIZ96aJ794c/s1600/right_hand_grip_rule_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-Ar_TegSwGxE/TfC98RYnGFI/AAAAAAAAAyA/LIZ96aJ794c/s1600/right_hand_grip_rule_1.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;Hukum Tangan Kanan&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Dalam  fizik, Hukum Tangan Kanan (Right Hand Rule) menerangkan bahawa jika ada  sebatang konduktor yang di kelililingi oleh arus yang mengalir mengikut  &lt;b&gt;arah lawan jam&lt;/b&gt;, maka akan terhasil suatu daya elektromagnetik yang menghala ke atas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ketika  jutaan orang sedang bertawaf mengelilingi Kaabah, hal ini seperti ada  suatu arus elektrik yang besar, terjana daripada bio electrons dalam  tubuh manusia, bergerak mengikut &lt;b&gt;arah lawan jam&lt;/b&gt; yang mengelilingi Kaabah. Hasilnya ialah gelombang elektromagnetik yang keluar dari Kaabah.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Jadi  dari situlah rahsia mengapa apabila kita berdoa di Multazam sangat  mustajab. Ini kerana tenaga dari doa kita menumpang gelombang  elektromagnetik yang keluar dari Kaabah. Maka kekuatan doa kita menjadi  berlipat kali ganda.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Dalam  persoalan mengacau makanan dan minuman mengikut arah lawan jam, saya  pernah terbaca bahawa pakar metafizik mengatakan bahawa cara kacau air  mengikut arah lawan jam dapat menghasilkan tenaga positif. Mungkin ia  menggunakan prinsip yang sama, berpandukan Hukum Tangan Kanan. Sebab  itulah banyak terapi melalui minuman selalunya mempunyai arahan supaya  dikacau minuman tersebut melalui lawan arah jam. Wallahu a'lam.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sumber:http://azansubuhkhamis.blogspot.com &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-2528616379046896486?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/2528616379046896486/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/06/keajaiban-arah-lawan-jam-ii.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/2528616379046896486'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/2528616379046896486'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/06/keajaiban-arah-lawan-jam-ii.html' title='Keajaiban Arah Lawan Jam II'/><author><name>cikgu SAKTI</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_1dv0WZAtX-8/TPgk4tw8G2I/AAAAAAAABxM/hKjNZm4-0XU/s72-c/biology5.1.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-7775133641648365181</id><published>2011-06-09T20:26:00.001+08:00</published><updated>2011-06-09T20:27:42.109+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>Keajaiban Arah Lawan Jam</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2&gt;Haji Suatu Ibadah Yang Unik&amp;nbsp;(Ajaib)&lt;/h2&gt;&lt;div class="postinfo"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Satu artikel yang ditulis oleh  seorang pakar masakan telah menyebutkan bahawa makanan dan minuman yang  digaul (dikacau) mengikut arah lawan putaran jam lebih cepat sebati dan  lebih berperisa. Inilah yang dinamakan putaran mengikut fitrah  sepertimana putaran zarah-zarah proton-neutron yang juga berputar  melawan pusingan jam. Dan lebih besar lagi putaran bumi mengelililing  mentari dan putaran planet di atas paksi juga melawan arah jam.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sila amati sukan olahraga balapan, dari  acara 200m sehinggalah larian jarak jauh, semuanya berlari melawan arah  putaran jam. Tahukah anda, jika ahli sukan berlari mengikut putaran jam  pada jarak yang sama, catatan masa yang diperolehi pasti tidak sebaik  ikut larian lawan arah jam tadi, kerana dia berlari ‘melawan’ FITRAH.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://isman9.files.wordpress.com/2008/12/tawaf.jpg?w=339&amp;amp;h=234" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="tawaf" border="0" class="size-full wp-image-1283 aligncenter" height="234" src="http://isman9.files.wordpress.com/2008/12/tawaf.jpg?w=339&amp;amp;h=234" title="tawaf" width="339" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;Tawaf  mengelilingi Kaabah difardhukan sebagai salah satu rukun haji dan  dilaksanakan melawan arah pusingan jam sebagai memenuhi fitrah manusia  dan alam semulajadi.&lt;/i&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Dengan memenuhi fitrah manusia, Allah  memfardhukan tawaf mengelilingi Kaabah juga mengikut arah putaran lawan  jam sebanyak 7 pusingan, iaitu sama dengan sa’i yang juga 7 kali  ulang-alik. Tujuh merupakan nombor ganjil, yang ganjil itu pilihan  Allah. Langit itu 7 lapis, bumi pula dicipta selama 7 hari.&lt;/div&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span id="more-1278"&gt;&lt;/span&gt;Ibadah haji  bermula semenjak zaman Nabi Ibrahim AS dan amalan haji yang kita lakukan  sehingga kini adalah juga amalan berupa fizikal. Dan setiap amalan itu  membawa maksud yang tersendiri sehinggalah kepada displin yang ketat  supaya rukun-rukun haji tidak dilanggar serta ada hukumannya. Hukuman  (dam) itu pula tidak boleh ditangguhkan selepas habis musim haji.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Selain keajaiban bertawaf tadi yang  memenuhi fitrah manusia, berkumpul di Arafah pula umpama gambaran awal  perkumpulan lautan manusia di Padang Mahsyar kelak, di mana tiada beza  antara golongan kaya dengan yang miskin, yang berkuasa dengan rakyat dan  sebagainya. Tiada harta ataupun pangkat yang dibawa, malah pakaian kaum  lelaki sangat daif iaitu tanpa dijahit dan tidak boleh pula menutup  kepala. Pakaian yang tidak dapat membezakan mana yang berpangkat atau  tidak. Semuanya sama di sisi Allah SWT. Fitrah manusia lahir, tetap  sama, lahirnya tanpa pakaian, tanpa pangkat, tanpa kedudukan dan yang  pasti semua dari kita akan kembali kepadaNya tanpa diiringi oleh  jurai-jurai dunia.&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="wukuf" class="size-full wp-image-1282 aligncenter" height="204" src="http://isman9.files.wordpress.com/2008/12/wukuf.jpg?w=307&amp;amp;h=204" title="wukuf" width="307" /&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;Wukuf  di Arafah menginsafkan jemaah haji suasana di Padang Mahsyar pada Hari  Kiamat kelak, di mana tiada perbezaan antara manusia dari segi rupa,  pakaian, harta, pangkat, status dan sebagainya&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;.&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Tidak sah sembelihan korban jika  dilakukan di luar bulan haji sebagai menghayati pengorbanan Nabi  Ibrahim, Nabi Ismail dan ibunya Hajar yang merelakan suaminya memenuhi  perintah Allah SWT. Mengorbankan yang dikasihi dan disukai demi perintah  yang jelas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Oleh: Dr Yusof Abbas, Timbalan YDP ISMA Cawangan Port Dickson&lt;br /&gt;Sumber: &lt;a href="http://bioibadah.blogspot.com/"&gt;Blog Dr Yusof Abbas&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-7775133641648365181?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/7775133641648365181/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/06/keajaiban-arah-lawan-jam.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/7775133641648365181'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/7775133641648365181'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/06/keajaiban-arah-lawan-jam.html' title='Keajaiban Arah Lawan Jam'/><author><name>cikgu SAKTI</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-5526196125682766572.post-6137796716139879017</id><published>2011-06-08T22:14:00.001+08:00</published><updated>2011-07-02T09:06:55.868+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Hot Topics'/><title type='text'>Hot Topics Physics SPM 2011</title><content type='html'>Setelah ditilik-tilik..ini adalah topik yang mungkin akan keluar dalam Physics SPM 2011 nanti...insyaallah...diharapkan pelajar lebih fokus kepada topik-topik ini...&lt;br /&gt;&lt;br /&gt;1.2 Measurement&lt;br /&gt;2.1 Linear Motion&lt;br /&gt;2.2 Inertia&lt;br /&gt;2.3 Momentum&lt;br /&gt;2.4 The Effect of a Force&lt;br /&gt;2.5 Impuls/Impulsive Force&lt;br /&gt;2.6 Gravity&lt;br /&gt;3.1 Pressure&lt;br /&gt;3.3 Gas and Atmospheric Pressure&lt;br /&gt;3.6 Bernoulli Principle&lt;br /&gt;4.3 Specific Latent Heat&lt;br /&gt;4.4 The Gas Laws&lt;br /&gt;5.3 Total Internal Reflection&lt;br /&gt;5.4 Lenses&lt;br /&gt;1.2 Refraction of waves&lt;br /&gt;1.3 Difraction of waves&lt;br /&gt;1.7 Electromagnetic waves&lt;br /&gt;2.4 EMF and Internal Resistance&lt;br /&gt;2.5 Electrical energy and power&lt;br /&gt;3.3 Electromagnetic induction&lt;br /&gt;3.4 DC and AC&lt;br /&gt;3.5 Transformers&lt;br /&gt;4.1 Cathode ray oscilloscope&lt;br /&gt;4.3 Transistors&lt;br /&gt;5.2 Radioisotopes&lt;br /&gt;5.4 Nuclear energy&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5526196125682766572-6137796716139879017?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/6137796716139879017/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/06/hot-topics-physics-spm-2011.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/6137796716139879017'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/6137796716139879017'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/06/hot-topics-physics-spm-2011.html' title='Hot Topics Physics SPM 2011'/><author><name>cikgu SAKTI</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>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-6735192941559413470</id><published>2011-06-06T15:40:00.001+08:00</published><updated>2011-06-29T11:33:14.793+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Berita Fizik'/><title type='text'>10 Perkara yang Perlu Anda Ketahui Tentang Tenaga Nuklear</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-vzSStLpOJSA/TeyC77odg3I/AAAAAAAAAx0/83vQKt7TB9I/s1600/nuclear+energy.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="208" src="http://4.bp.blogspot.com/-vzSStLpOJSA/TeyC77odg3I/AAAAAAAAAx0/83vQKt7TB9I/s400/nuclear+energy.gif" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;ol start="1" style="margin-top: 0in; text-align: justify;" type="1"&gt;&lt;li&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Loji tenaga  nuklear menghasilkan tenaga elektrik melalui pemanasan air untuk  menghasilkan&amp;nbsp;wap panas yang akan menggerakkan turbin. Bagi menghasilkan  wap, loji nuklear menggunakan haba yang terhasil dari penguraian bahan  radioaktif – pembelahan nukleus atom bahan radioaktif (kebiasaannya  Uranium)&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol start="2" style="margin-top: 0in; text-align: justify;" type="1"&gt;&lt;li&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Amerika  Syarikat memiliki 104 reaktor di loji nuklear yang menghasilkan 20  peratus jumlah penghasilan tenaga di seluruh negara tersebut. Pada tahun  2009, 13-14 peratus penjanaan tenaga elektrik seluruh dunia dihasilkan  menggunakan tenaga nuklear.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;ol start="3" style="margin-top: 0in; text-align: justify;" type="1"&gt;&lt;li&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Jumlah  keseluruhan reaktor tenaga nuklear peringkat komersial dianggarkan  melebihi 440 buah yang beroperasi di 30 buah negara seluruh dunia.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol start="4" style="margin-top: 0in; text-align: justify;" type="1"&gt;&lt;li&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Terdapat 62 loji nuklear yang sedang dibina di seluruh dunia pada masa ini.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol start="5" style="margin-top: 0in; text-align: justify;" type="1"&gt;&lt;li&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Bencana loji  tenaga nuklear berlaku apabila bahan radioaktif dalam teras reaktor  mengalami pemanasan melampau dan mengalami pencairan. Situasi ini akan  membebaskan bahan radioaktif yang tidak terkawal ke persekitaran.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol start="6" style="margin-top: 0in; text-align: justify;" type="1"&gt;&lt;li&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;Bencana &lt;b&gt;Chernobyl, Ukraine&lt;/b&gt;  pada tahun 1986 dikategorikan sebagai bencana terburuk kemalangan loji  nuklear di dunia. Ia mengorbankan 56 nyawa serta merta dan menyebabkan  lebih 4000 pesakit kanser yang disebabkan pendedahan radiasi bahan  radioaktif. Kerugian akibat dari kemusnahan loji nuklear Chernobyl  dianggarkan sebanyak $7 bilion dolar Amerika.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;ingin tahu lebih lanjut sila klik link ini;:)&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;&lt;a href="http://www.majalahsains.com/2011/03/10-perkara-yang-perlu-anda-ketahui-tentang-tenaga-nuklear/"&gt;http://www.majalahsains.com&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-family: verdana,geneva,sans-serif;"&gt;credit to majalahsains.com &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/5526196125682766572-6735192941559413470?l=fizsakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fizsakti.blogspot.com/feeds/6735192941559413470/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://fizsakti.blogspot.com/2011/06/10-perkara-yang-perlu-anda-ketahui.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/6735192941559413470'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5526196125682766572/posts/default/6735192941559413470'/><link rel='alternate' type='text/html' href='http://fizsakti.blogspot.com/2011/06/10-perkara-yang-perlu-anda-ketahui.html' title='10 Perkara yang Perlu Anda Ketahui Tentang Tenaga Nuklear'/><author><name>cikgu SAKTI</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://4.bp.blogspot.com/-vzSStLpOJSA/TeyC77odg3I/AAAAAAAAAx0/83vQKt7TB9I/s72-c/nuclear+energy.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5526196125682766572.post-2041384062990455523</id><published>2011-06-04T22:14:00.007+08:00</published><updated>2011-06-29T11:33:55.643+08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ko Akademik'/><title type='text'>Festival Sains Dan Teknologi Peringkat Negeri Johor</title><content type='html'>&lt;span style="font-family: inherit;"&gt;Pada 25 &amp;amp; 26 Mei 2011, SAKTI menyertai Festival Sains Dan Teknologi Peringkat Negeri Johor dalam Pertandingan Rekacipta Dan Inovasi. SAKTI menghantar 2 pasukan berkumpulan.&lt;/span&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: inherit;"&gt;1. &lt;span class="CharacterStyle2"&gt;&lt;span style="letter-spacing: 0.15pt;"&gt;CASSATOR ( CASSAUA ORGANIC INSULATOR )&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;span class="CharacterStyle2"&gt;&lt;span style="font-family: inherit; letter-spacing: 0.15pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; - ZAHIN ADIB BIN ABD RAJAT &lt;/span&gt;&lt;/span&gt;&lt;span class="CharacterStyle2"&gt;&lt;span style="letter-spacing: 0.15pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; - MUHAMMAD ZULFADHLI BIN OTHMAN&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; - MOHAMAD AMMAR BIN SHAPIEE &lt;/span&gt;&lt;br /&gt;&lt;span class="CharacterStyle2"&gt;&lt;span style="letter-spacing: 0.15pt;"&gt;&lt;b&gt;&lt;span style="font-family: inherit;"&gt;2. &lt;span class="CharacterStyle2"&gt;&lt;span style="letter-spacing: 0.15pt;"&gt;AFC ( AUTOFLIP CLOTHESLINE )&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="CharacterStyle2"&gt;&lt;span style="letter-spacing: 0.15pt;"&gt;&lt;span class="CharacterStyle2"&gt;&lt;span style="letter-spacing: 0.15pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&amp;nbsp;&lt;span class="CharacterStyle2"&gt;&lt;span style="letter-spacing: 0.15pt;"&gt;&lt;span class="CharacterStyle2"&gt;&lt;span style="letter-spacing: 0.15pt;"&gt;&amp;nbsp;&amp;nbsp; -&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="CharacterStyle2"&gt;&lt;span style="letter-spacing: 0.15pt;"&gt;&lt;span class="CharacterStyle2"&gt;&lt;span style="letter-spacing: 0.15pt;"&gt; MUHAMAD SALMAN BIN AHMAD&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; - WAN MUHAMMAD AIMAN BIN WAN JAMBERI&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;Keputusan agak mengecewakan apabila hanya CASSATOR mendapat tempat Ke-3 keseluruhan dan Anugerah Emas, manakala AFC mendapat Anugerah Perak.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;Terima kasih diucapkan terutamanya kepada Pn NorJaslina Ketua Bidang SC&amp;amp;MAte, Pn Rohiza, Pn Mazlena, En Habib dan En Mohd Ahir.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-6ZlppEeVsA4/Teo68YvcTaI/AAAAAAAAAw8/nasf0gqpnpk/s1600/3.JPG" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://4
