<?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-3387418056665428386</id><updated>2012-02-19T05:46:12.414-08:00</updated><title type='text'>IT_FIELD</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://j90ahmed.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://j90ahmed.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>AHMED</name><uri>http://www.blogger.com/profile/08065153205798135678</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-x85lbBwiTKY/To0CXYkBrDI/AAAAAAAAAA4/uucx4V3mDYs/s220/Picture_2%2B005.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>7</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3387418056665428386.post-1934101356412876636</id><published>2011-11-23T03:38:00.000-08:00</published><updated>2011-11-23T03:38:02.737-08:00</updated><title type='text'>ICT RESOURCES</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;h1 style="line-height: 150%; margin: 24pt 0cm 0pt;"&gt;&lt;span style="color: #365f91; font-family: Cambria; font-size: large;"&gt;ONLINE LEARNING&lt;/span&gt;&lt;/h1&gt;&lt;div style="line-height: 150%;"&gt;&lt;span style="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;Online learning is the protected portal to the premium digital resources (e.g. textbook), which may include worksheets and tests, quizzes, videos and animations. Online learning can be communicated by students and teachers.&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="line-height: 150%;"&gt;&lt;b&gt;&lt;span style="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;Students&lt;/span&gt;&lt;/b&gt;&lt;span style="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; can access extensive online self-testing material such as multiple-choice questions written for each chapter. &lt;/span&gt;&lt;/div&gt;&lt;div style="line-height: 150%;"&gt;&lt;b&gt;&lt;span style="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;Teachers&lt;/span&gt;&lt;/b&gt;&lt;span style="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; can access all of the student material, as well as sample SACs, practice exams for each unit, and the solutions to all of the questions in the book. For example the address below can be used by teachers and students:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 150%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"&gt;www.nelsoninfotech.com.au&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 150%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 150%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"&gt;this site has an updated contents on a regular basis as required: update can be done for the following contents:&lt;br /&gt;•&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Solutions to all questions in the book&lt;br /&gt;• &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Multiple-choice tests for each chapter, mirroring the Unit 3 &amp;amp; 4 exam&lt;br /&gt;• &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Sample SACs&lt;br /&gt;• &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Practice exams for each unit&lt;br /&gt;• &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Annually updated list of recommended software for completing assessment tasks&lt;br /&gt;• &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Links to relevant and free open source software and further online resource&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 150%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"&gt;The site can include Problem solving methodology guide&lt;br /&gt;• Colorful and easy to navigate new book and website designs&lt;br /&gt;• Updated accompanying teacher website (password protected) with solutions, sample exams for each unit, sample assessment tasks, an annually updated list of recommended software, and links to relevant and free open source software&lt;br /&gt;• Updated accompanying student website with auto self-correcting tests for each chapter: ideal for revision in class or at home&lt;/span&gt;&lt;/div&gt;&lt;h1 style="line-height: 150%; margin: 24pt 0cm 0pt;"&gt;&lt;span style="mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: #365f91;"&gt;&lt;span style="font-family: Cambria;"&gt;NetSupport School: &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;NetSupport School is a classroom management leading training software solution. It provides Teachers with the facility to instruct, monitor and interact with their Students either individually, as a pre-defined group or to the overall class. combining classroom PC monitoring, real-time Presentation and Annotation tools, with an innovative customized Testing suite, Internet and Application control, real-time audio monitoring, automated Lesson Plans, Printer Management, Instant Messenger control, Content Monitoring and Desktop Security, this latest version of NetSupport School rises to the challenge and requirements of today's modern classroom.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;h1 style="line-height: 150%; margin: 24pt 0cm 0pt;"&gt;&lt;span style="mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: #365f91;"&gt;&lt;span style="font-family: Cambria;"&gt;ICT Resources&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;The diagram below shows a combination of many ICT learning and teaching resources that can be in benefit for school in different level. The major sources that can play an active part in learning at school is using Learning Games, YouTube site, distant learning, interactive whiteboard, internet technology educator, E-book, and digital presentation.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt -1cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes;"&gt;&lt;shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"&gt;&lt;stroke joinstyle="miter"&gt;&lt;/stroke&gt;&lt;formulas&gt;&lt;f eqn="if lineDrawn pixelLineWidth 0"&gt;&lt;/f&gt;&lt;f eqn="sum @0 1 0"&gt;&lt;/f&gt;&lt;f eqn="sum 0 0 @1"&gt;&lt;/f&gt;&lt;f eqn="prod @2 1 2"&gt;&lt;/f&gt;&lt;f eqn="prod @3 21600 pixelWidth"&gt;&lt;/f&gt;&lt;f eqn="prod @3 21600 pixelHeight"&gt;&lt;/f&gt;&lt;f eqn="sum @0 0 1"&gt;&lt;/f&gt;&lt;f eqn="prod @6 1 2"&gt;&lt;/f&gt;&lt;f eqn="prod @7 21600 pixelWidth"&gt;&lt;/f&gt;&lt;f eqn="sum @8 21600 0"&gt;&lt;/f&gt;&lt;f eqn="prod @7 21600 pixelHeight"&gt;&lt;/f&gt;&lt;f eqn="sum @10 21600 0"&gt;&lt;/f&gt;&lt;/formulas&gt;&lt;path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"&gt;&lt;/path&gt;&lt;lock aspectratio="t" v:ext="edit"&gt;&lt;/lock&gt;&lt;/shapetype&gt;&lt;shape id="Diagram_x0020_2" 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href='http://j90ahmed.blogspot.com/2011/11/ict-resources.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/1934101356412876636'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/1934101356412876636'/><link rel='alternate' type='text/html' href='http://j90ahmed.blogspot.com/2011/11/ict-resources.html' title='ICT RESOURCES'/><author><name>AHMED</name><uri>http://www.blogger.com/profile/08065153205798135678</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' 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href='http://www.blogger.com/feeds/3387418056665428386/posts/default/1382251495746485745'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/1382251495746485745'/><link rel='alternate' type='text/html' href='http://j90ahmed.blogspot.com/2011/11/assignment-2-learning-object.html' title='ASSIGNMENT 2- LEARNING OBJECT-'/><author><name>AHMED</name><uri>http://www.blogger.com/profile/08065153205798135678</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-x85lbBwiTKY/To0CXYkBrDI/AAAAAAAAAA4/uucx4V3mDYs/s220/Picture_2%2B005.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3387418056665428386.post-5276526530536228406</id><published>2011-11-06T04:47:00.000-08:00</published><updated>2011-11-06T04:47:37.637-08:00</updated><title type='text'>stixy link- 21 century learning</title><content type='html'>http://www.stixy.com/avatars#&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3387418056665428386-5276526530536228406?l=j90ahmed.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://j90ahmed.blogspot.com/feeds/5276526530536228406/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://j90ahmed.blogspot.com/2011/11/stixy-link-21-century-learning.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/5276526530536228406'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/5276526530536228406'/><link rel='alternate' type='text/html' href='http://j90ahmed.blogspot.com/2011/11/stixy-link-21-century-learning.html' title='stixy link- 21 century learning'/><author><name>AHMED</name><uri>http://www.blogger.com/profile/08065153205798135678</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-x85lbBwiTKY/To0CXYkBrDI/AAAAAAAAAA4/uucx4V3mDYs/s220/Picture_2%2B005.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3387418056665428386.post-6180119222688017991</id><published>2011-10-22T06:11:00.001-07:00</published><updated>2011-10-22T06:11:55.196-07:00</updated><title type='text'>new page</title><content type='html'>&lt;img style="visibility:hidden;width:0px;height:0px;" border=0 width=0 height=0 src="http://c.gigcount.com/wildfire/IMP/CXNID=2000002.0NXC/bT*xJmx*PTEzMTkyODcwMDM4OTAmcHQ9MTMxOTI4ODYwNzIzNCZwPTk3NTA3MiZkPTAwMCUyMC*lMjBWb2tpJTIwV2lkZ2V*Jmc9/MSZvPTE2MzVkN2QxYTIzNzQ4YWNhY2NlNjcyMWVjNDBjZmEwJm9mPTA=.gif" /&gt;&lt;object height="267" width="200" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000"codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=9,0,28,0" id="widget_name"&gt;&lt;param name="movie" value="http://vhss-d.oddcast.com/vhss_editors/voki_player.swf?doc=http://vhss-d.oddcast.com/php/vhss_editors/getvoki/chsm=834ef165d95a155ee3274ac961183a64%26sc=4633178" /&gt;&lt;param name="quality" value="high" /&gt;&lt;param name="allowScriptAccess" value="always" /&gt;&lt;param name="width" value="200" /&gt;&lt;param name="height" value="267" /&gt;&lt;param name="allowNetworking" value="all"/&gt;&lt;param name="wmode" value="transparent" /&gt;&lt;param name="allowFullScreen" value="true" /&gt;&lt;embed height="267" width="200" src="http://vhss-d.oddcast.com/vhss_editors/voki_player.swf?doc=http%3A%2F%2Fvhss-d.oddcast.com%2Fphp%2Fvhss_editors%2Fgetvoki%2Fchsm=834ef165d95a155ee3274ac961183a64%26sc=4633178" quality="high" allowScriptAccess="always" allowNetworking="all" wmode="transparent" allowFullScreen="true" pluginspage="http://www.adobe.com/shockwave/download/download.cgi?P1_Prod_Version=ShockwaveFlash" type="application/x-shockwave-flash" name="widget_name"&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3387418056665428386-6180119222688017991?l=j90ahmed.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://j90ahmed.blogspot.com/feeds/6180119222688017991/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://j90ahmed.blogspot.com/2011/10/new-page.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/6180119222688017991'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/6180119222688017991'/><link rel='alternate' type='text/html' href='http://j90ahmed.blogspot.com/2011/10/new-page.html' title='new page'/><author><name>AHMED</name><uri>http://www.blogger.com/profile/08065153205798135678</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-x85lbBwiTKY/To0CXYkBrDI/AAAAAAAAAA4/uucx4V3mDYs/s220/Picture_2%2B005.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3387418056665428386.post-4277867430548016461</id><published>2011-09-10T06:10:00.000-07:00</published><updated>2011-09-10T06:10:40.410-07:00</updated><title type='text'>ICT Resoucces  in australian school</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;the future objective in Australian schools is to implement better education and sustainable and effecive teaching and learning environment in Australian schools is the use of digital education resources that can support both school, teachers and students in learning. Digital Education Revolution (DER) ensures&amp;nbsp;  the use of innovative learning technologies is given a strong foundation  in all schools.&lt;br /&gt;&lt;br /&gt;Further, The &lt;em&gt;Online Curriculum Resources and Digital Architecture Initiative&lt;/em&gt;  (the Initiative) of the DER aims to facilitate sustainable change in  the use of learning technologies by supporting schools’ access to and  engagement in quality teaching and learning environments through the  effective integration of digital teaching and learning resources and  infrastructure.&lt;br /&gt;&lt;br /&gt;the aim of this program is : &lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;development of high-quality digital resources that&amp;nbsp;can support the online delivery of the &lt;a href="http://www.acara.edu.au/curriculum.html" target="_blank" title=""&gt;Australian curriculum&lt;/a&gt;.&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;interoperable ICT systems and digital architectures that enable  schools users to discover, access and share collaborative education  materials and information across ICT systems.&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;development of policies, protocols, infrastructure and standards  required to enable schools to safely and seamlessly communicate,  collaborate and access and use digital resources across school, system  and jurisdictional boundaries. &lt;/li&gt;&lt;/ul&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/3387418056665428386-4277867430548016461?l=j90ahmed.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://j90ahmed.blogspot.com/feeds/4277867430548016461/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://j90ahmed.blogspot.com/2011/09/ict-resoucces-in-australian-school.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/4277867430548016461'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/4277867430548016461'/><link rel='alternate' type='text/html' href='http://j90ahmed.blogspot.com/2011/09/ict-resoucces-in-australian-school.html' title='ICT Resoucces  in australian school'/><author><name>AHMED</name><uri>http://www.blogger.com/profile/08065153205798135678</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-x85lbBwiTKY/To0CXYkBrDI/AAAAAAAAAA4/uucx4V3mDYs/s220/Picture_2%2B005.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3387418056665428386.post-5777651423348089440</id><published>2011-03-08T15:37:00.000-08:00</published><updated>2011-03-08T15:37:17.063-08:00</updated><title type='text'>school placement</title><content type='html'>hi fellow&lt;br /&gt;&lt;br /&gt;my placement&amp;nbsp; was at glastone park in tullamarine&lt;br /&gt;&lt;br /&gt;althouhg i did not have the opportunity of observing IT subjetcs since the mentor teacher was away. however, i obsever scienc and math for year 8 and 9.&lt;br /&gt;&lt;br /&gt;have a fun in your placement .................in IT&lt;br /&gt;&lt;br /&gt;regards&lt;br /&gt;&lt;br /&gt;ahmed&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3387418056665428386-5777651423348089440?l=j90ahmed.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://j90ahmed.blogspot.com/feeds/5777651423348089440/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://j90ahmed.blogspot.com/2011/03/school-placement.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/5777651423348089440'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/5777651423348089440'/><link rel='alternate' type='text/html' href='http://j90ahmed.blogspot.com/2011/03/school-placement.html' title='school placement'/><author><name>AHMED</name><uri>http://www.blogger.com/profile/08065153205798135678</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-x85lbBwiTKY/To0CXYkBrDI/AAAAAAAAAA4/uucx4V3mDYs/s220/Picture_2%2B005.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3387418056665428386.post-680692077880366950</id><published>2011-03-01T15:57:00.000-08:00</published><updated>2011-03-01T15:57:53.063-08:00</updated><title type='text'>lesson plan</title><content type='html'>&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3387418056665428386-680692077880366950?l=j90ahmed.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://j90ahmed.blogspot.com/feeds/680692077880366950/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://j90ahmed.blogspot.com/2011/03/lesson-plan.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/680692077880366950'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3387418056665428386/posts/default/680692077880366950'/><link rel='alternate' type='text/html' href='http://j90ahmed.blogspot.com/2011/03/lesson-plan.html' title='lesson plan'/><author><name>AHMED</name><uri>http://www.blogger.com/profile/08065153205798135678</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-x85lbBwiTKY/To0CXYkBrDI/AAAAAAAAAA4/uucx4V3mDYs/s220/Picture_2%2B005.jpg'/></author><thr:total>1</thr:total></entry></feed>
