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      <title>DTM2 3.5 F-2 Classroom Management Simulation by Dr Jason Zagami</title>
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      <pubDate>2016-10-03 03:22:15 UTC</pubDate>
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         <pubDate>2016-10-19 04:52:46 UTC</pubDate>
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         <pubDate>2016-10-22 08:11:19 UTC</pubDate>
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         <pubDate>2016-10-22 20:02:41 UTC</pubDate>
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         <pubDate>2016-10-23 03:35:59 UTC</pubDate>
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         <pubDate>2016-10-23 05:49:43 UTC</pubDate>
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         <pubDate>2016-10-23 06:28:27 UTC</pubDate>
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         <description><![CDATA[<div>Behaviour Management flow chart for students using Zones of Regulation.&nbsp;</div>]]></description>
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         <pubDate>2016-10-23 23:18:38 UTC</pubDate>
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         <pubDate>2016-10-24 02:58:23 UTC</pubDate>
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         <pubDate>2016-10-27 13:23:25 UTC</pubDate>
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         <pubDate>2016-10-30 00:01:16 UTC</pubDate>
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         <pubDate>2016-11-01 11:38:03 UTC</pubDate>
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","width":1084}' 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         <pubDate>2016-12-14 21:28:15 UTC</pubDate>
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      </item>
      <item>
         <title></title>
         <author>meghan_brady</author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/144156323</link>
         <description><![CDATA[<div>Year 1 Classroom flowchart</div>]]></description>
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         <pubDate>2016-12-17 08:28:18 UTC</pubDate>
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      <item>
         <title></title>
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         <pubDate>2017-06-04 00:13:23 UTC</pubDate>
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      </item>
      <item>
         <title>Behaviour</title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/176021139</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview"><img width="669" height="459"><figcaption class="caption"></figcaption></figure></div>]]></description>
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         <pubDate>2017-06-11 22:59:47 UTC</pubDate>
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         <title></title>
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         <description><![CDATA[]]></description>
         <enclosure url="https://insightmaker.com/insight/81698/Classroom-Management" />
         <pubDate>2017-06-12 00:07:53 UTC</pubDate>
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         <title></title>
         <author></author>
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         <description><![CDATA[<div><a href="https://insightmaker.com/insight/81743/behaviour-simulation#">https://insightmaker.com/insight/81743/behaviour-simulation#</a></div>]]></description>
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         <pubDate>2017-06-12 10:55:07 UTC</pubDate>
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         <title></title>
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         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/176209894</link>
         <description><![CDATA[<div>https://insightmaker.com/insight/81823/Classroom-Management<br><br></div>]]></description>
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         <pubDate>2017-06-13 08:23:19 UTC</pubDate>
         <guid>https://padlet.com/j_zagami/e1yr0pjb716/wish/176209894</guid>
      </item>
      <item>
         <title>https://insightmaker.com/insight/81922/Year-2-Behaviour-Managemnt#</title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/176370175</link>
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         <pubDate>2017-06-14 08:52:58 UTC</pubDate>
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      </item>
      <item>
         <title>https://insightmaker.com/insight/82070/Expected-Behaviours</title>
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         <pubDate>2017-06-18 05:44:38 UTC</pubDate>
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      </item>
      <item>
         <title>Classroom management</title>
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      </item>
      <item>
         <title>Year 1 behaviour management</title>
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         <description><![CDATA[<div>https://insightmaker.com/insight/82092/Behaviour</div>]]></description>
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         <pubDate>2017-06-19 09:22:22 UTC</pubDate>
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      </item>
      <item>
         <title>Renita&#39;s Classroom Management</title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/177049109</link>
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         <pubDate>2017-06-21 02:23:26 UTC</pubDate>
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      </item>
      <item>
         <title>Classroom Management</title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/177334937</link>
         <description><![CDATA[<div>https://insightmaker.com/insight/82338/Classroom-Management</div>]]></description>
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         <pubDate>2017-06-24 07:18:50 UTC</pubDate>
         <guid>https://padlet.com/j_zagami/e1yr0pjb716/wish/177334937</guid>
      </item>
      <item>
         <title>Water Flow</title>
         <author></author>
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         <description><![CDATA[<div>https://insightmaker.com/insight/82369/Water-Flow<br><br></div>]]></description>
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         <pubDate>2017-06-26 11:31:42 UTC</pubDate>
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         <title></title>
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         <pubDate>2017-06-27 02:04:09 UTC</pubDate>
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      </item>
      <item>
         <title>Ryan classroom</title>
         <author></author>
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         <description><![CDATA[<div><a href="https://insightmaker.com/insight/82471/behaviour">https://insightmaker.com/insight/82471/behaviour</a></div>]]></description>
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         <pubDate>2017-06-29 12:52:05 UTC</pubDate>
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      </item>
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         <title>behaviour management </title>
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         <pubDate>2017-07-02 08:41:37 UTC</pubDate>
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      <item>
         <title></title>
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         <pubDate>2017-07-03 01:09:28 UTC</pubDate>
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      </item>
      <item>
         <title>Tricky task</title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/178073468</link>
         <description><![CDATA[<div>Here is a rough (very rough) model I created.  It is a balancing simulation (I think).  I couldn't get my head around how it could turn my classroom management into "stock" so I looked at one individual student at any time and whether they are on or off task.  I created a connection circle of all the influences and relationships (it was messy) and then chose "variables" that impact on a child at any time.  My simulation is shonky to say the least but I can see how I can adjust the value of variables at any time to simulate the impact it might have on the on-task behaviour of a student over any block of learning.  Great exercise Jason - it nearly broke my brain. <br><br></div>]]></description>
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         <pubDate>2017-07-05 03:12:19 UTC</pubDate>
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         <title>Classroom management</title>
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         <pubDate>2017-07-06 06:58:24 UTC</pubDate>
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         <title></title>
         <author></author>
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         <description><![CDATA[<div>https://insightmaker.com/insight/82683/Behaviour</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-07-08 00:31:19 UTC</pubDate>
         <guid>https://padlet.com/j_zagami/e1yr0pjb716/wish/178289578</guid>
      </item>
      <item>
         <title>Behaviour Management</title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/178738381</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://insightmaker.com/insight/82891/Behaviour-Management-J-Hunt-Y1-class" />
         <pubDate>2017-07-14 22:42:29 UTC</pubDate>
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      </item>
      <item>
         <title>Classroom Management</title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/179310039</link>
         <description><![CDATA[<div>https://insightmaker.com/insight/83098/Classroom Management</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-07-24 11:11:39 UTC</pubDate>
         <guid>https://padlet.com/j_zagami/e1yr0pjb716/wish/179310039</guid>
      </item>
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         <title>https://insightmaker.com/insight/83153/Behaviour-recommendations</title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/179484021</link>
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         <pubDate>2017-07-26 08:21:51 UTC</pubDate>
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      </item>
      <item>
         <title>https://insightmaker.com/insight/83181/Classroom-management</title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/179573170</link>
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         <pubDate>2017-07-27 11:03:56 UTC</pubDate>
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         <title></title>
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         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/179702928</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-07-30 11:31:35 UTC</pubDate>
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         <title></title>
         <author>lbarn15</author>
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      <item>
         <title>Behaviour Management</title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/180112873</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://insightmaker.com/insight/83402/Rocket-Behaviour-System" />
         <pubDate>2017-08-04 07:51:45 UTC</pubDate>
         <guid>https://padlet.com/j_zagami/e1yr0pjb716/wish/180112873</guid>
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         <title>https://insightmaker.com/insight/84050/First-Insight-2017 </title>
         <author></author>
         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/182769728</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-08-25 10:31:49 UTC</pubDate>
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         <title></title>
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         <link>https://padlet.com/j_zagami/e1yr0pjb716/wish/182774443</link>
         <description><![CDATA[<div><a href="https://insightmaker.com/insight/84051/Behaviour-Management">https://insightmaker.com/insight/84051/Behaviour-Management</a></div>]]></description>
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         <pubDate>2017-08-25 11:14:28 UTC</pubDate>
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