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      <title>DMT2 4.4 Daily Algorithm F-2 by Dr Jason Zagami</title>
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      <description>Create a flowchart of your typical weekday of an F-2 Teacher (use Draw.IO), including at least one selection and iteration</description>
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      <pubDate>2016-10-06 00:25:30 UTC</pubDate>
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         <description><![CDATA[<div><br>Teacher Weekday<br>Mine wont attach either.</div>]]></description>
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         <description><![CDATA[<div><br>I also have created several items in Draw.IO but they can not be uploaded.</div>]]></description>
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         <pubDate>2016-10-25 09:13:26 UTC</pubDate>
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         <pubDate>2016-10-26 05:53:00 UTC</pubDate>
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         <title></title>
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         <pubDate>2016-10-26 08:29:34 UTC</pubDate>
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         <description><![CDATA[<div>Typical day in grade 1</div>]]></description>
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         <pubDate>2016-10-29 04:45:46 UTC</pubDate>
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         <title>My Day</title>
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         <title>My day year 1</title>
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         <pubDate>2016-10-30 05:01:09 UTC</pubDate>
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         <title></title>
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         <title>Prep Day </title>
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         <pubDate>2016-10-31 22:24:01 UTC</pubDate>
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         <title>Year 1</title>
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         <pubDate>2016-11-03 08:32:27 UTC</pubDate>
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         <title>Yr 1 Monday</title>
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         <pubDate>2016-11-12 07:36:59 UTC</pubDate>
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         <title>Year 1/2</title>
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         <pubDate>2016-11-14 05:56:48 UTC</pubDate>
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         <title>prep</title>
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         <pubDate>2016-11-14 10:53:24 UTC</pubDate>
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         <title>PMP</title>
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         <pubDate>2016-11-14 10:54:12 UTC</pubDate>
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         <title>Thursday</title>
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         <pubDate>2016-12-04 10:18:14 UTC</pubDate>
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         <title>Having trouble attaching</title>
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         <pubDate>2016-12-05 05:06:07 UTC</pubDate>
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         <title></title>
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         <pubDate>2016-12-09 02:55:57 UTC</pubDate>
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         <title>Day in P-2</title>
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         <title>Year 1</title>
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         <description><![CDATA[<div>Monday till 2nd break</div>]]></description>
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         <pubDate>2016-12-16 02:50:40 UTC</pubDate>
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         <title>won&#39;t let me attach</title>
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         <pubDate>2016-12-17 09:32:12 UTC</pubDate>
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         <title>A Day on a F-2 Classroom</title>
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         <pubDate>2017-06-12 02:48:36 UTC</pubDate>
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         <title></title>
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         <title></title>
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         <title></title>
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         <title>Timetable</title>
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         <title>My Day</title>
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         <title></title>
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         <pubDate>2017-06-30 08:51:37 UTC</pubDate>
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         <title></title>
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         <title></title>
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         <title>Basic Day</title>
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         <title>ICT F-2 day</title>
         <author>vsims6</author>
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         <pubDate>2017-07-04 01:56:00 UTC</pubDate>
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         <title></title>
         <author></author>
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      <item>
         <title>Typical Day of a T-L</title>
         <author></author>
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         <pubDate>2017-07-05 23:28:59 UTC</pubDate>
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         <title>typical day</title>
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         <pubDate>2017-07-08 01:37:28 UTC</pubDate>
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      <item>
         <title></title>
         <author>kauch6</author>
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         <pubDate>2017-07-09 07:35:36 UTC</pubDate>
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         <title>roll</title>
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         <description><![CDATA[<div>warm up<br>reading rotations<br>brain food<br>writing<br>stamina reading<br>warm up maths<br>maths rotations<br>whole group reflection<br>s</div>]]></description>
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         <pubDate>2017-07-11 06:11:00 UTC</pubDate>
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         <title>Prep</title>
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         <pubDate>2017-07-11 10:59:43 UTC</pubDate>
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         <title></title>
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","width":182}' 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</rss>
