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      <title>Dolson Engage Math Ideas by Nilmini Ratwatte-Henstridge</title>
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      <description>2018-2019</description>
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      <pubDate>2018-10-02 23:54:20 UTC</pubDate>
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         <title>Operation Development Map page1</title>
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         <title>Social Justice focus with Coins</title>
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         <description><![CDATA[<div>Read Aloud : "Those Shoes"<br>Classism, Money, What other math topic&nbsp;can you do a number talk with ...in <br>Classhttps://youtu.be/WYNH4HR5cPI</div>]]></description>
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         <pubDate>2018-10-03 13:48:17 UTC</pubDate>
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         <title>Primary Word Problem</title>
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         <title>Intermediate Word Problem</title>
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         <pubDate>2018-10-03 13:52:19 UTC</pubDate>
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         <title>Power Point - google doc PDSB file</title>
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         <description><![CDATA[<div><a href="https://docs.google.com/presentation/d/1EH-tcqK9_TqRF2lWrbJyDX6v_OX8VOhLZMpbMD3bbY4/edit#slide=id.g42dfb51dd9_0_0">https://docs.google.com/presentation/d/1EH-tcqK9_TqRF2lWrbJyDX6v_OX8VOhLZMpbMD3bbY4/edit#slide=id.g42dfb51dd9_0_0</a>​</div><div><br></div>]]></description>
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         <pubDate>2018-10-03 15:56:54 UTC</pubDate>
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         <title>Number Development Map page 1</title>
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         <title>Page 2</title>
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         <pubDate>2018-10-04 00:46:09 UTC</pubDate>
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         <title>Teaching Multipliation through patterns </title>
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         <pubDate>2018-10-04 16:35:49 UTC</pubDate>
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         <title>Scoot</title>
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         <pubDate>2018-10-04 16:43:34 UTC</pubDate>
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         <title>I have who has</title>
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         <pubDate>2018-10-04 16:43:38 UTC</pubDate>
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         <title>Circle Games</title>
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         <description><![CDATA[<div>Start at 1.91 and count around the circle by hundredths.  Who do you think will have 2?</div>]]></description>
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         <pubDate>2018-10-04 16:43:41 UTC</pubDate>
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         <title>Number Sense Routines</title>
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