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      <title>4th Period  by Ms. Hogue</title>
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      <description>Thinking Strategies</description>
      <language>en-us</language>
      <pubDate>2017-01-03 00:20:44 UTC</pubDate>
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         <title>Sensory imaging</title>
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         <pubDate>2017-01-03 18:09:07 UTC</pubDate>
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         <description><![CDATA[<div>It smeels like apple pie in the bakery.</div>]]></description>
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         <pubDate>2017-01-03 18:10:14 UTC</pubDate>
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         <title>questioning  </title>
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         <pubDate>2017-01-03 18:10:55 UTC</pubDate>
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" width="120" height="188"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:11:36 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145137460</guid>
      </item>
      <item>
         <title>questioning</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145137806</link>
         <description><![CDATA[<div>Questions before,during and after reading</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:12:53 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145137806</guid>
      </item>
      <item>
         <title>monitor for meaning </title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145138101</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:13:58 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145138101</guid>
      </item>
      <item>
         <title>Activating background knowledge</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145138551</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview"><img src="http://coachvargas.weebly.com/uploads/1/3/5/5/13552429/9769080.jpg"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:15:30 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145138551</guid>
      </item>
      <item>
         <title>Sensory imaging </title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145138760</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:640,&quot;url&quot;:&quot;https://s-media-cache-ak0.pinimg.com/originals/29/20/5f/29205ff7ff5804537503fd8f2f808509.jpg&quot;,&quot;width&quot;:480}" data-trix-content-type="image"><img src="https://s-media-cache-ak0.pinimg.com/originals/29/20/5f/29205ff7ff5804537503fd8f2f808509.jpg" width="480" height="640"><figcaption class="caption"></figcaption></figure><br><br><br></div><div><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:16:08 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145138760</guid>
      </item>
      <item>
         <title>sensory imaging</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145138807</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:16:15 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145138807</guid>
      </item>
      <item>
         <title>sensory imaging</title>
         <author>rosa_richardson</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139083</link>
         <description><![CDATA[<div>using senses to imagine either what you are reading or writing.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:17:16 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139083</guid>
      </item>
      <item>
         <title>Inferring </title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139088</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:17:18 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139088</guid>
      </item>
      <item>
         <title>Monitor for meaning</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139210</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:251,&quot;url&quot;:&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQQIzc9CCXrjM1tN-nYuy7UXiWrUw6H2wsbSQBRb0c-s3gBk1U7Mw&quot;,&quot;width&quot;:188}" data-trix-content-type="image"><img src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQQIzc9CCXrjM1tN-nYuy7UXiWrUw6H2wsbSQBRb0c-s3gBk1U7Mw" width="188" height="251"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:17:45 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139210</guid>
      </item>
      <item>
         <title>Activating background knowledge</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139718</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" 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" width="277" height="182"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:19:28 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139718</guid>
      </item>
      <item>
         <title>questioning</title>
         <author>rosa_richardson</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139870</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview"><img width="200" height="200"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:19:57 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139870</guid>
      </item>
      <item>
         <title>sensory image </title>
         <author>kathryn_rossetti</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139928</link>
         <description><![CDATA[<div>words have everything to do with sensory images, and ghost to me means this in my mind.</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/104895869/eba056a52b8e222fefe5841d790099ef/download.jpg" />
         <pubDate>2017-01-03 18:20:06 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145139928</guid>
      </item>
      <item>
         <title>sensory imaging </title>
         <author>salvador_dejesus</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140169</link>
         <description><![CDATA[<div>how much people really thought about when they read&nbsp;something? <br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:20:58 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140169</guid>
      </item>
      <item>
         <title>Synthesizing</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140173</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:21:00 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140173</guid>
      </item>
      <item>
         <title>Infering</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140318</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:255}" 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width="255" height="197"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:21:26 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140318</guid>
      </item>
      <item>
         <title>determining importance</title>
         <author>rosa_richardson</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140384</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:180,&quot;url&quot;:&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSrpU4QFo6WwcusVCAnQl8npkZ0Qqr3ddUtltsyo2ieOKGnib7S&quot;,&quot;width&quot;:240}" data-trix-content-type="image"><img src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSrpU4QFo6WwcusVCAnQl8npkZ0Qqr3ddUtltsyo2ieOKGnib7S" width="240" height="180"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:21:39 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140384</guid>
      </item>
      <item>
         <title>Determining Importance</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140464</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" 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         <pubDate>2017-01-03 18:22:00 UTC</pubDate>
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      </item>
      <item>
         <title>Synthesizing</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140648</link>
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         <pubDate>2017-01-03 18:22:29 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140648</guid>
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      <item>
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         <author>kathryn_rossetti</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140835</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-01-03 18:23:11 UTC</pubDate>
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      <item>
         <title>background knowlege</title>
         <author>rosa_richardson</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140884</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-01-03 18:23:27 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140884</guid>
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      <item>
         <title>background knowlege</title>
         <author>rosa_richardson</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140887</link>
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width="237" height="212"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:23:29 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140887</guid>
      </item>
      <item>
         <title>Monitor for meaning </title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140931</link>
         <description><![CDATA[<div>retelling something&nbsp;</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/160780376/c7c85b565ac1a9462309c75f79c70c16/monitor.jpg" />
         <pubDate>2017-01-03 18:23:38 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145140931</guid>
      </item>
      <item>
         <title>questioning </title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141111</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:24:13 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141111</guid>
      </item>
      <item>
         <title>synthesizing</title>
         <author>rosa_richardson</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141118</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" 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" width="259" height="194"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:24:15 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141118</guid>
      </item>
      <item>
         <title>Synthesizing</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141212</link>
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width="188" height="244"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:24:39 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141212</guid>
      </item>
      <item>
         <title>monitor for meaning</title>
         <author>rosa_richardson</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141302</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:194,&quot;url&quot;:null,&quot;width&quot;:259}" data-trix-content-type="image"><img src="null" width="259" height="194"><figcaption class="caption"></figcaption></figure>understanding the text</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:24:59 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141302</guid>
      </item>
      <item>
         <title>Determining Importance</title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141394</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" 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" width="163" height="213"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:25:25 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141394</guid>
      </item>
      <item>
         <title>synthesizing </title>
         <author>kathryn_rossetti</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141669</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/104895869/0220fa315b2c70d9a0401e24c2f5c22a/download__2_.jpg" />
         <pubDate>2017-01-03 18:26:45 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141669</guid>
      </item>
      <item>
         <title>inferring </title>
         <author>rosa_richardson</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141713</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:194,&quot;url&quot;:&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcT-xV7cu7cPca3NpJJxF8272M7m5W6Ee-SuSceMJrX0UwsVObHZkQ&quot;,&quot;width&quot;:260}" data-trix-content-type="image"><img src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcT-xV7cu7cPca3NpJJxF8272M7m5W6Ee-SuSceMJrX0UwsVObHZkQ" width="260" height="194"><figcaption class="caption"></figcaption></figure>putting the pieces together to make a guess about what's going to happen</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:26:56 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141713</guid>
      </item>
      <item>
         <title>sensory imaging </title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141782</link>
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width="252" height="200"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:27:12 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145141782</guid>
      </item>
      <item>
         <title>inferring </title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145142151</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:194,&quot;url&quot;:&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcT-xV7cu7cPca3NpJJxF8272M7m5W6Ee-SuSceMJrX0UwsVObHZkQ&quot;,&quot;width&quot;:260}" data-trix-content-type="image"><img src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcT-xV7cu7cPca3NpJJxF8272M7m5W6Ee-SuSceMJrX0UwsVObHZkQ" width="260" height="194"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:28:27 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145142151</guid>
      </item>
      <item>
         <title>senory image </title>
         <author>salvador_dejesus</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145142401</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:29:29 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145142401</guid>
      </item>
      <item>
         <title>background knowledge </title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145142523</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-01-03 18:29:54 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145142523</guid>
      </item>
      <item>
         <title>sensory imaging </title>
         <author>salvador_dejesus</author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145142822</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:360,&quot;url&quot;:&quot;https://i.ytimg.com/vi/X0xIuUfrrZc/hqdefault.jpg&quot;,&quot;width&quot;:480}" data-trix-content-type="image"><img src="https://i.ytimg.com/vi/X0xIuUfrrZc/hqdefault.jpg" width="480" height="360"><figcaption class="caption"></figcaption></figure></div><div><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:31:06 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145142822</guid>
      </item>
      <item>
         <title>background knowledge </title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145143368</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:223,&quot;url&quot;:&quot;https://s-media-cache-ak0.pinimg.com/236x/02/7f/88/027f88ecc1cc60abc4a1dcecb17ac86e.jpg&quot;,&quot;width&quot;:236}" data-trix-content-type="image"><img src="https://s-media-cache-ak0.pinimg.com/236x/02/7f/88/027f88ecc1cc60abc4a1dcecb17ac86e.jpg" width="236" height="223"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:33:08 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145143368</guid>
      </item>
      <item>
         <title>drawing inferences </title>
         <author></author>
         <link>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145144089</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-01-03 18:35:16 UTC</pubDate>
         <guid>https://padlet.com/kimberly_hogue/gfbn7m5pv31k/wish/145144089</guid>
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