<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>Unit 2 Padlet by Thomas McGrath</title>
      <link>https://padlet.com/thomasmcgrath1730/gtm82tsllswd</link>
      <description>Made with wonder</description>
      <language>en-us</language>
      <pubDate>2017-10-04 12:15:51 UTC</pubDate>
      <lastBuildDate>2025-10-24 22:40:24 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>1. Where were the major EUROPEAN states and empires located about 1500 A.D.? (SOL 2.a) Thebest way to display this answer will be with a map that highlights the names of the empires andstates per the SOL</title>
         <author>thomasmcgrath1730</author>
         <link>https://padlet.com/thomasmcgrath1730/gtm82tsllswd/wish/193807525</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:222,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:227}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="227" height="222"><figcaption class="attachment__caption"></figcaption></figure><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:222,&quot;url&quot;:null,&quot;width&quot;:227}" data-trix-content-type="image"><img src="null" width="227" height="222"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-04 12:16:44 UTC</pubDate>
         <guid>https://padlet.com/thomasmcgrath1730/gtm82tsllswd/wish/193807525</guid>
      </item>
      <item>
         <title>2. What were the artistic, literary and intellectual ideas of the Renaissance? (SOL 2.b)</title>
         <author>thomasmcgrath1730</author>
         <link>https://padlet.com/thomasmcgrath1730/gtm82tsllswd/wish/193807924</link>
         <description><![CDATA[<div>Printing press, vernacular language, 3 dimensional drawings.<br><br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:900,&quot;url&quot;:&quot;https://i2.wp.com/vrworld.com/wp-content/uploads/2014/08/benjamin-franklins-printing-press-science-source.jpg?resize=894%2C900&quot;,&quot;width&quot;:894}" data-trix-content-type="image"><img src="https://i2.wp.com/vrworld.com/wp-content/uploads/2014/08/benjamin-franklins-printing-press-science-source.jpg?resize=894%2C900" width="894" height="900"><figcaption class="attachment__caption"></figcaption></figure><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:198,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/8/8e/ScanianLaw_B74.jpg/300px-ScanianLaw_B74.jpg&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/8/8e/ScanianLaw_B74.jpg/300px-ScanianLaw_B74.jpg" width="300" height="198"><figcaption class="attachment__caption"></figcaption></figure><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:369,&quot;url&quot;:&quot;http://char.txa.cornell.edu/language/element/form/raphae.gif&quot;,&quot;width&quot;:453}" data-trix-content-type="image"><img src="http://char.txa.cornell.edu/language/element/form/raphae.gif" width="453" height="369"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-04 12:17:57 UTC</pubDate>
         <guid>https://padlet.com/thomasmcgrath1730/gtm82tsllswd/wish/193807924</guid>
      </item>
   </channel>
</rss>
