<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>Unit 6 Part I Padlet Questions  by Thomas McGrath</title>
      <link>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7</link>
      <description>Made with good vibes</description>
      <language>en-us</language>
      <pubDate>2017-12-01 12:57:51 UTC</pubDate>
      <lastBuildDate>2017-12-01 13:08:28 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>1. What were some of the new scientific theories and discoveries? (name at leastthree with three pictures) (SOL WHII.6a)</title>
         <author>thomasmcgrath1730</author>
         <link>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7/wish/212233765</link>
         <description><![CDATA[<div>&nbsp;Pioneers of the scientific revolution • Nicolaus Copernicus: Developed heliocentric theory • Johannes Kepler: Discovered planetary motion • Galileo Galilei: Used telescope to support heliocentric theory • Isaac Newton: Discovered Laws of Gravity • William Harvey: Discovered circulation of the blood.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:169,&quot;url&quot;:null,&quot;width&quot;:297}" data-trix-content-type="image"><img src="null" width="297" height="169"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-01 12:59:36 UTC</pubDate>
         <guid>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7/wish/212233765</guid>
      </item>
      <item>
         <title>2. What were some of the effects of these new theories? (SOL WHII.6a)</title>
         <author>thomasmcgrath1730</author>
         <link>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7/wish/212234234</link>
         <description><![CDATA[<div>Importance of the scientific revolution • Emphasis on reason and systematic observation of nature • Formulation of the scientific method • Expansion of scientific knowledge.<figure class="attachment attachment--preview"><img src="null" width="297" height="169"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-01 13:01:22 UTC</pubDate>
         <guid>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7/wish/212234234</guid>
      </item>
      <item>
         <title>3. Who were the absolute monarch families that we learned in class? (SOL WHII.6b)</title>
         <author>thomasmcgrath1730</author>
         <link>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7/wish/212234743</link>
         <description><![CDATA[<div>&nbsp;Absolute monarchs • Louis XIV—France, Palace of Versailles as a symbol of royal power • Frederick the Great—Prussia, emphasis on military power • Peter the Great—Russia, westernization of Russia <figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:349,&quot;url&quot;:&quot;https://resources.stuff.co.nz/content/dam/images/1/i/w/m/r/o/image.related.StuffLandscapeSixteenByNine.620x349.1iz5dv.png/1494214284862.jpg&quot;,&quot;width&quot;:620}" data-trix-content-type="image"><img src="https://resources.stuff.co.nz/content/dam/images/1/i/w/m/r/o/image.related.StuffLandscapeSixteenByNine.620x349.1iz5dv.png/1494214284862.jpg" width="620" height="349"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-01 13:03:02 UTC</pubDate>
         <guid>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7/wish/212234743</guid>
      </item>
      <item>
         <title>4. What effect did the absolute monarchs have on their countries? (SOL WHII.6b)</title>
         <author>thomasmcgrath1730</author>
         <link>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7/wish/212235101</link>
         <description><![CDATA[<div>&nbsp;Characteristics of absolute monarchies • Centralization of power • Concept of rule by divine right&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-01 13:04:08 UTC</pubDate>
         <guid>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7/wish/212235101</guid>
      </item>
      <item>
         <title>5. How did the English Civil War and the Glorious Revolution promote the developmentof the rights of Englishmen? (SOL WHII.6c)</title>
         <author>thomasmcgrath1730</author>
         <link>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7/wish/212235411</link>
         <description><![CDATA[<div>&nbsp;Development of the rights of Englishmen • Oliver Cromwell and the execution of Charles I • The restoration of Charles II • Development of political parties/factions • Glorious Revolution (William and Mary) • Increase of parliamentary power over royal power • English Bill of Rights of 1689&nbsp;<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:168,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="300" height="168"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-01 13:05:14 UTC</pubDate>
         <guid>https://padlet.com/thomasmcgrath1730/6e23xo9tuhk7/wish/212235411</guid>
      </item>
   </channel>
</rss>
