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      <title>Conflit - Allegory - Theme by Vannah Scarborough</title>
      <link>https://padlet.com/vannahscarborough/k8omdvur0mhi</link>
      <description>English III - 1st Block</description>
      <language>en-us</language>
      <pubDate>2018-02-22 12:52:37 UTC</pubDate>
      <lastBuildDate>2023-01-29 03:46:23 UTC</lastBuildDate>
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         <title>allegory </title>
         <author></author>
         <link>https://padlet.com/vannahscarborough/k8omdvur0mhi/wish/234675965</link>
         <description><![CDATA[<div>A story, picture, or poem that can be interpreted to reveal a hidden meaning, either moral or political. </div>]]></description>
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         <pubDate>2018-02-23 13:46:36 UTC</pubDate>
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         <title>external conflict</title>
         <author></author>
         <link>https://padlet.com/vannahscarborough/k8omdvur0mhi/wish/234676196</link>
         <description><![CDATA[<div>&nbsp;</div><div>struggle between a literary or dramatic character and an outside force such as nature or another character, which drives the dramatic action of the plot:&nbsp;<br>&nbsp;</div><div>The Crucible portrays external conflicts between John Proctor and his wife, Proctor and Abigail, and Proctor and the court. Proctor's internal conflicts, revolving around morality, are also <strong>important</strong> to the story line and the plot of this play.</div><div><br><br></div><div><br><br></div>]]></description>
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         <pubDate>2018-02-23 13:47:08 UTC</pubDate>
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         <title>Examples of Theme</title>
         <author></author>
         <link>https://padlet.com/vannahscarborough/k8omdvur0mhi/wish/234676332</link>
         <description><![CDATA[<div>Themes in the Crucible: <br>1. Lies and Deceit<br>2. Respect and Reputation <br>3. Compassion and Forgiveness<br><br></div>]]></description>
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         <pubDate>2018-02-23 13:47:28 UTC</pubDate>
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         <title>Internal Conflict</title>
         <author></author>
         <link>https://padlet.com/vannahscarborough/k8omdvur0mhi/wish/234676989</link>
         <description><![CDATA[<div> psychological struggle within the mind of a literary or dramatic character.<br>Examples of Internal Conflict: John has issues within himself due to his affair. Mary warren has an internal conflict in herself due to not knowing who's side to be on. </div>]]></description>
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         <pubDate>2018-02-23 13:48:49 UTC</pubDate>
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         <title>Theme</title>
         <author></author>
         <link>https://padlet.com/vannahscarborough/k8omdvur0mhi/wish/234679491</link>
         <description><![CDATA[<div>the subject of a talk, a piece of writing, a person's thoughts, or an exhibition; a topic <figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:300}" 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" 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         <enclosure url="" />
         <pubDate>2018-02-23 13:54:13 UTC</pubDate>
         <guid>https://padlet.com/vannahscarborough/k8omdvur0mhi/wish/234679491</guid>
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