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      <title>Cold War  by Jenny Cazares</title>
      <link>https://padlet.com/jennycazares24/yzkm35itqip1</link>
      <description>Review</description>
      <language>en-us</language>
      <pubDate>2018-04-11 13:48:11 UTC</pubDate>
      <lastBuildDate>2026-01-09 14:43:39 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Origins</title>
         <author>jennycazares24</author>
         <link>https://padlet.com/jennycazares24/yzkm35itqip1/wish/250709957</link>
         <description><![CDATA[<div>Bolslevick Revolution/ Pulling out of WW1<br>American involvement in Russian Civil War<br>Cooperation during WW2/Competititon for post war order+territory<br>Relationship between Stalin/Churchill/Roosevelt&nbsp;<br>Use of Atomic weapons</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-11 13:50:11 UTC</pubDate>
         <guid>https://padlet.com/jennycazares24/yzkm35itqip1/wish/250709957</guid>
      </item>
      <item>
         <title>Major Events</title>
         <author>jennycazares24</author>
         <link>https://padlet.com/jennycazares24/yzkm35itqip1/wish/250711436</link>
         <description><![CDATA[<div><br>China becoming communist/ NATO - Warsaw Pact<br>Korean War/ Atomic Aims Race/&nbsp;<br>Peaceful coexistence/brinkmanship<br>Detente/ Eschen Blocfailed Revolution<br>Iran Revolution/Soviets in Afghanistan&nbsp;<br>Other Proxy Wars<br>CIA +Latin America</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-11 13:52:33 UTC</pubDate>
         <guid>https://padlet.com/jennycazares24/yzkm35itqip1/wish/250711436</guid>
      </item>
      <item>
         <title>Domestic Policies</title>
         <author>jennycazares24</author>
         <link>https://padlet.com/jennycazares24/yzkm35itqip1/wish/250714124</link>
         <description><![CDATA[<div>FDR<br>Truman<br>Eisenhower<br>Kennedy<br>LBJ<br>Nixen<br>Carter<br>Reagan<br>How did each deal with USSR?</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-11 13:56:51 UTC</pubDate>
         <guid>https://padlet.com/jennycazares24/yzkm35itqip1/wish/250714124</guid>
      </item>
      <item>
         <title></title>
         <author>jennycazares24</author>
         <link>https://padlet.com/jennycazares24/yzkm35itqip1/wish/250716099</link>
         <description><![CDATA[<div>ONLY REVIEW THINGS YOU DO NOT KNOW</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-11 14:00:14 UTC</pubDate>
         <guid>https://padlet.com/jennycazares24/yzkm35itqip1/wish/250716099</guid>
      </item>
      <item>
         <title>Decolonization/Competition for 3rd World</title>
         <author>jennycazares24</author>
         <link>https://padlet.com/jennycazares24/yzkm35itqip1/wish/250717814</link>
         <description><![CDATA[<div>Mainly occurs in colonies in Africa and British colonies in India.&nbsp;<br>Colonies in Africa<br>Most wants independence from Europeans.<br>This results new powers to rise<br>Meanwhile, the U.S and the Soviet Union tries to influence political ideology onto unstable powers in African colonies<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-11 14:03:23 UTC</pubDate>
         <guid>https://padlet.com/jennycazares24/yzkm35itqip1/wish/250717814</guid>
      </item>
      <item>
         <title>Vietnam War</title>
         <author>jennycazares24</author>
         <link>https://padlet.com/jennycazares24/yzkm35itqip1/wish/251191832</link>
         <description><![CDATA[<div>Starts in 1955<br>Ends in 1975<br>A proxy war between the US and Soviet Union (capitalists South Vietnam and communists North Vietnam.)<br>During the 1960s, President Johnson manage the war by sending in more American troops to Vietnam<br>In terms of domestic policies, young Americans like college students and youth groups&nbsp; protest to bring troops back.<br>Reason&nbsp;<br>Television became widespread communication technology in America. As a result, people became more aware of the Vietnam War.&nbsp;<br>US lost several thousands troops in war and not winning - people found no purpose to fight in Vietnam<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-12 15:04:54 UTC</pubDate>
         <guid>https://padlet.com/jennycazares24/yzkm35itqip1/wish/251191832</guid>
      </item>
      <item>
         <title>Domino Theory </title>
         <author>jennycazares24</author>
         <link>https://padlet.com/jennycazares24/yzkm35itqip1/wish/251200830</link>
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" width="309" height="163"><figcaption class="attachment__caption"></figcaption></figure>A theory propose by former President Eisenhower. The theory states when a country have political warfare, then neighboring countries will create similar political atmosphere. Because of this theory, US took action to stop Soviet Union spread communism in Asia. This is also lead to containment idea.&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-12 15:19:47 UTC</pubDate>
         <guid>https://padlet.com/jennycazares24/yzkm35itqip1/wish/251200830</guid>
      </item>
      <item>
         <title>Korean War</title>
         <author>jennycazares24</author>
         <link>https://padlet.com/jennycazares24/yzkm35itqip1/wish/251223665</link>
         <description><![CDATA[<div>1950 - 1953<br>&nbsp;A political war between Democratic People’s Republic of Korea (North Korea) and the Republic of Korea.&nbsp;<br>The war started when North Korea supported by the Soviet Union invaded South Korea. This cause the US send in their military into South Korea to kick out communists influence<br>By 1953,  the U.S push the North Koreans military until the 38th parallel. This became the boundary  to this day </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-12 15:58:31 UTC</pubDate>
         <guid>https://padlet.com/jennycazares24/yzkm35itqip1/wish/251223665</guid>
      </item>
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