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      <title>chapter 10  by Lisette Vazquez</title>
      <link>https://padlet.com/3044411/kxvgnmhh814p</link>
      <description>Made with no regrets, whatsoever</description>
      <language>en-us</language>
      <pubDate>2018-02-12 21:30:00 UTC</pubDate>
      <lastBuildDate>2025-10-24 16:30:19 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>Placer miner</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230841736</link>
         <description><![CDATA[<div><strong>Placer mining</strong> (/ˈplæsər/ or /ˈpleɪsər/) is the <strong>mining</strong> of stream bed (alluvial) deposits for minerals. This may be done by open-pit (also called open-cast <strong>mining</strong>) or by various surface excavating equipment or tunnelling equipment.</div><div><br></div>]]></description>
         <enclosure url="https://upload.wikimedia.org/wikipedia/commons/thumb/9/93/Henry_Sandham_-_The_Cradle.jpg/1200px-Henry_Sandham_-_The_Cradle.jpg" />
         <pubDate>2018-02-12 21:32:26 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230841736</guid>
      </item>
      <item>
         <title>Prospect</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230841959</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview"><img width="190" height="265"><figcaption class="attachment__caption"></figcaption></figure><br>the possibility or likelihood of some future event occurring.</div>]]></description>
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         <pubDate>2018-02-12 21:33:21 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230841959</guid>
      </item>
      <item>
         <title>Forty-niners</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230842407</link>
         <description><![CDATA[<div>a prospector in the California gold rush of 1849.</div><div><br></div><div><br></div><div><br></div>]]></description>
         <enclosure url="http://nevada-outback-gems.com/gold_rush_tales/prospector_old_b.jpg" />
         <pubDate>2018-02-12 21:35:15 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230842407</guid>
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      <item>
         <title>Donner party</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230842760</link>
         <description><![CDATA[<div>The <strong>Donner Party</strong>, or <strong>Donner</strong>-Reed <strong>Party</strong>, was a group of American pioneers led by George <strong>Donner</strong> and James F. Reed who set out for California in a wagon train in May 1846. They were delayed by a series of mishaps and mistakes, and spent the winter of 1846–47 snowbound in the Sierra Nevada.</div><div><br></div>]]></description>
         <enclosure url="https://www.legendsofamerica.com/wp-content/uploads/2017/06/WagonWithFamilies.jpg" />
         <pubDate>2018-02-12 21:36:40 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230842760</guid>
      </item>
      <item>
         <title>John Sutter</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230844215</link>
         <description><![CDATA[<div><strong>John</strong> Augustus <strong>Sutter</strong> Sr. (February 20, 1803 – June 18, 1880), born Johann August Suter, was a German-born Swiss pioneer of California known for establishing <strong>Sutter's</strong> Fort in the area that would eventually become Sacramento, California, the state's capital.</div><div><br></div>]]></description>
         <enclosure url="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e9/JohannAugustSutter.jpg/220px-JohannAugustSutter.jpg" />
         <pubDate>2018-02-12 21:41:47 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230844215</guid>
      </item>
      <item>
         <title>Gadsden Purchase</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230844392</link>
         <description><![CDATA[<div>The <strong>Gadsden Purchase</strong> (known in Mexico as Spanish: Venta de La Mesilla, "Sale of La Mesilla") is a 29,670-square-mile (76,800 km<sup>2</sup>) region of present-day southern Arizona and southwestern New Mexico that the United States <strong>purchased</strong> via a treaty signed on December 30, 1853, by James <strong>Gadsden</strong>, U.S. ambassador to Mexico at ...</div><div><br></div>]]></description>
         <enclosure url="https://upload.wikimedia.org/wikipedia/commons/thumb/2/29/Gadsden_Purchase_Cities_ZP.svg/300px-Gadsden_Purchase_Cities_ZP.svg.png" />
         <pubDate>2018-02-12 21:42:34 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230844392</guid>
      </item>
      <item>
         <title>Treaty of Guadalupe Hidalgo</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230845024</link>
         <description><![CDATA[<div>The <strong>Treaty of Guadalupe Hidalgo</strong> (Tratado de <strong>Guadalupe Hidalgo</strong> in Spanish), officially titled the <strong>Treaty</strong> of Peace, Friendship, Limits and Settlement between the United States of America and the Mexican Republic, is the peace <strong>treaty</strong> signed on February 2, 1848, in the Villa de <strong>Guadalupe Hidalgo</strong> (now a neighborhood of ...</div><div><br></div>]]></description>
         <enclosure url="https://upload.wikimedia.org/wikipedia/commons/8/88/Treaty_of_Guadalupe_Hidalgo.png" />
         <pubDate>2018-02-12 21:44:54 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230845024</guid>
      </item>
      <item>
         <title>Bear Flag Revolt</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230845287</link>
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" width="184" height="160"><figcaption class="attachment__caption"></figcaption></figure></a>cherylannestapp.com</div><div><strong>Bear Flag Revolt</strong>. <strong>Bear Flag Revolt</strong>, (June–July 1846), short-lived independence rebellion precipitated by American settlers in California's Sacramento Valley against Mexican authorities. In 1846 approximately 500 Americans were living in California, compared with between 8,000 and 12,000 Mexicans.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-12 21:45:47 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230845287</guid>
      </item>
      <item>
         <title>Californios</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230851374</link>
         <description><![CDATA[<div>Before 1848, California wasn't even part of the United States, it belonged to Mexico. And the people who lived there were the <strong>Californios</strong>. A <strong>Californio</strong> was a Spanish speaking, Catholic person of Latin American descent born in Alta California between 1769 and 1848.</div><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:307,&quot;url&quot;:&quot;http://www.vaqueroheritage.org/images/300_VH1%20CSR%20Calif%20Don.jpg&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="http://www.vaqueroheritage.org/images/300_VH1%20CSR%20Calif%20Don.jpg" width="300" height="307"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-12 22:11:04 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230851374</guid>
      </item>
      <item>
         <title>James K. Polk</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230851665</link>
         <description><![CDATA[<div><strong>Polk</strong>, <strong>James K</strong>. <strong>definition</strong>. A political leader of the nineteenth century; <strong>Polk</strong>, a Democrat, was president from 1845 to 1849. An ardent believer in manifest destiny, he led the United States into the Mexican War. In his presidency, the United States acquired Texas and California and large territories in between.<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:250,&quot;url&quot;:&quot;http://cdn.history.com/sites/2/2013/11/James_K_Polk-AB.jpeg&quot;,&quot;width&quot;:334}" data-trix-content-type="image"><img src="http://cdn.history.com/sites/2/2013/11/James_K_Polk-AB.jpeg" width="334" height="250"><figcaption class="attachment__caption"></figcaption></figure>m</div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-12 22:12:05 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230851665</guid>
      </item>
      <item>
         <title>Battle of San Jacinto</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230851941</link>
         <description><![CDATA[<div>The <strong>Battle of San Jacinto</strong>, fought on April 21, 1836, in present-day Harris County, Texas, was the decisive<strong>battle</strong> of the Texas Revolution. Led by General Sam Houston, the Texian Army engaged and defeated General Antonio López de Santa Anna's Mexican army in a fight that lasted just 18 minutes.</div><div>data:image/jpeg;base64,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</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-12 22:13:08 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230851941</guid>
      </item>
      <item>
         <title>Alamo</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230852070</link>
         <description><![CDATA[<div>The <strong>Battle of San Jacinto</strong>, fought on April 21, 1836, in present-day Harris County, Texas, was the decisive<strong>battle</strong> of the Texas Revolution. Led by General Sam Houston, the Texian Army engaged and defeated General Antonio López de Santa Anna's Mexican army in a fight that lasted just 18 minutes.</div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-12 22:13:49 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230852070</guid>
      </item>
      <item>
         <title></title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230852240</link>
         <description><![CDATA[<img 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" alt="Image result for Battle of San Jacinto"/>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-12 22:14:40 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230852240</guid>
      </item>
      <item>
         <title></title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230852256</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/215545465/c5383dd9d52724787855c830d71d8bbf/image.png" />
         <pubDate>2018-02-12 22:14:46 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230852256</guid>
      </item>
      <item>
         <title>Antonio Lopez de Santa Anna</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230852276</link>
         <description><![CDATA[<div>Noun. 1. <strong>Antonio Lopez de Santa Anna</strong> - Mexican general who tried to crush the Texas revolt and who lost battles to Winfield Scott and Zachary Taylor in the Mexican War (1795-1876)</div><div>data:image/jpeg;base64,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         <enclosure url="" />
         <pubDate>2018-02-12 22:14:52 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230852276</guid>
      </item>
      <item>
         <title>Antonio Lopez de Santa Anna</title>
         <author>3044411</author>
         <link>https://padlet.com/3044411/kxvgnmhh814p/wish/230852433</link>
         <description><![CDATA[<div>Noun. 1. <strong>Antonio Lopez de Santa Anna</strong> - Mexican general who tried to crush the Texas revolt and who lost battles to Winfield Scott and Zachary Taylor in the Mexican War (1795-1876)</div><div>data:image/jpeg;base64,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         <pubDate>2018-02-12 22:15:46 UTC</pubDate>
         <guid>https://padlet.com/3044411/kxvgnmhh814p/wish/230852433</guid>
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