# data[].attributes.body
Noun. 1. Antonio Lopez de Santa Anna - 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)

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Noun. 1. Antonio Lopez de Santa Anna - 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)

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The Battle of San Jacinto, fought on April 21, 1836, in present-day Harris County, Texas, was the decisivebattle 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.

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The Battle of San Jacinto, fought on April 21, 1836, in present-day Harris County, Texas, was the decisivebattle 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.

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Polk, James K. definition. A political leader of the nineteenth century; Polk, 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.m

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Before 1848, California wasn't even part of the United States, it belonged to Mexico. And the people who lived there were the Californios. A Californio was a Spanish speaking, Catholic person of Latin American descent born in Alta California between 1769 and 1848.

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cherylannestapp.com

Bear Flag Revolt. Bear Flag Revolt, (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.

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The Treaty of Guadalupe Hidalgo (Tratado de Guadalupe Hidalgo in Spanish), officially titled the Treaty of Peace, Friendship, Limits and Settlement between the United States of America and the Mexican Republic, is the peace treaty signed on February 2, 1848, in the Villa de Guadalupe Hidalgo (now a neighborhood of ...

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The Gadsden Purchase (known in Mexico as Spanish: Venta de La Mesilla, "Sale of La Mesilla") is a 29,670-square-mile (76,800 km²) region of present-day southern Arizona and southwestern New Mexico that the United States purchased via a treaty signed on December 30, 1853, by James Gadsden, U.S. ambassador to Mexico at ...

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John Augustus Sutter Sr. (February 20, 1803 – June 18, 1880), born Johann August Suter, was a German-born Swiss pioneer of California known for establishing Sutter's Fort in the area that would eventually become Sacramento, California, the state's capital.

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The Donner Party, or Donner-Reed Party, was a group of American pioneers led by George Donner 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.

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a prospector in the California gold rush of 1849.

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the possibility or likelihood of some future event occurring.

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Placer mining (/ˈplæsər/ or /ˈpleɪsər/) is the mining of stream bed (alluvial) deposits for minerals. This may be done by open-pit (also called open-cast mining) or by various surface excavating equipment or tunnelling equipment.