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      <title>Age of Innovation and Industry by CRYSTAL RILEY</title>
      <link>https://padlet.com/criley23/tr1n9wtny54e</link>
      <description>Made with fortitude</description>
      <language>en-us</language>
      <pubDate>2018-09-17 18:32:39 UTC</pubDate>
      <lastBuildDate>2018-09-18 20:07:44 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <url></url>
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      <item>
         <title>Vertical integration</title>
         <author>criley23</author>
         <link>https://padlet.com/criley23/tr1n9wtny54e/wish/282538096</link>
         <description><![CDATA[<div>explanation: the combination in one company of two or more stages of production normally operated by separate companies.<br><br>historical context: In microeconomics and management, vertical integration is an arrangement in which the supply chain of a company is owned by that company. Usually each member of the supply chain produces a different product or service, and the products combine to satisfy a common need.<br><br><figure class="attachment attachment--preview" 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width="200" height="161"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-17 18:34:40 UTC</pubDate>
         <guid>https://padlet.com/criley23/tr1n9wtny54e/wish/282538096</guid>
      </item>
      <item>
         <title>Laissez-faire</title>
         <author>criley23</author>
         <link>https://padlet.com/criley23/tr1n9wtny54e/wish/282538232</link>
         <description><![CDATA[<div>explanation: a policy or attitude of letting things take their own course, without interfering.<br><br>historical context:&nbsp;<strong>Laissez faire</strong> is the belief that economies and businesses function best when there is no interference by the government. It comes from the French, <strong>meaning</strong>to leave alone or to allow to <strong>do</strong>. It is one of the guiding principles of capitalism and a free market <strong>economy<br><br></strong><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:211}" 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" width="211" height="239"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-17 18:34:53 UTC</pubDate>
         <guid>https://padlet.com/criley23/tr1n9wtny54e/wish/282538232</guid>
      </item>
      <item>
         <title>Social Darwinism</title>
         <author>criley23</author>
         <link>https://padlet.com/criley23/tr1n9wtny54e/wish/282538384</link>
         <description><![CDATA[<div>explanation: theory that individuals, groups, and peoples are subject to the same Darwinian laws of natural selection as plants and animals<br><br>historical context: Now largely discredited, social Darwinism was advocated by Herbert Spencer and others in the late 19th and early 20th centuries and was used to justify political conservatism, imperialism, and racism and to discourage intervention and reform.&nbsp; is used to refer to various ways of thinking and theories that emerged in the second half of the 19th century and tried to apply the evolutionary concept of natural selection to human society.<br><br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:199}" 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" width="199" height="171"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-17 18:35:08 UTC</pubDate>
         <guid>https://padlet.com/criley23/tr1n9wtny54e/wish/282538384</guid>
      </item>
      <item>
         <title>Sherman Antitrust Act</title>
         <author>criley23</author>
         <link>https://padlet.com/criley23/tr1n9wtny54e/wish/282538552</link>
         <description><![CDATA[<div>explanation: The<strong>Sherman Antitrust Act</strong> of 1890 was the first measure passed by the U.S. Congress to prohibit trusts. ... Several states had passed similar <strong>laws</strong>, but they were limited to intrastate businesses.<br><br>historical context: <strong>Sherman Anti-Trust Act</strong> was the first Federal <strong>act</strong> that outlawed monopolistic business practices.<br><br><figure class="attachment attachment--preview" 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width="133" height="160"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-17 18:35:22 UTC</pubDate>
         <guid>https://padlet.com/criley23/tr1n9wtny54e/wish/282538552</guid>
      </item>
      <item>
         <title>Horizontal integration</title>
         <author>criley23</author>
         <link>https://padlet.com/criley23/tr1n9wtny54e/wish/282540042</link>
         <description><![CDATA[<div>explanation: Contrary to <strong>horizontal integration</strong>, which is a consolidation of many firms that handle the same part of the production process, <strong>vertical integration</strong> is typified by one firm engaged in different parts of production (e.g., growing raw materials, manufacturing, transporting, marketing, and/or retailing).<br><br>historical context: Horizontal integration is the process of a company increasing production of goods or services at the same part of the supply chain. A company may do this via internal expansion, acquisition or merger. The process can lead to monopoly if a company captures the vast majority of the market for that product or service.<br><br><figure class="attachment attachment--preview" 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width="184" height="104"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-17 18:37:38 UTC</pubDate>
         <guid>https://padlet.com/criley23/tr1n9wtny54e/wish/282540042</guid>
      </item>
      <item>
         <title>Bessemer process</title>
         <author>criley23</author>
         <link>https://padlet.com/criley23/tr1n9wtny54e/wish/282540087</link>
         <description><![CDATA[<div>explanation: a steel-making process, now largely superseded, in which carbon, silicon, and other impurities are removed from molten pig iron by oxidation in a blast of air in a special tilting retort (a <em>Bessemer converter</em> ).<br><br>historical context: The Bessemer process was the first inexpensive industrial process for the mass production of steel from molten pig iron before the development of the open hearth furnace. The key principle is removal of impurities from the iron by oxidation with air being blown through the molten iron.<br><figure class="attachment attachment--preview" 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         <enclosure url="" />
         <pubDate>2018-09-17 18:37:42 UTC</pubDate>
         <guid>https://padlet.com/criley23/tr1n9wtny54e/wish/282540087</guid>
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