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      <title>Checks and Balances - 7 by Madison Smith</title>
      <link>https://padlet.com/msmith7146/sxk29x76m1ar</link>
      <description>Made with a curious mind</description>
      <language>en-us</language>
      <pubDate>2018-09-17 19:10:45 UTC</pubDate>
      <lastBuildDate>2023-05-30 12:08:54 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <title>Checks and Balances</title>
         <author>msmith7146</author>
         <link>https://padlet.com/msmith7146/sxk29x76m1ar/wish/282570995</link>
         <description><![CDATA[<div>Definition: Established in the constitution so that no one branch (legislative, judicial, executive) has all the power.<br><br>Real world example: If the executive branch wants to pass a law, the judicial and legislative branch can pass or veto this law.<br><br><br></div>]]></description>
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         <pubDate>2018-09-17 19:26:27 UTC</pubDate>
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         <title>Checks and Balances</title>
         <author>kabram5523</author>
         <link>https://padlet.com/msmith7146/sxk29x76m1ar/wish/282571536</link>
         <description><![CDATA[<div>Definition:  where each branch of government has a measure of influence over the other branches and can choose to block other branches procedures <br>Illustration: <figure class="attachment attachment--preview"><img src="https://www.congressforkids.net/images/checksandbalancesunclesam.jpg" width="405" height="243"><figcaption class="attachment__caption"></figcaption></figure>Example: The executive branch can veto bills from the legislative branch, legislative branch can override the veto </div>]]></description>
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         <pubDate>2018-09-17 19:27:30 UTC</pubDate>
         <guid>https://padlet.com/msmith7146/sxk29x76m1ar/wish/282571536</guid>
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         <title>Checks and Balances</title>
         <author>ebulla9164</author>
         <link>https://padlet.com/msmith7146/sxk29x76m1ar/wish/282571780</link>
         <description><![CDATA[<div>1. Definition:&nbsp; counterbalancing influences by which an organization or system is regulated, typically those ensuring that political power is not concentrated in the hands of individuals or groups.<br>2.<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:255}" 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" width="255" height="198"><figcaption class="attachment__caption"></figcaption></figure>3. Real Life Example: The legislative branch can check on the executive branch whenever they want and the executive branch has to just sit there and watch the legislative branch bring them down.  </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-17 19:27:56 UTC</pubDate>
         <guid>https://padlet.com/msmith7146/sxk29x76m1ar/wish/282571780</guid>
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