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      <title>3rd Block Economics Unit 1 Vocabulary by jason.guzzardo@carroltoncityschools.net</title>
      <link>https://padlet.com/jason_guzzardo/ysctglmg80yp</link>
      <description>Student Name, Definition, Sentence, and Example of Illustration</description>
      <language>en-us</language>
      <pubDate>2018-01-09 17:04:38 UTC</pubDate>
      <lastBuildDate>2023-06-11 17:16:58 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>Mr. Guzzardo</title>
         <author>jason_guzzardo</author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/219846633</link>
         <description><![CDATA[<div><strong>Word: Fiat Money</strong><br>Definition: Fiat money is currency that a government has declared to be <a href="https://www.investopedia.com/terms/l/legal-tender.asp">legal tender</a>, but it is not backed by a physical commodity.<br><br>Read more: <a href="https://www.investopedia.com/terms/f/fiatmoney.asp#ixzz53hwXAA3U">Fiat Money</a> <a href="https://www.investopedia.com/terms/f/fiatmoney.asp#ixzz53hwXAA3U">https://www.investopedia.com/terms/f/fiatmoney.asp#ixzz53hwXAA3U</a> <br>Follow us: <a href="https://ec.tynt.com/b/rf?id=arwjQmCEqr4l6Cadbi-bnq&amp;u=Investopedia">Investopedia on Facebook</a><br><br><strong>Sentence:</strong> The US economy uses Fiat Money on a daily basis<br><br><strong>Example: </strong>US Money<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:282,&quot;url&quot;:&quot;http://www.goldwhy.com/gold-images/fiat-money.jpg&quot;,&quot;width&quot;:425}" data-trix-content-type="image"><img src="http://www.goldwhy.com/gold-images/fiat-money.jpg" width="425" height="282"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
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         <pubDate>2018-01-09 17:05:40 UTC</pubDate>
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         <title></title>
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         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220705644</link>
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         <pubDate>2018-01-11 17:52:40 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220705644</guid>
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      <item>
         <title>Mark Wright</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220705733</link>
         <description><![CDATA[<div><strong>Word: Trade Off<br>Definition</strong>: a balance achieved between two desirable but incompatible features; a compromise.<br><br><strong>Sentence: T</strong>he education versus experience <em>trade-off</em> which governs personnel practices</div><div>&nbsp;<br><strong>Example:&nbsp;</strong><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:479,&quot;url&quot;:&quot;https://image.slidesharecdn.com/sampleinnovationconcepts-130103195144-phpapp02/95/sample-innovation-concepts-5-638.jpg?cb=1357243439&quot;,&quot;width&quot;:638}" data-trix-content-type="image"><img src="https://image.slidesharecdn.com/sampleinnovationconcepts-130103195144-phpapp02/95/sample-innovation-concepts-5-638.jpg?cb=1357243439" width="638" height="479"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
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         <pubDate>2018-01-11 17:52:51 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220705733</guid>
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      <item>
         <title>Shayla Waller</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220705828</link>
         <description><![CDATA[<div>Word: Resource Allocation<br><br>Definition: How businesses divide their financial resources and other sources of capitol to different processes, people, and projects.<br><br>Sentence: In the U.S, resource allocation is determined by the people and the government.<br><br>Example :<a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;ved=0ahUKEwjyicPrv9DYAhWC6lMKHb7mDzsQjRwIBw&amp;url=https%3A%2F%2Fproject-management.com%2Fimportance-of-resource-allocation-and-time-management-in-project-management%2F&amp;psig=AOvVaw0wFBX73Y2mFIntuhK6l69Q&amp;ust=1515780298118220"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:192,&quot;url&quot;:&quot;https://d1fhzurqmm0rwe.cloudfront.net/wp-content/uploads/2012/05/Resource-Allocation.jpg&quot;,&quot;width&quot;:280}" data-trix-content-type="image"><img src="https://d1fhzurqmm0rwe.cloudfront.net/wp-content/uploads/2012/05/Resource-Allocation.jpg" width="280" height="192"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:53:06 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220705828</guid>
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      <item>
         <title>Run4six</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220705891</link>
         <description><![CDATA[<div>Word: <strong>Economic growth</strong><br><strong>Definition:</strong> Is the increase in the inflation-adjusted market value of the goods and services produced by an economy over time. <br><br><strong>Sentence: </strong>&nbsp;Creativity holds the key to economic growth.<br><br>Pic: <figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:330,&quot;url&quot;:&quot;http://s3-ap-southeast-2.amazonaws.com/2ser-wordpress/wp-content/aws/uploads/2017/09/08012232/Econ-Growth16-032200.jpg&quot;,&quot;width&quot;:440}" data-trix-content-type="image"><img src="http://s3-ap-southeast-2.amazonaws.com/2ser-wordpress/wp-content/aws/uploads/2017/09/08012232/Econ-Growth16-032200.jpg" width="440" height="330"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:53:13 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220705891</guid>
      </item>
      <item>
         <title>Joshua Raine</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220705914</link>
         <description><![CDATA[<div>Word:Mixed Economy<br><br>Definition:an economic system combining private and public enterprise.<br><br>Sentence:The United States Constitution established a mixed economy.<br><br>Example:<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:259}" 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GtltkAEpIChKSQQCBzBO9TPGOGJt7iGxDbqfKIA2GsKSPDYj+qOVNb2Ht3NlbMKUEvKYC2SfpIQjN6oUJHTXloAV2hsqMJBJiYAJ0G50qD4nfhsIG7hjltzqxuz1pSbt1CwUqS0pKkncELbkVXnDdh8OxC3YM5EiVehIKle2Imkl2Gj3JrA8EeW2lLTSlhIglI7s8xmOlRuKWDjd62HW1IIbURmSRPLQ7HflTpxFxO8l1VvaKDDLB8nKEpKlKTorzgcqQdNNTBM6xW3DGOqxBx7D7uFwgLaeygLCucwAMwmQRuMwPjrRiFltJJAAJJ0AAkknYADesuIKSUqBBBggiCD0IO1SPDSCm8aSrzkvZVf1JJSfxFM/GWEJuCp62GZ1pQbeQnzjokpMdQFJ9KT4RTGCQhlSgcqVKyglWUEwkbkxsPGl3DGFN3Sm0JUoLBVCUzAGuYwJMaydhpV1YRYN2rDrGYF8slx2OQIUEj0aKA6wTVW4bjKrF1q8SMwSnI8nSVNLiRJ5ggKHiANiaWS9zUe4rZbZABKSAoSkkEAjqJ3pxHCzT7yLhlaTZOp8sVAwANCUDoDM/wAveGkCl/iTGvhbwKBDDQKGQBEjTMuOQOUQOgHU0xhGUUUUAFNPEzik2uHKSSlSUykjcEITBpWrovL911LSFqlDIIQAAN43PPQAUASi8aeu7u1LuUJbebyoROXMVplZk6nkOgnqageN2c+OPk7IQ0fWWkULui1/FSYLffB6FOoPtFR+G3zt0t27fILjqhMJygBACEgDkISKV9aNQzdqiv8AwNgPpMFPtTb1I8K2qLS3/wBoPjRKcrCPnLURl09OoHhJ21pM4sv3H02rbipS2tKGwBEJ0JkjcwhI9VS1/fOvhtLq5SynK2kAADSMxjdUACfeZF1YPoMPENsm7ZGIsphYSE3CJkpyjf8Atn1pIOkV4cA//WJ/oX+VRFhibzAX5FeXyicqpAII1gweYkwfGtMMvXLdaXGiApIgSJEEQZFMYT11xHiIccCSoJDi0p/gA91K1BOsa6Aa1wcJBXw5rMSVFxRUTuVFKyZHLWa6PjrffTa+6/8A2qKRibwfNyVgulWacoyzGWMvSNKANLuwuXcUvG0MOqSp4lKvJqDeyfnnux41PcZLS01a2CVBSmv4rpHIkKAHrK1mOgHWoDiTj3EUJGV5CEkwoobSFfaWSEjxia5LZYUM8lRX3ionMVE6klR3PjSrsaz1pxwW8dZwt5xj/UD4ywnN5ymUq7vPuk0nVKYXxDcWyChlSQkqzEKRm1gAxqOgpjDbFsXvnmyh5SvJkgq/ghM5SCJVGgkD2Vw8IPN39viGDqWEOqX5Zgq2MeTUBpqcq20kjovwNSN7xZeOtrbUtsJWkpVlbg5VCDBJMaVTjrqk3xUhSkqSuUqSSFAjYgjUGkm65HgrJZ/hS+auQ25ZvyElPdaUtBMfNWkFKh6DTm3gj9oyym4byFaCUgkE92JBgmCMw08ahbbtVxRuWy82vKD31tJK9NtUwD6xXdheJPXSEv3DqnXFDzlRoOiUgBKR4ACkxqN8DZG/cfcXs1X1rb3DAzOMpLbiB52oTmgdQUggcwr1VCYXw8++sI8mtAnvKWkpCRz3Gp8K4rG/dYVnZcKFc4ggjopJ0PrFd19xReOpyKfypOh8mkIUR/VuPVFWJHvxviCXboIbMot0eTkbZyZWAecQkekGuvid5SGMMWg5VJbJSRyIQ1Sq2gJEAQBXVeX7rqWkLVKWUlLYAAgGNzz0SB6qALI4dcauVC9R3XS2WnkD6UpIPsToeYI6VUPZXcBh1u5c2UohR6JUCkq9RM+qvW64kuLIzbLCVuDKZTmTHWOoOx5T6RXnZNpYZSkmAlIEml6s3oht4o4edbfccbQpxp1ZcSpAKoKzmUDG2pMHaCK14Dwldq5c4jdpLLSAQjOIUoRBISdY5DqVaUr2fH11b9y3XKBslxIUkejmB4AxUdecU3N7rdOlYSolDaQEtiNJyjc+KpOppXJWMoMa+GLjyl404qApx8rInYrUVEfjUlf405a4jdLbg5lJCkqnKr+G3BMcwefietIdtiZaUh1s5XEKCk8xI6jnUXil88885crdV5RasyssBOwSAE7AAAD1U0ZJuglGlaLa4LeW4q9dcVmccazKPqUAAOQAgAdBSUGgpsJPNIH4b1E8OcbutKWzmCS4nIVhIOnWDsdd/GpxAgADkNKeUSadqyW4ZK04FdoKj3brIBJ0SpVvmSNdjnVPXMetRYFR2KYy8w2WEqAt3nEuOJgTnTk2WdgcidB9H0zIJVIkUi7DM2ooopjBk+JF30b+3+1HxIu+jf2/2qzq1VQBSHG3D9xbsDP5MFasoAXJ5np4R66l8L4CukNISA3okfP6j0VL8Vzc4nbWw1SiFrg+OYg6/wAo5czrT+lNSg7k2PNUkUzivCNz8KtmjklRWoDPyQADy/mFTfxJu+jf2/2pnX3sVSPq7Unfm4sDaP5etM1bF3bMlxRWfxIu+jf2/wBqPiRd9G/t/tVlLcA3IrwVfoGmYVHLrcGL75pfuCi30RXfxIu+jf2/2rPxIu+jf2/2qw/hyeZA9O1dDawQCDIOxG1Np9Vizq8ckwcWupVWIcAXTiFJhvUfT58uVQnCOA3DmdjuZ2jqFL1A10mNYNXgoVXmOoNliKLlI7jvnb7GArmEpAMHaTNPN7XZsVao5xwTd9G/t/tR8SLvo39v9qsppQIkbHUeut6qIVieCLvo39v9qp6/whxN8UGMxWob6aV9XKr504htyMUcUdkuH/8ALnXHq8jgv2Z0aeKk3Yq3OHrC1zGgJOvoqyuCeFrh60bcbCMqpIlUHl4UhYu7Div6pPoA1FX/ANmaYw5iBAIJHoMVmkm5dRtRFRfAufEi76N/b/aj4kXfRv7f7VZ1FdpylY/Ei76N/b/asHgm76N/b/arOrixe8DLTjh2SknUxrGlY3Ss1Kykk8NP3F95IZD5HU97QFOu8eilDivFFKdLKVCELyiDoogwT4iasu1vlW+HXd5MOvqLbJUTMq5bnmRz5VRRfWlWYzO+v71fS4d8HNmZOvA42mGOxMJ26+FdVjgbxQkiNdfO61z4LxAlaCFQFwR+HSnPCbtAQnLrCQNp1rzcscsJU0dmPY4i+nhm4URon7X7Vtc8H3KkFPdBPj+1NFpcPqcyhMJnlvGvOvLH+KxapKcillO5+aPXBE11YsMm1zz2Jy207FGy4MeaIJylW/nftXVgF0td58CJRKvMJV3cwBJTNcS+KH7wqQ2FCdRA0HhoNfbXfwvw681cC4dSYSZHXMnUab713yxwgv8A6Pk57v7FwNuNcBXamlQESkZhC9dOmlcPCXD9xcMwnyZLZynv8uREjUcp8Kt7C7sPsociM6QYPKdwaSMNmyxNbZ0ad2OsQrVBJKoABzJAA5V5sntkh0rVHL8SLvo39v8AairOFYqohk1o4qBJ5a1sahuLr8M2rip1KSlImCSemo5UsnS4NStizwUC/f3V0dQmUJ8JPL1JHtpuxrGWrRsuvKyoBiYJ1O2gqB7OLUNWQWrQuKKyT02E6kcusUndtmPgBllBC0qClLg6RGUaiuWeTYtqa3P2Lxg8k6ZP4VxNbru7i4S8jIpDaEEqAkJzEwDrua7r/ja2bBKnhA3y6j2iqHwNI8q10ShR9ZCiDUfiqC5ncJ02CQTJ9Q39deLl0E8+X15ZV2TOmcIwV1yWvina5bjRptTnjuPwqHuuOrp0qS15NqQDIEkA+J51XTttlShSTOYDMD3faBUtZOqmEIUsRrlB/M036VpcauEbfzyJhnJ9UMtpjjylw84tc6ZlHn4VavZbi/l7QpPnMuLbPWAZT+BqmBaLkKXkaB2zrJOngnY06cI8X29lKAM5dUnOpOYAEQnMcxIPLYCq6aUMWS0uvboNnhujwXIDS9xvhQftlQO8jvDSdt9DU+24CARsRPtoWJmvcktyo4E2mLnAWLeXtgCQVtdxWoJ8JymAaZQar2wPwHES2T/De0G8QdUkADuwdJJ1mrCSazFK1XYaa5sDXz/2i/w8UV0K0n1EV9AE1SvbbYFFwzcaZVQD6U1HVQUkiundSoQMUALi/WK+j+CmMljbp6NJ/EV84sti5eZbRJU5cESPoyI/AGvqK0ZDaEIGyUhPsEUukhSG1T5SOiisUV2HKFJHafekMJZTOZ1QEDeNt+WpG9OqlRVdXI+G4sgAy2wJ30JRzGvVXSDHhUst9O48FzZGdp+Bn/ZtrbhYQUqBM6AqCFGPbVDXjKkKhWsbGZBFfSHbXhvlcPzhZR5JxKpG0HumfbXzcp5QVIVJ2mOXor09LxGkTkemHJPlEnpJ9QFOPCZUkFa3FAAyEDY0p4Y53lKOpympO1vjlIMEq0Hh6Kdx3zl+3+xk9q4G/EOMygKUF97YAbAUuXXFT1whTboC0LIme7EGREV6W2El18BQACUZpA3A3MAb1N2ODpz5ozIHmJAhSjznoK2KxQ9uSc4zkdnB1iUt5w2EgkmQPm8pphK98s8qxhrYyZHzkSnzUpG3gVbmu28bQyklJ3SSD4V4Ooi99/J34uI0O/Bq81ojT6Q9hqH7R8PJQi4T5zRjlsYI1VoNRvU7wmzktGgdynN7da7r+zDra21bLTGv4H1HWuiUd0KOZOpWcGDY628w25nT3k694bjQ/iKxVTXD7jKlNFzKUKIhbigrfmEogTv66Kks6XDK+HEuTE8YYYTLzqUD+YifUNzSlf8AFts4vyqU+WbCMuoASCTJUUq1iIG3KqbxNZzlRW4SeayCfx1rwbDywQ2TqCI1JP8A/RXDl1GTIvS9qOuGlhHmRYfEPGzQs1soKBncSnyaSSUNqUJE6DYH21VDbilqy51FJVAnvQJ8dq6rgllpIypPfOeRC8wAjvbkamuW0TrmSmBHM9TpW447Ytt38sqoJKkdJeU2FqREoUEadCDr+Br2wRpDoVmzZUiTBjUn0f5qKvScxPmgkTrpA5n1z7alcFWlLTneSJy8/wAqMkax2uvA0dtqzF7iabf/AE7ZA1IzrOYmo9zHrpZEuEJ37iQmB0rpxHK6ISSddkoKp6a8qwzgDiu9kCY1zOK0EeFNB4oxua5+f9nFmx5HJ7ehyWy1ETqdZk6x6zUstE8tSNSDPKtlWjTIl24A/lbSTPrG1aMYpboIKGCvotxR/If5pJNz5ijYLb9zLPwPtTabQhpySpCACoJkEj+mT+FMDXahZaZypM6BQSSknoNJ/CqkXiilZUqCSkDupCEiPZrXHi5YOVTqHEL2lAj25hU8WXJGSSb/AMlvAxSRcvFrjN4ym4t3UrLR7xRKiB1KU94kGITG9NPD1+XWk50lDiUjOhQhQ6GPHeqHwHhzypDtldpUoRMgpcHp1q2OzvF3Lnyqno8q0Q0ogRmKfnV2YdRF5K9/f4OfPg2R+B0NVt2xXNq5alpxwB1CkrSJEz0I8asdaq+c+0PEVv3y5bSFJOUDQggc52Jp9RktKMWJpoXK2Y7Pnbe3vWXn1dyF5ANYUTGZYG1fRbDyVpCkmUkSCOYNfKraCElXzEuDMNhmIBEAbivovgPEFvWbS1pCTEAA/NG09DWYMlNpsbUw5tDJNaqcAEk6Dc0E1SnGnE71w6+0rMlltZayJMZiBuY3p8+pWNL3sjix73Q+8TcaWjbS0h7MtQIAb7xPgCNKVRx4yVpcbtksZB5ziglSkxGWESTrVV5U7ICukZjI9ldbXDt0+MqULJPIjWDtv+dcWTO69UqR3QwY4rkb8c7QlXKFsruWA0tJSpIZWpUH+YwBVU4pZBKu4cyVapPX3U+WHZZcmC5p4D31KvdljhbWlKxmIkZlDen031fT4cihvuyOXFFrgqiy2c1iEfmRUnh9oVbqgaKB09m8itsUsnrTO2+0EqCgIPMa6gjcaVrZ4m1HeGUR0keoV9Biyue6Uenc5WlGkyw8OeSW0lWXNHQhUV3Wj7TYkqylI5HUiZjUVWzGMBJCgVJTG2aPy/KvdWMpKYZStSpkmCY9ZrPDvljLKvYcsW4gbX3UJOZR38OorW+xlIUhtS0jYBK1QIESCfHb11G8NYBcPHOlslcd0q2APM9K9sT7PrsqKz3z0ImvF1uu08Z+HvSZXCm+o+23aq0iEOMbJ0LLiFp/MRTJhfH9g+cgeDa4810FB18VaH1GqOTYu25CHmcs7ECAR6a5lYfaOOdx/wAko7pPeTm/xUIaySfW13q/8HU9JCS4L+veHWX1l2EnPBnroBO/hWap1nhC9yjydyMnzcqyBHgJoqD12mvmSJ+Wl3HXCODsPch0LFyd/PEfZTr7alsRQ1ZfxUtQjyeSG0SQuSU6bmZj+2oPiHsmVnL1g+plczlkgT7aUsYs+IGEFp1K3m51IAWNNu8NqjP6Rl37nO12ZiyxfuQOI4oHs7Lqe95QqKkoCXUmfNOlF66halqaICCIKFAhX9SY0/GoK4fcQ4VLaWhR3nMPzotbxOnfKSAZBEhU+I2ru8u4rg6o5U0dPwKGHl695swCmNQ4iPwrjkZWwgQpI1BHzuutSC7gEKCXYBAjQg7gnf0ULQlRzKUkkiDGhplNpeoxKNtslMPuFIYBMgqWqQBsAYrssYdVLgzJAkpOhI9NRqcZLTYQhXNRJiSQa5ncTEQXIzbgayB1A1rjeGUm2lVld67nVifk1d0NBI5yoqj0dKifIJ0gbHYiR+ArpXdtHzQoxz2H412W2KwkoQ3M9AST66tFTjGopsi9t2eWH4epTgSnukkRPXr1FX5dMMlsfCEtkAAEuZQJgSZNUmzY4gT5Vi2Ujq4pMR61Vy3jj0pRdPkqOqsys37VyarSyyzjulVey6k7T6D5du4cy+lVi2tdxMBLJOQnmFZhqPRTlw1ZqYZhWjizmXG0nl4nxpM4HxS1ZiG5J08qNSPT0FWPuMwMg9P8V4utyTjKknS6u+WK2ceLY6hhBKiTHnBOqgDpOXc1Q2KvBdyvyYUtlU+BE8zpIp+7UOHnMqbhomESFawpOYzJ6iq3w1STm8sdQdFBUH1gV6307HBY3lTtspjSo9LdkeQdCUZ1BxJ3UVISB5xjux6dasrs94oYbbRbyoK1K1HYHYcqrbCic7qRBRlOqlZZ13nnryqW4Wwg3N0hLCTkSJWoyACNSTy9Arp1mOM8b3Oq5sJxXuX2h4xoqaRuJsNQ24t11kuMrjMpsw4g85HzvToacbZjIAke2uDGsVQwk59Sfm9fTXzGHJm8Tm2TVC/hiMMW0oWfks8SArRyRrH8TWamMNxJu6fBbQtPkgcxWnLIMQkdRM6+FVBxI8086VMpSlydk6AevlWuEpxNaibB5SikQUoUJ7u4g7617a+n+PHq7fcG1Rf0RzrQj11SznHWNW3duGdt87MH1kVpfdrFy60pooSypQjyiJKgOcAjT01zfoOZOpNOP9xd3YZuOcSsRcrTdIDwDASlCTqFlUmTPdIA8TrVUv2Fs88oNEtIJ7oKs/qnT8q8XghxOUO6mSSoGdfGvBGEDk8n2GvotNhWnhtUmiOSEm7oasN4RSkSpc66d0EfnTjgFlbMf6jZV6CB+Ef5qt7O8dZEB+QNhuKmrXiwBB8oAT1Gn4Vx6lavJ/Pa/wCCmLHFdUXhhb7S0yyRl6Dl6a7T6fZVH2vGoaIW1M842Ppmpx7tXcI7rCB6ST+Qrwp/SMs3dc/PUs69i03WkqEKAUPEA/gag8U4Psn5U4wgGNVJ7h9OmlIB42xW4OW1tyZ5pQSPxFdNpwPjN6ZvHy0g8ir/ALRrXdpvo+pTtza/oTeRR9z3e4YskKKE4kpAGyC8kx4TWKZbfsktgkBTqyqNSIAJ9FFen+mZPzf9v/BfNFjGsVms17RxHNcWTbn+o2hX9SQfzqHvOCcPd8+yY8SGwk+1MUw0UUbbEx3suwpW9mkehbg/JVc6+yPCT/wx++d/XT3RWUjdz7iInsiwkf8ADE/+s7+quprswwpP/CJPpWs/mqnGiikZuYu2vBWHt6ps2dPpICv+qal7bD2m/wDTaQj+lAT+VddFFILZD8S2K3mFJbjOBKQdiY28K+X+IFvpWW7pspcB2Iyq9AOyh419bkVG4xgVvdJy3DKHB/MNR6DUpYIuW+uS2LNsVM+Rg4puMsoVMzJB9BppwvjXEbduUvZkzAzQqPDvCrVxjsXsnjmbcdZJ3g5x7FUvPdilwhSfJXaFoBnI4kpn1pBqeXTqa5SZeOeBx2/aHcFPeeZVI1C2iN9x3VClK6ZlxTgdRJ1gEgR6Ip+uezB4/wDDtH+hwD/qio97spuPmsqSfBxB/wC6uDHpXD7Ytfsi0c2MRw+pCFNgTmMkoVrA+bMCU+FOPCPFK7dktpUlsTOreZSvGStI09Fc73ZbiU9xHtcbH+amcA4AxBnMXbW2enYOrBg+lJqs9N4iqSsyWbGReI8e3SnAlFycp3yoRm9UDT2mlTibES6ZzvLJ3LiyZ/t2q0rvs4vLgJC/gdukGf4KFZ/RmqasezNKW/Jrf7p87I2Ao/3nX8K2Gk2SuMRFnxo+fLdRQc2XU8pifACNau3sn4ccCkXK2y0gI0CtFKUrw5CnLBeBLC1IU2wkrGy199ftNMwrrWBN7mc+XMpcI0gHce2uC5wG1c8+2ZVP0mkn8xUlRXQ6ZzqxXf7PsMX51k1/aCn/AKTXG72VYSr/AISPQ44P+6nSis2obc+4j/JNhX/lj967+qvZvstwof8ACz6XHP1U5UUbUG59xYY7P8NRBFm3p1BV+ZqVtsBtW/8ATtmU/wBLSR+MVJUUUjLZqBGwgdBW1ZorTDFFFFABWaKKACiiigAooooAKKKKACiiigArBoooAKBRRQAUUUUAZNYoooAKKxRQgMiiiigxBRRRQaFFFFABRRRQAUUUUAFZrFFABRRRQB//2Q==" 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         <enclosure url="" />
         <pubDate>2018-01-11 17:53:16 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220705914</guid>
      </item>
      <item>
         <title>Donovan Jens</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706260</link>
         <description><![CDATA[<div>Word: Voluntary Exchange<br><br>Definition: Voluntary Exchange is the act of buyers and sellers interacting freely, basing their goods and prices on the wants/needs of each party.<br><br>Sentence: A man buying lemonade from a street corner is engaging in voluntary exchanxge</div>]]></description>
         <enclosure url="http://thelibertycaucus.com/wp-content/uploads/2013/10/voluntary-exchange.jpg" />
         <pubDate>2018-01-11 17:53:49 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706260</guid>
      </item>
      <item>
         <title>Jacob Baldizon #3</title>
         <author>jacbal</author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706290</link>
         <description><![CDATA[<div>Word: Factors of Production (CELL)<br>Definition: Land, labor, capital; the three groups of resources that are used to make all goods and services.<br>Sentence: There are certain factors of production that are required to start our business.<br>Example:</div>]]></description>
         <enclosure url="https://www.google.com/imgres?imgurl=http%3A%2F%2Fproduction-and-consumption-bs.weebly.com%2Fuploads%2F1%2F6%2F7%2F1%2F16713658%2F4299768_orig.png&amp;imgrefurl=https%3A%2F%2Fsites.google.com%2Fa%2Frichland2.org%2Ffour-factors-of-production-laborrrr&amp;docid=ESUMxtZBxHcO1M&amp;tbnid=-HMMrkh-KRiUuM%3A&amp;vet=10ahUKEwjRrf2jvtDYAhXE11MKHUXWDekQMwjPASgGMAY..i&amp;w=579&amp;h=322&amp;safe=active&amp;bih=629&amp;biw=1366&amp;q=factors%20of%20production&amp;ved=0ahUKEwjRrf2jvtDYAhXE11MKHUXWDekQMwjPASgGMAY&amp;iact=mrc&amp;uact=8" />
         <pubDate>2018-01-11 17:53:53 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706290</guid>
      </item>
      <item>
         <title>Bontrell Walker Jr.</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706401</link>
         <description><![CDATA[<div>Word: Productivity<br><br>Definition: An economic measure of output per unit of input<br><br><br>Sentence: Productivity gains are vital to the economy, as they mean that more is being accomplished with less.<br><figure class="attachment attachment--preview" 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" width="223" height="226"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:54:07 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706401</guid>
      </item>
      <item>
         <title>Kate Harvey</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706404</link>
         <description><![CDATA[<div>Word: Marginal Cost<br><br>Definition: Marginal Cost is the cost of producing one more unit of a good.<br><br>Sentence: Marginal cost is used to help businesses calculate the ideal production level to earn the most profit.<br><br>Example:&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:584,&quot;url&quot;:&quot;https://www.myaccountingcourse.com/accounting-dictionary/images/marginal-cost.jpg&quot;,&quot;width&quot;:620}" data-trix-content-type="image"><img src="https://www.myaccountingcourse.com/accounting-dictionary/images/marginal-cost.jpg" width="620" height="584"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:54:08 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706404</guid>
      </item>
      <item>
         <title>Cole Zachmeyer</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706413</link>
         <description><![CDATA[<div>Word: Price Stability<br><br>Definition: Avoiding both inflation and deflation.<br><br>Sentence: Inflation is a rise in the in the general price level of goods and services in an economy over a longer period of time resulting in a decline in the value of money and purchasing power.<br>Image:<figure class="attachment attachment--preview" 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" width="358" height="141"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:54:09 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706413</guid>
      </item>
      <item>
         <title>J1K#5</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706425</link>
         <description><![CDATA[<div>Word: Entrepreneur<br>Definition: A person who organizes or operates a business or businesses.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:530,&quot;url&quot;:&quot;http://img.businessdictionary.com/article/normal/sales/category-sales-marketing-5.jpg&quot;,&quot;width&quot;:800}" data-trix-content-type="image"><img src="http://img.businessdictionary.com/article/normal/sales/category-sales-marketing-5.jpg" width="800" height="530"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:54:11 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706425</guid>
      </item>
      <item>
         <title>Layla Qualls</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706438</link>
         <description><![CDATA[<div><strong>Word: Command Economy</strong><br>Definition:  An economy in which production, investment, prices, and incomes are determined centrally by a government.<br><br><strong>Sentence: </strong>The economy has been transitioning from a command economy to a market economy since 1985.<br><br><strong>Example:</strong> North Korea </div>]]></description>
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         <pubDate>2018-01-11 17:54:12 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706438</guid>
      </item>
      <item>
         <title>Shamaria Thrash</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706458</link>
         <description><![CDATA[<div>Word : Government Regulation<br>Definition -a law that controls the way that a business can operate , or all of these laws considered together .<br>Sentence -Voters want some government regulation to prevent these financial disasters from happening.<br>Example-tobacco</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:54:14 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706458</guid>
      </item>
      <item>
         <title>Kevin Rios</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706471</link>
         <description><![CDATA[<div>--Word: Economic Freedom<br><br>Definition: The fundamental right of every human to control his or her own labor and property. In an economically free society, individuals are free to work, produce, consume, and invest in any way they please.<br><br>Sentence: Economic Freedom is a term I learned in school.<br>Picture<figure class="attachment attachment--preview"><img src="https://si.wsj.net/public/resources/images/BN-GP853_edpMil_P_20150126110643.jpg" width="749" height="499"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:54:15 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706471</guid>
      </item>
      <item>
         <title>Morgan Whitlock</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706521</link>
         <description><![CDATA[<div>Word:  Human Capital<br>Definition: the skills, knowledge, and experience possessed by any individual or population, viewed in terms of their value or cost to an organization or company.<br>Sentence: Education is an investment in human capital that pays off in terms of higher productivity.<br><br></div>]]></description>
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         <pubDate>2018-01-11 17:54:22 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706521</guid>
      </item>
      <item>
         <title>Brock Britton</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706560</link>
         <description><![CDATA[<div>Word: Land<br>Definition: Natural Resource used to&nbsp; make goods/services.<br>Sentence: Land is used to harvest resources such as timber; which will be used to make products.</div>]]></description>
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         <pubDate>2018-01-11 17:54:26 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706560</guid>
      </item>
      <item>
         <title>Alexis Henderson</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706783</link>
         <description><![CDATA[<div>Word: The Invisible Hand<br>Definition: term economists use to describe the self-regulating nature of the market place.<br>Sentence: The Invisible Hand is in all parts of the economy.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:688,&quot;url&quot;:&quot;http://assets4.bigthink.com/system/idea_thumbnails/56567/size_896/bigthinkInvisible_Hands.jpg?1412256614&quot;,&quot;width&quot;:896}" data-trix-content-type="image"><img src="http://assets4.bigthink.com/system/idea_thumbnails/56567/size_896/bigthinkInvisible_Hands.jpg?1412256614" width="896" height="688"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:54:52 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706783</guid>
      </item>
      <item>
         <title>Breanna wyatt</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706897</link>
         <description><![CDATA[<div>Word:&nbsp; Government Regulation<br>Definition: A law that controls the way that a business can operate , or all of these laws considered together.<br>sentence: Without government regulation we would have chaos&nbsp;<br>Picture:&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:227,&quot;url&quot;:&quot;http://rampages.us/sugarthedemon/wp-content/uploads/sites/6945/2015/04/government-regulation.jpg&quot;,&quot;width&quot;:552}" data-trix-content-type="image"><img src="http://rampages.us/sugarthedemon/wp-content/uploads/sites/6945/2015/04/government-regulation.jpg" width="552" height="227"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:55:07 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220706897</guid>
      </item>
      <item>
         <title>Lexy Lockhart</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707157</link>
         <description><![CDATA[<div>Word: Specialization<br><br>Definition: Specialization is the concentration of the productive efforts of individuals and firms on a limited number of activities.<br><br>Sentence:&nbsp; Lawyers specialize in different areas of the law.&nbsp;<br><br>Example: Law</div>]]></description>
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         <pubDate>2018-01-11 17:55:42 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707157</guid>
      </item>
      <item>
         <title>Rhett Daniel #25</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707246</link>
         <description><![CDATA[<div>productivity<br>definition: The effectiveness of productive effort.<br>The workers have boosted productivity by 30%.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:229,&quot;url&quot;:&quot;http://www.docurated.com/wp-content/uploads/2014/05/sales-productivity-300x229.jpg&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="http://www.docurated.com/wp-content/uploads/2014/05/sales-productivity-300x229.jpg" width="300" height="229"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:55:53 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707246</guid>
      </item>
      <item>
         <title>Jordan Ackles</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707555</link>
         <description><![CDATA[<div>Word: Scarcity<br>Definition: The state of being scarce or in short supply; shortage.<br>Sentence: The scarcity of water in the small town is destroying the livelihoods of most of the farmers.<br><br></div>]]></description>
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         <pubDate>2018-01-11 17:56:34 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707555</guid>
      </item>
      <item>
         <title>Ny Cospy</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707677</link>
         <description><![CDATA[<div>Opportunity Cost- the loss of potential gain from other alternatives when one alternative is chosen.<br>Sentence- The sacrifice they make by not producing a good is their opportunity cost.&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:220,&quot;url&quot;:&quot;http://www.assignmentpoint.com/wp-content/uploads/2015/08/opportunity-cost.jpg&quot;,&quot;width&quot;:440}" data-trix-content-type="image"><img src="http://www.assignmentpoint.com/wp-content/uploads/2015/08/opportunity-cost.jpg" width="440" height="220"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:56:53 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707677</guid>
      </item>
      <item>
         <title>Brandon Prince </title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707716</link>
         <description><![CDATA[<div>Word: Government Regulation&nbsp;<br>Definition: a rule of order having the force of law, prescribed by a superior or authority.<br>Sentence : The farm has several government regulation we have to follow.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:748,&quot;url&quot;:&quot;https://www.fda.gov/ucm/groups/fdagov-public/documents/image/ucm501515.png&quot;,&quot;width&quot;:780}" data-trix-content-type="image"><img src="https://www.fda.gov/ucm/groups/fdagov-public/documents/image/ucm501515.png" width="780" height="748"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:56:58 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707716</guid>
      </item>
      <item>
         <title>Reid Morris</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707755</link>
         <description><![CDATA[<div>Word: Traditional Economy<br>Definition: An economic system based off of traditions, beliefs, and customs. Countries with this type of economy are typically rural and agricultural. <br>Sentence: Bartering is commonly used in a traditional economy. </div>]]></description>
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         <pubDate>2018-01-11 17:57:02 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707755</guid>
      </item>
      <item>
         <title>Kevin Quintanar</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707847</link>
         <description><![CDATA[<div>word: Command Economy<br>Definition: Economy in which production, investment, prices and incomes are determined by a government.<br>sentence: The last thing this country needs is a command economy.<br><br><figure class="attachment attachment--preview"><img width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:57:13 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707847</guid>
      </item>
      <item>
         <title>Zayyreese</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707857</link>
         <description><![CDATA[<div>Consumer Sovereinty:<br>The situation in an economy where the desires and needs of consumers control the output of producers.<br>Sentence: You need to be able to quickly react to the <strong><em>consumer sovereignty </em></strong>of your surrounding area and put out the products that they need.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:57:14 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220707857</guid>
      </item>
      <item>
         <title>Ennrique Ramos</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220708066</link>
         <description><![CDATA[<div>Production possibilities curve: models a two-good economy by mapping production of one good on the x-axis and production of the other good on the y-axis.<br>Example:<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:256,&quot;url&quot;:&quot;https://www.shmoop.com/images/economics/economic-principles/1-ppf-graph.png&quot;,&quot;width&quot;:400}" data-trix-content-type="image"><img src="https://www.shmoop.com/images/economics/economic-principles/1-ppf-graph.png" width="400" height="256"><figcaption class="attachment__caption"></figcaption></figure>Sentence: Schumpeter was of the opinion that entrepreneurs shift the Production Possibility Curve to a higher level using innovations.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-11 17:57:42 UTC</pubDate>
         <guid>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220708066</guid>
      </item>
      <item>
         <title>Martez hudson</title>
         <author></author>
         <link>https://padlet.com/jason_guzzardo/ysctglmg80yp/wish/220708561</link>
         <description><![CDATA[<div>word: wealth in the form of money or other assets owned by a person or organization or available or contributed for a particular purpose such as starting a company or investing.<br>sentence:Instead, you have to find small things over which to argue, like whether the capital gains tax should be raised.<figure class="attachment attachment--preview" 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