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      <title>ENERGY Graphic Organizer by Hector Montes</title>
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      <description>Made with panache</description>
      <language>en-us</language>
      <pubDate>2016-11-21 14:55:04 UTC</pubDate>
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         <title>Chemical energy </title>
         <author>hm24242</author>
         <link>https://padlet.com/hm24242/6fioxj2mbml7/wish/139112922</link>
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" width="290" height="174"><figcaption class="caption"></figcaption></figure><br> is <strong>energy</strong> stored in the bonds of <strong>chemical </strong>compounds (atoms and molecules)</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-21 15:03:48 UTC</pubDate>
         <guid>https://padlet.com/hm24242/6fioxj2mbml7/wish/139112922</guid>
      </item>
      <item>
         <title>Elastic Energy </title>
         <author>hm24242</author>
         <link>https://padlet.com/hm24242/6fioxj2mbml7/wish/139143554</link>
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width="180" height="136"><figcaption class="caption"></figcaption></figure><br><a href="http://hyperphysics.phy-astr.gsu.edu/hbase/pespr.html">http://hyperphysics.phy-astr.gsu.edu/hbase/pespr.html</a> <br><br>is the potential mechanical <strong>energy</strong> stored in the configuration of a material or physical system as work is performed to distort its volume or shape.&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-21 16:25:58 UTC</pubDate>
         <guid>https://padlet.com/hm24242/6fioxj2mbml7/wish/139143554</guid>
      </item>
      <item>
         <title>Electric energy  </title>
         <author>hm24242</author>
         <link>https://padlet.com/hm24242/6fioxj2mbml7/wish/139144984</link>
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" width="259" height="194"><figcaption class="caption"></figcaption></figure><a href="http://www.eschooltoday.com/energy/kinds-of-energy/what-is-electrical-energy.html">http://www.eschooltoday.com/energy/kinds-of-energy/what-is-electrical-energy.html</a><br><br><a href="https://www.youtube.com/watch?v=Ul8MAOkGutQ">https://www.youtube.com/watch?v=Ul8MAOkGutQ</a><br><br>this is created by electrons moving through an <strong>electrical</strong> conductor.<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-21 16:29:54 UTC</pubDate>
         <guid>https://padlet.com/hm24242/6fioxj2mbml7/wish/139144984</guid>
      </item>
      <item>
         <title>electromagnetic Energy </title>
         <author>hm24242</author>
         <link>https://padlet.com/hm24242/6fioxj2mbml7/wish/139145949</link>
         <description><![CDATA[<div>&nbsp;is a form of <strong>energy</strong> that can be reflected or emitted from objects through electrical or magnetic waves traveling through space.&nbsp;<br><br><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:316}" 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" width="316" height="157"><figcaption class="caption"></figcaption></figure>&nbsp; <br><a href="https://www.youtube.com/watch?v=XGl_LcqtDlQ">https://www.youtube.com/watch?v=XGl_LcqtDlQ</a><br><br><a href="https://www.reference.com/science/electromagnetic-energy-118c0f3e43f35ef">https://www.reference.com/science/electromagnetic-energy-118c0f3e43f35ef</a><br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-21 16:33:08 UTC</pubDate>
         <guid>https://padlet.com/hm24242/6fioxj2mbml7/wish/139145949</guid>
      </item>
      <item>
         <title>gravitational</title>
         <author>hm24242</author>
         <link>https://padlet.com/hm24242/6fioxj2mbml7/wish/139147216</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" 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width="289" height="174"><figcaption class="caption"></figcaption></figure>is the potential <strong>energy</strong> held by an object because of its high position compared to a lower position.<br><br><a href="http://study.com/academy/lesson/gravitational-potential-energy-definition-formula-examples.html">http://study.com/academy/lesson/gravitational-potential-energy-definition-formula-examples.html</a><br><br><a href="http://www.eschooltoday.com/energy/kinds-of-energy/what-is-gravitational-energy.html">http://www.eschooltoday.com/energy/kinds-of-energy/what-is-gravitational-energy.html</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-21 16:37:12 UTC</pubDate>
         <guid>https://padlet.com/hm24242/6fioxj2mbml7/wish/139147216</guid>
      </item>
      <item>
         <title>hydropower</title>
         <author>hm24242</author>
         <link>https://padlet.com/hm24242/6fioxj2mbml7/wish/139147928</link>
         <description><![CDATA[<div>Flowing water creates <strong>energy</strong> that can be captured and turned into electricity.&nbsp;<br><br><figure class="attachment attachment-preview" 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2AucCdyRN94Op8lyfJ+3J0/HMjms5AeyU401GvgExqNxB0gHfbqfcOnua10Z4IsR8xrbf5pbx/MGhzXGAbn/AAkdPvxLb4/aPkuTQjazuh5Wb/pAn72ki2mZsQJ6XtHUpceIP28X80H6jf53RFHinNoJ/wC5m0bro6Vh+aC3tcSBy6z+Wsn59UzwlYgAE9I+9kLg8U1xHg1tr58z1+vMpuxo/h25z+Xl7eULlL9nx5S+hzH2AnmEfR4oGMY3KZHxHxNjxTII1sUr4dhxJ19fNNWUw4LKfrV72Iq+JHgOb4axqER+EvzT105foo8WxBdh3Uw6R3lQwJv46RBmervsq3G4KHGI9Y09fvy1Sx+EM2G0Wk6+X39Ftus8wLhKhbNtTM+9lqsFUlk+aQOw8EWRWHxOUQZjRTzmxfG5T/DOlwEgE5hcTqx3UJnTx2TCCo0ZzTptJbMfCxpN+QF/RZ1wJuNCI310/VAYutUpy24BF7gyDa0+3op4+sO+9JcGJJWhwJ8Uf4T9QlWHogG036Jxg6YmJ5j7Crn5g4+K0XZg3HWmf8tQ/wDyWR41S/26p/PPvJWj4VihTLHWsKgdqdcpAgSYkLM8fqk4qo+Px7TFpGqXEUdQwLQ4CBMzOh91oOyji0VjJLWsDmgkwIzmw2SDhuOJcGETLhB3C0HZ+q1vfAuAGTn5z9Vz897xtJ+rOYztLWxIcxwY1gMwwGfC4kHM4m9gbQmXZnFsoh4eyc+XQA6Zpsdrj2WW4O4eKTqI57u9tlosCJzdNPmtuVyYz4ww7RVqAq0w17bAtOQ5slwAS0TAEkxZJeJUhBeyDL5YYjwl9bTT+AFVV6X7538zv+oqwUOWw9r/ANSqlyF7oyphK78NmzktzgXMt+MQ65JaAYte8elFBzTTl1BssaGh7SGuj4t7Om49wmOFwzssFxjlJj20V78C2yntDxn+FcPY4eJ4YYMZs17yLj1t19rcB39F7nUzrOoDpEi2msAX6J6MIAUZSoDki8xIy44kHYkVK4DYmzQ8aw0kcwb+6HxuHwuIxAy1GuaGGO8LmAeA2zCCfE0Exc5je60uJwLHAxB++i+fccdQbULIgzlLmvAjlrYaDbdKWVdmT2bYfGYrD1clKoalP8DapLpAcGgyBLJlpjaTNhKdYbtvTu2sxzHgTFnA8ocOe0gLLcLfXpzUw9UHQXDSSA3LAmQREDQaIOtVqOe57w3MWk6tAzZTIJbUtcWGt9JhPJS8x9apVmvaHNILXaEEEFePavmNE4h9RgzhtmCaRIH+9DQHNLIqEO/Fe2XVfUKF2NPNoPuAosxUqhzVS9qMeFQ9I9Blq9VhK5Ma/OuZScArWUDsF6zCuJs0mL2BMLZyYixo5rT8GjI3oPzWcZTI2106+SaYSuWHKffzuizYfDw0lB2WSFN2KDS1x5x6EXQYxAhDVqhJHmFjOPlteXg+4k0eF7dCMvO4BI++irwEPpGk4mSCLjY6Rbr8lDB1iNDpsUZhi0Hwth2tifvcq8sidlrNCgWyDqPCfSy8oUL+35ppxfDuzZgBDtfMf0VFNhFstz96rpl2OPlxy4KwYDSPMeplaagyRKzGFacwnZaXB1gbKfkX8RlSpj3Cvw5EkeoQwqWXUqm/Jc+OhLi+FDm5t2/RZTH0CHdFuXPaW+YWW4nRgkexW3x36ZfLPsDTqktsT7q+mHF1yTB/7oTDGLeyYMdsnyuJ4+TDB1oflOjtPP7/ACV3FKcsJaASNj89EoqPNul55I6rVdmZWaLHw1ALxoDb5+gXP9yt5fGE73Cfh+f9ETSxQAEFw+/NRx1IMf0OnqqHu0A/iC28M9ptgXg+F1w7Qnml/FaXdu2g3EkD0uVXWflbI+7qzGluJoyB42j2IifQ/os8s8/TSXfAaniIIIbMckY0jEQIykExm1JtuNFjmUpMHmtPw4ZWC5EaRAjTdZ8v9L46tp4FtN+V0tJE2kg66GPNNsM5rQfELjfpdeVyKjGx8UHKf8Q1afP9EGWOIE+tlU/aeRy8ek20XE5ibkySbefzTGjR23XuGpSMp0OnQ/f0ROFpZdRdVup9L8I4Rex5FEPIspsYCo1XQUsPXhIUy+AYmYsqjVUmYif+yWHpbQrd25wcYDribX3WQqYFtfGNafCHudJEEwMxtmB5fNbDGtBN9hyWRDoqOeS4EEgZSI1dJ6ECfZV62n7mGHC+FYd9WrTIeRS0JIGbZxOVo0dOmxSevhKYque1odlnJMkkGo4c9xvr9EeziApzUpteHFpaTmpyXag+OxBsToh8A5+VrwzUZbSRzvB+5WN5XLtaZN8NA7hzCGgD4gDrflMakLW4QDu2AbNaNI/CFiWcdyMAq0iS0Agsto7WHbQdecW3EP8A8gubTANCXTlljpAaLAnMNSBoJAkXKXxj5G6cEk7RcapYVgc83Pwt3IBGY+Qn3ISqj2oxAdDmU6jMz5LJlrGhpaTBgl0u0EWXzvtXx5+Kr3kBpJY1zvCBExBttN51jotNRZj6Nw7tPTqU2vcCwuk5SyoYEmLtYQZEHXdcvjhpVXXDXkHQhriPSAuT2oa7gOAyA5xJdtGnr5GVqMBhqNKzRBcdeuidU+EMGghejgzQSRvzWmpwqx3DGVm5XN006HmI81g+N8HfQeMxBDrtjpAg9V9abhSLjVB8a4SytTLXDr6hE5FY+WUXHQowU5gaXVWMwDqbiHAgbH+qnh3XE6osEppSYWui1/yRgBF/u/38kvzTB3B/OU9o0gRfcJylgWrpe8XQhOcafW6aigo0eG7zY/JVKm8dJ6ZIfJ5R+Sd8PP8ARG0+ENeDqhcPh3MdBTt0pMGB94VzXbKlmqsouupsWOo1dj6KjidAOAKi74gUY8SOhU7lL3GVq0YKpfUId6e104xNDVJaxEla+2N8LxVBA++qngeJQ/LJyuEeu36eyGfUmIAEapZiKt4G2h8kusPtdaPilIuZbVt/Mff0SMVTInSU8wFfMwOm+jhyO/6+qS8Tw5aSQPCTtt06Jcb9K5T7iuvivBE7n80DhuJmnUEGAfCdRHW33qhauJ1CBraplt8U44n4Hh5Ihx/zb++qbcNxQcOaWcGxbKgAqNDwww5p/E3QGdjEidiJWvqdkKQYHYcm4zNJJIcCJA6SsbJvlvOWzwhw8nNB+H6HYjqm9TDNmZtuk1BrqcZ2kGNwRdMWOJGtk8Gmgc0tytUZ35apdhyQd0wpzI+aMGjKD1ZUQ4YQVcLpYYZwuFOmo45sAea9wZk3QEq7Br97JBVpNz3AO1xK0WIEBIsUzxLPkviF4jSpmmczWxE3bIgeizjGYYtGV4a5xJblJYSGuvHonnEH+FwsQfD7mOfVZzE8PAyx+DM0eTjBWfLjrTjywW6ixw/d4t3w5x+8bU8MxmAfNpBE6WQNfhr5GWpTqSB8bBJtzpFvP6JXiaGVsCI7o0ufgJcSPPxG6TwS4aeGIt/CC0fJxWN+P+VpPk/sO8Ti6lJzmmBF7EkEiCPikiJ5pbV4hTqvzVg4GIlpkR1tP1QzW2AGmigcMJbfWfkYWk5WI5SU5pUsFA8fuQuSr9hb/EuVfkLo/QxpBS7oKRK9aVqxVmkqX00YVAhGkzvGeGh1Nwi5BI84svnVTDEEgi4K+wVmWWM7ScMdn7zURB6f0WnGpvgiwTJT3C6QgMNS5JthMKVZJZURgQZjbXrbkrHUIChScWuBGxn9UgYYRgB2vy0KsxGFB2V3cg3Hmrm3CnTZ2vSyyh8O8gp9jsNmBSDuyDHJXLqaLzyi2VYb5JQ+pBU+8MSiwRPFu391nMRUl8Jw6qDISTFNhxTnguU1ViMSWixugDUDuhXmOqSUNSqKtZ2NDwXEZTBNnW9dv09UzNRoMHQ6728lkG4myN/vkQ0OmdCVFn2vjfqodo+G5XFzBaJtppb0WXq1tditf/ezSO7eCQfgNrSRIM/h36LMcfwbqdRwcCCDEfkjsOXEBhOIupVA8aCzhzadR97gL7J2E4s147hxmRnou5g3Lf8AUP8Ai6L4Y83TXhPHqlDLljwOzNO4vP1us7dVx8P0DjMHmBY/0P0SY4R1MgHxTy0VfYztXUx1R1Ooym0Np5wWBwM5mjVzjbxFah1CTcJS2LLcPhpR9LB81fh6GVEtCLQF/Z1A0rphC87pLTJuKssEPhU0x+FJgjQIRrPJOUPcW0wkVdw32Wma2yR8ZwwAJ0Rg1lse8TFtQfmEBiMQAPVXPALzqb9f0QeKoti4d66/RLorsU4vEzqEmbVAJ8/9QKc1aNI7O9/6JbWwrAYId981N4H2UftYAA/ND4jEjw9NfdE91S/hd7oTGMY112Ob0Mg/NT1V2T/al4hjUpfwn/mK9U9T7P0oxysYUM169NRashZUQVU2rK4uQSTkLiqAe0goglRKcKkP91hrrbozDYeEeKa9yq9IuxAQWQymVZslUvYnCe4Wu4Fom0gfNNA1K6TYI80ya9KnHPak/EcP+Ia7pw545hUVWg7hEorK1BdSzSIR2J4e6bC3shnYCpyHuFeoJj4XHzQ2JfMptU4ZVdMNv7fPRKK+Hc0w6OZvsi0yTEAyhq5hM6tLW/kLx7wL+kKl9Bv4rb7nbSyXZNLG1NhJPS6Gq106o4O9iWGdxBjnmt9FHE4Fkw57XEXtldv7FF5JJ8VWJOuyfYriVHEUWivmZWaA3O1pc1wGmY6zpe6XPoMFmwTO+X7+ilTw06ZhuQbAkafhEjXffzUy2K5c9CVeCU3Xp4in1Dm1Rsdww7/dkFW4LUGjqbv5Xfk4Ap5SqaiGuM30cRy0BgK6hhjYuaI2udORBKXtPbDr+z3HMwr3mruzIMoJvmaeWllu/wDxhR2B9efkJsvndClu0CNPitbpNvzvCIpCfNPNPvX0aj2jonV7R0uVMdosOSB3o+S+fmswauymf8Q16/fmiTTytBhxDhIMEg9WmYNt0dYrvX0IcaoW/eC+l7HyOh9ETh8dTd8Lg7yuvnAcyLteXW+KXNPOTNv+X9VUKw2gR1d9IS6Du+pftLP4h7gfVeFtM3t8l8sfXa2QDG/hkH1CqfjC1hyufB1bLmj2iCl0P8j6sWM5qmtgqdQQbjoV83p4su0c8eTzbpB1CkeIVRbvHekjT+VPpR+Rv6fZ+g0yG7zqbeSJPC6MR3TD6CfdfOqfaLECwfpvH5mfkpN7RYof+YHD/GInyyOEo60TnG8xXAcM4Q6j6ic3uTdBnsbg3as+Y/ILI1O1GK0a5g6gfmc3zVTO0uMBmZ3IkOB9GtBA9UuvKDvG0Z2Pww+ER5BsjytZVv7E4SILXG83ckrO2FUgDJSDo3c4X8j9FS3thXaTnbT8/G0eZgO+QRlPeJ1/4FwQt3X+RjvmWklckDu38WuY3Y7w+k0wVykbxP6dSVbmSnD4xpFnD3RjaqvwYym9XByEZUUhXHVAFBSAVTaoUw9AWALskrwOPRTaUBS7DlDnCmUxDlIJaCt+GcNlU+ieSckKJYU9GEfdOG3zH5rxwPUHzTzuZ1CgcM3kPZPSxn3Ncd/8x/MgIZ7HcyB1mFo6uHaPwj2ChSotB+ED0RpYyeLa8AuAJAMfchJa9FxOgHPT6L6VWwAfeSPKI+YKXjgmUugAh2okj8/yRosYfC8OIGbMWmYIY4B0c511i0bqupwxxkl5I6/FO1s0vK3BwGSG90C02jMXSJmIRNLDED/d2mLSdfPb1hBYwVPg2HAJqOdaB4QJJ3hrrkCdTyNkoGEp5st5mGuEARO7LkmJ0Nuq+rGmWunuwemVk9Y0JVRwdGC0UgzMcxLG5HA+f3r1QXV8zxHDqbfCS4bjNAt1A3jkVVh8LTYQXvbHk2qf+V0DlqvobuEMeYY4lxNy9jHzzMiIN9VdjOCsa27ZMXyuewnq1uaCfRGwutfPqmIqOAYMhZMjJTZTvFyQwCPcqTcA53wtdHUnnpBPMLWs4HRf8NSqCNnQdubQjeHcBeDldiXtbF2iRpsDNrn6o7RPSsfWwb2EBzS063/UTKIw2HJ+W8H8luhgXgZS7PT6tabbm5uUrZw/K8GAQbRla2ZJgQ50Da0J9j6EPFMPkcL2IEHnt6FL6kj8VpmPFE+hWz4jQplzWvpOLicuYgCB0IMEjUKit2ZDsz6dUO5NMNFtRMHTp8kTlD5cbvhlg90ibidhf0DjquGKcRAoMB3c45yP5dMvnrdEYug9ktOSej2E+2bNHogszjaRPoPqE0eljaj4uG+lvrKjWDSIzEdLx7hQzkG7uugj5fqqKuI1uDP4fhj3ujYQxpcIEl3SQfrdQr4g7i3nB+RVNGoSRndDdwMs6GInX70RRDSJY45vxDKR65gNJj3T0RVTGfQOPleOeisphzSAYM6AmJ3iIVFWhzgzyMx7HXzCEfgWyPh1/hP1J1SqvRy15bcsAG+n9FE4oOnwgnm1wb75VRTqEH4wPP8AV11xxzQYIaf5QHH9Elr6WIcNKTz/AC1SR7EKNTFu3oVh/KWuUKmIYRJbU9CB/lDgq3YGm65Lr6ZmuP8AqS0/PqJuqt5Yj2/+y5QHD2jdvu8fLMuR2h9eTQ4Bzn5yXHwaRAm29pRuArlwMxrC5ciejoylRGqIpherkUL8gVjeS5ckHtNWgLlyRx7tKjnK5cgVY1TYFy5IOeFBpXLkBMruRhcuRQnKkuXJBBwETAUKe/RcuVQKaoiDfykx7Svcg1FjG36LlyCV0Hn+m26sxb8ttQdjJ1IC5cpvs56etwzQLTbqT9VJjRJgAc4GvmuXIoTqUQ4akQLRt7obBUAAXbny5+S5cgBsTgWuOaXNI/hMC4nTRD/3WwNc6XEtMiTaXQDYc1y5OFhOcDSIzd20OZcFtjy2++UK6rwKiXZC0wQLzfX29wuXI0sjq/ZWiM3iqeHS7bX/AJUtx3CabKTXiS50XJ000iFy5VpXjCarhW5CRII9Z01mUPQw7cpO4ty2HLzXq5OMvtQ+l8UEiANEfwzCNqQXXIgaA/ULlyRxQ/Hvp14afD4vAR4BDSbM02+qqbW76g972tzioBmaMhIgm+WBPVcuTL/L/v4EqEskte8E3P7x9zEX8V/VD1C4tJ7yoPJ5v5rxcjD+wn7RUH/mO91y5cpG1//Z" width="339" height="148"><figcaption class="caption"></figcaption></figure><br><a href="https://www.youtube.com/watch?v=tpigNNTQix8">https://www.youtube.com/watch?v=tpigNNTQix8</a><br><br><a href="http://www.renewableenergyworld.com/hydropower/tech.html">http://www.renewableenergyworld.com/hydropower/tech.html</a><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-21 16:39:31 UTC</pubDate>
         <guid>https://padlet.com/hm24242/6fioxj2mbml7/wish/139147928</guid>
      </item>
      <item>
         <title>light</title>
         <author>hm24242</author>
         <link>https://padlet.com/hm24242/6fioxj2mbml7/wish/139148609</link>
         <description><![CDATA[<div>is a type of kinetic <strong>energy</strong> with the ability to form types of <strong>light</strong> people can see as well as invisible waves.&nbsp;<br><br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:350,&quot;url&quot;:&quot;http://ww2.valdosta.edu/~bebrett/energy.jpg&quot;,&quot;width&quot;:233}" data-trix-content-type="image"><img src="http://ww2.valdosta.edu/~bebrett/energy.jpg" width="233" height="350"><figcaption class="caption"></figcaption></figure><br><a href="https://www.youtube.com/watch?v=LCEqlvHFIhM">https://www.youtube.com/watch?v=LCEqlvHFIhM</a><br><br><a href="https://www.reference.com/science/light-energy-fcdf5886b17ee03b">https://www.reference.com/science/light-energy-fcdf5886b17ee03b</a><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-21 16:41:28 UTC</pubDate>
         <guid>https://padlet.com/hm24242/6fioxj2mbml7/wish/139148609</guid>
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