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      <title>My cool wall :) by Kylie Valiente</title>
      <link>https://padlet.com/304434/7ikvh3dd3a2u</link>
      <description>Science stuff.</description>
      <language>en-us</language>
      <pubDate>2017-08-22 20:54:50 UTC</pubDate>
      <lastBuildDate>2025-09-25 04:58:15 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <title>Newtons 1st law</title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182198536</link>
         <description><![CDATA[<div><strong>Newton's first law</strong> of motion, also known as the <strong>law</strong> of inertia, states that an object at rest will stay at rest and an object in motion will stay in motion with the same speed and direction unless acted upon by unbalanced force.<br><br>The car will continue to move until it hits a car.<br><br><a href="www.physicsclassroom.com/class/newtlaws/Lesson-1/Newton-s-First-Law">www.physicsclassroom.com/class/newtlaws/Lesson-1/Newton-s-First-Law</a><br><br><br></div><div><figure class="attachment attachment-preview"><img src="null" width="284" height="178"><figcaption class="caption"></figcaption></figure></div>]]></description>
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         <pubDate>2017-08-22 20:57:27 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182198536</guid>
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      <item>
         <title>Newtons 2nd law</title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182200214</link>
         <description><![CDATA[<div><strong>Newton's second law</strong> of motion can be formally stated as follows: The acceleration of an object as produced by a net force is directly proportional to the magnitude of the net force, in the same direction as the net force, and inversely proportional to the mass of the object.<br><br>The man tries to push the car but fails.<br><br><a href="www.physicsclassroom.com/class/newtlaws/Lesson-3/Newton-s-Second-Law">www.physicsclassroom.com/class/newtlaws/Lesson-3/Newton-s-Second-Law</a><br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:161,&quot;url&quot;:&quot;null&quot;,&quot;width&quot;:313}" data-trix-content-type="image"><img src="null" width="313" height="161"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-22 21:11:44 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182200214</guid>
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      <item>
         <title>Newton&#39;s 3 law</title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182444835</link>
         <description><![CDATA[<div>For every action, there is an equal and opposite reaction. The statement means that in every interaction, there is a pair of forces acting on the two interacting objects. The size of the forces on the first object equals the size of the force on the second object.<br><br>Both friends tries pushing eachother on a skateboard and both moved away.<br><br><a href="www.physicsclassroom.com/class/newtlaws/Lesson-4/Newton-s-Third-Law">www.physicsclassroom.com/class/newtlaws/Lesson-4/Newton-s-Third-Law</a><br><br><figure class="attachment attachment-preview" 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width="342" height="147"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-23 20:42:17 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182444835</guid>
      </item>
      <item>
         <title>Friction</title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182445490</link>
         <description><![CDATA[<div>the resistance that one surface or object encounters when moving over another.<br><br>They threw a door in the ocean , but the ocean was trying to move the door the other way while the door is moving the opposite way.<br><br><a href="www.dictionary.com/browse/friction">www.dictionary.com/browse/friction</a><br><br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:107,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQQxhLqbQ8kFedvuAO1dMqyoHq5vPwERvcstnkXQDUxjt3uiG2G&quot;,&quot;width&quot;:288}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQQxhLqbQ8kFedvuAO1dMqyoHq5vPwERvcstnkXQDUxjt3uiG2G" width="288" height="107"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-23 20:45:37 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182445490</guid>
      </item>
      <item>
         <title>Acceleration </title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182446141</link>
         <description><![CDATA[<div>a vehicle's capacity to gain speed within a short time.<br><br>The car sped up in under 2 seconds.<br><br><a href="www.dictionary.com/browse/acceleration">www.dictionary.com/browse/acceleration</a><br><br><figure class="attachment attachment-preview" 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" width="294" height="125"><figcaption class="caption"></figcaption></figure><br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-23 20:49:23 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182446141</guid>
      </item>
      <item>
         <title>Velocity </title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182446480</link>
         <description><![CDATA[<div>the speed of something in a given direction.<br><br>The car sped up as soon as they drove down the hill.<br><br><a href="www.dictionary.com/browse/velocity">www.dictionary.com/browse/velocity</a><br><br><figure class="attachment attachment-preview" 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ecs8ZVtFjsVysZMgUsMxLdRFuPZXC/Qht6GPAyYeeaONopn0ZgLhwGuDwIvm4V2z7R2VmZjJhCX9rVTfgdftA8K9eMn6H04ThHpL583MjY22HxDWEaqoRWa5JbMzOuUCw0BjbU+FYJ21idTaGwEjWysTlimETLe/E3vfq4WPGsmPlNs2PRZ4V6uiDw1NtB8T40PLPZ4/4lfsRz9wpyp27nar0lJtRVjHTauJJbKAxXOzIEN0EcoG7ufaLR5iD2gHhVIudu6n1iCTdFmVVDKp35ykkaZRuh8Ptq83LjZ/vz/y5f6atnl5s/wB5If8ALk/KryZ+RqoL0SMTD46cYmJJncWEeYAgZmZXWxQEXBNmLAG1vnbPxuyp5Hk6TBSZClnK2JhiCHQ9Tq5+29Yx5f4Dtl/5Z/GvLfSFgu7Of3B+dNPPZlfGxveNl0sZm3cDJLuFCK5yyK2YkKCUFmuAdQRpVmbk3K7NmljIZGS+XVsyxi7AWv0kvck3uOFqxW+kXC9UU5+xfzq2fpHw/uJ/+j86r4aT7M5jxzikk10/Nze4rYYd2bOAjGMlQut0BU2a/AqbcKtycnyyKjTtojxZlVQTE6qGU8Rfog3rRN9JUPVhpvFBVtvpLTqwr/a4H4V1ppfScax/UdJLybhY3LScb2uLXOT4af7tdRrx7a2EeBQRmK10bPcHW+cksPlqa4dvpM7MH/3f/wAV4b6S36sIn2yn+mquGmuxxLi7pJyOzTYkAUqY8wJucxZiSU3epJuegcvyrIfAxlxIY0LjQNbW3z+01wB+kqb+yxedj+FeD9JE/wDZ4R9rGulw09jl8Vfq5MkOLBRqLLGgF72CgdLvfP41eCDsFRk30i4rqigH2Mfxq2fpDxndw/lb+qrpp7HLrx3JRkuAbC5sbfO2lRNy4xIxZwc0i2eF5opIjqqylVKNbr0RrE9pq430gY4+4H7h/Ouc21tGXEPvGZFclTdVsMy3tmXruCRWPEcNU5bsczca9OVKPSTXR+dvc57FSYrE4h0hZ7ISAFZl4aX6OrMSGPA6DsBNZ+x9qyMskUg9dGrEXGrWHWBoTe3zuKu8i9tjAbSMky2SS4NjcANfUE267/d11b5U7TjbarT4dSysfZFgSSrZuPsk6NY26uvSvn1OGTp426/2eKtwUJcOopdUvujfthDHmu1xvSg6WcNG0STRTBv76FrjgCBauMwuAxOPnkMWYlb2AzmygmwULe2guT8R2gVvBj3FjzeQ5bhVMoIW5ucqklVvbqrxyH5RjZuNkMqERyA6XFwGNwc3Ds4kDSuo8PJVHKUMV0OOFpxdeU8MU0tvc00u0Zd219MRhjdWIBJU6FWH1uIB6jcGpT+gLGs2BlhcENDiH0IsQJFV+HV0i9RzjcZh8VtUyG4w8r3ky2Pq+LWPAgdEEjsNr6EyjyThTDbax+FjsEmgw+JQDUWHq2I7dSD9tb0oYJ29LnvoU1TyS9Lkh0pStj0ClKUAqlVpQEV/StsNhKmLV3CMVBsfYlUEK1jpZl0t2gdtcLyV26dmY8zOuZJM17aAhiTccbHN+HAaj6C2vs5MRC8DjoupB7R2MPiDYj5VC20ORG0GJjbCM4QkB1ewbqzD4EAaGtMIzjtJHnlHGeSRz+29sc42mcTCo6ROhJtbI97sBroRqNL8NADWaksqkuIsMGbiRmufm3XWxwXIPaEZLLhDc6XaQE28dKzV5GbUP/Dxj98fnSPB0ZdavV/qeatQjVlk4/yc5yU5QSbLxbuUDJIDcDNlsWB0NidCALgEiw0N61+MnGMx0k2Rgshd2FiBqb211tmI7CcvzFdlN9Hm0ZAM8EBtwu9rfaDXvC/RvtBAQqYZb8emTf5nU1VRiprqsUb3ljjY43BdDFzJwV1jcfA+zW3rof8A022gTmJwgYixa5vl7OHCrc3IrGrJHAzxBnzWcBmQ2F7E2upt8LVvGcacuj6P7fO5pg6kLNdV6eVt/a9zRUrIxuzBFiuZNjoN4AWksrZYxbTMxGpOnRF+N9KzBsCP9Zx/uwyn/TW/PhueflS2NXStuOTsP6wlP7OEnP8Apqvo7AOOLx5/ZwGKP3LU1ENxyZbGnpW7Tk5h/fbXPy2fi/6K9pyZwx4HbZ/+lOv8yipqIbl5MtjQ1W1dGvJHD+7223+SF/mItXv0Rw/9i243yGGH8zimpgORI5ildSOSeH/Ve2z83wY/8tXk5IwfqjaZ/amww+6SpqYF5Ejj7jtFC47R4126cjof1Pif3sTCPuaro5IR/qVv3sUn4E1NVAvIkcCZV7y+Ipvl7y+IqQ15Jr1bGh/exR/AGvXos49nY2z/AN7FSfhGamqjsORIjjnCd9fEUGJTvipLTkzN+qNjj54mY/8Agq5HydxP6r2IB/iyt98IqapbF073Iv53H3hXlsXGR7WnyNS2uwcR/YtjD912/wBIrX7N2JtAY9i8OAGFAXON10S2X/hhcsvVmzdG97Cj4tbBcO9yK8ZHHMtyxBTrC3NjpwI1H4irOBw0UTZ8zsbWAyWt22sOPVU/bSOEheINAhLvlBWNejewzN2LmZRfXVhW1XCx9UaeUVgnGLUsf0NqkXPrfr3Pn3nI6lkPyU1YxeHEtrxz3F7FVOl7XH8K+jBCvdXwFegvwrSXEqSs0ZqhbufOeB2e0ZOWDEsTYXKk6dg+FSl9HOz84GLmw8iTRIcNHI5ZS2HuHtk4aE2uR9UV3YqtZSqJxxSsjuFPF3uKUpWRqKUpQClKUApSlAKUpQClKUAri+WGHlbEI6IzZYxltHI5ziYHKki6QsRoWbSxrtKVpSqYSyI0YcuzIXlSdokMsdwr2s4B4rmGuU9nDhWXaq0rMpSrGNxaQoZHayi3USSWIVVAGpYsQABqSQKyK1nKPZfOYDCCAc0Ti97ExSpKFa1jlOSxt1E0Bbk5QwqVVhKpOS90YbveOY03nczMCB8r8Krszb0U5OUSKAiyqXAAeFr5ZVIJ6JynQ2PC4FxWqw3JORQV3yBZMm8TKzALHO8qJExa6gBymoOliLcKztkcnzDo0ucLEMPGAuXJCpNgxuc7cBfQdEacbgXcNymwcjBUxEbE8LXt7OYHNa1ioJBvZgDa9qs+lcBeFEWVzLJu+ijDJeJ5VdgwByMqGzdevYbIeS8aoqF5CFXDL1DNzcEAn9oGx/hTB8l4okRFaQbt0dCBGrLkUoBdVGa6syktckHjQFuHljhpB6oSSkmMKqBbsJRIUYXIAU7t/aItbW162WytrJOZAqsu6coQxW9wSLlQSyg2uMwFwQeurOE5PwRhUUPlRlZFLErGUBChR2AMeN/4CsrB7Njid5FDZpLZizM5sCSFGYnKoLNZRoLmgMylKUApSlAKUpQCqVWlAaXbHJ9MSzM8ko9WY1CMyZLnMW6J6RJCaG46ArbxqQACbmwue09te6V05yaSb6IClKVyBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSqXrxHOrXCspymxsQbGwNjbgbEafGgLlK8PKotdgLmwubXOpsO06Hwr1egK0rD2pjRDGZCL6qoHAZmYKtzwUXIueoXrl4+UciGSQkMpMj5c+gVHWEKoK3N93NJYam1rG4oDtKVyuL5QyFZkCItjJGrrIWKvdIlLdEZLyuVGtzkv22qnKlVKpZMpCgO0liMzFEMullzbtzxvfKDq1AdTSuVn5UuGMawKZFMasu8I6T7uxXo3KXkGpA4MdLa2V5YtoGgVS4GT1hszEMwUkqMpZd2VHEh+qxFAdhSuTxHKaexVYY1YkqhZ2IvzhYFYrlF1PrG48Iz23rq1oCtKoxsLngK1v6dw5ikmWVWSFWdyutlClvuFAbOlctHyqZkBjiikciR8qTBgscSoWzNl0k9YoC6g39q2tZGB5SrI6ertDKZFjlLalo0LtmS3RWyvY3PsHQaXA6GlcynKYjcGSOMLOrOBvPWqmV3VzCRfLkQZmvoTwNZuxdtGYskkW6YRxzAZs/qpc+Uk2FnBjYFRcC2hNAbmlYOF2pFMrGF1kK9QPWeAv8bVp25TSaxjDAzKZcyiS6FYVjZykmXpH1qLYqOlcG1r0B01K1WL5RYaJI5HdlEqbxeg7HIApZmCg5VUOpJOgq1PygjMeaE5mMqQ5WDIQxszEqwBsIiZPiouONAbqlYuzdoRzxiWMsUPAlWS47QGAJB6jwNZVAKUpQClKUApSlAKUpQClKUApSlAKoarSgOZlwOMWOQK8j5ZLLaQl3gLlzbMQBIMwQXI0j4i9YK7Mxy7wKZenm6eZBIZRh8OkUrlbKVDRy5hbW69Eiu0pQHKthcYWXNvriVsxV1ETRHe5GRb5lIDIDw1H1uNW9l4GcNFh984ywRb0b1meKWMZQNDwkzX467rrvp11UtQGvgwUiKQJc5JH+8zMAOvTNXox4jvYfyP/AFVn0oDU4LATRII0aCwJOquxJLFiSS1ybk1dCz3tnw1+NsrXtc6+12g1lY1XMb7u2fK2W9wM1ja5Gtr2rlRycxSoY45mQKFVTvpCSq4cqAx46zOzEg65V4GgOi3eJ72H8r/1U3eI72H8r/1VpcNsjGrKoaZjDmzE75950XFuqxVkRLpwBL9tdTQGBu8R3sP5H/qrNS/Xa/416pQFGFxbtrXrsTDiOSER9CVSrjMxupBUjUm2hPCtjSgOebknGbk4jFbw5g0uaMOyMqoYzZcoXKi8ADpe97mvGM5JxkMEkkVTcLGbGOMSWWYxgAMGZM4uWIGckDU10lKA1eN2MkzqzySZFsREMgjuAQG9nP18AwHwpsnYccGazyyFlSPNIQWESXyRggDojM2puTmNya2lKAwMPsqKNXWMMmcWLBiWGhAIzXsRetXHyRQRpFznFerDqr3iD5JMu8QkIAQxUEtbNfW9dHSgNZjNhxSAKcyhYZYAFIAEcoQHiDqAgt9tWU2Gq4gzB2ynM2U62laOKEOD1WjjItrq7VuaUBrti7JTDIyK8jZnZyWy+0wANlQKqjTgANbniSa2NKUApSlAKs4zFLEjSubKgLMeNgBcmr1ablif9hxP+DJ/KaqV3YFRykw/ebymq+keH7zeU1Cwmqu+r6Glp+TbBE0ekeH7zeU09I8P3m8pqF99TfU0lPyMETR6R4fvN5TT0jw/ebymoX3prdvsyPfrhVklMga0hyjKAFLOya3NgOvjXL4aku7JgiTfSPD95vKaekeH7zeU1H+D5OK8ssZaayGDIQFBKTBmDsGtwA1A141rNnYKOQMzT5VEyR5/q5XDnPrw9gW/a1rnk0d389iYxJT9I8P3m8pp6R4fvN5TUYJsxedc3cyouUsS2UtlCF7jKSrA20IrKHJtsrXkIk3yxoOpkaQRiU9diSbfI1XRoru/nsMYki+keH7zeU09I8P3m8pqOMNsiGU2jml0kaE51UXkyMyEWPskrax1FxVmLZIKC8jh8uHZlsOjv592B8whDfM1OTR3fz2GMSTfSPD95vKaekeH7zeU1HcnJ0Bm9c2RXNmsDeJY3dzYfXDRstu0Vi/o5TPDFeZFmF1L5M1zcLbKSCCwA7eNVUaL7v57FxiSd6R4fvN5TT0jw/ebymo5/QACI7SMAYszjToSkxBY/tEqHxq3Ps6BVmJfEFoptz9TKSSwVu21l1/hU5NHs389hjEkr0jw/ebymnpHh+83lNRltnY5w6O5e+WYxLZka65SczZSSracDareM2UUwyYjM9zlLKRZVWTNkIbr0XXszCqqFF9/n7DGJKPpHh+83lNPSPD95vKajJdlLlEm8fdtFEwOl97JJu939hD/AGAV72psmOMzqryeoTNq0bZjvhH9QnLxJsbH4VOTRva7+ewxiSV6R4fvN5TT0jw/ebymoz/RSWMe8k3+539rDd2yh8ma975Tx4XpLsyISvAJZS8SyFzlUKTGmY5db2uLa/OryaO7+ewxiSZ6R4fvN5TT0jw/ebymo3/RuHYwokk4fEIWjz5Aua7KqMRrqy2v8RWMuBj3symVzHh1zOwALMwKoVQcLZ2NieoVOTS3fz2GMSUfSPD95vKaekeH7zeU1Hcew0KPKHmZd3DIgGRWtKZB08xtoY+o61rtmYVJYpXLyK0a5r2G7uSAqE3vmYk2t2VVQpWvd/PYYxJV9I8P3m8pp6R4fvN5TUYbZ2YsVskjtaVoGzAL6xQputvqnN161XEbAnQOS8ByCQkCS59VrIoHaBYn50VCjuTGJJ3pHh+83lNPSPD95vKajA7JYxKykZliE0mZrWVyd2oA68q3udOkOFabffGrHhqT9Gy4Imj0jw/ebymnpHh+83lNQvvqb6utJT8lwRNHpHh+83lNeX5TYYAkuQALk5TwFQzvqt4ibot8jU0tPyMET/DKHUOpuGAI+RFxSsbY/wD7eH/Dj/kFK+czEza0vLMHmOKsCfUycP2TW6qjKDoRpXSdmD5zzt3W8DTO3dbymvoXmcXu08BTmcXu08BXp1T2O+Yz56zt3W8ppnbut5TX0LzOL3aeApzOL3aeApqnsXmM+es7d1vA1szyhxZ+s18uUuIwHItl1kAzXtpe9TlzOL3aeApzOL3aeAqPib+qJmQWdv4vTpyG27sSt29UzMl2IubF249tWotqzrmsD0nEhBjUgsAw9ki1um2nDWp55nF7tPAU5nF7tPAU1HgZkDNtbEGTenNmylB0AAEKlMoUCwGUkaV7k23imFi0mixIOjqFhJaOxte4JvfrqduZxe7TwFOZxe7TwFNR4GZBWJ25iZCpYt0W3gyxhPWd8hQMzfE1STbWJZ3kJctIYyxyDUxsGTS2lio4dlTtzOL3aeApzOL3aeApqPAzILTb2KAADyC0jSjojR2vmPDgcx04amrWI2pO7o5BBjtkyxhAtmziyqAPaN6nnmcXu08BTmcXu08BTUeBmQXPt7FOHDM5DusrDINXUAA8NAMq6cNBVmTak7Z75vWSCVuhxcXseGnE6cKnrmcXu08BTmcXu08BTUW7DMgTE7TmkDq2YiR943QteSxGbh2E6Vdm23iXDqzSFXCqVK9Gy2y5V4LbKNRU7czi92ngKczi92ngKajwMyBRtWfdpDd92j7xVy8H7b2ueJ0+NZB5Q4nMz5Vu4Ib1KWa7BukMticwBuanLmcXu08BTmcXu08BTUeBn4IJfbmJKbolspXIfVgNu733ee2bJ8L16k29im1NycpUtu1zMGTIczWuxy6XNTpzOL3aeApzOL3aeAqajwMyBF2lMDE3SvDbd9D2crlx1a9InjTDbSmjdpEDAuGDXTMrBjdlZSLEE9VT3zOL3aeApzOL3aeAq6nwMyBsTtbESBw+Yh8lxkAFo75AABZQMx0FVh2vOsRgC9AktYxKxzEWzBiLg26+qp45nF7tPAU5nF7tPAU1HgZkD47bGImKmQucpJHQC9I2uxsBdjYamrjbcxJJJzHMZS3QAvvgBJ1aXA+zqqdOZxe7TwFOZxe7TwFNR4GZBsm38RvJJUUoZNLBL5Vy5AqMRdbKbXFq1mZu6/ga+heZxe7TwFOZxe7TwFFxLXohmfPWdu63lNM7d1vKa+heZxe7TwFOZxe7TwFXVPYvMZ89Z27reU14mZip6L8D9U19Eczi92ngKczj92ngKap7DmMt7HH+zw/4cf8AIKpWZwpXlMz/2Q==&quot;,&quot;width&quot;:292}" 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" width="292" height="173"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-23 20:51:43 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182446480</guid>
      </item>
      <item>
         <title>Inertia</title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182446986</link>
         <description><![CDATA[<div>a property of matter by which it continues in its existing state of rest or uniform motion in a straight line, unless that state is changed by an external force.<br><br>He flicked the paper out from under the coin and the coin made it in the cup.<br><br><br><br><a href="www.dictionary.com/browse/inertia">www.dictionary.com/browse/inertia</a><br><br><br><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:247}" 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" 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width="341" height="148"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-23 20:54:48 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182446986</guid>
      </item>
      <item>
         <title>Gravity</title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182447487</link>
         <description><![CDATA[<div>the force that attracts a body toward the center of the earth, or toward any other physical body having mass. For most purposes Newton's laws of gravity apply, with minor modifications to take the general theory of relativity into account.<br><br>The apple fell straight down to the floor.<br><br><a href="www.dictionary.com/browse/gravit">www.dictionary.com/browse/gravit</a><br><br><figure class="attachment attachment-preview"><img width="180" height="180"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-23 20:58:34 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182447487</guid>
      </item>
      <item>
         <title>Mass</title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182447688</link>
         <description><![CDATA[<div>a property of a physical body. It is the measure of an object's resistance to acceleration (a change in its state of motion) when a net force is applied. It also determines the strength of its mutual gravitational attraction to other bodies.<br><br>She pointed to the center of mass and gravity<br><br><a href="https://en.wikipedia.org/wiki/Mass">https://en.wikipedia.org/wiki/Mass</a><br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:174,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTzb_1xgz9ZoZzQnPkWTADPPGR7RDWWDURgUds-u-4DxJ7Bk1EM&quot;,&quot;width&quot;:290}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTzb_1xgz9ZoZzQnPkWTADPPGR7RDWWDURgUds-u-4DxJ7Bk1EM" width="290" height="174"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-23 21:00:15 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182447688</guid>
      </item>
      <item>
         <title>Force</title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182448005</link>
         <description><![CDATA[<div>&nbsp;something that causes a change in the motion of an object. The modern <strong>definition</strong> of <strong>force</strong> (an object's mass multiplied by its acceleration) was given by Isaac Newton in Newton's laws of motion.<br><br>The siblings played tug o war but the other side put much more force.<br><br> <a href="www.dictionary.com/browse/force">www.dictionary.com/browse/force</a><br><br><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:300}" 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" width="300" height="168"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-23 21:02:43 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182448005</guid>
      </item>
      <item>
         <title>Motion</title>
         <author>304434</author>
         <link>https://padlet.com/304434/7ikvh3dd3a2u/wish/182448215</link>
         <description><![CDATA[<div>M<strong>otion</strong> is a change in position of an object over time. <strong>Motion</strong> is described in terms of displacement, distance, velocity, acceleration, time and speed. ... Thus, everything in the universe can be considered to be moving.<br><br>The little girl bounced the ball on the floor and it went higher each time.<br><br><a href="https://en.wikipedia.org/wiki/Motion_(physics)">https://en.wikipedia.org/wiki/Motion_(physics)</a><br><br><figure class="attachment attachment-preview" 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         <enclosure url="" />
         <pubDate>2017-08-23 21:04:31 UTC</pubDate>
         <guid>https://padlet.com/304434/7ikvh3dd3a2u/wish/182448215</guid>
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