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      <title>atoms  by Starlene Mendoza</title>
      <link>https://padlet.com/3099941/69zj7gaezy6n</link>
      <description></description>
      <language>en-us</language>
      <pubDate>2017-11-27 20:23:55 UTC</pubDate>
      <lastBuildDate>2017-11-27 20:38:09 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>atom </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210645871</link>
         <description><![CDATA[<div>the basic unit of a chemical element.<br><a href="https://www.universetoday.com/56347/atom-definition/"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:303,&quot;url&quot;:&quot;https://www.universetoday.com/wp-content/uploads/2009/09/rutherford-atom.png&quot;,&quot;width&quot;:270}" data-trix-content-type="image"><img src="https://www.universetoday.com/wp-content/uploads/2009/09/rutherford-atom.png" width="270" height="303"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:24:33 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210645871</guid>
      </item>
      <item>
         <title>electrons </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210646168</link>
         <description><![CDATA[<div>a stable subatomic particle with a charge of negative electricity, found in all atoms and acting as the primary carrier of electricity in solids.<br><a href="https://www.pinterest.com/pin/461830136759432830/"><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:197}" 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" width="197" height="186"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:25:11 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210646168</guid>
      </item>
      <item>
         <title>neutrons </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210646940</link>
         <description><![CDATA[<div>a subatomic particle of about the same mass as a proton but without an electric charge, present in all atomic nuclei except those of ordinary hydrogen.<br><a href="http://www.physicscentral.com/buzz/blog/index.cfm?postid=6646709503579880352"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:275,&quot;url&quot;:&quot;http://4.bp.blogspot.com/-9wauyI0QS3c/Tg4e2PFvF-I/AAAAAAAAA0Q/qRVwK0vInFo/s1600/Atomic%2BNucleus.JPG&quot;,&quot;width&quot;:249}" data-trix-content-type="image"><img src="http://4.bp.blogspot.com/-9wauyI0QS3c/Tg4e2PFvF-I/AAAAAAAAA0Q/qRVwK0vInFo/s1600/Atomic%2BNucleus.JPG" width="249" height="275"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:26:50 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210646940</guid>
      </item>
      <item>
         <title>electron cloud </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210647368</link>
         <description><![CDATA[<div><br></div><div><br>&nbsp;: the system of <strong>electrons</strong> surrounding the nucleus of an atom.<br><a href="http://bijjacobus.nl/what-does-an-electron-cloud-represent"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:316,&quot;url&quot;:&quot;https://i1.wp.com/sdsu-physics.org/NaturalScience100/znatsci_images/electron_cloud2.gif&quot;,&quot;width&quot;:359}" data-trix-content-type="image"><img src="https://i1.wp.com/sdsu-physics.org/NaturalScience100/znatsci_images/electron_cloud2.gif" width="359" height="316"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:27:47 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210647368</guid>
      </item>
      <item>
         <title>atomic theory </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210648005</link>
         <description><![CDATA[<div>the theory that all matter is made up of tiny indivisible particles (atoms). According to the modern version, the atoms of each element are effectively identical, but differ from those of other elements, and unite to form compounds in fixed proportions.<br><a href="https://byjus.com/physics/atomic-theory/"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:269,&quot;url&quot;:&quot;http://byjus.com/physics/wp-content/uploads/2016/06/1-1.png&quot;,&quot;width&quot;:393}" data-trix-content-type="image"><img src="http://byjus.com/physics/wp-content/uploads/2016/06/1-1.png" width="393" height="269"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:29:15 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210648005</guid>
      </item>
      <item>
         <title>energy level </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210648380</link>
         <description><![CDATA[<div>the fixed amount of energy that a system described by quantum mechanics, such as a molecule, atom, electron, or nucleus, can have.<br><a href="http://study.com/academy/lesson/what-is-an-energy-level-of-an-atom-definition-equation-quiz.html"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:232,&quot;url&quot;:&quot;http://study.com/cimages/multimages/16/elevels_f1_v2.jpg&quot;,&quot;width&quot;:362}" data-trix-content-type="image"><img src="http://study.com/cimages/multimages/16/elevels_f1_v2.jpg" width="362" height="232"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:30:04 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210648380</guid>
      </item>
      <item>
         <title>orbitals </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210648900</link>
         <description><![CDATA[<div>each of the actual or potential patterns of electron density that may be formed in an atom or molecule by one or more electrons, and that can be represented as a wave function.<br><a href="http://www.dictionary.com/browse/orbital"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:447,&quot;url&quot;:&quot;http://static.sfdict.com/dictstatic/dictionary/graphics/ahsd/jpg/ASorbita.jpg&quot;,&quot;width&quot;:418}" data-trix-content-type="image"><img src="http://static.sfdict.com/dictstatic/dictionary/graphics/ahsd/jpg/ASorbita.jpg" width="418" height="447"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:31:16 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210648900</guid>
      </item>
      <item>
         <title>electron affinity </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210649216</link>
         <description><![CDATA[<div>In chemistry and atomic physics, the <strong>electron affinity</strong>of an atom or molecule is <strong>defined</strong> as the amount of energy released or spent when an <strong>electron</strong> is added to a neutral atom or molecule in the gaseous state to form a negative ion.<br><a href="http://study.com/academy/lesson/electron-affinity-definition-trends-equation.html"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:396,&quot;url&quot;:&quot;http://study.com/cimages/multimages/16/electron_affinity_trend.png&quot;,&quot;width&quot;:582}" data-trix-content-type="image"><img src="http://study.com/cimages/multimages/16/electron_affinity_trend.png" width="582" height="396"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:31:56 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210649216</guid>
      </item>
      <item>
         <title>periodic table </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210649727</link>
         <description><![CDATA[<div>a table of the chemical elements arranged in order of atomic number, usually in rows, so that elements with similar atomic structure (and hence similar chemical properties) appear in vertical columns.<br><a href="https://signsci.terc.edu/SSD/p/periodic_table.htm"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:239,&quot;url&quot;:&quot;https://signsci.terc.edu/SSD/p/images/periodic_table.jpg&quot;,&quot;width&quot;:400}" data-trix-content-type="image"><img src="https://signsci.terc.edu/SSD/p/images/periodic_table.jpg" width="400" height="239"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:33:04 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210649727</guid>
      </item>
      <item>
         <title>elements </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210650244</link>
         <description><![CDATA[<div>each of more than one hundred substances that cannot be chemically interconverted or broken down into simpler substances and are primary constituents of matter. Each element is distinguished by its atomic number, i.e., the number of protons in the nuclei of its atoms.<br><a href="http://www.ssc.education.ed.ac.uk/BSL/chemistry/periodicd.html"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:352,&quot;url&quot;:&quot;http://www.ssc.education.ed.ac.uk/BSL/pictures/elements.jpg&quot;,&quot;width&quot;:491}" data-trix-content-type="image"><img src="http://www.ssc.education.ed.ac.uk/BSL/pictures/elements.jpg" width="491" height="352"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:34:12 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210650244</guid>
      </item>
      <item>
         <title>compounds</title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210650625</link>
         <description><![CDATA[<div>a thing that is composed of two or more separate elements; a mixture.<br><a href="https://www.canstockphoto.com/common-chemical-compounds-6664228.html"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:213,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRmNL0fA6jegpl25uPi8aAXZVRDzVJlk_wVe-7sznuMm9FsF5Fk&quot;,&quot;width&quot;:237}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRmNL0fA6jegpl25uPi8aAXZVRDzVJlk_wVe-7sznuMm9FsF5Fk" width="237" height="213"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:34:57 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210650625</guid>
      </item>
      <item>
         <title>molecules </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210650960</link>
         <description><![CDATA[<div>a group of atoms bonded together, representing the smallest fundamental unit of a chemical compound that can take part in a chemical reaction.<br><a href="https://sites.google.com/site/internationalgcsechemistry/home/periodic-table/definition-molecule"><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:250}" 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" 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         <enclosure url="" />
         <pubDate>2017-11-27 20:35:42 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210650960</guid>
      </item>
      <item>
         <title>metals </title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210651444</link>
         <description><![CDATA[<div><br>a solid material that is typically hard, shiny, malleable, fusible, and ductile, with good electrical and thermal conductivity (e.g., iron, gold, silver, copper, and aluminum, and alloys such as brass and steel).<br><a href="http://typesofmetals.blogspot.com/2014/12/blog-post.html"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:304,&quot;url&quot;:&quot;http://3.bp.blogspot.com/-yc3wawtw6ds/VW0Jn1yVflI/AAAAAAAAEEw/GmVdKvhSMyI/s1600/Metals.jpg&quot;,&quot;width&quot;:763}" data-trix-content-type="image"><img src="http://3.bp.blogspot.com/-yc3wawtw6ds/VW0Jn1yVflI/AAAAAAAAEEw/GmVdKvhSMyI/s1600/Metals.jpg" width="763" height="304"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:36:49 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210651444</guid>
      </item>
      <item>
         <title>non metals</title>
         <author>3099941</author>
         <link>https://padlet.com/3099941/69zj7gaezy6n/wish/210651763</link>
         <description><![CDATA[<div>an element or substance that is not a metal.<br><a href="http://www.gordonengland.co.uk/elements/non%20metals.htm"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:340,&quot;url&quot;:&quot;http://www.gordonengland.co.uk/elements/periodic-nonmetal.png&quot;,&quot;width&quot;:312}" data-trix-content-type="image"><img src="http://www.gordonengland.co.uk/elements/periodic-nonmetal.png" width="312" height="340"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:37:31 UTC</pubDate>
         <guid>https://padlet.com/3099941/69zj7gaezy6n/wish/210651763</guid>
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