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      <title>Properties of Water Per.6  by Ms. Gagnon</title>
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      <description></description>
      <language>en-us</language>
      <pubDate>2016-10-26 17:53:14 UTC</pubDate>
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      <item>
         <title>Surface Tension</title>
         <author>cagagnon</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489581</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:12:19 UTC</pubDate>
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      <item>
         <title>Surface Tension</title>
         <author>cagagnon</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489655</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:12:50 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489655</guid>
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      <item>
         <title>Surface Tension</title>
         <author>cagagnon</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489774</link>
         <description><![CDATA[<div>Although this picture is likely not real, it is a great example of the cohesive property ("stickiness") of water molecules.</div>]]></description>
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         <pubDate>2016-10-26 22:13:51 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489774</guid>
      </item>
      <item>
         <title>WATER DENSITY</title>
         <author>22garciajr</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489861</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:14:44 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489861</guid>
      </item>
      <item>
         <title>Density</title>
         <author>22millanrosla</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489869</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:14:48 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489869</guid>
      </item>
      <item>
         <title>But Why?</title>
         <author>22juedenkb</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489893</link>
         <description><![CDATA[<div>he chemical formula for water is H2O, meaning that it contains two hydrogen atoms bonded to one oxygen atom, where the oxygen is slightly negatively charged and that the hydrogens are slightly positively charged. This is called <strong>polarity</strong> and is the key concept behind the properties of water. &nbsp;<br><br></div>]]></description>
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         <pubDate>2016-10-26 22:14:55 UTC</pubDate>
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      <item>
         <title>But  why?</title>
         <author>22buckmannc</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489894</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:210,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Water-elpot-transparent-3D-balls.png/250px-Water-elpot-transparent-3D-balls.png&quot;,&quot;width&quot;:250}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Water-elpot-transparent-3D-balls.png/250px-Water-elpot-transparent-3D-balls.png" width="250" height="210"><figcaption class="caption"></figcaption></figure>water molecules have palretys this is why every thing happens like the water glass pic&nbsp;</div>]]></description>
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         <pubDate>2016-10-26 22:14:55 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489894</guid>
      </item>
      <item>
         <title>Surface Tention</title>
         <author>22najerabatr</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489895</link>
         <description><![CDATA[<div>Surface tention is when  water molecules have something called polar oppasite charges and they are atracted to eachother.  So when you put something ontop, it does not break. But when you throw something. it sinks.<br><br></div>]]></description>
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         <pubDate>2016-10-26 22:14:55 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489895</guid>
      </item>
      <item>
         <title>Dissolving Property of Water</title>
         <author>22macdonaldba</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489911</link>
         <description><![CDATA[<div>Water acts Like a magnet. This causes molecules to attract particles with electrical charges. For example, when salt is in water, it forms a crystal structure that is attracted to sodium, and resists chloride. This causes the salt to break up and dissolve. If salt is put in oil, the salt stays together and does not dissolve because it does not have the same properties.</div>]]></description>
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         <pubDate>2016-10-26 22:15:03 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489911</guid>
      </item>
      <item>
         <title>But Why</title>
         <author>22mclaughlilj</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489912</link>
         <description><![CDATA[<div>Water polarity is the reason why water sticks its self to other water molecules a</div>]]></description>
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         <pubDate>2016-10-26 22:15:03 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489912</guid>
      </item>
      <item>
         <title>But Why</title>
         <author>22floresm</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489923</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:15:08 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489923</guid>
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      <item>
         <title></title>
         <author>22juedenkb</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489932</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:15:15 UTC</pubDate>
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      <item>
         <title>Solid water (ice) is less dense than liquid water  </title>
         <author>22diazjm</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489943</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:15:20 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489943</guid>
      </item>
      <item>
         <title>Density</title>
         <author>22rileynt</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489964</link>
         <description><![CDATA[<div>water and other water<br><br><br></div>]]></description>
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         <pubDate>2016-10-26 22:15:33 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489964</guid>
      </item>
      <item>
         <title>Solid Water is less dense than liquid water.</title>
         <author>22galvanlm</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489972</link>
         <description><![CDATA[<div>This shows how water molecules are less dense than liquid water in both cold and warm water.<br><br></div>]]></description>
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         <pubDate>2016-10-26 22:15:41 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489972</guid>
      </item>
      <item>
         <title>Water Density</title>
         <author>22garciajr</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489979</link>
         <description><![CDATA[<div>This is density of the blue is thicker than regular water.</div>]]></description>
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         <pubDate>2016-10-26 22:15:44 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133489979</guid>
      </item>
      <item>
         <title>Dissolving </title>
         <author>22gutierrezv</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490005</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:15:56 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490005</guid>
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      <item>
         <title></title>
         <author>22salgadowi</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490011</link>
         <description><![CDATA[<div>idk<br><br></div>]]></description>
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         <pubDate>2016-10-26 22:16:00 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490011</guid>
      </item>
      <item>
         <title></title>
         <author>22hernandezc2</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490020</link>
         <description><![CDATA[<div><br><br></div>]]></description>
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         <pubDate>2016-10-26 22:16:05 UTC</pubDate>
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      </item>
      <item>
         <title>Surface Tension</title>
         <author>22podolskiaj</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490041</link>
         <description><![CDATA[<div>Surface tension is when the surface of the water forms a skin like surface. This causes the surface of the water to hold together and will not break if a dense object is places on it.</div>]]></description>
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         <pubDate>2016-10-26 22:16:19 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490041</guid>
      </item>
      <item>
         <title></title>
         <author>22mclaughlilj</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490048</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:16:23 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490048</guid>
      </item>
      <item>
         <title>dissolving  </title>
         <author>22juarezk</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490086</link>
         <description><![CDATA[<div>any kind of &nbsp;</div>]]></description>
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         <pubDate>2016-10-26 22:16:47 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490086</guid>
      </item>
      <item>
         <title>Surface tension</title>
         <author>22villafanaar</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490101</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:16:57 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490101</guid>
      </item>
      <item>
         <title>But why</title>
         <author>22schillerge</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490118</link>
         <description><![CDATA[<div>The chemical formula for water is H2O, meaning that it is two hydrogen atoms with one oxygen atom. If the hydrogen is slightly positive, and the oxygen is slightly negative, the water "sticks" to itself, creating high surface tension. In other words,&nbsp;<a href="https://www.google.com/imgres?imgurl=http%3A%2F%2Fwww.dumpaday.com%2Fwp-content%2Fuploads%2F2012%2F12%2Fdrink-a-glass-of-water-funny-quotes.jpg&amp;imgrefurl=http%3A%2F%2Fwww.dumpaday.com%2Ffunny-pictures%2Ffunny-pictures-of-the-day-35-pics-7%2Fattachment%2Fdrink-a-glass-of-water-funny-quotes%2F&amp;docid=2KtgTYxy9jrDrM&amp;tbnid=xzFDO8XKufD5MM%3A&amp;w=620&amp;h=465&amp;safe=active&amp;bih=631&amp;biw=1366&amp;ved=0ahUKEwjl1oP1wPnPAhULhlQKHRJ7DosQMwgzKAMwAw&amp;iact=mrc&amp;uact=8"><figure class="attachment attachment-preview" 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f/stZ3wxfmOw1NP4yK3X/APOoP6iaf8dMVe1mXjfaBM+5R5YT/wCULTHi+zNstsgGBPZWzv8AFssxz94FRkVSaKhvFE/V4mOl6TajvPLdS4+LSrEh/AGpPh3TI7jTbi3lL5tpp5U2MBhvozt5gQcqTb44x3ofEHV+kaPbwBTLHa2bRq32etM5lG74ZZaf8CyFTq8MuBILa4kYDtviEqPj4DrNUobI37n+lxGCa7JfqhbmJAGAQA2jsSwxknkjgipH7kNnbNOkrSkXSSN0odxVWj6Lb2/NkMR5uNy9qkfucx5065bIARrk/PNm4wP1/hUf9yXULZJEiIAunm+rkMQf6sxlWQPuHTJ83OD3qq4EnyYywSLoTOzss6tD0ACfMCX6vb2G38a22pSESoJGIme2tmnRgQ5l6YyXz+ljZkd896yukwIbC9kKgsj2mxiPMu5pQ2D6ZAH4VujLEFs7iSIyzfRYCWdjtPlK9u5bCjk+wrXTJuexGZpR3IW3coXafnTNxp8fJUsfbco+/OGPr861kPi6Ls1qMfySD+0CptvqmmzfnFMRPqynH4jIr1GnHlHDd+zzs2TelIbTHevU5vDttIu63mRvkwb8ayereHZ0yQu4fyaFNMVSM0sVAVAqu1PUJEO3aVx6kEVUy3Tt3Y/jSeWKLjhb5NVDIg7kD5kUM95H23r+OayQai3VPdRp2TRtfR/ws/IGm/ygnux+6qOP/Pzp0PjtT62LtpFub0ezfiP766qksaSo6mHQi821wSnNtKFrsOcDbRBaMLRBaZIIWiC0QWjApgABRKKLZRhaAAC0QWjC0oFAA7al2t86KUBUoTko6JImffa4Izx3qPtolWpcVJUwTa4Jf5Wn3Bg+NqlQFVQgU8lRGBtwSB6egpm7vZJcdRs7c4GFAGe+AoA5xQbKXZSWOK3SG5N+x+21OaNQiv5RnAKo2M8nG4HHNPHW7j1lz6+ZUbHyyvA+A4qHtpQtDxQfKQ+qX0m/l2579U5HAO1Nwx2w23Ix6Y7elStP1C6lfas23IYu5WMYQDLs525I+B7nAqo21eaS0URUTEbW2vLwT5Qw2Q8dsk7j93tWWWEIx4RcHKT5I1/rM5kj2hxGrDzBAik4wS5Aw24cEck5OKKbVbiIn63EgfcMRRIUBUHB4JHPGO/v3wJmo3xZnfb6lmJYA4LYRFXs2FGBgcc1n2GeT681nDCpu5IuWRxVIljXLjGOpwe4CRgH2yNvNQbu5eRt7sWbAGTgYA4AAHAHypSlCVrpjjjHdIxcm+WNFa7FOba4rV0SNLkHIJB9xwas7PxDcR/p7x7Pz/5u4qvIocUqQ7Zo31m2nG2eIfeAfvDD/tVNqPgOGUFrWQD4ZyPlUQijgmeM5Rip+Hr91c89PF8bG0MzXJkdV0G4tjiRDj3AJFVhYfL9let2viLPkmQMv+fT+6o2o+EbS6BeAhGPt2+8VxThkxnVDJGRgfD8aSSdJzjeMKc4AbuMn7sfPFa6XwMoEKPI6yuTuKosqBBkltiNvyAM9vWszq3hW5tWztLAdioNW2i+OHVejcEugOQTkSKRk4WUeZPnUxyXsLJGXKKHUrXpSvErdQIxUOqlQ2OM7W5HyNdU/UPEEUkjOtsignhe+BjAyT3PufWlp3Imn8J+2uAo8UoFetRxAgUQFEFoglAhAKMLSqKMCmAIFLijC0YWgBsLRhaMClxQAG2iC0YWi2U6CxsLS4pzbQKx3kA449lP6mBH6qUn0qwW4gFKBVhe3rsQV2x+UAhY4juOO5ypwfligd5P4w8c42RD4eiYqFN/Cun+haZa7iXwTt+woBy8n6KDHOe5+6rnS2MEc7OqFmA+3jClCWIVSOSDtxj1HwpPC8riQl5SAgJyFTIcjG3O3Ck/jiin13EZTZuYsw3ME8qgjATg8/MeprkySlOWy2OiKUVuUN5MGCgYOBuJAIJZsZHPtwBj++ou2rHV5EZsK24eU52BME5yFA52/OoZFdmLdcHNPkZ20m2nttcVrWhEfFdinttCVpUAyVpCtOlaQikwGCtCRT+2hK0gGCtFFIyncrEH3H+eaMrQkUmrBbFzZ+ISPLKodf1/hS33ha0vF3x4VvcYyD8qpCKOGVkOVYqfgcVzZdNGXGxvDO48lbceALhWIByB2OP+9dWj/fDcDjcp+JXmurm8af0376+FOVrgKdK122vTOEDFEBRhaILRQAKtOKtEoogKdACBRgUSrRgU6EAEogtHiiC06FYAFLijC0QFANjYWmWXEg+K5/XUsLWg8P8Ah6KcCWVm4yoVeOx757nuKxzzUY2y8UXJ0jOSLwPu/ZUu0AkZQR9nACj7UjZOxfxxWrk8FxNwsrKfiu4YxwB2OeMH7vemdM8KSRyM29cqSEIzksBn7PoTwPxrmeog1ybrDNMyt9cOrGEEbUzyvYknLMT+k2c8/DHakZfLH9/7avLvwlcBjwpzgnDr7ZOQSORk05N4XmCA5QFQODInOTzznjHxqoZMaXJMoSszMw833ilK07e25R8MVzuA4ZTzj4H4UpWujE07MZ7DG2u209ikxWxFjJWkxT22hKUBYyVoStPFaQik0OyOVpCtSCtCVqWiiORQlafKUO2kAztocU8VpNtADDDmupx15rqzfJaFIrgtO7K4JWtGYAWiC04EogtOgACUYWjC0YSnQrG9tGEowtGFpisbCUQFObaXbQIDbS7acC0oWgANlSdPugsgiLuhkwBjlQcnkKOd2cDPxpsLRpcuT9GVEIkDElhyAMZ2nPtk4rn1KuBtgf5GqW5mZxGFyEyJXUqoKnlRknhz3Iz3FPahNcY6wB6ZOG24zjnygY79+e1MaLGVTIkXYSSPKQfhhWPY4Hfmp13eF0FuhQk43le2FPc+wDe3zry3tLY7lutzP6p1guXclG5GRgA4XyjnIbjB7/dVXfwgIhIw4AJDcl959Bjtj9oq/vIznbtjXLkhVBZgwGRndxkjGfkfaq3UWzEjMFDADnOeoCTngDt8CfQfCunHLhGM1VmZIXIzKytvXCrGW3euGORgfHmrBlqDLLmZMAjL48p7AKc59xgdqsitdeBcnPl9DW2kK09tpCldBiMlaErT+2k20AR9tIVp/bQlaAGNtCVp8rSbaQ7GNtAVqRtoCtFDTGttDtp4rSbaVDRGcc0tHIvNdWTRohzFcFp7ZXBa3MbGwlGEpwLShaBAbaMLRqlOBaAGwlEFpwLRBKYDe2iC04BShaAG9tLtp3FLtoAb20DWhZwy4LAEAE7fUHcG9CKkbalWe0HBGQ56Z5IwrfpceuQK59R+hrh/YubBN0OwjGAclicbtxJ5J78Zz2qRazR5RgGUKpSNTgJtbgODz3z61XMrZCLuCfpYIyQOBtZvUj0+dWMkKMQI2TaOyEZQKpG/G0ZD7vUdufevLkq5O9P4G9q53IpMSKxJB5D9t3yHftg9uKzupwk/yQORkhVI5xtz9o5z8wT2q0unT6xdzIdvB3iQOuOAq+nqe+eaqppB0xEQrYxghBnacM2GPIPcVrhi+UZ5JIoXgJkj8wPmMjDPIIVxjHv/AH1P2Uk8C9UNGm1cn7UgZiMEDC9+/J9uKf2V34OGcmX0MbKEpUjbSFa3MhjZSbKf20hWgCOVodlSStCVoAjFK7ZT22kK0AMFKArUkigK0AMFaTbTxWk20DTIzrzSU7IvNdWbRohzbShae2Uu2tDIbC0oWnAtGFoAALRBacC0QWgQAWjC0YWiC0DG9tKFp3bRBaAoaC0u2ndlGEosBgJVloxAfGMkkbeM475b4YHv71F2VY6PDljlScDPHp3wTjvXPqX/AObNsH7ovxDkcgE/yic5HAxjsCaZWRogoCBVC8r5SNxzuQHBI5IyT3+dHbReYAkhAq5Ifzs3YgnvjB+8mntRkCD7XTwVJKkD4+cnPP6zXjXvR6XootYKO6SebaVIyBjBBJ2vzkAc59/SqSVQMg84x6Y+7BFWeosrncNo3YJ2ktk8jLE9zwPnUCdcZ83w9Tjtk4r0sCqJw5H+RXRJmROB2c/E/ZHfP+c1LK03AfrMHHKseQc8Fe3tUvZXRidJmeQY21xWn9lJsrWzOhjbQ7ak7KApTsTRHK0JWpJShK07ERiKQrUgpQlKAIxWk2VI20JWgBgrQlakbaErQBDkHNJT0i80tZs0Q+UpQlPFKUJV2QM7aMJToWi2UWFDYSiC06EolSlYUNbKNUp0JRhKVj2GQlGFp3ZShKVjGttEEp3ZRBaXUAyEqTYXAjflgoYEE/d2+VDsqHqt5FAqyTP01DcMUZ1BwQNyrzisc7uDLxP8kbWO5UDC42r2yVAY4Byv+e9RGUkMQGLMTt/TQEYBP84jIyO3v7QodSsQoztcnk9InAP9fBFBJ4htIzgRTnP8HYQc5/lV5ag+Umd7mQ5ZCxBZRnknuM55C49MduKjyr8Pn8qlRa7Z53dC45/hdMD19N1Tl1mw25Y7D6byW7/zP767I5ulfqzleO3yjOQwHqA+m1vf3FS9lR7TXIrieSKMZMYILqrInDY2qjZJ5H2iasNldGGfUrM8qp0RtldsqRsrtla9RluRilDtqUUoSlPqAjFaApUopQ7KfUMjFKApUopQladhsRilAUqUVoOnT6gojFKErUkpQ7KLFRBlHNLT0qc11Q+S6PPP303f8cf7K/3VJsNc1CZtkRkkbBO1Ig5wO5IVe3I/GsuWq101/wDQ9Qxx9Vb9v6VFXHkyuMWzpjiTZoVutXyUEFwWGCR9GbIB7Ejb64P4U59K1cAsYJ8DOSbVsDHfJ21VazK35BsTk5+kT85Oe8lTHkb8q6WATzBp3GTgnpL6VyebM18aJMtb3VpFEiROysMqeivmHuoPLD5ZpbfUNVcEpBKwBKnFsTgjgg+XuPasza2QvZ7pLibZeFwLczPsjLiUiSN2IO3C8KOBnirfxXZ7rb665d7uxhjSXaSYyGuGVVZ2AYuFdfTHamtZN+geniWF1q2qQrvlhkjQcFntyqgn3JGKfg1HVmAZbaVlIyCLZyCPcHHNZewWOCy6haV5b2KRMEr0o1juACe+4t9V8uaDxiUljXUI2lVpZOlJGxGxWjij5QqckH41b1OTo6qIWCHVRrJNX1NWVGgdWfhFNuwLEd9oxziiu9Z1GFd8sO1eBuMeVBPABYHAJ9jiqTXh9C0xoIJZSZJ4OszYB+stVm2IQc7POoOe+Ki2FstnqFlFEW6d1Da9dGOVkFyoEikdiPNkexAPepWslatFeNGi/s/FF5K2yNFdj2VYyx+JwD2+NTLrW9RiAMkAUEhQemSCx7LuUkZPt3rH6pIyafII2I3XXTlIOCUWMmNW/kltx+JFaPwLoyR3cF7a3KfQ26STxvIxk6jRgNHJEFx+dOVzx2warJq3GVJER06auy0/Keqf7G/P/wBPLzUa++n3QNvJaOOM/mZVwTwpbg4Gc+lYrTJG+i6t5jwkPqf9sjqdqkh/e/ZnJz9Mn5yc/ZNZS1kmqo0WmSd2a5tGvIlBeIjkDk49PdsVIOm34/8AlZP7P9xNZDwcejqllDbTvLHOsHXXflcyrmWNgvHl788jHvVL9EWWbUXeVkMAmljw2NziYKF578Me3PFEdZNegemi3Z6HDBdyAmOBnwSp2jdhh3U4/SHtTUmn3e9Va3cFjwMKrH+bkn9lYfxFqEk9tprSyMx2TRlyx3FVnIGWPfC8ZPsK0HglzHfXtpFM81skF2yktuXMaHZKPQNyVyMZ3Gm9bJ+gWmiixhguLCWV/or7p5Cqb97k8s20bVALE5PlB4FWNxrd9Gpd7PCjljhvKPdsHy/fisX4VuJV0fUXjZg6yW4DDO5UbKyFT3HlOCR6E0PhfRQ6293ZXKxyw5a8WSRlYYkyCiKpLxmPAPcd8+tTDVyiqoJadSd2biPWb9gGWwcgjIIjmwR6HOKir4oujJ0RaZkHeMLJvHGeUxn41lPENtDPrVzFJOYYS7sGDBRxGGRQXIUZ4HNWd+5BvUww6dgsY3MrMVRIArlk4O4Ybg/pVvDVSkntwZywJNbmgfW78EA6e4LHC5jmGTgnAG3k4BNKdW1D/wANk/4c3+GvNvDusNDa38RJzcQRBMk8kTqpI/qu/wCurDwTZ9a21KBixfpR9Pk56sbO6gH47CPvrPzZfC/Fj9NtHrt6xZRp8hK4DAJNlSRkAjbxxTFt4muZGZI7JnZPtqglYp6eYBePX8KyNlqP038l2ZY4gEpm5P2FkaQ7v90gGfjXa/ftLY3E2SC97E3tjdHOQPuHFXHVScW6IenSaVmtXxJdGQwixYyAZMYEu8DjkrtyByOfjT/5Vv8A/wAMm/sTf4KzGqyn6BJgnP0DTuc8/nz61Ra0rJY6bcgtlhcqTk8mK4LD9T0payUfRS00T0GPWb1lDLpsrA9iElI74/gVz6tfDJOmT4HfyTf4KoNRY3OvzHJKhJHxk4AjtC3A/nCq39zGxjknSZ5n6sU8BigWSNTLyWJ+sIyBtAwuTzS86fwrxY/TYflO+xn8mT+/2Jf8FV0njBlYq1sVYcFWYgg+xBXIrIXMKSXeomWZo+n9Kkiw2N8qzAJHz3yGPA54qXcXDyWVpLKxaTdcRhmOWaJChTLHkgFmA/CtMWslKVNET06irRfP4wyfzI/t/wDalrHl66tnNmXSirLVc2KbbC8lYqBKIoYgWG55I5opXCr3IC8k9qoC9WdjrjRxdAwwTIHaRRMjNtZgqsVKsO4Ve+e1c2RuUaR1xVMvNXQnQLL4XE2fhky4z88GpFs6y6rpYjYPiGwRtpzhkiXeD7EYOfaqL99M+8sREyFBGYDGPo/TUllQRjtgkkEHOSea4+ItqsLe3hti4Ks8e8ybT3Cu7EoD/Jx865uzI06kXGvXdtex3byxR21xahBGwdjJckSdJ0k3nzsFwdw545yKenkMmkNK53SGBYyx7skV4giyfXAJXPso9qpH8RCTzz2lvPJx9awdHYjjMgjYBz8SOaQeJ5izF0hdHRYui0f1Kxo29FRFI2gNz375zmqjhkhOSHr5v9C0/wD+3c/9Q9N6mf8AVkf9Ll/5MdRNT1ZphGpSONIlKokSlVUMxdjgknJYn1p2x1sxxdEwwzJv6gWZGba5AUkFWHcAfhWzg+0omarqs0PjoZtZMc7Z7It8A2nRgE+3IIpqSRZdT0vpsH2w6eG2nO0xgFwcdiMHI9KqD4ilMskxEZ6qqkkRTMLIiqqIUz+iFGDnIx3ovy+FVlt7eG3LqVd4w7SFW4ZVeRjsBHB244OM1m9PJyspTVFvYaqltbTXPQW4Es/RaORnEfTZTIpKKeSSDgntjintBSK21mzFlJuinEDOgbeq9ZMyQsf0gp555HHqM1mdO1Z4dyhUdHAEkci743A5XI7gg8gggj8alfl4IGFvbQ27MCrSR72kwe4R3Y7ARx5ecetVkwSlK0KMklQlnKqQarG7BXcRKqkgFmW8jLAD1IAJ+6rHV+PD9mPX6XMfuIYA/ip/CoUmvrId89rbzyfxrq6u2BgGTpsA5+JFXvhvVRdF4rlIZE8hiiZNsaFVZdsQUjaAueOf/Wsnp5IruITQoxa6vpqweQTw2fVUE4frL9bnPv3+dRPCuh293qF6twpdYzK6qHKZbrBRlh2Hmr0C3EBkinFrEZIVj6ThWBVI8KiL5sZXjv6Uk+mW8RkfoRqJwVkaIEO29g+GJfjLDsO/FQsbsrqPPvHQiK6esaIsQWVVWMsVCicggs3LNyck9yTVx4bH0fVdRs4fLB0bz6vJK/VxlkPPqP8A1qNrepqrKot4HjjJ6TTAtIu5iXLBXGPMM4IqO3ieVZZLhYLbquHWSTpMC+/yuGO/GGHBx7+nereCT3RKyL2L4BvPo+m3l0I+oYZYWCFmCMHDRtv2/aXDHg8VUazNDGbPULLbDNKZHe3ickQPHJtUAE7grg/ZPx9Kdi8USRjZFFBCpO50ji8snlK4cOzblwSMcd/lTUeuoh3xWdtFL3EgWRip90R3KqfY4OKFp5sbmkWOvx2x1y6F3tWLdJwxdUDiP6sMYwWC7sDipl6W33rN08PYBo+kXMZi2wLFtLgMfKoHIzkGqS68SdVjJLa2ksjctI8chdz23MRIOePag/fHJ1DLsiIMItzFsPS6KgAJt3Z9B65rSGCSsiU06Bi0veulH+Pd4j81utv7HFXPhiUxz3pXjF5agfL6WwI+WCRUGLxhIvSCwWqiBi8H1LHouxDMyZfuSFPORxUafxK5DbYoIi7pI7RRsGd423qTuYj7XNTHTTTspzTQ/pcCxS6oU46SSxp8Fe5SI/fsJH30xdNnTJf6Xb/8mehvPETSLKohgjM2Oq8cbB384kwSWI5YA8Co9hrDRI8RjilR2VykylgHQMqsNrAg4Zh99arE1jcfZDdzTNFeNHJpk0scqPstbCCRBu3xus5PmBUDB55BPao2rRhtBszjmOZz8lme4H7YRUGHxQyI8S2tmscm3qIInw+w5TdmTPB54pD4pk29Po25h2heh026Qw7SBgN+7duZuc+tYvBN8mnUi0/c1lM13d3DckWc4/rOgjH6s1H/AHMjbLKsjGIXSzwfR+s8yjByGKiMEM27ZgNxzUW08VyRZ6EFtDuxv6cbfWKARsfc58p3HgY+dNweItjK6WdmrIQysIpMqynKsMydwQDS8eQdaJEGnxzXerdRd3SivZU7jbIky4bj5n8aS5uGksLR3JZle4hUnuI06bKnxALt+NIni2RWkcW1oGmV1lPSfMiyHLq31nYkA8Y7VA1HWGlRI+nFEkZZlSJCq7nxuY7mJJwq+vpWmLDKMrZM5JobL0lRurXV0mXSQTXV1dWBsLXCurqYBCiFdXVZLOrqWuoEKDXV1dVCFFdXV1Aha0ngoDqE+vAz64IORXV1KfA0b2x4YY48y9vmam6u5CQEEgtJhiO5wi4yfWurq5y0ZzxtEvJ2jJdSTgZPC+tYGVyOpgkdxwfTI4rq6t1wZ+yP+j97fsWgNJXUocMqXJxpDXV1aLgg6krq6go4V1dXUAJXV1dUgJmlrq6mAlLXV1AxM0tdXUhn/9k=&quot;,&quot;width&quot;:259}" 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" 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&quot;,&quot;width&quot;:190}" 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" 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" 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width="251" height="201"><figcaption class="caption"></figcaption></figure></a></div><div><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-26 22:17:07 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490118</guid>
      </item>
      <item>
         <title>Solid Water </title>
         <author>22jenkinskija</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490122</link>
         <description><![CDATA[<div>Ice floats which means that solid ice is less dense than just water</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/143414436/dad2de9e1f9c46a3d5e20bce1cce9b13/images.jpg" />
         <pubDate>2016-10-26 22:17:09 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490122</guid>
      </item>
      <item>
         <title>super tension</title>
         <author>22tisbevb</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490137</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2016-10-26 22:17:17 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490137</guid>
      </item>
      <item>
         <title></title>
         <author>22garciajr</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490150</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://www.google.com/imgres?imgurl=https%3A%2F%2Fs-media-cache-ak0.pinimg.com%2F236x%2Fdf%2F1e%2F08%2Fdf1e08e64cb237131def2389bc41fb0b.jpg&amp;imgrefurl=https%3A%2F%2Fwww.pinterest.com%2Fpin%2F181058847493985622%2F&amp;docid=v1h5OlhMgKAfjM&amp;tbnid=Z9yONUVObNHBdM%3A&amp;w=236&amp;h=286&amp;safe=active&amp;bih=631&amp;biw=1366&amp;ved=0ahUKEwjwn6u2v_nPAhVJr1QKHWS5AEg4ZBAzCCYoJDAk&amp;iact=mrc&amp;uact=8" />
         <pubDate>2016-10-26 22:17:28 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490150</guid>
      </item>
      <item>
         <title></title>
         <author>22hernandezc2</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490167</link>
         <description><![CDATA[<div>ICE CUBE ****&amp;************&amp;**&amp;*&amp;*</div>]]></description>
         <enclosure url="https://www.google.com/imgres?imgurl=http%3A%2F%2Ff.tqn.com%2Fy%2Fchemistry%2F1%2FL%2FP%2FJ%2F2%2Ficefloatingwater.jpg&amp;imgrefurl=http%3A%2F%2Fchemistry.about.com%2Fod%2Fwaterchemistry%2Ffl%2FWhy-Is-Water-Less-Dense-Than-Ice.htm&amp;docid=ULmzsxUk9P0D0M&amp;tbnid=ngBBSKBHDM5ywM%3A&amp;w=300&amp;h=372&amp;safe=active&amp;bih=678&amp;biw=1319&amp;ved=0ahUKEwiuoNbAv_nPAhUCiVQKHRncCMYQMwhUKCwwLA&amp;iact=mrc&amp;uact=8" />
         <pubDate>2016-10-26 22:17:36 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490167</guid>
      </item>
      <item>
         <title>Surface Tension</title>
         <author>22connellkn</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490179</link>
         <description><![CDATA[<div>Water forms a "sticky" surface so if objects are placed or land lightly on the water's surface they can stay on top of it.<br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/143414323/d4a421e87a3302fb5083a6858cebf160/water_strider.jpg" />
         <pubDate>2016-10-26 22:17:42 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490179</guid>
      </item>
      <item>
         <title>Surface Tension</title>
         <author>22ramose</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490207</link>
         <description><![CDATA[<div>Because each water molecule has polar opposite charges, the water molecules are highly attracted to one another</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/143414296/964cf28ebdbe91c73d96e956bee602a4/droppedImage_5.jpg" />
         <pubDate>2016-10-26 22:18:00 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490207</guid>
      </item>
      <item>
         <title></title>
         <author>22villafanaar</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490264</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://www.google.com/imgres?imgurl=https%3A%2F%2F3.bp.blogspot.com%2F-hLjguJVBnr0%2FV-PB2EKB_LI%2FAAAAAAAAH0E%2FEzcEENUdkGYGmMOkwPPfNaW0NNkVUg1-QCLcB%2Fs1600%2F2.jpg&amp;imgrefurl=http%3A%2F%2Fkayjayr-akshay.blogspot.com%2F2016%2F09%2Fcapillary-action.html&amp;docid=2Q8A8iGfLnLXEM&amp;tbnid=zmgbrn9NrOoHYM%3A&amp;w=500&amp;h=231&amp;safe=active&amp;bih=675&amp;biw=1366&amp;ved=0ahUKEwi0u52BwPnPAhUrhlQKHRQLBHAQMwhRKAswCw&amp;iact=mrc&amp;uact=8" />
         <pubDate>2016-10-26 22:18:35 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490264</guid>
      </item>
      <item>
         <title></title>
         <author>22ramosramiec</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490318</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://www.google.com/imgres?imgurl=http%3A%2F%2Fwww.factfixx.com%2Fwp-content%2Fuploads%2F2011%2F06%2Fsurface-tension-water-penny.jpg&amp;imgrefurl=http%3A%2F%2Fwww.factfixx.com%2F2011%2F06%2F11%2Fphysics-drops-of-water-on-a-penny%2F&amp;docid=FQGUFtNuV7IEyM&amp;tbnid=YH_rGRBYwnxYQM%3A&amp;w=500&amp;h=334&amp;safe=active&amp;bih=675&amp;biw=1366&amp;ved=0ahUKEwi525yYwPnPAhXEjFQKHR_AA2gQMwgxKAEwAQ&amp;iact=mrc&amp;uact=8" />
         <pubDate>2016-10-26 22:19:08 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490318</guid>
      </item>
      <item>
         <title>But why</title>
         <author>22buckmannc</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490360</link>
         <description><![CDATA[<div>water has a polarety so they attract together and that is why the swinging guy looked like glass<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:210,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Water-elpot-transparent-3D-balls.png/250px-Water-elpot-transparent-3D-balls.png&quot;,&quot;width&quot;:250}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Water-elpot-transparent-3D-balls.png/250px-Water-elpot-transparent-3D-balls.png" width="250" height="210"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-26 22:19:34 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490360</guid>
      </item>
      <item>
         <title>&amp;nbsp;dissolving&amp;nbsp;</title>
         <author>22gonzalezid</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490420</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-10-26 22:20:13 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490420</guid>
      </item>
      <item>
         <title>Solid water (ice) is less dense than liquid water &amp;nbsp;</title>
         <author>22diazjm</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490452</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/143414299/71f2aa142d87ff158f8b446c1629f426/download.jpg" />
         <pubDate>2016-10-26 22:20:19 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490452</guid>
      </item>
      <item>
         <title>Surface tension</title>
         <author>22juedenkb</author>
         <link>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490474</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2016-10-26 22:20:33 UTC</pubDate>
         <guid>https://padlet.com/cagagnon/591fsl7gpxvb/wish/133490474</guid>
      </item>
      <item>
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