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      <title>COWSSSSSSSSSS!!!!!!!!! by Connor Hill</title>
      <link>https://padlet.com/ch02149/thbq5bgpof44</link>
      <description>Connor Hill, Jesse Mudgett, Shaznay Benwarisingh, Keshawn Hart</description>
      <language>en-us</language>
      <pubDate>2016-08-29 12:58:25 UTC</pubDate>
      <lastBuildDate>2026-01-07 00:06:03 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <title>How does the structure of water contribute to its unique properties.</title>
         <author>sb01938</author>
         <link>https://padlet.com/ch02149/thbq5bgpof44/wish/120288965</link>
         <description><![CDATA[<div>Water molecule are polar the reason its has a bent shape because it has a positive charge on the hydrogen atoms and negative charge on the oxygen atom, in the end it for ms the hydrogen bonds. Water is called the universal solvent because other substances can dissolve in it. </div>]]></description>
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         <pubDate>2016-08-29 13:17:19 UTC</pubDate>
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         <title>How does water&#39;s polarity effect it&#39;s properties as a solvent?</title>
         <author>wm01145</author>
         <link>https://padlet.com/ch02149/thbq5bgpof44/wish/120289416</link>
         <description><![CDATA[<div>Because of the different substances that dissolve into it.<br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:224,&quot;url&quot;:null,&quot;width&quot;:225}" data-trix-content-type="image"><img src="null" width="225" height="224"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
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         <pubDate>2016-08-29 13:18:57 UTC</pubDate>
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         <title>Explain what a chemical reaction is. What factor speeds up the rate of a chemical reaction?</title>
         <author>ch02149</author>
         <link>https://padlet.com/ch02149/thbq5bgpof44/wish/120289680</link>
         <description><![CDATA[<div>A chemical reaction is a process that involves rearrangement of the molecular or ionic structure of a substance, as opposed to a change in physical form or a nuclear reaction.  Heat.</div>]]></description>
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         <pubDate>2016-08-29 13:20:06 UTC</pubDate>
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         <title>What are the functions of each of the four groups of macromolecules?</title>
         <author>kh02765</author>
         <link>https://padlet.com/ch02149/thbq5bgpof44/wish/120290696</link>
         <description><![CDATA[<div>Carbohydrates-store energy,provide structural support<br>Lipids-store energy, provide barriers<br>Proteins- transport substances, speed reactions, provide structural support, make hormones<br>Nucleic Acids-store and communicate genetic information<figure class="attachment attachment-preview" 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" width="213" height="136"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-08-29 13:24:01 UTC</pubDate>
         <guid>https://padlet.com/ch02149/thbq5bgpof44/wish/120290696</guid>
      </item>
      <item>
         <title>Why is it important for cells to buffer solutions against rapid changes in pH.</title>
         <author>sb01938</author>
         <link>https://padlet.com/ch02149/thbq5bgpof44/wish/120292471</link>
         <description><![CDATA[<div>Buffers helps to maintain proper normalcy within a cell's pH. It helps maintain homeostasis within the body of cell to perform it function properly and remain in the range of pH.</div>]]></description>
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         <pubDate>2016-08-29 13:29:59 UTC</pubDate>
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