<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>Biology by Erika Driesen</title>
      <link>https://padlet.com/erika_driesen361/so9hyflizv4z</link>
      <description>Made with eyes on the prize</description>
      <language>en-us</language>
      <pubDate>2017-03-23 20:01:48 UTC</pubDate>
      <lastBuildDate>2017-05-18 06:24:02 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Cell theory</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/162264654</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=imgres&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjWnOr8rN_TAhVkxVQKHYDPDfgQjRwIBw&amp;url=http%3A%2F%2Fwww.quizbiology.com%2F2014%2F11%2Fquiz-on-cell-theory.html&amp;psig=AFQjCNGswYSf35JrVXejaWS7hj4CvYghgA&amp;ust=1494300415110248">the cornerstone of biology, which states that all living things are made up cells, the smallest units of life, and all cells are produced from pre-existing cells<br></a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:727,&quot;url&quot;:&quot;http://3.bp.blogspot.com/-j1URfIg5jIs/VF7YkrNtH7I/AAAAAAAADE4/Xmu09kzJreE/s1600/cell%2Btheory.png&quot;,&quot;width&quot;:861}" data-trix-content-type="image"><img src="http://3.bp.blogspot.com/-j1URfIg5jIs/VF7YkrNtH7I/AAAAAAAADE4/Xmu09kzJreE/s1600/cell%2Btheory.png" width="861" height="727"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-23 20:08:15 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/162264654</guid>
      </item>
      <item>
         <title>Cellular respiration </title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/164998008</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=imgres&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwj_1N2Ird_TAhWFsVQKHe3HBjUQjRwIBw&amp;url=https%3A%2F%2Fen.wikipedia.org%2Fwiki%2FCellular_respiration&amp;psig=AFQjCNGFjJAmJlB6m9H_oDmpCjY2gdwz6A&amp;ust=1494300440058197">a set of metabolic reactions and processes that take place in the cells of organisms to convert biochemical energy from nutrients into adenosine triphosphate (ATP), and then release waste products.&nbsp;<br></a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:212,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/7/74/CellRespiration.svg/300px-CellRespiration.svg.png&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/7/74/CellRespiration.svg/300px-CellRespiration.svg.png" width="300" height="212"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-05 20:06:42 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/164998008</guid>
      </item>
      <item>
         <title>Cohesion </title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/164998177</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjc9silrN_TAhWLwVQKHXvSAQwQjRwIBw&amp;url=https%3A%2F%2Fwww.khanacademy.org%2Fscience%2Fbiology%2Fwater-acids-and-bases%2Fcohesion-and-adhesion%2Fa%2Fcohesion-and-adhesion-in-water&amp;psig=AFQjCNH6MQZPnkMorjlSMM8t8KKWY0vzbA&amp;ust=1494300200089578">refers to the sticking together of alike molecules, such as water molecule being attracted to another water molecule<br></a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:153,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:329}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="329" height="153"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-05 20:07:36 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/164998177</guid>
      </item>
      <item>
         <title>Compound light micros</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/165768924</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwixk8zsrN_TAhUkxVQKHU9LBNQQjRwIBw&amp;url=http%3A%2F%2Fmicroscopeheroes.com%2Fcompound-light-microscope-definition%2F&amp;psig=AFQjCNFJt2RnEOa1o-QR9IbH3aX9t-8IJA&amp;ust=1494300376826915">optical instrument for forming magnified images of small objects, consisting of an objective lens with a very short focal length and an eyepiece with a longer focal length,&nbsp;<br></a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:400,&quot;url&quot;:&quot;http://microscopeheroes.com/wp-content/uploads/2015/11/student-compound-microscope.jpg&quot;,&quot;width&quot;:400}" data-trix-content-type="image"><img src="http://microscopeheroes.com/wp-content/uploads/2015/11/student-compound-microscope.jpg" width="400" height="400"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-10 20:00:02 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/165768924</guid>
      </item>
      <item>
         <title>Concentration gradient</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/165769135</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=imgres&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwiIzO6srd_TAhXmyVQKHYJzD94QjRwIBw&amp;url=http%3A%2F%2Fwww.mit.edu%2F~kardar%2Fteaching%2Fprojects%2Fchemotaxis%2528AndreaSchmidt%2529%2Fgradients.htm&amp;psig=AFQjCNGHsTJnXDKB9VAg486AJrnK6pCmqg&amp;ust=1494300515877139">difference within a given area between the highest and lowest concentration of a particular chemical substance <br></a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:200,&quot;url&quot;:&quot;http://www.mit.edu/~kardar/teaching/projects/chemotaxis%28AndreaSchmidt%29/grad_c.gif&quot;,&quot;width&quot;:717}" data-trix-content-type="image"><img src="http://www.mit.edu/~kardar/teaching/projects/chemotaxis%28AndreaSchmidt%29/grad_c.gif" width="717" height="200"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-10 20:01:24 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/165769135</guid>
      </item>
      <item>
         <title>Controlled experiment </title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071063</link>
         <description><![CDATA[<div>an experiment in which&nbsp; each variable is controlled in turn, allowing the experimenter to determind the effect of each</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:12:50 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071063</guid>
      </item>
      <item>
         <title>Fluid-mosaic model</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071194</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=imgres&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwj3qayKrN_TAhVJj1QKHX_nDBsQjRwIBw&amp;url=https%3A%2F%2Fwww.boundless.com%2Fbiology%2Ftextbooks%2Fboundless-biology-textbook%2Fstructure-and-function-of-plasma-membranes-5%2Fcomponents-and-structure-64%2Ffluid-mosaic-model-327-11464%2F&amp;psig=AFQjCNEJul2X44TFicw8OCWLLkERYfyAcg&amp;ust=1494300175026016">description of the arrangement of protein molecules in the fluid double layer of phospholipids that make up the cell membrane<br></a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:331,&quot;url&quot;:&quot;https://figures.boundless-cdn.com/18616/large/figure-05-01-01.jpeg&quot;,&quot;width&quot;:680}" data-trix-content-type="image"><img src="https://figures.boundless-cdn.com/18616/large/figure-05-01-01.jpeg" width="680" height="331"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:15:24 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071194</guid>
      </item>
      <item>
         <title>guard cells</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071287</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=imgres&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjmoJ7arN_TAhXEz1QKHZ12CBgQjRwIBw&amp;url=https%3A%2F%2Fen.wikipedia.org%2Fwiki%2FGuard_cell&amp;psig=AFQjCNHob0XbSi-i69p7Inqmcsv4GLZGMA&amp;ust=1494300342587337">specialized epidermal cell that swells and contracts to control gas exchange through a stoma in a leaf&nbsp;<br></a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:178,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/9/91/Opening_and_Closing_of_Stoma.svg/300px-Opening_and_Closing_of_Stoma.svg.png&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/9/91/Opening_and_Closing_of_Stoma.svg/300px-Opening_and_Closing_of_Stoma.svg.png" width="300" height="178"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:16:52 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071287</guid>
      </item>
      <item>
         <title>Open system</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071342</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwiEibqfrd_TAhXrzVQKHUx1A9AQjRwIBw&amp;url=https%3A%2F%2Fwww.systemsbiology.org%2Fabout%2Fwhat-is-systems-biology%2F&amp;psig=AFQjCNF0JBOTyTYTeGbyzUVA6nXZ_Wnz6g&amp;ust=1494300485595846">a system that exchanges both matter and energy wit its surroundings&nbsp;<br></a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:596,&quot;url&quot;:&quot;https://www.systemsbiology.org/wp-content/uploads/ISB-Trinity1.jpg&quot;,&quot;width&quot;:742}" data-trix-content-type="image"><img src="https://www.systemsbiology.org/wp-content/uploads/ISB-Trinity1.jpg" width="742" height="596"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:17:53 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071342</guid>
      </item>
      <item>
         <title>Organ</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071401</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=imgres&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwj7j8SzrN_TAhUCqlQKHSzvDQIQjRwIBw&amp;url=http%3A%2F%2Fbiology.tutorvista.com%2Fanimal-and-plant-cells%2Forganelles.html&amp;psig=AFQjCNFn4znmNd2vMXfWxwi90VnIo8QzKw&amp;ust=1494300261386081">a group of tissues that work together to perform a specific function&nbsp;</a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:339,&quot;url&quot;:&quot;http://image.tutorvista.com/content/feed/tvcs/Cell20organelle.jpg&quot;,&quot;width&quot;:400}" data-trix-content-type="image"><img src="http://image.tutorvista.com/content/feed/tvcs/Cell20organelle.jpg" width="400" height="339"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:18:56 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071401</guid>
      </item>
      <item>
         <title>organelle</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071483</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=imgres&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwj7j8SzrN_TAhUCqlQKHSzvDQIQjRwIBw&amp;url=http%3A%2F%2Fbiology.tutorvista.com%2Fanimal-and-plant-cells%2Forganelles.html&amp;psig=AFQjCNFn4znmNd2vMXfWxwi90VnIo8QzKw&amp;ust=1494300261386081">structure tha performs a specific function within the cell&nbsp;<br></a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:339,&quot;url&quot;:&quot;http://image.tutorvista.com/content/feed/tvcs/Cell20organelle.jpg&quot;,&quot;width&quot;:400}" data-trix-content-type="image"><img src="http://image.tutorvista.com/content/feed/tvcs/Cell20organelle.jpg" width="400" height="339"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:20:45 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071483</guid>
      </item>
      <item>
         <title>Photosynthesis</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071524</link>
         <description><![CDATA[<div><a href="https://www.google.ca/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjqn_b1q9_TAhVErVQKHUPECiQQjRwIBw&amp;url=https%3A%2F%2Fen.wikipedia.org%2Fwiki%2FPhotosynthesis&amp;psig=AFQjCNEzTzsF9qhzJTNEdM9bOXBSUHDV6w&amp;ust=1494300128266683">a chemical process in which carbon dioxide from air and water from the soil, in the presence of light energy, produced glucose and oxygen&nbsp;<br>(putting light together)\</a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:305,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/d/db/Photosynthesis.gif/220px-Photosynthesis.gif&quot;,&quot;width&quot;:220}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/db/Photosynthesis.gif/220px-Photosynthesis.gif" width="220" height="305"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:21:48 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071524</guid>
      </item>
      <item>
         <title>Stomata</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071648</link>
         <description><![CDATA[<div><a href="http://www.dynamicscience.com.au/tester/solutions1/biology/microscopy/stoma.jpg">pores that allow gases to pass through the epidermis of a leaf<br></a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:228,&quot;url&quot;:&quot;http://www.dynamicscience.com.au/tester/solutions1/biology/microscopy/stoma.jpg&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="http://www.dynamicscience.com.au/tester/solutions1/biology/microscopy/stoma.jpg" width="300" height="228"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:23:35 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071648</guid>
      </item>
      <item>
         <title>System</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071703</link>
         <description><![CDATA[<div>a set of interconnected parts; a system ca be classified as open, closed, or isolate<br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:160,&quot;url&quot;:&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACgCAMAAACPKogWAAACTFBMVEX///8AAAD8/fQAAAP9483+9e78/Pzx9tX//Pne6Y74jh36vo4AOm35qGX3mDLR4Frk6u7H2R3K2zhfcZAAQnIAAFP09PTI2irq6urU1NXDw8Te3t7R19+qqqzMzM0XPW7+7+T1+N1+lKv6n0n3iADm7qu6urvD1wDX5HOaorSgoKIvLxT4n08ALmY8OxgfHw4mJhHffQCRkZPs8sL5++kWFgsNDgnO3km3xNH/yZ/817iarL67XgD108+VUgAdEwkyAADh9PmVaiX70KoAH2H6tn/miYzMh4XpqazmlZfOzbjhsavHnp2hRVrHq5/UkHq2opwZKBFFMhM3JxAwaCsSMhVCZy3JxLq6ZGvdlqXZtbvLs5Fln0QsHQwhRyGF1U5HfzJCCABQZSIxRRgaAAdpABBkZWBpOA5bdSezjIarkpfg5tPe8+etWGzOmo+02jtvjD3G1JrJAC7RZ3T6jUd5Vx+tfCtjRBifwZBRR0HooGmHrXYFHQ/Ufii40bWOuTjKeT6LpqaXppBQLBDtvnG+zniNxtnWgJm3ISOxThy64+3xaAA4FQusyMKHpEW2xE7KxSOZoSahfGi1i2eYZADlw46BgXTK571Uf4BocQbOWR2AiixMSxNqbCOhf5fMAACWbnDmiWuBMhaESC6LAADVPypQg8C6a1JSOEenSjjUXVdELiuLMSyiACtdJT95LjwWFCotXINrAC0wEyngVHCGOly2pWYzMFF1XkCJSUZwUEhBACkqNTHy8CUACzoZOUyLaZiCVm0APwDczYB/0oU7AAAXy0lEQVR4nO1ci18U172fYXcPg4DMuuRwZs7MOKww4C67S/YxDLsMSICoYFfQytoltFEEo9yamNzINY+mNjVVWm3UxqYaqyKpMTdppb2tNn3kpv3H7u/MsDyMV0FlifnwhZ2dPbsLv+/+3uecWY5bwxrWsIY1rGENa1jDGtawBo4TOYwI0SQOAwj8UIII3LAkwd1qS7dEYCVgcYYhG7IshVQsqaqhGbKkUkOCI4k/HTywFajoxpwmh2QDxeUQlgw5TlRVkjVVNqiBVGm1RVwClMBMdaRiBnEEa1RGGqZgT1gjkoQlTUJgYEh7GvSBxEx1RSQ4++D+LymiOI+DmZmItdoyPAFkIsqMvNpCPD7EmSCXUVZbiseH1U0gaay2FI8NFAw8LX78QIjV3wYfh/wR+Rb4BiAzI662CE8EwcDT7+MMgeBqS/BkUL15tSV4Moh8S3hUfEt4fFvs6tvi509/3MUiAGdmFPE+eHrI4WCAYaYicF88NdWKUl1dweAe78XTE46VjQ/wcPTMt4OHuMZjZYGcpm9h5/cQHpkVFmj5kEIorqqqpkrxhcMuj43BTFCcCVhBUQwGM1YAbhmL8ZgJKt+wxoSGZNWQgIusLhx2ecwomUxG4YJBMSPCEStihg2L3dWR7pnNyjcpjVBJjhsGiktxunB4loeVCVpBJRgEPuwYdNQBPCq6IfhWBzLfHCaYrQhQROBn4bDLI5MRLWxlRCWjWBkCZ8gxJ/BzJdAdgewy881zlMVYQryyAtWRikiF9c3RyX2wpLhrBasj1ZHAN3lqaGn5AylBcJTqzauoEolqmiZpcYOEQlIorlGJxg05pEHwYh4PPO5X6LpQ5vMgUmbAT1axbtQ0laoGBakxNjRCZZnGOYNKBoIoDDxmup/5OrodPPPMojoxA0wimdWaPtWMEJFkEgIm1JCJpKo0TokRUilRZbactrmAsbmzw2N37nzyyZ2xUIYKC/6UEohUdK+WbVFCMfxSDssylgiDKkkylTVaWCkTvGmOS9bqjszweWP9tVOfT01N3ciJxqIlEbw5Ul0RXO24hdDcCZyyX/eR1zvk1bJeQXceE0x83MdXp0ZHp28R3H9YNkL6/N+wNoKTrDYRF0Lt4odDXjiinM7pPo5QH4wIXNev2qdHR/f6OIQ5cpjguY8A+q6KyMw3gUhtWf3iAexYly+t+wQhmz2COSxwvosTU6NTe/tgHLuvmRNdCVREAqteO5aUtTQs1gfn/UkJHFGWEM6+dWOiP8cGSfZ8ll7fq4FvgSoQxqFQ4fXKzKqbVkl9jd+/oWTxoMAWxwUvGJT98fSNuzfa02yU2IjTT+07HkeYsrX0sS0XC7Iz0wqu3upVSW2Zv6GmpqHs608h5LN9nO/61UuX/nq37dIRSceYo7b9118cf/eaceg84ItR/nhhQ4NSUdE9VzcWmVBtfeMGYAE85t1DAFMCp4bPmQo+gdMvXZqaunXj4+lDW7lczrc3b4/t/vvfvogbOUqwfZM/PpfNreqKitlzsZiukqhvbKlxWACPxNywNzeUxMToLRUw5/NxNtCYOnX644+32nb/oa0ECcaBA9cIjRNOJLIuEfF3BSKZSIXr60pRPaW2rMXv97s8qubdvLQXYm76+lAlRF7Qh31rdGpq+tT0pzq3Y+vW6zbgk0MUYwlT7Vq8H3PI+t1syYsCrosoGwNFpOFSadzAaPgbk3Njgp3VucRP37huc76dOuc7NHXj/L7p6fM5rO88tBMcH4/lBRZ0qX0tfih05syZeMG0xJmKiAX21V38/kqocnjMuzn0h4KPSw71Z72+vqwNvt5/fGLfzR2+3JBt55zuN667L7SvHT6kahgTsbALy+qumAE36S5+AZzYAEF3IQ/fzj74tO0+HSUvXMvZyO4ztFyOyanfyLkv+STPjtAKa6GvqjfGOey7Ozb77gCbS61+puiJpKTRv6Gsyu93wxVGem8CdIC9treEuz46uhPbtqba/Y5cR7ZlLxDIfnmV1Smst/d98bc/Vd++SNR9W+IZiFaRSEU1Q6TYNLiE318FhxqHx/iF3qO9H/ylF2HIG4L91y3TfcYtu5/0HbLZ05AEcxdye0eHxw4fYsQI3vHHA3+6fTuVu8h/9hlVmC4cVMwUm4bQ6GcRt9HvhN2S7DhkhPabeTvNIV2+eHzH1vh/f/aZXaijhD5Kbn7++e//ML3DyXPaGN/hud1hXozPfDY9pmBQicuj2OGKS0L6YAQaErUsYIFjoL/86sIHf/m3jrA+dJ47f/7u2NT1wqvxta3of66e+vzVV7/nPJbGbnvu/H50n83N/PHPbNucUh1xzKroy3GNDW4iTyTKGsqgwrK3YV9SVC+w8Cr48Pm29rvHb1ya6/4gLb56FYh8/hXoQ5AwHuMj3ZGNQSUTqb7Ns1cEGJHir4/4/S1O4hCSXKKqpj659fk81CJKCLP2z6Y7T5/edffGJbSgXNoOLL7zR4N5OcQwcnz4y6AcD1TfGd3HsxlitHkj8Ch2+kj4C/UhthA52lL17+2sufCJRq+mC4TT+6bH7t69vnP7zmxhWyj+3h++4FkWz+ehTqHamMplqr/8+4HpfaZbMVqR4vNo9NfM1lWKxREo4P2sPkEc3nrsdYPTsS/dIxtUeP7q1anDhfdAHqegLgRVItlMOetEoOK2h/fwAHeq2+ruLvLUXLLFX+XWI8gSWUwqeafKX5a0fdtvvt22VUB2ulJnz4ZuTZ/+7H6pTcFiIPJlmL98JVpzzhMec5WmFFsfibk8LmY4lqsTCa60sebfXvvmGx/khvqn2uOO9N6b06c+Fe7zB6xM9Z3b4TB/7spH/ziXCqe0wnBx5C+grJDHOSRiiamjFE5/3VKV+BnIL6jNu685PITs6U/t+7zfmoncTvEmsyozGvOYfHx2rqW4ZQnUJDVz5TrFiDv6cgnq7Ow886a/qpSJc+HmrPR67h7JJPZEcOOXHlBGuDl87jIfju0+NvGvVelrk1X+ltnTIKIQXBtr2STW5HvKzZMNVfP9uv3px4u1gS8e2PKVVRFJRc3mMN8MPM4Bj47ndv2r1Hle1pAKIAYOcUVA6QZ/o3uGEAYeSWZkqHPS+t+8lmj018+2JOSrz6dvLVqtolP7/hSJfMmbHbz5Fm+avAfADry7yCjHJZXNtYY0oxg85rOHJTKTLk1AyO0EHhaxFfloVYvrPPSL0elpbeEbyZ/vVH8Jyph4bnjwxdTgILOu5hi4SCrq8qAh1aA4Lo0VxVHqGwpdeUAkEDKFEpeHMc5cNU/rGxw30X88Ovq3RVd5QKf091QqzE+83jE4aA4OAglPLGWGY6mYIzjFRNMMJKHi7Iwva2gomA5HCYfrS53p6EmN+nwYY1uxyxrAZbj0ra8OzzswUma6b/PMltzk5zFTnnAzDEDgMkdW42oQ4OE6Mw7AR8jhoyyXo8kTv9VEZwI+n88PgZvUcsIC8xCDFRXMgFJmM98cNveM8C++2PH+OT7abEZT+1/uLT4NAYrdWdkCgoZRSVktVCSdkyf6NUmTJEp7bTvfe/T9loUzvxlIGWYYbMgENcSazYERHkzr3BUP+EezOXL2zH3+0QoHY6HF75/lkRFyEK4aaxGkj8l4yNAolSQdE2LnjuTr/RtKuQLhitsQniDzgV05+c81MJNZmCfl4d9ySixNVSlVQ7KBSSiOjRANYTWEDPhsVpYHWJYGPE6WMhofahC8qCYJhCa9WahqqX7SdXgx2P1l80f+cx3HJlJRzysvj5gxMKpUOMyUEW3e/fbB/S+/yf6aIalSiEL4xQYGBhyKa5SD8KWtyDVhwGPDHA96z1aZkqQ3l82qct7Oj/cavSf9ZePWzD9vh2Phc1fM13eZzZ79Zwf4FD8yaMZifAq8JXWg/d2Rsz9xeBiQOQzJCEmGLGshw4hLBpUN1ZBXIgwAj0I6Bx4gOoQrUIiVS+u6z0eZi+TyfX3pcUOlytAvS4P/NJn1OGbkibJ7J1rxw5ANTXNPyhlxEiGRKCFUIpRd2caxI5KohAhdkYvbgEeNe6ZkmF2NHy1BLJ1nVIkqlCDEiba37/kstTRZHurveT0c5Z+bcAPT5X9ciUXNWLMnHDWPHfNEwyMvn4U8GIteXAFBH8ajcc7PFSRh8A/GA3WeeKMv2wehKm/YXV57p6xmevP2uNzUDh7eYfKxFA9Mzn3EN7OMkYrxExOemDnwyoinOcWn4g/+nyvDoxB38WZ2OWOJU1Ah8UQfmBU0fXZXus/O7v2RouRlmstVto/s51NgQAOeXcNgQh27eDPF7/m+xzQ7Dr7LolaKH/iuW1BB645ZA4/gRgjimHLZ8tXKEFmYByX4z4kk/K9OEUxKFKnX69V1vWv7EQt83cj1GZXt77wDhdTAC4PDLF6lJo4NN0chXr0VDr/79tseZm4dL/7gR+zvUebeSNU0YlCNLWfLBpQphqY9UJzF0KjEijQVP/xNUF/NJoYAzkFg7AUeYFjE+LGd7kp3AY+Ebys1+ux87sgh4DG4nwWm7+/xTAzzKc/whGnGPKAPGHv9oCcFFscPvOhEVqgRQzIXN0KY7S0gqoFoPMQuMF4OD1WOQxJSjYeHhkRDYRVK4Sh1VpYRVpTJCz9/ozZZgrHuJdq292xbF/vydryy3eMxwYCcPDiwf8DDKip4BDzgNLV/5MC+LfwB57/KEtTtNKRJmBrAA+KdpuKQiuPLyOwShbBNVbIEhyv1z68Ksnq3JOEkkE7jp7pPJ3R8XNHy38tTnO/LZXutyvaB8O62twuF1EtgWqkYxCs+HDZZvHphy6nRt9y6HWkGmBShMtBAUPwSWSIYLS8NYgTvA49aQqSu3eCvcs+QBUU2h08yR+98773sNoJL9HFxfHzHz2wMZpXL9So97Waq4+BBnhmQOfASS4JMGTGmj5TJ9DG6hS8sHyzl3z8ELDI4eyxmMzQqpOnSDffC7/fPndewW03hQWOtPY7xf+R/eKR/65Fs9tCh+GGwq5Qbr1j+g9g0AtkPHAbGPLt2s2rru3t49YGiLQdsC48BTsI8hEULrMqG6yuN/qqloqUh0YnHe7Pf2dH3/PZt27bu7OvXKtvBhqIsXkH+SEU7Bl8YSDl5MBodPvacJxr7/g9e3Kc/MR5YVgmKy5hIMvTHaoiqmuGWmY01pSVLRH1DQoTyau+27eAfClGG+o5ob4BdgQ2lRvbAZw8VIugDkoYzZoI+QFODe44/uRKdQFkGNRqi4OyURQ0DVOPqo6b2YW8uoL7haK5XP/zaNvBySkQtm832NbWD/JDMoVhvTgEPSIK7J8xdE57hYSABKT31ysiTMyvO3Xvknrq7kAqusiweb6q+/Gs2dImECko+19pL/rP9LajOoUZPORMKqeao+fqx4eee63h9wgyHO8KxkZdfkYQH4skwdHlgiiEUIsyxuAZ3TuGAMaV4dpw4PI5uffU1eAIRBVOln7T2Qh6EchY+eNM9sqme4d3st/3ZOax/MNLLljlZyyoOoXbh5heHB4YewJANEuIM1iKoSNbiVIN+zZBkTYY6AKkOj//64dXtmK1BAw3aK3TlvK3tly97oNcAfbAGduCjy2BdZirW8ey6yiWhqa5p2TxK3bhTtlCVDg9qQHcGHOIspIVkFRnwUA4hGdzJ4CQ1roUcHm9aO1TEUYQloog5Lp0VWts3bIAC3ZzNg4O/2RCG0j0c7Xh2k+BbCrybls8DJIHksHgPj8ODqBjKA4jNEMZUysUJ8CAqdOTAAzQFTVzceXei80MMPRDQoJ20REjbXGs7tBusiWJGxe/hoSV0JnuAx9JE0psegQdX5a9pKEskF4y4/iGFCA1JmIkIZYIEoUymBKpL9mU3qgx9oezw+DU0hiEDxuCJHBayEvD4zW9SL+0Hu2K/0MtCFmmGVLh0Ho+iDyg6auqrGlrK6hOltclksjZR37KceJXoRGc+PKPENYrEXkSOUK617f33B94569RXELhMMCoIWalYzOHh80JNpnNeHcKST+B8HDzwIXaEMR8n+B6VB1dfU1JSW9/S0OAUGzUNDf4Ny+HBKZOT751QfpvBNMnRIR/wiEY9IwPMrlhb7nGnp3ne1Yfe05pu1Vuh3Nf11nKh3Ftenk77vD1w0uUt17v0R+ZRW+8Gq2Rpoh6Uklxe/khwnZPQ4n54YvK9eC/u24mBB8Sr5hgfTpnQ1IbBqDwfXTEvn3P1waW93kpvq8B1lZe39nT1gOCbunyVnF7exOlcZSuj2rREA7wHyXvyTmNNonRpqC1rSCCE0aTSOXnC6jdyP/95jusCu/KwGj0W9l/2RFOxqOfKudi596MFHulyvdyrd3m9Pd70JmjDelq9PdCPVXor9XLd4VHn3D8uoB33LxENzj4NrFidnZ3Ke5P0/IUc7moLh9nsIRS7YSdksSlFPhad9XPWBOuMBQRYnUv70l0+b5cOtgVjznZN4LG+aV2577F5JMsejrMny37J7od0jk05oM5JrhN1npmcVMShtmYob5vNcMwMQ3M+4Ul5YmE+1rycuOtrrVv/+ESWADEjYo1Na9iJhLOSznWyKfhOOEm37Q6bYTcPxoAHm2+PsspqWXEXjGv51ckjQKEc0dgmY3zyqLMRmd06XR4xkxW77jxih7P+wWaql5sHK9d1rZz4i4Cd3W8cHp9dIXQL5nTb2bNgV2yuCjJgOJUKs/mS5vDws+u9S0J6vRt3y+uKQ0S0iMSuZUHCeO9cPYAYj3fmebB4xZZAmsP8s3XrXEBFu+5BKNSJPXXeYvAgQIJQp2dBkk2wUJssgRDubTvArMoJWB53hRZC1ltvxSHlOagESXvKH4SCi1cyZ/c+oXbkQUAK5twvFMT5PDnaeBIyaVfb4Hf52XgFv2YszBbPX/xRoZXVNwGNpf15YV2P0FW5QrIvBM4YiEgQuJjDY5wsLU0kPmh7abDAgzkH8EjxY+OFt3iBRuVSY2p6XWVxnARZiiVgaeF2DG9bzI1QnoJV8bw697x3PZj/0mj4ytcD5+L4CCCYYVcX5KCVws4kmLft4MFfXLrkiTYPQ/KI8oMvzK91oHTdumV0e+n18HJ9BWS+PxTLUoCFxNZuMUm3HXz3F6dP8+HY8HO7+NjYT+ZMCj7huiX7hgO9sq6uCG5eAFIskbNENhWBpaG2YQ8/bHo6TD5lji2cBgep1tWVL0suX08xeTizSJaSca6C8LbtCoMyDvzqYLieLFyRSa8DGsstNlBlUXm4cBaSvM8eHxu7ePGepUrB2wQsNunFF+pRoUPi8t4bkfRyiDxPohgvJoSensXGoLduYsq4J4JKhBiaRCRMJUMyiCxTDL+UGlTjqEHgXpIlrShbgRDrBrnFO0OErk2LvQDyQB0oo/VeZbBLdSW2LYPtijCAgiHHVUNWsRbCBlJVzHZqqEXgoWqSGpLiVJXmF/R8EPPr5gt0QU9D6FxXt/4+YUqlqkrgzSG2H8CQJCITVdIMUEeILbOxeUyV4NDKbzGT2ZQ9JxuhUEEfXtAFVIGzpYTgTfcwVdRtKr9fUqZOSUMQZdd7auy7nxH7HmgswzCRMdxTSEnLWbt9VB4kztYY47NfaSI4UrPC29FDa08le1hX18Qmc1YS6P85XyrcuXi20ggPvD1QOc32F5WswahzsK5cX+EEgDMzUBkFkYixqEBCtjCHLQWLCAVENvZQZog1H+zrQBBbi25tKtCYpbBufVPlfe3pCUMMEqxg9g02QYUdM5sxO2YUHFTg5OHf00FU2SBxAkHF2RUudDUV9LGpqbKnvOtrSWRlIGag5sZBOIDYYkaxNgMpEXTBBRUxmHn4BaMQ5sE1JMLiijPg63Lco65V131FrCaUoMX6B1FhhCycURxOQRFZjOLDwx1RVQiSoBC2u8Md0ntYuCpGB/cEwfblYObl8yuNUAyyzF1UMfDXtxJg0ZEIPc6qMKikaC0cA9iRI+6CK6cRuDkrWcXHukxGaK0rf0zZlgMcEIM4A8Eq43zjUxBOgYelKJkguEdQhKFH5eN9tHn/RwMSg1bQcgTPMD3AOQJXZ1/9BMTYF1kpj/xF5mx1qVjAlsUFEM2IwESEAAyJEAEtOIUzoBe0UNGvtnwkYIQUODgBBzybzXawZM6iENzAtvBT822Ua1jDGtawhjWsYQ1rWMMa1rAS+D/reoIyP+uMDgAAAABJRU5ErkJggg==&quot;,&quot;width&quot;:199}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="199" height="160"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:24:30 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071703</guid>
      </item>
      <item>
         <title>Tissue</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071844</link>
         <description><![CDATA[<div><a href="http://www.carolguze.com/images/tissues/loose_connective_tissue.jpg">a group of similar cells tat perform a specific function</a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:376,&quot;url&quot;:&quot;webkit-fake-url://483661f6-5997-4073-8ed2-8a2edac9fb5a/imagejpeg&quot;,&quot;width&quot;:461}" data-trix-content-type="image"><img src="webkit-fake-url://483661f6-5997-4073-8ed2-8a2edac9fb5a/imagejpeg" width="461" height="376"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:27:02 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071844</guid>
      </item>
      <item>
         <title>transpiration </title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071881</link>
         <description><![CDATA[<div><a href="https://i.ytimg.com/vi/T3WZ-FAbIAU/maxresdefault.jpg">loss of water from leaves through evaporation&nbsp;</a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:1080,&quot;url&quot;:&quot;webkit-fake-url://d188eba6-c8cd-4cd2-ae26-d8b2f5fd120e/imagejpeg&quot;,&quot;width&quot;:1440}" data-trix-content-type="image"><img src="webkit-fake-url://d188eba6-c8cd-4cd2-ae26-d8b2f5fd120e/imagejpeg" width="1440" height="1080"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:27:54 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071881</guid>
      </item>
      <item>
         <title>Turgor pressure</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071906</link>
         <description><![CDATA[<div><a href="https://upload.wikimedia.org/wikipedia/commons/thumb/a/ab/Turgor_pressure_on_plant_cells_diagram.svg/375px-Turgor_pressure_on_plant_cells_diagram.svg.png">pressure entered against a cell wall by the water tat has entered the cell through osmosis</a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:148,&quot;url&quot;:&quot;webkit-fake-url://28884f1f-43cc-41be-8393-3f233356c54e/imagepng&quot;,&quot;width&quot;:375}" data-trix-content-type="image"><img src="webkit-fake-url://28884f1f-43cc-41be-8393-3f233356c54e/imagepng" width="375" height="148"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:28:28 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169071906</guid>
      </item>
      <item>
         <title>Adhesion</title>
         <author>erika_driesen361</author>
         <link>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169072080</link>
         <description><![CDATA[<div><a href="https://upload.wikimedia.org/wikipedia/commons/thumb/f/f4/Drops_I.jpg/220px-Drops_I.jpg">tendency of unlike molecules to stick together&nbsp;</a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:165,&quot;url&quot;:&quot;webkit-fake-url://16566c74-f90c-49f3-941f-8b73b7b0cce1/imagejpeg&quot;,&quot;width&quot;:220}" data-trix-content-type="image"><img src="webkit-fake-url://16566c74-f90c-49f3-941f-8b73b7b0cce1/imagejpeg" width="220" height="165"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-30 18:30:59 UTC</pubDate>
         <guid>https://padlet.com/erika_driesen361/so9hyflizv4z/wish/169072080</guid>
      </item>
   </channel>
</rss>
