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      <title>Plants with Seeds by Nicole Davis</title>
      <link>https://padlet.com/davis444/seedplants</link>
      <description>1.) How are conifers like flowering plants?
2.)  How are conifers different from flowering plants?</description>
      <language>en-us</language>
      <pubDate>2017-03-27 17:43:22 UTC</pubDate>
      <lastBuildDate>2017-03-28 18:07:45 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Calvin</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163180909</link>
         <description><![CDATA[<div>1)conifers and flowering plants are alike because they can each grow seeds to reproduce more of them.<br>2) conifers reproduce there seeds in pine cones. and those pine cones will blow away in the wind planting it&nbsp;somewhere else. While flowering plants stay in one spot and suck up water with its roots in the ground.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:08:19 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163180909</guid>
      </item>
      <item>
         <title>kelton</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163181010</link>
         <description><![CDATA[<div><strong><em>#1: conifers are like flowering plants because there cones <br>#2: Conifers are different than flowering plants because they have cones and they dont have seeds that grow in the actual flower itself</em></strong>.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:08:38 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163181010</guid>
      </item>
      <item>
         <title>Jordin </title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163181076</link>
         <description><![CDATA[<div>1: confiders are like flowering plants because the both topics reproduce plants in a form.<br><br>2: Confiders are different from flowering plants because how the plants reproduce is in a way that uses cones instead of flowers to&nbsp; reproduce.&nbsp; &nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:08:50 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163181076</guid>
      </item>
      <item>
         <title>Natalia</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163181152</link>
         <description><![CDATA[<div>1. Conifers are like flowers because the the cones reproduce like flowers.<br><br>2. Conifers are different because conifers have cones instead of flowers or fruit. They also have leaves shaped like needles or scales . &nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:09:04 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163181152</guid>
      </item>
      <item>
         <title>Alice</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163181255</link>
         <description><![CDATA[<div>1. the "conifers are simaller to the flowering plants because they both have seeds in them<br>2.they are different by the "conifers" have leaves  that have needles and when the other one has normal leaves</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:09:24 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163181255</guid>
      </item>
      <item>
         <title>Janae Robertson</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163181278</link>
         <description><![CDATA[<div>1. Conifers are like flowering plants because they both have a little bit of&nbsp; food&nbsp; in there seeds.&nbsp;<br>2. Conifers are different from flowering plant because conifers have cones 😊</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:09:29 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163181278</guid>
      </item>
      <item>
         <title>aliyah </title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163181307</link>
         <description><![CDATA[<div>confiers are diffrent from flowering plants because gymnosperns reperduce cones and angiosperns reperduce flowering plants and confiers are alike  because</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:09:35 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163181307</guid>
      </item>
      <item>
         <title>Dany </title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163181371</link>
         <description><![CDATA[<blockquote><strong><em>1.&nbsp; cone plants and flower plants both have seeds&nbsp;<br>2. cone seeds are out in the open&nbsp; while flower seeds are in fruits or under ground&nbsp; (hidden)</em></strong></blockquote>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:09:47 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163181371</guid>
      </item>
      <item>
         <title>Sariah</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163181489</link>
         <description><![CDATA[<div>1. Conifers are like flowering plants because they both have seeds and are both planted objects<br>2. Conifers are different than flowering plants because conifers have cones and they have wings but flowering plants have flowers not cones that is why they are different and alike </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:10:04 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163181489</guid>
      </item>
      <item>
         <title>Manny</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163181653</link>
         <description><![CDATA[<div>1. They both have seed and have to go though germination&nbsp;<br>2. one is perdost &nbsp;in cones and one is by flower or fruit </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:10:34 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163181653</guid>
      </item>
      <item>
         <title>Paul Garrett</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163181882</link>
         <description><![CDATA[<div>1.)How they are the same is they both use ways to reproduce them selves but in differ ways.(to make more of them)<br>2.)How they are differ is confir plants use cones and flower plants use flowers and fruits..</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:11:10 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163181882</guid>
      </item>
      <item>
         <title>Hector</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163219631</link>
         <description><![CDATA[<div>1) conifers and flowering  plants reproduce and they also are alike because they are both seeds. 2)conifers are cones which is diffrent.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 17:59:07 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163219631</guid>
      </item>
      <item>
         <title>Elan</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163219728</link>
         <description><![CDATA[<div>conifer plants are related to flowering plants because they both carry seeds.<br>conifer plants are&nbsp;different from flowering plants because they do not germinate and they form their seeds in cones</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 17:59:22 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163219728</guid>
      </item>
      <item>
         <title>jacob</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163219854</link>
         <description><![CDATA[<div>Conifer are like flowers because they both preduce seeds.&nbsp; Conifers are different from flower plants because they do not preduce cones instead of fruit of flowers</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 17:59:41 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163219854</guid>
      </item>
      <item>
         <title>Cameron Braun </title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163220121</link>
         <description><![CDATA[<div>Conifers are like flowering plants because they both reproduce. They are different because flowering plants have fruits and flowers wells conifers don't have those they have cones.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:00:23 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163220121</guid>
      </item>
      <item>
         <title>J.B.</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163220370</link>
         <description><![CDATA[<div>1. conifers are like flowering plants because they both reproduce seeds.<br>2. conifers are different from flowering plants because conifers are produced in cones and flowering plants are produced in a flower or fruit&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; <br><br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:194,&quot;url&quot;:&quot;http://tse3.mm.bing.net/th?id=OIP.oMZI1479v2PPkpYTTwX_OAEsEW&amp;w=209&amp;h=194&amp;c=7&amp;qlt=90&amp;o=4&amp;pid=1.7&quot;,&quot;width&quot;:209}" data-trix-content-type="image"><img src="http://tse3.mm.bing.net/th?id=OIP.oMZI1479v2PPkpYTTwX_OAEsEW&amp;w=209&amp;h=194&amp;c=7&amp;qlt=90&amp;o=4&amp;pid=1.7" width="209" height="194"><figcaption class="caption"></figcaption></figure>this is a conifer plant.<br><br><br><br><br><br><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:271}" 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" width="271" height="203"><figcaption class="caption"></figcaption></figure>this is a flowering plant..</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:00:55 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163220370</guid>
      </item>
      <item>
         <title>1. Conifers are like flowering plants because they both produce seeds.</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163220497</link>
         <description><![CDATA[<div>2. Conifers are different from flowering plants because Conifers produce seeds in cones and flowering plants produce seeds in fruits or flowers.<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:01:13 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163220497</guid>
      </item>
      <item>
         <title>Jayda</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163220629</link>
         <description><![CDATA[<div>1. conifers are like flowering plants because they both have seeds.<br>2. Conifers are different from flowering plants because the seeds from the conifers are preduced as cones and flowering plants are proudued for plants and fruits i mean flowers too&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:01:36 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163220629</guid>
      </item>
      <item>
         <title>Alex</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163220708</link>
         <description><![CDATA[<div>1.conifers are like flowering plants because they both reprudse </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:01:48 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163220708</guid>
      </item>
      <item>
         <title>Angela</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163220736</link>
         <description><![CDATA[<div>The similarities between conifers and flowering plants is that they both have seeds and the difference&nbsp;is conifers  have wings and flowering plants have fruits.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:01:51 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163220736</guid>
      </item>
      <item>
         <title>Ashton</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163220859</link>
         <description><![CDATA[<div>1. the conifers and flowering plants both have seeds.<br>2.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:02:11 UTC</pubDate>
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      </item>
      <item>
         <title>Tatiana M</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163221015</link>
         <description><![CDATA[<div>1. How conifers like flowering plants because the both can reproduce . And how their different is flowering plants the have flowering plants &nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:02:32 UTC</pubDate>
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      <item>
         <title>Drew M</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163221048</link>
         <description><![CDATA[<div>1.) They both have seeds and reproduce their own kind </div>]]></description>
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         <pubDate>2017-03-28 18:02:38 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163221048</guid>
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      <item>
         <title>Bella L.</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163221089</link>
         <description><![CDATA[<div>1)Confiners are like flowering plants because they both grow from seeds.<br><br>2)Confiners are different because they produse </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:02:44 UTC</pubDate>
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      <item>
         <title>Hannah</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163221135</link>
         <description><![CDATA[<div>1.Conifers are like flowering plants because they both have seeds&nbsp;<br>2.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:02:51 UTC</pubDate>
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      <item>
         <title>Nadia                                                                                </title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163221144</link>
         <description><![CDATA[<div>1.confers are like flowering plants because they both reprdoc</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:02:52 UTC</pubDate>
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      <item>
         <title>Ajoli</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163221188</link>
         <description><![CDATA[<div>1.Conifers and flowers are alike because flowers and conifers reprudece&nbsp;<br>2. Flowers and conifers arenot alike because </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:02:59 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163221188</guid>
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      <item>
         <title>Jeremiah</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163221339</link>
         <description><![CDATA[<div>1. conifers and flowering plants are alike because they both have seeds.<br>2.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:03:20 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163221339</guid>
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      <item>
         <title>Nicholas Diecidue</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163221360</link>
         <description><![CDATA[<div>1.conifers are like flowering plants because they both can reproduces </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:03:22 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163221360</guid>
      </item>
      <item>
         <title>Nathan P.</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163221515</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:03:46 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163221515</guid>
      </item>
      <item>
         <title>Blake</title>
         <author></author>
         <link>https://padlet.com/davis444/seedplants/wish/163221553</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 18:03:53 UTC</pubDate>
         <guid>https://padlet.com/davis444/seedplants/wish/163221553</guid>
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