<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>Per. 2 by Ms. Kress</title>
      <link>https://padlet.com/kressj4/ideals2</link>
      <description>What one of the 4 ideals our government is based on do you feel is the most important to America? Include an appropriate picture after you are done writing.</description>
      <language>en-us</language>
      <pubDate>2017-09-27 14:13:11 UTC</pubDate>
      <lastBuildDate>2025-08-14 15:33:24 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Emma Hilkin</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191686438</link>
         <description><![CDATA[<div>I believe that all men are created equal. I think this because lately there had been conflicts with African Americans and women. I think that every type of skin should be equal no matter what. </div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/225017344/ca6042f7919afc049ef51665122b66f9/equal.png" />
         <pubDate>2017-09-27 14:25:55 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191686438</guid>
      </item>
      <item>
         <title>Hannah Witter</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191686439</link>
         <description><![CDATA[<div>I feel that the most important idea in our government is that all men are created equally. Even thought it took us a very long time to get that right, it is something that is very important. Saying that all men are made equal is saying that we have the right to be free. It also shows that we all try to respect each other by a nation. That is way i think it is the most important idea in the decoration of independents.   &nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:25:55 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191686439</guid>
      </item>
      <item>
         <title>Caleb Christiansen</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191686466</link>
         <description><![CDATA[<div><strong>All men are created equal</strong><br>People should be treated the same no matter what the difference</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/225017381/19050f961c425866e1d653701c419f4a/Hands.jpg" />
         <pubDate>2017-09-27 14:25:58 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191686466</guid>
      </item>
      <item>
         <title>Mitchell</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191686526</link>
         <description><![CDATA[<div>All men are created equal because we dont just need to respect when their created, we need to respect them when their created and and treat them fairly and equally. If everyone is equal and treated equal than we will always respect each other and value each other.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:26:03 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191686526</guid>
      </item>
      <item>
         <title>WILL POWERS</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191686638</link>
         <description><![CDATA[<div>All men are equal.&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:26:15 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191686638</guid>
      </item>
      <item>
         <title>gabe hunter</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191686640</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:26:15 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191686640</guid>
      </item>
      <item>
         <title>josiah</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191686773</link>
         <description><![CDATA[<div>all men are created equal. &nbsp;</div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:26:29 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191686773</guid>
      </item>
      <item>
         <title>Laycee</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191687025</link>
         <description><![CDATA[<div> That among these rights are life, liberty, and the pursuit of happiness is the most important because I think this is the definition of freedom </div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/225017752/428623a98c84f2597c58fa5d949fe907/life_is_freedom" />
         <pubDate>2017-09-27 14:26:57 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191687025</guid>
      </item>
      <item>
         <title> Brent</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191687142</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:27:07 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191687142</guid>
      </item>
      <item>
         <title>Tianna eagles</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191687303</link>
         <description><![CDATA[<div>All men are created equal. I feel that this one is important because, it shows that no matter who you are or what you look like, you are just as great as the person next to you.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:27:21 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191687303</guid>
      </item>
      <item>
         <title>Aidan</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191687397</link>
         <description><![CDATA[<div>That all men are created equal<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:27:30 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191687397</guid>
      </item>
      <item>
         <title> Brent</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191687419</link>
         <description><![CDATA[<div>that all men are created equal. they are all created equal because everyone needs the same rights to survive  </div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/225017280/ed29e3a80878b598e16ea7c93ede814c/declaration_of_independance.jpg" />
         <pubDate>2017-09-27 14:27:32 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191687419</guid>
      </item>
      <item>
         <title>Cole</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191687593</link>
         <description><![CDATA[<div>&nbsp; All men have equal rights<br>&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:360,&quot;url&quot;:&quot;https://i.ytimg.com/vi/-W6dp6F64UY/hqdefault.jpg&quot;,&quot;width&quot;:480}" data-trix-content-type="image"><img src="https://i.ytimg.com/vi/-W6dp6F64UY/hqdefault.jpg" width="480" height="360"><figcaption class="attachment__caption"></figcaption></figure>&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:27:48 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191687593</guid>
      </item>
      <item>
         <title>That all men have some rights that can not be taken away, because no matter who it is they have the right to live</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191687780</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:28:09 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191687780</guid>
      </item>
      <item>
         <title>Izzy Larsen</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191687829</link>
         <description><![CDATA[<div>That all men are created equal    </div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/225017420/94fc74ecc80ca77820a8a93ccbfd6858/All_men_are_created_eual" />
         <pubDate>2017-09-27 14:28:14 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191687829</guid>
      </item>
      <item>
         <title>Chemiah Reed</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191687841</link>
         <description><![CDATA[<div>All men are created equally</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:28:14 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191687841</guid>
      </item>
      <item>
         <title>Luke Onderick</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191687873</link>
         <description><![CDATA[<div>All men are created equal<br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:28:17 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191687873</guid>
      </item>
      <item>
         <title>Noah M</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191688028</link>
         <description><![CDATA[<div>ALL MEN ARE CREATED EQUAL<br>I think thins is the most important one because this is the main concept of america</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:28:34 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191688028</guid>
      </item>
      <item>
         <title>Paul</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191688064</link>
         <description><![CDATA[<div> </div><div><strong><em>That all men are created equal.</em></strong> <br> becasue a lot of people have right</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/225018385/cbefa399f5d0f344ff73200a62baaf43/Hands.jpg" />
         <pubDate>2017-09-27 14:28:38 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191688064</guid>
      </item>
      <item>
         <title>Ariel</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191688199</link>
         <description><![CDATA[<div>All men are created equal.<br>I think that</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:28:52 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191688199</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191688451</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://previews.123rf.com/images/rondale/rondale1508/rondale150800004/43823070-Gay-rainbow-equality-flag-with-slogan-Stock-Photo.jpg" />
         <pubDate>2017-09-27 14:29:18 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191688451</guid>
      </item>
      <item>
         <title>gabe</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191689126</link>
         <description><![CDATA[<div>i pick equality because, I think that there is really no difference between people except the color of peoples skin. also i think that all people are made the same same feelings same things in side you body a lot of things are the same<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:194,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:259}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:30:27 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191689126</guid>
      </item>
      <item>
         <title>Will Powers</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191689350</link>
         <description><![CDATA[<div>All me are equal. It is the most important because it doesn't matter your color or sexuality we  are all created the same.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:30:58 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191689350</guid>
      </item>
      <item>
         <title>Mitchell</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191690942</link>
         <description><![CDATA[<div>All men are equal because we dont just need to respect them when their created , we need to respect them when their created and treat them fairly and equally. If everyone is equal and treated equal then we will always respect each other and value each other.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:33:50 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191690942</guid>
      </item>
      <item>
         <title>Cameron Fens a</title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191690947</link>
         <description><![CDATA[<div>All men are created equal</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-27 14:33:50 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191690947</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/kressj4/ideals2/wish/191691514</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://i.ytimg.com/vi/-W6dp6F64UY/hqdefault.jpg" />
         <pubDate>2017-09-27 14:34:54 UTC</pubDate>
         <guid>https://padlet.com/kressj4/ideals2/wish/191691514</guid>
      </item>
   </channel>
</rss>
