<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>What do we know about Giraffes by sofia villegas uribe</title>
      <link>https://padlet.com/svillegas0426/4csv2q9vyyd9</link>
      <description>KWL Chart</description>
      <language>en-us</language>
      <pubDate>2018-10-01 16:11:08 UTC</pubDate>
      <lastBuildDate>2026-03-06 09:35:01 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url>https://padletuploads.blob.core.windows.net/prod/91810442/4eab4ab0d7f4cb776574703dd4e24fd6/giraffe_icon.svg</url>
      </image>
      <item>
         <title>que es un circuito?</title>
         <author>svillegas0426</author>
         <link>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708666</link>
         <description><![CDATA[<div>Un circuito es una red electrónica que contiene al menos una trayectoria cerrada. Un circuito lineal, que consta de fuentes, componentes lineales y elementos de distribución lineales, tiene la propiedad de la superposición lineal. <figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:207,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:244}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="244" height="207"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 16:11:08 UTC</pubDate>
         <guid>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708666</guid>
      </item>
      <item>
         <title>What do they eat?</title>
         <author>svillegas0426</author>
         <link>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708667</link>
         <description><![CDATA[<div>Giraffes are herbivores, which means they eat only plants. Their long necks allow them to reach leaves, buds and branches high up in the trees.</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/91810442/798c7e38f4e9cb9c53b05537f8319361/file.png" />
         <pubDate>2018-10-01 16:11:08 UTC</pubDate>
         <guid>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708667</guid>
      </item>
      <item>
         <title>circuito  en serie?</title>
         <author>svillegas0426</author>
         <link>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708668</link>
         <description><![CDATA[<div>Un circuito en serie es una configuración de conexión en la que los bornes o terminales de los dispositivos se conectan sucesivamente, es decir, terminal de salida de un dispositivo se conecta a la terminal de entrada del dispositivo siguiente. <figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:1082,&quot;url&quot;:&quot;https://www.espaciohonduras.net/images/electricidad/circuitos/circuitoserie/instalacion_de_un_circuito_en_serie_1.png&quot;,&quot;width&quot;:1922}" data-trix-content-type="image"><img src="https://www.espaciohonduras.net/images/electricidad/circuitos/circuitoserie/instalacion_de_un_circuito_en_serie_1.png" width="1922" height="1082"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 16:11:08 UTC</pubDate>
         <guid>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708668</guid>
      </item>
      <item>
         <title>What do they eat?</title>
         <author>svillegas0426</author>
         <link>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708669</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 16:11:08 UTC</pubDate>
         <guid>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708669</guid>
      </item>
      <item>
         <title>How to they sleep?</title>
         <author>svillegas0426</author>
         <link>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708670</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 16:11:08 UTC</pubDate>
         <guid>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708670</guid>
      </item>
      <item>
         <title>circuito en serie y paralelo</title>
         <author>svillegas0426</author>
         <link>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708671</link>
         <description><![CDATA[<div>sofia villegas uribe<br>grado 5A</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 16:11:08 UTC</pubDate>
         <guid>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708671</guid>
      </item>
      <item>
         <title>circuito en  paralelo?</title>
         <author>svillegas0426</author>
         <link>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708672</link>
         <description><![CDATA[<div>El circuito paralelo es una conexión de dispositivos en la que los bornes o terminales de entrada de todos los dispositivos conectados coinciden entre sí, al igual que sus terminales de salida.​ <figure class="attachment attachment--preview"><img src="http://198.185.178.104/iss/spanish/physicalscience/spanelectricity/pages/images/a/a17_1.gif" width="486" height="182"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 16:11:08 UTC</pubDate>
         <guid>https://padlet.com/svillegas0426/4csv2q9vyyd9/wish/287708672</guid>
      </item>
   </channel>
</rss>
