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      <title>Una imatge matemàtica by Elisabet Alenyar Blanes</title>
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      <description>Perque les mates són per totes bandes</description>
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      <pubDate>2017-12-19 21:55:49 UTC</pubDate>
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         <title>Arrel quadrada</title>
         <author>ealenyar</author>
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         <description><![CDATA[<div>d'ANS</div>]]></description>
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         <pubDate>2017-12-19 22:03:03 UTC</pubDate>
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         <author>gnascimientop</author>
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         <pubDate>2017-12-20 11:44:41 UTC</pubDate>
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         <title>CUANTO ES 2+2</title>
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         <description><![CDATA[<div>5</div>]]></description>
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         <title>2 por 3</title>
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         <description><![CDATA[<div>4</div>]]></description>
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         <title>3x2 = alcampo</title>
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         <title>cuanto es 4 por 4</title>
         <author>cromeoo</author>
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         <description><![CDATA[<div>un todoterreno</div>]]></description>
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         <title>hola</title>
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         <title>adios</title>
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         <pubDate>2017-12-20 11:50:19 UTC</pubDate>
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         <author>gnascimientop</author>
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         <description><![CDATA[<div>angulo recto<br><br></div>]]></description>
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         <description><![CDATA[￼]]></description>
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&quot;,&quot;width&quot;:233}" 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         <pubDate>2017-12-20 11:51:17 UTC</pubDate>
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      <item>
         <title></title>
         <author>mcalvilloc</author>
         <link>https://padlet.com/ealenyar/yzh37vogwplg/wish/217464578</link>
         <description><![CDATA[<div>2+2=7</div>]]></description>
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         <pubDate>2017-12-20 11:51:18 UTC</pubDate>
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         <title></title>
         <author></author>
         <link>https://padlet.com/ealenyar/yzh37vogwplg/wish/217464605</link>
         <description><![CDATA[￼]]></description>
         <pubDate>2017-12-20 11:51:29 UTC</pubDate>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/ealenyar/yzh37vogwplg/wish/217464631</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-12-20 11:51:37 UTC</pubDate>
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         <title></title>
         <author></author>
         <link>https://padlet.com/ealenyar/yzh37vogwplg/wish/217464636</link>
         <description><![CDATA[￼]]></description>
         <pubDate>2017-12-20 11:51:38 UTC</pubDate>
         <guid>https://padlet.com/ealenyar/yzh37vogwplg/wish/217464636</guid>
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      <item>
         <title></title>
         <author>arofes1</author>
         <link>https://padlet.com/ealenyar/yzh37vogwplg/wish/217464654</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-12-20 11:51:44 UTC</pubDate>
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      <item>
         <title>Numeros favoritos</title>
         <author>arofes1</author>
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         <description><![CDATA[<div><figure class="attachment attachment--preview"><img width="233" height="216"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
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         <pubDate>2017-12-20 11:51:55 UTC</pubDate>
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      </item>
      <item>
         <title>2 POR 1</title>
         <author></author>
         <link>https://padlet.com/ealenyar/yzh37vogwplg/wish/217464741</link>
         <description><![CDATA[<div>LAS OFERTAS DEL CARREFUR</div>]]></description>
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         <pubDate>2017-12-20 11:52:24 UTC</pubDate>
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         <title></title>
         <author></author>
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         <description><![CDATA[]]></description>
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         <pubDate>2017-12-20 11:52:51 UTC</pubDate>
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      </item>
      <item>
         <title>arrel cudrada de 3</title>
         <author></author>
         <link>https://padlet.com/ealenyar/yzh37vogwplg/wish/217464896</link>
         <description><![CDATA[<div>.</div>]]></description>
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         <pubDate>2017-12-20 11:53:42 UTC</pubDate>
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      <item>
         <title></title>
         <author>aalvap</author>
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         <enclosure url="" />
         <pubDate>2017-12-20 11:53:46 UTC</pubDate>
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