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      <title>Remake di I POLIEDRI by Angioliva Leonardi</title>
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      <description>Realizziamo una bacheca virtuale con i poliedri di pag.15 del vostro testo. Inserisci la DEFINIZIONE copiandola dal testo, un&#39;immagine da Internet, una da Classroom ed un video da youtube.</description>
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      <pubDate>2017-10-15 16:53:36 UTC</pubDate>
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         <title>Scrivi la definizione</title>
         <author>angioliva_leonardi1</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197132691</link>
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         <pubDate>2017-10-15 16:53:36 UTC</pubDate>
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         <title>Copia un&#39;immagine scattata in classe (Classroom)</title>
         <author>angioliva_leonardi1</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197132692</link>
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         <pubDate>2017-10-15 16:53:36 UTC</pubDate>
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         <title>Copia delle immagini significative da GOOGLE IMMAGINI</title>
         <author>angioliva_leonardi1</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197132693</link>
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         <title>INSERISCI UN VIDEO CHE ILLUSTRI LA COSTRUZIONE DEL SOLIDO</title>
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         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197132694</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-10-15 16:53:36 UTC</pubDate>
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         <title>Scrivi la definizione</title>
         <author>angioliva_leonardi1</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197132695</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-10-15 16:53:36 UTC</pubDate>
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         <title>Copia un&#39;immagine scattata in classe (Classroom)</title>
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         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197132696</link>
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         <pubDate>2017-10-15 16:53:36 UTC</pubDate>
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         <title>Copia delle immagini significative da GOOGLE IMMAGINI</title>
         <author>angioliva_leonardi1</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197132697</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-10-15 16:53:36 UTC</pubDate>
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         <title>INSERISCI UN VIDEO CHE ILLUSTRI LA COSTRUZIONE DEL SOLIDO</title>
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         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197132698</link>
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         <title></title>
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         <description><![CDATA[<div>Poliedro avente per facce due poligoni uguali ( <em>basi</em> ) posti su piani paralleli e tanti parallelogrammi ( <em>facce laterali</em> ) quanti sono i lati del poligono base.</div>]]></description>
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         <pubDate>2017-10-16 08:45:05 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
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         <pubDate>2017-10-16 08:45:11 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
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         <pubDate>2017-10-16 08:45:16 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
         <author>michelle_green5</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197250869</link>
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         <pubDate>2017-10-16 08:45:43 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
         <author>anastasia_scripnic</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197250874</link>
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         <pubDate>2017-10-16 08:45:43 UTC</pubDate>
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         <title>DEFINIZIONE PRISMA</title>
         <author>desiree_cumerlato</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197250880</link>
         <description><![CDATA[<div>Poliedro avente per facce due poligoni uguali ( <em>basi</em> ) posti su piani paralleli e tanti parallelogrammi ( <em>facce laterali</em> ) quanti sono i lati del poligono base.</div>]]></description>
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         <pubDate>2017-10-16 08:45:44 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
         <author>aliceolivia_vitellabalasso</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197250922</link>
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         <pubDate>2017-10-16 08:45:54 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
         <author>alexia_berariu</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197250933</link>
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         <pubDate>2017-10-16 08:45:55 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
         <author>daniele_filippi</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197250959</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-10-16 08:45:59 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
         <author>pietro_gaudenzi</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197250997</link>
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         <pubDate>2017-10-16 08:46:07 UTC</pubDate>
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         <title>DEFINIZIONE DI PRISMA</title>
         <author>christian_carmelo</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197251071</link>
         <description><![CDATA[<div><br></div><ol><li>Poliedro avente per facce due poligoni uguali  posti su piani paralleli e tanti parallelogrammi  quanti sono i lati del poligono base.</li></ol><div><br></div><div><br></div>]]></description>
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         <pubDate>2017-10-16 08:46:25 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
         <author>francesca_mendo</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197251074</link>
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         <pubDate>2017-10-16 08:46:27 UTC</pubDate>
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         <description><![CDATA[<div>Poliedro avente per facce due poligoni uguali ( <em>basi</em> ) posti su piani paralleli e tanti parallelogrammi ( <em>facce laterali</em> ) quanti sono i lati del poligono base</div>]]></description>
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         <author>riccardo_pivirotto</author>
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         <pubDate>2017-10-16 08:46:39 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
         <author>nicole_sartori</author>
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         <pubDate>2017-10-16 08:46:46 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
         <author>jasmina_alushoski</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197251366</link>
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         <pubDate>2017-10-16 08:47:18 UTC</pubDate>
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         <title></title>
         <author>christian_carmelo</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197251401</link>
         <description><![CDATA[<div><br></div><ol><li>Poliedro avente per facce due poligoni uguali  posti su piani paralleli e tanti parallelogrammi  quanti sono i lati del poligono base.</li></ol><div><br></div><div><br></div>]]></description>
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         <pubDate>2017-10-16 08:47:25 UTC</pubDate>
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         <title>Poliedro avente per facce due poligoni uguali ( basi ) posti su piani paralleli e tanti parallelogrammi ( facce laterali ) quanti sono i lati del poligono base.</title>
         <author>giulia_righele</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197251527</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-10-16 08:47:55 UTC</pubDate>
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         <title></title>
         <author>paolo_busatodanesi</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197251541</link>
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&quot;,&quot;width&quot;:323}" 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" width="323" height="156"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-16 08:47:59 UTC</pubDate>
         <guid>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/197251541</guid>
      </item>
      <item>
         <title>DEFINIZIONE DI PIRAMIDE</title>
         <author>marco_vukovic</author>
         <link>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/200697352</link>
         <description><![CDATA[<div>In <a href="https://it.wikipedia.org/wiki/Geometria">geometria</a> si definisce <strong>piramide</strong> un <a href="https://it.wikipedia.org/wiki/Poliedro">poliedro</a> individuato da una faccia <a href="https://it.wikipedia.org/wiki/Poligono">poligonale</a> chiamata <em>base</em> e da un <a href="https://it.wikipedia.org/wiki/Vertice_(geometria)">vertice</a> che non giace sul piano della base e che talora viene chiamato <em>apice della piramide</em>. Sono suoi spigoli i lati del poligono di base e i segmenti delimitati dall'apice e da ciascuno dei vertici della base. Sono facce della piramide la sua base e le facce triangolari (chiamate facce laterali) che hanno come <a href="https://it.wikipedia.org/wiki/Vertice_(geometria)">vertice</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-26 07:10:41 UTC</pubDate>
         <guid>https://padlet.com/angioliva_leonardi1/POLIEDRI_SECONDA_VIOLA/wish/200697352</guid>
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