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      <title>La mia parete stellare by ines cozzolino</title>
      <link>https://padlet.com/cozzolinoines2/9rbhof0fw244</link>
      <description>Realizzato con un desiderio su una stella</description>
      <language>en-us</language>
      <pubDate>2017-10-17 17:05:12 UTC</pubDate>
      <lastBuildDate>2017-12-09 20:00:14 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>L&#39;ENERGIA</title>
         <author>cozzolinoines2</author>
         <link>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/197913873</link>
         <description><![CDATA[<div>L'energia è la capacità di compiere un lavoro, indica ogni azione dell'uomo e ogni evento naturale<figure class="attachment attachment--preview"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQLN3ii8V0xFJWNMslj1HaWUlQdP8OdhpG1ZUPUeYapIws0Z6uP" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure>.Ogni oggetto conserva  dentro un'energia potenziale.Quando si riscalda un oggetto si trasmette energia che fa muovere più velocemente le particelle di cui è composto , gli scambi veloci tra particelle fanno alzare la temperatura . Se il sistema è chiuso la quantità di energia non cambia:l' energia si conserva.Ogni trasformazione di energia perde un pò di qualità ,e una parte di energia si degrada</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-17 17:06:51 UTC</pubDate>
         <guid>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/197913873</guid>
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         <title></title>
         <author>cozzolinoines2</author>
         <link>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/197918770</link>
         <description><![CDATA[<div>La terra non è un sistema chiuso , infatti molta energia arriva dal sole, dalle maree generate dalla forza di attrazione della luna e del sole .Da 4 miliardi di anni il sole riscalda la terra e questa energia viene usata dagli alberi per la fotosintesi , l'altra viene immagazzinata come energia chimica e viene poi distribuita attraverso le catene alimentare<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:259}" 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" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-17 17:14:55 UTC</pubDate>
         <guid>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/197918770</guid>
      </item>
      <item>
         <title></title>
         <author>cozzolinoines2</author>
         <link>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/197921168</link>
         <description><![CDATA[<div>Il sole riscalda l'acqua degli oceani e attraverso il cielo l'acqua evapora e poi risalendo si condensa e forma la pioggia che cadendo sulla terra trasforma l'energia fornita dal sole in energia di movimento . Muove barche , genera cascate ,ecc....Lo stesso avviene per il cielo dei venti azionato dal sole .Anche la fotosintesi è attivata dal sole.Gli animali si nutrono e fanno un flusso energetico che smette solo quando l'animale muore e col passare il tempo e si decompone e questi depositi&nbsp; organici si trasformano in ammassi&nbsp; che formano : gas naturale ,carbone,petrolio,ecc..<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:258}" 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" width="258" height="196"><figcaption class="attachment__caption"></figcaption></figure>.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-17 17:19:19 UTC</pubDate>
         <guid>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/197921168</guid>
      </item>
      <item>
         <title></title>
         <author>cozzolinoines2</author>
         <link>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/197926376</link>
         <description><![CDATA[<div>Ogni cosa che facciamo richiede energia.Gli uomini hanno sempre cercato di produrre energia per sopravvivere .Il nostro fabbisogno di energia è aumentato nel tempo per svolgere le nostre attività giornaliere .L'uso dell'energia è molto diverso tra i paesi poveri e quelli ricchi .Nei paesi poveri non ci sono condizioni di vita dignitose  ma se tutta la popolazione mondiale consumasse come i paesi ricchi non  basterebbero risorse di 5 pianeti come la Terra</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-17 17:28:02 UTC</pubDate>
         <guid>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/197926376</guid>
      </item>
      <item>
         <title></title>
         <author>cozzolinoines2</author>
         <link>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/199190271</link>
         <description><![CDATA[<div>l'energia che si trova in una fonte quando viene usata si trasforma e cambia.Per esempio nei motori a scoppio l'energia chimica della benzina brucia e fornisce energia all'aria presente nel motore .l'aria si dilata e fa muovere i pistoni che fanno muovere le ruote <figure class="attachment attachment--preview"><img src="http://www.webalice.it/donatodichicco/scuola/Terze/Motori/Motore%204%20tempi%20organi.gif" width="400" height="334"><figcaption class="attachment__caption"></figcaption></figure>I convertitori di energia è una macchina che trasforma l'energia da una forma all'altra. L'elemento fondamentale di questa macchina è la sua efficienza che riesce a trasformare l'energia che compie un lavoro e l'altra che viene sprecata<figure class="attachment attachment--preview"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSzQAOAPBhSYP9PK9nqIQFpbtsDMGoSsr3L1s_qDObLfR-NEtPq" width="267" height="188"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-20 19:04:04 UTC</pubDate>
         <guid>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/199190271</guid>
      </item>
      <item>
         <title></title>
         <author>cozzolinoines2</author>
         <link>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/199195019</link>
         <description><![CDATA[<div>Sulla Terra non esistono trasformazioni di energia con un rendimento del 100%.Le ricerche scientifiche vogliono migliorare il rendimento delle macchine e vogliono ridurre l'inquinamento ambientale<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:179,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRO-xEhy1PG3cWj5dqayBbdSSXLzV5v6XnxYJ28EXFm-RfmHxdm&quot;,&quot;width&quot;:282}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRO-xEhy1PG3cWj5dqayBbdSSXLzV5v6XnxYJ28EXFm-RfmHxdm" width="282" height="179"><figcaption class="attachment__caption"></figcaption></figure>Il rendimento è il rapporto tra l'energia fornita e quella ottenuta.Esso è espresso da un numero compreso tra 0 e 1.Spesso può essere espresso con una % </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-20 19:18:30 UTC</pubDate>
         <guid>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/199195019</guid>
      </item>
      <item>
         <title>Le città </title>
         <author>raffabraccini</author>
         <link>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/206940614</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-11-14 19:53:38 UTC</pubDate>
         <guid>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/206940614</guid>
      </item>
      <item>
         <title>FORME DI ENERGIA </title>
         <author>cozzolinoines2</author>
         <link>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/214740996</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-12-09 20:00:03 UTC</pubDate>
         <guid>https://padlet.com/cozzolinoines2/9rbhof0fw244/wish/214740996</guid>
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