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      <title>My terrific stream by </title>
      <link>https://padlet.com/saedakkawi/saedakkawi</link>
      <description>Made with a little mischief</description>
      <language>en-us</language>
      <pubDate>2018-05-21 08:33:33 UTC</pubDate>
      <lastBuildDate>2025-12-24 03:21:41 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <title>המשימה : למצוא את הקשר בין התזונה שהתלמידים צורכים בבית הספר לבין השכיחות של השמנה בין התלמידים </title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262295414</link>
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&quot;,&quot;width&quot;:275}" 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" width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 08:40:47 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262295414</guid>
      </item>
      <item>
         <title>1</title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262296133</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 08:44:59 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262296133</guid>
      </item>
      <item>
         <title>1</title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262296251</link>
         <description><![CDATA[<div>1- &nbsp; לבחור מדגם מתלמידי הבית ספר משכבות שונות ( כי 50 תלמידים) באופן אקראי ( אפשר להיעזר ברשימת שמות )<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 08:45:47 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262296251</guid>
      </item>
      <item>
         <title></title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262296362</link>
         <description><![CDATA[<div>  להכין שאלון קצר לגבי סוגי המזון שהילדים מביאים מהבית או קונים במזנון הבית ספר.<figure class="attachment attachment--preview"><img src="null" width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure><figure class="attachment attachment--preview"><img width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div><div> <br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 08:46:20 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262296362</guid>
      </item>
      <item>
         <title>1</title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262296786</link>
         <description><![CDATA[<div>- &nbsp; לבחור מדגם מתלמידי הבית ספר משכבות שונות ( כי 50 תלמידים) באופן אקראי ( אפשר להיעזר ברשימת שמות )<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 08:48:37 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262296786</guid>
      </item>
      <item>
         <title></title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262296787</link>
         <description><![CDATA[<div>-  לבחור מדגם מתלמידי הבית ספר משכבות שונות ( כי 50 תלמידים) באופן אקראי ( אפשר להיעזר ברשימת שמות )<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 08:48:37 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262296787</guid>
      </item>
      <item>
         <title>	לחשב את ערך ה BMI לתלמידים המשתתפים בשאלון</title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262297313</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:576,&quot;url&quot;:&quot;https://imageresizer.static9.net.au/XLEcZDFORqiLDhkkkfZuKLy70VU=/1024x0/http%3A%2F%2Fprod.static9.net.au%2F_%2Fmedia%2FNetwork%2FImages%2F2018%2F04%2F04%2F13%2F08%2F180404_coach_bmi.jpg&quot;,&quot;width&quot;:1024}" data-trix-content-type="image"><img src="https://imageresizer.static9.net.au/XLEcZDFORqiLDhkkkfZuKLy70VU=/1024x0/http%3A%2F%2Fprod.static9.net.au%2F_%2Fmedia%2FNetwork%2FImages%2F2018%2F04%2F04%2F13%2F08%2F180404_coach_bmi.jpg" width="1024" height="576"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 08:51:20 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262297313</guid>
      </item>
      <item>
         <title>4-	מומלץ להתייעץ אתי לפני הפצת השאלון. </title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262297926</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 08:54:59 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262297926</guid>
      </item>
      <item>
         <title>4-	מומלץ להתייעץ אתי לפני הפצת השאלון.</title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262298681</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 08:59:20 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262298681</guid>
      </item>
      <item>
         <title>	מומלץ להתייעץ אתי לפני הפצת השאלון.</title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262298851</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview"><img src="http://www.dosenpendidikan.com/wp-content/uploads/2017/12/komunikasi-1.jpg" width="700" height="400"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 09:00:20 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262298851</guid>
      </item>
      <item>
         <title>-	למיין את סוגי האוכל לקבוצות , למשל : פירות, ירקות, סנדוויץ , חטיפים מתוקים, חטיפים מלוחים, חטיפים עשירי שומן, משקאות ממותקים  וכוי................</title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262299216</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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width="320" height="157"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 09:02:13 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262299216</guid>
      </item>
      <item>
         <title>למצוא קשר בין צריכת סוגי מזון לערך     ה BMI  של אותו תלמיד </title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262299864</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 09:06:40 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262299864</guid>
      </item>
      <item>
         <title>למצוא קשר בין צריכת סוגי מזון לערך     ה BMI  של אותו תלמיד </title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262300243</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;url&quot;:&quot;https://www.thecalculatorsite.com/images/photos/bmi-chart-and-health-graph.jpg&quot;}" data-trix-content-type="image"><img src="https://www.thecalculatorsite.com/images/photos/bmi-chart-and-health-graph.jpg"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 09:09:17 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262300243</guid>
      </item>
      <item>
         <title>למצוא קשר בין צריכת סוגי מזון לערך     ה BMI  של אותו תלמיד </title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262300249</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:598,&quot;url&quot;:&quot;https://www.thecalculatorsite.com/images/photos/bmi-chart-and-health-graph.jpg&quot;,&quot;width&quot;:900}" data-trix-content-type="image"><img src="https://www.thecalculatorsite.com/images/photos/bmi-chart-and-health-graph.jpg" width="900" height="598"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
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         <pubDate>2018-05-21 09:09:18 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262300249</guid>
      </item>
      <item>
         <title>-	להציג את התוצאות בגרף שמייצג את הקשר בין סוג מזון מסויים לבין ערך ה BMI </title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262300346</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:175,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQP3fgbamY-P0zN2ykyDVJ23_p0AAL1Ni9MRXt3wWN3aozEA-9ypw&quot;,&quot;width&quot;:289}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQP3fgbamY-P0zN2ykyDVJ23_p0AAL1Ni9MRXt3wWN3aozEA-9ypw" width="289" height="175"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
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         <pubDate>2018-05-21 09:09:52 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262300346</guid>
      </item>
      <item>
         <title>-	להשוות את התוצאות שקיבלתם לתוצאות של קבוצות אחרות  </title>
         <author>saedakkawi</author>
         <link>https://padlet.com/saedakkawi/saedakkawi/wish/262300904</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:401,&quot;url&quot;:&quot;http://inanesia.com/wp-content/uploads/2017/09/Kelebihan-Dan-Kekurangan-Komunikasi-Dalam-Jaringan.jpg&quot;,&quot;width&quot;:600}" data-trix-content-type="image"><img src="http://inanesia.com/wp-content/uploads/2017/09/Kelebihan-Dan-Kekurangan-Komunikasi-Dalam-Jaringan.jpg" width="600" height="401"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-21 09:13:25 UTC</pubDate>
         <guid>https://padlet.com/saedakkawi/saedakkawi/wish/262300904</guid>
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