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      <title>My learning diary - Isabel Quirino by Isabel Quirino</title>
      <link>https://padlet.com/iquirino/jcoqk0dq5i3a</link>
      <description>So much to learn!</description>
      <language>en-us</language>
      <pubDate>2017-11-15 11:54:38 UTC</pubDate>
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         <title>This is my learning diary!</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207140039</link>
         <description><![CDATA[<div>My nome is Isabel Quirino, I work as school psychologist in a secondary school in the south of Portugal (in Portimão, Algarve).</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 11:57:27 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207140039</guid>
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         <title>Opening Schools to STEM Careers was an important opportunity for me to learn about how can I, and my collegues in school, show our students that STEM careers can represent real choices for their future.</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207140533</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 11:59:32 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207140533</guid>
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         <title>All modules were importante for our goals:</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207140925</link>
         <description><![CDATA[<ol><li>Understand why STEM is critical for students’ future welfare and success;</li><li>Recognise some of the most relevant STEM career pathways;</li><li>Appreciate different types of career counselling approaches at the school level;&nbsp;</li><li>Determine the most significant soft skills and STEM abilities, methodologies and pedagogical approaches that teachers and career counsellors should use/focus on;</li><li>Learn how to address gender stereotypes and foster a culture of understanding;</li><li>Learn how to collaborate within the school on the subject of STEM career counselling (including collaboration between parents and teachers);</li><li>Learn how to initiate and maintain community partnerships for STEM career counselling;&nbsp;</li><li>Learn how to host and create STEM career events;&nbsp;</li><li>Learn how to build a STEM career counselling vision and an action plan for schools (including leadership perspective aspects).</li></ol><div><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:01:45 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207140925</guid>
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         <title>Module 1: STEM careers in schools and in the job market </title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207142362</link>
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","width":203}' 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"><figcaption class="attachment__caption"></figcaption></figure>The Emerging Role of Science Teachers in Facilitating STEM Career Awareness:<br>Awareness, Relevance, Engagement and Self-Efficacy!<br><br></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:08:32 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207142362</guid>
      </item>
      <item>
         <title>Module 2: STEM career pathways</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207142459</link>
         <description><![CDATA[<div><br>Soft skills:<br>Time management, resilience, self-control and problem-solving skills!<br><br></div><div><br></div><div><br><br></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:08:58 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207142459</guid>
      </item>
      <item>
         <title>Module 3: STEM leading schools</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207143010</link>
         <description><![CDATA[<div><br>How to build a STEM career-counselling vision and action plan for my school!</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:11:23 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207143010</guid>
      </item>
      <item>
         <title>Module 4: Gender stereotypes in STEM education</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207143305</link>
         <description><![CDATA[<div><br>It takes a village to raise a girl:<br>Society, School, Family and Peers, Learner!<br><br></div><div><br></div><div><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:12:42 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207143305</guid>
      </item>
      <item>
         <title>Module 5: Balancing the roles of teachers, mentors, parents and role models </title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207143935</link>
         <description><![CDATA[<div><br>How to integrate STEM professionals in school activities?</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:14:53 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207143935</guid>
      </item>
      <item>
         <title>Module 6: Benefits of external school to work programs</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207144274</link>
         <description><![CDATA[<div><br>How to guide students towards school-to-work programmes?</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:16:09 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207144274</guid>
      </item>
      <item>
         <title>Module 7: Career orientation events on STEM education </title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207144513</link>
         <description><![CDATA[<div><br></div><div>What is a career event?</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:17:00 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207144513</guid>
      </item>
      <item>
         <title>We use to organize some career events in my school:</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207145050</link>
         <description><![CDATA[<div><br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/226737502/9bfb9cba2b3fe76a8c25875d452008f7/Apresenta__o1.jpg" />
         <pubDate>2017-11-15 12:19:17 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207145050</guid>
      </item>
      <item>
         <title>Now we have a lot more of ideas about career events we can organize in our school!</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207145667</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:22:10 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207145667</guid>
      </item>
      <item>
         <title>Thanks for the opportunity to design an (real) action plan!</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207146566</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-11-15 12:25:51 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207146566</guid>
      </item>
      <item>
         <title>Review my colleagues action plans:</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207147046</link>
         <description><![CDATA[<div><br><br>Exercise  of Ayşe Arslan <br>Exercise  of Giorgio Morettini<br>Exercise  of Ângela Luís </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:27:35 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207147046</guid>
      </item>
      <item>
         <title>Receiving the review from my collegues:</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207148565</link>
         <description><![CDATA[<div><br>Giorgio Morettini<br>Beatriz Jiménez<br>Nurcan Turan Candan</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:32:05 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207148565</guid>
      </item>
      <item>
         <title>Good question!</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207149002</link>
         <description><![CDATA[<div><br>"One of the questions that comes to my mind is that for bringing to reality all of these plans we need time so, how are you going to prepare your school for that with hardly free time for teachers?"</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:33:31 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207149002</guid>
      </item>
      <item>
         <title>Finally,</title>
         <author>iquirino</author>
         <link>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207149203</link>
         <description><![CDATA[<div><br>I can only recommend this course!<br><br>Very, very, interesting!<br><br>:)<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 12:34:11 UTC</pubDate>
         <guid>https://padlet.com/iquirino/jcoqk0dq5i3a/wish/207149203</guid>
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