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	<title>explorerSTEAM – explorer</title>
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	<description>5o gel corfu</description>
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		<title>Europeana-puzzzle</title>
		<link>https://schoolpress.sch.gr/amarvaniti/archives/360</link>
		<comments>https://schoolpress.sch.gr/amarvaniti/archives/360#comments</comments>
		<pubDate>Mon, 15 May 2023 19:19:52 +0000</pubDate>
		<dc:creator>ΑΡΒΑΝΙΤΗ ΑΜΑΛΙΑ</dc:creator>
				<category><![CDATA[STEAM]]></category>
		<category><![CDATA[Γενικά]]></category>

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		<description><![CDATA[Europeana-puzzzle &#160;]]></description>
				<content:encoded><![CDATA[<p><a href="https://www.europeana.eu/en/blog/take-these-travel-inspired-jigsaw-puzzles">Europeana-puzzzle</a></p>
<p>&nbsp;</p>
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		<series:name><![CDATA[επειδή η μάθηση γίνεται με πολλούς τρόπους...]]></series:name>
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		<title>STEAM</title>
		<link>https://schoolpress.sch.gr/amarvaniti/archives/353</link>
		<comments>https://schoolpress.sch.gr/amarvaniti/archives/353#comments</comments>
		<pubDate>Wed, 10 May 2023 07:57:12 +0000</pubDate>
		<dc:creator>ΑΡΒΑΝΙΤΗ ΑΜΑΛΙΑ</dc:creator>
				<category><![CDATA[maths...a way of living]]></category>
		<category><![CDATA[Γενικά]]></category>
		<category><![CDATA[τι σημαινει STEAM?]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/amarvaniti/?p=353</guid>
		<description><![CDATA[To ακρωνύμιο STEΑM (Science, Technology, Engineering, Arts,  Mathematic – Επιστήμη, Τεχνολογία, Μηχανική, Τέχνη, Μαθηματικά) χρησιμοποιείται για να προσδιορίσει την έννοια της ολιστικής προσέγγισης της μάθησης μέσα από πέντε γνωστικά αντικείμενα, της <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/amarvaniti/archives/353" title="STEAM">[...]</a>]]></description>
				<content:encoded><![CDATA[<p>To <strong>ακρωνύμιο STEΑM</strong> (Science, Technology, Engineering, Arts,  Mathematic – Επιστήμη, Τεχνολογία, Μηχανική, Τέχνη, Μαθηματικά) χρησιμοποιείται για να προσδιορίσει την έννοια της ολιστικής προσέγγισης της μάθησης μέσα από πέντε γνωστικά αντικείμενα, της Επιστήμης, της Τεχνολογίας, της Μηχανικής, της Τέχνης και των Μαθηματικών.</p>
<p>Η Τέχνη στις διάφορες μορφές της γίνεται ένα σημαντικό μέρος της εκπαίδευσης STEΑM, καθώς η φαντασία και η δημιουργία αποτελεί τη βάση για την ύπαρξη της καινοτομίας, ενώ ταυτόχρονα συμβάλλει στην ανάπτυξη της κριτικής σκέψης μέσω των εφαρμοσμένων τεχνών σε πραγματικές καταστάσεις ή γεγονότα.</p>
<p>Το STEΑM πλαισιώνει τον τρόπο με τον οποίο το μυαλό ενός παιδιού μαθαίνει καθώς εξερευνά τον κόσμο συμβάλλοντας ταυτόχρονα στην ανάπτυξη της Υπολογιστικής Σκέψης!</p>
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		<series:name><![CDATA[επειδή η μάθηση γίνεται με πολλούς τρόπους...]]></series:name>
	</item>
		<item>
		<title>επίσκεψη JRC (video)</title>
		<link>https://schoolpress.sch.gr/amarvaniti/archives/340</link>
		<comments>https://schoolpress.sch.gr/amarvaniti/archives/340#comments</comments>
		<pubDate>Sun, 30 Apr 2023 09:22:30 +0000</pubDate>
		<dc:creator>ΑΡΒΑΝΙΤΗ ΑΜΑΛΙΑ</dc:creator>
				<category><![CDATA[Γενικά]]></category>
		<category><![CDATA[Επικαιρότητα]]></category>
		<category><![CDATA[Τεχνολογία]]></category>

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		<description><![CDATA[επίσκεψη JRC (video) Το σύστημα πλοήγησης Galileo (global satellite navigation) διαθέτει ένα δίκτυο από δορυφόρους που έχουν τεθεί σε τροχιά και λειτουργία από την Ευρωπαϊκή <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/amarvaniti/archives/340" title="επίσκεψη JRC (video)">[...]</a>]]></description>
				<content:encoded><![CDATA[<p><a href="https://schoolpress.sch.gr/amarvaniti/files/2023/04/Video_20230426212056147_by_Filmigo.mp4">επίσκεψη JRC (video)</a></p>
<p>Το σύστημα πλοήγησης Galileo (global satellite navigation) διαθέτει ένα δίκτυο από δορυφόρους που έχουν τεθεί σε τροχιά και λειτουργία από την Ευρωπαϊκή Ένωση.<br />
Είναι αντίστοιχο του αμερικανικού GPS και του ρωσικού GLONASS και διαφέρει από αυτά ως προς το γεγονός ότι δεν είναι υπό στρατιωτικό έλεγχο. Σχεδιάστηκε και ελέγχεται από πολιτικούς και επιστημονικούς ευρωπαϊκούς θεσμούς και στοχεύει την βελτίωση της ποιότητας ζωής των ευρωπαίων πολιτών.</p>
<p>Ξεναγηθήκαμε στο εργαστήριο δοκιμών του Galileo. Στον ειδικά διαμορφωμένο θάλαμο «παύουν» οι γήινοι θόρυβοι (όπως τα σήματα κινητών) και ελέγχονται τα σήματα που φτάνουν στη γη από τους δορυφόρους.</p>
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		<series:name><![CDATA[επειδή η μάθηση γίνεται με πολλούς τρόπους...]]></series:name>
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		<item>
		<title>εκπαιδευτική εκδρομή στο ερευνητικό κέντρο JRC Ιταλία</title>
		<link>https://schoolpress.sch.gr/amarvaniti/archives/312</link>
		<comments>https://schoolpress.sch.gr/amarvaniti/archives/312#comments</comments>
		<pubDate>Sat, 29 Apr 2023 17:20:41 +0000</pubDate>
		<dc:creator>dskaftourou</dc:creator>
				<category><![CDATA[Γενικά]]></category>
		<category><![CDATA[Επικαιρότητα]]></category>
		<category><![CDATA[Τεχνολογία]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/amarvaniti/?p=312</guid>
		<description><![CDATA[Δελτιο τύπου]]></description>
				<content:encoded><![CDATA[<h3 style="text-align: center"><a href="https://schoolpress.sch.gr/amarvaniti/files/2023/04/Δελτίο-τύπου-.pdf">Δελτιο τύπου</a></h3>
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		<series:name><![CDATA[επειδή η μάθηση γίνεται με πολλούς τρόπους...]]></series:name>
	</item>
		<item>
		<title>Οι μαθητές που έλαβαν μέρος στην εκπαιδευτική εκδρομή του σχολείου μας εφτιαξαν ένα υπέροχο video!!</title>
		<link>https://schoolpress.sch.gr/amarvaniti/archives/309</link>
		<comments>https://schoolpress.sch.gr/amarvaniti/archives/309#comments</comments>
		<pubDate>Mon, 24 Apr 2023 10:20:55 +0000</pubDate>
		<dc:creator>ΑΡΒΑΝΙΤΗ ΑΜΑΛΙΑ</dc:creator>
				<category><![CDATA[Γενικά]]></category>
		<category><![CDATA[Τεχνολογία]]></category>

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		<description><![CDATA[&#160; video 5o gel]]></description>
				<content:encoded><![CDATA[<p>&nbsp;</p>
<h2 style="text-align: center"><a href="https://schoolpress.sch.gr/amarvaniti/files/2023/04/video-5o-gel.mp4">video 5o gel</a></h2>
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		<series:name><![CDATA[επειδή η μάθηση γίνεται με πολλούς τρόπους...]]></series:name>
	</item>
		<item>
		<title>βρες ο,τι θέλεις&#8230;</title>
		<link>https://schoolpress.sch.gr/amarvaniti/archives/282</link>
		<comments>https://schoolpress.sch.gr/amarvaniti/archives/282#comments</comments>
		<pubDate>Fri, 14 Apr 2023 12:36:09 +0000</pubDate>
		<dc:creator>ΑΡΒΑΝΙΤΗ ΑΜΑΛΙΑ</dc:creator>
				<category><![CDATA[Γενικά]]></category>
		<category><![CDATA[εκπαιδευτική τηλεόραση]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/amarvaniti/?p=282</guid>
		<description><![CDATA[εκπαιδευτική τηλεόραση]]></description>
				<content:encoded><![CDATA[<h4 style="text-align: center"><a href="https://edutv.minedu.gov.gr/">εκπαιδευτική τηλεόραση<img alt="" 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" /></a></h4>
]]></content:encoded>
			<wfw:commentRss>https://schoolpress.sch.gr/amarvaniti/archives/282/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[επειδή η μάθηση γίνεται με πολλούς τρόπους...]]></series:name>
	</item>
		<item>
		<title>οδηγίες google classroom</title>
		<link>https://schoolpress.sch.gr/amarvaniti/archives/262</link>
		<comments>https://schoolpress.sch.gr/amarvaniti/archives/262#comments</comments>
		<pubDate>Fri, 14 Apr 2023 10:26:27 +0000</pubDate>
		<dc:creator>ΑΡΒΑΝΙΤΗ ΑΜΑΛΙΑ</dc:creator>
				<category><![CDATA[Τεχνολογία]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/amarvaniti/?p=262</guid>
		<description><![CDATA[Αφού αποφασίσαμε να χρησιμοποιούμε την εφαρμογη Google Classroom ,σαν τόπο ανταλλαγης εργασιών και συνεργασίας των μαθητών μας εκτος της σχολικής τάξης, προέκυψε το πρόβλημα που <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/amarvaniti/archives/262" title="οδηγίες google classroom">[...]</a>]]></description>
				<content:encoded><![CDATA[<p>Αφού αποφασίσαμε να χρησιμοποιούμε την εφαρμογη Google Classroom ,σαν τόπο ανταλλαγης εργασιών και συνεργασίας των μαθητών μας εκτος της σχολικής τάξης, προέκυψε το πρόβλημα που κάποιοι από τους μαθητές δεν γνώριζαν καθόλου την χρήση της εφαρμογής. Μια ομάδα μαθητών ,με την βοήθεια της καθηγήτριάς τους ανέλαβαν να φτιάξουν ένα σχετικό βίντεο. Επιλέκτηκε η εφαρμογή Vimeo.</p>
<h2 style="text-align: center"><a href="https://schoolpress.sch.gr/amarvaniti/files/2023/04/οδηγιες-google-classroom1.mp4">οδηγιες google classroom</a></h2>
]]></content:encoded>
			<wfw:commentRss>https://schoolpress.sch.gr/amarvaniti/archives/262/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[επειδή η μάθηση γίνεται με πολλούς τρόπους...]]></series:name>
	</item>
		<item>
		<title>εκπαιδευτική εκδρομή στο JRC Μιλανο</title>
		<link>https://schoolpress.sch.gr/amarvaniti/archives/205</link>
		<comments>https://schoolpress.sch.gr/amarvaniti/archives/205#comments</comments>
		<pubDate>Thu, 13 Apr 2023 13:07:35 +0000</pubDate>
		<dc:creator>ΑΡΒΑΝΙΤΗ ΑΜΑΛΙΑ</dc:creator>
				<category><![CDATA[κλιματική αλλαγή]]></category>
		<category><![CDATA[Τεχνολογία]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/amarvaniti/?p=205</guid>
		<description><![CDATA[&#160; &#160; δείτε φωτο JRC &#160; 21 μαθητές από την Α και Β λυκείου με συνοδούς καθηγήτριες τις κ.Αρβανίτη, κ.Σκαφτούρου και κ.Βασιλάκη βρίσκονται   στο Μιλάνο στα <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/amarvaniti/archives/205" title="εκπαιδευτική εκδρομή στο JRC Μιλανο">[...]</a>]]></description>
				<content:encoded><![CDATA[<p>&nbsp;</p>
<p>&nbsp;</p>
<p style="text-align: center">δείτε φωτο <span style="text-decoration: underline;color: #008080"><a href="https://schoolpress.sch.gr/amarvaniti/files/2023/04/JRC.mp4"><span style="color: #008080;text-decoration: underline">JRC</span></a></span></p>
<p>&nbsp;</p>
<p>21 μαθητές από την Α και Β λυκείου με συνοδούς καθηγήτριες τις κ.Αρβανίτη, κ.Σκαφτούρου και κ.Βασιλάκη βρίσκονται   στο Μιλάνο στα πλαίσια εκπαιδευτικής εκδρομής στον ευρωπαϊκό ερευνητικό οργανισμό JRC. Μια εξαιρετικά ενδιαφέρουσα επίσκεψη, σε ένα από τα μεγαλύτερα ερευνητικά κέντρα της Ευρωπαικής Κοινότητας. Εξαιρετική ξενάγηση στους χώρους,  αναλυτική ενημέρωση σχετικά με τα ερευνητικά πρόγραμματα του κέντρου, πρωτόγνωρη εμπειρία για τους μαθητές μας.</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>https://schoolpress.sch.gr/amarvaniti/archives/205/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[επειδή η μάθηση γίνεται με πολλούς τρόπους...]]></series:name>
	</item>
		<item>
		<title>πώς θα είναι το 2050?</title>
		<link>https://schoolpress.sch.gr/amarvaniti/archives/74</link>
		<comments>https://schoolpress.sch.gr/amarvaniti/archives/74#comments</comments>
		<pubDate>Sat, 13 Nov 2021 17:21:22 +0000</pubDate>
		<dc:creator>ΑΡΒΑΝΙΤΗ ΑΜΑΛΙΑ</dc:creator>
				<category><![CDATA[Γενικά]]></category>
		<category><![CDATA[Τεχνολογία]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/amarvaniti/?p=74</guid>
		<description><![CDATA[&#8230;2050?? &#160;  ]]></description>
				<content:encoded><![CDATA[<p><a href="<iframe width="500" height="411" src="https://www.youtube.com/embed/n0A3SMaTdIQ?rel=0&amp;modestbranding=1" frameborder="0" allowfullscreen></iframe>" target="_blank">&#8230;2050??</a></p>
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		<series:name><![CDATA[ας γνωριστουμε]]></series:name>
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