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		<title>Σεμινάριο</title>
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alt="" /></p>
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					<wfw:commentRss>https://www.kostasmelas.gr/2019/11/blog-post_29/feed/</wfw:commentRss>
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		<title>ΕΠΑΝΑΛΗΨΗ  ΑΝΑΒΛΗΘΕΝΤΟΣ  ΜΑΘΗΜΑΤΟΣ.</title>
		<link>https://www.kostasmelas.gr/2012/02/blog-post_07-2/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Tue, 07 Feb 2012 11:39:00 +0000</pubDate>
				<category><![CDATA[Σεμινάρια]]></category>
		<category><![CDATA[Χωρίς κατηγορία]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/2012/02/07/blog-post_07-2/</guid>

					<description><![CDATA[&#160;   Το τελευταίο μάθημα  : «Ο Υπηρέτης. Θέματα Χρηματοπιστωτικού Ενδιαφέροντος», που δεν πραγματοποιήθηκε τη Δευτέρα 06.02.2112, λόγω της κακοκαιρίας και άλλων …δεινών θα πραγματοποιηθεί την επόμενη Δευτέρα  13.02.2012 την ίδια ώρα και τόπο. Δηλαδή : ΒΙΟS , Πειραιώς 84, 10435 , Αθήνα. Ώρα 19,00.  ]]></description>
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<div class="MsoNormal"><span style="font-family: 'Times New Roman','serif'; font-size: 14pt; line-height: 115%;">Το τελευταίο μάθημα  : «</span><span style="font-family: DINGreek-Regular; font-size: 12pt; line-height: 115%;">Ο Υπηρέτης. Θέματα Χρηματοπιστωτικού Ενδιαφέροντος», που δεν πραγματοποιήθηκε τη Δευτέρα 06.02.2112, λόγω της κακοκαιρίας και άλλων …δεινών θα πραγματοποιηθεί την επόμενη Δευτέρα  13.02.2012 την ίδια ώρα και τόπο. Δηλαδή : ΒΙΟ</span><span lang="EN-US" style="font-size: 12pt; line-height: 115%;">S , </span><span style="font-size: 12pt; line-height: 115%;">Πειραιώς 84, 10435 , Αθήνα. Ώρα 19,00. </span><span style="font-family: DINGreek-Regular; font-size: 12pt; line-height: 115%;"> </span></div>
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		<title>Εκ Του Μηδενός: 1+3  Μαθήματα για την Ελληνική Οικονομία</title>
		<link>https://www.kostasmelas.gr/2012/01/13/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Mon, 09 Jan 2012 08:25:00 +0000</pubDate>
				<category><![CDATA[Σεμινάρια]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/2012/01/09/13/</guid>

					<description><![CDATA[Εκ Του Μηδενός : 1+3  Μαθήματα για την Ελληνική Οικονομία ΣΕΜΙΝΑΡΙΟ Το BIOS στο πλαίσιο των εκπαιδευτικών σεμιναρίων για τη σεζόν 2011-2012, εντάσσει στον προγραμματισμό του ένα κύκλο μαθημάτων για την Ελληνική Οικονομία που θα πραγματοποιηθούν σε τέσσερις εβδομαδιαίες συναντήσεις, με εισηγητή τον κ. Κώστα Μελά, καθηγητή του Παντείου Πανεπιστημίου. Σε περιόδους κρίσης, όπως αυτή&#8230;]]></description>
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<p><b><span style="font-family: DINGreek-Regular; font-size: 14pt;">Εκ Του Μηδενός</span></b><span style="font-family: DINGreek-Regular; font-size: 14pt;"> : <b>1+3  Μαθήματα για την Ελληνική Οικονομία</b></span></p>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b> </b><span style="font-family: DINGreek-Regular; font-size: 12pt;">ΣΕΜΙΝΑΡΙΟ</span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: DINGreek-Regular; font-size: 12pt;">Το BIOS</span> <span style="font-family: DINGreek-Regular; font-size: 12pt;">στο πλαίσιο των εκπαιδευτικών σεμιναρίων για τη σεζόν 2011-2012,</span><span style="font-family: DINGreek-Regular; font-size: 12pt;"> εντάσσει στον προγραμματισμό του ένα κύκλο μαθημάτων για την Ελληνική Οικονομία που θα πραγματοποιηθούν σε τέσσερις εβδομαδιαίες συναντήσεις</span><span style="font-size: 12pt;">,</span><span style="font-family: DINGreek-Regular; font-size: 12pt;"> με εισηγητή τον κ. Κώστα Μελά, καθηγητή του Παντείου Πανεπιστημίου</span><span style="font-size: 12pt;">.<br />
</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: DINGreek-Regular; font-size: 12pt;">Σε περιόδους κρίσης, όπως αυτή που διέρχεται σήμερα η χώρα μας, αναδύονται ποικιλότροπες και πολύμορφες αντιλήψεις που  απέχουν από την καταγραφή και περιγραφή της «πραγματικότητας» όπως αυτή συλλαμβάνεται, με όλες τις επιφυλάξεις και τα εγγενή προβλήματα που έχουν εντοπισθεί στη λειτουργία της από την συστηματική ανθρώπινη δραστηριότητα που ονομάζεται επιστήμη.    </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: DINGreek-Regular; font-size: 12pt;">Το ίδιο συμβαίνει με την κατάσταση που επικρατεί σήμερα στην ελληνική οικονομία. Διαμορφώνονται και εκφράζονται απόψεις για την κατάσταση της, για την ιστορική της διαδρομή αλλά και για τις μελλοντικές της προοπτικές που όχι μόνο εμπεριέχουν συστηματικά λάθη και ανακρίβειες αλλά πολλές φορές και συνειδητές διαστρεβλώσεις με σκοπό την εξυπηρέτηση  ιδεολογικών αντιλήψεων  αλλά και ποταπών πολιτικών στοχεύσεων. </span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: DINGreek-Regular; font-size: 12pt;">Μέσω των μαθημάτων/διαλέξεων που αφορούν στην περιήγηση στην ιστορία της ελληνικής οικονομίας,  επειδή η κρίση προβάλλεται (και σε γενικές γραμμές έτσι είναι) πρωτίστως ως οικονομική, επιχειρείται η περιγραφική αποκατάσταση της πραγματικότητας ως μοναδικού αντιλόγου σε μια διαπάλη ιδεών και κοινωνικών διεργασιών που όλο και περισσότερο στερείται αισθητικής.    </span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-family: DINGreek-Regular; font-size: 12pt;">Μάθημα 1ο<br />
</span></b><span style="font-family: DINGreek-Regular; font-size: 12pt;">Αναζητώντας Εξηγήσεις. Περιήγηση στην Ιστορία της Ελληνικής Οικονομίας.<br />
<b>Μάθημα 2ο<br />
</b>Οι Ιδιομορφίες και τα Παρεπόμενα της Ανάπτυξης. Θέματα Παραγωγής και Εισοδήματος. <b><br />
Μάθημα 3ο<br />
</b>Σημεία και Τέρατα  Δημοσιονομικού Ενδιαφέροντος. Η Ελλάδα των Ελλειμμάτων και των Χρεών.<b><br />
Μάθημα 4ο<br />
</b>Ο Υπηρέτης. Θέματα Χρηματοπιστωτικού Ενδιαφέροντος</span></div>
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</span></b><b></b><b></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><u><span style="font-family: DINGreek-Regular; font-size: 12pt;">Ημέρες και ώρες διεξαγωγής του σεμιναρίου:</span></u></div>
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<li><b><span style="font-family: DINGreek-Regular; font-size: 12pt;">Δευτέρα 16 Ιανουαρίου 2012 </span></b></li>
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<li><b><span style="font-family: DINGreek-Regular; font-size: 12pt;"> Δευτέρα 23 Ιανουαρίου 2012</span></b></li>
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<li><b><span style="font-family: DINGreek-Regular; font-size: 12pt;"> Δευτέρα 30 Ιανουαρίου 2012</span></b></li>
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<li><b><span style="font-family: DINGreek-Regular; font-size: 12pt;"> Δευτέρα 6 Φεβρουαρίου 2012</span></b></li>
</ul>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><span lang="EN-US" style="font-family: DINGreek-Regular; font-size: 12pt;">BIOS</span></b><b> </b><b><span lang="EN-US" style="font-family: DINGreek-Regular; font-size: 12pt;">Cinematheque</span></b><b><span style="font-family: DINGreek-Regular; font-size: 12pt;"><br />
Έναρξη: 19.00<br />
Είσοδος ελεύθερη</span></b></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: DINGreek-Regular; font-size: 12pt;">Για περισσότερες πληροφορίες παρακαλώ επικοινωνήστε με το γραφείο Τύπου του </span><span lang="EN-US" style="font-family: DINGreek-Regular; font-size: 12pt;">BIOS</span><span style="font-family: DINGreek-Regular; font-size: 12pt;"> :</span> <span lang="EN-US" style="font-size: 12pt;">T</span><span style="font-size: 12pt;">: </span><b><span style="font-family: DINGreek-Regular; font-size: 12pt;">2103425335,</span></b><b> </b><b><span lang="EN-US" style="font-family: DINGreek-Regular; font-size: 12pt;">press</span></b><b><span style="font-family: DINGreek-Regular; font-size: 12pt;"> @ </span></b><b><span lang="EN-US" style="font-family: DINGreek-Regular; font-size: 12pt;">bios</span></b><b><span style="font-family: DINGreek-Regular; font-size: 12pt;">.</span></b><b><span lang="EN-US" style="font-family: DINGreek-Regular; font-size: 12pt;">gr</span></b></div>
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		<title>Σκέψεις για την Ελληνική Οικονομία</title>
		<link>https://www.kostasmelas.gr/2011/12/skepseis-gia-tin-elliniki-oikonomia/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Thu, 15 Dec 2011 14:55:51 +0000</pubDate>
				<category><![CDATA[Σεμινάρια]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/?p=3254</guid>

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