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	<description>πληροφορίες και απόψεις για τα νέα μέσα, την πολιτική, την οικονομία και την κοινωνία (BETA)</description>
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		<title>Σχόλιο στη δικαστική απόφαση για φιλτραρισμα ιστότοπων</title>
		<link>http://smyrnaios.net/archives/845</link>
		<comments>http://smyrnaios.net/archives/845#comments</comments>
		<pubDate>Tue, 22 May 2012 09:55:41 +0000</pubDate>
		<dc:creator>Νiκος</dc:creator>
				<category><![CDATA[διαδίκτυο]]></category>
		<category><![CDATA[acta]]></category>
		<category><![CDATA[copiright]]></category>
		<category><![CDATA[δικαστήριο]]></category>
		<category><![CDATA[ΟΠΙ]]></category>
		<category><![CDATA[πνευματικά δικαιώματα]]></category>
		<category><![CDATA[πνευματική δημιουργία]]></category>

		<guid isPermaLink="false">http://smyrnaios.net/?p=845</guid>
		<description><![CDATA[Όπως αναφέρει το δελτίο τύπου του Οργανισμού Πνευματικής Ιδιοκτησίας: &#8220;…στις 16 Μαΐου 2012 δημοσιεύθηκε η απόφαση 4658/2012 του Μονομελούς Πρωτοδικείου Αθηνών, η οποία έκανε δεκτό αίτημα οργανισμών συλλογικής διαχείρισης δικαιωμάτων επί μουσικών και οπτικοακουστικών έργων να υποχρεωθούν εκτός άλλων οι ελληνικές εταιρίες παροχής υπηρεσιών σύνδεσης στο διαδίκτυο να λάβουν τεχνολογικά μέτρα προκειμένου να καταστεί αδύνατη [...]]]></description>
			<content:encoded><![CDATA[<p><strong><a href="http://smyrnaios.net/wp-content/uploads/2012/05/filter.png"><img class="aligncenter size-full wp-image-848" title="filter" src="http://smyrnaios.net/wp-content/uploads/2012/05/filter.png" alt="" width="589" height="331" /></a>Όπως αναφέρει </strong><a href="http://web.opi.gr/portal/page/portal/opi/newsall/press/4658_2012" target="_blank"><strong>το δελτίο τύπου </strong>του Οργανισμού Πνευματικής Ιδιοκτησίας</a>: &#8220;…στις 16 Μαΐου 2012 δημοσιεύθηκε η απόφαση 4658/2012 του Μονομελούς Πρωτοδικείου Αθηνών, η οποία έκανε δεκτό αίτημα οργανισμών συλλογικής διαχείρισης δικαιωμάτων επί μουσικών και οπτικοακουστικών έργων να υποχρεωθούν εκτός άλλων οι ελληνικές εταιρίες παροχής υπηρεσιών σύνδεσης στο διαδίκτυο να λάβουν τεχνολογικά μέτρα προκειμένου να καταστεί αδύνατη η πρόσβαση των συνδρομητών τους σε διαδικτυακές τοποθεσίες μέσω των οποίων πραγματοποιείται παράνομη παρουσίαση και ανταλλαγή έργων&#8221;<br />
<strong>Εισαγωγικά πρέπει να αναφερθεί</strong> ότι η συγκεκριμένη απόφαση είναι αποτέλεσμα της αποτυχίας των μέτρων καταστολής ενάντια των μαζικών πρακτικών διαμοιρασμού και ανταλλαγής περιεχομένου στο διαδίκτυο.</p>
<p><strong>Οι αντιπρόσωποι της πολιτισμικής βιομηχανίας</strong> σε παγκόσμιο επίπεδο και οι τοπικοί τους αντιπρόσωποι έχουν πλέον εμπεδώσει ότι οι συλλήψεις και οι μηνύσεις ενάντια σε απλούς χρήστες δεν αποδίδουν.</p>
<p><strong>Η νέα στρατηγική που εφαρμόζουν</strong> είναι η πίεση προς τους πάροχους υπηρεσιών (ιδιοκτήτες τηλεπικοινωνιακών δικτύων, μηχανών αναζήτησης, υπηρεσιών φιλοξενίας ιστοσελίδων κλπ.) ούτως ώστε οι τελευταίοι να αστυνομεύουν εκ των προτέρων τις πρακτικές των χρηστών. Στο ίδιο ακριβώς πλαίσιο αντάσσεται για παράδειγμα η συμφωνία ACTA.<br />
<strong>Η απόφαση εμπεριέχει τεχνικά, νομικά και πολιτικά προβλήματα.</strong><br />
•    Σε τεχνικό επίπεδο το αυτό που προβλέπεται από την απόφαση είναι η εφαρμογή φίλτρων από τους πάροχους σύνδεσης ώστε να αποκλειστεί οποιαδήποτε κίνηση καταλήγει στις συγκεκριμένες IP των ιστότοπων ellinadiko.com και music-bazaar.com. Όμως όπως έχουν αποδείξει πολλά άλλα παραδείγματα στον κόσμο (Wikileaks, <a href="http://jurist.org/hotline/2011/11/felix-treguer-copwatch-restrictions.php" target="_blank">Copwatch στη Γαλλία</a>, Rojadirecta την Ισπανία κλπ.) κάτι τέτοιο είναι σχεδόν αδύνατο να επιβληθεί. Υπάρχουν πολλοί τεχνικοί τρόποι που μπορούν να εφαρμοστούν είτε από τους διαχειριστές των σελίδων, είτε από τους χρήστες για να ξεπεραστεί το εμπόδιο. Την ίδια στιγμή, η απαγόρευση πρόσβασης σε συγκεκριμένες IP μπορεί να προκαλέσει προβλήματα σε τρίτους ιστότοπους που δεν έχουν σχέση με παραβίαση της πνευματικής ιδιοκτησίας. Για μια λεπτομερή ανάλυση των τεχνικών θεμάτων και των τρόπων αποφυγής των φραγμών <a href="http://www.void.gr/kargig/blog/2012/05/18/%CE%B7-%CF%80%CF%81%CF%8E%CF%84%CE%B7-%CE%B1%CF%80%CF%8C%CF%86%CE%B1%CF%83%CE%B7-%CE%BB%CE%AE%CF%88%CE%B7%CF%82-%CF%84%CE%B5%CF%87%CE%BD%CE%BF%CE%BB%CE%BF%CE%B3%CE%B9%CE%BA%CF%8E%CE%BD-%CE%BC%CE%AD/" target="_blank">δες εδώ</a>.<br />
•    Σε νομικό επίπεδο ελέγχεται <strong>η συμβατότητα της απόφασης με την Ευρωπαϊκή Σύμβαση για τα Δικαιώματα του Ανθρώπου</strong>. Ταυτόχρονα όμως το σκεπτικό της απόφασης εμπεριέχει και θετικά στοιχεία όπως τη διαπίστωση ότι η επιβολή υποχρέωσης γενικού φιλτραρίσματος είναι αντίθετη σε θεμελιώδη δικαιώματα και ότι ο αποκλεισμός πρόσβασης των χρηστών σε υπηρεσίες peer-to-peer είναι ασύμβατος με το δικαίωμα συμμετοχής στην κοινωνία της πληροφορίας. Για μια λεπτομερή ανάλυση του σκεπτικού της απόφασης από νομική άποψη <a href="http://elawyer.blogspot.fr/2012/05/blog-post_20.html" target="_blank">δες εδώ</a>.<br />
•    Σε πολιτικό επίπεδο η απόφαση ανοίγει την πόρτα σε εξέλιξεις οπου μπορεί να καταλήξουν σε <strong>καταπάτηση της βασικής αρχής της δικτυακής ουδετερότητας (Net Neutrality)</strong> που προβλέπει ότι όλες οι πληροφορίες πρέπει να διακινούνται χωρίς διάκριση ανεξάρτητα της φύσης και του σκοπού τους από τους πάροχους σύνδεσης. Επουδενεί δεν εναπόκειται στον πάροχο να λογοκρίνει ιστότοπους, εφαρμογές ή περιεχόμενα εκ των προτέρων. Θα ήταν σαν να ζητάγαμε από τους πάροχους τηλεφωνικής σύνδεσης να ακούνε τις συζητήσεις και να φιλτράρουν αυτές που έχουν παράνομο περιεχόμενο. Επίσης ένα κρίσημο ερώτημα είναι το ποιος θα αποφασίζει τη μαύρη λίστα εφαρμογών και ιστότοπων και με ποια κριτήρια ; Το παράδειγμα της Αυστραλίας είναι προς αποφυγή: μεταξύ των χιλίων ιστότοπων που στους οποίους η πρόσβαση απαγορεύθηκε από την κυβέρνηση υπήρχαν και κάποιοι, όπως η Wikipedia, που μπλοκαρίστηκα για ανεξήγητους λόγους (ανθρώπινο ή τεχνικό λάθος). Γενικότερα μια τέτοια προσέγγιση είναι επικίνδυνη γιατί <strong>δημιουργεί τις βάσεις ενός συστήματος μαζικού ελέγχου του διαδικτύου και μπορεί να εξελιχθεί σε λογοκρισία. </strong><br />
•    Τέλος μια σημαντική παράμετρος είναι το γεγονός ότι τέτοιου τύπου αποφάσεις <strong>δεν συνεισφέρουν τίποτα στις τρεις βασικές συνθήκες που πρέπει να διέπουν κάθε ρύθμιση σχετικά με την κυκλοφορία πολιτισμικών αγαθών στο διαδίκτυο</strong>:  1. Ενίσχυση της πολιτισμικής ποικιλομορφίας.  2. Εγγύηση για τους δημιουργούς να ζουν από τη δουλειά τους σε καλές συνθήκες.  3. Διασφάλιση του διακαιώματος του κοινού για χρήση που θα καλύπτει τις πολιτιστικές και κοινωνικές ανάγκες του.</p>
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		<item>
		<title>Μετρώντας τον πληθωρισμό και τα πλαίσια της διαδικτυακής ενημέρωσης</title>
		<link>http://smyrnaios.net/archives/842</link>
		<comments>http://smyrnaios.net/archives/842#comments</comments>
		<pubDate>Fri, 18 May 2012 12:12:35 +0000</pubDate>
		<dc:creator>Νiκος</dc:creator>
				<category><![CDATA[έρευνα]]></category>
		<category><![CDATA[δημοσιογραφία]]></category>
		<category><![CDATA[διαδίκτυο]]></category>
		<category><![CDATA[ICMC 2012]]></category>
		<category><![CDATA[IPRI]]></category>
		<category><![CDATA[porto]]></category>
		<category><![CDATA[πληθωρισμός]]></category>
		<category><![CDATA[Πλουραλισμός]]></category>
		<category><![CDATA[Πορτογαλία]]></category>

		<guid isPermaLink="false">http://smyrnaios.net/?p=842</guid>
		<description><![CDATA[Πρόσφατα συμμετείχα στο τρίτο International Conference on Media and Communication που έλαβε χώρα στο Πόρτο. Εκεί παρουσίασα μια έρευνα με τίτλο: War on the Web. The various frames of Libya&#8217;s conflict in French online news (εδώ μπορείτε να κατεβάσετε το κείμενο).
 War on the Web The various frames of the Libyan conflict in French online [...]]]></description>
			<content:encoded><![CDATA[<p><!-- 		@page { margin: 2cm } 		P { margin-bottom: 0.21cm } --><img class="aligncenter" title="pluralism" src="http://www.mediainitiative.eu/data/elements/3/1.jpg" alt="" width="647" height="334" /><strong>Πρόσφατα συμμετείχα </strong>στο τρίτο <a href="https://icmc2012.wordpress.com/" target="_blank">International Conference on Media and Communication</a> που έλαβε χώρα στο Πόρτο. Εκεί παρουσίασα μια έρευνα με τίτλο: War on the Web. The various frames of Libya&#8217;s conflict in French online news (<a href="http://nikos.smyrnaios.free.fr/Com_2012_Porto_Marty_Rebillard_Smyrnaios_Porto.pdf" target="_blank">εδώ </a>μπορείτε να κατεβάσετε το κείμενο).
<div style="width:400px" id="__ss_12979826"> <strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/smyrnaios/war-on-the-web-the-various-frames-of-the-libyan-conflict-in-french-online-news" title="War on the Web The various frames of the Libyan conflict in French online news " target="_blank">War on the Web The various frames of the Libyan conflict in French online news </a></strong> <iframe src="http://www.slideshare.net/slideshow/embed_code/12979826" width="400" height="355" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>
<div style="padding:5px 0 12px"><a href="http://www.slideshare.net/thecroaker/death-by-powerpoint" target="_blank"></a><a href="http://www.slideshare.net/smyrnaios" target="_blank"></a> </div>
</p></div>
<p><strong>Η παρουσίαση αυτή είναι μέρος </strong>του <a href="http://liris.cnrs.fr/ipri/pmwiki/" target="_blank">ερευνητικού προγράμματος IPRI</a>. Το κεντρικό ερώτημα της έρευνας είναι το κατά πόσο η διαδικτυακή δημοσιογραφία ευνοεί πραγματικά την πλουραλιστική ενημέρωση ή, αντίθετα, τείνει να αναπαράγει την κυρίαρχη ατζέντα θεμάτων σε μαζική κλίμακα.</p>
<p><strong> Το ερώτημα εκ πρώτης όψεως</strong> φαίνεται ρητορικό, τόσο είναι βαθιά ριζωμένη η αντίληψη ότι το διαδίκτυο, εκ φύσεως, ενθαρρύνει την ποικιλομορφία των πληροφοριών και των πολιτιστικών έργων που διατίθενται στο ευρύ κοινό.</p>
<p><strong>Στην πραγματικότητα τα πράγματα</strong> είναι πιο περίπλοκα σε ότι αφορά την δημοσιογραφία. Τα στοιχεία της έρευνας μας δείχνουν ότι η διαδικτυακή πληροφόρηση στο σύνολο της όντως χαρακτηρίζεται από υψηλή ποικιλομορφία και πρωτοτυπία σε ότι αφορά το φάσμα των περιεχομένων που διατίθενται στους χρήστες.</p>
<p><strong>Ταυτόχρονα όμως το μεγαλύτερο</strong> κομμάτι της διαδικτυακής πληροφόρησης συγκεντρώνεται σε ένα περιορισμένο αριθμό θεμάτων που κυριαρχούν στην μηντιακή ατζέντα, ένα φαινόμενο που ονομάσαμε <em>πληθωρισμό της πληροφόρησης</em>.</p>
<p><strong>Για να δείξουμε αυτή τη διάσταση</strong>, κατασκευάσαμε ένα λογισμικό το οποίο απορρόφησε το σύνολο των άρθρων που δημοσιεύτηκαν από 209 γαλλικούς ενημερωτικούς ιστότοπους για έντεκα μέρες (μεταξύ 7 και 17 Μαρτίου 2011).</p>
<p><strong>Φτιάξαμε έτσι μια βάση δεδομένων</strong> που αποτελείται από 37.569  άρθρα. Στη συνέχεια εντοπίσαμε το σύνολο των θεμάτων (topics) της περιόδου και ταξινομήσαμε τα άρθρα με βάση το θέμα με το οποίο καταπιάνονταν.</p>
<p><strong>Στον παρακάτω πίνακα φαίνεται</strong> καθαρά το φαινόμενο του πλουραλισμού της πληροφόρησης. Στον οριζόντιο άξονα βρίσκονται τα διαφορετικά θέματα της επικαιρότητας κατά την περίοδο που εξετάσαμε. Στο σύνολο τους είναι 5.481 (στο σχήμα φαίνονται μόνο τα 50 πρώτα). Στον κάθετο άξονα βρίσκεται ο αριθμός άρθρων για κάθε θέμα.﻿﻿﻿<a href="http://smyrnaios.net/wp-content/uploads/2012/05/1.png"><img class="aligncenter size-full wp-image-843" title="1" src="http://smyrnaios.net/wp-content/uploads/2012/05/1.png" alt="" width="591" height="356" /></a></p>
<p><strong>Αυτό που παρατηρούμε είναι ότι ένας μικρός αριθμός</strong> θεμάτων μονοπωλεί μεγάλο μέρος της παραγωγής νέων. Για την ακρίβεια, το 50% των άρθρων καταπιάνονται με 17 θέματα, και το άλλο 50% των άρθρων με τα υπόλοιπα 5.464.</p>
<p><strong>Τα τρία πρώτα θέματα </strong>(με τη σειρά Πυρηνικό ατύχημα στη Φουκουσίμα, Πόλεμος στη Λιβύη και Σεισμός στην Ιαπωνία) απασχολούν τεράστιο αριθμό άρθρων (σχεδόν το 20% του συνόλου).</p>
<p><strong>Ήδη από τη δεκαετία του 70</strong> οι Αμερικάνοι ερευνητές Max McCombs και Donald Shaw είχαν παρατηρήσει ένα τέτοιο φαινόμενο που είχαν βαφτίσει<a href="https://en.wikipedia.org/wiki/Agenda-setting_theory" target="_blank"> agenda setting effect</a>. Αυτό μπορεί να συνοψισθεί ως εξής : τα ΜΜΕ έχουν τάση να μιλούν για τα ίδια θέματα, την ίδια στιγμή και περίπου με τα ίδια λόγια.</p>
<p><strong>Τα αποτελέσματα της έρευνας</strong> μας επιβεβαιώνουν την ύπαρξη του agenda setting effect και στο διαδίκτυο, κάτι που εξηγείται τις οικονομικές συνθήκες που κυριαρχούν στην διαδικτυακή δημοσιογραφία αλλά και από επαγγελματικές λογικές και πρακτικές του χώρου.</p>
<p><strong>Πράγματι οι περισσότεροι </strong>δημοσιογραφικοί ιστότοποι αδυνατούν προς το παρόν να χρηματοδοτήσουν μια επαγγελματική ανεξάρτητη και ερευνητική δημοσιογραφία στη βάση στέρεων οικονομικών μοντέλων, κάτι που υποθηκεύει το ίδιο το μέλλον της ενημέρωσης.</p>
<p><strong>Στον αντίποδα, οι μεγάλοι παίκτες</strong> του διαδικτύου από πλευράς επισκεψιμότητας (Google, Yahoo, Facebook, MSN κ.α.), αποκομίζουν σημαντικά οφέλη από τη θέση που κατέχουν στο σύστημα διανομής της πληροφορίας στο διαδίκτυο ενώ ταυτόχρονα αρνούνται ουσιαστικά να χρηματοδοτήσουν την παραγωγή της.</p>
<p><strong>Ως αποτέλεσμα, η δραστηριότητα</strong> τους περιορίζεται στην αναπαραγωγή πληροφοριών από τα παραδοσιακά ΜΜΕ (πρακτορεία ειδήσεων, τύπος, τηλεόραση κτλ.) οξύνοντας την συγκέντρωση της διαδικτυακής ενημέρωσης γύρω από τα κυρίαρχα θέματα της μηντιακής ατζέντας.</p>
<p><strong>Οι συγκεκριμένοι παράγοντες </strong>συμπράττουν έτσι στο φαινόμενο της διαδικτυακoύ πληθωρισμού, με την έννοια της ακατάσχετης αναπαραγωγής και επανάληψης των ίδιων πληροφοριών με μικρές παραλλαγές.</p>
<p><strong>Οι πρακτικές αυτές επεκτείνοντα</strong>ι και στους ίδιους τους παραδοσιακούς φορείς της δημοσιογραφίας όπως οι εφημερίδες. Οι διαδικτυακές συντάξεις αυτών των ΜΜΕ περιορίζονται σε “καθιστή δημοσιογραφία” με σκοπό τη μεγιστοποίηση της παραγωγικότητας στη βάση ποσοτικών κριτηρίων.</p>
<p><strong>Αναπαράγουν έτσι τα περιεχόμενα</strong> των offline εκδόσεων και των πρακτορείων ειδήσεων χωρίς να εμπλουτίζουν παρά σπάνια τους ιστότοπους τους με πρωτότυπες ειδήσεις.</p>
<p><strong>Η τάση αυτή δεν έχει να κάνει </strong>μόνο με τα θέματα τα οποία καλύπτουν οι ενημερωτικοί ιστότοποι, αλλά και με τον τρόπο με τον οποίο το κάνουν. Σύμφωνα με τον Robert Entman μια βασική δραστηριότητα των ΜΜΕ είναι η “πλαισίωση της επικαιρότητας” (<a href="https://en.wikipedia.org/wiki/Framing_%28social_sciences%29" target="_blank">framing the news</a>).</p>
<p><strong>Αυτό σημαίνει ότι όταν τα ΜΜΕ </strong>καλύπτουν ένα συγκεκριμένο θέμα ή γεγονός, επιλέγουν να επιμείνουν σε κάποιες πτυχές του. Η επιλογή αυτή (πλαισίωση) έχει σημαντικές επιπτώσεις στο νόημα που το γεγονός θα πάρει για το ευρύ κοινό.</p>
<p><strong>Για παράδειγμα, είναι άλλο</strong> το νόημα που θα δοθεί σε μια διαδήλωση εάν τα ΜΜΕ επιμείνουν στον όγκο της συμμετοχής, στα επεισόδια που προκλήθηκαν από τους “γνωστούς-άγνωστους” ή στη βίαιη καταστολή από την αστυνομία.</p>
<p><strong>Στην έρευνα μας εφαρμόσαμε</strong> ένα πρωτόκολλο ανάλυσης των πλαισίων της επικαιρότητας πάνω στο θέμα της επανάστασης στη Λιβύη. Βρήκαμε ότι και εκεί υπάρχει πληθωριστικό φαινόμενο μέσω της ακατάσχετης επανάληψης των ίδιων περιεχομένων και άρα των ίδιων πλαισίων.</p>
<p><strong>Ως αποτέλεσμα συχνά η διαδικτυακή </strong>ενημέρωση, παρά τον ποσοτικό πλούτο της, καταλήγει να είναι σε μεγάλο ποσοστό μονόπλευρη.</p>
<p><strong>Ένα τελευταίο συμπέρασμα της έρευνας</strong> μας είναι ότι γενικά οι φορείς της ποικιλομορφίας και του πλουραλισμού στο διαδίκτυο είναι οι επαγγελματικοί ειδησεογραφικοί ιστότοποι που έχουν γεννηθεί εκεί (pure players digital natives) όπως και η λεγόμενη δημοσιογραφία των πολιτών.</p>
<p><strong>Όμως λόγω έλλειψης οικονομικών μέσων</strong> οι συγκεκριμένοι παράγοντες αδυνατούν να καλύψουν ικανοποιητικά κάποιους συγκεκριμένους τομείς ειδήσεων όπως πχ. οι διεθνείς ειδήσεις (παράδειγμα της Λιβύης).</p>
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		<title>Στις 6 Μαΐου, Έλληνες και Γάλλοι μαζί για την ανασύσταση της δημοκρατίας στην Ευρώπη!</title>
		<link>http://smyrnaios.net/archives/839</link>
		<comments>http://smyrnaios.net/archives/839#comments</comments>
		<pubDate>Mon, 30 Apr 2012 08:41:28 +0000</pubDate>
		<dc:creator>Νiκος</dc:creator>
				<category><![CDATA[οικονομία]]></category>
		<category><![CDATA[πολιτική]]></category>
		<category><![CDATA[Gabriel Colletis]]></category>
		<category><![CDATA[Γαλλία]]></category>
		<category><![CDATA[εκλογές 6 Μάη]]></category>
		<category><![CDATA[Ελλάδα]]></category>
		<category><![CDATA[κρίση]]></category>

		<guid isPermaLink="false">http://smyrnaios.net/?p=839</guid>
		<description><![CDATA[το κείμενο αυτό γράφτηκε από τον Gabriel Colletis (Γαβριήλ Κωλέτης), Καθηγητή πολιτικής οικονομίας στο Πανεπιστήμιο της Τουλούζ και συγγραφέα. Τελευταίο του βιβλίο στα γαλλικά L&#8217;urgence industrielle, Le bord de l&#8217;eau, 2012
Στις 6 Μαΐου, να γυρίσουμε οριστικά τη σελίδα της 21ης Απριλίου
Η 21η Απριλίου υπήρξε αποφράδα μέρα στην Ιστορία των ευρωπαϊκών λαών, και ιδιαίτερα του γαλλικού [...]]]></description>
			<content:encoded><![CDATA[<p><em>το κείμενο αυτό γράφτηκε από τον <a href="https://encrypted.google.com/search?hl=en&amp;source=hp&amp;q=gabriel+colletis&amp;gbv=2&amp;oq=gabriel+colletis&amp;aq=f&amp;aqi=g1&amp;aql=&amp;gs_nf=1&amp;gs_l=hp.3..0.2717.7195.0.7273.18.18.1.1.1.2.283.2141.8j0j7.15.0.Z7C6iVheYSU" target="_blank">Gabriel Colletis </a>(Γαβριήλ Κωλέτης), Καθηγητή πολιτικής οικονομίας στο Πανεπιστήμιο της Τουλούζ και συγγραφέα. Τελευταίο του βιβλίο στα γαλλικά </em><a href="http://smyrnaios.net/wp-content/uploads/2012/04/gabriel_colletis.jpg"><em>L&#8217;urgence industrielle,</em> Le bord de l&#8217;eau, 2012</a><em><a href="http://smyrnaios.net/wp-content/uploads/2012/04/gabriel_colletis.jpg"><img class="aligncenter size-full wp-image-840" title="gabriel_colletis" src="http://smyrnaios.net/wp-content/uploads/2012/04/gabriel_colletis.jpg" alt="" width="275" height="255" /></a></em></p>
<p><strong>Στις 6 Μαΐου, να γυρίσουμε οριστικά τη σελίδα της 21<sup>ης</sup> Απριλίου</strong></p>
<p>Η 21<sup>η</sup> Απριλίου υπήρξε αποφράδα μέρα στην Ιστορία των ευρωπαϊκών λαών, και ιδιαίτερα του γαλλικού και του ελληνικού, μια μέρα οπισθοδρόμησης για τη δημοκρατία.</p>
<p>Στις 21 Απριλίου 2002, ο πρώτος γύρος των γαλλικών προεδρικών εκλογών κατέληγε στον αποκλεισμό του υποψηφίου της Αριστεράς, του σοσιαλιστή Λιονέλ Ζοσπέν. Παρέμεναν λοιπόν στο στίβο για τον δεύτερο γύρο ο υποψήφιος της συντηρητικής Δεξιάς και ο υποψήφιος της Άκρας δεξιάς.</p>
<p>Τριάντα πέντε χρόνια νωρίτερα, στις 21 Απριλίου 1967, τα τανκς καταλάμβαναν την Αθήνα και η δικτατορία των συνταγματαρχών εγκαθιδρυόταν στην Ελλάδα με την ενεργό συμμετοχή της CIA.</p>
<p>Φέτος, στις 6 Μαΐου, σε μια νέα ειρωνεία της Ιστορίας, ο γαλλικός και ο ελληνικός λαός έχουν ξανά ραντεβού με τη μοίρα τους. Την ίδια μέρα, θα πρέπει να ψηφίσουν και να εκλέξουν αυτούς που θα τους κυβερνήσουν.</p>
<p>Στη Γαλλία θα εκλεγεί ο Πρόεδρος της Δημοκρατίας, και στην Ελλάδα θα καθοριστεί η σύνθεση της Βουλής, απ’ όπου θα προκύψουν η Κυβέρνηση και ο Πρωθυπουργός.</p>
<p>Στις 6 Μαΐου, Έλληνες και Γάλλοι μαζί, μπορούν, με τις επιλογές τους, να συμβάλουν δυναμικά στον αναπροσανατολισμό της Ευρώπης. Να τη βγάλουν από την πεπατημένη της λιτότητας και της παρακμής και να την ξαναφέρουν στο δρόμο της δημοκρατίας και της ανάπτυξης.</p>
<p><strong>Λιτότητα : ένα αδιέξοδο όλο και πιο φανερό </strong></p>
<p>Από τα πρώτα κιόλας μέτρα που αποφασίστηκαν τον Ιανουάριο του 2010, η Ελλάδα εμφανίζεται σαν το πειραματικό εργαστήριο όπου θα εφαρμοστούν τα μέτρα λιτότητας που σταδιακά θα αφορούν ολόκληρη την Ευρώπη. Μείωση των μισθών των δημοσίων υπαλλήλων, περικοπές των συντάξεων, αύξηση των φόρων, περιστολή του προϋπολογισμού των υπουργείων και των δημοσίων υπηρεσιών, και στη συνέχεια μείωση των μισθών στον ιδιωτικό τομέα, ιδιωτικοποιήσεις, μεταρρύθμιση των συντάξεων, απορύθμιση του εργασιακού Δικαίου, πρόκειται πράγματι να εφαρμοστούν παντού.</p>
<p>Παντού, ο απολογισμός των ασκούμενων πολιτικών είναι ο ίδιος: τεράστια κοινωνική οπισθοδρόμηση, οικονομίες σε ύφεση. Οι πολιτικές αυτές αιτιολογήθηκαν με το αναμάσημα της ανάγκης για μείωση του δημοσίου χρέους. Για άλλη μια φορά στην Ιστορία της ανθρωπότητας, το χρέος χρησίμευσε τόσο ως δικαιολογία όσο και ως μέσο υποδούλωσης.</p>
<p>Σε συνέχεια της εφαρμογής αυτών των πολιτικών, σχεδόν παντού, όπως ήταν αναμενόμενο, το χρέος επιδεινώθηκε, οι χώρες βυθίστηκαν στην οικονομική κρίση, ο κοινωνικός ιστός αλλοιώθηκε.</p>
<p>Κι αν τα δημόσια ελλείμματα σημείωσαν μείωση, αυτό οφείλεται σε μέτρα τα οποία, όλα ανεξαιρέτως, επιδείνωσαν την ύφεση. Αυτά τα λεγόμενα μέτρα &#8220;προσαρμογής&#8221; επιβλήθηκαν στον ελληνικό λαό ως αντιστάθμισμα των προγραμμάτων &#8220;στήριξης&#8221;, τα οποία στην ουσία δεν προορίζονταν για τη χρηματοδότηση επενδύσεων με προοπτική, αλλά για την κάλυψη του παθητικού των Τραπεζών και την αντικατάσταση των ιδιωτών πιστωτών της χώρας από δημόσιους πιστωτές.</p>
<p>Στη Γαλλία, παραβλέποντας τα αποτελέσματα ύφεσης αυτού του ολέθριου προσανατολισμού, ορισμένοι επιμένουν ότι θα χρειαστεί επίσης, αργά ή γρήγορα, να προβούν σε βίαιες αναπροσαρμογές των δημοσίων οικονομικών και των κοινωνικών δαπανών. Στην Ελλάδα, τα δύο πολιτικά κόμματα, το ΠΑΣΟΚ και η Νέα Δημοκρατία, που κυβερνούν τη χώρα υπό την καθοδήγηση ενός μη εκλεγμένου Πρωθυπουργού, συνεχίζουν την πολιτική που ξεκίνησε το 2010 και βυθίζει τη χώρα σε μια από τις σοβαρότερες κρίσεις της Ιστορίας της.</p>
<p>Όμως, ακόμα κι εκεί όπου αναμένονταν λιγότερο, αρχίζουν να εκδηλώνονται αμφιβολίες σχετικά με τη βασιμότητα των εφαρμοζόμενων πολιτικών. Ωστόσο, οι αμφιβολίες αυτές δεν οδηγούν σε αναπροσανατολισμό των ασκούμενων πολιτικών. Το ΔΝΤ αναγνωρίζει έτσι ότι &#8220;η δημοσιονομική εξυγίανση επιβαρύνει την ανάπτυξη&#8221;. Η Ευρωπαϊκή Επιτροπή, σε πλήρη αντίφαση, θεωρεί μεν απαραίτητο να προβεί το 2013-2014 σε νέα δημοσιονομική αναπροσαρμογή (της τάξεως του 5 έως 6% του ΑΕγχΠ, ένα υψηλό ποσοστό), πλην όμως υπογραμμίζει τη δέσμευσή της απέναντι στην ανάπτυξη καθώς και το πόσο σημαντική θεωρεί τη στήριξή της στην ελληνική οικονομία.</p>
<p>Η Ευρωπαϊκή Κεντρική Τράπεζα, που επιχειρεί να διαφυλάξει τα δόγματα και κυρίως να προστατεύσει τα συμφέροντα των Τραπεζών, αναγνωρίζει ότι ένα σύμφωνο ανάπτυξης είναι απαραίτητο, αλλά απαιτεί την προηγούμενη επικύρωση του δημοσιονομικού συμφώνου που θεσμοθετεί τη λιτότητα. Το σύμφωνο ανάπτυξης που ισχυρίζεται ότι έχει κατά νου θα πρέπει να βασίζεται σε &#8220;διαρθρωτικές μεταρρυθμίσεις&#8221;, στην πρώτη σειρά των οποίων θα βρίσκονται νέα μέτρα απορύθμισης της αγοράς της εργασίας, που ωστόσο έχουν αποδείξει πόσο βλαβερά είναι.</p>
<p>Οι οίκοι αξιολόγησης, από την πλευρά τους, αντιδρούν πλέον αρνητικά στην εξαγγελία μέτρων δημοσιονομικής αφαίμαξης, όπως, π.χ., στην Ισπανία και την Ιταλία (δύο χώρες, εξάλλου, των οποίων οι Κυβερνήσεις δηλώνουν ότι δεν θα μπορέσουν να πετύχουν τους στόχους δημοσιονομικής εξισορρόπησης μέσα στις προβλεπόμενες προθεσμίες). Παρ’ όλα αυτά, οι ίδιοι αυτοί οίκοι συνεχίζουν να κρούουν τον κώδωνα σε όποιες Κυβερνήσεις θα σκόπευαν να πάρουν μέτρα για τη στήριξη της ανάπτυξης.</p>
<p><strong>Να διώξουν απ&#8217;  την εξουσία τις πολιτικές δυνάμεις που προώθησαν τη λιτότητα και την κοινωνική οπισθοδρόμηση </strong></p>
<p>Στις 6 Μαΐου, ο ελληνικός και ο γαλλικός λαός μπορούν με την ψήφο τους να διώξουν απ&#8217; την εξουσία τις πολιτικές δυνάμεις που υποστήριξαν και εφάρμοσαν προγράμματα λιτότητας και κοινωνικής οπισθοδρόμησης. Στη Γαλλία, ο Φρανσουά Ολλάντ δήλωσε ότι, αν εκλεγεί, δεσμεύεται για επαναδιαπραγμάτευση της Ευρωπαϊκής Συνθήκης, προκειμένου να ενταχθούν σε αυτήν τα απαραίτητα μέτρα στήριξης της ανάπτυξης. Δεν υπάρχει αμφιβολία ότι το Μέτωπο της Αριστεράς, που χωρίς τις ψήφους του ο Φρανσουά Ολλάντ δεν μπορεί να εκλεγεί, θα τον υποστηρίξει σταθερά στην προοπτική αυτή.</p>
<p>Στην Ελλάδα, η πτώση των δύο κομμάτων στα οποία βασίζεται το πολιτικό πελατειακό σύστημα, του ΠΑΣΟΚ και της Νέας Δημοκρατία, θα πρέπει να ωφελήσει σε μεγάλο βαθμό τα κόμματα της Αριστεράς: KKE, ΣΥΡΙΖΑ και Δημοκρατική Αριστερά. Αν και δεν συμφωνούν σε πολλούς τομείς, και τα τρία αυτά κόμματα είναι κατά της λιτότητας.</p>
<p>Στην Ελλάδα όπως και στη Γαλλία, το ιστορικό καθήκον των πολιτικών δυνάμεων που ενδεχομένως θα βρεθούν στην εξουσία το βράδυ της 6<sup>ης</sup> Μαΐου θα είναι να συνεννοηθούν για να προωθήσουν μια προοπτική αλλαγής που θα στρέψει τα νώτα στη λιτότητα και στην κοινωνική και οικονομική οπισθοδρόμηση.</p>
<p>Το έργο είναι μεγάλο, όσο σοβαρές είναι και οι ζημιές μιας κρίσης που αποτέλεσε αντικείμενο εκμετάλλευσης προκειμένου να οδηγήσει σε μια άνευ προηγουμένου οπισθοδρόμηση των κοινωνικών δικαιωμάτων.</p>
<p><strong>Οι λαοί οφείλουν να επινοήσουν οι ίδιοι ένα νέο μέλλον, μια νέα Ευρώπη </strong></p>
<p>Δεν υπάρχει αμφιβολία ωστόσο ότι αν και οι εκλογές της 6<sup>ης</sup> Μαΐου θα είναι καθοριστικές, δεν αρκούν από μόνες τους για να επιφέρουν τον απαραίτητο αναπροσανατολισμό.</p>
<p>Οι λαοί των δύο χωρών θα πρέπει να κινητοποιηθούν για να επιβάλλουν τις απαραίτητες αλλαγές απέναντι σε αυτούς που θα κάνουν το παν προκειμένου να μην αλλάξει τίποτα. Και αυτοί είναι πολλοί. Πάνω απ&#8217; όλα, έχουν συνηθίσει να βρίσκονται στην εξουσία και να τη χρησιμοποιούν. Δεν μπορούν να φανταστούν ότι ο λαός, οι πολίτες, είναι σε θέση να αποφασίσουν οι ίδιοι για τη μοίρα τους.</p>
<p>Οι λαοί οφείλουν όχι μόνο να διώξουν τις πολιτικές δυνάμεις που οδήγησαν στην κοινωνική και οικονομική οπισθοδρόμηση, αλλά και να επινοήσουν από μόνοι τους ένα νέο μέλλον, μια νέα Ευρώπη.</p>
<p>Γι’ αυτό θα πρέπει να ξορκίσουν τις θλιβερές σκέψεις όσων θέλουν να βλέπουν την εργασία σαν κόστος ή πράξη υποταγής και να θεωρούν τους εργαζόμενους άτομα που μπορούν να μπουν σε γενικευμένο ανταγωνισμό. Οι λαοί οφείλουν να καταπολεμήσουν εκείνους, συνήθως τους ίδιους, που αντιλαμβάνονται τη φύση σαν ένα απόθεμα πόρων που μπορούν να καταληστεύουν.</p>
<p>Οφείλουν να σχεδιάσουν μια ανθρωπιστική εναλλακτική προοπτική απέναντι στην κυριαρχία των χρηματαγορών, να επινοήσουν ένα νέο μοντέλο ανάπτυξης με μακροπρόθεσμο χαρακτήρα, με σεβασμό στον άνθρωπο και τη φύση.</p>
<p>Οι λαοί της Ελλάδας και της Γαλλίας μπορούν να δείξουν το δρόμο, όπως και στο παρελθόν, βάζοντας νέα θεμέλια στη δημοκρατία και το κράτος Δικαίου. Πρέπει να πάρουν στα χέρια τους τους εθνικούς θεσμούς και φορείς (το Κράτος) και να εξαναγκάσουν τους διεθνείς θεσμούς και φορείς (ΔΝΤ, Ευρωπαϊκή Επιτροπή, Ευρωπαϊκή Κεντρική Τράπεζα) να εφαρμόσουν πολιτικές που θα ευνοούν την ανάπτυξη. Οι πολιτικές αυτές θα πρέπει να στρέψουν αποφασιστικά τα νώτα στα μέτρα λιτότητας, από τα οποία οι μόνοι που επωφελούνται είναι οι χρηματαγορές και οι κυρίαρχες ομάδες συμφερόντων.<br />
<strong><br />
Διάλεξη Gabriel Colletis του στη Θεσσαλονίκη για την οικονομική κρίση στην Ελλάδα</strong><em><iframe width="400" height="300" src="http://www.youtube.com/embed/KeImqeyEUos" frameborder="0" allowfullscreen></iframe></p>
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		<item>
		<title>Πρώτα συμπεράσματα από τις εκλογές στη Γαλλία για την ελληνική Αριστερά</title>
		<link>http://smyrnaios.net/archives/827</link>
		<comments>http://smyrnaios.net/archives/827#comments</comments>
		<pubDate>Sun, 22 Apr 2012 19:49:03 +0000</pubDate>
		<dc:creator>Νiκος</dc:creator>
				<category><![CDATA[Γαλλία]]></category>
		<category><![CDATA[πολιτική]]></category>
		<category><![CDATA[αριστερά]]></category>
		<category><![CDATA[εκλογές]]></category>
		<category><![CDATA[Λεπέν]]></category>
		<category><![CDATA[Μελανσόν]]></category>
		<category><![CDATA[Σαρκοζύ]]></category>

		<guid isPermaLink="false">http://smyrnaios.net/archives/827</guid>
		<description><![CDATA[Τα αποτελέσματα του πρώτου γύρου των γαλλικών προεδρικών  εκλογών δεν επιβεβαίωσαν ακριβώς τα ευρήματα των δημοσκοπήσεων : ο  Σαρκοζύ βρίσκεται όντως πίσω από τον Φρανσουά Ολάντ, αλλά η  έκπληξη ήρθε από την Μαρίν Λεπέν η οποία πέτυχε το υψηλότερο ποσοστό της  ακροδεξιάς στην ιστορία της Γαλλίας.
Η επιτυχία της ακροδεξιάς εξηγείται από τον [...]]]></description>
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" alt="" /><strong>Τα αποτελέσματα του πρώτου γύρου</strong> των γαλλικών προεδρικών  εκλογών δεν επιβεβαίωσαν ακριβώς τα ευρήματα των δημοσκοπήσεων : ο  Σαρκοζύ βρίσκεται όντως πίσω από τον Φρανσουά Ολάντ, αλλά η  έκπληξη ήρθε από την Μαρίν Λεπέν η οποία πέτυχε το υψηλότερο ποσοστό της  ακροδεξιάς στην ιστορία της Γαλλίας.</p>
<p><strong>Η επιτυχία της ακροδεξιάς </strong>εξηγείται από τον συνδυασμό τριών παραγόντων: την οικονομική κρίση που έσπρωξε μεγάλο κομμάτι της εργατικής τάξης σε ξενοφοβικά αντανακλαστικά· τη ρητορική του Σαρκοζύ που νομιμοποίησε στη συνείδηση πολλών την ιδεολογία της άκρας δεξιάς· και την προσωπικότητα της Μαρίν Λεπέν, πιο "εύπεπτη" για τα ΜΜΕ από αυτή του πατέρα της.</p>
<p><strong>Ο Ολάντ έχει  προβάδισμα</strong> για να ανακηρυχθεί νέος πρόεδρος της  Γαλλίας σε δύο εβδομάδες οπότε και θα διεξαχθεί ο δεύτερος γύρος. Τίποτα  όμως δεν είναι σίγουρο. Πολλά θα εξαρτηθούν από τη στάση των ψηφοφόρων  της Λεπέν. Προς το παρόν 60% δηλώνουν ότι θα ψηφίσουν Σαρκοζύ, ποσοστό που δεν του αρκεί για τη νίκη.</p>
<p><strong>Όπως και να εξελιχθούν τα πράγματα</strong> ένα από τα χαρακτηριστικά αυτών των προεδρικών εκλογών σε σχέση με τις προηγούμενες είναι η έλλειψη ενθουσιασμού. Η πλειονότητα των Γάλλων, άσχετα  με το τι ψήφισε, έχει συναίσθηση των δυσκολιών που έρχονται. Μετά  από  δέκα χρόνια δεξιάς διακυβέρνησης η χώρα βρίσκεται σε άσχημη κατάσταση.</p>
<p><strong>Οι επανειλημμένες φοροελαφρύνσεις</strong> για τα υψηλά εισοδήματα  έχουν μειώσει τα κρατικά έσοδα επιδεινώνοντας τα δημοσιονομικά. Οι  μαζικές αφαιμάξεις θέσεων εργασίας στο δημόσιο έχουν αποδιοργανώσει  σχολεία, νοσοκομεία, πανεπιστήμια και κοινωνικές υπηρεσίας. Η ανεργία καλπάζει στο 10%, υψηλότερο  ποσοστό από τα μέσα της δεκαετίας του 90. Οι Άγιες αγορές και οι οίκοι  αξιολόγησης καραδοκούν...</p>
<p><strong>Μέσα σε αυτό το ζοφερό κλίμα</strong>, η καμπάνια του φαβορί της αναμέτρησης  Φρανσουά Ολάντ ήταν ιδιαίτερα συντηρητική και όχι πολύ πειστική. Αν  κερδίσει τις εκλογές αυτό θα γίνει χάρη στη θέληση πολλών Γάλλων να  ξεφορτωθούν τον Σαρκοζύ και... στην υποψηφιότητα του Ζαν Λικ Μελανσόν  που συγκέντρωσε 11,14% των ψήφων.</p>
<p><strong>Ο πρώην σοσιαλιστής και νυν ηγέτης του Μετώπου της Αριστεράς</strong> έδωσε δυναμική στην προεκλογική περίοδο και κατέληξε να γίνει το  σημείο αναφοράς του πρώτου γύρου. Μέσα από μια επιτυχημένη καμπάνια  κατάφερε να διαφοροποιήσει την ισορροπία δυνάμεων με το Σοσιαλιστικό  Κόμμα.</p>
<p><strong>Για να γίνει κατανοητό το μέγεθος</strong> της αλλαγής, οι πρώτες  έρευνες του Νοεμβρίου έδιναν την υποψηφιότητα του Μελανσόν στο 5%. Το  2007 η υποψήφια του ΚΚΓ, βασικού συστατικού του Μετώπου της Αριστεράς,  δεν είχε ξεπεράσει το 2%. Το σύνολο των πέντε υποψηφίων στα αριστερά  του Σοσιαλιστικού Κόμματος έφτασε τότε μόνο το 8,9%. Το 2012, με την  υποψηφιότητα του Μελανσόν, το αθροιστικό ποσοστό της Αριστεράς εκτός Σοσιαλιστών και Οικολόγων φτάνει το 12,8%.</p>
<p><strong>Η (σχετική) αυτή επιτυχία αφήνει</strong> παρακαταθήκη για το μέλλον. Σε  πρώτη φάση για τις βουλευτικές εκλογές του Ιουνίου. Μεσοπρόθεσμα για την ανάδειξη ενός αριστερόστροφου συνασπισμού διακυβέρνησης. Ο  ίδιος ο Μελανσόν έχει θέσει ως χρονικό ορίζοντα για την κατάληψη της  εξουσίας την προσεχή δεκαετία.</p>
<p><strong>Στόχος του είναι να πάρει </strong>από τους  σοσιαλιστές την πρωτοκαθεδρία στο προοδευτικό κομμάτι της κοινωνίας. Αν  κάτι τέτοιο φαινόταν όνειρο θερινής νυκτός πριν από λίγους μήνες, τα  σημερινά αποτελέσματα ανοίγουν νέα προοπτική.</p>
<p><strong>Τηρουμένων των αναλογιών</strong> η ελληνική αριστερά μπορεί να βγάλει  κάποια πρώτα συμπεράσματα από την καμπάνια του Μελανσόν, αν πραγματικά  θέλει να σταθεί στο ύψος των περιστάσεων. <strong> </strong></p>
<p style="text-align: left;"><em><strong>Ποια λοιπόν ήταν τα συστατικά της επιτυχίας για το Μέτωπο της Αριστεράς και τον υποψήφιο του;</strong></em></p>
<p><strong>-Ενωτική στρατηγική: </strong>από την αρχή η εκστρατεία του Μελανσόν  ήταν ενωτική. Ο ίδιος και οι σύμμαχοι είχαν ως προτεραιότητα τη σύγκλιση  μεταξύ των δυνάμεων που βρίσκονται αριστερά των Σοσιαλιστών. Όσοι δεν  συμμετείχαν στο Μέτωπο της Αριστεράς αφανίστηκαν, όπως το Νέο Αντικαπιταλιστικό  Κόμμα του Μπεζανσενό που δεν ξεπέρασε το 1,2%.</p>
<p><strong>-Αξιόπιστη πρόταση διακυβέρνησης: </strong>το πρόγραμμα του Μελανσόν  ήταν ιδιαίτερα ρηξικέλευθο αλλά ταυτόχρονα λεπτομερές και αξιόπιστο. Για παράδειγμα  οι προτάσεις του για την οικονομία και το χρέος είναι εντελώς έξω από τα  πλαίσια της κυρίαρχης ιδεολογίας αλλά βασίζονταν σε σοβαρή και  συστηματική προεργασία. Αποτελούν δηλαδή πραγματική εναλλακτική λύση.</p>
<p><strong>-Σκληρή κριτική της άκρας δεξιάς:</strong> βασικός και σοβαρός αντίπαλος  της Αριστεράς στην Ευρώπη δεν είναι πλέον μόνο το αστικό πολιτικό  κατεστημένο αλλά και η ακροδεξιά. Για παράδειγμα η Μαρίν Λεπέν ήρθε πρώτη σε ποσοστό μεταξύ των εργατών. Η Αριστερά πρέπει να απευθυνθεί και σε αυτό το κοινό. Ο Μελανσόν το κατάλαβε νωρίς και  συγκέντρωσε τα πυρά του εκεί. Κατάφερνοντας σε σύντομο διάστημα να αποδομήσει τη  ρητορική της Λεπέν βασισμένος σε επιχειρήματα και κάνοντας διαπαιδαγώγηση των λαϊκών  στρωμάτων. Έστω και αν το τελικό ποσοστό της ακροδεξιάς είναι υψηλό υπό άλλες συνθήκες ίσως ήταν ακόμη υψηλότερο.</p>
<p><strong>-Επένδυση των συλλογικών μύθων:</strong> ο Μελανσόν επανέφερε στο  προσκήνιο τους συλλογικούς μύθους των Γάλλων επενδύοντας τους με αριστερό υπόστρωμα (Επανάσταση, τρίπτυχο  Ελευθερίας, Αλληλεγγύης, Ισότητας, Κομούνα, Βίκτορ Ουγκό κλπ.).  Έτσι δεν άφησε την ιστορία της  χώρας να γίνει μονοπώλιο των πατριδοκάπηλων της δεξιάς.</p>
<p><strong>-Ανάδειξη του οικολογικού προβλήματος: </strong>μέσω της ιδέας του οικολογικού σχεδιασμού (planification écologique) , ο Μελανσόν κατάφερε τη σύνθεση μεταξύ των προντουκτιβιστών κομμουνιστών και της εναλλακτικής Αριστεράς με την ισχυρή οικολογική συνείδηση. Έγινε έτσι αξιόπιστος πάνω στο πρόβλημα αυτό το οποίο είναι κεντρικό για τους νέους ψηφοφόρους.</p>
<p><strong>-Κριτική στα ΜΜΕ: </strong>καθ'όλη την διάρκεια της προεκλογικής  εκστρατείας ο Μελανσόν δεν σταμάτησε να ασκεί κριτική στα κυρίαρχα ΜΜΕ,  αναδεικνύοντας την παραπληροφόρηση και την προπαγάνδα που ασκούν. Δεν  δίστασε μάλιστα να ανταλλάξει βαριές κουβέντες με μεγαλοδημοσιογράφους  στα τηλεοπτικά πλατώ, κάτι που είχε θετικό αντίκτυπο στην κοινή γνώμη. Ταυτόχρονα επέμεινε στην υπεράσπιση της μάζας των  απλών δημοσιογράφων που εργάζονται σε δύσκολες συνθήκες.</p>
<p><strong>-Σωστή χρήση της επικοινωνίας και των νέων μέσων:</strong> η  επικοινωνιακή πολιτική του Μελανσόν ήταν ιδιαίτερα αποτελεσματική.  Επένδυσε ιδιαίτερα στο διαδίκτυο και κοινωνικά δίκτυα  για να ισορροπήσει την ελλιπή κάλυψη από τα παραδοσιακά ΜΜΕ και το χαμηλό μπάντζετ. Για τον ίδιο λόγο βασίστηκε σε ομάδες εθελοντών με ιδιαίτερα δημιουργικές ιδέες. Ταυτόχρονα χρησιμοποίησε, με μέτρο, δουλειά πραγματικών επαγγελματιών της επικοινωνίας με  σημαντική προϋπηρεσία ακόμη και στο χώρο της διαφήμισης για να αλλάξει  την εικόνα του χώρου και να δώσει στην καμπάνια νεανικό και αισιόδοξο τόνο.</p>
<p><strong>-Δικαίωμα στο όνειρο: </strong>τελικά η μεγαλύτερη επιτυχία του Μελανσόν  ήταν το δικαίωμα στο όνειρο που έδωσε σε ένα μεγάλο κομμάτι των Γάλλων  ακόμη και μεταξύ των ψηφοφόρων του Ολάντ. Από το σύνολο των υποψηφίων,  ακόμη και στην άκρα αριστερά, ήταν ο μόνος που δεν βασίστηκε στον φόβο, αλλά προσπάθησε να αναδείξει μια θετική προοπτική για μια νέα κοινωνία.</p>
<p>Μακριά από μικροπολιτικές λογικές και έξω από τον κορσέ του οικονομισμού, έθεσε το μόνο ερώτημα που αξίζει να απαντήσει κανείς σε μια τέτοια εκλογική αναμέτρηση: <strong>ποιος είναι ο κόσμος που θέλουμε για εμάς και τα παιδιά μας;</strong></p>
<p><strong><br />
</strong></p>
<a class="a2a_dd addtoany_share_save" href="http://www.addtoany.com/share_save?linkurl=http%3A%2F%2Fsmyrnaios.net%2Farchives%2F827&amp;linkname=%CE%A0%CF%81%CF%8E%CF%84%CE%B1%20%CF%83%CF%85%CE%BC%CF%80%CE%B5%CF%81%CE%AC%CF%83%CE%BC%CE%B1%CF%84%CE%B1%20%CE%B1%CF%80%CF%8C%20%CF%84%CE%B9%CF%82%20%CE%B5%CE%BA%CE%BB%CE%BF%CE%B3%CE%AD%CF%82%20%CF%83%CF%84%CE%B7%20%CE%93%CE%B1%CE%BB%CE%BB%CE%AF%CE%B1%20%CE%B3%CE%B9%CE%B1%20%CF%84%CE%B7%CE%BD%20%CE%B5%CE%BB%CE%BB%CE%B7%CE%BD%CE%B9%CE%BA%CE%AE%20%CE%91%CF%81%CE%B9%CF%83%CF%84%CE%B5%CF%81%CE%AC"><img src="http://smyrnaios.net/wp-content/plugins/add-to-any/share_save_171_16.png" width="171" height="16" alt="Share/Bookmark"/></a>]]></content:encoded>
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		<item>
		<title>Concentration dans les médias et crise du journalisme. Le cas de la Grèce</title>
		<link>http://smyrnaios.net/archives/819</link>
		<comments>http://smyrnaios.net/archives/819#comments</comments>
		<pubDate>Fri, 30 Mar 2012 13:31:25 +0000</pubDate>
		<dc:creator>Νiκος</dc:creator>
				<category><![CDATA[έρευνα]]></category>
		<category><![CDATA[δημοσιογραφία]]></category>
		<category><![CDATA[GRICIS]]></category>
		<category><![CDATA[UQAM]]></category>
		<category><![CDATA[Ελλάδα]]></category>
		<category><![CDATA[ΜΜΕ]]></category>
		<category><![CDATA[συγκέντρωση]]></category>

		<guid isPermaLink="false">http://smyrnaios.net/?p=819</guid>
		<description><![CDATA[Η παρακάτω παρουσίαση με θέμα τη συγκέντρωση των ΜΜΕ και την κρίση της δημοσιογραφίας στην Ελλάδα έγινε την Παρασκευή 30 Μαρτίου σε σεμινάριο του εργαστηρίου GRICIS, Université du Québec à Montréal
  
 

]]></description>
			<content:encoded><![CDATA[<p><em>Η παρακάτω παρουσίαση με θέμα τη συγκέντρωση των ΜΜΕ και την κρίση της δημοσιογραφίας στην Ελλάδα έγινε την Παρασκευή 30 Μαρτίου σε σεμινάριο του <a href="http://gricis.uqam.ca/">εργαστηρίου GRICIS, Université du Québec à Montréal</a></em>
<div style="width:400px" id="__ss_12222167"> <strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/smyrnaios/concentration-des-mdias-et-crise-du-journalisme-le-cas-de-la-grce" title="Concentration des médias et crise du journalisme. Le cas de la Grèce" target="_blank"></a></strong> <iframe src="http://www.slideshare.net/slideshow/embed_code/12222167" width="400" height="355" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>
<div style="padding:5px 0 12px"><a href="http://www.slideshare.net/thecroaker/death-by-powerpoint" target="_blank"></a><a href="http://www.slideshare.net/smyrnaios" target="_blank"></a> </div>
</p></div>
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		<title>Κρίση στα ΜΜΕ: η περίπτωση ALTER</title>
		<link>http://smyrnaios.net/archives/813</link>
		<comments>http://smyrnaios.net/archives/813#comments</comments>
		<pubDate>Mon, 26 Mar 2012 16:18:03 +0000</pubDate>
		<dc:creator>Νiκος</dc:creator>
				<category><![CDATA[έρευνα]]></category>
		<category><![CDATA[τηλεόραση]]></category>
		<category><![CDATA[ALTER]]></category>
		<category><![CDATA[συγκέντρωση]]></category>

		<guid isPermaLink="false">http://smyrnaios.net/?p=813</guid>
		<description><![CDATA[Το κείμενο που ακολουθεί είναι η παρουσίαση της Αντιγόνης Ευστρατόγλου στην ημερίδα για την κρίση στα ΜΜΕ που έγινε στην Αθήνα στις 21 Μαρτίου. Δείχνει ανάγλυφα το πρόβλημα της άναρχης και στρεβλής ανάπτυξης των ΜΜΕ στην Ελλάδα μέσω της περίπτωσης Alter.
 Η περίπτωση Alter 
   

1.Η περίπτωση του ALTER είναι πολύ σημαντική όχι [...]]]></description>
			<content:encoded><![CDATA[<p><em>Το κείμενο που ακολουθεί είναι η παρουσίαση της<strong> <a href="https://twitter.com/#!/antigoni_e" target="_blank">Αντιγόνης Ευστρατόγλου </a></strong>στην <a href="http://smyrnaios.net/archives/806" target="_blank">ημερίδα για την κρίση στα ΜΜΕ</a><strong> </strong>που έγινε στην Αθήνα στις 21 Μαρτίου. Δείχνει ανάγλυφα το πρόβλημα της άναρχης και στρεβλής ανάπτυξης των ΜΜΕ στην Ελλάδα μέσω της περίπτωσης Alter.</em>
<div style="width:400px" id="__ss_12162691"> <strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/smyrnaios/alter-12162691" title="Η περίπτωση Alter" target="_blank">Η περίπτωση Alter</a></strong> <iframe src="http://www.slideshare.net/slideshow/embed_code/12162691" width="400" height="300" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>
<div style="padding:5px 0 12px"> <a href="http://www.slideshare.net/thecroaker/death-by-powerpoint" target="_blank"></a> <a href="http://www.slideshare.net/smyrnaios" target="_blank"></a> </div>
</p></div>
<p><strong>1.</strong>Η περίπτωση του ALTER είναι πολύ σημαντική όχι μόνο επειδή αφορά πλέον πάρα πολλούς εργαζόμενους, αλλά και επειδή μας επιτρέπει να δούμε σε τι πλαίσιο αναπτύχθηκε η εγχώρια επιχειρηματικότητα στο χώρο των μέσων στη διάρκεια των τελευταίων δεκαετιών.</p>
<p>Το ερώτημα που θα μας απασχολήσει είναι αν η κατάρρευση του ALTER ήταν απρόσμενη ή αν θα μπορούσε και θα όφειλε να είχε προβλεφθεί.</p>
<p><strong>2.</strong>Θέλω πρώτα απ’ όλα να σας πω ότι αναζητώντας στοιχεία για τη μελέτη αυτή ήρθα αντιμέτωπη με κάποια προβλήματα.</p>
<ol>
<li>Καταρχάς σε ότι αφορά στο ιδιοκτησιακό καθεστώς. Ενώ είναι κάτι σαν κοινό μυστικό ότι τα μεγάλα ελληνικά μέσα ανήκουν σε ελάχιστες οικογένειες, είναι πολύ δύσκολο, λόγω του τρόπου με τον οποίο δομούνται οι μετοχικές τους συνθέσεις- μέσω εταιριών συμμετοχών κλπ., να εντοπίσει κανείς ποιος έχει τι.</li>
<li>Η υψηλή συγκέντρωση δε σημαίνει ότι όλοι είναι μεταξύ τους ανταγωνιστές. Οι ίδιοι επιχειρηματίες που ανταγωνίζονται σε μία αγορά μπορεί να έχουν κοινά συμφέροντα σε άλλη. Αυτό, στη θεωρία λέγεται Monopoly των μέσων, και είναι ένας από τους λόγους για τον οποίο τα ΜΜΕ σπάνια μιλούν για άλλα ΜΜΕ.</li>
<li>Τέλος, και όταν βγαίνει κανείς στο πεδίο αναζητώντας πρωτογενείς πηγές, και αυτό με απασχολεί περισσότερο εδώ, αντιμετωπίζει μία πάγια αντίληψη ότι στο συγκεκριμένο κλάδο κάπως έτσι γίνονταν γενικά τα πράγματα.</li>
</ol>
<p>Υπό τις συνθήκες αυτές, αν και έχω υποβάλλει τα στοιχεία μου σε όσο το δυνατόν μεγαλύτερη διασταύρωση, βασικά ερωτήματα θα θέσω. Ελπίζω εύλογα.. Τα συμπεράσματα θα είναι δικά σας.</p>
<p><strong>Καταρχάς, η θέση μου είναι ότι το </strong><strong>ALTER</strong><strong> </strong><strong>δεν είναι μία επιχείρηση που λειτουργούσε ανεξάρτητα.</strong> Στο ALTER συναντήθηκαν στη διάρκεια της τελευταίας δεκαετίας τα συμφέροντα δύο πολύ δραστήριων Ομίλων και σαν κομμάτι της δραστηριότητας αυτής θα το εξετάσουμε. Ας τους δούμε.</p>
<p><strong>3.</strong>Δε θα σταθώ στη δραστηριότητα των αδελφών Κουρή (Γιώργου και Μάκη) ως τα μέσα του ’90, γιατί τη θεωρώ λίγο ή πολύ γνωστή.</p>
<p>Μετά τα μέσα της δεκαετίας του ’90 η ανάπτυξη του Ομίλου περνάει στα χέρια των δύο γιών τους οι οποίοι στρέφονται από τη ..σκληρή πολιτική σε μέσα ψυχαγωγικού κυρίως περιεχομένου.</p>
<p>Την ίδια περίοδο η οικογένεια Γιαννίκου ιδρύει την εκδοτική Modern Times, όπως και τη δισκογραφική Legend- που αποτελούν μέχρι και σήμερα το κέντρο της δραστηριότητάς της.</p>
<p>Το 2001 είναι χρονιά σταθμός για την ανάπτυξη των δύο Ομίλων καθώς η Modern Times μπαίνει στο ALTER και ο Κώστας Γιαννίκος αναλαμβάνει διευθύνων σύμβουλος. Σύντομα αποκτά τον αποκλειστικό έλεγχο της Ελληνικής Θεαμάτων που βρίσκεται σύντομα στην κορυφή του θεατρικού κλάδου.</p>
<p>Πολύ σημαντική χρονιά είναι το 2007 οπότε ο Ανδρέας Κουρής (του Γιώργου) συστήνει μαζί με τους αδελφούς Χατζηνικολάου τον Όμιλο Real, που επίσης θεωρώ ότι δε χρειάζεται συστάσεις.</p>
<p>Την ίδια χρόνια η Legend απορροφά την MBI και την ιστορική Lyra ενώ παράλληλα ο Όμιλος αποκτά τον έλεγχο της εκδοτικής Bestend, που εκδίδει τον Κόσμο του Επενδυτή και μία σειρά περιοδικών- με τα αντίστοιχα ραδιόφωνα. Έχοντας μελετήσει την ανάπτυξη του ρεπερτορίου των δισκογραφικών, θεωρώ ότι στο σημείο αυτό η συνέργεια είναι προφανής.</p>
<p>Πάντως, δεν είχαν όλες οι επιχειρήσεις την ίδια τύχη από πλευράς εσόδων. Ας δούμε ποιες ξεχώρισαν.</p>
<p><strong>4.</strong>Με βάση τα τελευταία στοιχεία, η Modern Times είναι ο 2<sup>η </sup>στις εκδόσεις. Η ΕΛΛ.ΘΕΑ, πρώτη στο θέατρο. Η Εταιρία Γενικών Εκδόσεων έφτασε το 2008 να συγκεντρώσει το 1/3 της συνολικής δισκογραφικής παραγωγής, τη στιγμή που οι 4 μεγάλες μαζί δεν ξεπερνούσαν το 1/6. Τέλος, ο Κόσμος του Επενδυτή ήταν η πρώτη σε κυκλοφορία εφημερίδα, μεταξύ των εβδομαδιαίων, και μάλιστα με διαφορά.</p>
<p>Πολύ καλά τα πάνε πάντα τα μέσα του Ομίλου Real και (σχετικά καλά) ο Love FM.</p>
<p><strong>Τι κοινό έχουν άραγε αυτά τα μέσα;</strong></p>
<p><strong>5.</strong>Ας δούμε έναν πίνακα που έχει ενδιαφέρον και <strong>απ’ όσο ξέρω δεν έχει ξανασυζητηθεί.</strong> Πρόκειται για τα 400 πρώτα προϊόντα σε διαφημιστική δαπάνη για το 2008, σύμφωνα με τα στοιχεία της Media Services- τα πιο πρόσφατα που υπάρχουν διαθέσιμα.</p>
<p>Στις πρώτες θέσεις της λίστας, κάτω από τον ΟΠΑΠ, τα αυτοκίνητα και τα ξενοδοχεία- πελάτες δηλαδή που μαζί με την κινητή τηλεφωνία και τις τράπεζες παραδοσιακά προηγούνται σε δαπάνη, βρίσκουμε τη Modern Times, με περίπου 12.500.000 ευρώ. Στη θέση 80, κάτω από την Εθνική Τράπεζα, είναι η Lyra και πιο κάτω ο Κόσμος του Επενδυτή και η Legend. ..</p>
<p>Το ερώτημα είναι:</p>
<ul>
<li><strong>Πώς διέθεταν οι δύο Όμιλοι τόσα λεφτά για να διαφημίσουν      ακόμα και τα ελάσσονα μέσα τους, όταν κατά πολύ ισχυρότεροι Όμιλοι δεν το      έκαναν; </strong></li>
</ul>
<p><strong>Για να εκτιμήσουμε τα στοιχεία αυτά θα ήθελα να σας πω ότι στη λίστα αυτή δεν υπάρχει κανένα τηλεοπτικό κανάλι, καμία δισκογραφική εταιρία, καμία εταιρία εκδόσεων.</strong></p>
<p>Οι δύο δισκογραφικές του Ομίλου, για παράδειγμα, δίνουν μαζί 5.500.000 ευρώ για διαφήμιση σε μία πολύ κακή χρονιά για τη δισκογραφία που τα έσοδα συρρικνώνονται, ενώ από την ώρα της συγχώνευσής τους χορηγείται στην εταιρία κάθε χρόνο δάνειο γύρω στα 2.500.000 ευρώ.</p>
<ul>
<li><strong>Πώς γίνεται να μην έχει μερίδιο η τηλεόραση στα έσοδα      όταν το </strong><strong>ALTER</strong><strong> διαφήμιζε νυχθημερόν τα      συγκεκριμένα προϊόντα;</strong> (το 2008 εξακολουθεί να είναι τελευταίο, με διαφορά,      ανάμεσα στα ιδιωτικά κανάλια σε διαφημιστικά έσοδα). Πώς επιβίωνε;</li>
</ul>
<p><strong>Στο θέμα της χρήσης του </strong><strong>ALTER</strong><strong> ως μέσου προνομιακής προώθησης των προϊόντων των διασυνδεδεμένων επιχειρήσεων θα ήθελα να σταθούμε. Ας δούμε κάποια εικόνες από την εποχή εκείνη.. </strong></p>
<p><strong> </strong></p>
<p><strong>6.</strong>Πέρα από τα παιδικά προϊόντα και τις επανεκδόσεις του καταλόγου της Lyra που μπαίνουν διαρκώς ως σφήνες στο πρόγραμμα, το 2009 αρχίζουν να διαφημίζονται οι Κυριακάτικες προσφορές της Real News, μέσα από το κεντρικό δελτίο ειδήσεων του σταθμού- πολλές φορές σε απευθείας σύνδεση με το στούντιο του Real FM.</p>
<p>Αναρωτήθηκα τι έκανε το <strong>ΕΣΡ</strong> για όλα αυτά- έψαξα τις αποφάσεις και από ό, τι φαίνεται παρά την έντονη δημόσια συζήτηση για την επιθετική του διαφήμιση, σπάνια το κανάλι ενοχλείτο από το ΕΣΡ για τις διαφημίσεις αυτές.</p>
<p>Μου έκανε, μάλιστα εντύπωση, και ήθελα να σας το πω ότι <strong>στη μοναδική απόφαση που αφορά τις διαφημίσεις των παιδικών του προϊόντων για το 2007, τη χρονιά δηλαδή που οι </strong><strong>Mazoo</strong><strong> </strong><strong>and</strong><strong> </strong><strong>the</strong><strong> </strong><strong>Zoo</strong><strong> και τα Ζουζούνια άλωσαν τα </strong><strong>charts</strong><strong>, ο Πρόεδρος του οργάνου ζήτησε αντί για πρόστιμου να απευθυνθεί στο κανάλι σύσταση.</strong></p>
<p><strong>7.</strong>Παρομοίως, το 2010, στην πέμπτη κατά σειρά απόφαση περί συγκεκαλυμμένης διαφήμισης του Ομίλου Real μέσα από το κεντρικό δελτίο ειδήσεων, και συγκεκριμένα την προώθηση του καινούργιου cd της Άλκηστις Πρωτοψάλτη, ο πρόεδρος του Οργάνου μειοψήφησε και πάλι θεωρώντας «δικαιολογημένη την αναφορά του δελτίου στο μεγάλο αυτό πολιτιστικό γεγονός» και πρότεινε να μην του επιβληθεί καν σύσταση. Έκτοτε σχετική απόφαση δεν υπάρχει..</p>
<p><strong> </strong></p>
<p><strong>8.</strong>Ας φύγουμε, όμως, από το ΕΣΡ και το ειδικό θέμα του τηλεοπτικού σποτ και να δούμε τι έκαναν γενικότερα οι αρμόδιοι φορείς που ήταν από το νόμο υπεύθυνοι να ελέγχουν την επιχειρηματική δραστηριότητα του ALTER. Καταρχάς <strong>τι έκαναν οι υπηρεσίες οικονομικού ελέγχου;</strong></p>
<ul>
<li>Τα περισσότερα μέσα των      Ομίλων έμειναν ανεξέλεγκτα φορολογικά, σύμφωνα με τα πορίσματα των ορκωτών      λογιστών. <strong>Το </strong><strong>ALTER</strong><strong> δεν είχε ελεγχθεί από το 1999, το </strong><strong>MAD</strong> <strong>και η </strong><strong>Bestend</strong><strong> </strong><strong>δεν είχαν ελεγχθεί ποτέ.</strong> Και υπάρχουν πολλά ακόμα      παραδείγματα.</li>
<li>Ειδικά το ALTER,      παρότι καθ’ όλη τη διάρκεια της δεκαετίας εκκρεμούσε η υπόθεση με τα      εικονικά τιμολόγια που είχε ανοίξει το 2003, όχι μόνο δεν ελεγχόταν αλλά      δεν παρουσίαζε καν τυπικό ισολογισμό. Τα «συνοπτικά οικονομικά στοιχεία»      που είναι διαθέσιμα εγείρουν πολλές αμφιβολίες για την αξιοπιστία τους. Τα      άυλα περιουσιακά στοιχεία για παράδειγμα, που φούσκωναν και ξεφούσκωναν      κατά βούληση συζητήθηκαν πολύ τη χρονιά που πέρασε. Τι είναι τα άυλα      στοιχεία- θα μας το πει ο κύριος Κλήμης και δε θα σταθώ.</li>
<li>Εμένα με ενδιαφέρει      περισσότερο πώς δάνειζαν οι τράπεζες αφειδώς στο κανάλι υπό αυτές τις      συνθήκες. Το ALTER εμφανίζεται κερδοφόρο την      τριετία 2005-2008. Παρ’ όλα αυτά οι συνολικές του υποχρεώσεις αυξάνονται κατά      100.000.000 ευρώ το χρόνο. Γιατί δανειζόταν αν κέρδιζε και πώς έφτασαν να      δανείσουν οι τράπεζες σχεδόν μισό δις ευρώ σε ένα κανάλι που έχει μόλις 8.000.000      ευρώ μετοχικό κεφάλαιο; <strong>Και το      ξαναλέω, ο δανεισμός δεν έγινε από τη μία μέρα στην άλλη.</strong></li>
</ul>
<p><strong>9.</strong><strong>Το πιο ενδιαφέρον είναι ότι όλη αυτή η ανάπτυξη, οι      προφανείς σχέσεις μεταξύ των επιχειρήσεων ήταν αόρατη για τους επίσημους      θεσμούς διότι οι εν λόγω επιχειρηματίες δεν εμφανίζονταν να ελέγχουν      Ομίλους- δεν κατέθεταν, δηλαδή, ενοποιημένους ισολογισμούς. </strong></p>
<p>Κάτι τέτοιο δεν είναι απαραίτητο, αλλά οι σοβαρές επιχειρήσεις το κάνουν για να ενισχύσουν τη θέση τους, να έλξουν επενδύσεις και να κάνουν κατά κάποιο τρόπο σαφή τη μακροπρόθεσμη στρατηγική τους- <strong>οι υπόλοιπες επιχειρήσεις που έχουν τηλεοπτικό κανάλι το κάνουν όλες.</strong> Ο Κουρής και ο Γιαννίκος δε φαίνεται να πιέστηκαν προς την κατεύθυνση αυτή.</p>
<p>Έτσι, την ίδια στιγμή που ο Όμιλος Γιαννίκου αναδεικνυόταν σε πρώτη δύναμη σε μία σειρά από κλάδους κανείς δεν έβλεπε τον Όμιλο. Η Επιτροπή Ανταγωνισμού δεν είδε κανένα πρόβλημα όταν η Legend απορρόφησε τη Lyra. Είδε μία επιχείρηση να απορροφά μία άλλη. Μέσα σε λίγους μήνες η αγορά είχε γυρίσει ανάποδα.</p>
<ul>
<li>Τελικά υπάρχει ή όχι      συγκέντρωση; Θα μου επιτρέψετε να υποθέσω ότι ενδεχομένως υπάρχει κάτι      παραπάνω από συγκέντρωση. Μίλησα με καλλιτέχνες που έχουν συνεργαστεί με      επιχειρήσεις του Ομίλου. Μακάρι να είχα το χρόνο να σας μεταφέρω      λεπτομέρειες για τους όρους της συνεργασίας τους με τα μέσα του Ομίλου, τα      συμβόλαια που υπέγραφαν. Συμβουλεύτηκα τρεις νομικούς για να θέσω το      ενδεχόμενο της κατάχρησης δεσπόζουσας θέσης. Και μου είπαν να μαζέψω τα      λόγια μου. Δεν είναι σπάνια τα καταχρηστικά συμβόλαια στο χώρο, μου είπαν.</li>
</ul>
<p>Ίσως ο κύριος Ανδρέου θα μπορούσε να μας πει τι συνεπάγεται αυτός ο βαθμός ολοκλήρωσης για τους καλλιτέχνες, τις άλλες ανεξάρτητες εταιρίες, την πολιτιστική παραγωγή γενικά;</p>
<p><strong>10.</strong>Το εντυπωσιακό είναι ότι στη διάρκεια του χρόνου που πέρασε σημειώθηκαν πολλές ακόμη αυθαιρεσίες χωρίς να ενταθούν οι οχλήσεις προς τους υπεύθυνους του σταθμού.</p>
<p>Η εταιρία χρωστάει δεδουλευμένα σχεδόν ενός έτους και ασφαλιστικές εισφορές, και αυτά δεν ισχύουν μόνο για το ALTER, οι διαφημιστικές, με αφορμή τα προβλήματα της Leo Burnett, άρχισαν να μιλούν για τις ανορθόδοξες πρακτικές αγοραπωλησίας προγράμματος για λογαριασμό του ALTER από τη Modern Times, μετά το lock out με το οποίο δεν ασχολήθηκε κανείς, τις προάλλες το μεταβατικό ΔΣ ομολόγησε ότι έχει το ίδιο διακόψει το σήμα εκπομπής του σταθμού, χωρίς επί της ουσίας να γίνει τίποτα.</p>
<p><strong>10.</strong>Να σημειωθεί ότι η επιχείρηση αυτή, με αυτή τη διαδρομή που σας περιγράφω, βρίσκεται σε διαδικασία συνδιαλλαγής από τον Αύγουστο προκειμένου να μπει στο άρθρο 99. <strong>Και απ’ όσο πληροφορήθηκα, η εξέλιξη υποστηρίχθηκε από την ΕΣΗΕΑ.</strong></p>
<p>Δυστυχώς, όπως επίσης πληροφορήθηκα στη διάρκεια της έρευνας, δεν ξέρω αν το ξέρετε, αλλά στην Ελλάδα δεν υπάρχουν επιχειρήσεις που να έχουν βγει από το 99 όρθιες. Σχεδόν όλες κλείνουν. Και όταν φτάσουν να κλείσουν η θέση των εργαζόμενων είναι ακόμα δυσμενέστερη από αυτή που ήταν κατά την ένταξη στο άρθρο.</p>
<p>Η επιλογή στην περίπτωση του ALTER είναι είτε 40% ανάκτηση των οφειλομένων, βάσει ενός σχεδίου εξυγίανσης που δεν προσδιορίζει τις συνθήκες εργασίας την επόμενη μέρα, είτε καμία απολύτως αποζημίωση αν η επιχείρηση φτάσει να πτωχεύσει- μιας και στο μεταξύ έχουν κατά κανόνα χαθεί πάγια, η όποια αξία της επωνυμίας κλπ.</p>
<p><strong>Αυτός που φαίνεται να θίγεται λιγότερο είναι ο επιχειρηματίας.</strong> Και το λέω ευθαρσώς όχι μόνο επειδή αυτό έδειξε η εμπειρία. Το πακέτο μετοχών του Γιαννίκου στην ΕΛΛ.ΘΕΑ και την Bestend μεταβιβάστηκαν πρόσφατα, ενώ ακόμα διερευνάται η υπόθεση του ALTER και είναι ανοιχτή η δικαστική έρευνα για απιστία σε βάρος των τραπεζών. Αλλά και επειδή το άρθρο 99 βαίνει προς αναθεώρηση το διάστημα αυτό- ο ίδιος ο Υπουργός είπε ανοιχτά ότι έχει γίνει αντικείμενο κατάχρησης.</p>
<p><strong>Συμπεράσματα</strong></p>
<p>Τελικά το ερώτημα δε νομίζω ότι είναι σε ποιο βαθμό λειτούργησαν στη βάση ενός σοβαρού επιχειρηματικού σχεδίου ο Κώστας Γιαννίκος και ο Γιώργος Κουρής, αλλά σε ποιο βαθμό είχαν ανάγκη να το κάνουν, δεδομένου ότι, όπως δείχνουν τα στοιχεία, οι τράπεζες που επί χρόνια τους χρηματοδοτούσαν, οι διαφημιστικές εταιρίες που δέχονταν τις διασφαλίσεις τους και οι ελεγκτικές αρχές που τις είχαν αφήσει επί σχεδόν μία δεκαετία ανεξέλεγκτες, δεν πίεζαν για τέτοιες εγγυήσεις.</p>
<p>Νομίζω, λοιπόν, ότι η κατάρρευση του ALTER δεν ήταν κεραυνός εν αιθρία. Νομίζω ότι θα μπορούσε και θα όφειλε να είχε προβλεφθεί, ώστε οι επιπτώσεις να μετριαστούν και για την αγορά, και για τη μεγάλη ομάδα των εργαζόμενων που τώρα θίγεται.</p>
<p>Νομίζω ότι η περίπτωση του ALTER θα πρέπει να διερευνηθεί σε βάθος από τα αρμόδια όργανα. Και νομίζω ότι στο άμεσο μέλλον ο έλεγχος των επιχειρηματιών που δραστηριοποιούνται στο χώρο των μέσων θα πρέπει να ενταθεί.</p>
<p>Μιας και αφιέρωσα αυτή την ομιλία στα ..αρμόδια κρατικά όργανα επιτρέψτε μου να κλείσω με μία αναφορά στα κάτω- που μας όλους. Είτε ως εργαζόμενους στον κλάδο, είτε ως φοιτητές, είτε ως κοινό.</p>
<p>Νομίζω ότι η δημοσιογραφία δεν έπαιξε το ρόλο που θα μπορούσε στην περίπτωση του ALTER. Και αν εντυπωσιάζεται κανείς βλέποντας αυτό τον βαθμό της συγκέντρωσης σήμερα, θέλω να σας πω ότι η ολοκλήρωση έχει συμβεί εδώ και πέντε χρόνια. Σε θεμέλια σαθρά. Δεν είδα στο μεσοδιάστημα πολλές πλήρεις έρευνες..</p>
<p>Η ρύθμιση στο χώρο των μέσων, έχει συχνά επισημανθεί, ότι πλέον <strong>μπορεί </strong>και από τεχνολογική και πολύ περισσότερο από κοινωνική άποψη να έρθει από τα κάτω. Εύχομαι να ενεργοποιήσουμε σύντομα αυτό το «μπορεί».</p>
<p>Εύχομαι να σκεφτόμαστε όλο και περισσότερο πως αλλιώς μπορούν, πώς αλλιώς μας αξίζει ως νέοι άνθρωποι να δούμε να γίνονται στον τόπο τα πράγματα..</p>
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		<title>Διάλογος για την κρίση και τα ΜΜΕ</title>
		<link>http://smyrnaios.net/archives/806</link>
		<comments>http://smyrnaios.net/archives/806#comments</comments>
		<pubDate>Sun, 11 Mar 2012 20:37:14 +0000</pubDate>
		<dc:creator>Νiκος</dc:creator>
				<category><![CDATA[δημοσιογραφία]]></category>
		<category><![CDATA[πολιτική]]></category>
		<category><![CDATA[διάλογος]]></category>
		<category><![CDATA[κρίση]]></category>
		<category><![CDATA[κριτική]]></category>
		<category><![CDATA[ΜΜΕ]]></category>

		<guid isPermaLink="false">http://smyrnaios.net/?p=806</guid>
		<description><![CDATA[Ο δημόσιος διάλογος για τον ρόλο των ΜΜΕ στην εποχή του Μνημονίου εντείνεται. Το πρώτο ζήτημα που τίθεται σε αυτό το διάλογο αφορά τον ρόλο που έπαιξαν τα κυρίαρχα ΜΜΕ στη διαμόρφωση των συνθηκών που οδήγησαν τη χώρα στη σημερινή κατάσταση.
Το πως δηλαδή αποτέλεσαν το όχημα νομιμοποίησης στρεβλώσεων του οικονομικού και πολιτικού πεδίου αλλά και [...]]]></description>
			<content:encoded><![CDATA[<p><img class="aligncenter" title="tv" src="http://3.bp.blogspot.com/_qyhZ9_eXCHM/TMnpxraRPqI/AAAAAAAAGnY/uOFhyxeyjFM/s1600/tv+set.JPG" alt="" width="1296" height="968" /><strong>Ο δημόσιος διάλογος για τον ρόλο των ΜΜΕ </strong>στην εποχή του Μνημονίου εντείνεται. Το πρώτο ζήτημα που τίθεται σε αυτό το διάλογο αφορά τον ρόλο που έπαιξαν τα κυρίαρχα ΜΜΕ στη διαμόρφωση των συνθηκών που οδήγησαν τη χώρα στη σημερινή κατάσταση.</p>
<p><strong>Το πως δηλαδή αποτέλεσαν το όχημα νομιμοποίησης</strong> στρεβλώσεων του οικονομικού και πολιτικού πεδίου αλλά και της κοινωνίας στο σύνολο της. Το πως επέβαλαν την κυρίαρχη ιδεολογία του καταναλωτισμού και την αποπολιτικοποίηση σε ένα μεγάλο κομμάτι των Ελλήνων. Το πως ποδηγέτησαν την κοινή γνώμη και συνεχίζουν να το κάνουν στην υπηρεσία του Μνημονίου.</p>
<p><strong>Το δεύτερο ζήτημα είναι η οικονομική κρίση των ΜΜΕ</strong>, οι λόγοι που τη γέννησαν και οι επιπτώσεις της για τις συνθήκες εργασίας των δημοσιογράφων και τη λειτουργία της ενημέρωσης γενικότερα. Μέσα από αυτή τη συζήτηση αναζητούνται επίσης οι προοπτικές για την ανασυγκρότηση της δημοσιογραφίας σε υγιείς βάσεις.</p>
<p><strong>Στις 6 Μαρτίου το Ινστιτούτο Νίκος Πουλαντζάς</strong> και η εφημερίδα Αυγή <a href="http://www.poulantzas.gr/files.php?id=483&amp;year=2012" target="_blank">διοργάνωσαν εκδήλωση πάνω στο θέμα </a>με τη συμμετοχή των δημοσιογράφων Κώστα Αρβανίτη (ΝΕΤ), Δημήτρη Στούμπου (Αυγή) και Άντας Ψαρρά (Ελευθεροτυπία) και της κοινωνιολόγου των ΜΜΕ Αλεξάνδρας Κορωναίου.</p>
<p><a href="https://www.youtube.com/watch?feature=player_embedded&amp;v=FibEjNxxc0E#t=26m07s" target="_blank"><strong>Εδώ μπορείτε</strong></a><strong><a href="https://www.youtube.com/watch?feature=player_embedded&amp;v=FibEjNxxc0E#t=26m07s" target="_blank"> να δείτε </a>ένα χαρακτηριστικό στιγμιότυπο <strong>από την εκδήλωση</strong></strong>, όπου ο  Κώστας Αρβανίτης εξηγεί τον τρόπο με τον οποίο ο μηχανισμός της  τηλεθέασης της AGB χρησιμοποιείτε για να φιμωθεί το κομμάτι αυτό της πολιτικής  έκφρασης που δεν συνάδει με τα κυρίαρχα οικονομικά και επικοινωνιακά  συμφέροντα.</p>
<p><strong>Την Τετάρτη  21 Μαρτίου τα Τμήματα Επικοινωνίας </strong>του Παντείου και του Πανεπιστημίου Αθηνών διοργανώνουν <a href="http://lapsus.panteion.gr/index.php?option=com_content&amp;view=article&amp;id=140:2012-03-08-11-11-13&amp;catid=8:miscellaneous&amp;Itemid=9" target="_blank">ημερίδα με θέμα &#8220;Η κρίση των Ελληνικών ΜΜΕ&#8221;. </a></p>
<p><strong>Στην ημερίδα στην οποία θα συμμετάσχουν</strong> δημοσιογράφοι και πανεπιστημιακοί θα συζητηθεί η κατάσταση στην τηλεόραση, τα έντυπα και το ραδιόφωνο καθώς και τις προοπτικές για τον χώρο.</p>
<p><strong>Αξίζει να σημειωθεί ότι μεταξύ άλλων στο συνέδριο</strong> θα μιλήσουν απεργοί εργαζόμενοι του Alter, νέοι αξιόλογοι ερευνητές όπως η Αντιγόνη Ευστρατόγλου αλλά και εκπρόσωποι εναλλακτικών διαδικτυακών μέσων όπως ο Αποστόλης Καπαρουδάκης του Radiobubble.</p>
<p><strong>Οι πρωτοβουλίες στο ακαδημαϊκό πεδίο</strong> προς μια κριτική προσέγγιση της μαζικής επικοινωνίας στην εποχή της οικονομικής κρίσης πολλαπλασιάζονται επίσης και σε διεθνές επίπεδο.</p>
<p><strong>Για παράδειγμα στις 3 Μαίου η Ελευθερία Λεκάκη</strong> και η Hilde Stephansen διοργανώνουν <a href="http://www.gold.ac.uk/global-media-democracy/research-fellows/" target="_blank">workshop με τίτλο ‘Articulating alternatives: agents, spaces and communication in/of a time of crisis’ </a>στο πανεπιστήμιο Goldsmiths του Λονδίνου.</p>
<p><strong>Επίσης η European Sociological Association,</strong> (Research Network 29) διοργανώνει τον επόμενο Σεπτέμβρη στην Αθήνα <a href="http://www.social-theory.eu/2012athens.html" target="_blank">διεθνές συνέδριο με θέμα Κρίση και Κριτική.</a></p>
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		<title>Η κατασκευή της συναίνεσης στην Ελλάδα του Μνημονίου</title>
		<link>http://smyrnaios.net/archives/801</link>
		<comments>http://smyrnaios.net/archives/801#comments</comments>
		<pubDate>Tue, 06 Mar 2012 14:31:21 +0000</pubDate>
		<dc:creator>Νiκος</dc:creator>
				<category><![CDATA[πολιτική]]></category>
		<category><![CDATA[τηλεόραση]]></category>
		<category><![CDATA[Chomsky]]></category>
		<category><![CDATA[consent]]></category>
		<category><![CDATA[propaganda]]></category>
		<category><![CDATA[Ελλάδα]]></category>
		<category><![CDATA[κρίση]]></category>
		<category><![CDATA[ΜΜΕ]]></category>
		<category><![CDATA[Μνημόνιο]]></category>
		<category><![CDATA[προπαγάνδα]]></category>
		<category><![CDATA[συναίνεση]]></category>

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		<description><![CDATA[Το 1922 ο Walter Lippmann επινόησε την «κατασκευή της συναίνεσης». Η έννοια αυτή περικλείει όλο τον διανοητικό, τεχνολογικό και οικονομικό εξοπλισμό που συμμετέχει στην διαμόρφωση της κοινής γνώμης.
Τα ΜΜΕ, η διαφήμιση, το μάρκετινγκ, οι ειδικοί με δημόσιο βήμα, οι πολιτικοί αποτελούν κομμάτια αυτής της μηχανής.
Η κατασκευή της συναίνεσης, σύμφωνα με τον Lippmann, είναι απαραίτητη για [...]]]></description>
			<content:encoded><![CDATA[<p><a href="https://suzeeinthecity.wordpress.com/2011/12/01/the-wave-against-graffiti-we-ba3deen/"><img class="aligncenter" title="tv" src="https://suzeeinthecity.files.wordpress.com/2011/12/graffiti-140.jpg?w=640&amp;h=425" alt="" width="640" height="425" /></a><a href="https://en.wikipedia.org/wiki/Walter_Lippmann" target="_blank"><strong>Το 1922 ο Walter Lippmann</strong></a> επινόησε την <a href="https://en.wikipedia.org/wiki/Public_Opinion_%28book%29#The_Manufacture_of_Consent" target="_blank">«κατασκευή της συναίνεσης»</a>. Η έννοια αυτή περικλείει όλο τον διανοητικό, τεχνολογικό και οικονομικό εξοπλισμό που συμμετέχει στην διαμόρφωση της κοινής γνώμης.</p>
<p><strong>Τα ΜΜΕ, η διαφήμιση, το μάρκετινγκ</strong>, οι ειδικοί με δημόσιο βήμα, οι πολιτικοί αποτελούν κομμάτια αυτής της μηχανής.</p>
<p><strong>Η κατασκευή της συναίνεσης,</strong> σύμφωνα με τον Lippmann, είναι απαραίτητη για τη διακυβέρνηση των σύγχρονών κοινωνιών γιατί, σε αντίθεση με την άμεση δημοκρατία, η αστική αντιπροσωπευτική δημοκρατία προϋποθέτει διαμεσολάβηση μεταξύ του λαού και των κυβερνώντων.</p>
<p><strong>Εξήντα έξι χρόνια αργότερα </strong>ο Edward S. Herman και ο Noam Chomsky οικειοποιήθηκαν την έννοια στο βιβλίο τους <a href="http://books.google.nl/books?id=1KFpAAAAIAAJ&amp;dq=manufacturing%20consent&amp;source=gbs_book_other_versions" target="_blank">Manufacturing Consent</a>.</p>
<p><strong>Κάνοντας μια ανάλυση</strong> <strong>της μαζικής</strong> επικοινωνίας υπό το πρίσμα της πολιτικής οικονομίας, έφτασαν στο συμπέρασμα ότι τα κυρίαρχα ΜΜΕ τείνουν να διαμορφώνουν την συναίνεση προς την κατεύθυνση που ευνοεί το ίδιο το οικονομικό και πολιτικό τους όφελος και όχι αυτό της κοινωνίας.</p>
<p><em><strong>Η τηλεόραση ως μηχανή κατασκευής συναίνεσης</strong></em></p>
<p><strong>Η ελληνική τηλεόραση αποτελεί </strong>χαρακτηριστική περίπτωση μιας τέτοιας διαστροφής της δημόσιας σφαίρας.</p>
<p><strong>Όπως είναι πλέον γνωστό και διαπιστωμένο</strong> επιστημονικά (βλέπε βιβλιογραφία στο τέλος του κειμένου), η ελληνική ιδιωτική τηλεόραση αποτέλεσε τα τελευταία είκοσι χρόνια όχημα ενδυνάμωσης και περίπλεξης των δεσμών αλληλεξάρτησης μεταξύ της οικονομικής και της πολιτικής ελίτ του τόπου.</p>
<p><strong>Η χρήση της τηλεόρασης ως μέσο πίεσης</strong> προς το πολιτικό προσωπικό επέτρεψε στους ιδιοκτήτες της <a href="http://smyrnaios.net/archives/118" target="_blank">να συγκεντρώσουν πλούτο και επιρροή.</a></p>
<p><strong>Ως αντάλλαγμα για την προβολή </strong>και την ευνοϊκή μεταχείριση που εξασφάλισαν, οι πολιτικοί των κομμάτων εξουσίας εκχώρησαν στους ιδιοκτήτες τηλεοπτικών σταθμών προνόμια, δημόσια έργα, προμήθειες, &#8220;ειδικές&#8221; ρυθμίσεις κλπ.</p>
<p><strong>Παράλληλα, η τηλεόραση κατά πρώτο λόγο</strong>, αλλά και ο τύπος και δη ο περιοδικός (<a href="http://themediaproject.gr/mediadetails.php?id=13490" target="_blank">βλέπε περίπτωση Κωστόπουλου</a>), κατασκεύασαν συναίνεση γύρω από το μύθο της &#8220;ισχυρής Ελλάδας&#8221; της υπερκατανάλωσης.</p>
<p><strong>Αυτός ο μύθος από τη μία εξυπηρετούσε</strong> τους κύριους χρηματοδότες των ΜΜΕ &#8211; δηλαδή τους διαφημιστές και τους διαφημιζόμενους &#8211; εξάπτοντας την καταναλωτική μανία των Ελλήνων και από την άλλη ενδυνάμωνε την πολιτική καθεστηκυία τάξη.</p>
<p><em><strong>Νέα κατάσταση, νέα καθήκοντα για τα κυρίαρχα ΜΜΕ</strong></em></p>
<p><strong>Σήμερα, μετά τον κατακλυσμό της κρίσης</strong>, οι εκπρόσωποι των κυρίαρχων ΜΜΕ τάσσονται αναφανδόν υπέρ των μέτρων της Τρόικας και την κυβέρνησης. Στην προσπάθεια τους να διασωθούν, υιοθετούν τη ρήση &#8220;νέα κατάσταση, νέα καθήκοντα&#8221;.</p>
<p><strong>Η κατασκευασμένη συναίνεση </strong>δεν περιέχει πια &#8220;ισχυρή Ελλάδα&#8221; αλλά έναν εκβιασμό που συνοψίζεται στο εξής δίλημμα: <em>η ελληνική κοινωνία πρέπει να δώσει τη συγκατάθεση του σε όλες τις απαιτήσεις των δανειστών, αλλιώς θα υποστεί το σοκ της χρεοκοπίας και της γενικευμένης εξαθλίωσης</em>.</p>
<p><strong>Οι μέθοδοι της προπαγάνδας</strong> είναι γνωστές και έχουν χρησιμοποιηθεί και στο παρελθόν.</p>
<p><strong>Κάθε βράδυ εδώ και δυο χρόνια</strong> οι τηλεθεατές βομβαρδίζονται με έναν ορυμαγδό πληροφοριών υπό μορφή ακαταλαβίστικης <a href="https://en.wikipedia.org/wiki/Newspeak" target="_blank">νόβλανγκ</a> (CDS, Euribor, ομόλογα, κούρεμα, spreads, Fitch, Moody&#8217;s, hedge funds, PSI, FSI κλπ.).</p>
<p><strong>Οι αντιφατικές δηλώσεις από </strong>απόκρυφους οικονομικούς αναλυτές, υπαλλήλους των Βρυξελλών και λοιπούς Ευρωπαίους πολιτικάντηδες διαδέχονται η μία την άλλη.</p>
<p><strong>Το μέλλον της χώρας κρέμεται </strong>κάθε τόσο από τα χείλη του Σόιμπλε, του Μπαρόζο, της Λαγκάρντ και του κάθε τυχάραπαστου Τροϊκανού.</p>
<p><strong>Αυτός ο πληθωρισμός της πληροφόρησης</strong> παρουσιάζεται χωρίς σύνδεση, εξήγηση ή εμβάθυνση με σκοπό να προκαλέσει σύγχυση, ψυχολογική πίεση και τελικά παραίτηση από κάθε προσπάθεια του κοινού να κατανοήσει το τι ακριβώς συμβαίνει.</p>
<p><em><strong>Η στρατηγική του φόβου</strong></em></p>
<p><strong>Παράλληλα, σαν σενάριο χολυγουντιανής ταινίας</strong> δράσης, οι εξελίξεις διαδέχονται η μία την άλλη με καταιγιστικό ρυθμό. Η αγωνία κορυφώνεται πριν από τα Eurogroup της “τελευταίας ευκαιρίας”.</p>
<p><strong>Μετά από κάθε έγκριση νέου “σχεδίου διάσωσης” </strong>επέρχεται προσωρινή ανακούφιση, που όμως συνοδεύεται πάντα από επίπονα μέτρα κι άλλα Eurogroup και άλλα σχέδια διάσωσης&#8230;Κι έτσι η πολυπόθητη κάθαρση για τον κεντρικό ήρωα, δηλαδή τον Έλληνα πολίτη, παραμένει μετέωρη.</p>
<p><strong>Η αποτελεσματικότητα της στρατηγικής του φόβου</strong> φαίνεται <a href="http://www.tovima.gr/media/article/?aid=443041" target="_blank">από την αύξηση της τηλεθέασης των ενημερωτικών εκπομπών και των δελτίων ειδήσεων.</a></p>
<p><strong>Έχοντας απορριφθεί από <a href="http://smyrnaios.net/archives/94" target="_blank">μεγάλο</a></strong><a href="http://smyrnaios.net/archives/94" target="_blank"> κομμάτι της νεολαίας </a>και των πολιτών με υψηλή μόρφωση, τα προγράμματα αυτά έχουν τεράστια διείσδυση στα κοινωνικά στρώματα <a href="http://smyrnaios.net/archives/84" target="_blank">με το χαμηλότερο μορφωτικό επίπεδο και στους ηλικιωμένους. </a></p>
<p><strong>Με άλλα λόγια, ο πληθυσμός</strong> που εξαρτάται περισσότερο από την τηλεόραση για την ενημέρωση του είναι και ο περισσότερο ευάλωτος στην χειραγώγηση του μέσου.</p>
<p><em><strong>Η κάλυψη του κοινωνικού κινήματος</strong></em></p>
<p><strong>Την ίδια στιγμή το κοινωνικό κίνημα </strong>αντίστασης στα μέτρα <a href="http://smyrnaios.net/archives/150" target="_blank">είτε διαβάλλεται και λοιδορείται συστηματικά</a>, είτε εκθειάζεται πατερναλιστικά για να χειραγωγηθεί ευκολότερα (βλέπε κίνημα της πατάτας).</p>
<p><strong>Το σημείο καμπής σε ότι αφορά</strong> την κάλυψη του κοινωνικού κινήματος από την τηλεόραση ήταν ο Μάης του 2011.</p>
<p><strong>Μέχρι τότε, κάθε διαδήλωση</strong> ή άλλη μορφή αντίστασης είτε αποσιωπούνταν εντελώς από τα κανάλια, είτε παρουσιαζόταν ως αρχαϊκή και λαϊκιστική ανωμαλία, είτε καταδικάζονταν ως δημιούργημα των &#8220;κουκουλοφόρων&#8221;.</p>
<p><strong>Όμως η δύναμη του κινήματος των Αγανακτισμένων</strong> αλλά και η<a href="http://networkedblogs.com/iz7V8" target="_blank"> αυξανόμενη κριτική όλο και μεγαλύτερης μερίδας του κοινού προς τα ΜΜΕ</a>, ανάγκασε τους ταγούς της καθεστωτικής δημοσιογραφίας να αλλάξουν γραμμή.</p>
<p><strong>Πλέον, οι τηλέαστέρες δηλώνουν την κατανόηση</strong> τους ως προς την αγανάκτηση του κοινωνικού σώματος. Διαπιστώνουν επίσης τον άδικο και επιζήμιο χαρακτήρα των μέτρων που επιβάλλονται. <img class="aligncenter" title="mega" src="http://4.bp.blogspot.com/-Mut_CtMh7wc/TWo4uQ2eudI/AAAAAAAAZQI/fW29KSKDdto/s400/mega1.jpg" alt="" width="400" height="320" /></p>
<p><strong>Αφού λοιπόν εκφράσουν την “αλληλεγγύη” </strong>τους στα “νοικοκυριά και τους συνταξιούχους οι οποίοι “πλήττονται βάναυσα”, καταλήγουν στην υποστήριξη των μέτρων της Τρόικας και της κυβέρνησης αφού <a href="https://en.wikipedia.org/wiki/There_is_no_alternative" target="_blank">&#8220;δεν υπάρχει εναλλακτική λύση&#8221; </a>!</p>
<p><em><strong>Η δημοσιογραφική ελίτ στην υπηρεσία των ισχυρών</strong></em></p>
<p><strong>Μάλιστα η ταύτιση των κυρίαρχων ΜΜΕ</strong> με τις επιταγές των δανειστών είναι τέτοια που ένα πιο επιφανή μέλη της δημοσιογραφικής ελίτ, ο Παντελής Καψής, είναι πλέον κυβερνητικός εκπρόσωπος.<br />
<strong>Σε ένα ιδεατό στιγμιότυπο τη</strong>ς ελληνικής τηλεόρασης ο Παντελής Καψής θα δεχόταν τις επίμονες ερωτήσεις του αδελφού του Μανώλη στα τηλεοπτικά παράθυρα σχετικά με την κυβερνητική πολιτική.</p>
<p><strong>Από την πλευρά τους οι αυστηροί σχολιαστές</strong> του Σκάι και του Αντέννα ζητούν την άμεση πάταξη και του τελευταίου φοροφυγά. Αποφεύγουν όμως να εξηγήσουν γιατί οι ιδιοκτήτες των εκδοτικών συγκροτημάτων στα οποία εργάζονται, με την ιδιότητα του εφοπλιστή, επωφελούνται από <a href="http://www.iospress.gr/ios2010/ios20100530.htm" target="_blank">56 κατοχυρωμένες φοροαπαλλαγές</a>.</p>
<p><strong>Οι εισαγγελείς του Μεγάλου καναλιού</strong> καταδικάζουν την σπατάλη κρατικού χρήματος. Δεν λένε όμως ότι οι μισθοί τους πληρώνονται <a href="https://unfollowapantiseis.wordpress.com/2012/02/29/%CE%B7-%CF%80%CE%B1%CE%BD%CF%84%CE%BF%CE%B4%CF%85%CE%BD%CE%B1%CE%BC%CE%AF%CE%B1-%CE%BA%CE%B1%CE%B9-%CE%B7-%CF%80%CE%B1%CF%81%CE%B1%CE%BA%CE%BC%CE%AE-%CF%84%CE%BF%CF%85-%CE%B4%CE%BF%CE%BB-%CE%BC/" target="_blank">χάρη στα κέρδη των αφεντικών τους από δημόσια έργα και προμήθειες.</a></p>
<p><strong>Βέβαια όλοι οι τηλεαστέρες</strong> δεν βρίσκονται στο πλευρό της Τρόικας. Πολλοί από αυτούς εξελίσσονται σε “όψιμους αντιστασιακούς” υιοθετώντας ένα λαϊκιστικό και ψευδοπατριωτικό λόγο αντίστασης στους &#8220;ξένους κατακτητές&#8221;. Χαρακτηριστικό παράδειγμα ο Γιώργος Τράγκας.</p>
<p><strong>Από τη μία <a href="http://www.lifo.gr/team/bitsandpieces/29097" target="_blank">κηρύσσει ανένδοτο πόλεμο</a></strong><a href="http://www.lifo.gr/team/bitsandpieces/29097" target="_blank"> ενάντια στη Μέρκελ</a> και σε όλους αυτούς που ποδοπάτησαν την εθνική του υπόσταση. Από την άλλη αποσιωπεί ότι για χρόνια <a href="http://www.parapolitiki.com/2009/06/blog-post_7041.html" target="_blank">εισέπραττε εκατομμύρια ευρώ κρατικής διαφήμισης από την κυβέρνηση ΝΔ ως ανταμοιβή για την υποστήριξη του.</a></p>
<p><em><strong>Η κρίση ευκαιρία για μια άλλη δημοσιογραφία;</strong></em></p>
<p><strong>Οι αντιδράσεις των μεγαλοδημοσιογράφων</strong> και των εκδοτών γίνονται ακόμη πιο σπασμωδικές από τη στιγμή που νιώθουν ν<a href="http://www.thepressproject.gr/mediadetails.php?id=2484" target="_blank">α χάνουν τον έλεγχο που ασκούσαν και στη μάζα των απλών δημοσιογράφων</a> με πιέσεις, εκβιασμούς αλλά και υλικά ανταλλάγματα.</p>
<p><strong>Εν μέσω απολύσεων, μειώσεων μισθών</strong> (όταν και όπου αυτοί δίνονται) και κλεισίματος επιχειρήσεων, εκατοντάδες εργαζόμενοι στα ΜΜΕ ριζοσπαστικοποιούνται και αυτονομούνται. Χαρακτηριστικά παραδείγματα αυτά του Άλτερ και της Ελευθεροτυπίας.</p>
<p><strong>Όλοι αυτοί και άλλοι πολλοί </strong>έρχονται να ενισχύσουν εναλλακτικές μορφές ενημέρωσης: ιστολόγια, κοινωνικά δίκτυα, ανεξάρτητοι ενημερωτικοί ιστότοποι, διαδικτυακά ραδιόφωνα, νεόκοπα περιοδικά, απεργιακά φύλλα εφημερίδων&#8230;</p>
<p><strong>Μέσα στον καταιγισμό της κρίσης </strong>οι ανεξάρτητες πηγές ενημέρωσες που συνδυάζουν την δημοσιογραφία των πολιτών με αυτή των επαγγελματιών πολλαπλασιάζονται.</p>
<p><strong>Μια νέα δημόσια σφαίρα αναδύεται σταδιακά.</strong> Με δυσκολίες, προβλήματα, αδυναμίες αλλά με όρεξη δημιουργικότητα και ταλέντο εκατοντάδες ενεργοί πολίτες προσπαθούν να κατασκευάσουν μια νέα συναίνεση.</p>
<p><strong>Μια συναίνεση από τα κάτω στην υπηρεσία του δημόσιου συμφέροντος και της αλήθειας.</strong></p>
<p><strong>Βιβλιογραφία</strong></p>
<p>Chalkia Angélique, « <a href="http://www.cahiersdujournalisme.net/cdj/pdf/08/09_Chalkia.pdf" target="_blank">De la presse et de ses journalistes en Grèce contemporaine</a> », <em>Les Cahiers du journalisme</em>, No 8, décembre 2000.</p>
<p>Anagnostou Dia, Psychogiopoulou Evangelia et Kandyla Anna, <a href="http://www.mediadem.eliamep.gr/wp-content/uploads/2012/01/Greece.pdf" target="_blank"><em>Does media policy promote media freedom and independence? The case of Greece</em></a>, Hellenic Foundation for European and Foreign Policy (ELIAMEP).</p>
<p>Reporters Sans frontières, &#8220;<a href="http://fr.rsf.org/IMG/pdf/rsf_la_grece_2011_bd2.pdf" target="_blank"></a><a href="http://en.rsf.org/IMG/pdf/greece_2011_grc.pdf" target="_blank">Ελλάδα: H κρίση, μία ευκαıρία γıα τον τύπο;</a>&#8220;, Σεπτέμβριος 2011.</p>
<p>Smyrnaios Nikos, « <a href="http://w3.u-grenoble3.fr/les_enjeux/2005/Smyrnaios/smyrnaios.pdf" target="_blank">Quelle règlementation pour les médias en Europe ? Le cas de la loi d’application dite de « l’actionnaire principal » en Grèce</a> », <em>Les Enjeux de l’information et de la communication</em>, 21 septembre 2005.</p>
<p>Vovou Ioanna, « <a href="http://www.cairn.info/revue-le-temps-des-medias-2006-1-page-259.htm" target="_blank">Histoire politique de la télévision en Grèce</a> », <em>Le Temps des médias</em>, 2006/1, n° 6.</p>
<p>Λέανδρος Νίκος, <em>Πολιτική οικονομία των ΜΜΕ. Η αναδιάρθρωση της βιομηχανίας των μέσων στην εποχή της πληροφοριακής επανάστασης</em>, Καστανιώτης, Αθήνα, 2000.</p>
<p>Σμυρναίος         Νικος, 2010, « <a rel="external" href="http://nikos.smyrnaios.free.fr/ch_2010_Monde_TV_Smyrnaios_TV.pdf" target="_blank">Οικονομική συγκέντρωση και θεσμικό            πλαίσιο στην ελληνική ιδιωτική τηλεόραση</a> » στο            Βώβου Ιωάννα (διεύθυνση), <em>Ο κόσμος της            τηλεόρασης : θεωρία, ανάλυση προγραμμάτων και ελληνική            πραγματικότητα,</em> Εκδόσεις Ηρόδοτος,            Αθήνα, σελ. 141-174.</p>
<h3>Ντοκιμαντέρ εμπνευσμένο από το βιβλίο των Herman &amp; Chomsky</h3>
<p><iframe width="400" height="315" src="http://www.youtube.com/embed/PQhEBCWMe44" frameborder="0" allowfullscreen></iframe></p>
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		<title>Grèce: la fabrication du consentement par les médias</title>
		<link>http://smyrnaios.net/archives/797</link>
		<comments>http://smyrnaios.net/archives/797#comments</comments>
		<pubDate>Sat, 25 Feb 2012 23:45:28 +0000</pubDate>
		<dc:creator>Νiκος</dc:creator>
				<category><![CDATA[δημοσιογραφία]]></category>
		<category><![CDATA[πολιτική]]></category>
		<category><![CDATA[consentement]]></category>
		<category><![CDATA[crise]]></category>
		<category><![CDATA[français]]></category>
		<category><![CDATA[Grèce]]></category>
		<category><![CDATA[journalisme]]></category>
		<category><![CDATA[médias]]></category>
		<category><![CDATA[propagande]]></category>
		<category><![CDATA[Ελλάδα]]></category>
		<category><![CDATA[κρίση]]></category>

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		<description><![CDATA[Vu de l’extérieur, trois constats s’imposent quant au problème grec. Le premier est que l’accord sur un nouveau prêt de 130 milliards ainsi que sur l’effacement d’une partie de créances (PSI) ne rend pas la dette du pays viable à moyen terme.
Le deuxième est que le « remède » imposé par la Troïka (FMI, BCE, [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.flickr.com/photos/daikrieg/5489655696/sizes/z/in/photostream/"><img class="aligncenter" title="propaganda" src="http://farm6.staticflickr.com/5172/5489655696_589fb1c37f_z.jpg" alt="" width="640" height="480" /></a><strong>Vu de l’extérieur, trois constats s’imposent</strong> quant au problème grec. Le premier est que l’accord sur un nouveau prêt de 130 milliards ainsi que sur l’effacement d’une partie de créances (PSI) <a href="http://www.lepoint.fr/economie/grece-la-chute-inexorable-24-02-2012-1434833_28.php" target="_blank">ne rend pas la dette du pays viable à moyen terme</a>.</p>
<p><strong>Le deuxième est que le « remède »</strong> imposé par la Troïka (FMI, BCE, UE), sous forme de coupes drastiques dans les dépenses publiques et de dérégulation du marché de travail, <a href="http://www.guardian.co.uk/commentisfree/2012/feb/21/eurozone-greece-deal-debt-editorial" target="_blank">est en train de détruire l’économie et la société grecque dans son ensemble</a>.</p>
<p><strong>Le troisième constat </strong>est que le gouvernement actuel ne dispose <a href="http://www.nation.lk/edition/feature-viewpoint/item/3167-lessons-not-learnt-and-the-greek-bailout.html" target="_blank">ni de souveraineté réelle ni de légitimation démocratique</a>.</p>
<p><strong>Mais qu’en est-il du regard des médias grecs sur cette crise ?</strong> Comment rendent-ils compte de cette situation inédite en Europe ? De quelle façon les citoyens de ce pays sont-ils informés sur ces événements dramatiques qui les concernent en premier chef ?</p>
<p><em><strong>Le déluge informationnel</strong></em></p>
<p><strong>En réalité, depuis maintenant deux ans</strong>, les Grecs subissent un déluge de nouvelles anxiogènes sans précèdent. Le choc psychologique pour la population est d’autant plus dur à supporter que, avant 2009, rien ne présageait de ce qui allait arriver.</p>
<p><strong>Si des observateurs isolés ont alerté</strong> sur l’état des finances publiques, l’affaiblissement de la base productive de l’économie ou la corruption endémique, aucun homme politique ou journaliste de premier plan n’avait prévenu de leurs conséquences potentielles. Aucun des médias les plus influents n’avait sérieusement et systématiquement enquêté sur ces questions.</p>
<p><strong>Depuis maintenant deux ans la situation</strong> s’est complètement inversée. Désormais la « crise » est le sujet dominant pour ne pas dire unique du débat public. Il y a une inflation d’articles, d’émissions, d’analyses plus ou moins bien informées et de débats sur cette question. Or, les médias dominants, largement bénéficiaires des années fastes, sont aujourd’hui avec les traditionnels « partis de gouvernement » les principaux défenseurs de la politique actuelle.</p>
<p><em><strong>Les médias dominants au service de la Troïka</strong></em></p>
<p><strong>Dans un pays caractérisé par une surconsommation </strong>de télévision (5h par jour en moyenne par téléspectateur en 2011, contre 3h et demie en France), les chaines les plus regardées soutiennent sans faille les paquets d’austérité successifs. Le journal télévisé de la <a href="http://www.megatv.com/default.asp" target="_blank">chaîne Mega</a>, avec une part de marché de 30%, est l’un des piliers du « gouvernement d’unité nationale » chargé de mettre en œuvre la politique de la Troïka. Mega appartient aux deux principaux groupes de presse du pays, DOL et Pegasus.</p>
<p><strong>Connu pour sa proximité avec le pouvoir</strong> politique, DOL édite notamment le quotidien <a href="http://www.tanea.gr/" target="_blank">Ta Nea</a>. En novembre 2011, pratiquant un mélange de genres éloquent,<a href="http://www.presseurop.eu/fr/content/author/543921-pantelis-kapsis" target="_blank"> Pantelis Kapsis</a> directeur du quotidien a quitté son poste pour devenir porte-parole du gouvernement dirigé par l’ancien banquier Loukas Papadémos. Son frère Manolis Kapsis, officie tous les soirs au journal télévisé de Mega Channel où, en tant que commentateur politique, il soutient ce même gouvernement.</p>
<p><strong>Cet été, le groupe DOL </strong>a été parmi les premiers en Grèce à mettre en œuvre l’une des principales mesures imposées par la Troïka, à savoir la suppression des conventions collectives par branche au profit des conventions d’entreprise. Il a ainsi réussi à imposer une baisse de salaire de 22% à ses employés, y compris les journalistes.</p>
<p><strong>Pegasus de son côté</strong>, éditeur des quotidiens <a href="http://www.ethnos.gr/default.asp" target="_blank">Ethnos</a> et <a href="http://www.protothema.gr/" target="_blank">Proto Thema</a>, appartient à la famille Bobolas, dont l’activité principale est le BTP. Avec la complicité des gouvernements successifs, ce groupe est le principal bénéficiaire des contrats publics de construction ces vingt dernières années.</p>
<p><strong>L’autre chaîne de télévision</strong> influente qui soutient mordicus le gouvernement et la Troïka est <a href="http://www.skai.gr/player/tv/" target="_blank">Skai TV</a>, qui appartient à la famille Alafouzos propriétaire également du quotidien <a href="http://www.kathimerini.gr/" target="_blank">Kathimerini </a>et de la station radio la plus écoutée dans la capitale grecque. Ce groupe puissant cultive un profil sérieux et désigne le « populisme de gauche » comme son principal adversaire.</p>
<p><strong>Les éditorialistes vedettes du groupe</strong>, Babis Papadimitriou et <a href="https://twitter.com/#!/Mandravelis" target="_blank">Paschos Mandravelis</a>, comptent parmi les critiques les plus virulents du mouvement social de résistance, composé selon eux par des « fonctionnaires planqués » et des fraudeurs au fisc. Pourtant, la famille Alafouzos qui les emploie <a href="http://www.tradewindsnews.com/shipsales/558169/alafouzos-confirms-samsung-brace" target="_blank">fait partie de ces armateurs</a> qui ne payent pas d’impôts sur leurs profits, tout comme celle de <a href="http://investing.businessweek.com/research/stocks/people/person.asp?personId=397715&amp;ticker=EUROS:GA&amp;previousCapId=12204132&amp;previousTitle=Athenian%20Sea%20Carriers%2C%20Ltd." target="_blank">Minos Kyriakou</a>, propriétaire de la troisième chaine du pays, <a href="http://www.antenna.gr/" target="_blank">Ant1</a>, et soutien du gouvernement.</p>
<p><em><strong> </strong></em></p>
<p><em><strong>Absence d’alternative et stratégie de la peur</strong></em></p>
<p><strong>Cette interdépendance </strong>entre élites politiques, économiques et médiatiques du pays, en grande partie responsables de la situation actuelle, explique leur unanimité bienveillante envers les injonctions de l’Union européenne et du Fond monétaire international. Ayant largement bénéficié des dérives du passé, les hommes d’affaires à la tête des principaux médias tentent aujourd’hui de préserver leurs privilèges en s’érigeant en piliers du nouveau <em>status quo</em>.</p>
<p><strong>Dans une version contemporaine</strong> du «<a href="http://fr.wikipedia.org/wiki/There_is_no_alternative" target="_blank"> TINA</a>» de Margaret Thatcher, les journalistes vedettes des grandes chaines et les éditorialistes qui s’alignent sur les intérêts de leurs patrons expliquent au public qu’il n y a pas d’autre solution que la politique de destruction des acquis sociaux menée actuellement dans le pays.</p>
<p><strong>Pour convaincre</strong>, face à la montée de la colère sociale, la couverture médiatique de la crise exacerbe son caractère anxiogène. Les images de la situation dramatique dans laquelle se trouve une partie grandissante de la population sont enrobées par un discours empathique et, dans le même temps, culpabilisant. La menace de la faillite est brandie quotidiennement mobilisant dans l’inconscient collectif les images des rayons de supermarché vides et des stations de service pillées, en provenance de l’Argentine de 2001 ou de la Russie des années 90.</p>
<p><strong>La moindre déclaration menaçante</strong> d’un fonctionnaire de Bruxelles, d’un sous-ministre faisant partie du club des AAA ou d’un gérant d’un hedge-fund obscur est reprise et martelée pour accentuer ce climat phobique. Les sommets européens successifs sont présentés à chaque fois comme ceux de la « dernière chance » et les accords qui en découlent comme autant des « bouées de sauvetage » <em>in extremis</em>.</p>
<p><strong>Des chiffres et des noms</strong> d’institutions et d’experts sont rabâchés à longueur de journée par les postes de télévision sans la moindre mise en contexte, sans la moindre explication de fond. Une novlangue financière faite de CDS, de taux euribor, de spreads et d&#8217;indices boursiers s’abat sur le public. L’effet de confusion et la frustration qui en découle est d’autant plus forte que le clivage des usages médiatiques au sein de la population est grand.</p>
<p><strong>Rejetés par une grande partie</strong> des jeunes et par les franges les plus éduquées de la population, les journaux télévisés sont fortement suivis par les plus pauvres, les moins bien éduqués et les plus âgés. Autrement dit, ceux qui s’informent essentiellement par ce média sont aussi les plus vulnérables aux manipulations dont il fait l’objet.</p>
<p><strong>Dans cet effort d’imposer </strong>leur vision de la « réalité objective », les médias dominants mentent par omission. Ainsi, c’est à<a href="https://twitter.com/#!/YBoyio" target="_blank"> Yannis Bogiopoulos</a>, journaliste gréviste du quotidien Eleftherotypia, que nous devons une trouvaille ahurissante.</p>
<p><strong>Ce journaliste sans journal </strong><a href="http://www.thepressproject.gr/theme.php?id=12354" target="_blank">a signalé sur Twitter</a> que de nombreuses sommes (en milliards d’euros) mentionnés dans le texte soumis au Parlement le 13 février dernier en échange du dernier « plan de  sauvetage » étaient laissés blancs afin d’être complétés <em>a posteriori</em>. Les députés Grecs ont ainsi approuvé l&#8217;accord sans les chiffres !</p>
<p><strong> </strong></p>
<p><strong>C’est aussi un portail d’information</strong> alternative basé à Thessalonique, <a href="http://www.alterthess.gr/" target="_blank">Alterthess</a>, qui a repéré une petite mesure incluse dans un projet de loi récent : la suppression de la procédure de flagrant délit pour les policiers ayant enfreint la loi pendant leur service, notamment lors des manifestations.</p>
<p><strong>Désormais de nombreux Grecs </strong>se tournent vers des sources d’information alternatives pour essayer de comprendre, mais aussi pour retrouver l’espoir. Le cas du journal des salariés d’Eleftherotypia est à ce titre édifiant. Seul grand quotidien à s’opposer au discours dominant, Eleftherotypia est  en quasi-faillite suite à des erreurs de management mais aussi à cause du refus des banques de lui accorder un prêt indispensable à sa survie.</p>
<p><strong>Ses journalistes et salariés en grève</strong> ont décidé de produire <a href="http://erganet.wordpress.com/" target="_blank">un journal de lutte</a> vendu en kiosque qui a rencontré un vif succès auprès du public.  Plus de 30 000 exemplaires ont été vendus, sur un tirage de 35 000, démontrant ainsi la soif des Grecs pour un journalisme au service de la population et pour une information aux prises avec leur réalité quotidienne. Néanmoins les mauvaises habitudes demeurent.</p>
<p><strong>Ainsi, au côté des nouveaux médias </strong>progressistes qui s’élèvent contre la politique actuelle se range désormais toute une faune de vedettes de télévision qui, sentant le vent tourner, s’accrochent à un discours populiste et pseudo-patriotique.</p>
<p><strong>Yorgos Tragas en est un exemple frappant. </strong>Dans la vidéo ci-dessous, en février 2012, il éclate en sanglot en direct sur la télévision, déplorant l’humiliation nationale que les puissances de l’Europe infligent aux Grecs.</p>
<p><strong>Il y a tout juste deux ans</strong>, sous le gouvernement de droite dont il était proche, ce même Tragas recevait 2,6 millions d’euros de publicité de la part de l’Etat et d’entreprises publiques pour son journal vendu en quelques centaines d’exemplaires quotidiens…<iframe width="'400" height="315" src="http://www.youtube.com/embed/xBJdcJXEGes" frameborder="0" allowfullscreen></iframe></p>
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		<title>Το διαδίκτυο ως πολιτικό διακύβευμα (updated)</title>
		<link>http://smyrnaios.net/archives/788</link>
		<comments>http://smyrnaios.net/archives/788#comments</comments>
		<pubDate>Sun, 29 Jan 2012 15:33:27 +0000</pubDate>
		<dc:creator>Νiκος</dc:creator>
				<category><![CDATA[διαδίκτυο]]></category>
		<category><![CDATA[πολιτική]]></category>
		<category><![CDATA[Anonymous]]></category>
		<category><![CDATA[Megaupload]]></category>
		<category><![CDATA[λογοκρισία]]></category>

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		<description><![CDATA[Το παρακάτω ποστ δημοσιεύθηκε πριν από σχεδόν τρία χρόνια. Το αναδημοσιεύω εδώ επικαιροποιημένο γιατί δυστυχώς τα γεγονότα επιβεβαίωσαν τη βασική του υπόθεση, ότι δηλαδή το διαδίκτυο αποτελεί πλέον ένα από τα βασικά πεδία στη μάχη που διεξάγεται μεταξύ των δυνάμεων της συντήρησης και της καθεστηκυίας τάξης από τη μία και της κοινωνίας των πολιτών από [...]]]></description>
			<content:encoded><![CDATA[<h5><em><a href="http://www.flickr.com/photos/pierre-selim/6777282431/sizes/z/in/photostream/"><img class="aligncenter" title="libre" src="http://farm8.staticflickr.com/7174/6777282431_688e4a7509_z.jpg" alt="" width="640" height="427" /></a>Το παρακάτω ποστ δημοσιεύθηκε πριν από σχεδόν τρία χρόνια. Το αναδημοσιεύω εδώ επικαιροποιημένο γιατί δυστυχώς τα γεγονότα επιβεβαίωσαν τη βασική του υπόθεση, ότι δηλαδή το διαδίκτυο αποτελεί πλέον ένα από τα βασικά πεδία στη μάχη που διεξάγεται μεταξύ των δυνάμεων της συντήρησης και της καθεστηκυίας τάξης από τη μία και της κοινωνίας των πολιτών από την άλλη.</em></h5>
<p><strong>Το διαδίκτυο δεν είναι απλά ένα νέο ΜΜΕ</strong>. Είναι ένα μετα-μέσο με την έννοια ότι αποτελεί την βάση και την υποδομή πάνω στην οποία αναπτύσσεται το σύνολο των ανθρώπινων δραστηριοτήτων μαζικής αλλά και διαπροσωπικής επικοινωνίας. Ταυτόχρονα αποτελεί πλέον το πεδίο μιας διαμάχης που το καθιστά ολοένα και περισσότερο υψηλής σημασίας πολιτικό διακύβευμα.</p>
<p><strong>Οι υποθέσεις είναι πολλές και δείχνουν </strong>ξεκάθαρα την γραμμή του μετώπου:</p>
<p>- <strong>το κλείσιμο του Megaupload </strong>κατ&#8217;εντολή του FBI, έστω κι αν <a href="http://smyrnaios.net/archives/632" target="_blank">ο συγκεκριμενος ιστότοπος ήταν προβληματικός από πολλές απόψεις.</a></p>
<p>- η<strong> προώθηση νομοθετικών ρυθμίσεων</strong> σε εθνικό και υπερεθνικό επίπεδο με στόχο  την καθιέρωση συστηματικών κυρώσεων για όσους διαμοιράζουν περιεχόμενο (Hadopi, <a href="http://www.stopacta.info/" target="_blank">ACTA</a>, <a href="http://dln.gr/2011/12/07/%CF%84%CE%B1-sopa-pipa-%CF%89%CF%82-%CE%B1%CF%80%CF%8C%CF%80%CE%B5%CE%B9%CF%81%CE%B1-%CE%B3%CE%B9%CE%B1-%CF%84%CE%B7%CE%BD-%CE%B5%CF%80%CE%B9%CE%B2%CE%BF%CE%BB%CE%AE-%CF%80%CE%B1%CE%B3%CE%BA%CF%8C/" target="_blank">PIPA, SOPA,</a> Digital Economy Bill,),</p>
<p>- το<strong> φιλτράρισμα του διαδικτύου </strong>όπως στην περίπτωση<a href="http://www.laquadrature.net/en/political-and-judicial-censorship-of-french-copwatch" target="_blank"> του ιστότοπου Copwatch στη Γαλλία</a> αλλά και <a href="http://www.bbc.co.uk/news/technology-16391727" target="_blank">στην Ισπανία</a>.</p>
<p>- η όλο και συχνότερη εντελώς αυθαίρετη πρακτική του <strong><a href="http://www.pcmag.com/article2/0,2817,2396927,00.asp" target="_blank">domain name seizure</a></strong>, από τις αμερικανικές Αρχές</p>
<p>- η<strong> </strong><a href="http://www.billboard.biz/bbbiz/industry/legal-and-management/copyright-extension-reversion-dominate-legal-1006026152.story" target="_blank"><strong>επιμήκυνση της διάρκειας του copyright</strong> στη μουσική</a> σε ΗΠΑ και Ευρώπη.</p>
<p>- οι προσπάθειες<strong> <a href="http://vrypan.net/weblog/2011/08/08/6377/" target="_blank">ελέγχου και λογοκρισίας της μπλογκοσφαίρας</a>.</strong></p>
<p>- οι συστηματικές <a href="http://www.bloglines.gr/articles/45409/Uper-tis-arsis-tis-anonumias-sto-Diadiktuo-tassetai-ksa#.TyVeeOb_H-k" target="_blank"><strong>επιθέσεις κατά της ανωνυμίας</strong> στο διαδίκτυο.</a></p>
<p>- η αυξανόμενη <strong>οικιοποίηση των προσωπικών μας δεδομένων </strong>από πολυεθνικές <a href="http://gizmodo.com/5878987/its-official-google-is-evil-now" target="_blank">όπως η Google.</a></p>
<p>- η δημιουργία<strong> <a href="http://www.huffingtonpost.com/2012/01/27/twitter-censorship-policy-global-outrage_n_1238188.html" target="_blank">μηχανισμών συστηματικής και αυτοματοποιημένης λογοκρισίας</a> </strong>από δημοφιλή κοινωνικά δίκτυα όπως το Twitter.</p>
<p><strong>Στη μάχη αυτή, το χάσμα που χωρίζει τους αντιπάλους </strong>είναι χάσμα γενεών αλλά και ταξικό ταυτόχρονα. Και βέβαια αυτό δεν είναι αντιφατικό από τη στιγμή που οι νέες γενιές στις δυτικές κοινωνίες προλεταριοποιούνται με γοργούς ρυθμούς.</p>
<p><strong>Αν παρατηρήσει κανείς ποιοι είναι </strong>οι υποστηρικτές του ελέγχου και της λογοκρισίας στο διαδίκτυο, ποιοι είναι αυτοί που υπερασπίζονται την απόλυτη και χωρίς εξαιρέσεις εφαρμογή του copyright σε όλες τις εκφάνσεις της ανθρώπινης έκφρασης, ποιοι επιβάλλουν την εμπορευματοποίηση της γνώσης, βρίσκει πάντα το ίδιο προφίλ.</p>
<p><strong>Πετυχημένοι πενηντάρηδες, που απολαμβάνουν</strong> αδρά τους καρπούς του παγκοσμιοποιημένου καπιταλισμού. Σοδιαλδημοκράτες της αγοράς και νεοφιλελεύθεροι ιδεολόγοι που στην πράξη στηρίζουν τα ολιγοπώλια. Ακροδεξιοί ηθικολόγοι πολιτικάντηδες. Πλουσιοπάροχα αμειβόμενες βεντέτες τις μαζικής κουλτούρας.</p>
<p><strong>Όλοι αυτοί ξέρουν καλά ποιο είναι το συμφέρον</strong> τους και πως να το υπερασπιστούν. Γνωρίζουν πως λειτουργούν τα γρανάζια του συστήματος αφού τα έχουν χτίσει οι ίδιοι.</p>
<p><strong>Δίπλα τους, δυστυχώς, βρίσκονται και ειλικρινείς </strong>αλλά κονόφθαλμοι δημιουργοί που  λανθασμένα ταυτίζουν τα συμφέροντα τους με αυτά της βιομηχανίας του  θεάματος.</p>
<p><strong>Από την άλλη, η αντίθεση είναι μαζική </strong>αλλά ανοργάνωτη: έφηβοι και εικοσάρηδες “γηγενείς” των νέων τεχνολογιών, ερασιτέχνες δημιουργοί, περιθωριακοί καλλιτέχνες, χάκερς και πειρατές, χρήστες ελεύθερου λογισμικού και συνειδητοποιημένοι geeks.</p>
<p><strong>Χαρακτηριστικό παράδειγμα οι Anonymous</strong> με την χαοτική, επιπόλαια, αντιφατική αλλά και τόσο χρήσιμη αντίσταση τους.</p>
<p><strong>Όλοι αυτοί, χωρίς ντροπή, ανταλλάσουν περιεχόμενο</strong> υπό copyright, σχολιάζουν και ασκούν κριτική στους πάντες χωρίς την παραμικρή αυτοσυγκράτηση στα fora, στηλιτεύουν και βρίζουν τους ταγούς των “πολιτικών και πολιτειακών αρχών” στα blogs, δεν βλέπουν τηλεόραση, ενημερώνονται ή/και παραπληροφορούνται μόνο από το διαδίκτυο, λαϊκίζουν, δεν πιστεύουν τους δημοσιογράφους, αδιαφορούν για την άποψη των καθώς πρέπει διανοούμενων, κράζουν και τρολάρουν τους επώνυμους στα κοινωνικά δίκτυα, καλλιεργούν θεωρίες συνωμοσίας, …</p>
<p><strong>Αυτή η κρίσιμη μάζα των Αγανακτισμένων του διαδικτύου </strong>αντιδρά ενστικτωδώς και σπασμωδικά στις προκλήσεις των καιρών. Δεν έχει συνείδηση ότι το διακύβευμα είναι πρωτίστως πολιτικό.</p>
<p><strong>Μέρος της θεοποιεί τους συλληφθέντες </strong>του Megaupload με τις μερσεντές ενώ ταυτόχρονα απελπίζεται γιατί δεν κατάφερε να εγκαταστήσει το τελευταίο γκάντζετ στο iphone ή γιατί δεν έχει αρκετούς “φίλους” στο Facebook.</p>
<p><strong>Το οξύμωρο είναι πασιφανές.</strong></p>
<p><strong>Στο πλαίσιο μια κοινωνικοοικονομικής διάρθρωσης</strong> όπου κυριαρχεί η εκμετάλλευση και η άνιση κατανομή των πόρων, η γνώση δεν μπορεί παρά να αποτελεί εμπόρευμα και <a href="http://oil21.org/" target="_blank">η πνευματική ιδιοκτησία το πετρέλαιο του 21ου αιώνα.</a></p>
<p><strong>Η ανατροπή του status quo στο διαδίκτυο</strong> και αλλού απαιτεί νέα συσχέτιση κοινωνικών δυνάμεων. Απαιτεί οργάνωση και πολιτική συνείδηση, όχι καταναλωτική. Απαιτεί πολίτες και όχι πελάτες.<iframe width="400" height="315" src="http://www.youtube.com/embed/HUEvRyemKSg" frameborder="0" allowfullscreen></iframe></p>
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