<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5400529555351993784</id><updated>2012-02-15T00:00:03.981-08:00</updated><category term='Ευρώπη'/><category term='Michel Calapodis'/><category term='Σωκράτης Σιδηρόπουλος'/><category term='Sarkozy petit fils grec'/><category term='Yorgos Oikonomou'/><category term='crise grecque ελληνική κρίση'/><category term='Hellénisme'/><category term='Διακήρυξη των Δικαιωμάτων'/><category term='Ακαδημία θεσμών και πολιτισμών'/><category term='Neoklis Sarris'/><category term='Georges Contogeorgis/Γιώργος Κοντογιώργης'/><category term='Μεγάλος Αλέξανδρος'/><category term='Musique'/><category term='Philhellénisme/Νέοφιλελληνισμός'/><category term='Solidarité Grèce'/><category term='mondialisation'/><category term='Stavros Xarhakos'/><category term='Art grec moderne'/><category term='Greek American News Agency'/><category term='Cornelius castoriadis'/><category term='Science politique'/><category term='Philhellénisme'/><category term='Theodorakis'/><category term='Polytechnique dictature'/><category term='hellénité'/><category term='crise mondiale'/><category term='Dimopolis - Δημόπολις'/><category term='humour grec/γκρικ χιουμορ'/><category term='Kostas Axelos'/><category term='europe'/><category term='mishellénisme/μισελληνισμός'/><category term='Hellénisme/Ελληνισμός'/><category term='Bretagne Grèce'/><category term='Poésie grecque'/><category term='Macédoine'/><category term='cinema/σινεμά'/><category term='Chypre'/><category term='Simone Le Baron'/><category term='Grèce et guerre Yougoslavie'/><category term='2010 fin monde'/><category term='humour grec'/><category term='Le Parisien.fr censure'/><category term='Théâtre'/><category term='Pontiques'/><title type='text'>Simone Le Baron</title><subtitle type='html'>L’Europe constituera-t-elle le véhicule d’un recul anthropocentrique de ses peuples à une situation de force dont elle a souffert  par le passé, ou profitera-t-elle de son rôle d’avant-garde historique pour accélérer son passage à la phase anthropocentrique suivante ? Georges Contogeorgis (De la nature de l'Europe politique)</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://simone-le-baron.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://simone-le-baron.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default?start-index=101&amp;max-results=100'/><author><name>Simone Le Baron</name><uri>http://www.blogger.com/profile/13222854467630538047</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_ohEWT0TntSI/TF41TA9J3hI/AAAAAAAABO0/jevyHdaqHYg/S220/IMG_2415.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>186</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5400529555351993784.post-2450429952997379883</id><published>2012-02-13T06:43:00.000-08:00</published><updated>2012-02-13T09:33:50.138-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Dimopolis - Δημόπολις'/><title type='text'>Η ΓΕΝΟΚΤΟΝΊΑ ΤΩΝ ΕΛΛΉΝΩΝ ΞΕΚΙΝΆΕΙ ΣΤΗ ΒΟΥΛΉ!</title><content type='html'>&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span lang="EL" style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;12 Φεβρουαρίου 2012: Ο Γιώργος Κόκκας, αδελφός μας, Έλληνας πολίτης, συναγωνιστής, συνάνθρωπος, δικηγόρος που προσπαθεί να καθιερώσει την εφαρμογή του "Δέοντος Δικαίου", σε αντιδιαστολή με το Θετικό Δίκαιο το οποίο δύναται να υποκρύπτει ιδιοτέλεια του νομοθέτη.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span lang="EL" style="font-size: 11pt;"&gt;Ένας Έλληνας φύλακας των προδοτών, αρπάζει από το λαιμό έναν πολίτη Έλληνα που θέλει να μεταβιβάσει τη φωνή της κοινωνίας των πολιτών μέχρι την ελληνική Βουλή των πολιτών, πρώτο μέρος που υποτίθεται "εκφράζεται η δημοκρατία". Αυτό το ελληνικό χέρι στο λαιμό ενός Έλληνα που ήθελε μόνος του να μιλήσει για 10 εκατομμύρια συμπολίτες θα μείνει στην ιστορία.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span lang="EL" style="font-size: 11pt;"&gt;Μία τέτοια χειρονομία είναι το προτελευταίο στάδιο πριν από το τελικό: Ο στραγγαλισμός που οδηγεί στο θάνατο. Τώρα δεν μπορούν να κρυφτούν, δεν τους φτάνει η κατάπνιξη των ελευθεριών θέλουν και να στραγγαλίσουν τους Έλληνες πολίτες .&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span lang="EL" style="font-size: 11pt;"&gt;Ο Nεοαλέξανδρος της Μακεδονίας ήταν μαζί του, δεν τον αφήσανε να μπει μέσα διότι κρατούσε στο χέρι την ελληνική σημαία. Συγκινητικό. Δεν έχω λόγια για να περιγράψω αυτό που νιώθω στα τρίσβαθα της ελληνικής ψυχής μας. Ένα παλικάρι 25 χρονών, το 2012, τη στιγμή που οι περισσότεροι νέοι ασχολούνται με το μικρό, ασήμαντο άτομο τους, μεθάνε στις ντισκοτέκ, αγοράζουν αμερικάνικες μάρκες, θέλησε να εκφράσει το πατριωτικό του αίσθημα, κρατώντας σφικτά επάνω&amp;nbsp; στην καρδία του, σαν γράμμα που θα του είχε γράψει η αγαπημένη του, το μοναδικό σύμβολο της χαμένης πατρίδας με την ελπίδα ότι η Ελλάς θα συνεχίσει να ζει, η Ελλάς, λίκνο της δημοκρατίας.&amp;nbsp; Μεγάλοι Έλληνες Μακεδόνες τον έχουν περιβάλλει με αυτή την αποστολή από την ηλικία 8 χρονών.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span lang="EL" style="font-size: 11pt;"&gt;Εδώ και δεκαετίες εκείνοι που ξεκίνησαν την παγκοσμιοποίηση - το πρώτο στάδιο, οι παγκόσμιοι πόλεμοι, στην ουσία μόνο ένα, ήταν το πρώτο στάδιο - δηλαδή οι Αμερικάνοι με τους συνεταίρους της οικονομίας της αγοράς και των τραπεζών, ορκίστηκαν να καταστρέψουν τον ευρωπαϊκό πολιτισμό, ανθρωποκεντρικό, το οποίο αποτελεί εμπόδιο μεγάλο για την εκτέλεση της μακάβριας επέμβασης τους.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span lang="EL" style="font-size: 11pt;"&gt;Αυτός ο πολιτισμός γεννήθηκε εδώ. Εμείς έχουμε το κλειδί της δημοκρατίας στα χέρια μας. Εμείς σκεπτόμαστε με τη γλώσσα της δημοκρατίας, της άμεσης και αληθινής δημοκρατίας. Εμείς έχουμε τους μεγάλους στοχαστές σαν τον Γιώργο Κοντογιώργη, τους μεγάλους νομικούς σαν τον Γιώργο Κόκκα, τα παλικάρια σαν τον Νεοαλέξανδρο.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span lang="EL" style="font-size: 11pt;"&gt;Πέρυσι ο ΓΙΏΡΓΟΣ ΚΟΝΤΟΓΙΏΡΓΗΣ έκανε αυτό κάλεσμα, διαβάστε το και πάλι, μελετήστε το και πάλι, είναι ακόμα πιο επίκαιρο σήμερα:&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;a href="http://contogeorgis.blogspot.com/2011/05/blog-post_29.html#more"&gt;&lt;span lang="EL" style="font-size: 11pt;"&gt;http://contogeorgis.blogspot.com/2011/05/blog-post_29.html#more&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span lang="EL" style="font-size: 11pt;"&gt;Από το 1995 ο ΓΙΏΡΓΟΣ ΚΌΚΚΑΣ δρα για την άμεση δημοκρατία με συμπολίτες Ευρωπαίους: &lt;/span&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;"Αν θέλετε, μπορούμε  να φωνάζουμε πλέον  και  ΜΑΖΙ !!&lt;br /&gt;&lt;br /&gt;Γιώργος Λ. Κόκκας&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Βήμα για Δημοκρατία Πολιτών&lt;/b&gt;&lt;br /&gt;Ιπποκράτους 42 – Τ.Κ. 10680 Αθήνα&lt;br /&gt;Τηλ.: 2103648300 - Fax: 2103610882&lt;br /&gt;geoko@otenet.gr&lt;br /&gt;&lt;span class="text_exposed_show"&gt; &lt;br /&gt;&lt;a href="http://www.dimopolis.gr/"&gt;www.dimopolis.gr&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span class="text_exposed_show"&gt;&lt;/span&gt;Ο ΝΕΟΑΛΕΞΑΝΔΡΟΣ ΤΗΣ ΜΑΚΕΔΟΝΙΑΣ&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;a href="http://simone-le-baron.blogspot.com/2012/02/12-02-2012.html#links"&gt;&lt;span class="text_exposed_show"&gt;http://simone-le-baron.blogspot.com/2012/02/12-02-2012.html#links&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span class="text_exposed_show"&gt; &lt;a href="http://simone-le-baron.blogspot.com/2012/01/blog-post.html#links"&gt;http://simone-le-baron.blogspot.com/2012/01/blog-post.html#links&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span class="text_exposed_show"&gt;Ήδη οι περίφημοι "Αμερικάνοι" είχαν διαπράττει την γενοκτονία των Ινδιάνων. Ποίος τολμάει να το πει;&amp;nbsp; Σήμερα στη κορυφή των πανεπιστημίων τους βρίσκονται Έλληνες&amp;nbsp; διδάκτορες. Οι Έλληνες είναι παντού όπου χρειάζεται διαφωτισμός και παιδεία. Άρα είναι επικίνδυνοι και πρέπει να φύγουν. Η γενοκτονία των σοφών και φωτισμένων Ελλήνων έχει ξεκινήσει. και ύστερα θα ακολουθήσει η&amp;nbsp; γενοκτονία της ανθρωπότητας. Επομένως ο νεοφιλεληνισμός με οδηγεί προς τον νεοφιλανθρωπισμό. &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span class="text_exposed_show"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;b&gt;&lt;span class="text_exposed_show"&gt;Τα όπλα μας: Η δικαιοσύνη, η αλήθεια. Σφίξτε και το δικό μου το λαιμό, δεν φοβάμαι. Φοβάμαι μόνο την αδικία και το ψέμα!&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;span class="text_exposed_show"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="text_exposed_show"&gt;Σιμόν Λε Μπαρόν, Αθήνα, 13 Φεβρουαρίου 2012&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-jZvCaY0i4pE/TzlJPX8Ss4I/AAAAAAAABoI/WiOVHmzLZ1o/s1600/426662_10150525090830448_708445447_9197088_663592344_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="268" src="http://4.bp.blogspot.com/-jZvCaY0i4pE/TzlJPX8Ss4I/AAAAAAAABoI/WiOVHmzLZ1o/s400/426662_10150525090830448_708445447_9197088_663592344_n.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="text_exposed_show"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; NO COMMENT&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5400529555351993784-2450429952997379883?l=simone-le-baron.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simone-le-baron.blogspot.com/feeds/2450429952997379883/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/blog-post_13.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/2450429952997379883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/2450429952997379883'/><link rel='alternate' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/blog-post_13.html' title='Η ΓΕΝΟΚΤΟΝΊΑ ΤΩΝ ΕΛΛΉΝΩΝ ΞΕΚΙΝΆΕΙ ΣΤΗ ΒΟΥΛΉ!'/><author><name>Simone Le Baron</name><uri>http://www.blogger.com/profile/13222854467630538047</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_ohEWT0TntSI/TF41TA9J3hI/AAAAAAAABO0/jevyHdaqHYg/S220/IMG_2415.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-jZvCaY0i4pE/TzlJPX8Ss4I/AAAAAAAABoI/WiOVHmzLZ1o/s72-c/426662_10150525090830448_708445447_9197088_663592344_n.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5400529555351993784.post-4824559127534491469</id><published>2012-02-12T03:24:00.000-08:00</published><updated>2012-02-12T03:24:06.275-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Philhellénisme/Νέοφιλελληνισμός'/><title type='text'>ΕΛΛΗΝΕΣ ΕΝΩΘΕΊΤΕ!!! ΟΧΙ ΣΤΗ ΝΕΑ ΔΑΝΕΙΑΚΗ ΣΥΜΒΑΣΗ.12-02-2012.</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="270" src="http://www.youtube.com/embed/bxL4viKjGv0?fs=1" width="480"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5400529555351993784-4824559127534491469?l=simone-le-baron.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simone-le-baron.blogspot.com/feeds/4824559127534491469/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/12-02-2012.html#comment-form' title='5 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/4824559127534491469'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/4824559127534491469'/><link rel='alternate' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/12-02-2012.html' title='ΕΛΛΗΝΕΣ ΕΝΩΘΕΊΤΕ!!! ΟΧΙ ΣΤΗ ΝΕΑ ΔΑΝΕΙΑΚΗ ΣΥΜΒΑΣΗ.12-02-2012.'/><author><name>Simone Le Baron</name><uri>http://www.blogger.com/profile/13222854467630538047</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_ohEWT0TntSI/TF41TA9J3hI/AAAAAAAABO0/jevyHdaqHYg/S220/IMG_2415.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/bxL4viKjGv0/default.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5400529555351993784.post-6019908880049450668</id><published>2012-02-10T05:46:00.000-08:00</published><updated>2012-02-10T05:46:42.281-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crise grecque ελληνική κρίση'/><title type='text'>ΣΥΝΑΔΕΡΦΟΙ ΑΣΤΥΝΟΜΙΚΟΙ, ΟΡΚΙΣΤΗΚΑΤΕ ΝΑ ΥΠΗΡΕΤΕΙΤΕ ΤΗΝ ΠΑΤΡΙΔΑ ΜΑΣ!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-K6adgz-t7PI/TMVMhMMAVoI/AAAAAAAABWY/TtV13tSup-g/s1600/grece2010-09-10T192840Z_884388640_GM1E69B09QE01_RTRMADP_3_GREECE-ECONOMY_0.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://1.bp.blogspot.com/-K6adgz-t7PI/TMVMhMMAVoI/AAAAAAAABWY/TtV13tSup-g/s320/grece2010-09-10T192840Z_884388640_GM1E69B09QE01_RTRMADP_3_GREECE-ECONOMY_0.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;FR&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;   &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;   &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;   &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;   &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;   &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;   &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;   &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;   &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;   &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;   &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;   &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tableau Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΣΥΝΑΔΕΡΦΟΙ ΑΣΤΥΝΟΜΙΚΟΙ,&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΤΟ ΚΑΘΕΣΤΩΣ ΠΟΥ ΛΥΜΑΙΝΕΤΑΙ ΤΗΝ ΕΛΛΑΔΑ ΣΗΜΕΡΑ&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΕΙΝΑΙ ΟΛΟΚΛΗΡΩΤΙΚΟ ! ΛΑΜΒΑΝΟΝΤΑΙ ΑΝΤΙΣΥΝΤΑΓΜΑΤΙΚΑ ΜΕΤΡΑ ΕΙΣ ΒΑΡΟΣ ΤΟΥ ΕΛΛΗΝΙΚΟΥ ΛΑΟΥ ΑΠΟ ΜΙΑ ΚΥΒΕΡΝΗΣΗ &lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΠΟΥ ΕΙΝΑΙ ΑΝΤΙΣΥΝΤΑΓΜΑΤΙΚΗ ΚΑΙ ΧΩΡΙΣ ΤΗΝ ΕΓΚΡΙΣΗ ΤΟΥ ΕΛΛΗΝΙΚΟΥ ΛΑΟΥ.&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΔΕΝ ΘΑ ΑΦΗΣΟΥΜΕ ΤΟΝ ΕΛΛΗΝΙΚΟ ΛΑΟ ΑΝΥΠΕΡΑΣΠΙΣΤΟ !&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΕΛΛΗΝΕΣ ΑΞΙΩΜΑΤΙΚΟΙ ΚΑΙ ΟΠΛΙΤΕΣ ΤΗΣ ΕΛΛΗΝΙΚΗΣ ΑΣΤΥΝΟΜΙΑΣ, ΟΡΚΙΣΤΗΚΑΤΕ ΝΑ ΥΠΗΡΕΤΕΙΤΕ ΤΗΝ ΠΑΤΡΙΔΑ ΜΑΣ ΚΑΙ ΤΗΝ ΔΙΑΦΥΛΑΞΗ ΤΟΥ ΣΥΝΤΑΓΜΑΤΟΣ.&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΑΥΤΟ ΠΑΡΑΒΙΑΖΕΤΑΙ ΚΑΘΗΜΕΡΙΝΑ ΚΑΙ ΑΠΟ ΤΗΝ ΣΗΜΕΡΙΝΗ ΚΥΒΕΡΝΗΣΗ ΠΑΡΑΔΙΔΟΝΤΑΣ ΤΗΝ ΕΘΝΙΚΗ ΚΥΡΙΑΡΧΙΑ ΣΕ ΞΕΝΟΥΣ,&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΠΟΥ ΕΠΙΧΕΙΡΟΥΝ ΣΗΜΕΡΑ ΝΑ ΚΑΤΑΚΤΗΣΟΥΝ ΤΗΝ ΕΛΛΑΔΑ ΜΑΣ ΟΧΙ ΜΕ ΠΥΡΟΒΟΛΑ ΟΠΛΑ, ΑΛΛΑ ΜΕ ΤΗΝ ΑΠΕΙΛΗ ΤΗΣ ΧΡΕΩΚΟΠΙΑΣ.&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΑΥΤΟ ΚΑΛΕΙΤΑΙ ΕΣΧΑΤΗ ΠΡΟΔΟΣΙΑ.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;ΘΑ ΤΟΥΣ ΑΦΗΣΕΤΕ ; ΘΑ ΤΟΥΣ ΑΦΗΣΟΥΜΕ ;&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΕΛΛΗΝΕΣ ΑΞΙΩΜΑΤΙΚΟΙ ΤΗΣ ΕΛΛΗΝΙΚΗΣ ΑΣΤΥΝΟΜΙΑΣ, ΜΗΝ ΔΙΑΤΑΞΕΤΕ&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;ΠΟΤΕ ΝΑ ΣΤΡΑΦΟΥΝ ΤΑ ΟΠΛΑ ΣΑΣ, ΤΑ ΔΑΚΡΥΓΟΝΑ ΣΑΣ ΚΑΙ ΟΙ ΡΑΒΔΟΙ ΣΑΣ ΕΝΑΝΤΙΟΝ ΤΩΝ ΕΛΛΗΝΩΝ, &lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΔΙΟΤΙ ΑΠΟ ΑΥΤΟΝ ΠΡΟΕΡΧΕΣΤΕ,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;ΔΙΟΤΙ ΕΙΣΤΕ ΓΕΝΝΗΜΑ ΚΑΙ ΘΡΕΜΜΑ ΤΟΥ ΕΛΛΗΝΙΚΟΥ ΛΑΟΥ ΚΑΙ ΑΠΟ ΤΟΥΣ ΦΟΡΟΥΣ ΤΩΝ ΕΛΛΗΝΩΝ ΑΜΟΙΒΕΣΤΕ.&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΕΛΛΗΝΕΣ, ΟΙ ΔΟΣΙΛΟΓΕΣ ΚΥΒΕΡΝΗΣΕΙΣ –&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΟΙ ΠΡΟΗΓΟΥΜΕΝΕΣ ΚΑΙ Η ΠΑΡΟΥΣΑ – ΕΚΑΝΑΝ ΦΑΝΕΡΟ ΤΟ ΣΚΟΠΟ ΤΟΥΣ. ΠΑΡΑΔΙΔΟΥΝ ΤΗΝ ΕΘΝΙΚΗ ΚΥΡΙΑΡΧΙΑ ΣΤΟΥΣ ΞΕΝΟΥΣ ΜΕ ΤΟ ΠΡΟΣΧΗΜΑ ΤΗΣ ΧΡΕΩΚΟΠΙΑΣ.&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΤΟ ΕΓΚΛΗΜΑ ΑΥΤΟ ΚΑΙ ΟΛΑ ΟΣΑ ΜΑΖΙ ΜΕ ΑΥΤΟ ΔΙΑΠΡΑΤΤΟΥΝ, ΔΕΝ ΘΑ ΠΑΡΑΓΡΑΦΟΥΝ ΠΟΤΕ.&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΜΕ ΤΑ ΠΡΟΔΟΤΙΚΑ ΜΝΗΜΟΝΙΑΚΑ ΜΕΤΡΑ ΠΑΡΑΔΙΔΕΤΑΙ ΟΛΟΚΛΗΡΗ&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Η ΕΛΛΗΝΙΚΗ ΓΗ, Ο ΕΛΛΗΝΙΚΟΣ ΠΛΟΥΤΟΣ,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΟΙ ΠΛΟΥΤΟΠΑΡΑΓΩΓΙΚΕΣ ΠΗΓΕΣ ΤΗΣ ΕΛΛΑΔΑΣ ΜΑΣ ΣΤΗΝ ΤΡΟΙΚΑ ΚΑΙ ΣΤΗΝ ΣΥΝΩΜΟΣΙΑ&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;ΤΗΣ ΠΑΓΚΟΣΜΙΟΠΟΙΗΣΗΣ ΜΕ ΤΗΝ ΔΙΚΗ ΜΑΣ ΑΠΡΑΞΙΑ.&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΑΣΤΥΝΟΜΙΚΟΙ ΚΑΙ ΣΤΡΑΤΙΩΤΙΚΟΙ, ΕΙΣΤΕ ΦΙΛΟΙ ΜΑΣ !&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΟΡΚΙΣΤΗΚΑΤΕ ΠΙΣΤΗ ΣΤΗΝ ΠΑΤΡΙΔΑ, ΥΠΑΚΟΗ ΣΤΟ ΣΥΝΤΑΓΜΑ ΚΑΙ ΣΤΟΥΣ ΝΟΜΟΥΣ ΠΟΥ ΣΥΜΦΩΝΟΥΝ ΜΕ ΑΥΤΟ !&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΔΕΝ ΟΡΚΙΣΤΗΚΑΤΕ ΠΙΣΤΗ ΣΤΗΝ ΣΗΜΕΡΙΝΗ ΑΝΘΕΛΛΗΝΙΚΗ ΚΥΒΕΡΝΗΣΗ !&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΜΗΝ ΥΠΑΚΟΥΣΕΤΕ ΣΤΗΝ ΚΑΤΟΧΙΚΗ ΑΝΤΙΣΥΝΤΑΓΜΑΤΙΚΗ ΚΥΒΕΡΝΗΣΗ !&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;Ο ΕΛΛΗΝΙΚΟΣ ΛΑΟΣ ΠΡΟΣΜΕΝΕΙ ΤΗΝ ΠΡΟΣΤΑΣΙΑ&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΑΠΟ ΤΙΣ ΕΝΟΠΛΕΣ ΔΥΝΑΜΕΙΣ ΚΑΙ ΤΗΝ ΕΛΛΗΝΙΚΗ ΑΣΤΥΝΟΜΙΑ.&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΑΥΤΗ ΕΙΝΑΙ Η ΑΠΟΣΤΟΛΗ ΣΑΣ.&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΜΗΝ ΕΠΙΤΡΕΨΕΤΕ ΠΟΤΕ&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;ΞΕΝΕΣ ΔΥΝΑΜΕΙΣ&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΝΑ ΧΤΥΠΗΣΟΥΝ ΕΛΛΗΝΕΣ ΠΟΛΙΤΕΣ.&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 14.0pt; mso-fareast-font-family: Calibri;"&gt;ΖΗΤΩ Η ΕΛΛΑΔΑ&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 14.0pt; margin-bottom: 10.0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5400529555351993784-6019908880049450668?l=simone-le-baron.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simone-le-baron.blogspot.com/feeds/6019908880049450668/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/blog-post.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/6019908880049450668'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/6019908880049450668'/><link rel='alternate' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/blog-post.html' title='ΣΥΝΑΔΕΡΦΟΙ ΑΣΤΥΝΟΜΙΚΟΙ, ΟΡΚΙΣΤΗΚΑΤΕ ΝΑ ΥΠΗΡΕΤΕΙΤΕ ΤΗΝ ΠΑΤΡΙΔΑ ΜΑΣ!'/><author><name>Simone Le Baron</name><uri>http://www.blogger.com/profile/13222854467630538047</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_ohEWT0TntSI/TF41TA9J3hI/AAAAAAAABO0/jevyHdaqHYg/S220/IMG_2415.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-K6adgz-t7PI/TMVMhMMAVoI/AAAAAAAABWY/TtV13tSup-g/s72-c/grece2010-09-10T192840Z_884388640_GM1E69B09QE01_RTRMADP_3_GREECE-ECONOMY_0.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5400529555351993784.post-59523578103419199</id><published>2012-02-10T05:15:00.000-08:00</published><updated>2012-02-10T05:18:46.708-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Georges Contogeorgis/Γιώργος Κοντογιώργης'/><title type='text'>Γ. Κοντογιώργης - Οικονομική κρίση και πολιτικό σύστημα - 22 Ιαν 12 | LoMak's Blog</title><content type='html'>&lt;a href="http://lomak.blogspot.com/2012/02/22-12.html"&gt;Γ. Κοντογιώργης - Οικονομική κρίση και πολιτικό σύστημα - 22 Ιαν 12 | LoMak's Blog&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5400529555351993784-59523578103419199?l=simone-le-baron.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simone-le-baron.blogspot.com/feeds/59523578103419199/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/22-12-lomaks-blog.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/59523578103419199'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/59523578103419199'/><link rel='alternate' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/22-12-lomaks-blog.html' title='Γ. Κοντογιώργης - Οικονομική κρίση και πολιτικό σύστημα - 22 Ιαν 12 | LoMak&apos;s Blog'/><author><name>Simone Le Baron</name><uri>http://www.blogger.com/profile/13222854467630538047</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_ohEWT0TntSI/TF41TA9J3hI/AAAAAAAABO0/jevyHdaqHYg/S220/IMG_2415.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5400529555351993784.post-3298189556852834749</id><published>2012-02-09T00:04:00.000-08:00</published><updated>2012-02-09T00:06:51.374-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crise mondiale'/><title type='text'>Islanda, quando il popolo sconfigge l'economia globale</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/shUiFXIxUs8?fs=1" width="459"&gt;&lt;/iframe&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&amp;nbsp; &lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;FR&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;   &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;   &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;   &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;   &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;   &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;   &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;   &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;   &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;   &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;   &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;   &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tableau Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;&lt;b&gt;&lt;u&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;"&gt;Αυτή είναι εν συντομία η ιστορία:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: 12pt;"&gt;&lt;b&gt;2008&lt;/b&gt;. Εθνικοποιείται η κύρια τράπεζα της χώρας. Καταρρέει το νόμισμα,σταματάει τη λειτουργία του το χρηματιστήριο. Η χώρα είναι σε πτώχευση. &lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="color: black; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: 12pt;"&gt; &lt;b&gt;2009&lt;/b&gt;. Οι διαμαρτυρίες του κόσμου μπρος στην Βουλή καταφέρνουν και κηρύσσονται πρόωρες εκλογές και προκαλούν την παραίτηση του πρωθυπουργού και όλης της κυβέρνησης. Συνεχίζει η άθλια κατάσταση της οικονομίας της χώρας. Μέσω ενός νόμου προτείνεται να πληρωθεί το χρέος στην Μ. Βρετανία και την Ολλανδία, με την πληρωμή 3.500 εκ. ευρώ, που θα πληρώσουν όλες οι ισλανδικές οικογένειες μηνιαία για 15 χρόνια με 5,5% επιτόκιο. &lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="color: black; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: 12pt;"&gt; &lt;b&gt;2010&lt;/b&gt;. Ο κόσμος βγαίνει στους δρόμους και ζητάει δημοψήφισμα για το νόμο. Τον Γενάρη του 2010 ο πρόεδρος αρνείται να θέσει τον νόμο σε ισχύ και ανακοινώνει ότι θα υπάρξει αίτημα για λαϊκή ετυμηγορία.Τον Μάρτιο γίνεται το δημοψήφισμα και &lt;u&gt;σαρώνει το ΟΧΙ&lt;/u&gt; στην πληρωμή με 93% των ψήφων. H κυβέρνηση αρχίζει δικαστική έρευνα για ευθύνες για την κρίση. Αρχίζουν οι συλλήψεις τραπεζιτών και υψηλόβαθμων στελεχών. Η Interpol εκδίδει διαταγή και όλοι οι εμπλεκόμενοι τραπεζίτες εγκαταλείπουν την χώρα. Στο πλαίσιο της κρίσης, εκλέγεται ένα σώμα από πολίτες για να συγγράψει το νέο Σύνταγμα. Εκλέγονται 25 πολίτες, χωρίς πολιτική εξάρτηση, από τους 522 που παρουσιάστηκαν ως υποψήφιοι. Η προϋπόθεση υποψηφιότητας ήταν να είναι ενήλικοι και να έχουν προταθεί από 30 άτομα. Το σώμα αρχίζει την εργασία του τον Φεβρουάριο του 2011 και θα παρουσιάσει μια carta magna λαμβάνοντας υπ' όψιν τις ομόφωνες συστάσεις διαφορετικών συνελεύσεων που θα πραγματοποιούνται σε όλη τη χώρα. Θα πρέπει να επικυρωθεί από την υπάρχουσα βουλή και από την επόμενη αναθεωρητική που θα προκύψει από τις επόμενες εκλογές. &lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="color: black; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: 12pt;"&gt; &lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="color: black; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: 12pt;"&gt; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Αυτή είναι η σύντομη ιστορία της Ισλανδικής επανάστασης : Παραίτηση ολόκληρης της κυβέρνησης, εθνικοποίηση της τράπεζας, δημοψήφισμα για τις κρίσιμες οικονομικές αποφάσεις, φυλάκιση των υπεύθυνων της κρίσης και ξαναγράψιμο του συντάγματος από τους πολίτες. &lt;/span&gt;&lt;br /&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;br style="mso-special-character: line-break;" /&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;br style="mso-special-character: line-break;" /&gt; &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5400529555351993784-3298189556852834749?l=simone-le-baron.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simone-le-baron.blogspot.com/feeds/3298189556852834749/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/islanda-quando-il-popolo-sconfigge.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/3298189556852834749'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/3298189556852834749'/><link rel='alternate' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/islanda-quando-il-popolo-sconfigge.html' title='Islanda, quando il popolo sconfigge l&apos;economia globale'/><author><name>Simone Le Baron</name><uri>http://www.blogger.com/profile/13222854467630538047</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_ohEWT0TntSI/TF41TA9J3hI/AAAAAAAABO0/jevyHdaqHYg/S220/IMG_2415.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/shUiFXIxUs8/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5400529555351993784.post-2045458186992086055</id><published>2012-02-07T10:47:00.000-08:00</published><updated>2012-02-07T11:02:16.232-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Stavros Xarhakos'/><title type='text'>STAVROS XARHAKOS - Να με θυμάσαι και να μ'αγαπάς (instrumental)</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/VegWicjL7Fo?fs=1" width="459"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;br /&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;Αν όταν ακούς το κρυστάλλινο ήχο αυτής της μελωδίας το δάκρυ που κυλά στα χείλη σου έχει τη γεύση του μέλι, σημαίνει ότι στην ελληνική ψυχή ανθίζουν ακόμα μυριάδες ελπίδων, ο χειμώνας θα περάσει, έρχεται η άνοιξη...&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5400529555351993784-2045458186992086055?l=simone-le-baron.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simone-le-baron.blogspot.com/feeds/2045458186992086055/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/stavros-xarhakos-na-me-thimase-kai-na-m.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/2045458186992086055'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/2045458186992086055'/><link rel='alternate' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/stavros-xarhakos-na-me-thimase-kai-na-m.html' title='STAVROS XARHAKOS - Να με θυμάσαι και να μ&apos;αγαπάς (instrumental)'/><author><name>Simone Le Baron</name><uri>http://www.blogger.com/profile/13222854467630538047</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_ohEWT0TntSI/TF41TA9J3hI/AAAAAAAABO0/jevyHdaqHYg/S220/IMG_2415.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/VegWicjL7Fo/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5400529555351993784.post-2588961008386962519</id><published>2012-02-04T22:10:00.000-08:00</published><updated>2012-02-04T22:10:03.632-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Hellénisme/Ελληνισμός'/><title type='text'>ΘΕΣΣΑΛΟΝΊΚΗ 1912-2012</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="270" src="http://www.youtube.com/embed/RP3iQ8nnoSc?fs=1" width="480"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Σε 100 χρόνια η Θεσσαλονίκη πέρασε από τη κατοχή των Τούρκων, σε τρις πολέμους, δυο δικτατορίες, διπλή νέα κατοχή. Η φτώχεια, η σκλαβιά, η μιζέρια δεν την σκοτώσανε και αυτό που δεν σε σκοτώνει σε δυναμώνει...&lt;/span&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5400529555351993784-2588961008386962519?l=simone-le-baron.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simone-le-baron.blogspot.com/feeds/2588961008386962519/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/1912-2012.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/2588961008386962519'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/2588961008386962519'/><link rel='alternate' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/1912-2012.html' title='ΘΕΣΣΑΛΟΝΊΚΗ 1912-2012'/><author><name>Simone Le Baron</name><uri>http://www.blogger.com/profile/13222854467630538047</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_ohEWT0TntSI/TF41TA9J3hI/AAAAAAAABO0/jevyHdaqHYg/S220/IMG_2415.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/RP3iQ8nnoSc/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5400529555351993784.post-80566813716584426</id><published>2012-02-02T03:15:00.000-08:00</published><updated>2012-02-02T07:38:27.814-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Georges Contogeorgis/Γιώργος Κοντογιώργης'/><title type='text'>GEORGES CONTOGEORGIS : DE LA NATURE DE L'EUROPE POLITIQUE</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-67ZeHjvLQpk/TypwLrHFTYI/AAAAAAAABnw/zWN0QGJPJCQ/s1600/1776027-2413302.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="302" src="http://2.bp.blogspot.com/-67ZeHjvLQpk/TypwLrHFTYI/AAAAAAAABnw/zWN0QGJPJCQ/s320/1776027-2413302.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;L'explication des phénomènes récents, liés à la crise financière du monde occidental, appelle une réflexion qui se doit de puiser dans l’approfondissement des concepts fondamentaux, et par-delà, dans l’approfondissement de la nature de l’Europe politique. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Approfondir la nature de l’Europe politique signifie en appréhender les fondements et en cerner les limites. Mais cela nécessite l’existence d’une gnoséologie, d’un système de connaissances crédible, autre que celui qui a cours pour la conceptualisation d’un phénomène moderne, et l’élaboration d’une typologie des systèmes politiques qui leur correspondent. En effet, la modernité semble croire qu’elle a résolu ces problèmes en se déclarant globalement supérieure à toute autre période de l’histoire, en se posant en modèle unique, comparable à aucun autre, si ce n’est à lui-même. Mettre en évidence et décrire son système de valeurs, voire son système socio-économique et politique, suffirait donc&amp;nbsp; à ce qu’elle constitue une gnoséologie valable et définitive. Au cas où elle arriverait à rencontrer un phénomène inédit pour son époque, celui-ci serait traité comme original.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;L’approche du système européen est soumise dans son ensemble au corpus scientifique des connaissances qui suit l’époque des Lumières, de sorte que le jugement sur le passé, le système moderne, les valeurs et les idéologies partent d’un présupposé : la modernité aurait atteint, dès le lendemain de sa sortie de la féodalité, le point d’achèvement du stade anthropocentrique auquel elle est passée, à savoir, sa constitution en termes de liberté, la liberté globale réalisée par la démocratie.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Admettons pour l'instant que cette approche soit&amp;nbsp; valable, la question qu’elle soulève immédiatement est de savoir ce qui va succéder à&amp;nbsp; la démocratie. Serait-ce la fin de l’histoire ? Il suffit d’annoncer ici que la modernité a choisi de s’approprier les concepts nés dans la cité grecque et qu’elle a découverts à travers la littérature de l’époque ; mais si elle en a conservé les termes, elle les a dépouillés de leur sens. Elle s’en explique en déclarant que le contenu est de loin pré-moderne, de sorte que ses propres définitions et les réalités modernes qui lui correspondent sont supérieures à celles de la cité grecque. Ainsi en va-t-il de la démocratie qui nous importe directement ici : Devant l’impossibilité alléguée de mettre aujourd’hui en œuvre la démocratie athénienne, celle-ci est taxée de pré-moderne, on exclut qu’elle puisse constituer un enjeu pour la société moderne. Or, nous objectons qu’il ne s’agit pas d’appliquer telle quelle la démocratie athénienne qui constitue seulement l’expérience du principe démocratique à la petite échelle de la cité, mais d’en tirer le principe de la démocratie, et de s’interroger par la suite sur la raison de son absence de nos jours, question qui a également de l’importance pour l’élaboration d’une typologie des systèmes socio-économiques et politiques et qui nous permettrait de porter un jugement valable sur la nature du système moderne. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;A l’opposé, la pensée moderne a forgé de toutes pièces un concept merveilleux selon lequel la démocratie et la représentation sont identiques, voire que son système, ladite démocratie indirecte, incarne à la fois démocratie et représentation, alors que, d’une part, ces deux sont totalement différentes, et incompatibles entre elles; et que, d’autre part, le système moderne n’est ni représentatif, ni démocratique. Il a beau se déclarer représentatif, il ne réunit aucun des éléments du principe représentatif. Par contre, si l’on établit une typologie des systèmes politiques en général, à partir de la gnoséologie cosmosystémique, qui embrasse le phénomène social tel qu’il apparaît dans son éventail global, en l’occurrence, dans le cosmosystème anthropocentrique (celui qui est constitué en termes de liberté), on arrive à un résultat tout à fait différent.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;En effet, selon cette démarche, on reconnaît trois types de systèmes: la démocratie, la représentation et le système pré-représentatif. La démocratie consiste dans le fait qu’un système politique est incarné par la société des citoyens dans son ensemble, et non par l’État. Dans le cadre du système représentatif, le système politique en soi est partagé entre la société des citoyens et le détenteur du pouvoir sur la base de la distinction entre mandant et mandataire, représenté et représentant. Enfin, le système pré-représentatif se situe à mi-chemin entre le despotisme du passé et la représentation anthropocentrique.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;La condition préalable à la classification d’un système comme démocratique ou représentatif est la constitution de la société des citoyens en corps politique, en institution dans le système politique (et non à titre de particulier). Sans cette qualité qui fait d’elle un démos, elle ne peut pas délibérer, former sa propre volonté, assumer ses propres responsabilités, à part entière ou en partie, selon ce qui revient à la démocratie ou à la représentation. Car la différenciation entre les deux systèmes se situe au niveau du partage des responsabilités. Dans la démocratie, la société ne détient pas uniquement la qualité du mandant, elle détient la compétence politique universelle.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Le système politique moderne, lui, est entièrement incarné par l’État, de sorte que l’un et l’autre sont confondus. La société des citoyens, placée hors du système politique, y tient un statut de particulier, elle ne constitue pas une catégorie politique. Le vote a une fonction purement légitimatrice, et en aucun cas représentative : la société ne détient pas la qualité de mandant. C’est pourquoi le système moderne, qu’il soit national ou européen, se place littéralement dans la troisième catégorie, celle de la pré-représentation.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;2. Il n’y a pas lieu d’examiner ici l’avantage de cette démarche gnoséologique appelée cosmosystémique. Il est cependant intéressant de souligner qu’elle ne fait pas l’apologie du système et qu’elle ouvre la voie à une problématique sur l’évolution possible du monde moderne et surtout, pour sa compréhension. Si donc le système n’est ni représentatif ni démocratique, est-ce utile de se demander pourquoi il ne l’est pas, et comment on peut y accéder ? Les sociétés ont-elles intérêt à évoluer vers la représentation voire vers la démocratie ? Cette interrogation nous amène au cœur du problème, que nous avons déjà évoqué, à savoir que le système politique ne constitue pas une finalité en soi ; il est le véhicule pour accéder à la finalité, qui dans les sociétés anthropocentriques, s’identifie, à la liberté.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;En effet, chaque système politique réalise une certaine dimension de la liberté. La démocratie s’identifie à la liberté globale c’est-à-dire individuelle, sociale et politique à la fois. La représentation se trouve à mi-parcours. Le système pré-représentatif, enfin, tel celui de la modernité, ne réalise que la liberté individuelle, la liberté dans la vie privée en société. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Cependant, on s’aperçoit que la science moderne prétend reconnaître l’existence de la liberté globale dans le système de son époque, tout en considérant que la liberté individuelle est incompatible avec la liberté politique. La clef de cette affirmation réside dans l’approche du concept de liberté. Pour la modernité, en effet, la liberté individuelle est l’égale de l’autonomie alors que les libertés sociale et politique sont définies en termes de droits. La différence est fondamentale. Pour ce qui est de notre vie privée, on refuse à un tiers de décider en nos lieu et place, alors que là où l’on conclut des contrats en matière sociale, économique ou politique, on lui concède ce droit. La demande d’autonomie cède ainsi la place à l’hétéronomie, à une condition près: qu’il y ait consensus, du moins tacite. Et c’est là tout ce qui différencie notre époque de celle de la féodalité. On passe sous silence pourtant que le consensus répond à la légitimité du système. Le consensus n’évite pas la mutation de la nature du système. Illustrons ce propos par un exemple. Supposons un contrat conclu entre deux personnes, qui stipule que l'une devient l’esclave de l'autre. En vertu même de ce contrat, on est autorisé à dire que ce n’est pas par voie de fait que la personne est réduite à l’état d’esclave. Mais le consensus ne sauvegarde pas le statut de la liberté : le contractant devient un esclave volontaire pour toute la durée du contrat. Dans tous les cas, les droits posent des limites aux détenteurs du système (économique, social, politique) ou procurent des moyens d'action à l'individu pour affirmer sa liberté (par exemple la liberté individuelle) là où il n’en jouit pas (par exemple en matière de travail dépendant via la grève, la manifestation, les tribunaux, etc.), et en dernière analyse la circonscrivent.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;D’après ce qui précède, nous estimons que le système socio-économique et politique moderne prolonge le despotisme précédent, au sens où il constitue la phase suivante, la phase proto-anthropocentrique. La société a acquis sa liberté au niveau individuel ou personnel, et progressivement, une série de droits en matière de social et de politique; mais le système est resté inchangé, c’est-à-dire entre les mains d’un propriétaire. J'entends par là, que l'individu a acquis la propriété individuelle, mais il n'a pas accès à la propriété du système, qu'il soit socio-économique ou politique. Ce qui oblige l’individu à démissionner de sa propre liberté sociale et politique. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;On comprend ainsi pourquoi le capital est inculpé comme responsable de l’exploitation, et non pas la propriété sur le système. Voilà qui explique pourquoi les luttes sociopolitiques les luttes de classes comme on disait, avaient pour objet le contrôle de la propriété par l’État ou par le privé, la société des citoyens étant complètement absente de cet enjeu. C’est sous cet angle de vue que sont actuellement envisagés les effets de la "mondialisation".&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;3. Le fil de la réflexion nous a donc amenés à reconnaître que l’Europe politique, le système socio-économique et politique de l’Europe dans son ensemble, correspond à la phase « protogénétique » primaire, du cosmos anthropocentrique moderne, et non à un stade final, comme on le prétend. Cette phase produit des systèmes soit pré-représentatifs soit autoritaires, y compris le système socio-économique qui appartient à des propriétaires différenciés. La nature proto-anthropocentrique du social peut expliquer une série de phénomènes qui sont apparus en Europe ces dernières années, par exemple le passage de la politique de concertation, qui cherche à créer les conditions d'une synthèse des intérêts des pays membres, à une Europe qui est de plus en plus régie par la relation de puissance, à vocation hégémonique. Ainsi le déficit de représentation auquel la recherche de l'unanimité a en partie remédié, laisse la place au rapport de force entre les États partenaires. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;L’approche de la politique en termes de puissance, et non plus sous l’angle du pouvoir, masque l’énorme recul du projet d’approfondissement de l’Europe politique. Recul qui correspond à un recul analogue de la liberté et des droits. Même si la tentation hégémonique ne passe plus par les armes, comme autrefois, mais par l’euro, par l’économie, elle risque de porter tout autant atteinte à la cohésion et à la stabilité du système européen. Surtout si les détenteurs de la puissance n’ont pas conscience de leurs limites. Je fais allusion à la rupture de l’équilibre au niveau mondial, constatée entre le social, le politique et le marché, qui a donné à ce dernier l’avantage pour s’imposer en souverain politique sur la société. C'est ainsi que les États ne servent plus à faire la synthèse des intérêts en vue d'établir un certain équilibre qui assurerait la cohésion sociale; ils sont véhiculés par les marchés dans le but de servir leur propre finalité de façon univoque. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Bien que ce phénomène relève de l’émancipation, voire de l’autonomie acquise par l’économie vis-à-vis de l’État, ses répercussions révèlent la racine du problème, à savoir que la rencontre uniquement extra-institutionnelle, en vertu du système moderne, entre le social et le politique, s’est effondrée. Cet effondrement a été couronné par le concept de la (bonne) gouvernance, de la gouvernance nationale, européenne ou mondiale, projetée comme l’alternative au système de médiation précédent qui a servi à l’appropriation de la souveraineté politique par le marché.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Quel en est le résultat ? L’abolition accélérée des acquis sociaux, économiques et politiques des sociétés des citoyens européens, comme on le constate actuellement. La transition de l’Europe politique fondée sur la concertation et la recherche de compromis, à une Europe soumise aux rapports de puissance non dissimulés, va de pair avec sa transformation en un système politique dont la finalité sert l’intérêt du marché, où les libertés fondamentales sont identifiées à l’autorégulation de son action, et la transformation du travail du citoyen en travail-marchandise. Dans ce cadre, les Etats-membres ne seront plus les acteurs de la concertation qui assureront l’équilibre au niveau européen, mais les appareils politiques qui serviront de véhicule pour l’imposition de la volonté du plus fort sur les sociétés. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;L’attractivité de l’Europe résidait dans la promesse de liberté, de prospérité et de sécurité. Sur quoi va-t-elle se baser dans l’avenir, si elle aboutit à institutionnaliser les effets négatifs de la "mondialisation" et en l'occurrence la souveraineté politique du marché aux dépens des acquis des sociétés? Déjà la montée de l’euroscepticisme montre que les peuples européens sont conscients que prévaut la prédominance des intérêts des États serviteurs des marchés sur les intérêts de l’Europe, et non plus un minimum de bien-être des sociétés des citoyens. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Ceux qui argumentent encore en faveur de l’approfondissement de l’Europe soutiennent qu’on doit avancer vers la transformation de son statut, vers la transformation du système, en fédération. Pourtant, ce projet ne répond pas aux circonstances actuelles pour deux raisons: d’abord, la fédération n’est plus opérationnelle du fait que les États sont résolument consolidés ; ensuite, la crise actuelle a montré que le problème de l’Europe politique est identique à celui des États : l’incarnation du système politique par l’État qui profite désormais des marchés et des rapports de puissance politiques, qui dépassent les sociétés. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;L’Europe, en outre, souffre d’un double problème : son système politique est imparfait, incomplet, voire un système politique sans État, ce qui permet au(x) puissant(s) de couvrir le vide, de se rendre maître(s) du système et de dicter ses (leurs) politiques. Son caractère « sympolitéien », dans la mesure où il coïncide avec un déficit représentatif poussé, fait en sorte que l’espace politique européen est régi par les États et, à travers eux, par les marchés. Dans ce cadre, on aboutit à la conclusion que l’Europe « sympolitéienne » a tendance à s’éloigner d’une cosmopolis, d’un cosmo-État, et de ressembler à un empire. La cosmopolis réalise l’idéal de la liberté au-delà des États; l’empire supprime la liberté, car il repose sur la base despotique de la puissance.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Pour terminer, les transformations signalées précédemment nous donnent à réfléchir sur l’avenir incertain de l’Europe politique, qui n’exclut pas son éclatement. La responsabilité n’en incombe pas à l’euro, mais à la volonté de puissance qui tend à s’institutionnaliser en profitant des déséquilibres du système et de l’exclusion pure et simple de la société, du système politique. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;De ce point de vue, la question de l’approfondissement de l’Europe politique doit répondre à un double dilemme. Le dilemme n’est plus seulement « approfondissement ou élargissement », mais se pose de surcroît dans les termes suivants : l’Europe constituera-t-elle le véhicule d’un recul anthropocentrique de ses peuples à une situation de force dont elle a souffert&amp;nbsp; par le passé, ou profitera-t-elle de son rôle d’avant-garde historique pour accélérer son passage à la phase anthropocentrique suivante, qui réserve à la société des citoyens une liberté plus avancée, et donc un système désormais plutôt représentatif. Pour que ceci se réalise, il est nécessaire que l’État, la politique, reviennent à la finalité centrée sur l’intérêt du social ce qui à mon avis, n’est pas pour demain. &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5400529555351993784-80566813716584426?l=simone-le-baron.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simone-le-baron.blogspot.com/feeds/80566813716584426/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/georges-contogeorgis-de-la-nature-de.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/80566813716584426'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5400529555351993784/posts/default/80566813716584426'/><link rel='alternate' type='text/html' href='http://simone-le-baron.blogspot.com/2012/02/georges-contogeorgis-de-la-nature-de.html' title='GEORGES CONTOGEORGIS : DE LA NATURE DE L&apos;EUROPE POLITIQUE'/><author><name>Simone Le Baron</name><uri>http://www.blogger.com/profile/13222854467630538047</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_ohEWT0TntSI/TF41TA9J3hI/AAAAAAAABO0/jevyHdaqHYg/S220/IMG_2415.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-67ZeHjvLQpk/TypwLrHFTYI/AAAAAAAABnw/zWN0QGJPJCQ/s72-c/1776027-2413302.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5400529555351993784.post-3479441437424666323</id><published>2012-02-01T14:20:00.000-08:00</published><updated>2012-02-01T14:42:36.743-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crise grecque ελληνική κρίση'/><title type='text'>LES ASSASSINS DE LA PARTITOCRATIE MONDIALE COURENT TOUJOURS, QUAND ALLONS-NOUS LES ARRÊTER ??</title><content type='html'>&lt;img alt="" src="data:image/png;base64,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
