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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:gd="http://schemas.google.com/g/2005" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;CkUEQno6fyp7ImA9WhRQGUw.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530</id><updated>2011-12-15T02:50:03.417+02:00</updated><title>Διαφορετική Ματιά</title><subtitle type="html" /><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://diaforetikimatia.blogspot.com/" /><link rel="next" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default?start-index=26&amp;max-results=25&amp;redirect=false&amp;v=2" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>350</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/blogspot/EpDOD" /><feedburner:info uri="blogspot/epdod" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;DE8BQX84fip7ImA9WhRQGEk.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-3981425555828124390</id><published>2011-12-14T09:13:00.000+02:00</published><updated>2011-12-14T09:14:10.136+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-14T09:14:10.136+02:00</app:edited><title>Xάρτης της «Μεγάλης Μακεδονίας» σε σχολείο της Οχρίδας</title><content type="html">&lt;div class="MsoNormal" style="background-color: #f0ede0; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: left;"&gt;&lt;b&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18px;"&gt;Χάρτης της λεγόμενης «Μεγάλης Μακεδονίας» έχει αναρτηθεί στο  &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18px;"&gt;δημοτικό σχολείο «Γκριγκόρ Πρλίτσεφ» στην πόλη της Οχρίδας.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: #f0ede0; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: left;"&gt;&lt;b&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18px;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;a href="http://infognomonpolitics.blogspot.com/2011/12/blog-post_2142.html#more" name="more" style="background-color: #f0ede0; color: #0606ea; font-family: Arial, Helvetica, sans-serif; font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; text-decoration: underline;"&gt;&lt;/a&gt;&lt;b style="background-color: #f0ede0; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: left;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-_MwddFbNY-0/Tud4phiroUI/AAAAAAAAOTw/ESJ9034yN2o/s400/maqedonise+Madhe.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://3.bp.blogspot.com/-_MwddFbNY-0/Tud4phiroUI/AAAAAAAAOTw/ESJ9034yN2o/s400/maqedonise+Madhe.jpg" border="0" height="342" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: #f0ede0; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: left;"&gt;&lt;b&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: #f0ede0; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: left;"&gt;&lt;b&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18px;"&gt;Το  σχολείο αυτό συγκεντρώνει μαθητές από όλες τις εθνικές κοινότητες της  περιοχής και ο χάρτης βρίσκεται στην αίθουσα των μαθημάτων  του  δημοτικού σχολείου και είναι ζωγραφισμένος στον λευκό τοίχο.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: #f0ede0; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: left;"&gt;&lt;b&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: #f0ede0; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: left;"&gt;&lt;b&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18px;"&gt;«Η  εμφάνιση αυτού του χάρτη παρουσιάζει τα μεγαλεπήβολα σχέδια των Σλάβων  στο εκπαιδευτικό τους ίδρυμα, όταν πολλοί Αλβανοί νεαροί συνελήφθησαν  και απειλήθηκαν με φυλάκιση επειδή είχαν  σχεδιάσει με γκράφιτι έναν  αλβανικό χάρτη», γράφει το αλβανικό δημοσίευμα.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: #f0ede0; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: left;"&gt;&lt;b&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18px;"&gt;&lt;a name="more"&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: #f0ede0; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: left;"&gt;&lt;b&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18px;"&gt;Το  Σλαβικό Υπουργείο  Παιδείας και Επιστημών που ρωτήθηκε σχετικά με τον  σκανδαλώδη αυτόν χάρτη, δεν έχει απαντήσει ακόμη, γράφει  το δημοσίευμα.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: #f0ede0; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: left;"&gt;--&lt;/div&gt;&lt;span style="font-size: 7pt; line-height: 10px;"&gt;Πηγή: &lt;/span&gt;&lt;span style="font-size: 7pt; line-height: 10px;" lang="EN-US"&gt;inanews&lt;br /&gt; &lt;br /&gt; &lt;br /&gt; &lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-3981425555828124390?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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Κατά μια έννοια, είναι συναρπαστικό το  μέχρι που μπορεί να φτάσει κανείς για να πετύχει ότι επιθυμεί  περισσότερο. Στη λίστα που ακολουθεί θα δείτε 10 ανθρώπους που  πιστεύεται πως στραφήκαν στο κακό για να αποκτήσουν ότι επιθυμούσαν.&lt;br /&gt;&lt;br /&gt;10. Πάπας Συλβέστρος Β’&lt;br /&gt;&lt;br /&gt;&lt;img src="http://3.bp.blogspot.com/-o0QJHpksG8M/TtIflUtWGKI/AAAAAAAAhGY/YA2FDzauoNc/s1600/Silvester-II-and-the-Devil.jpg" alt="Εικόνα" class="" /&gt;&lt;br /&gt; Συλβέστρος Β’ ήταν ένας από τους πιο μορφωμένους ανθρώπους της εποχής  του. Πολύ έμπειρος στα μαθηματικά, στην αστρονομία και στη μηχανική. Του  πιστώνεται η επινόηση του υδραυλικού οργάνου, του ρολόι με εκκρεμές και  η εισαγωγή των αραβικών αριθμών στη Δυτική Ευρώπη. Έγραψε επίσης βιβλία  για τα μαθηματικά, τις φυσικές επιστήμες, τη μουσική, τη θεολογία και  τη φιλοσοφία. Ήταν ο πρώτος Γάλλος Πάπας και σίγουρα ο πιο σημαντικός  του 10ου αιώνα. Μετά το θάνατό του, άρχισαν να διαδίδονται φήμες ότι η  μεγάλη νοημοσύνη του -και, κατά συνέπεια, η εφευρετική μεγαλοφυΐα του-  ήταν το αποτέλεσμα μιας συμφωνίας με το διάβολο. Αυτό πιθανότατα  οφείλεται στην τακτική επαφή του με μεγάλα επιστημονικά μυαλά του  αραβικού κόσμου και η γενναία προσπάθεια του να ξεριζώσει τη σιμωνία  (περιπτώσεις χειροτονίας ή προαγωγής κληρικών και μοναχών σε  εκκλησιαστικό αξίωμα, με προσφορά οικονομικών ανταλλαγμάτων) στην  Εκκλησία.&lt;br /&gt;&lt;br /&gt;9. Νικολό Παγκανίνι&lt;br /&gt;&lt;br /&gt;&lt;img src="http://1.bp.blogspot.com/-B5KZZZ2fbIk/TtIfrYvg4tI/AAAAAAAAhGg/uROFXk_zfYA/s1600/niccolo-paganini.jpg" alt="Εικόνα" class="" /&gt;&lt;br /&gt;&lt;br /&gt;Ο  Παγκανίνι είναι ένας από τους μεγαλύτερους βιρτουόζους του βιολιού.  Έμαθε να παίζει μαντολίνο στα 5 του και μέχρι τα 7 τα είχε αρχίσει να  συνθέτει. Ξεκίνησε να παίζει δημοσίως σε 12 αλλά στα 16 του κατέρρευσε  και εξαφανίστηκε στον αλκοολισμό. Επανήλθε όμως και μέχρι τα 22 του ήταν  ο πρώτος σούπερ σταρ της μουσικής. Μπορούσε να παίζει τρεις οκτάβες σε  τέσσερις χορδές με μια έκταση του χεριού, ένα κατόρθωμα που είναι σχεδόν  αδύνατο ακόμα και σήμερα. Μέχρι τα 23 του είχε συνθέσει τα «24  καπρίτσια» και για χρόνια κανένας άλλος βιολιστής δεν μπορούσε να παίξει  μεγάλο μέρος της μουσικής του. Το παίξιμό του λεγόταν πως έκανε το  κοινό να δακρύζει. Ένα από τα διάσημα κομμάτια του ήταν το «Le Streghe»  δηλαδή ο Χορός των Μαγισσών. Το κοινό πίστευε πως ο Παγκανίνι είχε έρθει  σε συμφωνία με το διάβολο για να παίζει τόσο «υπερφυσικά». Κάποιοι  έφτασαν στο σημείο να ισχυρίζονται πως είδαν το διάβολο να τον βοηθά  κατά τη διάρκεια των παραστάσεων του. Γι’ αυτό το λόγο του αρνήθηκε η  τελευταία μετάληψη και το σώμα δεν θάφτηκε καθολικά στη Γένοβα. Έπρεπε  να περάσουν 4 χρόνια και μια έκκληση προς τον Πάπα, για να επιτραπεί να  μεταφερθεί το σώμα του στη Γένοβα, αλλά και πάλι δεν θάφτηκε. Τα λείψανά  του τοποθετήθηκαν τελικά το 1876 σε ένα νεκροταφείο στην Πάρμα.&lt;br /&gt;&lt;br /&gt;8. Ζιλ ντε Ρε&lt;br /&gt;&lt;br /&gt;&lt;img src="http://2.bp.blogspot.com/-QQtkPxXlAhw/TtIfwReqZnI/AAAAAAAAhGo/Y7MCuiRgb74/s1600/Gilles-de-rais.jpg" alt="Εικόνα" class="" /&gt;&lt;br /&gt;&lt;br /&gt;Ο  Ζιλ ντε Ρε (Gilles de Rais) θεωρούνταν ευφυής, θαρραλέος και πολύ  ελκυστικός με μαύρα γένια. Γεννημένος από μια από τις πιο διακεκριμένες  οικογένειες στη Βρετάνη, έμεινε μόνος όταν ο πατέρας του πέθανε στα 20  του. Βρέθηκε με ανείπωτο πλούτο και δύναμη που τελικά τον οδήγησε στην  πτώση του. Άρχισε να επιδεικνύει τον πλούτο του με γιορτές που τον  οδήγησαν στη κατασπατάληση του και πάνω στην απελπισία του άρχισε να  πειραματίζεται με τον αποκρυφισμό, υπό την καθοδήγηση κάποιου Francesco  Prelati, ο οποίος του υποσχέθηκε πως θα μπορούσε να τον βοηθήσει να  ανακτήσει την περιουσία που είχε σπαταλήσει με τη θυσία παιδιών σε  κάποιον δαίμονα ονόματι «Βαρόνο». Κατά τη διάρκεια ενός «ξεφαντώματος»  βίασε, βασάνισε και δολοφόνησε 80 με 200 παιδιά. Δικάστηκε,  καταδικάστηκε και εκτελέστηκε με απαγχονισμό και καύση.&lt;br /&gt;&lt;br /&gt;7. Στρατηγός Jonathan Moulton&lt;br /&gt;&lt;br /&gt;&lt;img src="http://4.bp.blogspot.com/-6SznyebR26U/TtIf1h1gTMI/AAAAAAAAhGw/lsRugp9ngBU/s1600/general-Jonathan-Moulton.jpg" alt="Εικόνα" class="" /&gt;&lt;br /&gt;&lt;br /&gt;Ο  Moulton ξεκίνησε ως μαθητευόμενος επιπλοποιός, αλλά το 1745 ξεκίνησε  την καριέρα του στο στρατό της Νέας Αγγλίας. Το 1749 παντρεύτηκε και  απέκτησε 11 παιδιά. Έγινε ένας από τους πλουσιότερους άνδρες στο Νιου  Χάμσαϊρ και αυτό οδήγησε στις μεταγενέστερες ιστορίες ότι είχε κλείσει  κάποια συμφωνία με το διάβολο. Το 1769 το αρχοντικό που έκτισε σε μια  φτωχή πόλη πουριτανών καεί ολοσχερώς. Οι φήμες τότε έλεγαν ότι ο Moulton  είχε μια συμφωνία με το διάβολο πως θα του γέμιζε τις μπότες του με  χρυσό μία φορά το μήνα σε αντάλλαγμα για την ψυχή του. Ειπώθηκε ότι ο  Moulton σκέφτηκε έναν τέχνασμα και έβαλε τις μπότες του -με τις σόλες  βγαλμένες- πάνω από μια τρύπα. Ο διάβολος, απόρησε γιατί δεν γέμιζαν οι  μπότες και όταν ανακάλυψε το τέχνασμα θέλησε εκδίκηση. Πιστεύεται ότι  όταν ο Moulton πέθανε το σώμα του εξαφανίστηκε από το φέρετρο του και  αντικαταστάθηκε από ένα κουτί με νομίσματα που ήταν σφραγισμένο με μια  εικόνα του διαβόλου. Ο Moulton θάφτηκε χωρίς κάποια ένδειξη και το μέρος  είναι άγνωστο.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;6. Urbain Grandier&lt;br /&gt;&lt;br /&gt;&lt;img src="http://1.bp.blogspot.com/-pkf3l3Cfekk/TtIf6YsDN6I/AAAAAAAAhG4/kw-UFdVwCBE/s1600/Father-Urbain-Grandier.jpg" alt="Εικόνα" class="" /&gt;&lt;br /&gt;&lt;br /&gt;Ο  Urbain Granadier ήταν ένας Γάλλος καθολικός ιερέας ο οποίος κάηκε στην  πυρά αφού καταδικάστηκε για μαγεία. Αγνόησε τον όρκο της ιερατικής  αγαμίας και είναι γνωστό ότι είχε σεξουαλικές σχέσεις με πολλές γυναίκες  έχοντας αποκτήσει μάλιστα και μεγάλη φήμη. Το 1632, μια ομάδα από  μοναχές από το τοπικό μοναστήρι των Ουρσουλινών τον κατηγόρησε πως τις  έκανε μάγια, στέλνοντας το δαίμονα Ασμοδαίο, μεταξύ άλλων, για να τις  κάνουν κακό και αναιδής πράξεις μαζί τους. Στη δίκη του, οι δικαστές,  αφού τον βασάνισαν, παρουσίασαν έγγραφα που υποτίθεται ότι είχε  υπογράψει και αρκετούς δαίμονες ως απόδειξη ότι είχε κλείσει μια  διαβολική συμφωνία. Ήταν γραμμένα ανάποδα στα λατινικά και περιελάμβανε  ακόμη και την υπογραφή του ο ίδιου του σατανά! Το κείμενο έλεγε τα εξής  (φωτογραφία):&lt;br /&gt;&lt;br /&gt;Εμείς, ο Εωσφόρος, ο Σατανάς, ο Βελζεβούλ, ο  Λεβιάθαν, ο Ελιμί και ο Ασταρώθ, μαζί με άλλους, δεχτήκαμε σήμερα τη  συμφωνία με τον Urbain Grandier, ο οποίος είναι δικός μας.&lt;br /&gt;&lt;br /&gt;Σ’ αυτόν υποσχόμαστε την αγάπη των γυναικών, το άνθος των παρθένων, το σεβασμό των μοναρχών, τιμές, λαγνείες και δυνάμεις.&lt;br /&gt;&lt;br /&gt;Θα  εκπορνευτεί για τρεις ημέρες. Το ξεφάντωμα θα τον ευχαριστήσει. Μας  προσφέρει μια φορά εντός του έτους μια σφραγίδα με αίμα, με τα πόδια που  θα καταπατήσει τα ιερά της εκκλησίας και θα μας κάνει πολλές ερωτήσεις.  Με αυτό το σύμφωνο θα ζήσει είκοσι χρόνια ευτυχισμένος στη γη των  ανθρώπων και θα ενωθεί μαζί μας αργότερα στην αμαρτία εναντίον του Θεού.  Δεμένος στην κόλαση, στο συμβούλιο των δαιμόνων.&lt;br /&gt;Εωσφόρος, Βελζεβούλ, Σατανάς&lt;br /&gt;Ασταρώθ Λεβιάθαν Ελιμί&lt;br /&gt;Οι σφραγίδες είναι για τον διάβολο, τον αφέντη και τους δαίμονες, πρίγκιπες του κυρίου.&lt;br /&gt;Baalberith, συγγραφέας.&lt;br /&gt;&lt;br /&gt;5. Τζουζέπε Ταρτίνι&lt;br /&gt;&lt;br /&gt;&lt;img src="http://4.bp.blogspot.com/-v5jSpy2gbNA/TtIgBCvtIAI/AAAAAAAAhHA/TjvXUFGVyE8/s1600/Giuseppe-Tartini.jpg" alt="Εικόνα" class="" /&gt;&lt;br /&gt;&lt;br /&gt;Ήταν  Ιταλός συνθέτης και βιολιστής και έχει γράψει πάνω από 400 έργα. Σε  αντίθεση με τους περισσότερους συγχρόνους του, δεν έγραψε εκκλησιαστική  μουσική ή όπερες, και έγραψε κονσέρτα για βιολιά και σονάτες. Περίφημη  είναι η σονάτα του «Η τρίλια του διαβόλου». Η ιστορία πίσω από το έργο  αυτό ξεκινά με ένα όνειρο. Φέρεται να είπε στον Γάλλο αστρονόμο Ζερόμ  Λαλάντ ότι ονειρεύτηκε πως του εμφανίστηκε ο διάβολος και του ζήτησε να  τον υπηρετήσει. Στο τέλος των μαθημάτων τους ο Ταρτίνι έδωσε στον  διάβολο το βιολί του, για να δοκιμάσει τις ικανότητες του και ο διάβολος  αμέσως άρχισε να παίζει με τέτοια δεξιοτεχνία που ο Ταρτίνι αισθάνθηκε  να του κόβεται η αναπνοή. Όταν ξύπνησε ο συνθέτης αμέσως άρχισε να  γράφει τη σονάτα, προσπαθώντας απεγνωσμένα να θυμηθεί ότι είχε ακούσει  στο όνειρο. Παρά το γεγονός πως η σονάτα είχε μεγάλη απήχηση στο κοινό  του, ο Ταρτίνι παραπονέθηκε ότι το κομμάτι απείχε πολύ ακόμα από αυτό  που είχε ακούσει στο όνειρό του. Είχε γράψει, "είναι τόσο πολύ κατώτερό  από αυτό που είχα ακούσει, που αν θα μπορούσα να επιβίωνα αλλιώς, θα  είχα σπάσει το βιολί μου και θα σταματούσα τη μουσική για πάντα".  Ακούστε ένα μέρος της σονάτας και από τη Βανέσα Μέι.&lt;br /&gt;&lt;br /&gt;4. Κορνήλιος Αγρίππας&lt;br /&gt;&lt;br /&gt;&lt;img src="http://1.bp.blogspot.com/--DhVYmDi6BU/TtIgW1J640I/AAAAAAAAhHI/TnLhMOYCOyE/s1600/Cornelius-Agrippa.jpg" alt="Εικόνα" class="" /&gt;&lt;br /&gt;&lt;br /&gt;Ο  Κορνήλιος Αγρίππας ήταν ο σημαντικότερος συγγραφέας της Αναγέννησης.  Σπούδασε νομικά και ιατρική, αλλά ποτέ δεν απέκτησε πτυχίο. Θεωρούνταν  μάγος, αποκρυφιστής συγγραφέας, θεολόγος, αστρολόγος και αλχημιστής.  Ήταν ηγέτης του φεμινιστικού κινήματος και συχνά υπερασπίστηκε γυναίκες  που κατηγορήθηκαν για μαγεία. Έγραψε 3 βιβλία για τον αποκρυφισμό που  χρησιμοποιούνται και σήμερα. Το 1535 χαρακτηρίστηκε αιρετικός και  καταδικάστηκε σε θάνατο. Δραπέτευσε και καθώς πήγαινε στο σπίτι του,  αρρώστησε και πέθανε. Μετά το θάνατό του, κυκλοφόρησαν φήμες ότι καλούσε  δαίμονες. Ειπώθηκε πως στο νεκροκρέβατο του, εμφανίστηκε από το πουθενά  ένα μαύρο σκυλί που ήταν γνωστό του. Αυτό το μαύρο σκυλί επανήλθε σε  διάφορους μύθους όπως στου Φάουστ και στον Γκαίτε έγινε το ο  Μεφιστοφελής.&lt;br /&gt;&lt;br /&gt;3. Ρόμπερτ Τζόνσον&lt;br /&gt;&lt;br /&gt;&lt;img src="http://1.bp.blogspot.com/-tBuox8stkpc/TtIgb6wxTvI/AAAAAAAAhHQ/pAzDMIb9qjw/s1600/Robert-Johnson.jpg" alt="Εικόνα" class="" /&gt;&lt;br /&gt;&lt;br /&gt;Ο  Τζόνσον ήταν ένας Αμερικανός μουσικός των Blues. Είναι 5ος στους 100  μεγαλύτερους κιθαρίστες όλων των εποχών του Rolling Stones. Ο θρύλος  λέει ότι ήθελε να είναι ο καλύτερος κιθαρίστας και του δοθεί η εντολή να  πάει σε ένα σταυροδρόμι. Εκεί συνάντησε τον διάβολο που συντόνισε την  κιθάρα του, κάνοντας τον να κυριαρχεί στο όργανο. Ο Τζόνσον όχι μόνο δεν  έκανε τίποτα για να διαλύσει τις φήμες, αλλά τις ενθαρρύνει κιόλας με  υπαινιγμούς ότι είχε κλείσει και μια συμφωνία με τον πρίγκιπα του  σκότους. Παρήγαγε 6 δίσκους πριν πεθάνει σε ηλικία 27 χρονών. Λέγετε πως  πέθανε όταν τον έπιασαν να φλερτάρει μια παντρεμένη γυναίκα και εκείνη  του έδωσε να πιει ουίσκι που πιστεύεται ότι ήταν δηλητηριασμένο από τον  σύζυγό της. Θάφτηκε σε έναν ανώνυμο τάφο, η θέση του οποίου ακόμη  ερευνάται.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;2. Γιόχαν Φάουστ&lt;br /&gt;&lt;br /&gt;&lt;img src="http://1.bp.blogspot.com/-8It9eNmmdH4/TtIgf8O4cKI/AAAAAAAAhHY/4jd1DrCYotk/s1600/Joannes-Faustus.jpg" alt="Εικόνα" class="" /&gt;&lt;br /&gt;&lt;br /&gt;Ο  Δρ Γιόχαν Φάουστ ήταν ένας πλανόδιος αλχημιστής, αστρολόγος και μάγος  της γερμανικής Αναγέννησης. Η ζωή του έγινε ο πυρήνας της δημοφιλούς  ιστορίας του γιατρού Φάουστ από την δεκαετία του 1580, με αποκορύφωμα  την τραγωδία του Άγγλου ποιητή Μάρλω «Η τραγική ιστορία του Δρ Φάουστ»  το 1589 και τον Φάουστ του Γκαίτε. Ο θρύλος λέει ότι ο Φάουστ ήθελε μια  ζωή γεμάτη απολαύσεις και έχοντας αναμειχθεί με τον αποκρυφισμό έμαθε  πώς να καλεί το διάβολο, έχοντας κλείσει κιόλας συμφωνία μαζί του  δίνοντας την ψυχή του σε αντάλλαγμα 24 χρόνων υπηρεσίας από το σατανά.  Δυστυχώς, μετά από 16 χρόνια ήθελε να το σπάσει τη συμφωνία. Οι  συνέπειες αυτής της προσπάθειας ήταν να δολοφονηθεί άγρια από τον  διάβολο.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;1. Άγιος Θεόφιλος των Αδάνων&lt;br /&gt;&lt;br /&gt;&lt;img src="http://2.bp.blogspot.com/-j__d6HWIqDE/TtIgk2BxwlI/AAAAAAAAhHg/HzkQjn50GR4/s1600/St-Theophilus-Adana.jpg" alt="Εικόνα" class="" /&gt;&lt;br /&gt;&lt;br /&gt;Ο  Άγιος Θεόφιλος ο Μετανοών ή των Αδάνων, ήταν κληρικός του 6ου αιώνα, ο  οποίος λέγεται ότι είχε κάνει μια συμφωνία με το διάβολο να αποκτήσει  εκκλησιαστική θέση. Η ιστορία του είναι σημαντική, μιας και είναι η  παλαιότερη ιστορία συμφωνίας κάποιου με το διάβολο. Ο Θεόφιλος ήταν ο  αρχιδιάκονος των Αδάνων της Κιλικίας στη σημερινή Τουρκία. Εκλέχθηκε  παμψηφεί ως επίσκοπος, αλλά αρνήθηκε τη θέση λόγω της ταπεινοφροσύνης  του και εξελέγη κάποιος άλλος στη θέση του. Όταν ο νέος επίσκοπος  στέρησε άδικα της θέσης του αρχιδιάκονου από τον Θεόφιλο, ο Θεόφιλος  εξέφρασε τη δυσαρέσκεια του για την ταπεινοφροσύνη του και έψαξε να βρει  ένα μάγο για να τον βοηθήσει να επικοινωνήσει με το σατανά. Σε  αντάλλαγμα ο σατανάς του ζήτησε να αποκηρύξει τον Χριστό και την Παναγία  σε ένα συμβόλαιο που θα υπέγραφε με το ίδιο του το αίμα. Ο Θεόφιλος το  έκανε και ο διάβολος τον έκανε επίσκοπο.&lt;br /&gt;&lt;br /&gt;Χρόνια αργότερα,  φοβούμενος για την ψυχή του, ο Θεόφιλος μετανόησε και προσευχήθηκε στην  Παναγία για συγχώρεση. Μετά από 40 ημέρες νηστείας, η Παναγία του  εμφανίστηκε και τον τιμώρησε προφορικά. Ο Θεόφιλος Την παρακάλεσε για  συγχώρεση και Αυτή του υποσχέθηκε να παρέμβει στο Θεό. Έπειτα νήστεψε  άλλες 30 ημερών, οπότε και η Παναγία του εμφανίστηκε ξανά, και του έδωσε  άφεση. Ωστόσο, ο σατανάς δεν ήταν πρόθυμος να παραιτηθεί από τον  Θεόφιλο, και μετά από 3 ημέρες όταν ο Θεόφιλος ξύπνησε βρήκε στο στήθος  του το συμβόλαιο. Πήγε τότε το συμβόλαιο στο νόμιμο επίσκοπο και  ομολόγησε όλα όσα είχε κάνει. Ο επίσκοπος έκαψε το έγγραφο, και ο  Θεόφιλος ήταν πλέον απαλλαγμένος από το βάρος του συμβολαίου του.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-1396772518297488278?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/BZoR4ELxI1YoPRrM8u8RFmyxGhw/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/BZoR4ELxI1YoPRrM8u8RFmyxGhw/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/vMWqNvwTjLQ" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/1396772518297488278/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=1396772518297488278&amp;isPopup=true" title="2 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/1396772518297488278?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/1396772518297488278?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/vMWqNvwTjLQ/10.html" title="10 άνθρωποι που πούλησαν την ψυχή τους στο διάβολο..." /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-o0QJHpksG8M/TtIflUtWGKI/AAAAAAAAhGY/YA2FDzauoNc/s72-c/Silvester-II-and-the-Devil.jpg" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/12/10.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0AMQX4-fSp7ImA9WhRQFko.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-7569578789050039742</id><published>2011-12-12T09:25:00.006+02:00</published><updated>2011-12-12T09:43:00.055+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-12T09:43:00.055+02:00</app:edited><title>Αυτά είναι τα σχέδια τoυ ¨Αθηναϊκού" Τεμένους;</title><content type="html">&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-mS6KuuydIqM/TuWtRGD6TNI/AAAAAAAAAVw/Y7taa9G4Aak/s1600/mosque.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 262px; height: 320px;" src="http://2.bp.blogspot.com/-mS6KuuydIqM/TuWtRGD6TNI/AAAAAAAAAVw/Y7taa9G4Aak/s320/mosque.jpg" alt="" id="BLOGGER_PHOTO_ID_5685140613821517010" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-Ay9GCyLOWKc/TuWtNKbyzTI/AAAAAAAAAVk/MgipTP7UHFo/s1600/LITTLE%2BMOSQUE.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 295px;" src="http://2.bp.blogspot.com/-Ay9GCyLOWKc/TuWtNKbyzTI/AAAAAAAAAVk/MgipTP7UHFo/s320/LITTLE%2BMOSQUE.jpg" alt="" id="BLOGGER_PHOTO_ID_5685140546275953970" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-FLXqv2jWaZk/TuWtJeNYjeI/AAAAAAAAAVY/wUm_U39AMXM/s1600/download.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 221px;" src="http://1.bp.blogspot.com/-FLXqv2jWaZk/TuWtJeNYjeI/AAAAAAAAAVY/wUm_U39AMXM/s320/download.jpg" alt="" id="BLOGGER_PHOTO_ID_5685140482864745954" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Αυτές είναι άραγε οι τρείς προτάσεις για το Αθηναϊκό τέμενος που θα ανεγερθεί στην Αθήνα;&lt;br /&gt;Πληροφορίες αναφέρουν οτι έχει "κλείσει" η περιοχή του ελαιώνα σαν την τοποθεσία που θα γίνει το ισλαμικό κέντρο Νοτίας Ευρώπης(Όχι απλά Αθήνών αλλά νότιας Ευρώπης).&lt;br /&gt;Αν παρατηρήσετε καλά το δεύτερο σχέδιο μοιάζει πάρα μα πάρα πολύ με το Τέμενος του Φεηζαλ στο Ισλαμαμπαντ.&lt;br /&gt;Φυσικά δε θα είναι μόνο το τέμενος το οποίο θα ανεγερθεί στην περιοχή αλλά ολόκληρο μουσουλμανικό κέντρο.&lt;br /&gt;Θα βάλει άραγε ο κ.Βορίδης την υπογραφή για την κατασκευή του μουσουλμανικού κέντρου Νοτίας Μεσογείου;&lt;br /&gt;Θα πληρώσει το Ελληνικό δημόσιο την κατασκευή ή η&lt;span style="text-decoration: underline;"&gt; Kingdom Holding Company &lt;/span&gt;της Σαουδικής Αραβίας;&lt;br /&gt;Πληροφορίες αναφέρουν οτι η εταιρεία HOK Architects θα είναι και η υπεύθυνη του έργου...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-7569578789050039742?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/YlBQ-vvYdcOaogYJsaBL2ekyYE8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/YlBQ-vvYdcOaogYJsaBL2ekyYE8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/kxUPE5jEPXw" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/7569578789050039742/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=7569578789050039742&amp;isPopup=true" title="3 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/7569578789050039742?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/7569578789050039742?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/kxUPE5jEPXw/o_12.html" title="Αυτά είναι τα σχέδια τoυ ¨Αθηναϊκού&quot; Τεμένους;" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-mS6KuuydIqM/TuWtRGD6TNI/AAAAAAAAAVw/Y7taa9G4Aak/s72-c/mosque.jpg" height="72" width="72" /><thr:total>3</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/12/o_12.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0YMQH4ycSp7ImA9WhRQFEw.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-4707179198568382412</id><published>2011-12-09T09:16:00.002+02:00</published><updated>2011-12-09T09:19:41.099+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-09T09:19:41.099+02:00</app:edited><title>Αυξάνεται και άλλο η τιμή των τσιγάρων μετά την απαγόρευση του ηλεκτρονικού</title><content type="html">&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Την  αύξηση της τιμής των τσιγάρων, αλλά και την απαγόρευση εμπορίας και  χρήσης ηλεκτρονικών τσιγάρων που περιέχουν νικοτίνη, εξετάζει το  υπουργείο Υγείας σε μια προσπάθεια μείωσης του καπνίσματος.&lt;br /&gt;&lt;br /&gt;Όπως ανακοίνωσε συγκεκριμένα ο γενικός γραμματέας Δημόσιας Υγείας, Αντώνης Δημόπουλος, υπάρχουν εισηγήσεις για..........&lt;br /&gt;&lt;a name="more"&gt;&lt;/a&gt; αύξηση κατά 20% στην τιμή των τσιγάρων, που θα αφορά  και την πώληση των στριφτών τσιγάρων, των οποίων η κατανάλωση έχει  αυξηθεί καθώς είναι φθηνότερα.&lt;br /&gt;&lt;br /&gt;Το υπουργείο Υγείας προχωρά και στην απαγόρευση της χρήση του  ηλεκτρονικού τσιγάρου και σε κλειστούς δημόσιους χώρους, αφού θεωρεί ότι  αυτό είναι επικίνδυνο για τη δημόσια Υγεία.&lt;br /&gt;&lt;br /&gt;Όπως ανέφερε ο καθηγητής Γιάννης Κυριόπουλος, η τιμή των προϊόντων  καπνού είναι ένα αποφασιστικό εργαλείο στη διαδικασία διακοπής του  καπνίσματος. Η αύξηση της τιμής ελαττώνει την κατανάλωση ιδιαίτερα στις  μικρές ηλικίες, είπε ο κ. Κυριόπουλος, εκτιμώντας ότι μια αύξηση της  τάξης των 2 ευρώ στην τιμή του πακέτου, θα είχε ως αποτέλεσμα 460.000  λιγότερους καπνιστές, 150.000 λιγότερους νέους που θα ξεκινούσαν το  κάπνισμα, και 440 εκατομμύρια ευρώ επιπλέον φορολογικά έσοδα.&lt;br /&gt;&lt;br /&gt;Δηλαδή πόσο τυχαίο μπορεί να είναι το ότι η άυξηση ανακοινώνεται μετά την απαγόρευση του ηλεκτρονικού τσιγάρου;&lt;br /&gt;&lt;br /&gt;Ποιός έχει συμφέρον απο αυτή την απαγόρευση;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-4707179198568382412?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Cno4KOg1d2weMau0aaLU4t0A7eU/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Cno4KOg1d2weMau0aaLU4t0A7eU/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/Cno4KOg1d2weMau0aaLU4t0A7eU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Cno4KOg1d2weMau0aaLU4t0A7eU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/BLiirWUOPSQ" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/4707179198568382412/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=4707179198568382412&amp;isPopup=true" title="9 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/4707179198568382412?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/4707179198568382412?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/BLiirWUOPSQ/blog-post.html" title="Αυξάνεται και άλλο η τιμή των τσιγάρων μετά την απαγόρευση του ηλεκτρονικού" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><thr:total>9</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/12/blog-post.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0cASXwzeip7ImA9WhRQE08.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-989702624946157050</id><published>2011-12-08T09:21:00.001+02:00</published><updated>2011-12-08T09:24:08.282+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-08T09:24:08.282+02:00</app:edited><title>Η Διαμαντοπούλου κλείνει την Βιβλιοθήκη στα Πομακοχώρια και αρνήται να δεχθεί τη δωρεά του Eμφιετζόγλου</title><content type="html">&lt;img style="width: 336px; height: 251px;" alt="http://1.bp.blogspot.com/-sHDIKZ9Jr3U/Tq1Dxbcbb_I/AAAAAAABx50/V33PL5Qstwg/s1600/diamantopoulou.jpg" src="http://1.bp.blogspot.com/-sHDIKZ9Jr3U/Tq1Dxbcbb_I/AAAAAAABx50/V33PL5Qstwg/s1600/diamantopoulou.jpg" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Κλείνουν η μιά μετά την άλλη, βιβλιοθήκες ιστορικές, όπως η  Κοργιαλένειος Βιβλιοθήκη Αργοστολίου, εθνικά θέατρα, και την ίδια ώρα το  υπουργείο Παιδείας αρνείται την πρόταση της κατασκευαστικής του  Πρόδρομου Εμφιετζόγλου, που είναι γνωστές οι ευαισθησίες του για τη  Θράκη, να αναλάβει τη δαπάνη λειτουργίας της Βιβλιοθήκης Μύκης της  Ξάνθης!&lt;br /&gt;Απίστευτο, θα πείτε...&lt;br /&gt;Δυστυχώς όμως αληθινό. Και δείχνει το πώς λειτουργούν οι....&lt;br /&gt;&lt;a name="more"&gt;&lt;/a&gt; υπουργοί. Όχι με κριτήριο το συμφέρον του τόπου, αλλά με βάση την κομματική τους ταυτότητα και τις περίεργες ιδεοληψίες τους.&lt;br /&gt;&lt;br /&gt;Άλλη εξήγηση δεν μπορεί να δώσει κανείς στην πρωτοφανή απόρριψη δωρεάς  για τη λειτουργία μιας βιβλιοθήκης που βρίσκεται στην περιοχή όπου ζουν  οι Πομάκοι. Ο λόγος ίσως να είναι για να μην... ενοχληθεί το τουρκικό  προξενείο... Και η παρέα Δραγώνα - Φραγκουδάκη, γνωστής ταυτότητας και  συμπεριφοράς, γνωστής και από τον άθλιο τρόπο που αντιμετώπισαν τη  θαρραλέα δασκάλα του Δέρειου, Χαρά Νικοπούλου, παρέα που εξακολουθεί να  επηρεάζει τις αποφάσεις στο υπουργείο Παιδείας.&lt;br /&gt;&lt;br /&gt;Η πρωτοφανής αυτή στάση της υπουργού Παιδείας αφορά την πρόταση του  διευθύνοντος συμβούλου του Ομίλου της Μηχανικής Πρόδρομου Εμφιετζόγλου, ο  οποίος στις 24 Μαΐου 2011 γνωστοποίησε με επιστολή του προς την υπουργό  Παιδείας Άννα Διαμαντοπούλου ότι προτίθεται να αναλάβει όλα τα έξοδα  λειτουργίας της Βιβλιοθήκης Μύκης στην Ξάνθη.&lt;br /&gt;Ο προϊστάμενος της Διεύθυνσης Βιβλιοθηκών Βασ. Σκοπελίτης με έγγραφό του  προς τον κ. Εμφιετζόγλου, του γνωστοποιήσει ότι δεν χρειαζόμαστε τη  δωρεά σου!&lt;br /&gt;&lt;br /&gt;Τώρα για ποιον λόγο, μόνο η... Πυθία μπορεί να αντιληφθεί διαβάζοντας το κείμενο της επιστολής, που έχει ως εξής:&lt;br /&gt;&lt;br /&gt;«Η Βιβλιοθήκη Μύκης του Ν. Ξάνθης ανήκει στο δίκτυο παιδικών και  εφηβικών βιβλιοθηκών της αρμοδιότητας του Οργανισμού Παιδικών και  Εφηβικών Βιβλιοθηκών (Ν2174/1993, ΦΕΚ210/Α/22-12-1993 ''Κύρωση Σύμβασης  μεταξύ του Ελληνικού Δημοσίου και της Εταιρείας Ίδρυσης Παιδικών και  Εφηβικών Βιβλιοθηκών και άλλες διατάξεις'').&lt;br /&gt;&lt;br /&gt;Το υπουργείο Παιδείας, Διά Βίου Μάθησης και Θρησκευμάτων έχει προχωρήσει  από 3-6-2011 σε καταγγελία της σύμβασης που είχε συνάψει με την  Εταιρεία Ίδρυσης Παιδικών και Εφηβικών Βιβλιοθηκών για την ίδρυση του ως  άνω οργανισμού.&lt;br /&gt;&lt;br /&gt;Ως εκ τούτου δεν είναι δυνατή η αποδοχή της ευγενούς δωρεάς σας».&lt;br /&gt;&lt;br /&gt;Ούτε καν ένα ευχαριστώ για την πρόθεση του κ. Εμφιετζόγλου να καλύψει τα  έξοδα για να κρατηθεί στη ζωή μια Βιβλιοθήκη! Να μιλήσουμε για  αθλιότητα; Λίγο δεν είναι, όταν μάλιστα προέρχεται από ένα υπουργείο που  υποτίθεται διδάσκει αξίες;&lt;br /&gt;&lt;br /&gt;Είναι δυνατόν, κυρία Διαμαντοπούλου, να απορρίπτετε δωρεές; Να διώχνετε κόσμο που θέλει να προσφέρει;&lt;br /&gt;&lt;br /&gt;OXIALLOKARVOUNO&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-989702624946157050?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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  &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:"Κανονικός πίνακας";  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-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  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;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Μία διαφήμιση( μάλλον η μοναδική στην Ελληνική τηλεόραση) που χρησιμοποιεί τα λεγόμενα greeklish σε όλη της τη διάρκεια.&lt;br /&gt;Αυτό μάλιστα γίνεται τη στιγμή που αρχίζει να υπάρχει ένα ολόκληρο "κίνημα" νέων εναντίων των greeklish. Η Vodafone όμως συνεχίζει αυτή την τακτική αλλοίωσης της ελληνικής γραφής μέσω της διαφήμισης της εντός ελληνικής επικράτειας.&lt;br /&gt;&lt;br /&gt;Σίγουρα θα πείτε οτι όλα αυτά είναι συνομωσιολογίες. Θα μπορούσα να συμφωνήσω αν δεν ήταν η πρώτη φορά που η συγκεκριμένη εταιρεία χρησιμοποιεί μια αντίστοιχη γκρίζα διαφήμιση.&lt;br /&gt;Για δείτε την και την παρακάτω.&lt;/p&gt;&lt;br /&gt;&lt;br /&gt;&lt;object height="265" width="410"&gt;&lt;param name="movie" value="http://www.youtube.com/v/ocVhIq71bhc&amp;amp;hl=en_US&amp;amp;feature=player_embedded&amp;amp;version=3"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/ocVhIq71bhc&amp;amp;hl=en_US&amp;amp;feature=player_embedded&amp;amp;version=3" type="application/x-shockwave-flash" allowfullscreen="true" allowscriptaccess="always" height="265" width="460"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Μήπως η επαναλαμβανόμενη σύμπτωση παύει να είναι σύμπτωση;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-1102748747734629562?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/J5-iSHrlhgn57wfgN6prLxPr5rQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/J5-iSHrlhgn57wfgN6prLxPr5rQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/URdalDCM2CQ" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/1102748747734629562/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=1102748747734629562&amp;isPopup=true" title="1 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/1102748747734629562?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/1102748747734629562?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/URdalDCM2CQ/vodafone.html" title="Τι κρύβουν οι διαφημίσεις της Vodafone ;" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/MU2Ei3OI254/default.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/12/vodafone.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D04BRnk4fSp7ImA9WhRQEUg.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-7072695663112429654</id><published>2011-12-06T09:18:00.000+02:00</published><updated>2011-12-06T09:19:17.735+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-06T09:19:17.735+02:00</app:edited><title>H Μέρκελ πίεζε τον Καραμανλή να πει τα Σκόπια “Μακεδονία”</title><content type="html">&lt;p style="margin-bottom: 0cm;"&gt;&lt;a href="http://www.xrimanews.gr/images/quickpics/various/wikileaks_xrimanews_merkel_skopjia.jpg.jpg"&gt;&lt;img src="http://www.xrimanews.gr/images/quickpics/various/merkel_skopia_xrimanews.jpg" style="padding: 2px; border: 1px solid #c0c0c0; margin: 10px;" border="0" width="520" /&gt;&lt;br /&gt;&lt;/a&gt;Η  Γερμανίδα Καγκελάριος Άνγκελα Μέρκελ προσπαθούσε να πείσει τον πρώην  Πρωθυπουργό της Ελλάδας, Κώστα Καραμανλή, να δείξει μεγαλύτερη  'ευελιξία' στο θέμα της ονομασίας των Σκοπίων σύμφωνα με εμπιστευτικό  έγγραφο της αμερικανικής πρεσβείας στο Βερολίνο με ημερομηνία 23  Απριλίου 2008 .&lt;/p&gt;       &lt;p&gt;Το έγγραφο αναφέρει μάλιστα πως μόνο η Γερμανία απ' όλα τα υπόλοιπα κράτη συντάσσεται με την πολιτική των ΗΠΑ.&lt;/p&gt; &lt;p&gt; &lt;/p&gt; &lt;p style="margin-bottom: 0cm;"&gt;Το έγγραφο αναφέρει επίσης πως η Γερμανία  συμμερίζεται την απογοήτευση των ΗΠΑ για το ελληνικό βέτο στην είσοδο  της “Μακεδονίας” στο ΝΑΤΟ και τονίζει πως η ίδια η Μέρκελ  δραστηριοποιήθηκε ιδιαίτερα τις ημέρες πριν τη σύνοδο του ΝΑΤΟ  προκειμένου να πείσει τον Καραμανλή να βάλει νερό στο κρασί του.&lt;/p&gt; &lt;p style="margin-bottom: 0cm;"&gt;“Τουλάχιστον μία κυβέρνηση έχει  καταρρεύσει εξαιτίας του ονόματος” αναφέρεται στο έγγραφο “και έτσι η  ελληνική κυβέρνηση θέλει να είναι πολύ προσεκτική”.&lt;/p&gt; &lt;p style="margin-bottom: 0cm;"&gt;Το έγγραφο είναι να αποχαρακτηριστεί το  2018 αλλά διέρρευσε στα Wikileaks&lt;br /&gt;&lt;/p&gt; &lt;p style="margin-bottom: 0cm;"&gt;Το θέμα του είναι ενδιαφέρον γιατί  δείχνει πως η Γερμανίδα Καγκελάριος έχει μηδενική αίσθηση αλληλεγγύης  απέναντι σε μία χώρα της Ευρωπαϊκής Ένωσης και λειτουργεί αντίθετα απ'  ότι οι υπόλοιπες χώρες σε αυτό το θέμα. “Οι Έλληνες περιμένουν οι  εταίροι τους στην ΕΕ να τους στηρίξουν στο θέμα” αναφέρει το έγγραφο  αλλά είναι η Μέρκελ η μόνη που ασκεί μεγάλες πιέσεις και συντάσσεται  απόλυτα με την πολιτική των ΗΠΑ, αδιαφορώντας για την Ελλάδα.&lt;/p&gt; &lt;p style="margin-bottom: 0cm;"&gt;Είναι η ίδια Μέρκελ που μερικούςμήνες  αργότερα αρνήθηκε να βοηθήσει την Ελλάδα και την έσπρωξε με την πολιτική  της σε ένα καταστροφικό Μνημόνιο με τα σκληρότερα δυνατά μέτρα, για τα  οποία πανηγύρισε και περηφανεύτηκε δημοσίως σε ομιλία της.&lt;/p&gt; &lt;p style="margin-bottom: 0cm;"&gt;Το έγγραφο κανονικά θα αποχαρακτηριζόταν από εμπιστευτικό στις 22 Απριλίου του 2018.&lt;/p&gt; &lt;p style="margin-bottom: 0cm;"&gt;Ακολουθεί η συνέχεια του εγγράφουν&lt;/p&gt; &lt;p style="margin-bottom: 0cm;"&gt;&lt;a href="http://www.xrimanews.gr/images/quickpics/various/wikileaks_xrimanews_merkel_2.jpg.jpg"&gt;&lt;img src="http://www.xrimanews.gr/images/quickpics/various/wikileaks_merkel_xrimanews2.jpg" style="padding: 2px; border: 1px solid #c0c0c0; margin: 10px;" border="0" width="520" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style="margin-bottom: 0cm;"&gt;xrimanews&lt;/p&gt;&lt;p style="margin-bottom: 0cm;"&gt; &lt;br /&gt;&lt;/p&gt;&lt;p style="margin-bottom: 0cm;"&gt; &lt;br /&gt;&lt;/p&gt;&lt;p style="margin-bottom: 0cm;"&gt; &lt;br /&gt;&lt;/p&gt;&lt;p style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;a href="http://www.xrimanews.gr/images/quickpics/various/wikileaks_xrimanews_merkel_2.jpg.jpg"&gt;&lt;/a&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-7072695663112429654?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/VkZmRwleXRhbTfR7GLI3T1oPoLI/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/VkZmRwleXRhbTfR7GLI3T1oPoLI/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/db3QDS7O1ls" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/7072695663112429654/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=7072695663112429654&amp;isPopup=true" title="0 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/7072695663112429654?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/7072695663112429654?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/db3QDS7O1ls/h.html" title="H Μέρκελ πίεζε τον Καραμανλή να πει τα Σκόπια “Μακεδονία”" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/12/h.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0QCQXYzcCp7ImA9WhRQEEo.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-3190505298387224787</id><published>2011-12-05T09:48:00.000+02:00</published><updated>2011-12-05T09:49:20.888+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-05T09:49:20.888+02:00</app:edited><title>Αστυνομία ανακάλυψε τούνελ ναρκωτικών μακρύ όσο 8 ποδοσφαιρικά γήπεδα !!!</title><content type="html">&lt;div dir="ltr" style="text-align: left;"&gt; &lt;div dir="ltr" style="text-align: left;"&gt; &lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://1.bp.blogspot.com/-lzYLQq4jyMY/TtvjFBjpTuI/AAAAAAAAV40/O59-p0ONW5c/s1600/drug%252Btunnel.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://1.bp.blogspot.com/-lzYLQq4jyMY/TtvjFBjpTuI/AAAAAAAAV40/O59-p0ONW5c/s320/drug%252Btunnel.jpg" height="205" border="0" width="320" /&gt;&lt;/a&gt;&lt;/div&gt; &lt;div class="article-content"&gt; &lt;div class="summary"&gt; Σύστημα τούνελ "έτρεχε" κάτω από τα σύνορα  του Μεξικού, συνέδεε αποθήκες από το Σαν Ντιέγκο στην Τιχουάνα,  μεταφέροντας ναρκωτικά. Δες στο βίντεο πώς γινόταν η μεταφορά.&lt;br /&gt;&lt;a name="more"&gt;&lt;/a&gt;&lt;/div&gt; &lt;/div&gt; &lt;div class="ad currentArea-topStories"&gt; &lt;/div&gt; "Είναι η πιο εξελιγμένη σήραγγα που έχει βρεθεί ποτέ" δήλωσε  εκπρόσωπος της αμερικανικής υπηρεσίας μετανάστευσης και τελωνείων του  Σαν Ντιέγκο, καθώς διέθετε ακόμα και υδραυλικό ανελκυστήρα, ηλεκτρικό  τρόλεϊ, εννοείται φωτισμό. &lt;/div&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/xmpzmf_cops-uncover-us-mexicocross-border-drug-tunnel_news" target="_blank"&gt;Cops uncover US-Mexicocross border drug tunnel&lt;/a&gt; &lt;i&gt; by &lt;a href="http://www.dailymotion.com/ebouz" target="_blank"&gt;ebouz&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;Η είσοδος του τούνελ βρέθηκε από Μεξικανούς στρατιώτες και βρίσκεται  στο ίδιο οικονομικό τετράγωνο με το ομοσπονδιακό γραφείο της αστυνομίας. &lt;br /&gt;                   &lt;br /&gt;&lt;div class="inlineElementPicture"&gt; &lt;img alt="" src="http://www.cosmo.gr/Epikairotita/article1521036.ece/BINARY/w460/drug+tunnel+3.jpg" title="" /&gt;&lt;/div&gt;            Η αστυνομία βρήκε 35 τόνους μαριχουάνα.&lt;br /&gt;                   &lt;br /&gt;&lt;div class="inlineElementPicture"&gt; &lt;img alt="" src="http://www.cosmo.gr/Epikairotita/article1521035.ece/BINARY/w460/drud+tunnel+2.jpg" title="" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="inlineElementPicture"&gt; &lt;img alt="" src="http://www.cosmo.gr/Epikairotita/article1521038.ece/BINARY/w460/drug+tunnel+4.jpg" title="" /&gt;&lt;br /&gt; &lt;br /&gt; &lt;br /&gt;&lt;br /&gt;a-pistefto&lt;br /&gt; &lt;br /&gt; &lt;br /&gt;&lt;br /&gt;&lt;/div&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-3190505298387224787?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/yLl-DS9hnoiLalhYFsTEPHP8ES0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/yLl-DS9hnoiLalhYFsTEPHP8ES0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/SbTvPap1UAg" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/3190505298387224787/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=3190505298387224787&amp;isPopup=true" title="1 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3190505298387224787?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3190505298387224787?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/SbTvPap1UAg/8.html" title="Αστυνομία ανακάλυψε τούνελ ναρκωτικών μακρύ όσο 8 ποδοσφαιρικά γήπεδα !!!" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-lzYLQq4jyMY/TtvjFBjpTuI/AAAAAAAAV40/O59-p0ONW5c/s72-c/drug%252Btunnel.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/12/8.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkQBQXY7cSp7ImA9WhRRGEw.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-6995885114395882094</id><published>2011-12-02T09:16:00.002+02:00</published><updated>2011-12-02T09:19:10.809+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-02T09:19:10.809+02:00</app:edited><title>Nicholas Hammond : Γιατί οι υπόλοιποι Έλληνες δεν αποκαλούσαν ως Έλληνες τους Μακεδόνες;</title><content type="html">&lt;div style="line-height: 19px; text-align: left;"&gt; &lt;a href="http://1.bp.blogspot.com/-h6vzR3_989M/TtZdZnM_bCI/AAAAAAAAOBw/2muVhUmIS34/s1600/%25CE%259C%25CE%25B1%25CE%25BA%25CE%25B5%25CE%25B4%25CF%258C%25CE%25BD%25CE%25B5%25CF%2582.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://1.bp.blogspot.com/-h6vzR3_989M/TtZdZnM_bCI/AAAAAAAAOBw/2muVhUmIS34/s200/%25CE%259C%25CE%25B1%25CE%25BA%25CE%25B5%25CE%25B4%25CF%258C%25CE%25BD%25CE%25B5%25CF%2582.jpg" border="0" height="113" width="200" /&gt;&lt;/a&gt;&lt;b&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #990000; font-family: Arial, Helvetica, sans-serif;"&gt;«Ένα κείμενο προς τους αδαείς αναγνώστες της Δύσης»&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt; &lt;b&gt;&lt;div style="text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt; &lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif; line-height: 19px;"&gt;&lt;div style="text-align: left;"&gt; &lt;b style="font-family: 'Times New Roman'; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 19px;"&gt;Ο  έγκριτος ιστορικός Nicholas Hammond αναφέρει τα ακόλουθα στοιχεία, τα  οποία επιβεβαιώνουν κατηγορηματικά, ότι οι αρχαίοι Μακεδόνες-και  επομένως κάθε απόγονός τους-ήταν Ελληνικό φύλο.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;/span&gt;&lt;/b&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt; Ανήκαν  στο ευρύτερο σύνολο των Ελληνικών φυλών, συγκεκριμένα ήταν Δωριείς.  Αυτό σημαίνει ότι κάθε τι που ορίζεται ή αυτό-προσδιορίζεται ως  μακεδονικό, θεωρείται εγγενώς και αυτόματα Ελληνικό και δε μπορεί να  εννοείται με άλλον τρόπο.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt; Να λοιπόν, πού ακριβώς στηρίζεται αυτή η άποψη.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: -webkit-auto;"&gt; &lt;div style="text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-weight: bold; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 19px;"&gt;&lt;div style="text-align: left;"&gt; &lt;b style="background-color: white;"&gt;"&lt;i&gt;Ο Φίλιππος ήταν Έλληνας και  μάλιστα αριστοκρατικής καταγωγής, απόγονος του Τήμενου (απόγονου του  Ηρακλή), ιδρυτή της Ελληνικής δυναστείας των Τημενιδών.&lt;/i&gt;&lt;/b&gt;&lt;/div&gt; &lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;i&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;Άρα και ο Αλέξανδρος, γιος του Φιλίππου, ήταν και αυτός Έλληνας."&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: -webkit-auto;"&gt; &lt;div style="text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-style: italic; font-weight: bold; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt; &lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif; line-height: 19px;"&gt;&lt;div style="text-align: left;"&gt; &lt;b&gt;Γιατί όμως οι υπόλοιποι Έλληνες δεν αποκαλούσαν τους Μακεδόνες, επίσης Έλληνες;&lt;/b&gt;&lt;/div&gt; &lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: -webkit-auto;"&gt; &lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;/span&gt;&lt;/div&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;div style="text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-weight: bold; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt; &lt;b style="background-color: white;"&gt;&lt;div style="text-align: left;"&gt; &lt;b&gt;&lt;span style="line-height: 19px; text-align: -webkit-auto;"&gt;Καταρχήν,  είναι αδιαμφισβήτητη η απόδειξη της Ελληνικότητας των Μακεδόνων και του  γεγονότος ότι, κάθε τι, το οποίο προσδιορίζεται ή αυτοπροσδιορίζεται ως  Μακεδονικό είναι Ελληνικό, αφού σύμφωνα με αδιάσειστα ιστορικά στοιχεία,  τα οποία δεν παρατίθενται από Έλληνες ιστορικούς, αλλά από έναν τρίτο,  έναν ουδέτερο και κάτι παραπάνω από αξιόπιστο επιστήμονα, το Nicholas  Hammond, ο Φίλιππος, βασιλεύς των Μακεδόνων, ήταν Έλληνας. &lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;a href="http://thesecretrealtruth.blogspot.com/2011/12/nicholas-hammond.html" name="more" style="text-align: -webkit-auto;"&gt;&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: -webkit-auto;"&gt; &lt;div style="text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-weight: bold; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt; &lt;b style="line-height: 19px;"&gt;&lt;div style="text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Δηλαδή,  αυτά είναι αρχαία ιστορικά στοιχεία, τα οποία δεν τα δημοσίευσαν οι  Έλληνες, για να αποδείξουν πάση θυσία την ελληνικότητα της Μακεδονίας,  αλλά, όπως είπαμε, ένας ακούραστος εργάτης της ιστορικής επιστήμης, ο  οποίος, με βάση την έγκυρη επιστημονική του κρίση και ανεπτυγμένη  ικανότητά του ως ιστορικός, κατέληξε στο συγκεκριμένο συμπέρασμα.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: -webkit-auto;"&gt; &lt;div style="line-height: 19px; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Ως  ικανότατος "γιατρός" λοιπόν, και με την καθολική και πλήρη αναγνώριση  των συναδέλφων του επιστημόνων σε όλον τον κόσμο, κατέληξε στη  "διάγνωση". Το να αμφισβητούμε το συγκεκριμένο επιστήμονα, το μόνο που  δείχνει εκ μέρους μας, είναι ότι είμαστε τουλάχιστον αδαείς και  αγράμματοι.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;b&gt;&lt;div style="text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt; &lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif; line-height: 19px;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: -webkit-auto;"&gt; &lt;div style="line-height: 19px; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Ναι, αλλά και πάλι, οι υπόλοιποι Έλληνες δεν αποκαλούσαν Έλληνες τους Μακεδόνες, γιατί;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;b&gt;&lt;div style="text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt; &lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif; line-height: 19px;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Μα  για τον απλούστατο λόγο, για τον οποίο οι Άγγλοι διαχωρίζονται σήμερα  από τους Γερμανούς, αφού ακολούθησαν διαφορετική πορεία στο χώρο και το  χρόνο, παρά την κοινή αγγλοσαξονική τους ρίζα.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt; Για  τον ίδιο λόγο, για τον οποίο οι συγκεκριμένοι λαοί έχουν πολεμήσει  πολλές φορές κατά το παρελθόν μεταξύ τους, πράγμα που συνέβη επίσης,  κατά κόρον, και μεταξύ των Ελληνικών φυλών, των Αχαιών, των Δωριέων,  αλλά και σε προγενέστερες περιόδους, με τα λεγόμενα "προελληνικά" φύλα,  βλέπε Πελασγοί, τα οποία κατά την ίδια έννοια ήταν Ελληνικά φύλα, παρότι  οι υπόλοιποι Έλληνες δεν τους αποκαλούσαν Έλληνες.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt; Γιατί οι Άγγλοι δεν αποκαλούν τους Αμερικανούς, ή τουλάχιστον ένα μεγάλο ποσοστό τους, Άγγλους;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Μήπως  αμφισβητεί κανείς το γεγονός ότι η πλειονότητα των σύγχρονων  Αμερικανών, είναι στην ουσία Άγγλοι (ή Αγγλοσάξονες, για την ακρίβεια),  έχουν αγγλική καταγωγή, αφού μέχρι το 1776 ονομάζονταν Άγγλοι, και μετά  ονομάστηκαν Αμερικανοί, άρα υπήρξε αυτός ο διαχωρισμός;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Και  αν σήμερα είναι σύμμαχοι οι δύο χώρες, αυτό δε σημαίνει ότι δεν  πολέμησαν, παρότι ήταν η ίδια φυλή, για να ανεξαρτητοποιηθεί η μία από  την άλλη.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Μήπως αυτό ονομάζεται εμφύλιος πόλεμος;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Μήπως και ο πόλεμος μεταξύ των Μακεδόνων και των υπόλοιπων Ελλήνων ήταν ένας εμφύλιος πόλεμος;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: -webkit-auto;"&gt; &lt;div style="text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-weight: bold; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt; &lt;b style="line-height: 19px;"&gt;&lt;div style="text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Και  ολοκληρώνω με ένα σύγχρονο παράδειγμα, το οποίο εκτυλίσσεται την ώρα  που μιλάμε και το οποίο δείχνει, πώς προκύπτουν αυτές οι συγχύσεις και  τα προβλήματα.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt; Θα θέσω λοιπόν το ερώτημα:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Η  φυλή που κατοικεί, στο νοτιοδυτικό τουλάχιστον κομμάτι του ευρωπαϊκού  κράτους Κύπρου, είναι διαφορετική από αυτή που κατοικεί στο ευρωπαϊκό  κράτος της Ελλάδας;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Αν  όχι, τότε γιατί ορίζεται ως Κυπριακή - και όχι Ελληνοκυπριακή εθνότητα -  η οποία πλέον θεωρείται διαφορετική από την Ελληνική, αφού είναι δύο  διαφορετικό κράτη της Ευρωπαϊκής Ένωσης;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt; Μήπως το ίδιο συνέβη και με τους αρχαίους Μακεδόνες;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Ναι  μεν διαχωρίστηκαν, αλλά δεν έπαψαν να έχουν την ίδια ρίζα και προέλευση  με τους υπόλοιπους Έλληνες, να είναι και οι ίδιοι, εξίσου Έλληνες.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Το  ότι έχω π.χ. διαφορετικό επίθετο από τον παππού μου, επειδή οι νόμοι,  τα ήθη και τα έθιμα της κοινωνίας, αλλά και οι περιστάσεις, το έφεραν  έτσι, δεν έχει ως αποτέλεσμα να είμαι λιγότερο εγγονός του.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt; Το  ότι ο Ηρακλής ήταν μακρινός παππούς του Αλέξανδρου δεν αλλάζει, γιατί  γράφτηκε με αντικειμενικό τρόπο, σε παλαιότερες εποχές, πριν ακόμη ο  Δημοσθένης κάνει απλά χρήση του "διαβατηρίου" της εποχής, που έγραφε  Μακεδόνας, αλλά όχι Έλληνας.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Στο  διαβατήριο αναγράφεται η εθνικότητα του κατόχου του διαβατηρίου, κατά  τη συγκεκριμένη χρονική στιγμή, άντε να γράφει και το όνομα πατρός. Δεν  υπάρχει καμία αναφορά για το χρονικό διάσημα πριν από αυτό.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt; Κάτι  ήξεραν οι πρόγονοι και τα έγραφαν σε μάρμαρο και σε τόσα πολλά μέρη,  που να είναι αδύνατο να σβηστούν όλα τα ίχνη, όλες οι αποδείξεις. Θα  είναι αέναοι, αδιάψευστοι μάρτυρες. Scripta manent. &lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;table class="MsoNormalTable" style="line-height: 19px; text-align: left;" border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt; &lt;tr&gt;&lt;td style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Τι  να κάνουμε όμως, αφού για πολλούς, η ιστορία αρχίζει όταν ανοίξουν τα  "μάτια" τους και αντιληφθούν το φως του πολιτισμού, τότε μόνο  συνειδητοποιούν την πλάνη τους και το πόσο κακό έκαναν στους ίδιους και  σε άλλους ανθρώπους.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt; Είναι  ιστορικό μας χρέος, είναι η μοίρα της φυλής μας, πάντα να δείχνει το  δρόμο και να διδάσκει το μέτρο και τη λογική, σε κάθε άτομο ή λαό, ο  οποίος επιχειρεί την πρόσκαιρη καπηλεία, στα πλαίσια της ματαιοδοξίας,  του οικοδομήματος, το οποίο διαφοροποιεί τον άνθρωπο από τα υπόλοιπα  ζωντανά του πλανήτη (τα οποία βέβαια σέβεται, στα πλαίσια του  ανθρωπισμού του): του πολιτισμού.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt; Άλλοι  μαθαίνουν να κτίζουν και άλλοι, μόνο να γκρεμίζουν και να καπηλεύονται  τον κόπο των άλλων, μέσα στην αδυναμία τους να κτίσουν. Είναι χρέος μας  να τους μάθουμε να κτίζουν.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="MsoNormal" style="line-height: 19px; margin-bottom: 0.0001pt; text-align: -webkit-auto;"&gt; &lt;div style="text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Για τον άνθρωπο.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;b&gt;&lt;div style="text-align: left;"&gt; &lt;b&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Και  να αναγνωρίσουμε επιτέλους την ευθύνη απέναντι στον εαυτό μας, να μη  δίνουμε το δικαίωμα σε τρίτους, να αναμιγνύονται στις εσωτερικές μας  υποθέσεις. Γιατί αυτή είναι η πηγή προέλευσης, όλων των εθνικών μας  προβλημάτων&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;/b&gt;&lt;/div&gt;&lt;div style="overflow: hidden; color: rgb(0, 0, 0); background-color: rgb(255, 255, 255); text-align: left; text-decoration: none; border: medium none;"&gt;&lt;br /&gt;secretrealtruth&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;Να θυμίσουμε οτι ο Nicholas Hammond είναι διαπρεπής καθηγητής στο πανεπιστήμιο της Οξφόρδης.&lt;/span&gt;&lt;br /&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt; &lt;br /&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/9025606952558624530-6995885114395882094?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/2uXI3wIcgvF6eiHggxGqa2HXyEg/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/2uXI3wIcgvF6eiHggxGqa2HXyEg/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/0yjVuP-sfjE" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/3853609838178122505/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=3853609838178122505&amp;isPopup=true" title="0 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3853609838178122505?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3853609838178122505?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/0yjVuP-sfjE/t_30.html" title="Tο ΔΝΤ προειδοποιεί την Κύπρο.." /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-uTz1v0nlEkc/TtN-S5Xi2HI/AAAAAAAAtHs/NXUHv8ZQgnk/s72-c/IMF.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/11/t_30.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEQNSHk9eCp7ImA9WhRRFUo.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-3750305543503920208</id><published>2011-11-29T15:12:00.000+02:00</published><updated>2011-11-29T15:13:19.760+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-29T15:13:19.760+02:00</app:edited><title>Άνθρωπος της Ντόρας η μεταγραφή Pοντούλη!</title><content type="html">&lt;div class="postdate" style="width:100%;margin-bottom:-15px;position:relative;"&gt;&lt;br /&gt;&lt;/div&gt;   &lt;a href="http://2.bp.blogspot.com/-qErOqKX78FY/TtP_DO5V01I/AAAAAAAAJ30/2DuJ7aSz-zc/s1600/foul-i-ntora-gia-v-ethniki--exafanismeni-apo-ton-politiko-charti-i-disy.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 160px; height: 161px;" src="http://2.bp.blogspot.com/-qErOqKX78FY/TtP_DO5V01I/AAAAAAAAJ30/2DuJ7aSz-zc/s1600/foul-i-ntora-gia-v-ethniki--exafanismeni-apo-ton-politiko-charti-i-disy.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Τις  τελευταίες μέρες δημοσιεύτηκε σε αρκετά blogs και όχι μόνο η δήθεν  σημαντική «μεταγραφή» από την οργάνωση της Νέας Δημοκρατίας της Αθήνας  στο ΛΑΟΣ και συγκεκριμένα στο γραφείο του Ροντούλη. Είναι καιρός, όμως,  να αποκατασταθεί όλη η αλήθεια.&lt;br /&gt;Ο διαγραφείς Πρόεδρος της Α1 ΝΟΔΕ  έχει προϊστορία. Σύμφωνα με απόλυτα επιβεβαιωμένες πληροφορίες, στο  παρελθόν είχε αναλάβει διάφορες έμμισθες θέσεις με τη βοήθεια της  Ντόρας, καθώς ήταν ο άνθρωπός της στην περιοχή. Έτσι το 2002 μπήκε πρώτη  φορά&lt;br /&gt;διαμερισματικός σύμβουλος για να βοηθήσει την προσπάθειά της   για τη δημαρχεία. Για την πράξη του αυτή ανταμείφτηκε πλουσιοπάροχα,  καθώς μέχρι πρόσφατα ήταν μέλος διαφόρων έμμισθων θέσεων του Δήμου  Αθηναίων (επιτροπές, συμβούλια κτλ). Αλλά και κατά τη διακυβέρνηση  Καραμανλή η ψηλή φρόντισε τον άνθρωπό της με τελευταία έμμισθη θέση,  αυτή του ειδικού συμβούλου στο Υπουργείο Εξωτερικών και μάλιστα στο  πολιτικό γραφείο του Υφυπουργού Εξωτερικών και κολλητού της Θεοδώρας ,  Κων/νου Κασσίμη.&lt;br /&gt;Σε όλη τη διάρκεια των εσωκομματικών εκλογών έκανε  αγώνα ενάντια στον Αντώνη Σαμαρά, ενώ τις τελευταίες μέρες που τα  πράγματα δεν πήγαιναν όπως τα ήθελε η αρχηγός του, το «έπαιξε» διπλό  ταμπλό και, όπως αποδείχτηκε, καθόλου τυχαία. Στις εκλογές για την  ανάδειξη τοπικών και νομαρχιακών συμβουλίων,  με άγνωστο τρόπο,   κατάφερε να είναι ο μοναδικός υποψήφιος πρόεδρος της Α1 ΝΟΔΕ της ΝΔ, ενώ  για τη θητεία του εκεί υπάρχουν πολλές καταγγελίες.&lt;br /&gt;Μάλιστα πριν από  περίπου ένα δίμηνο επισκέφθηκε τα γραφεία της Ντόρας (ενώ ήταν πρόεδρος  της ΝΟΔΕ) και πριν από 10 μέρες τα βρήκε με τον συγγενή του, Ροντούλη.  Συμπέρασμα: αν και ο άνθρωπος της Ντόρας οδηγήθηκε τελικά στο ΛΑΟΣ  αντιλαμβάνεστε ποια προοπτική του έδωσε η ίδια για το κόμμα της…&lt;br /&gt;&lt;br /&gt;pikrisokolata&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-3750305543503920208?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/7Nl4qJ4bdmw0zYt8KmvbEc4eSxQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/7Nl4qJ4bdmw0zYt8KmvbEc4eSxQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/kaPFFwYHgLQ" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/3750305543503920208/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=3750305543503920208&amp;isPopup=true" title="0 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3750305543503920208?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3750305543503920208?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/kaPFFwYHgLQ/p.html" title="Άνθρωπος της Ντόρας η μεταγραφή Pοντούλη!" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-qErOqKX78FY/TtP_DO5V01I/AAAAAAAAJ30/2DuJ7aSz-zc/s72-c/foul-i-ntora-gia-v-ethniki--exafanismeni-apo-ton-politiko-charti-i-disy.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/11/p.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0cBRno-fSp7ImA9WhRRFUg.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-3427803925236565885</id><published>2011-11-29T09:16:00.000+02:00</published><updated>2011-11-29T09:17:37.455+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-29T09:17:37.455+02:00</app:edited><title>Θα πληρώνουν από την τσέπη τους τους γιατρούς οι ασφαλισμένοι του Δημοσίου</title><content type="html">&lt;div dir="ltr" style="text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-gEiV0m51syc/TtQs5M4CHvI/AAAAAAAAJ3U/DK4DUq61zog/s1600/splash.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://3.bp.blogspot.com/-gEiV0m51syc/TtQs5M4CHvI/AAAAAAAAJ3U/DK4DUq61zog/s320/splash.jpg" border="0" height="298" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;Ο Πανελλήνιος Ιατρικός Σύλλογος (ΠΙΣ) αποφάσισε την αναστολή -  επίσχεση των συμβατικών υποχρεώσεων όλων των συμβεβλημένων γιατρών,  έναντι του Οργανισμού Περίθαλψης Ασφαλισμένων του Δημοσίου (ΟΠΑΔ),  εξαιτίας των μεγάλων οφειλών προς τους γιατρούς. Ο Οργανισμός οφείλει  στους συμβεβλημένους γιατρούς 350 εκατομμύρια ευρώ ενώ σημειώνονται  σημαντικές καθυστερήσεις στην εξόφληση των οφειλόμενων.&lt;br /&gt;&lt;br /&gt;Έτσι οι ασφαλισμένοι του δημοσίου θα πληρώνουν από την τσέπη τους τις επισκέψεις που θα πραγματοποιούν στους γιατρούς.&lt;br /&gt;&lt;br /&gt;Ο Ιατρικός Σύλλογος της Αθήνας (ΙΣΑ) καλεί τα μέλη του να μην παρέχουν  ιατρικές υπηρεσίες σε εκτέλεση της σύμβασης τους με τον ΟΠΑΔ, να προβούν  στην υπογραφή δήλωσης επίσχεσης ιατρικών συμβάσεων με τον ΟΠΑΔ από  1-12-2011, να προβούν στην ανάρτηση σχετικής ανακοίνωσης για την  επίσχεση έξω από τα ιατρεία τους, ώστε να ενημερώνουν σαφώς και εγκαίρως  τους ασφαλισμένους του ΟΠΑΔ και να εξυπηρετούν τους ασφαλισμένους του  Δημοσίου, κόβοντας δελτίο παροχής υπηρεσιών προς τους ασφαλισμένους και  εισπράττοντας από αυτούς τη νόμιμη αμοιβή.&lt;br /&gt;&lt;br /&gt;"Η σχετική απόφαση επίσχεσης των ιατρικών συμβάσεων με τον ΟΠΑΔ είναι  δεσμευτική για όλους τους ιατρούς και η μη εφαρμογή της αποτελεί  πειθαρχικό παράπτωμα", αναφέρει ανακοίνωση του ΙΣΑ.&lt;br /&gt;&lt;br /&gt;zeidoron.blogspot.com&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-3427803925236565885?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/IvKKImzAaqvSNTrsEMPbCZv2Yco/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/IvKKImzAaqvSNTrsEMPbCZv2Yco/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/BAY4Bm6yS-A" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/3427803925236565885/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=3427803925236565885&amp;isPopup=true" title="1 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3427803925236565885?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3427803925236565885?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/BAY4Bm6yS-A/blog-post_29.html" title="Θα πληρώνουν από την τσέπη τους τους γιατρούς οι ασφαλισμένοι του Δημοσίου" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-gEiV0m51syc/TtQs5M4CHvI/AAAAAAAAJ3U/DK4DUq61zog/s72-c/splash.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/11/blog-post_29.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkYBRn4zeCp7ImA9WhRRFEo.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-4009967236425441923</id><published>2011-11-28T09:07:00.002+02:00</published><updated>2011-11-28T10:49:17.080+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-28T10:49:17.080+02:00</app:edited><title>New York Times: ''Οι τράπεζες ετοιμάζονται για διάλυση του ευρώ''</title><content type="html">&lt;div dir="ltr" style="text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://static.madata.gr/files/nytimes_817436144.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://static.madata.gr/files/nytimes_817436144.jpg" border="0" height="111" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Αρκετές  από τις μεγαλύτερες τράπεζες στον κόσμο έχουν αρχίσει να ετοιμάζουν  Σχέδιο Β για να αντιμετωπίσουν τις εξελίξεις σε περίπτωση που υπάρξει  άτακτη φυγή χωρών από το ευρώ λόγω .........&lt;br /&gt;&lt;br /&gt;&lt;a name="more"&gt;&lt;/a&gt;&lt;br /&gt;της κρίσης, σύμφωνα με τους «Τάιμς της Νέας Υόρκης». Θεωρούν μάλιστα  πιθανή τη διάσπαση του ευρώ εάν δεν επέμβει δραστικά η Ευρωπαϊκή  Κεντρική Τράπεζα.&lt;br /&gt;&lt;br /&gt;«Δεν μπορούμε να εφησυχάζουμε και δεν εφησυχάζουμε στο μέτωπο αυτό. Δεν  πρέπει να αγνοήσουμε την προοπτική άτακτης αποχώρησης κάποιων χωρών από  το ευρώ», είπε στην αμερικανική εφημερίδα το στέλεχος της Βρετανικής  Επιτροπής Κεφαλαιαγοράς που εποπτεύει και τις τράπεζες (FSA), Αντριου  Μπέιλι.&lt;br /&gt;&lt;br /&gt;Τράπεζες όπως η Merrill Lynch, η Barclays Capital και η Nomura από την  προηγούμενη εβδομάδα δημοσιοποίησαν σειρά από εκθέσεις στις οποίες  εξετάζεται η πιθανότητα διάσπασης της ευρωζώνης. «Η χρηματοπιστωτική  κρίση στην ευρωζώνη έχει μπει σε νέα, πιο επικίνδυνη φάση», ανέφερε η  Nomura σε ανάλογη έκθεση, προσθέτοντας ότι, εάν η ΕΚΤ δεν παρέμβει  δραστικά και αναλάβει δράση όπου απέτυχαν οι πολιτικοί, «μια διάσταση  του ευρώ φαντάζει τώρα πιθανή».&lt;br /&gt;&lt;br /&gt;Οι ανησυχίες μεγάλωσαν μετά την υποβάθμιση της Πορτογαλίας και του  Βελγίου την προηγούμενη εβδομάδα, ενώ μεγαλώνουν οι φόβοι ακόμη και για  πιθανή υποβάθμιση της Γαλλίας που θα δημιουργούσε πολλά προβλήματα στην  Ευρώπη.&lt;br /&gt;&lt;br /&gt;Μεγάλες βρετανικές τράπεζες, όπως η Royal Bank of Scotland, αναφέρουν οι  «Τάιμς της Νέας Υόρκης», επεξεργάζονται σχέδια ανάγκης σε περίπτωση που  γίνει αυτό που δεν τολμά κανείς να σκεφτεί, σύμφωνα με πηγές των  βρετανικών εποπτικών Αρχών.&lt;br /&gt;&lt;br /&gt;Η ανησυχία είναι έκδηλη και στις ΗΠΑ, όπου οι αρμόδιες Αρχές πιέζουν  αμερικανικές τράπεζες όπως η Citigroup και άλλες να μειώσουν την έκθεσή  τους στην ευρωζώνη - ουσιαστικά να πουλήσουν ευρωπαϊκά ομόλογα που έχουν  στην κατοχή τους. Στο Χονγκ Κονγκ οι εποπτικές Αρχές έχουν βάλει στο  μικροσκόπιο τη διεθνή έκθεση των εγχώριων τραπεζών επειδή ανησυχούν για  την ευρωπαϊκή κρίση.&lt;br /&gt;&lt;br /&gt;Οι ευρωπαϊκές τράπεζες, όμως, φαίνεται ότι ανησυχούν πιο λίγο από τους  άλλους αφού δεν φαίνεται να κάνουν ανάλογες προετοιμασίες, όπως  αναφέρουν οι «Τάιμς». Ιδιαίτερα οι τράπεζες στη Γαλλία και την Ιταλία,  λένε τραπεζικές πηγές στην αμερικανική εφημερίδα, θεωρούν ότι είναι  απίθανο να διασπαστεί το ευρώ.&lt;br /&gt;&lt;br /&gt;«Από πολιτικής πλευράς, ακόμη και η ιδέα της φυγής της Ελλάδας (από το  ευρώ) θεωρείται από όλο και περισσότερους σαν ανάθεμα. Παρά τις  προσδοκίες ότι η Ελλάδα - και οι τράπεζες που της δανείζουν - μπορεί να  λαμβάνει ευρωπαϊκή βοήθεια με χρήματα των φορολογουμένων για διάστημα  έως εννέα χρόνων, υπάρχει ο φόβος ότι μια έξοδός της (από το ευρώ)  μπορεί να ανοίξει το κουτί της Πανδώρας, ότι θα γίνει μια δεύτερη Lehman  Brothers ή ότι θα οδηγήσει στην έξοδο κι άλλων χωρών από την ευρωζώνη»,  αναφέρουν οι «Τάιμς».&lt;br /&gt;&lt;b&gt;madata&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.nytimes.com/2011/11/26/business/global/banks-fear-breakup-of-the-euro-zone.html"&gt;το πρωτότυπο κείμενο της NYT&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; &lt;/b&gt;&lt;a href="http://www.nytimes.com/2011/11/26/business/global/banks-fear-breakup-of-the-euro-zone.html"&gt;&lt;span style="display: block;" id="formatbar_Buttons"&gt;&lt;span class="" style="display: block;" id="formatbar_CreateLink" title="Σύνδεσμος" onmouseover="ButtonHoverOn(this);" onmouseout="ButtonHoverOff(this);" onmouseup="" onmousedown="CheckFormatting(event);FormatbarButton('richeditorframe', this, 8);ButtonMouseDown(this);"&gt;&lt;img src="img/blank.gif" alt="Σύνδεσμος" class="gl_link" border="0" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;b&gt;&lt;br /&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/9025606952558624530-4009967236425441923?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/R6C-A-Womg1yOvGZMFAfGP7vrV8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/R6C-A-Womg1yOvGZMFAfGP7vrV8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/TmU5wWge-6A" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/4009967236425441923/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=4009967236425441923&amp;isPopup=true" title="2 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/4009967236425441923?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/4009967236425441923?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/TmU5wWge-6A/new-york-times.html" title="New York Times: ''Οι τράπεζες ετοιμάζονται για διάλυση του ευρώ''" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><thr:total>2</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/11/new-york-times.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0UFR3wyeCp7ImA9WhRREk0.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-3726710512723939598</id><published>2011-11-25T09:12:00.000+02:00</published><updated>2011-11-25T09:13:36.290+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-25T09:13:36.290+02:00</app:edited><title>Στις Bρυξέλλες ο Παπαδήμος με αεροπλάνο της ...γραμμής!!!</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Z6y9tmWeeRo/Ts7GKHWDd9I/AAAAAAAAsgU/uMqwoNp7Qgo/s1600/liar_jet.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://2.bp.blogspot.com/-Z6y9tmWeeRo/Ts7GKHWDd9I/AAAAAAAAsgU/uMqwoNp7Qgo/s400/liar_jet.jpg" border="0" height="265" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Αλλαγή ύφους στον πρωθυπουργικό ρόλο φέρνει ο Λουκάς Παπαδήμος, αφού στο πρώτο του ταξίδι στο &lt;b&gt;εξωτερικό  ως επικεφαλής της νέας κυβέρνησης επέλεξε να μετακινηθεί με το  αεροπλάνο της γραμμής πληρώνοντας ένα κανονικό εισιτήριο &lt;/b&gt;αντί να χρησιμοποιήσει το κρατικό liar jet, το οποίο είναι....&lt;br /&gt;&lt;a name="more"&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;ιδιαίτερα κοστοβόρο για τον Έλληνα φορολογούμενο. Συγκεκριμένα, ο  πρωθυπουργός μετέβη στις Βρυξέλες, στην πρώτη του αποστολή στο εξωτερικό  στο νέο του ρόλο, για να συζητήσει την εκταμίευση της 6ης δόσης με τον  πρόεδρο του Ευρωπαϊκού Συμβουλίου, Χέρμαν Βαν Ρομπέι, και τον πρόεδρο  της Κομισιόν Μανουέλ Μπαρόζο. Ο κ. Παπαδήμος προτίμησε να πάει με μια  απλή πτήση πληρώνοντας κανονικό εισιτήριο, σε αντίθεση με τον κ.  Παπανδρέου και άλλους πρωθυπουργούς, αλλά και υπουργούς, που  χρησιμοποιούσαν το πρωθυπουργικό αεροπλάνο, τύπου Gulfstream V, ακόμα  και τα τελευταία δύο χρόνια εν μέσω της μεγάλης κρίσης με τη χώρα  ουσιαστικά χρεοκοπημένη.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;iefimerida.gr&lt;div style="overflow: hidden; color: rgb(0, 0, 0); background-color: rgb(255, 255, 255); text-align: left; text-decoration: none; border: medium none;"&gt;&lt;br /&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/9025606952558624530-3726710512723939598?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/itgppsoMWmL63WPhqlTtqUvwaZQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/itgppsoMWmL63WPhqlTtqUvwaZQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/PzBGG9wsTxQ" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/3726710512723939598/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=3726710512723939598&amp;isPopup=true" title="2 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3726710512723939598?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3726710512723939598?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/PzBGG9wsTxQ/b.html" title="Στις Bρυξέλλες ο Παπαδήμος με αεροπλάνο της ...γραμμής!!!" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-Z6y9tmWeeRo/Ts7GKHWDd9I/AAAAAAAAsgU/uMqwoNp7Qgo/s72-c/liar_jet.jpg" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/11/b.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DU4MQ3g7eCp7ImA9WhRREU4.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-3741672093968939124</id><published>2011-11-24T14:30:00.001+02:00</published><updated>2011-11-24T14:33:02.600+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-24T14:33:02.600+02:00</app:edited><title>Reichenbach: Έχει και παρακάτω... στον πάτο της Ελλάδας</title><content type="html">&lt;div class="articleinfo"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;                         &lt;p&gt;&lt;a href="http://www.xrimanews.gr/images/web/9I76lymomJ1M9vzrS0O9.jpg"&gt;&lt;img style="padding: 2px; border: 1px solid #c0c0c0; margin: 10px;" src="http://www.xrimanews.gr/images/web/9I76lymomJ1M9vzrS0O9.jpg" alt="XRIMANEWS.GR" align="left" border="0" width="250" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Σε  συνέντευξή του στη γερμανική εφημερίδα Die Welt, ο επικεφαλής της task  force της ΕΕ Χορστ Ράιχενμπαχ εκτιμά ότι η κρίση στην Ελλάδα θα οξυνθεί  περαιτέρω.  «Οι πρώτες εκτιμήσεις της Κομισιόν για τις οικονομικές  εξελίξεις στην Ελλάδα το 2012 δεν προβλέπουν ανάπτυξη ακόμα», αναφέρει ο  Χορστ Ράιχενμπαχ στη Die Welt που κυκλοφορεί την Πέμπτη.      &lt;/p&gt; &lt;p&gt;«Η Ελλάδα, ως τόπος οικονομικής δραστηριοποίησης, είναι επιβαρυμένη  από πολλούς παράγοντες αβεβαιότητας», λέει ο κ. Ράιχενμπαχ, προσθέτοντας  ότι «οι καλοί επενδυτές θα δραστηριοποιούνταν στην Ελλάδα σε μια  καθοδική φάση. Αλλά αυτό το κάνουν όταν πειστούν ότι δεν πάει πιο κάτω,  όταν δηλαδή βρισκόμαστε πλέον στον πάτο». &lt;/p&gt; &lt;p&gt;«Αλλά αυτό δεν έχει συμβεί ακόμη στην περίπτωση της Ελλάδας»,  υποστηρίζει ο ευρωπαίος αξιωματούχος, υπογραμμίζοντας ότι η επόμενη  σημαντικότερη αποστολή της task force είναι να βελτιώσει το επενδυτικό  κλίμα στη χώρα. &lt;/p&gt; &lt;p&gt;Ο κ. Ράιχενμπαχ επισημαίνει ότι οι προσπάθειες διάσωσης της Ελλάδας  έλαβαν χώρα με καθυστέρηση. «Από την σημερινή οπτική γωνία είναι σαφές  ότι η βοήθεια δεν είχε το απαιτούμενο εύρος και την ταχύτητα», λέει ο κ.  Ράιχενμπαχ αποδίδοντας τα λάθη στην απουσία σχετικής εμπειρίας. «Για  μια τέτοια περίπτωση κανείς δεν είχε τη συνταγή στην τσέπη», επισημαίνει  χαρακτηριστικά και προσθέτει ότι τα λάθη εκδικούνται τώρα με το  αυξημένο κόστος επίλυσης του προβλήματος.  &lt;/p&gt; &lt;p&gt; &lt;/p&gt; &lt;p&gt;Πηγή: DW, Dei Welt&lt;br /&gt;epikaira.gr&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-3741672093968939124?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/gHRJ9vvvcAN2prBSYkCjyCrqfvI/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/gHRJ9vvvcAN2prBSYkCjyCrqfvI/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/erpr_2KKAnk" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/3741672093968939124/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=3741672093968939124&amp;isPopup=true" title="1 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3741672093968939124?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/3741672093968939124?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/erpr_2KKAnk/reichenbach.html" title="Reichenbach: Έχει και παρακάτω... στον πάτο της Ελλάδας" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><thr:total>1</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/11/reichenbach.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0YFQHk6eip7ImA9WhRREUw.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-8156860503438930922</id><published>2011-11-24T09:15:00.001+02:00</published><updated>2011-11-24T09:18:31.712+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-24T09:18:31.712+02:00</app:edited><title>Βγενόπουλος: «Δεν έπρεπε να μπει στο euro η Ελλάδα»</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-a7XJJEKjN6Q/Ts2BKE2iYkI/AAAAAAAAsXk/XQbghs4gxKA/s1600/vgenopoulos_pouro.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://1.bp.blogspot.com/-a7XJJEKjN6Q/Ts2BKE2iYkI/AAAAAAAAsXk/XQbghs4gxKA/s400/vgenopoulos_pouro.jpg" border="0" height="225" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ο Ανδρέας Βγενόπουλος τόνισε σε συνέντευξή του σε κυπριακό κανάλι &lt;b&gt;ότι η Ελλάδα δεν έπρεπε να μπει στο ευρώ και ότι η έξοδος από αυτό τη δεδομένη χρονική στιγμή θα έφερνε καταστροφή&lt;/b&gt;. Για τη δύσκολη οικονομική κατάσταση μίλησε ο....&lt;br /&gt;&lt;a name="more"&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Ανδρέας Βγενόπουλος στο τηλεοπτικό κανάλι της Κύπρου Sigma, με τη  συνέντευξή του να μην έχει ολοκληρωθεί ακόμα. Ο κ. Βγενόπουλος τόνισε  ότι η Ελλάδα δεν έπρεπε να μπει στο ευρώ και πως η έξοδός της τη  δεδομένη χρονική στιγμή θα σημάνει την καταστροφή της.&lt;br /&gt;&lt;br /&gt;«Η Ελλάδα δεν έπρεπε να μπει στο ευρώ, αλλά τώρα η έξοδός της θα είχε  στοιχεία καταστροφής», είπε ο κ. Βγενόπουλος, ενώ μεταξύ άλλων πρόσθεσε  ότι για την κρίση φταίνε οι πολιτικοί. Τόνισε, μάλιστα, ότι θα  προτιμούσε μια κυβέρνηση με περισσότερους τεχνοκράτες. Επίσης,  αναφέρθηκε στο κυπριακό πρόβλημα κι ότι αυτό οφείλεται κυρίως στην  έκθεση των τραπεζών στο ελληνικό χρέος.&lt;br /&gt;&lt;br /&gt;Επισήμανε, εξάλλου, ότι οι καταγγελίες του για τα κατεστημένα και την  αδιαφάνεια δεν έγιναν ποτέ αντικείμενο εξέτασης. Ακόμη δήλωσε ότι  «κάποια στιγμή πρέπει να βοηθήσουν και τα γερά πορτοφόλια». Τέλος,  παραδέχθηκε ότι το μεγαλύτερο λάθος του ήταν το που δε μετέφερε τη έδρα  της Μarfin.&lt;div style="overflow: hidden; color: rgb(0, 0, 0); background-color: rgb(255, 255, 255); text-align: left; text-decoration: none; border: medium none;"&gt;&lt;br /&gt;trelokouneli&lt;br /&gt;&lt;br /&gt;&lt;br /&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/9025606952558624530-8156860503438930922?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/2HMeLbjHm4dyREVxTBNFjwMpoHc/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/2HMeLbjHm4dyREVxTBNFjwMpoHc/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/RMcTUXPAbnY" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/8156860503438930922/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=8156860503438930922&amp;isPopup=true" title="2 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/8156860503438930922?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/8156860503438930922?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/RMcTUXPAbnY/euro.html" title="Βγενόπουλος: «Δεν έπρεπε να μπει στο euro η Ελλάδα»" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-a7XJJEKjN6Q/Ts2BKE2iYkI/AAAAAAAAsXk/XQbghs4gxKA/s72-c/vgenopoulos_pouro.jpg" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/11/euro.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CE8ER3g8cCp7ImA9WhRREE4.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-2715368915599870639</id><published>2011-11-23T09:17:00.002+02:00</published><updated>2011-11-23T09:20:06.678+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-23T09:20:06.678+02:00</app:edited><title>Tι είναι αυτές οι γιγάντιες κατασκευές στην μέση της ερήμου;</title><content type="html">Tεράστιες κατασκευές στην μέση της κινεζικής ερήμου, εντόπισε η υπηρεσία Google Maps και δημοσιεύει σήμερα η ιστοσελίδα &lt;strong&gt;gizmodo.com, &lt;/strong&gt;καλώντας τους αναγνώστες να βγάλουν τα δικά τους συμπέρασματα για το αν πρόκειται για κάτι άξιο λόγου και προβληματισμού ή όχι!&lt;br /&gt;Στην πρώτη εικόνα, απεικονίζεται κάτι που μοιάζει με τεράστιο   περίπλοκο δίκτυο, το οποίο αποτελείται από μεγάλες λευκές ή μεταλλικές   λωρίδες. Οι γραμμές είναι άψογα σχηματισμένες και φαίνεται σαν να έχουν   σχηματιστεί ώστε να είναι ορατές από δορυφόρους σε τροχιά. Δεν είναι   σαφές αν έχουν σχηματιστεί με κάποιο άσπρο υλικό, ή ίσως αν πρόκειται   για χώμα σκαμμένο με μηχανήματα. &lt;a href="http://maps.google.com/maps?q=40.452107,93.742118&amp;amp;hl=de&amp;amp;ll=40.447764,93.744299&amp;amp;spn=0.005201,0.010107&amp;amp;num=1&amp;amp;t=h&amp;amp;vpsrc=6&amp;amp;z=17" target="_blank"&gt;Δείτε το και εδώ στο Google Maps&lt;/a&gt; (maps.google.com:: 40.452107,93.742118).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt="" src="http://www.pyles.tv/Images-%281%29/Paranormal/china1.aspx?width=620&amp;amp;height=700" style="float: left; height: 608px; margin: 3px; width: 539px;" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Η παραπάνω κατασκευή βρίσκεται στην περιοχή Dunhuang της επαρχίας   Gansu, βόρεια του ποταμού Shule, η οποία διασχίζει το οροπέδιο του Θιβέτ   προς τα δυτικά, στην έρημο Kumtag και καλύπτει μία περιοχή περίπου 1,5   χιλιομέτρου σε μήκος και 920 μέτρων σε πλάτος. Το σχετικό άρθρο στο &lt;strong&gt;gizmodo.com, &lt;/strong&gt;αναρωτιέται   αν πρόκειται για ένα δίκτυο το οποίο βοηθάει τους κατασκοπευτικούς   δορυφόρους της Κίνας .&lt;br /&gt; Ακολουθεί η δεύτερη κατασκευή (στην παρακάτω φωτογραφία) η οποία   μοιάζει με ένα γιγάντιο δίκτυο... στόχων και βρίσκεται και αυτή στα   βόρεια του ποταμού Shule. Η ιστοσελίδα αναφέρει πως αν μεγεθύνει κάποιος   την εικόνα, μπορεί να δει κατεστραμμένα οχήματα, ενώ στα δυτικά   διακρίνεται κάτι που που μοιάζει με ηλεκτροπαραγωγική μονάδα, θα   μπορούσε να πει κανείς κάτι παρεμφερές του HAARP.  &lt;a href="http://maps.google.com/maps?q=40.452107,93.742118&amp;amp;hl=de&amp;amp;ll=40.413774,93.583686&amp;amp;spn=0.001848,0.003294&amp;amp;num=1&amp;amp;t=h&amp;amp;vpsrc=6&amp;amp;z=19" target="_blank"&gt;Δείτε την εικόνα εδώ για να καταλάβετε τι ακριβώς περιγράφουμε  &lt;/a&gt;(maps.google.com: 40.452107,93.742118).&lt;br /&gt;&lt;img alt="" src="http://www.pyles.tv/Images-%281%29/Paranormal/china2.aspx?width=620&amp;amp;height=338" style="float: left; height: 272px; margin: 3px; width: 500px;" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ακολουθούν και άλλες παρόμοιες κατασκευές, ανάμεσά τους και η   παρακάτω η οποία  μοιάζει σαν ένας τεράστιος ακτινοειδής στόχος, που   όμως αν ζουμάρει κανείς στο Google Maps, θα δει ότι περιλαμβάνει κάποια   αεροσκάφη και κάποια αντικείμενα σαν εμπόδια. &lt;a href="http://maps.google.com/maps?q=40.458679,93.31314&amp;amp;hl=en&amp;amp;ll=40.458626,93.313301&amp;amp;spn=0.003265,0.005724&amp;amp;sll=40.458018,93.392587&amp;amp;sspn=0.0208,0.040426&amp;amp;vpsrc=6&amp;amp;t=h&amp;amp;z=18" target="_blank"&gt;Δείτε το και εδώ&lt;/a&gt; ( maps.google.com: 40.458679,93.31314).&lt;br /&gt;&lt;img alt="" src="http://www.pyles.tv/Images-%281%29/Paranormal/china3.aspx?width=620&amp;amp;height=537" style="float: left; height: 460px; margin: 3px; width: 532px;" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;pyles.tv&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-2715368915599870639?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/YNtGKfvWcz9YAz9h4gw3QIlTJEA/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/YNtGKfvWcz9YAz9h4gw3QIlTJEA/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/EpDOD/~4/GrmQVpYxPTA" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://diaforetikimatia.blogspot.com/feeds/2715368915599870639/comments/default" title="Σχόλια ανάρτησης" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=9025606952558624530&amp;postID=2715368915599870639&amp;isPopup=true" title="2 σχόλια" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/2715368915599870639?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/9025606952558624530/posts/default/2715368915599870639?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/GrmQVpYxPTA/t.html" title="Tι είναι αυτές οι γιγάντιες κατασκευές στην μέση της ερήμου;" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><thr:total>2</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/11/t.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEYEQnc-eyp7ImA9WhRSGUk.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-5748505224474250135</id><published>2011-11-22T09:14:00.000+02:00</published><updated>2011-11-22T09:15:03.953+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-22T09:15:03.953+02:00</app:edited><title>Ο Κ.Σημίτης (για να κρύψει 2,8 δισ. € ) μας χρέωσε με 16 δισ. στην Goldman Sachs!</title><content type="html">&lt;div dir="ltr" style="text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-OIuiG8q9vqE/TstJmtE3XwI/AAAAAAAAAgU/CsXdYlQgns8/s1600/%25CF%2583%25CE%25B7%25CE%25BC%25CE%25B9%25CF%2584%25CE%25B7%25CF%2582-goldman%2Bsachs.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://3.bp.blogspot.com/-OIuiG8q9vqE/TstJmtE3XwI/AAAAAAAAAgU/CsXdYlQgns8/s320/%25CF%2583%25CE%25B7%25CE%25BC%25CE%25B9%25CF%2584%25CE%25B7%25CF%2582-goldman%2Bsachs.JPG" border="0" height="151" width="320" /&gt;&lt;/a&gt;&lt;/div&gt; Στα  16 δισ. ευρώ θα ανέλθει για την Ελλάδα το τελικό κόστος του  περιβόητου  swap της Goldman Sachs, που έλαβε χώρα επί κυβερνήσεως Σημίτη  το 2001  με στόχο να κρύψει χρέος 2,8 δισ. ευρώ.&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;"&gt;&lt;br /&gt;Στον ισολογισμό για το έτος 2010..&lt;br /&gt;&lt;a name="more"&gt;&lt;/a&gt; που κατατέθηκε προχθές στη Βουλή από  τον υπουργό  Οικονομικών Ευ. Βενιζέλο, αναφέρεται ότι τη συγκεκριμένη  χρονιά «το  εκτός αγοράς» swap πρόσθεσε στο χρέος 5,2 δισ. ευρώ. Ηταν η  χρονιά που  το ποσό καταγράφηκε επίσημα στο χρέος, ύστερα από πιέσεις που  άσκησαν η  Eurostat και η Ευρωπαϊκή Επιτροπή.&lt;br /&gt;&lt;br /&gt;Αν στο ποσόν αυτό προσθέσουμε και.......&lt;br /&gt;&lt;a href="post-create.g?blogID=1779636928613313393" name="more"&gt;&lt;/a&gt;  τους τόκους (περίπου 300.000.000 ετησίως έως το  2037), το σύνολο του  κόστους που θα καταβάλει η χώρα για το swap θα  ανέλθει στα 16 δισ.,  δηλαδή όσο κοστίζουν περίπου οι μισθοί των δημοσίων  υπαλλήλων για έναν  χρόνο.&lt;br /&gt;&lt;br /&gt;Ποιος νοιάζεται γι' αυτά τα 16 δισ. ευρώ, όταν το δημόσιο χρέος στο   τέλος του 2011 θα φτάσει στα 364 δισ. ευρώ, θα μπορούσε να ήταν ένα   ρητορικό ερώτημα. Το συνολικό χρέος περικλείει εντός του πολλά από τα   ανομήματα της Μεταπολίτευσης και ένα μεγάλο κομμάτι του ορθώνεται σήμερα   περήφανο, υπό τη μορφή πολυτελών κατοικιών στα βουνά γύρω από το   λεκανοπέδιο της Αττικής.&lt;br /&gt;&lt;br /&gt;Η Goldman Sachs σε ένα και μόνο βράδυ από εκείνο το swap κέρδισε   400.000.000 ευρώ ντροπιάζοντας μια χώρα της Ευρώπης, της οποίας   εκμεταλλεύτηκε την ανάγκη. Το περίεργο και αξιοσημείωτο είναι ότι για   πολλά χρόνια μετά το 2001 (που έγινε το swap) η αμερικανική τράπεζα είχε   προνομιακή πρόσβαση έως το 2010 σε γραφεία υπουργών της Νέας   Δημοκρατίας και του ΠΑΣΟΚ.&lt;br /&gt;&lt;br /&gt;Το αστείο είναι ότι σήμερα πολλοί από τη Νέα Δημοκρατία και το ΠΑΣΟΚ   κάνουν ότι ποτέ δεν άκουσαν για την Goldman Sachs, ο αντιπρόσωπος της   οποίας στην Ελλάδα άνοιγε με το «έτσι θέλω» τα υπουργικά γραφεία   διακόπτοντας συσκέψεις ή οτιδήποτε άλλο. Οι Ελληνες υπουργοί (δίκην   Φιλιππινέζας) χαμογελούσαν αμήχανα και συνεργάζονταν με τον τραπεζίτη   επικυρίαρχο, που έκανε το κουμάντο. Ο αέρας της Goldman Sachs κόπηκε το   2010, όταν η αμερικανική επιτροπή κεφαλαιαγοράς άρχισε να ερευνά το   θέμα, μια εξέλιξη που τότε τρόμαξε αρκετούς από «τους κυρίους με τα   λευκά κολάρα» στην Ελλάδα.&lt;br /&gt;&lt;br /&gt;Πολλοί θα ήθελαν να ξεχαστεί εκείνο το swap που μετέτρεψε την Ελλάδα σε   αφρικανική χώρα, το οποίο ήταν και προάγγελος της απώλειας εθνικής   κυριαρχίας που έφερε στη χώρα το Μνημόνιο.&lt;br /&gt;Αυτό που ήταν εξοργιστικό και έξω από κάθε λογική ήταν η προμήθεια των   400.000.000 ευρώ που αποκόμισε σε μια νύχτα η Goldman Sachs. Αν αυτό   συνέβαινε σε μιαν άλλη χώρα της Δύσης, η Goldman Sachs θα έμπαινε σε   μαύρη λίστα και δεν θα έκανε ξανά δουλειά εκεί. Στην Ιταλία πριν από   αρκετά χρόνια όταν μια παρόμοια αμφισβητήσιμη κίνηση έγινε από την   Credit Suisse τής απαγορεύτηκε η είσοδος στο υπουργείο Οικονομικών για   τρία χρόνια. Στην Ελλάδα συνέβη ακριβώς το αντίθετο• και τεράστια   προμήθεια πληρώθηκε και οι πόρτες μας κατόπιν ήταν ορθάνοιχτες για να   κάνουν τις δουλειές τους με το αζημίωτο οι άνθρωποι της Goldman Sachs.&lt;br /&gt;&lt;br /&gt;Ειρήσθω εν παρόδω, τεράστιες προμήθειες συνεχίζουν και σήμερα να   δίνονται στις τράπεζες, για διάφορες δουλειές. Χαρακτηριστικά, το 2010   οι προμήθειες προς τα πιστωτικά ιδρύματα, με βάση τα επίσημα στοιχεία,   ανήλθαν στα 246.000.000 ευρώ έναντι προϋπολογισμένου στόχου 100.000.000   ευρώ.&lt;br /&gt;Στην ίδια πάντως κατεύθυνση (δηλαδή της υπερχρέωσης των επόμενων γενεών)   ήταν εκτός του συγκεκριμένου swap και οι μέθοδοι των τιτλοποιήσεων που   εφάρμοζε η κυβέρνηση Σημίτη. Παρουσιάζοντας τις τιτλοποιήσεις σαν   πανάκεια προεισπράττονταν έσοδα από τα λαϊκά λαχεία, το Ταμείο   Παρακαταθηκών και Δανείων κ.λπ. Σήμερα, στον καιρό της φοβερής κρίσης,   τα έσοδα λείπουν από τους συγκεκριμένους φορείς, καθώς είναι   υποθηκευμένα για πολλά χρόνια. Το αποτέλεσμα είναι να καταβάλλει στους   φορείς αυτούς κονδύλια ο Προϋπολογισμός, τα οποία προέρχονται από   δανεισμό. Οι τιτλοποιήσεις «είχαν καταγγελθεί» από τη Νέα Δημοκρατία   πριν από το 2004, η οποία μετά προσπάθησε και η ίδια να τις εφαρμόσει,   ώσπου τις πάγωσε οριστικά η Ευρωπαϊκή Επιτροπή.&lt;br /&gt;Δ.Γ. Παπαδοκωστόπουλος&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;egersis2&lt;br /&gt; &lt;br /&gt; &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9025606952558624530-5748505224474250135?l=diaforetikimatia.blogspot.com' alt='' /&gt;&lt;/div&gt;
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href="http://feedproxy.google.com/~r/blogspot/EpDOD/~3/yo2bKkKwftI/putin.html" title="Ο Putin ξεκίνησε την &quot;Ευρασιατική Ένωση&quot;" /><author><name>Ερμής</name><uri>http://www.blogger.com/profile/05575986859662439086</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="27" height="32" src="http://bp2.blogger.com/_rV8h7sxizXo/R8VX_QBOuuI/AAAAAAAAAAs/Q0z4n1NWfsM/S220/2451.jpg" /></author><thr:total>2</thr:total><feedburner:origLink>http://diaforetikimatia.blogspot.com/2011/11/putin.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DE4GQH05fip7ImA9WhRSF00.&quot;"><id>tag:blogger.com,1999:blog-9025606952558624530.post-5155578059133681221</id><published>2011-11-19T14:45:00.003+02:00</published><updated>2011-11-19T14:48:41.326+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-19T14:48:41.326+02:00</app:edited><title>Καλό ταξίδι Nεοκλή...</title><content type="html">&lt;img 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
