"...τ' αληθινό μπόι τ' ανθρώπου μετριέται πάντα με το μέτρο της λευτεριάς..." Γιάννης Ρίτσος --- "...το σκοτάδι δεν μπορεί να διώξει το σκοτάδι. Μόνο το φως μπορεί να το κάνει αυτό. Το μίσος δεν μπορεί να διώξει το μίσος. Μόνο η αγάπη μπορεί να το κάνει αυτό..." Martin Luther King --- "..από μεν ησυχίης και ραθυμίης ή δειλίη αύξεται, από δε τής ταλαιπωρίης και των πόνων αι ανδρείαι... Ιπποκράτης --- "...είναι αδύνατο να θεωρείται ελεύθερος αυτός που είναι δούλος στα πάθη του και κυριαρχείται από αυτά..." Πυθαγόρας
  • Ο καρκίνος είναι ένας μύκητας ... ΚΑΙ είναι ιάσιμος!

  • Πατρίδα δεν είναι το κράτος

  • Θεραπεύστε το πεδίο σας – Θεραπεύστε το σώμα σας

  • Έχουμε φτάσει στο σημείο...Τώρα!

  • Το πραγματικό πρόσωπο της Ευρώπης - μια άλλη προσέγγιση

  • Η άγνωστη γνωστή πραγματικότητα που ζούμε!

  • ΟΙ ΛΕΞΕΙΣ ΣΟΥ, ΕΙΝΑΙ Ο ΚΟΣΜΟΣ ΣΟΥ!

  • ΤΟ ΚΡΥΦΟ ΜΗΝΥΜΑ ΚΑΘΕ ΑΣΘΕΝΕΙΑΣ!!!

Σάββατο 27 Ιουλίου 2013

ΠΛΗΡΩΝΕ ΚΑΙ ΜΗ ΕΡΕΥΝΑ…

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Όταν η ιδιοτέλεια σε σπρώχνει να ξεχνάς ακόμη και τα πιο προφανή…
 
του Δημήτρη Καζάκη
 
Το να κάνεις προτάσεις για την κρίση και μάλιστα της ευρωζώνης, προϋποθέτει ότι, αφενός, γνωρίζεις

Έφυγαν €20 δισ. καταθέσεις μέσα σε ένα χρόνο

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
Λευκωσία: Κάθε μέρα τον Ιούνιο το χρηματοπιστωτικό σύστημα έχανε κατά μέσο όρο €50 εκατ. καταθέσεις δυσχεραίνοντας οποιαδήποτε απόφαση για άρση των περιορισμών στη διακίνηση κεφαλαίων, καθώς απ’ ό,τι φαίνεται η πολυπόθητη σταθερότητα αργεί. Η ανάλυση των στοιχείων για τον Ιούνιο δείχνει μεγάλη μείωση

Εσύ τι αισθάνεσαι; του Πιτσιρίκου


https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxeO4FYo-PLXAmbtRS8GpiCjt7Ixzzi9WJgL5teuh8L7SonJEIyBGjnfIjY4xNckmMnh9Rzxp0ILM1DMYLhCnDbMzPBx_FvE3f-5Jf42un9eUDri7Z__yEjMElODWYzwYyrdA3cUZ_zyE/s640/Thumbdown-large.jpgΣύμφωνα με το τελευταίο Ευρωβαρόμετρο, μόνο το 31% των Ευρωπαίων έχει εμπιστοσύνη στην Ευρωπαϊκή Ένωση, ενώ οι υπόλοιποι εμπιστεύονται περισσότερο την Μπαρτσελόνα και το βασιλικό μωρό. Στο ερώτημα αν «αισθάνεστε πολίτης της Ευρωπαϊκής Ένωσης», οι Έλληνες είναι πρώτοι στις

Ηλιάδης: "Tα διαγράφαμε γιατί δεν θα εισπράτταμε"

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Δεν τα χωράει ο ανθρώπινος νους. Ο κ. Ηλιάδης παραδέχθηκε σήμερα ότι «κούρευαν» ή χάριζαν τα δάνεια αυτών που φαίνονται στην λίστα που αποκάλυψε το 24h, επειδή δεν μπορούσαν να τα εισπράξουν! Σχολιάζει ο Σωτήρης Παπαδόπουλος.

Αμμοχωστοποίηση του Κυπριακού = Κατάργηση της Κυπριακής Δημοκρατίας

https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLyljybdaHbzDv4lXxHAKygYoFSfSkZrqDXBCy3Q0ZtzGehPowF5imcNsDtiVb_UDIf7kF3cWinAiZLxZtR0P6W4ldYmzhO3LAjssMksh51SiDPJJKv-JK5-rhG6WQmwl76tuZuSaELUs/s640/occupied_Famagusta.jpg Γράφει ο Ντίνος Τουμάζος

Προς όλους τους Αμμοχωστιανούς, προς όλους τους πρόσφυγες, προς όλους τους Κυπρίους, προς τον πολιτικό κόσμο Κύπρου και Ελλάδας, προς τον απανταχού Ελληνισμό.

Κίσινγκερ: Βάσει πλάνου οι κρίσεις Ελλάδας και Κύπρου

https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjupJU4OZymMOUayrS4ePixsP3hYNrMmZTShWW0ILoLxG_kcDn-eyzWRcIblqFM645LjtdV3R_qH_2A6Ld-W7FPdM3-9h-NBz_m1AyNtOQyoB-UhrwU6pxHPZ2ya9VSN5FPXxp_Lv_lXuM/s640/kissinger1.jpgΤου Φάνη Μακρίδη
 
Για τους συνωμοσιολόγους, τα όσα βιώνει η Κύπρος και η Ελλάδα αυτή τη στιγμή, δεν είναι αποτέλεσμα μόνο της κακοδιαχείρισης του δημοσίου χρήματος. Η οικονομική κρίση του Ελληνισμού της Μεσογείου έχει

Kύπρος: Νέες φωτιές ανάβει απόρρητο έγγραφο της ΕΕ για το κούρεμα

http://www.nooz.gr/image.ashx?fid=608417&v=0&q=80&w=300&h=225Τρία σενάρια-επιλογές για την εξυγίανση της κυπριακής οικονομίας εμπεριέχονται σε απόρρητο έγγραφο που απέστειλε η Ευρωπαϊκή Επιτροπή προς το Προεδρικό, τον Φεβρουάριο, λίγο πριν τις Προεδρικές Εκλογές. Σημειώνεται ότι και στις τρεις επιλογές περιέχεται το κούρεμα καταθέσεων.
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