"...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, 16 Νοεμβρίου 2013

Το σκοτεινό ELA και η έκδοση χρήματος από την Τράπεζα της Ελλάδος

http://www.ithacanet.gr/sites/default/files/imagecache/400xY/1002484_512537225496493_1862851779_n.jpgΚαι, όμως, η Τράπεζα της Ελλάδος έχει τη δυνατότητα έκδοσης χρήματος (ευρώ). ΄Εχει τη δυνατότητα να ενεργοποιήσει τον μηχανισμό ELA (Emergency Liquidity Assistance, Έκτακτη Παροχή Ρευστότητας), ΜΟΝΟ ΓΙΑ ΤΡΑΠΕΖΕΣ.

Και εμείς λέμε:

Ζητείται δικαστής "Τερτσέτης", για να δούμε το πώς και το γιατί οι Τράπεζες διασώζονται με κρατικό χρήμα και εγγυήσεις του δημοσίου , ενώ η πλειοψηφία του ελληνικού λαού, που

Μας ψεκάζουν με RFID τσιπάκια μέσα σε Νανο-ίνες

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Μας ψεκάζουν με RFID τσιπάκια μέσα σε Νανο-ίνες για να μας κάνουν ΜΕΤΑΝΘΡΩΠΟΥΣ!

Μετάνθρωπος: Είναι ένας άνθρωπος που βρίσκεται σε μετεξελικτικό στάδιο (δηλ. σε επόμενο επίπεδο πολυπλοκότητας), (χα τρις) μας μεταλλάσουν σε μυρμήγκια, ή σε κάτι πέρα από κάθε φαντασία. …κι εγώ ο πτωχός που νόμιζα ότι θα γλυτώναμε,

Μνημονιακή δέσμευση για μη ρύθμιση επιτοκίων

https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTj0YOnc8p6Tw6VpBS836Hzx0A5IIKg7THCKQxNcj5BwB0D441KΟι κυπριακές Αρχές έχοντας υπόψη τα ζητήματα σταθερότητας στην χρηματοπιστωτικό τομέα αλλά και τη διαδικασία αναδιάρθρωσης των τραπεζών, δεσμεύτηκαν να μην προχωρήσουν στη λήψη οποιονδήποτε μέτρων τα οποία θα παρεμβαίνουν στη ρύθμιση των ορίων δανεισμού. Συγκεκριμένα δεν θα εισαχθούν ανώτατα όρια στα επιτόκια δανεισμού.

Τετάρτη, 13 Νοεμβρίου 2013

Δυσοίωνες οι προβλέψεις για την Κύπρο και για το 2014

https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcT_mE6wYvxjKo5QlKjJmvHkD2CKaI9lPIbvNrwhObA8arOX5wN5Το 2014, όπως και το 2013, η Κύπρος θα αντιμετωπίσει ιδιαίτερες προκλήσεις, με αρνητικούς ρυθμούς ανάπτυξης και αύξηση της ανεργίας, δήλωσε ο πρόεδρος της Κυπριακής Δημοκρατίας Νίκος Αναστασιάδης το βράδυ της Δευτέρας μιλώντας στην ετήσια γενική συνέλευση του Κυπριακού Εμπορικού και Βιομηχανικού Επιμελητηρίου (ΚΕΒΕ).

Κύπρος: ένα βήμα πριν το τέλος

http://4.bp.blogspot.com/-AlxqyT-5FSo/UU1BAday1AI/AAAAAAAAmqA/7_IjFwuyXvM/s1600/%CE%BA%CF%85%CF%80%CF%81%CE%BF%CF%82+%CF%86%CE%BF%CF%85%CF%81%CF%84%CE%BF%CF%85%CE%BD%CE%B1.PNGΤου Δημήτρη Κωνσταντακόπουλου

Είναι τέτοια η κατάσταση, είναι τόσο απίστευτα αυτά που συμβαίνουν σε Ελλάδα, Κύπρο, διεθνώς που κινδυνεύει κάποιος, γράφοντας και αναλύοντάς τα, να μην γίνει πιστευτός, να θεωρηθεί «υπερβολικός», «ακραίος», «κινδυνολόγος»,

Ποιες δυνάμεις και συστήματα έχουν συγκεντρώσει οι Τούρκοι στα σύνορα

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Η αποτύπωση μιας εξαιρετικά ανησυχητικής τακτικής κατάστασης στο Αιγαίο σε ότι αφορά την συγκέντρωση τουρκικών δυνάμεων στην μικρασιατική ακτή και τον Έβρο από τον υφυπουργό Εθνικής Άμυνας Α.Δαβάκης κατά την ομιλία του χθες στην Βουλή, απηχούσε 100% την πραγματικότητα.

Η Γρίπη των Χημικών Αεροψεκασμών: Σας έπιασε ή ακόμα;

http://4.bp.blogspot.com/-hTRxf2qPVO8/UntyLmwFLsI/AAAAAAACPHM/2UOj8pNZ1t4/s400/i-gripi-ton-ximikon-aeropsekasmon-sas-epiase-i-oxi-akoma.jpgΕίσαι άρρωστος. Η μύτη σου τρέχει. Το σώμα σου πονάει, Ιδρώνεις, βήχεις, φτερνίζεσαι και δεν έχεις την ενέργεια να σηκωθείς απ’το κρεβάτι σου.

Δεν έχεις γρίπη. Είναι συνωμοσία, απ’ ότι λέει ο Δρ. Λέν Χόρογουιτς. Η γνώμη του δεν είναι βασισμένη σε Θεωρίες Συνωμοσίας, αλλά σε Δεδομένα της Συνωμοσίας.

Α.Δαβάκης: "Ετοιμάζονται να μας επιτεθούν οι Τούρκοι σε νησιά και Έβρο"

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Με μία δήλωση που προκάλεσε έκπληξη στη Βουλή κατά τη διάρκεια της συζήτησης της πρότασης δυσπιστίας του ΣΥΡΙΖΑ ο υφυπουργός Εθνικής Άμυνας Αθανάσιος Δαβάκης είπε ούτε λίγο ούτε πολύ πώς οι Τούρκοι είναι έτοιμοι να μας επιτεθούν στον Έβρο και στα νησιά, αφού παρατηρείται «υπερσυγκέντρωση στρατιωτικών δυνάμεων και στον Έβρο και στα μικρασιατικά παράλια».
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