"...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 2 Αυγούστου 2014

Εκποιήσεις εξπρές

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Η «Σ» εξασφάλισε και αποκαλύπτει το επίμαχο νομοσχέδιο εκποιήσεων
Βήμα προς βήμα τις ενέργειες του δανειστή αλλά και του δανειζομένου, οι οποίες θα οδηγήσουν τελικά στην εκποίηση του ενυπόθηκου ακινήτου, περιγράφει η εισηγητική έκθεση και το νομοσχέδιο για τις εκποιήσεις που

TO NATO ΕΠΙΘΥΜΕΙ ΤΟΝ ΠΟΛΕΜΟ

https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQ5_qXX9nM5vcZMvx4RbSsTNdOddWrHweBmBxMgwntQAGHD6t8zΚαταρχήν να εξηγήσουμε τι σημαίνουν (με απλά λόγια) δύο όροι:

-ΓΕΩΠΟΛΙΤΙΚΗ: Σημαίνει ότι με οικονομικά και πολιτικά μέσα προσπαθώ να επηρεάσω και να ελέγχω μία γεωγραφική περιοχή.

-ΓΕΩΣΤΡΑΤΗΓΙΚΗ: Σημαίνει ότι τα οικονομικά και πολιτικά μέσα συνδυάζονται και με στρατιωτικές μετακινήσεις προς την περιοχή που θέλω να επηρεάσω και να ελέγχω.

Νέα εποχή στην παγκόσμια οικονομία: Με ρούβλι αντί για δολάριο θα συναλλάσσονται Ρωσία και Ινδία

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Η Ρωσία και η Ινδία υπέγραψαν την συμφωνία για τη χρήση του ρωσικού ρουβλίου στις εμπορικές συναλλαγές τους, αντικαθιστώντας έτσι το αμερικανικό δολάριο, ενώ σε παρόμοια συμφωνία πρόκειται σύντομα να προχωρήσει και η Κίνα.

"Τελεία": Η διακήρυξη των αρχών του κόμματος του Α. Γκλέτσου

https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcS9p37PFiz_x6NDP1jkTKddXfu_RxmmaIwxVPT3JNkMq6BHBW_NYAΑπό το βράδυ της επανεκλογής του στη θέση του δημάρχου Στυλίδας, ο Απόστολος Γκλέτσος είχε ανακοινώσει ότι ήταν έτοιμος να κάνει το επόμενο βήμα στην πολιτική. Την ίδρυση ενός νέου κόμματος. Το όνομα αυτού «Τελεία» και πλέον πέρασε στην επόμενη φάση.

H Dr. Elizabeth Plourde καταγγέλλει τα αντηλιακά! Δείτε το βίντεο με προσοχή!

https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggi62wuGuu4DTCSzWCR4XYyYjbFNZ2vgBiWmbkanLwPK5oubW4epnMDKmK4xo-7zyjAhRH4q24nRES16Dahv6RVYad5UtivrGaSmJMLb7GWCiYi_q9LDSUu6RWmDJ05czKRt1d69Jjkhsd/s1600/rgheheh.jpg“Μονοπάτι προς τον θάνατο” χαρακτηρίζει η καθηγήτρια Παθολογίας Dr. Elizabeth Plourde τα αντηλιακά και ειδικά όσα περιέχουν διοξείδιο του τιτανίου, μια χημική ουσία που υποτίθεται πως προστατεύει από την υπεριώδη ακτινοβολία του ήλιου, αλλά που όχι μόνο τελικά ΔΕΝ προστατεύει όσο νομίζουμε, αλλά αντιθέτως

Η ΣΥΓΧΡΟΝΗ ΒΙΟΜΗΧΑΝΙΑ ΤΟΥ ΚΑΡΚΙΝΟΥ

Βρισκόμαστε στην αυγή τού 21ου αιώνα, την εποχή τής ηλεκτρονικής τεχνολογίας, των κομπιούτερς, τής εικόνας και των πληροφοριών. Η έκρηξη τής τεχνολογίας, ο ψηφιακός φανταστικός κόσμος που ζούμε, μας έχουν οδηγήσει στην απομάκρυνσή μας από την φύση. Το παγκόσμιο καπιταλιστικό καταναλωτικό σύστημα που έχει επικρατήσει και το εξουσιαστικό κερδοσκοπικό μοντέλο

Ελληνική Γλώσσα: Το τελειότερο εργαλείο που επινόησε ποτέ ο ανθρώπινος εγκέφαλος

https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRFEOB9ph4xaH4-QQjKS3w_EJnDXFd3qglY22sZd6VAfYu5RyNCΔιαδυκτιακοί μου φίλοι, που υιοθετίσατε με περίσσια ευκολία τον τρόπο επικοινωνίας που σας πλάσαραν τα μιάσματα της νέας τάξης πραγμάτων, τα γρεκοαγγλικά, διαπράττετε έγκλημα κατά της χώρας σας, της ιστορίας σας, των προγόνων σας και κυρίως κατά των παιδιών σας.

ΕΠΙΤΡΟΠΟΣ ΤΗΣ Ε.Ε : ΤΟΥΣ ΛΑΘΡΟΜΕΤΑΝΑΣΤΕΣ ΤΟΥΣ ΘΕΛΟΥΜΕ ΓΙΑ ΝΑ ΑΝΤΙΚΑΤΑΣΤΗΣΟΥΜΕ ΤΟΝ ΓΗΡΑΣΜΕΝΟ ΠΛΗΘΥΣΜΟ ΤΗΣ ΕΥΡΩΠΗΣ.

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
Σε δημοσίευμα υπό τον τίτλο «Η Επιτροπή υποστηρίζει ότι ο αυξανόμενος ρατσισμός θα οδηγήσει σε άνοδο των ακραίων κομμάτων», ο ιστότοπος euobserver.com αναφέρει ότι η επίτροπος αρμόδια για Εσωτερικές Υποθέσεις Σεσίλια Μάλμστρομ δήλωσε χθες από το Βίλνιους, ότι η ΕΕ δεν είχε γνωρίσει ποτέ μέχρι σήμερα ένα τόσο μεγάλο κύμα
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