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Τι είναι το 666 (Η εικόνα και το χάραγμα του αντίχριστου)

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ΑΠΟΚΑΛΥΨΙΣ ΙΩΑΝΝΟΥ του Θεολόγου - Κεφάλαιο ιγ' Εδάφια 15 έως 17


15. Και του δόθηκε να δώσει πνεύμα στην εικόνα του θηρίου, ώστε και να λαλήσει η εικόνα του θηρίου και να κάνει ώστε όσοι δεν προσκυνήσουν την εικόνα του θηρίου να σκοτωθούν. 16 Και κάνει σ’ όλους, στους μικρούς και στους μεγάλους, και στους πλούσιους και στους φτωχούς, και στους ελεύθερους και στους δούλους, να δώσουν σ’ αυτούς χάραγμα πάνω στο χέρι τους το δεξί ή πάνω στο μέτωπό τους. 17 Και να μη δύναται κανείς να αγοράσει ή να πουλήσει παρά μόνο όποιος έχει το χάραγμα, δηλαδή το όνομα του θηρίου ή τον αριθμό του ονόματός του.

Δύο μέσα θα μεταχειρισθεί ο Αντίχριστος για να πλανήσει τους κατοίκους όλης της γης και να τους κάνει τελείως δικούς του. Το πρώτο είναι η εικόνα του, η οποία θα παρουσιάσει θαυματουργικές ιδιότητες. Θα δώσει πνεύμα στην εικόνα του θηρίου, το δεύτερο αυτό θηρίο, ο ψευδοπροφήτης, όπως ονομάζεται. Η εικόνα θα μιλάει και θα προσκαλεί τους ανθρώπους να την προσκυνήσουν και όποιος δεν την προσκυνάει, θα θανατώνεται από την ίδια την εικόνα. Ετσι θα λυγίσουν όλοι εκείνοι που δεν δέχθηκαν "την αγάπην της αληθείας", για να σωθούν και θα πλανηθούν και θα προσκυνήσουν την εικόνα του Αντιχρίστου.

Το δεύτερο μέσο που θα χρησιμοποιήσει ο Αντίχριστος για να κάνει τους ανθρώπους τελείως δικούς του, είναι το χάραγμα με κωδικό αριθμό το 666. Το χάραγμα είναι ένας νέος κωδικός τρόπος παραστάσεως αριθμών, που είναι άσχετος με τους ήδη υπάρχοντες τρόπους, τον αραβικό 1,2,3, κ.λ.π., τον ελληνικό α,β,γ,ι,κ, κ.λ.π., και τον λατινικό Ι, ΙΙ, ΙΙΙ, ΙV, X κ.λ.π.
Ο τρόπος παραστάσεως των αριθμών με γραμμές, είναι το λεγόμενο Bar – code system. Με το γραμμικό αυτό σύστημα, η διπλή γραμμή παριστάνει τον αριθμό 6. Ετσι βλέπουμε σε όλα τα προϊόντα, τα εμπορεύσιμα, ένα γραμμικό σύστημα, στο οποίο υπάρχουν μονίμως μία διπλή γραμμή στο ένα άκρο, μία στο μέσον και μία στο άλλο άκρο, που εξέχουν συνήθως λίγο προς τα κάτω. Αυτή η διπλή γραμμή είναι το 666.
Είναι ο κωδικός αριθμός με τον οποίο εργάζεται το Bar - code system. Αυτό το σύστημα ήδη χρησιμοποιείται στις πλαστικές καρτες και σε κάθε κάρτα πληρωμής και εισπράξεως. Μετά την εξάπλωση αυτού του είδους των καρτών σε όλο τον κόσμο και της επιβολής και των νέων ταυτοτήτων με τον αριθμό 666, ο Αντίχριστος θα επιβάλλει σε όλους τους ανθρώπους μικρούς και μεγάλους, όλων των κοινωνικών τάξεων, χωρίς καμία εξαίρεση, να δεχθούν το χάραγμα αυτό να το λάβουν στο δεξί τους χέρι, ή στο μέτωπο και να αντικαταστήσει όλες τις πλαστικές κάρτες και όλες τις ταυτότητες.
Ετσι όλοι χωρίς καμία εξαίρεση, πλούσιοι και φτωχοί, αφεντικά και υπάλληλοι, εργάτες και αγρότες, μικροί και μεγάλοι, θα υποχρεωθούν να βάλουν στο δεξί τους χέρι, ή στο μέτωπο το χάραγμα, με τον κωδικό αριμθμό 666. Ολοι θα βάλουν αυτό το χάραγμα, διότι αυτό θα αντικαταστήσει τις ταυτότητες, με το πρόσχημα ότι δεν θα τις χάνουν, και τις κάρτες πληρωμής και εισπράξεως.

Αν λάβουμε υπ'όψη ότι το χρήμα δεν θα κυκλοφορεί πλέον, παρά μόνο διά μέσου του χαράγματος αυτού, καταλαβαίνουμε πόσο απλό θα είναι το γεγονός που μας περιγράφει η Αποκάλυψη, ότι δεν θα μπορεί κανείς να αγοράσει, ή να πουλήσει, χωρίς αυτό το χάραγμα στο δεξί του χέρι, ή στο μέτωπο. Ο Αντίχριστος νομίμως θα αποκλείσει κάθε άνθρωπο που δεν θα δεχθεί να βάλει το χάραγμα στο δεξί του χέρι ή στο μέτωπο, από κάθε συναλλαγή. Κανείς δεν θα μπορεί να αγοράσει, ούτε να πουλήσει χωρίς αυτό το χάραγμα. Και σήμερα κανείς δεν μπορεί να εισπράξει από την τράπεζα ένα οποιοδήποτε ποσό δικαιούται, χωρίς την ταυτότητά του. Επίσης κανείς δεν θα μπορεί να αγοράσει τίποτα χωρίς το χάραγμα στο δεξί του χέρι, ή στο μέτωπο


ΤΟ 666 Ο ΚΩΔΙΚΟΣ ΤΟΥ ΑΝΤΙΧΡΙΣΤΟΥ

ΑΠΟΚΑΛΥΨΙΣ ΙΩΑΝΝΟΥ του Θεολόγου - Κεφάλαιο ιγ' Εδάφιο 18
18 Εδώ είναι η σοφία: όποιος έχει νου ας λογαριάσει τον αριθμό του θηρίου, γιατί είναι αριθμός ανθρώπου, και ο αριθμός του είναι εξακόσια εξήντα έξι.

Ο αριθμός "χξστ'" (666), προφητεύθηκε από τον Κύριο στην Αποκάλυψη το 95 μ.Χ. και μάλιστα με το γραμμικό σύστημα (Bar - code system). Η προφητεία αυτή είναι καταπληκτική. Το σύστημα των αριθμών που εφευρέθηκε στις τελευταίες αυτές δεκαετίες (Bar - code system) και ο συγκεκριμένος αριθμός 666, είναι αλήθειες που φανερώνουν πολλά πράγματα. Φανερώνουν ότι ο Θεός υπάρχει και ζει και μάλιστα παρακολουθεί τη γη και τους κατοίκους της με πολύ μεγάλο ενδιαφέρον και προσπαθεί να τον σώσει. Ακόμη φανερώνουν πόσο αληθινός είναι ο Λόγος του Θεού και ότι το βιβλίο της Αποκάλυψης είναι ένα προφητικό βιβλίο και δεν ανήκει στο παρελθόν αλλά στο μέλλον. Ο Θεός είναι ο Μόνος που θα μπορούσε να προβλέψει ένα τέτοιο γεγονός 1900 χρόνια πριν.
Ο αριθμός 666 είναι ο καθιερωμένος κωδικός αριθμός με τον οποίο εργάζονται τα κομπιούτερς σήμερα και έχει καθιερωθεί από το 1984 σε όλα τα έθνη, μηδενός εξαιρουμένου. Σε κάθε εμπορεύσιμο προϊόν βλέπουμε το χάραγμα, το σύστημα αυτό των αριθμών με γραμμές λεπτότερες και παχύτερες. Μια διπλή γραμμή στις δύο άκρες και μία στην μέση, είναι το 666.
Αυτό το χάραγμα με τον κωδικό αριθμό 666 θα αποφασίσει ο αντίχριστος να το βάλει σε όλους τους ανθρώπους και μάλιστα στο δεξί χέρι, ή στο μέτωπο. Ο σκοπός του θα είναι να κάνει όλους τους ανθρώπους να ανήκουν σ' αυτόν και να υποταχθούν κατά πάντα στα θελήματά του. Αυτό θα είναι ο νόμος του κράτους του αντίχριστου και γι' αυτό κανείς δεν θα μπορεί να αγοράσει ούτε να πουλήσει, χωρίς αυτό το χάραγμα με τον κωδικό αριθμό 666, στο δεξί του χέρι ή στο μέτωπο. Αυτό προϋποθέτει την κατάργηση του χρήματος και την αντικατάστασή τους με το χάραγμα.
Σήμερα αυτό το σύστημα προετοιμάζεται με τις πλαστικές κάρτες, οι οποίες έχουν αντικαταστήσει τα χρήματα. Στην Αμερική έχει γίνει κανόνας, να ψωνίζουν οι άνθρωποι από το Σούπερ - μάρκετ και από κάθε μεγάλο κατάστημα με πλαστική κάρτα που έχει επάνω το χάραγμα με κωδικό αριθμό το 666. Κάθε εμπορεύσιμο προϊόν έχει το χάραγμα με τον κωδικό αριθμό 666 και δεν χρειάζεται να έχει επάνω την τιμή. Ο ταμίας περνάει το χάραγμα του προϊόντος από ένα φωτοκύτταρο και αμέσως γράφεται στον πίνακα το είδος και η τιμή του προϊόντος. Στο τέλος, αφού γίνει ο λογαριασμός, ο πελάτης δίνει την πλαστική κάρτα, ο ταμίας την περνάει από το κομπιούτερ και αφαιρεί το ποσόν από τον λογαριασμό τραπέζης του πελάτη και το προσθέτει στο λογαριασμό του καταστήματος.
Ο Αντίχριστος λοιπόν θα καταργήσει όλες τις κάρτες και θα τις αντικαταστήσει με ένα χάραγμα στο δεξί χέρι ή στο μέτωπο. Αυτό θα είναι νόμιμο και πλήρως αιτιολογημένο, αφού την κάρτα μπορεί να την χάσει ο καθένας, ενώ το χάραγμα θα είναι μία μόνιμη κάρτα επάνω στο χέρι του ανθρώπου ή στο μέτωπο.
Αυτή τη στιγμή ο αντίχριστος δεν βασιλεύει και επομένως οι πλαστικές κάρτες και κάθε κάρτα με το χάραγμα και τον αριθμό 666 είναι μία προετοιμασία και ένα μεταβατικό στάδιο για την επόμενη περίοδο της επικράτησης του αντίχριστου. Το ίδιο ισχύει και για τις ταυτότητες.
Κανείς όμως δεν θα μπορέσει να αγοράσει, ούτε να πουλήσει, όσες πλαστικές κάρτες και αν κατέχει και ούτε με την ταυτότητα θα μπορέσει να πείσει τον αντίχριστο ότι είναι δικός του, για να βρει κάποια χάρη.
Ούτε κάρτες, ούτε ταυτότητες, οσοδήποτε κι αν έχουν επάνω το χάραγμα με το 666, θα γίνουν δεκτές από τον αντίχριστο. Το μόνο που θα δεχθεί είναι το χάραγμα με τον αριθμό 666 στο δεξί χέρι, ή στο μέτωπο.

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ANEΞΗΓΗΤΑ-ΦΑΙΝΟΜΕΝΑ: Τι είναι το 666 (Η εικόνα και το χάραγμα του αντίχριστου)
Τι είναι το 666 (Η εικόνα και το χάραγμα του αντίχριστου)
Τι είναι το 666 (Η εικόνα και το χάραγμα του αντίχριστου)
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
ANEΞΗΓΗΤΑ-ΦΑΙΝΟΜΕΝΑ
https://aneksigita-fainomena.blogspot.com/2012/12/666.html
https://aneksigita-fainomena.blogspot.com/
http://aneksigita-fainomena.blogspot.com/
http://aneksigita-fainomena.blogspot.com/2012/12/666.html
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