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ΟΙ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΤΟΥ ΔΙΑ ΟΙ ΙΔΙΑΙΤΕΡΟΙ ΥΨΙΣΤΟΙ ΦΥΛΑΚΕΣ ΤΟΥ«ΨΗΛΟΡΕΙΤΗ»

 

#νύμφες #δια #ψηλορείτης #νερό #ύδωρ #ιεράελλάνιακείμενα #ιστορία 

ΟΙ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΤΟΥ ΔΙΑ ΟΙ ΙΔΙΑΙΤΕΡΟΙ ΥΨΙΣΤΟΙ ΦΥΛΑΚΕΣ ΤΟΥ«ΨΗΛΟΡΕΙΤΗ»

ΟΙ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΚΟΥΒΑΛΟΥΝ ΤΟΥΣ ΚΩΔΙΚΕΣ ΚΑΙ ΤΑ ΜΥΣΤΙΚΑ ΤΩΝ ΥΔΑΤΩΝ

ΓΙΑ ΟΛΟΥΣ ΤΟΥΣ ΠΑΝΙΕΡΟΥΣ ΠΙΟ ΠΑΝΩ ΛΟΓΟΥΣ ΑΛΛΑ ΚΑΙ ΓΙΑ ΧΙΛΙΑΔΕΣ ΑΚΟΜΗ ΔΗΜΙΟΥΡΓΙΚΟΥΣ ΘΕΙΟΥΣ ΛΟΓΟΥΣ, Ο ΠΑΝΙΕΡΟΣ ΘΕΙΟΣ ΔΗΜΙΟΥΡΓΙΚΟΣ ΓΕΩΔΕΤΗΜΕΝΟΣ ΧΩΡΟΣ, ΥΠΕΡΜΗΧΑΝΙΣΜΟΣ ΤΗΣ ΕΛΛΑΝΙΑΣ ΘΕΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ «ΨΗΛΟΡΕΙΤΗΣ», ΔΙΑΘΕΤΕΙ ΙΔΙΑΙΤΕΡΟΥΣ ΥΨΙΣΤΟΥΣ ΦΥΛΑΚΕΣ, ΤΙΣ ΙΔΙΕΣ ΤΙΣ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΤΟΥ ΔΙΑ.

ΚΑΙ ΠΡΩΤΑΡΧΙΚΑ, ΝΥΜΦΕΣ ΕΧΕΙ ΜΟΝΟΝ Ο ΔΙΑ ΚΑΙ Ο ΗΦΑΙΣΤΟ!!

Ο ΟΙΚΟΣ ΤΩΝ 12 ΔΩΔΕΚΑ ΝΥΜΦΩΝ ΤΟΥ ΔΙΑ ΕΙΝΑΙ Ο ΥΠΕΡΜΗΧΑΝΙΣΜΟΣ ΤΗΣ ΕΛΛΑΝΙΑΣ ΘΕΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ, Ο «ΨΗΛΟΡΕΙΤΗΣ».

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ΣΤΙΣ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΔΕΝ ΑΡΕΣΕΙ, ΔΕΝ ΘΕΛΟΥΝ ΝΑ ΦΑΙΝΟΝΤΑΙ, ΑΛΛΑ ΚΑΙ ΔΕΝ ΠΡΕΠΕΙ, ΔΙΟΤΙ ΚΑΙ ΟΙ 12 ΔΩΔΕΚΑ ΕΙΝΑΙ ΘΕΙΕΣ ΙΔΙΟΤΗΤΕΣ, ΑΥΤΟΝΟΜΕΣ, ΤΟΥ ΙΔΙΟΥ ΤΟΥ ΔΙΑ, ΤΟΥ ΙΔΙΟΥ ΤΟΥ ΑΡΧΟΝΤΑ ΤΟΥ ΦΩΤΟΣ ΚΑΙ ΤΟΥ ΙΔΙΟΥ ΤΟΥ ΝΟΥ, ΤΟΥ ΑΡΧΗΓΟΥ ΤΟΥ ΟΛΥΜΠΟΥ ΚΑΙ ΤΩΝ 12 ΔΩΔΕΚΑ ΟΛΥΜΠΙΩΝ ΕΛΛΑΝΙΩΝ ΘΕΙΩΝ ΔΗΜΙΟΥΡΓΩΝ ΜΑΣ.

ΑΛΛΑ ΟΙ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ, ΠΟΥ ΔΕΝ ΦΑΙΝΟΝΤΑΙ ΚΑΙ ΔΕΝ ΠΡΕΠΕΙ, ΦΑΙΝΟΝΤΑΙ

 ΟΜΩΣ ΣΤΑ ΠΑΙΔΙΑ ΤΟΥΣ,

«ΜΕΣΩ ΤΩΝ ΠΑΙΔΙΩΝ ΤΟΥΣ, ΤΩΝ ΔΗΜΙΟΥΡΓΗΜΑΤΩΝ ΤΟΥΣ, ΤΑ ΙΔΙΑ ΤΑ ΠΑΙΔΙΑ ΤΟΥΣ».

ΟΙ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΚΟΥΒΑΛΟΥΝ ΤΟΥΣ ΚΩΔΙΚΕΣ ΚΑΙ ΤΑ ΜΥΣΤΙΚΑ ΤΩΝ ΥΔΑΤΩΝ, ΤΟΥΣ ΚΩΔΙΚΕΣ ΚΑΙ ΤΑ ΜΥΣΤΙΚΑ ΟΛΟΚΛΗΡΗΣ ΤΗΣ ΥΔΑΤΙΝΗΣ ΕΛΛΑΝΙΑΣ ΘΕΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ.

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ΥΔΩΡ - ΝΕΡΟ

ΕΔΩ, ΣΕ ΑΥΤΟ ΤΟ ΣΗΜΕΙΟ, ΠΡΕΠΕΙ ΟΛΟΙ ΟΙ ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ ΝΑ ΚΑΤΑΝΟΗΣΕΤΕ ΚΑΙ ΝΑ ΑΝΤΙΛΗΦΘΕΙΤΕ ΜΕ ΑΠΟΛΥΤΗ ΑΛΗΘΙΝΗ ΑΚΡΙΒΕΙΑ, ΟΤΙ ΑΛΛΟ ΥΔΩΡ, ΑΛΛΟ ΝΕΡΟ, ΑΛΛΟ ΥΔΑΤΙΝΗ ΘΕΙΑ ΔΗΜΙΟΥΡΓΙΑ, ΑΛΛΟ ΝΕΡΟ «ΚΑΙ Η ΘΕΙΑ ΔΗΜΙΟΥΡΓΙΑ ΤΟΥ ΝΕΡΟΥ».

Η ΔΙΑΦΟΡΑ ΤΟΥΣ ΕΙΝΑΙ ΤΕΡΑΣΤΙΑ ΚΑΙ ΥΨΙΣΤΗΣ ΣΗΜΑΣΙΑΣ ΓΙΑ ΤΗΝ ΑΝΑΛΥΣΗ ΚΑΙ ΔΙΑΣΠΑΣΗ ΜΑΣ ΑΛΛΑ ΚΑΙ ΓΙΑ ΤΗΝ ΙΔΙΑ ΤΗΝ ΚΑΤΑΝΟΗΣΗ ΣΑΣ! ΚΑΙ ΘΑ ΠΡΟΣΠΑΘΗΣΩ ΝΑ ΣΑΣ ΤΟ ΔΕΙΞΩ ΚΑΙ ΑΠΟΔΕΙΞΩ.

ΤΟ ΝΕΡΟ ΣΥΝΤΗΡΕΙ ΚΑΙ ΔΙΑΤΗΡΕΙ ΣΤΗΝ ΙΣΟΖΥΓΙΑ ΤΗΣ ΟΛΗ ΤΗΝ ΥΔΑΤΙΝΗ ΘΕΙΑ ΔΗΜΙΟΥΡΓΙΑ ΜΑΣ. ΟΜΩΣ, ΜΟΛΙΣ ΤΟ ΠΑΡΕΙ ΤΟ ΝΕΡΟ Η ΥΔΑΤΙΝΗ ΔΗΜΙΟΥΡΓΙΑ, ΔΗΛΑΔΗ ΤΟ ΙΔΙΟ ΤΟ ΔΗΜΙΟΥΡΓΗΜΑ, ΤΟΤΕ Η ΔΗΜΙΟΥΡΓΙΑ ΤΟΥ ΤΟ ΜΕΤΑΒΟΛΙΖΕΙ. ΕΝ ΠΡΟΚΕΙΜΕΝΩ, ΣΤΑ ΑΝΘΡΩΠΙΝΑ ΣΑΡΚΙΑ, ΤΟ ΝΕΡΟ ΜΟΛΙΣ ΤΟ ΠΙΝΟΥΝ ΓΙΝΕΤΑΙ ΥΔΩΡ ΚΑΙ ΕΠΕΙΤΑ ΑΙΜΑ, ΟΠΟΥ ΤΟ ΑΙΜΑ ΕΙΝΑΙ Η ΙΔΙΑ Η ΖΩΗ ΟΛΩΝ ΤΩΝ ΕΝΣΑΡΚΩΣΕΩΝ ΤΩΝ ΔΗΜΙΟΥΡΓΗΜΑΤΩΝ ΑΝΘΡΩΠΩΝ. ΚΑΙ ΑΥΤΟ, ΣΥΜΒΑΙΝΕΙ ΓΙΑ ΟΛΗ ΤΗΝ ΔΙΑΡΚΕΙΑ ΤΗΣ ΖΩΗΣ ΚΑΙ ΒΙΟΥ ΤΟΥΣ, ΚΑΘΕ ΗΜΕΡΑ ΚΑΙ ΚΑΘΕ ΦΟΡΑ ΠΟΥ ΚΑΝΟΥΝ ΧΡΗΣΗ ΤΟΥ ΙΔΙΟΥ ΤΟΥ ΝΕΡΟΥ.

ΤΟ ΑΙΜΑ, ΟΤΑΝ ΔΗΜΙΟΥΡΓΗΘΕΙ, ΔΕΝ ΞΑΝΑΓΙΝΕΤΑΙ ΝΕΡΟ. ΤΟ ΝΕΡΟ ΟΜΩΣ, ΓΙΝΕΤΑΙ ΑΙΜΑ ΣΤΗΝ ΥΔΑΤΙΝΗ ΔΗΜΙΟΥΡΓΙΑ ΚΑΙ ΛΕΙΤΟΥΡΓΙΚΗ ΔΗΜΙΟΥΡΓΙΚΗ ΕΦΑΡΜΟΓΗ ΤΗΣ ΖΩΗΣ ΤΟΥ ΕΛΛΗΝ ΑΝΘΡΩΠΟΥ.

ΓΙΑ ΤΑ ΦΥΤΑ, ΤΟ ΝΕΡΟ ΜΕΤΑΒΟΛΙΖΕΤΑΙ ΣΕ ΔΗΜΙΟΥΡΓΙΚΟΥΣ ΖΩΝΤΑΝΟΥΣ ΧΥΜΟΥΣ ΚΑΙ ΔΙΝΕΙ ΤΟ ΑΡΧΙΚΟ ΝΕΡΟ, ΖΩΗ ΣΤΑ ΦΥΤΑ ΚΑΙ ΣΕ ΟΛΟΝ ΤΟΝ ΦΥΤΙΚΟ ΚΟΣΜΟ, ΣΕ ΟΛΗ ΤΗΝ ΧΛΩΡΙΔΑ. ΑΛΛΑ ΚΑΙ ΣΤΗΝ ΠΑΝΙΔΑ, ΣΤΑ ΖΩΑ, ΙΣΧΥΕΙ ΑΥΤΟ ΠΟΥ ΙΣΧΥΕΙ ΓΙΑ ΟΛΟΥΣ ΤΟΥΣ ΖΩΝΤΑΝΟΥΣ ΟΡΓΑΝΙΣΜΟΥΣ.

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ΑΡΑ, ΑΝΤΙΛΑΜΒΑΝΕΣΤΕ ΤΗΝ ΤΕΡΑΣΤΙΑ ΔΙΑΦΟΡΑ ΑΛΛΑ ΚΑΙ ΣΠΟΥΔΑΙΟΤΗΤΑ ΤΩΝ 2 ΔΥΟ ΙΔΙΩΝ, ΟΜΟΙΩΝ ΑΛΛΑ ΑΝΤΙΣΤΡΟΦΩΝ, ΔΙΑΦΟΡΕΤΙΚΩΝ ΔΗΜΙΟΥΡΓΙΚΩΝ ΔΙΕΡΓΑΣΙΩΝ ΑΛΛΑ ΚΑΙ ΔΗΜΙΟΥΡΓΙΚΩΝ ΕΦΑΡΜΟΓΩΝ ΠΑΝΩ ΣΤΟ ΔΗΜΙΟΥΡΓΗΜΑ ΚΑΙ ΜΕΣΑ ΣΤΗΝ ΟΛΟΤΗΤΑ ΤΗΣ ΥΔΑΤΙΝΗΣ ΘΕΙΑΣ ΕΛΛΑΝΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ!!

ΑΡΑ, ΥΔΩΡ ΕΙΝΑΙ ΑΛΛΟ ΚΑΙ ΝΕΡΟ ΕΙΝΑΙ ΠΑΛΙ ΑΛΛΟ. ΔΕΝ ΠΡΕΠΕΙ ΝΑ ΑΛΛΟΙΩΝΟΥΜΕ ΤΗΝ ΑΠΟΛΥΤΗ ΑΛΗΘΙΝΗ ΕΝΝΟΙΑ ΤΟΥ ΥΔΩΡ ΚΑΙ ΤΗΝ ΕΝΝΟΙΑ ΤΟΥ ΝΕΡΟΥ. ΑΛΛΟ ΥΔΑΤΙΝΗ ΔΗΜΙΟΥΡΓΙΑ ΚΑΙ ΑΛΛΟ Ο ΩΚΕΑΝΟΣ! ΑΛΛΟ ΤΑ ΝΕΡΑ ΚΑΙ ΑΛΛΟ Η ΘΑΛΑΣΣΑ! 

genetiki-dna

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ΒΕΒΑΙΩΣ, ΕΧΟΥΝ ΤΗΝ ΙΔΙΑ ΒΑΣΗ ΠΡΩΤΑΡΧΙΚΗΣ ΣΥΝΘΕΣΗΣ ΚΑΙ ΣΥΣΤΑΣΗΣ ΚΑΙ ΣΤΙΣ ΔΙΑΧΩΡΙΣΤΙΚΕΣ ΤΟΥΣ ΔΗΜΙΟΥΡΓΙΚΕΣ ΓΡΑΜΜΕΣ ΑΠΛΩΝΟΝΤΑΙ ΤΑ ΜΥΣΤΙΚΑ ΚΑΙ ΟΙ ΚΩΔΙΚΕΣ ΤΗΣ ΥΠΕΡΝΟΗΜΟΝΟΣ ΘΕΙΑΣ ΥΔΑΤΙΝΗΣ ΕΛΛΑΝΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ.

ΑΡΑ, ΠΑΝΤΑ ΠΡΕΠΕΙ ΝΑ ΓΝΩΡΙΖΕΙΣ ΠΟΥ ΚΑΙ ΣΕ ΤΙ ΑΝΑΦΕΡΕΣΑΙ. ΕΑΝ ΑΝΑΛΥΣΕΙΣ, ΠΡΕΠΕΙ ΝΑ ΓΝΩΡΙΖΕΙΣ ΤΙ ΑΚΡΙΒΩΣ ΑΝΑΛΥΕΙΣ, ΑΛΛΑ ΚΑΙ ΤΟΝ ΛΟΓΟ ΠΟΥ ΤΟ ΠΡΑΤΤΕΙΣ, ΤΟ ΕΚΤΕΛΕΙΣ, ΔΙΟΤΙ ΜΕΧΡΙ ΤΩΡΑ, ΣΚΟΠΟΣ ΤΗΣ ΔΟΛΙΑΣ ΑΠΟΣΤΑΣΙΑΣ ΕΙΝΑΙ ΝΑ ΑΠΟΔΟΜΗΣΕΙ ΟΛΕΣ ΤΙΣ ΑΠΟΛΥΤΕΣ ΑΛΗΘΙΝΕΣ ΕΝΝΟΙΕΣ ΚΑΙ ΚΑΘΕ ΕΝΝΟΙΑ ΤΗΣ ΕΝΝΟΙΑΣ, ΤΗΣ ΟΥΣΙΑΣ, ΤΗΣ ΝΟΗΣΗΣ ΤΗΣ ΕΝΝΟΙΑΣ.

ΓΙΑ ΝΑ ΚΑΤΑΦΕΡΕΙ Η ΑΠΟΣΤΑΣΙΑ ΤΑ ΔΟΛΙΑ ΒΔΕΛΥΡΑ ΑΠΟΣΤΑΤΙΚΑ ΣΧΕΔΙΑ ΤΗΣ, ΑΠΟΔΟΜΕΙ ΟΛΕΣ ΤΙΣ ΕΝΝΟΙΕΣ ΚΑΙ ΟΛΑ ΤΑ ΔΙΚΑ ΣΟΥ ΔΗΜΙΟΥΡΓΙΚΑ ΥΛΙΚΑ ΣΥΝΕΧΩΣ, ΑΛΛΟΙΩΝΕΙ ΟΛΕΣ ΤΙΣ ΑΛΗΘΕΙΕΣ ΚΑΙ ΕΠΕΙΤΑ, ΜΕ ΟΛΗ ΤΗΝ ΑΛΛΟΙΩΣΗ ΚΑΙ ΠΑΡΑΧΑΡΑΞΗ, ΚΑΤΑΣΚΕΥΑΖΕΙ ΜΙΑ ΜΟΝΑΔΙΚΗ ΑΠΟΣΤΑΤΙΚΗ ΜΙΞΗ, ΟΠΟΥ ΟΛΑ ΕΙΝΑΙ ΕΝΑ ΚΟΥΒΑΡΙ ΑΛΛΟΙΩΣΗΣ ΚΑΙ ΨΕΥΔΟΥΣ. ΚΑΤΑΣΚΕΥΑΖΕΙ ΚΑΙ ΔΙΚΑ ΤΗΣ ΔΟΛΙΑ ΓΕΛΟΙΑ ΠΑΡΑΜΥΘΙΑ ΚΑΙ ΣΤΑ ΠΡΟΣΦΕΡΕΙ ΜΕ ΕΠΙΒΟΛΗ. ΟΛΑ ΑΥΤΑ ΘΑ ΜΑΣ ΑΠΟΔΕΙΧΘΟΥΝ ΚΑΙ ΠΙΟ ΚΑΤΩ, ΣΤΗΝ ΣΥΝΕΧΕΙΑ ΤΗΣ ΑΝΑΛΥΣΗΣ ΚΑΙ ΔΙΑΣΠΑΣΗΣ ΜΑΣ.

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ΟΙ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΤΟΥ ΔΙΟΣ, ΜΟΝΑΔΙΚΕΣ ΙΔΙΟΤΗΤΕΣ ΤΩΝ ΥΔΑΤΩΝ
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ΑΡΑ, ΟΙ ΜΟΝΑΔΙΚΕΣ ΥΨΙΣΤΕΣ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΤΟΥ ΔΙΟΣ, ΠΟΥ ΕΙΝΑΙ ΥΨΙΣΤΕΣ ΣΤΗΝ ΙΕΡΑΡΧΙΑ ΤΩΝ ΦΥΛΑΚΩΝ, ΕΙΝΑΙ ΚΑΙ ΟΙ 12 ΔΩΔΕΚΑ ΠΑΝΙΕΡΕΣ ΜΟΝΑΔΙΚΕΣ ΑΛΗΘΙΝΕΣ ΑΠΟΛΥΤΕΣ ΙΔΙΟΤΗΤΕΣ ΤΩΝ ΥΔΑΤΩΝ ΚΑΙ ΤΗΣ ΥΔΑΤΙΝΗΣ ΘΕΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ!

ΒΕΒΑΙΩΣ, ΕΧΟΥΝ ΠΑΝΙΕΡΑ ΜΟΝΑΔΙΚΑ ΟΝΟΜΑΤΑ, ΠΟΥ ΔΕΝ ΠΡΕΠΕΙ ΝΑ ΤΑ ΕΜΦΑΝΙΣΩ...

«ΤΑ ΠΡΑΓΜΑΤΙΚΑ, ΤΑ ΑΛΗΘΙΝΑ, ΟΧΙ ΟΣΑ ΑΝΑΦΕΡΟΝΤΑΙ ΑΠΟ ΤΗΝ ΜΗ ΓΝΩΣΗ ΣΤΙΣ ΧΙΛΙΑΔΕΣ ΣΕΛΙΔΕΣ ΤΩΝ ΑΠΟΣΤΑΤΙΚΩΝ ΒΙΒΛΙΩΝ ΤΗΣ ΣΑΠΙΑΣ ΓΝΩΣΗΣ ΠΟΥ ΠΡΟΣΦΕΡΟΥΝ ΑΠΛΟΧΕΡΑ ΟΛΑ ΤΑ ΖΩΑ ΤΟΥ ΧΑΟΥΣ»,

… ΔΙΟΤΙ ΔΕΝ ΥΠΑΡΧΕΙ ΕΚΕΙ ΕΞΩ ΚΑΝΕΝΑΣ ΝΑ ΤΑ ΠΡΟΣΤΑΤΕΥΣΕΙ ΚΑΙ ΟΛΟΙ ΟΙ ΑΠΟΣΤΑΤΕΣ ΑΝΘΡΩΠΟΙ ΘΑ ΤΑ ΠΡΟΣΒΑΛΛΟΥΝ, ΘΑ ΤΑ ΒΕΒΗΛΩΣΟΥΝ. ΚΑΙ ΟΙ ΑΛΛΟΙ, ΟΙ ΜΕΓΑΛΟΙ ΑΠΟΣΤΑΤΕΣ, ΘΑ ΧΤΥΠΗΣΟΥΝ ΤΙΣ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΜΕΣΩ ΤΟΥ ΚΩΔΙΚΟΥ ΟΝΟΜΑΤΟΣ ΤΟΥΣ! ΑΛΛΩΣΤΕ, ΟΠΩΣ ΜΑΣ ΕΧΕΙ ΑΠΟΔΕΙΧΘΕΙ, ΤΟ ΟΝΟΜΑ ΑΔΙΚΕΙ, ΟΠΩΣ ΚΑΙ ΝΑ ΕΧΕΙ, ΤΗΝ ΙΔΙΟΤΗΤΑ ΚΑΙ ΤΟ ΑΠΕΙΡΟ ΜΕΓΑΛΕΙΟ ΤΗΣ. ΑΛΛΑ ΠΡΕΠΕΙ ΝΑ ΓΝΩΡΙΖΕΤΕ ΟΛΟΙ ΟΙ ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ, ΟΤΙ Ο ΚΩΔΙΚΟΣ «ΝΥΜΦΗ» ΕΙΝΑΙ ΗΔΗ ΚΩΔΙΚΟ ΟΝΟΜΑ ΥΠΕΡΙΔΙΟΤΗΤΑΣ! ΑΡΑ, ΚΑΙ ΟΙ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΕΙΝΑΙ 12 ΔΩΔΕΚΑ ΥΠΕΡΙΔΙΟΤΗΤΕΣ ΤΟΥ ΔΙΑ, Η ΚΑΘΕ ΜΙΑ ΔΙΑΦΟΡΕΤΙΚΗ, ΟΠΟΥ Ο ΚΩΔΙΚΟΣ ΤΟΥΣ «ΝΥΜΦΗ» ΕΙΝΑΙ ΤΟ ΚΩΔΙΚΟ ΟΝΟΜΑ ΤΗΣ ΙΔΙΟΤΗΤΑΣ ΤΟΥΣ!

Ο ΕΠΟΜΕΝΟΣ ΚΩΔΙΚΟΣ, ΠΟΥ ΔΕΝ ΔΙΝΩ, ΔΗΛΩΝΕΙ ΤΙ ΚΑΙ ΠΟΙΑ ΥΠΕΡΙΔΙΟΤΗΤΑ ΕΙΝΑΙ, ΕΧΕΙ, ΑΛΛΑ ΚΑΙ ΕΚΤΕΛΕΙ, ΩΣ ΑΥΤΟΝΟΜΕΣ ΠΟΥ ΕΙΝΑΙ ΚΑΙ ΟΙ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ, ΔΙΟΤΙ ΟΙ ΠΑΝΙΕΡΕΣ ΝΥΜΦΕΣ ΔΕΝ ΑΝΗΚΟΥΝ ΣΕ ΚΑΠΟΙΑ ΙΕΡΑΡΧΙΑ, ΕΙΝΑΙ ΑΥΤΟΝΟΜΕΣ, ΑΥΤΟΤΕΛΕΙΣ, ΑΥΤΑΡΚΕΙΣ ΚΑΙ ΕΙΝΑΙ ΟΙ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΤΟΥ ΔΙΑ, ΓΙΑ ΑΥΤΟ ΕΙΝΑΙ ΑΥΤΟΝΟΜΟΙ ΦΥΛΑΚΕΣ ΚΑΙ ΠΡΟΣΤΑΤΕΣ ΤΩΝ ΥΔΑΤΩΝ ΚΑΙ ΤΗΣ ΥΔΑΤΙΝΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ.

ΑΣ ΔΟΥΜΕ ΚΑΙ ΤΟ ΓΕΩΜΕΤΡΙΚΟ ΔΗΜΙΟΥΡΓΙΚΟ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑ ΤΩΝ ΕΛΛΑΝΙΩΝ ΚΟΣΜΟΣΥΜΒΟΛΩΝ ΠΟΥ ΣΥΝΘΕΤΟΥΝ ΤΟΝ ΚΩΔΙΚΟ «ΝΥΜΦΕΣ» ΚΑΙ ΘΑ ΔΙΑΠΙΣΤΩΣΟΥΜΕ ΤΑ ΕΞΗΣ:

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

ΟΠΟΥ ΣΤΗΝ ΣΥΜΠΥΚΝΩΣΗ ΤΟΥ ΤΟ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑ 57 ΜΑΣ ΔΙΝΕΙ 57 = 5 + 7 = 12 ΔΩΔΕΚΑ.

ΤΟ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑ 12 ΔΩΔΕΚΑ ΤΟΥ ΚΩΔΙΚΟΥ ΝΥΜΦΗ ΜΑΣ ΔΗΛΩΝΕΙ ΚΑΙ ΤΟΝ ΚΩΔΙΚΟ ΑΡΙΘΜΟ ΤΟΥ ΣΥΝΟΛΟΥ ΤΩΝ 12 ΔΩΔΕΚΑ ΝΥΜΦΩΝ ΤΟΥ ΔΙΑ, ΜΑΣ ΔΗΛΩΝΕΙ ΚΑΙ ΤΟΝ ΠΑΝΙΕΡΟ ΚΩΔΙΚΟ ΣΥΣΤΑΣΗΣ ΤΟΥ ΟΛΥΜΠΟΥ, 12 ΔΩΔΕΚΑ ΟΛΥΜΠΙΟΙ.

ΚΑΙ ΕΦΟΣΟΝ Ο ΚΩΔΙΚΟΣ ΝΥΜΦΗ ΕΧΕΙ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑ 12 ΔΩΔΕΚΑ

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

ΤΟΤΕ ΟΛΕΣ, ΚΑΙ ΟΙ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ, ΦΕΡΟΥΝ ΤΟΝ ΙΔΙΟ ΚΩΔΙΚΟ ΑΡΙΘΜΟ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑΤΟΣ 12 ΔΩΔΕΚΑ, ΟΠΟΥ ΤΩΡΑ ΘΑ ΔΟΥΜΕ:

1. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

2. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

3. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

4. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

5. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

6. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

7. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

8. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

9. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

10. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

11. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

12. ΝΥΜΦΗ = 12 ΔΩΔΕΚΑ

144 ΕΚΑΤΟΝ ΣΑΡΑΝΤΑ ΤΕΣΣΕΡΑ

ΤΟ ΤΕΛΙΚΟ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑ 144 ΕΚΑΤΟΝ ΣΑΡΑΝΤΑ ΤΕΣΣΕΡΑ ΠΟΥ ΜΑΣ ΔΙΝΟΥΝ ΟΙ 12 ΔΩΔΕΚΑ ΚΩΔΙΚΟΙ ΤΩΝ 12 ΔΩΔΕΚΑ ΝΥΜΦΩΝ ΤΟΥ ΔΙΑ, ΟΥΣΙΑΣΤΙΚΑ ΕΙΝΑΙ Ο ΚΩΔΙΚΟΣ ΑΝΑΠΤΥΞΗΣ ΚΑΙ ΣΥΣΤΑΣΗΣ ΤΗΣ 9 ΕΝΝΕΑ ΕΛΛΑΝΙΑΣ ΘΕΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ, ΕΤΣΙ ΟΠΩΣ ΜΑΣ ΕΧΕΙ ΑΠΟΔΕΙΧΘΕΙ ΣΤΑ ΙΕΡΑ ΕΛΛΑΝΙΑ ΚΕΙΜΕΝΑ ΜΑΣ, ΟΠΟΥ ΘΑ ΠΡΕΠΕΙ ΚΑΙ ΝΑ ΜΕΛΕΤΗΣΕΤΕ, ΑΝΑΛΥΣΕΤΕ ΚΑΙ ΚΑΤΑΝΟΗΣΕΤΕ.

ΑΚΟΜΗ, 144Ο ΜΟΙΡΕΣ ΕΙΝΑΙ ΚΑΙ ΤΟ ΕΛΛΑΝΙΟ ΑΕΤΩΜΑ ΟΛΩΝ ΤΩΝ ΠΑΝΙΕΡΩΝ ΕΛΛΑΝΙΩΝ ΘΕΙΩΝ ΝΑΩΝ ΜΑΣ.

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

parthenonas_antigrafo

aetoma

oly-westped-B


Doric-Temple-of-Segesta

ΟΠΟΥ ΣΥΜΠΥΚΝΩΝΟΝΤΑΣ, ΑΛΛΑ ΚΑΙ ΕΝΩΝΟΝΤΑΣ ΤΟΥΣ ΑΡΙΘΜΟΥΣ ΤΟΥ 144 = 1 + 4 + 4 = 9 ΕΝΝΕΑ, ΜΑΣ ΑΠΟΚΑΛΥΠΤΕΙ ΤΟΝ ΠΑΝΙΕΡΟ ΚΩΔΙΚΟ ΤΗΣ 9 ΕΝΝΕΑΣ ΕΛΛΑΝΙΑΣ ΘΕΙΑΣ ΑΛΗΘΙΝΗΣ ΜΟΝΑΔΙΚΗΣ ΝΟΜΟΤΕΛΕΙΑΚΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΤΗΣ ΙΔΙΑΣ ΤΗΣ ΙΕΡΑΡΧΕΙΑΣ ΤΩΝ 9 ΕΝΝΕΑ.

%CE%97-%CE%99%CE%95%CE%A1%CE%91%CE%A1%CE%A7%CE%99%CE%91-%CE%A4%CE%A9%CE%9D-%CE%95%CE%9D%CE%9D%CE%95%CE%91

https://www.aitherikigrafi.gr/ierarxia-ton-9-ennea

Η ΠΑΡΑΧΑΡΑΞΗ ΠΟΥ ΕΠΕΦΕΡΑΝ ΟΙ ΑΠΟΣΤΑΤΕΣ ΣΤΙΣ ΝΥΜΦΕΣ ΚΑΙ ΤΙΣ ΝΗΡΗΙΔΕΣ

ΟΙ ΠΑΝΙΕΡΕΣ ΝΥΜΦΕΣ ΤΟΥ ΔΙΑ ΕΧΟΥΝ ΤΑ ΜΥΣΤΙΚΑ ΚΑΙ ΤΟΥΣ ΠΑΝΙΕΡΟΥΣ ΚΩΔΙΚΕΣ ΤΩΝ ΥΔΑΤΩΝ ΚΑΙ ΤΗΣ ΕΛΛΑΝΙΑΣ ΥΔΑΤΙΝΗΣ ΔΗΜΙΟΥΡΓΙΑΣ. ΟΙ ΑΠΟΣΤΑΤΕΣ ΚΑΙ ΟΛΟΙ ΟΙ ΑΠΟΣΤΑΤΙΚΟΙ ΨΕΥΤΟΙΣΤΟΡΙΚΟΙ ΤΟΥΣ, ΔΟΥΛΟΙ ΤΟΥΣ, ΕΧΟΥΝ ΑΛΛΟΙΩΣΕΙ ΚΑΙ ΜΠΕΡΔΕΨΕΙ ΔΟΛΙΩΣ ΤΙΣ ΝΗΡΗΙΔΕΣ ΜΕ ΤΙΣ ΝΥΜΦΕΣ. ΕΧΟΥΝ ΑΠΟΣΤΑΤΙΚΑ ΕΦΕΥΡΕΙ ΑΛΛΑ ΟΝΟΜΑΤΑ ΚΑΙ ΑΛΛΕΣ ΙΔΙΟΤΗΤΕΣ ΠΛΑΣΜΑΤΩΝ, ΠΟΥ ΚΑΜΙΑ ΣΧΕΣΗ ΔΕΝ ΕΧΟΥΝ ΜΕ ΤΗΝ ΑΛΗΘΕΙΑ ΚΑΙ ΤΗΝ ΠΡΑΓΜΑΤΙΚΟΤΗΤΑ. ΑΝΤΙΘΕΤΩΣ, ΕΙΝΑΙ ΕΚΤΟΣ!!

ΑΥΤΟ ΤΟ ΑΠΟΣΤΑΤΙΚΟ ΜΠΕΡΔΕΜΑ ΑΛΛΟΙΩΣΗΣ ΚΑΙ ΠΑΡΑΧΑΡΑΞΗΣ ΠΟΥ ΕΧΟΥΝ ΔΟΛΙΩΣ ΕΠΙΦΕΡΕΙ ΚΑΙ ΣΥΝΕΧΩΣ ΤΟ ΔΙΑΙΩΝΙΖΟΥΝ, ΔΕΙΧΝΟΝΤΑΣ ΤΗΝ ΑΝΟΗ ΓΕΛΟΙΟΤΗΤΑ ΤΟΥΣ ΚΑΙ ΑΛΛΟΤΡΙΟ ΣΧΕΔΙΟ ΤΟΥΣ, ΠΑΡΟΥΣΙΑΖΕΙ ΑΥΤΕΣ ΤΙΣ ΘΕΙΕΣ ΟΝΤΟΤΗΤΕΣ ΩΣ ΝΕΡΑΙΔΕΣ ΜΕ ΣΑΡΚΙΟ, ΠΟΥ ΚΛΕΒΟΥΝ ΤΟΥΣ ΑΡΡΕΝΕΣ ΤΩΝ ΑΛΛΩΝ ΘΥΛΩΝ, ΚΛΕΒΟΥΝ ΡΟΥΧΑ ΤΩΝ ΘΥΛΩΝ, ΕΙΝΑΙ ΔΑΙΜΟΝΙΚΕΣ ΚΑΙ ΠΟΝΗΡΕΣ ΚΑΙ ΧΙΛΙΑΔΕΣ ΔΙΚΕΣ ΤΟΥΣ ΨΕΥΤΙΚΕΣ ΑΝΑΦΟΡΕΣ.

ΑΥΤΟΙ, ΣΤΟ ΜΕΤΑΞΥ, ΑΝΑΦΕΡΟΝΤΑΙ ΣΤΙΣ ΔΟΛΙΕΣ ΥΒΡΙΔΙΑΚΕΣ ΚΑΤΑΣΚΕΥΕΣ ΤΟΥΣ ΠΟΥ ΛΥΜΑΙΝΟΝΤΑΙ ΤΟΥΣ ΧΩΡΟΥΣ ΤΟΥ ΠΛΑΝΗΤΗ ΜΑΣ. ΟΜΙΛΟΥΝ ΚΑΙ ΠΡΟΒΑΛΛΟΥΝ ΚΑΤΙ ΤΕΛΕΙΩΣ ΔΙΑΦΟΡΕΤΙΚΟ ΑΠΟ ΤΟ ΘΕΙΟ, ΤΟ ΑΛΗΘΙΝΟ, ΤΟ ΟΡΘΟ, ΤΟ ΥΠΑΡΚΤΟ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ. ΜΑΛΛΟΝ ΟΜΙΛΟΥΝ ΓΙΑ ΤΑ ΔΙΚΑ ΤΟΥΣ ΖΩΑΔΙΑ, ΠΟΥ ΤΑ ΕΧΟΥΝ ΑΧΑΛΙΝΩΤΑ ΣΤΟ ΠΕΡΙΒΑΛΛΟΝ ΜΑΣ. ΚΑΙ ΕΩΣ ΕΔΩ ΘΑ ΑΝΑΦΕΡΘΩ, ΓΙΑ ΝΑ ΜΗΝ ΜΟΛΥΝΩ ΤΟ ΠΑΝΙΕΡΟ ΜΟΝΑΔΙΚΟ ΑΛΗΘΙΝΟ ΑΠΟΛΥΤΟ ΚΕΙΜΕΝΟ ΜΑΣ.

ΟΙ ΝΗΡΗΙΔΕΣ ΔΕΝ ΕΧΟΥΝ ΚΑΜΙΑ ΣΧΕΣΗ ΜΕ ΤΙΣ ΝΥΜΦΕΣ. Η ΜΟΝΗ ΣΥΓΓΕΝΕΙΑ ΤΟΥΣ, ΜΕΤΑΦΟΡΙΚΑ, ΕΙΝΑΙ ΤΟ ΝΕΡΟ. ΟΙ ΝΗΡΗΙΔΕΣ ΔΕΝ ΕΙΝΑΙ ΑΥΤΟΝΟΜΕΣ ΚΑΙ ΑΥΤΑΡΚΕΙΣ ΟΠΩΣ ΟΙ ΝΥΜΦΕΣ. ΕΧΟΥΝ ΑΥΣΤΗΡΗ ΙΕΡΑΡΧΙΑ ΚΑΙ ΑΝΗΚΟΥΝ ΟΛΕΣ ΤΟΥΣ ΣΤΟΝ ΕΛΛΑΝΙΟ ΜΕΓΙΣΤΟ ΟΛΥΜΠΙΟ ΠΟΣΕΙΔΩΝΑ, ΤΟΝ ΑΡΧΟΝΤΑ ΟΛΩΝ ΤΩΝ ΥΔΑΤΩΝ!! ΟΙ ΝΗΡΗΙΔΕΣ ΕΙΝΑΙ ΜΟΝΟ ΓΙΑ ΤΗΝ ΘΑΛΑΣΣΑ ΚΑΙ ΤΟΥΣ ΩΚΕΑΝΟΥΣ, ΚΟΡΕΣ ΤΟΥ ΝΗΡΕΑ! 

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nereus

ΝΗΡΕΑΣ-ΝΗΡΙΗΔΑ

ΔΕΝ ΕΧΟΥΝ ΚΑΜΙΑ ΣΧΕΣΗ ΜΕ Ο,ΤΙ ΕΧΕΙ ΓΡΑΦΤΕΙ ΚΑΙ ΜΕ Ο,ΤΙΔΗΠΟΤΕ ΠΡΟΒΑΛΛΕΤΑΙ ΑΠΟΣΤΑΤΙΚΑ, ΑΛΛΟΙΩΜΕΝΑ, ΣΕ ΟΛΑ ΤΑ ΣΑΠΙΑ ΒΙΒΛΙΑ ΚΑΙ ΔΟΛΙΕΣ ΓΕΛΟΙΕΣ ΠΛΗΡΟΦΟΡΙΕΣ ΠΟΥ ΚΑΤΑΣΚΕΥΑΖΟΥΝ ΟΙ ΑΠΟΣΤΑΤΕΣ ΜΕ ΟΛΑ ΤΑ ΙΕΡΑΤΕΙΑ ΤΟΥΣ, ΔΟΓΜΑΤΑ ΤΟΥΣ ΚΑΙ ΟΛΟΥΣ ΤΟΥΣ ΑΠΟΣΤΑΤΙΚΟΥΣ ΜΗΧΑΝΙΣΜΟΥΣ ΠΟΥ ΔΙΑΘΕΤΟΥΝ ΜΕΣΑ ΣΤΑ ΑΝΘΡΩΠΙΝΑ ΚΟΙΝΩΝΙΚΑ ΣΥΝΟΛΑ ΤΗΣ ΖΩΗΣ ΚΑΙ ΒΙΟΥ ΜΑΣ. ΑΥΤΟΝ ΤΟΝ ΔΗΜΙΟΥΡΓΙΚΟ ΔΙΑΧΩΡΙΣΜΟ ΠΡΕΠΕΙ ΝΑ ΤΟΝ ΓΝΩΡΙΖΕΤΕ, ΓΙΑ ΝΑ ΕΙΝΑΙ ΞΕΚΑΘΑΡΗ ΚΑΙ ΑΠΟΛΥΤΗ Η ΚΑΤΑΝΟΗΣΗ ΣΑΣ!

ΟΙ ΕΛΛΑΝΙΕΣ ΠΑΝΙΕΡΕΣ ΝΥΜΦΕΣ ΤΟΥ ΔΙΑ, ΟΙ 12 ΔΩΔΕΚΑ, ΕΙΝΑΙ ΜΟΝΑΔΙΚΕΣ ΙΔΙΟΤΗΤΕΣ, ΑΥΤΟΝΟΜΕΣ

 ΚΑΙ ΓΙΑ ΑΥΤΟΝ ΤΟΝ ΛΟΓΟ, ΟΙ ΓΕΛΟΙΟΙ ΔΟΛΙΟΙ ΑΠΟΣΤΑΤΕΣ ΣΥΝΕΧΩΣ ΠΡΟΣΠΑΘΟΥΝ ΝΑ ΤΙΣ ΚΡΥΨΟΥΝ ΜΕ ΤΗΝ ΣΑΠΙΑ ΑΠΟΛΟΓΙΑ ΤΟΥΣ ΚΑΙ ΤΑ ΑΠΟΣΤΑΤΙΚΑ ΠΑΡΑΜΥΘΙΑ ΤΟΥΣ, ΕΝΩΝΟΝΤΑΣ ΤΙΣ ΝΥΜΦΕΣ ΜΕ ΤΙΣ ΝΗΡΗΙΔΕΣ ΚΑΙ ΜΕ ΤΙΣ ΔΙΚΕΣ ΤΟΥΣ ΥΒΡΙΔΙΑΚΕΣ ΚΑΤΑΣΚΕΥΕΣ, ΦΑΝΤΑΣΜΑΤΑ ΝΕΡΑΙΔΕΣ ΚΑΙ ΚΑΘΕ ΑΣΤΑΘΕΣ ΠΕΙΡΑΜΑ ΤΟΥΣ, ΜΕ ΓΕΛΟΙΕΣ ΑΝΟΗΤΕΣ ΑΛΛΟΙΩΜΕΝΕΣ ΘΝΗΤΕΣ ΑΝΩΜΑΛΕΣ ΨΕΥΤΟΑΝΑΦΟΡΕΣ, ΜΠΕΡΔΕΥΟΝΤΑΣ ΤΑ ΑΛΗΘΙΝΑ ΟΝΟΜΑΤΑ ΤΩΝ ΝΥΜΦΩΝ ΚΑΙ ΤΩΝ ΝΗΡΗΙΔΩΝ ΚΑΙ ΤΟΠΟΘΕΤΩΝΤΑΣ ΑΛΛΑ, ΦΑΝΤΑΣΤΙΚΑ ΟΝΟΜΑΤΑ ΕΝΔΙΑΜΕΣΑ, ΩΣΤΕ ΣΥΝΕΧΩΣ ΟΛΟΙ ΚΑΙ ΤΑ ΠΑΝΤΑ ΝΑ ΕΙΝΑΙ ΣΕ ΣΥΝΧΥΣΗ ΚΑΙ ΣΥΝΕΧΩΣ ΝΑ ΒΡΙΣΚΕΣΑΙ ΜΕΣΑ ΣΤΟ ΑΠΟΣΤΑΤΙΚΟ ΨΕΥΤΙΚΟ ΕΙΚΟΝΙΚΟ ΠΕΡΙΒΑΛΛΟΝ ΠΟΥ ΣΟΥ ΚΑΤΑΣΚΕΥΑΣΑΝ.

ΩΣΤΟΣΟ, Ο,ΤΙ ΜΑΘΕΙΣ, Ο,ΤΙ ΠΕΙΣ, Ο,ΤΙ ΣΥΖΗΤΗΣΕΙΣ, Ο,ΤΙ ΑΝΑΖΗΤΗΣΕΙΣ, ΝΑ ΕΙΝΑΙ Η ΔΟΛΙΟΤΗΤΑ ΤΟΥΣ ΚΑΙ ΨΕΥΔΟΣ ΑΣΤΑΘΕΙΑΣ ΚΑΙ ΑΝΑΚΡΙΒΕΙΑΣ. ΕΤΣΙ, ΠΑΝΤΑ ΝΑ ΠΡΟΒΑΛΛΕΙΣ ΠΑΝΤΟΥ ΤΗΝ ΣΑΠΙΛΑ ΤΟΥΣ, ΤΑ ΣΚΟΥΠΙΔΙΑ ΤΟΥΣ, ΤΗΝ ΙΔΙΑ ΤΗΝ ΑΠΟΣΤΑΣΙΑ ΤΟΥΣ, ΠΟΥ ΤΩΡΑ ΤΗΝ ΚΑΝΕΙΣ ΚΑΙ ΔΙΚΙΑ ΣΟΥ! ΚΑΙ ΕΠΕΙΔΗ ΤΟ ΔΙΑΒΑΣΕΣ ΣΕ ΜΙΑ ΒΡΩΜΙΚΗ ΦΥΛΛΑΔΑ ΤΟΥΣ Ή ΑΠΟ ΤΑ ΜΕΣΑ ΤΟΥΣ Ή ΑΦΟΥ ΣΤΟ ΕΙΠΕ Ο ΔΟΥΛΟΣ ΑΠΟΣΤΑΤΗΣ, ΔΟΛΙΟΣ ΚΑΘΗΓΗΤΗΣ Ή ΔΑΣΚΑΛΟΣ ΤΟΥΣ, ΕΣΥ ΕΙΣΑΙ ΕΤΟΙΜΟΣ ΝΑ ΠΟΛΕΜΗΣΕΙΣ Ή ΝΑ ΤΣΑΚΩΘΕΙΣ ΜΕ ΤΟΝ ΑΛΛΟ ΣΥΝΑΝΘΡΩΠΟ ΣΟΥ, ΓΙΑ ΤΗΝ ΑΝΟΗ ΑΠΟΣΤΑΤΙΚΗ ΔΟΛΙΟΤΗΤΑ ΠΟΥ ΣΟΥ ΕΜΑΘΑΝ ΑΥΤΑ ΤΑ ΖΩΑ ΤΟΥ ΧΑΟΥΣ!

ΒΛΕΠΕΙΣ, ΕΛΛΗΝ ΑΝΘΡΩΠΕ, ΠΟΣΕΣ ΑΠΟΣΤΑΤΙΚΕΣ ΤΕΧΝΙΚΕΣ ΚΑΙ ΜΕΘΟΔΟΥΣ ΕΧΟΥΝ ΕΠΙΝΟΗΣΕΙ, ΟΠΟΥ ΒΑΖΟΥΝ ΕΣΕΝΑ ΝΑ ΠΡΑΞΕΙΣ ΜΕ ΤΗΝ ΔΙΚΗ ΤΟΥΣ ΑΠΟΣΤΑΤΙΚΗ ΤΕΧΝΙΚΗ ΚΑΙ ΜΕΘΟΔΟ!! ΑΡΑ, ΕΣΥ ΕΙΣΑΙ Ο ΑΠΟΣΤΑΤΗΣ, ΚΑΙ ΜΕ ΤΗΝ ΘΕΛΗΣΗ ΣΟΥ, ΜΕ ΕΛΕΦΘΕΡΗ ΒΟΥΛΗΣΗ ΣΥΜΒΑΙΝΟΥΝ ΟΛΑ ΚΑΙ ΤΑ ΠΑΝΤΑ ΓΥΡΩ ΣΟΥ, ΕΦΟΣΟΝ ΣΟΥ ΤΑ ΦΩΛΙΑΣΑΝ ΠΡΩΤΑ ΜΕΣΑ ΣΟΥ!

ΟΠΩΣ ΠΡΟΕΙΠΑ, ΔΕΝ ΠΡΕΠΕΙ ΝΑ ΑΝΑΦΕΡΩ ΤΑ ΚΩΔΙΚΑ ΟΝΟΜΑΤΑ ΤΩΝ 12 ΔΩΔΕΚΑ ΝΥΜΦΩΝ ΤΟΥ ΔΙΑ, ΠΟΥ ΕΙΝΑΙ ΑΠΟΛΥΤΟΙ ΦΥΛΑΚΕΣ ΤΩΝ ΥΠΕΡΙΔΙΟΤΗΤΩΝ ΤΟΥΣ ΤΗΣ ΥΔΑΤΙΝΗΣ ΘΕΙΑΣ ΕΛΛΑΝΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ ΚΑΙ ΟΛΩΝ ΤΩΝ ΥΔΑΤΩΝ, ΟΠΟΥ ΚΟΥΒΑΛΟΥΝ ΤΑ ΜΥΣΤΙΚΑ ΤΩΝ ΥΔΑΤΩΝ ΚΑΙ ΤΗΣ ΥΔΑΤΙΝΗΣ ΔΗΜΙΟΥΡΓΙΑΣ.


ΑΥΤΟ ΣΗΜΑΙΝΕΙ ΟΤΙ ΤΑ ΥΔΑΤΑ ΕΙΝΑΙ ΚΑΙ ΝΕΡΟ. ΤΟ ΝΕΡΟ ΔΕΝ ΕΙΝΑΙ ΥΔΩΡ!

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ΤΟ ΥΓΡΟ ΚΑΙ ΟΛΑ ΤΑ ΔΙΑΦΟΡΕΤΙΚΑ ΑΠΕΙΡΑ ΤΟΥ ΑΠΕΙΡΟΥ ΥΓΡΑ, ΑΝΗΚΟΥΝ ΣΤΗΝ ΥΔΑΤΙΝΗ ΔΗΜΙΟΥΡΓΙΑ, ΟΧΙ ΟΜΩΣ ΟΛΑ ΤΑ ΥΓΡΑ ΚΑΙ ΣΤΟ ΝΕΡΟ. ΤΟ ΝΕΡΟ ΔΕΝ ΕΙΝΑΙ ΟΛΑ ΤΑ ΥΓΡΑ ΚΑΙ ΤΟ ΥΔΩΡ ΔΕΝ ΕΙΝΑΙ ΟΛΑ ΤΑ ΥΓΡΑ. ΑΡΑ, ΑΛΛΟ ΥΔΩΡ, ΑΛΛΟ ΝΕΡΟ!! ΑΛΛΟ ΥΓΡΟ, ΑΛΛΟ ΥΔΩΡ, ΑΛΛΟ ΥΔΑΤΑ, ΑΛΛΟ ΤΟ ΝΕΡΟ, ΑΛΛΟ ΘΑΛΑΣΣΑ, ΑΛΛΟ ΩΚΕΑΝΟΣ, ΑΛΛΟ ΛΙΜΝΗ, ΑΛΛΟ ΤΟ ΠΟΤΑΜΙ. ΑΛΛΟ ΥΔΑΤΑ, ΑΛΛΟ ΩΚΕΑΝΟΣ ΚΑΙ ΘΑΛΑΣΣΑ. ΑΛΛΟ ΝΕΡΟ ΚΑΙ ΑΛΛΟ ΥΔΑΤΑ ΚΑΙ ΥΔΑΤΙΝΗ ΔΗΜΙΟΥΡΓΙΑ. ΕΙΝΑΙ ΟΛΑ ΤΟΥΣ ΔΙΑΦΟΡΕΤΙΚΑ ΚΑΙ ΠΡΟΣΠΑΘΗΣΕ ΝΑ ΤΟ ΑΝΤΙΛΗΦΘΕΙΣ, ΓΙΑ ΤΗΝ ΔΙΚΗ ΣΟΥ ΑΠΟΛΥΤΗ ΑΛΗΘΙΝΗ ΚΑΤΑΝΟΗΣΗ ΚΑΙ ΝΟΗΣΗ, ΕΛΛΗΝ ΑΝΘΡΩΠΕ!!

Η ΓΝΩΣΗ ΕΙΝΑΙ Η ΙΔΙΑ Η ΑΛΗΘΕΙΑ ΚΑΙ ΑΛΗΘΕΙΑ ΣΟΥ! Η ΓΝΩΣΗ ΕΙΝΑΙ ΑΠΟΛΥΤΗ ΑΛΗΘΙΝΗ ΩΣ ΤΗΝ ΙΔΙΑ ΤΗΝ ΜΙΑ ΚΑΙ ΜΟΝΑΔΙΚΗ ΑΠΟΛΥΤΗ ΑΛΗΘΕΙΑ!! Ο,ΤΙΔΗΠΟΤΕ ΠΕΡΑΝ ΑΥΤΗΣ ΤΗΣ ΜΟΝΑΔΙΚΗΣ ΑΠΟΛΥΤΗΣ ΑΛΗΘΙΝΗΣ ΓΝΩΣΗΣ, ΕΙΝΑΙ ΜΗ ΓΝΩΣΗ.

«ΟΥΣΙΑΣΤΙΚΑ, ΔΕΝ ΥΠΑΡΧΕΙ ΣΑΠΙΑ Ή ΑΠΟΣΤΑΤΙΚΗ Ή ΨΕΥΔΗΣ Ή ΑΛΛΟΙΩΜΕΝΗ Ή ΠΑΡΑΧΑΡΑΓΜΕΝΗ Ή ΠΑΡΑΦΡΑΣΜΕΝΗ ΓΝΩΣΗ. ΟΛΑ ΤΑ ΠΑΡΑΠΑΝΩ ΕΙΝΑΙ ΚΑΤΙ ΑΛΛΟ. ΠΑΡΑΓΩΓΗ ΑΔΙΚΟΥ! ΑΛΛΑ ΟΥΣΙΑΣΤΙΚΑ, ΕΙΝΑΙ ΜΗ ΓΝΩΣΗ. ΟΥΣΙΑΣΤΙΚΑ, ΕΙΝΑΙ ΛΗΘΗ ΚΑΙ ΑΝΥΠΑΡΞΙΑ, ΕΙΝΑΙ ΜΗ ΓΝΩΣΗ».

ΚΑΙ ΣΗΜΕΡΑ, ΟΙ ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ ΔΕΝ ΕΧΟΥΝ ΓΝΩΣΗ! ΖΟΥΝ ΚΑΙ ΒΙΩΝΟΥΝ ΜΕ ΜΗ ΓΝΩΣΗ, ΧΩΡΙΣ ΤΗΝ ΙΔΙΑ ΤΗΝ ΑΛΗΘΕΙΑ ΤΟΥΣ, ΠΟΥ ΟΥΣΙΑΣΤΙΚΑ ΕΙΝΑΙ Η ΙΔΙΑ Η ΓΝΩΣΗ ΤΟΥΣ ΚΑΙ ΑΛΗΘΕΙΑ ΤΟΥΣ. ΚΑΙ ΩΣ ΦΑΙΝΟΜΕΝΟ ΑΥΤΟ ΑΠΟΣΤΑΤΙΚΟ ΜΗ ΓΝΩΣΗΣ, ΤΡΩΝΕ ΚΑΙ ΑΝΑΜΑΣΟΥΝ Ο,ΤΙ ΤΟΥΣ ΜΑΘΟΥΝ, Ο,ΤΙ ΤΟΥΣ ΧΑΡΑΞΟΥΝ, Ο,ΤΙ ΤΟΥΣ ΕΠΙΒΑΛΛΟΥΝ!!

ΟΥΣΙΑΣΤΙΚΑ, ΕΓΙΝΑΝ ΟΛΟΙ ΔΟΥΛΟΙ ΣΤΟΝ ΑΠΟΣΤΑΤΙΚΟ ΦΑΝΤΑΣΤΙΚΟ ΨΕΥΤΙΚΟ ΕΑΥΤΟΝ ΤΟΥΣ!

ΚΑΙ ΠΡΕΠΕΙ ΟΛΟΙ ΟΙ ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ ΝΑ ΘΥΜΗΘΟΥΝ ΟΤΙ ΕΙΝΑΙ ΕΛΛΑΝΙΑ ΘΕΙΑ ΔΗΜΙΟΥΡΓΗΜΑΤΑ, ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ ΜΕ ΝΟΗΣΗ ΝΟΗΣΕΩΣ ΝΟΗΣΗΣ. ΚΑΙ ΑΥΤΟ, ΜΟΝΟ ΜΕ ΤΗΝ ΓΝΩΣΗ, ΔΗΛΑΔΗ ΜΕ ΤΗΝ ΑΠΟΛΥΤΗ ΑΛΗΘΕΙΑ ΤΗΣ ΓΝΩΣΗΣ, ΜΠΟΡΕΙ ΝΑ ΣΥΜΒΕΙ.

ΘΑ ΧΡΗΣΙΜΟΠΟΙΗΣΩ ΣΤΗΝ ΑΝΑΛΥΣΗ ΜΟΥ 2 ΔΥΟ ΟΝΟΜΑΤΑ ΕΛΛΑΝΙΩΝ ΝΥΜΦΩΝ ΤΟΥ ΔΙΑ, ΟΧΙ ΓΙΑ ΝΑ ΣΑΣ ΔΕΙΞΩ ΤΑ ΟΝΟΜΑΤΑ, ΔΙΟΤΙ ΔΕΝ ΠΡΕΠΕΙ, ΟΠΩΣ ΕΧΩ ΠΕΙ, ΑΛΛΑ ΓΙΑ ΝΑ ΚΑΤΑΝΟΗΣΕΤΕ ΚΑΤΙ ΤΕΛΕΙΩΣ ΔΙΑΦΟΡΕΤΙΚΟ, ΠΟΥ ΤΟ ΜΕΓΑΛΕΙΟ ΤΟΥ ΘΑ ΣΑΣ ΤΑΞΙΔΕΨΕΙ ΠΟΛΥ ΠΙΣΩ ΣΤΟΝ ΑΧΡΟΝΟ ΧΡΟΝΟ ΤΟΥ ΑΠΟΛΥΤΟΥ ΧΡΟΝΟΥ 1 ΕΝΑ.

Η ΝΥΜΦΗ ΘΕΤΙ, Η ΜΗΤΕΡΑ ΤΟΥ ΗΡΩΑ ΜΑΣ ΑΧΙΛΛΕΑ
MNRPalMassimo-TetiNereide2

776649a605c58969c1385b4ad9a9e7fd

ΟΛΕΣ, ΚΑΙ ΟΙ 12 ΔΩΔΕΚΑ ΕΛΛΑΝΙΕΣ ΝΥΜΦΕΣ ΤΟΥ ΔΙΑ, ΟΙ ΠΡΩΤΑΡΧΙΚΕΣ, ΕΙΝΑΙ ΤΕΡΑΣΤΙΕΣ ΚΑΙ ΜΟΝΑΔΙΚΕΣ, ΠΟΥ ΠΡΟΕΡΧΟΝΤΑΙ ΑΠΟ ΜΕΓΙΣΤΕΣ ΘΕΙΕΣ ΟΝΤΟΤΗΤΕΣ ΠΡΩΤΑΡΧΙΚΗΣ ΣΥΣΤΑΣΗΣ ΚΑΙ ΣΥΝΘΕΣΗΣ ΤΗΣ ΠΡΩΤΑΡΧΙΚΗΣ ΑΠΕΙΡΗΣ ΕΛΛΑΝΙΑΣ ΘΕΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ. ΟΠΟΥ ΩΣ ΙΔΙΟΤΗΤΕΣ, ΟΙ ΝΥΜΦΕΣ ΕΙΝΑΙ ΑΥΤΟΝΟΜΕΣ ΚΑΙ ΠΟΛΥ ΨΗΛΑ ΣΤΗΝ ΙΕΡΑΡΧΙΑ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ.

ΩΣΤΟΣΟ, ΘΑ ΑΝΑΦΕΡΘΩ ΣΕ 2 ΔΥΟ, ΟΧΙ ΟΤΙ ΕΠΙΛΕΓΩ ΤΙΣ ΔΥΟ ΑΝΑΜΕΣΑ ΣΤΙΣ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ. ΤΗΝ ΜΙΑ ΤΗΝ ΧΡΕΙΑΖΟΜΑΙ ΓΙΑ ΝΑ ΣΑΣ ΔΕΙΞΩ ΑΥΤΟ ΠΟΥ ΘΕΛΩ, ΑΛΛΑ ΜΕ ΤΗΝ ΧΡΥΣΗ ΕΥΚΑΙΡΙΑ ΤΩΝ ΝΥΜΦΩΝ, ΘΕΛΩ ΝΑ ΤΙΜΗΣΩ ΤΟΝ ΕΛΛΑΝΙΟ ΗΡΩΑ ΜΑΣ ΑΧΙΛΛΕΑ, ΟΠΟΥ Η ΜΗΤΕΡΑ ΤΟΥ ΕΙΝΑΙ ΜΙΑ ΑΠΟ ΤΙΣ 12 ΔΩΔΕΚΑ ΝΥΜΦΕΣ ΤΟΥ ΔΙΑ, Η ΜΕΓΙΣΤΗ ΤΕΡΑΣΤΙΑ ΜΟΝΑΔΙΚΗ ΝΥΜΦΗ, ΘΕΤΙ.

ΚΑΙ ΕΑΝ ΔΟΥΜΕ ΤΗΝ ΔΗΜΙΟΥΡΓΙΚΗ ΓΕΩΜΕΤΡΙΚΗ ΑΝΑΠΤΥΞΗ ΤΗΣ ΣΥΝΘΕΣΗΣ ΤΟΥ ΚΩΔΙΚΟΥ ΟΝΟΜΑΤΟΣ ΘΕΤΙ, ΤΗΣ ΝΥΜΦΗΣ ΤΟΥ ΔΙΑ, ΘΑ ΔΙΑΠΙΣΤΩΣΟΥΜΕ:

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

ΚΑΙ ΧΩΡΙΣ ΠΟΛΛΗ ΑΝΑΛΥΣΗ, ΔΙΟΤΙ ΑΛΛΟ ΕΙΝΑΙ ΤΟ ΘΕΜΑ ΤΗΣ ΑΝΑΛΥΣΗΣ ΜΑΣ, ΤΟ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑ ΤΩΝ ΚΩΔΙΚΟΥ ΘΕΤΙ ΕΙΝΑΙ ΤΟ 34 ΚΑΙ ΣΤΗΝ ΣΥΜΠΥΚΝΩΣΗ ΤΟΥ ΜΑΣ ΔΙΝΕΙ: 34 = 3 + 4 = 7 ΕΦΤΑ, ΤΟ ΙΔΙΟ ΤΟ 7 ΕΒΔΟΜΟ ΠΕΔΙΟ ΚΑΙ ΕΠΙΠΕΔΟ ΤΟΥ ΖΕΥΣ ΤΟΥ ΔΙΟΣ, ΤΟΥ ΑΡΧΟΝΤΑ ΤΟΥ ΦΩΤΟΣ, ΤΟΥ ΑΡΧΗΓΟΥ ΤΟΥ ΟΛΥΜΠΟΥ ΔΙΑ, ΟΠΟΥ Η ΙΔΙΑ Η ΝΥΜΦΗ ΘΕΤΙ ΕΙΝΑΙ ΜΙΑ ΑΠΟ ΤΙΣ 12 ΝΥΜΦΕΣ ΤΟΥ ΔΙΑ. ΚΑΙ Η ΑΠΟΛΥΤΗ ΑΛΗΘΙΝΗ ΑΚΡΙΒΕΙΑ ΤΟΥ ΤΕΛΙΚΟΥ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑΤΟΣ ΤΗΣ, ΤΟ 7 ΕΦΤΑ, ΤΟ ΑΠΟΔΕΙΚΝΥΕΙ ΚΑΙ ΤΟ ΕΠΙΒΕΒΑΙΩΝΕΙ ΑΠΟΛΥΤΑ ΚΑΙ ΑΛΗΘΙΝΑ!

Η ΓΙΑΓΙΑ ΝΥΜΦΗ ΔΑΦΝΗ
statue-marble-Daphne-Greek

Η ΔΕΥΤΕΡΗ ΕΛΛΑΝΙΑ ΝΥΜΦΗ ΤΟΥ ΔΙΑ ΕΙΝΑΙ Η ΓΙΑΓΙΑ ΝΥΜΦΗ, Η ΙΔΙΑ Η ΔΑΦΝΗ, ΠΟΥ ΕΙΝΑΙ ΤΕΡΑΣΤΙΑ ΚΑΙ ΜΟΝΑΔΙΚΗ ΓΙΑΓΙΑ, ΑΚΡΙΒΩΣ ΟΠΩΣ ΔΙΑΤΥΠΩΝΕΤΑΙ, ΚΑΙ ΘΑ ΜΑΣ ΕΠΙΒΕΒΑΙΩΘΕΙ ΤΩΡΑ ΠΟΥ ΘΑ ΔΟΥΜΕ ΤΑ ΓΕΩΜΕΤΡΙΚΑ ΔΗΜΙΟΥΡΓΙΚΑ ΠΡΟΣΘΕΤΙΚΑ ΤΩΝ ΕΛΛΑΝΙΩΝ ΚΟΣΜΟΣΥΜΒΟΛΩΝ ΤΗΣ ΣΥΝΘΕΣΗΣ ΤΟΥ ΚΩΔΙΚΟΥ ΕΛΛΑΝΙΟΥ ΟΝΟΜΑΤΟΣ ΤΗΣ, ΟΠΩΣ ΚΑΙ ΘΑ ΔΟΥΜΕ:

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

ΚΑΙ ΣΤΗΝ ΣΥΜΠΥΚΝΩΣΗ, ΕΝΩΣΗ, ΤΟ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑ 65 ΜΑΣ ΔΙΝΕΙ 65 = 6 + 5 = 11 ΕΝΔΕΚΑ Ή 2 ΔΥΟ, ΔΙΟΤΙ 11 = 1 + 1 = 2 ΔΥΟ.

ΑΥΤΟ ΤΟ ΤΕΛΙΚΟ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑ 11 ΕΝΔΕΚΑ Ή 2 ΔΥΟ ΜΑΣ ΕΠΙΒΕΒΑΙΩΝΕΙ ΤΗΝ ΤΕΡΑΣΤΙΑ ΓΙΑΓΙΑ ΝΥΜΦΗ ΔΑΦΝΗ!!

 

Η ΑΝΑΛΥΣΗ ΤΟΥ ΚΩΔΙΚΟΥ ΓΙΑΓΙΑ

ΟΠΟΥ ΤΩΡΑ, ΘΑ ΔΟΥΜΕ ΤΟΝ ΚΩΔΙΚΟ ΓΙΑΓΙΑ ΚΑΙ ΘΑ ΔΙΑΠΙΣΤΩΣΟΥΜΕ ΤΟ ΕΞΗΣ:

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

ΟΥΣΙΑΣΤΙΚΑ, Ο ΚΩΔΙΚΟΣ ΓΙΑΓΙΑ ΕΙΝΑΙ ΜΙΑ ΛΕΞΗ, ΓΙΑ, ΠΟΥ ΕΠΑΝΑΛΑΜΒΑΝΕΤΑΙ 2 ΔΥΟ ΦΟΡΕΣ ΣΤΟΝ ΙΔΙΟ ΚΩΔΙΚΟ ΤΟΥ ΣΥΝΟΛΟΥ ΤΟΥ, ΓΙΑΓΙΑ.

ΑΡΑ, ΤΟ ΓΙΑ ΕΧΕΙ ΚΩΔΙΚΟ 6 ΕΞΙ, ΤΟΝ ΠΑΝΙΕΡΟ ΚΩΔΙΚΟ 6 ΕΞΙ ΤΟΥ ΕΛΛΑΝΙΟΥ ΔΗΜΙΟΥΡΓΗΜΑΤΟΣ.

ΑΡΑ, ΟΥΣΙΑΣΤΙΚΑ:

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adNx6xqk+HdoPsq+dN9zWbszW12f2h/IW/AAY4DOmyKpXCqcJaaMgfqYTpW89Lpktau1q0M1vMcaRtek97chJUfEdM8Zx0lIC47sez/AOMcvXgFlCxyXuVGC+7a6Vi8LQNAyPhmzcdsq9qQ6qgyyTr1HGifeH/DLCXXtwVdusUr0oLk8diR86sf1LXWG7ymuW0mimxu9aj29ValxlmF118uVfUya+uUhVmTSJYdSkVTAguVpDrnQo6MQnKKrzkQshxVEphTUGn2jhiVD6dkM7CQnJupyvdTp1wt0swEH1kSmXimkhKmEigrYOpTo2n4cxxUWfvrNlm52kKldNurAhMonjeZFv52k6rEowQUAWISfDDjp0D6JVQoOKc0Ma40VWmk8d8x77SbbGY0hQxhwlawxrq0wHw74SpbIkeMqfusSA9xnw8AmE0IG2rOEkY7YtxdYCkvanM9EnLtRlylabLI+3LX/yavb/xoJfn6gFKX1VbZhXVR5VNpCF2AbG8Q1tYSa4ghjJUHgMMrj+rBx3zhovwRlfhxzUxXtotp3djlHcmXZZqEK1VMyApIV2z8Htu1ym29yPRsPwrq44pSdwoCOkjfAHoiE/Pvdk/SVWdyQwfNl/rglqf1Vpcbqer7MUXtyYMSbuHwlmtcAWq6tuYR9NunZVXlmgntsJBh6kxiK9du80uuOByTfuvsoL8WZr6T7LVqw/7zqSjnQzdJHiMBSS+9V4T3+C0jimpPOaf+Z21g5Y7wnr3npjizKHQSEgR+emGDgyKd5kIYWNuiPGp/HpxAoGRAKbUpfNl4vyjfEF58ri7whRUYZEpBZhjXRK4WwUZeTEnw1bb+vUfaMQdLSlpvOV21OKhpLaVr2+1kkoICsKqdiktwKORK9nN8k6ZoPboYfUGPTOVwWUkx40qDBVldLAQGf46bcID2m2Z57tanbWzx67MYU1JToopKadU24noG2NKHq6QWg1S4M/zpVwtdHfNudIXWbt2GWbr3jngAxTTikAGkkhV38CIoKMgccROHvypYAYMPGeZUM9Y3+BmRTjOS0xbL0pGeS5RqC7gjJ3C/JwJVpA7znZuF1gp0AIj9Vwy0gZYwBnltMyE7LR2o4chQ2Za544jLC9Hmxu5I23Vqu0JAyrXjP+wnksTGgqMqVrFwqAyQeIZKdX7QwJ/rdQ4wkCgtlMK4lRIYnzvvR12/vnDxQDHaYd4mhb9R6vMTwJTUlpn3l4t6pdkRuLExPaM75lu65mS9BUYZfM6j3J9HxcPVQLlx4JxT0fjMOonzZSGiSldpbpcaZPH3XliptTqSkGUMInAKNav26ndDu2iadcpMKWxtu69/eqaEFC1VUh6oLFTu0qCvbKs1kfrKqbBCmPKicu8n7UqpkqOfppA8etU2Wqff6hs+TVkSiMDU1IwzE//bkMmsRNltGcqAmENJaUkceNMSSM6uzldc6+wdWvC9I3BIWYZOkGcQqb9Q3gyLVKpjRtgbMw2Hruhb0zbMCQC6PgRvCx0w5QYTBoypSDZeS6xYrgOW8RnI2WchFfMzpmSdAQ7dxzpMORrZ3bVqp2QgWy5KKdIbqncqpTUjdoH+w8MAr4aocy8Pqo2777mJDeWUaFpTCVTMuVJvC2b91l+3iAxJdHqaceUei0TYc0Qhx5rvXvODJWhggDvNoN40p4xUDEwEAAmuuHt0/51cPTjTEmN00V6Lugrsf0+efztgSnRMER0AxElhBTrkoS0zKG+yi/Ja/27H9tXuxf61nduh5lijhNsxStbJCmJkWjohchA0aEDdfbu29tt47rdtm3zAftgy0FJGrvkHrL33ztgmzUVwr4vhuZhaz+wNW+/Z7t37XMwazS3YPQrOXpMTOn79SSlk2RKsf7RbYmkJKZUoO3nbjlX2/q3NY0VKljwd3zgpBGfwlHElVekwQ/4bMo2iNxqD+/EgjnFlNQH0K/auUPgCoyAmjDV9MIirnAdzoSWPLD5PzE76Jfdys7tx1lex0IJCZNs1cp9GdM3nRIQcj/a94kUdLfbhg2HbdPGcnt/U4VtXK/n96CbI6KZEt9sYcPl/Y2HbeOGj+3dtTtt69Z9gWGpQDS4kbC3vH9EU7YrxJSks1SfKSneZysp1WdKagw6T0AYDClM4bJQHrGJ66YxQophn57rYOgnzZQGOYH9zzEl1Q0gkuqvX1tkX+02y3dQ2HnL6yziev1D7+6Qr2ZxVqyp1Q+/+6iY1+Xa+h0gIkSna6h1btdf6xlB36vD2X1c76tb/hDpOg3UtLSn9ejaxxbMv9GOFjFyh3LpOFMniil1mSNppdCVXhufvsX2yehEjryQT8jQIZQHXEXxM8Pl0+j0zZmS1iM7j0wzJbJxAOWkFkrlh4l5hrfkN8J2Ijcr0Sl5OXmmlEyZI/zR9ZZtOSiejX6cKQ1cJhqYKN21WRISpkkt4hNf1K7U1IXJ/6GjpfbAD/9di9PSOeo03FUYwpRTOkqJvhJ6SAWdLxfNXCGJb6j0m/pbpw4X2WXDptqhTzSMSRD2NVa10eaNZdJk19TNmdJU5TlK0tmB1JpSYEoZbZKqc6hveCW8oTmF07erNH2bkrGmBDPiTE6pu4FYI1ELmBSQGYDH3pnlNgT6VPk4CPrxHUOXlCJTGiFJ6da0pOQFAicdLqlDCv5WQkM+ZK3y179zRExpThZTemXldi/RF7uJKxB+8v2npAmt9R8pwaFZ6yNkeylVSpv3vLwZrnCIJj06MznSDu+WL+VLEeKkibd4nZhis4uCiD51otaUukhTWiodnTte4btvDdeUYhvF9hMcsf7RdSibP30r6HSFNLEvs/VrPnEcpIkZ5slclDyxsexMWOr7EfZpm1i+BlzVnTW7bElpVJCUCFPDhj6QMCVAi/jC9TrhtszErNJMSeuQHeb4zGXVK1pHUvvqP2V/+KP/kgb2FdbpnFEeh11eTgScmy9NbmlzozxZkCMteykO98iXFCvG9JXzRkhHbqIzG99bUX2p85rVB31WEaZvU6yz1gdXrdqfZkreFGlcpeqdVDXC3ljNW8+UpAyZXlPKZEoQVWRKLORmEpZes6DKAD6LIXnNGoP7lPg5CPpJM6WBQrQWC7Vo/5kwpZSkNFMKjZoS5461198MTKlClAeBoaf04HeesW4dx4oxTRETk/qARPZz8+fYOV+URm+7qT5S5pyjnTTt4uVqenRut/EayYbZxAk3p9YKStVPAlOSpJSn7Wzp17BQytGDxpkSDACbmNh+0W0tU9JCNxVMMyWmPSyU0aEj7VD+8Wjl06WX+mV71QXzyTGlBHcRX7iZ+OS1mSZmBf2G6duEBpISNONzFUX+wQ9+px1djpPMkJKuTgucPUNqGRrcOus4j6aeuTqawiDGOh8SU5dOg7Ro3t8uvvByMZtjdkj6azAmpKX31hXpmM2UsNDNgJZzua16bW8jTCmhmwhsUsd6r1k1PwVM6Trnuizy+ZqSEAQiwigBY4K4EpGeoiM0kbaywDneS0xQ3z1emuOHOSj6caakbLvkRqY0/H+WKSU48TWlHlKA0xEKxOI8jWqvvLZWRKWdtmPsnsgIlT/6zpNW0F67Pe3H6pzcFXZej8m2YN6/2NjR99ikCd+1GdN+aGPH3GnTp91v06ffY5On3GwTJy+z+7/3b1ZcgTgPoQZ36qT76jGlYXZYiqwwB5cEFDdsVCTEBQyY2I7R9VxhHklbR39cmaamb111TrJ7zhW24W3NS1WE7xZ6Gl7UAxJoG5QX8/fcoYnmmubSUWb8gAsHQXg6PlNipsCgTBqZCHesY/Bt0W/oYzVh942FbuEyr6OOdmkXMK4pMXUrrSrWmqSY0g9/4xs5PfJ0lEenMDjaM/ry5VY48R4ps35Pahrftqnj77Xpk++1mYV327Qpt/gB8Ruuvye1psSUH9WdTVq77NZVR8NyRutokgY0Z0p7UnTjunyx7bxhk7onNY1oaKzirWZK/XuJKXWc5av+kSmliRkCjbYeNMeDqjFImxwhG4180p6AkWZKTN/iQrembxkdMxAVdQkEGUbNky6miYiR0BUsQNa/u0/Kk4EpceYrT2cCV77+tsiKbV10dhRNMP3oO3+VlDRBnVmqA9Ktmj//AdfeRdGN3SvEeaSdWK8SzYIqBDqQK8iKRaS1GixQygxMSVq5SEqa4nUtyGBKASyVC5ykxk1MbL/oevjxmBJTMak0qEwYzzTpgTH9LOgwTgvdo23DW6gfhzAvQfn6Qjf5Y2I5gMBzdAlLwZYBn/vX/yG8MVs/XmPvMR14CNZBEszZTKn+QjezhUamb43htLFiT+BH22TvvukgvFR0VunIh0CT1a5tnbTl9fzgj39nndrrWIgGPaZ5HITeu1O0IX0rdmppF3Zr2WyAzlwtTpXkOpm4Q4e2PfpZH+0use7dB/u5OiT63Jzh9tpru0P7qqygz5fGleMdhCXGcRdf6rmtZkr9+izVzpsOSLpKgKZvartQNo0IkUabBERoolsPoIavkRjqu1QYv9YZGtU1iNUIHE7spuMWzKsnj785YwcFATgt9cXnULfWwBDq5KjQz/q10pLVQndBey1WtpeIra3d119fJwjLVD4jrghQjOenP3xaR1HUoVlT6jDUxo+7wQmK6Ri7/bQBBAWxkjcE2agrz4nj7vXT7egondtd61M5A+yQGFp6YCFtgDML32SIN64b2kOFeoeVg3+0ihgOZ4brPwJT+pYOZOt0vw5qd5VUyO4bo7AzLc9Yz0kZwEJeOO4m/kk0eVJutLEjZMIc/aKbGZdMT8bE/GIe0ITAEXKPr6cE3VAekTOsA09e5NtCo/zADbthwwYs0VqkaELa1V07i26kpxTa0Cdv/vzgDx8WbesGBsWBvnA/kva54zzBPUwnqgREzXp3k7JiG7Ez171A0zutCVJeXs5ge+O1Dxwf1Mavqclqk5Ov5ylgSou1JajRPfcq3fkzJdWRBZZAiwwJV7WlUTBUMDj+euKfWKFMl+f4fuIcGo/BQqRGb+AReCCYk+sFncaG6ZuyD3AGwgrMKDIoRkDq1RoYKD8hbhUUdt90Q4BE6/x2Or6jef7rr72nEtjCp7zIlJ5xGGFK53e/UtLODc6MYEQcBchkKGIHSpVplYvKcqs6s/t2gdal0EZmQZzjQkWavjnxgRfVsEmmFAIT1CozJ0JcmXphtcc0vApf3gEE57Tx3xZT0lRDnQOmtO6dww53UNZjyp8MFsCAzcjSnxP/gP/IZKILDNhII7jRL7rE5VkmM/Pg08hvzCumTzOllKTUqJ5SoBfPMKucCBNuCw04UHIkm2EDljXBlKAxWcV98AePiCmhhsHNHWJKgnf3h1XhAkGBwGAWhYoIKndqRT/OI3IJIG24bcsRu/QiDeD0Gal05HcabKtX7QhMSYmDpBRxnOD5JKt5CpjSUhFykJR69Sp0oEBAMJFIcFXj6C+XR3/N8PM08T1k8Cn/BqaQZkrantaVKzSW6ykJ+QHOpGFpXIc7pIOheL1aDCX5wPBEuMo4SEraPRFDCkxpnJjSJpWKJi3x1I3EdH76gxd8lIN55nbsb7Nn3hQGA4hKMHNUo0oH5bxjw3RTFuYkX2UUmdKksd+XesFSXRui2wkkJaLV7pcgJHnF+oZ6ylM5uAkB6TZ1XEQiVIwY7pG1stEoU1LnkLTEQuu6tXs9Sa0Vy2WqWq6SYMYxK+ofBoKIC8ICPGlGkc2MPMKJf9KFHCdurHu6LE8mfLM50kUdE10911PaLpgVPWT7P8WUkJRGOe1mS0oJHILnwR88pnCmzNJlEo25pLSrMtz8qZrDfAKtAXO0keZFV2peHyAU7501O1XXAcpDg5kUKPM7Xm6rX1UbJl0CaSuY1EP0OKF7CpjSMlee6tJZtyP2ml6PKaUb0ImHVsLIDQ0WnlMv0TPG88j1fmJYdOsFN+/Vu2iYLwtU7pHppqkojeUa3TAllUNRjdvmIzwbPsoPGwHkH5QnNW1rNzNhShMkhm91BuLl6weN7Z8+sEIwastfcP+DF8IAACAASURBVLJLMnfmvXZwv2BUHVyXRFM87xSK7/BnugLZw3BFZJcPuccu6KqBpX2h1gW5f+cKO6obE5iWwOC8XAeauiYUB2NKByRVIqwlTEkXkUlPad27uz3LWmkfa59HVucMfdoaOnVgSCXuH6ay+ANTYzYBqb4TYT6eWz9N6j2WQz2D9WxgSvlap9G9RRzx4JhStvJkkLI9m/rlej6pApr/oPxoX5++DVwopqQtfQ1UzpRW7symXYH/4AN/cqZVIMVcpHGY04G9amdVB5pwN8kz0o0PcqInlCZdRwmaUPyVL3+oK2PE2HTVTreO2vHV9H/1K7olABJQXkhTxzcRnw1jnRqmpBslu2hxrVevmSfHlARHbJ/UQ/RortuwTs3wyWBKQmZgSoXq7JPFlJKzbzRSBrz1mVQzCmskKh2L0R8LU9JCd/dpYT1JjKmrdlFeX7UtzZTUjoEpvRKYkogK5vSNc+fb7Ck/s1lTfuIa2tMnfc+45WD0lTd5PaiL27F32+Sx9wU75n6bPPoBu/grN+lm0EW+WYEmMJ2rSGtK3JqQHu0BHSJKd0h/B+iUIawlTEmX/WlNYp1uiyS7WpeSYEwwJQ6B1mdKSFGsr9HZmybsFFhZjSffxt5TkY/3EMtKu56VMyUUDa/wo1YcU/ofY0pJdWAAwwbN0wK2tvIzmZJAdRj1wyDz4AN/yWZK7efY5YPusEljviV6+baNv/ouPS93Wpkw+nabNPZOt9Mm3qfduR/avOn/rAPc39PU+yc2esT91uUc1gRnWDepr7ATvPoVDSZiYGpEZ5QNcJ2F3ojHLE9/OTVMSWrmLWZKDWEKPmAT41g9juuRWvoDU9LmOI3WHKZE/ASklpYc0tHhgnIp+fnVJTpmkt9ejOm4TOmlICWJIeW10w2IX9bumXZAu5yjabQIpbvaAyXMc7sUJtcRhyuJ8e+uAaR7jk5158xxW9BpjghVI56uo2X6gTb7Ea0puaJcVj0hok+BKXELqcr1A7kqIVyCj0Sk9SdnPBHXcfoW8QXuTtLExmrKPalsYidKu56dXgukOc9NjtwM+tkxJSnddpAmdmNMSfVjgHnwgT96uE/fWFPShgo0c37eHF2vrDXMTlNFM9OtR26YLaCA26WddJ+kmOt0Jbpp/4/SGj9nltYD51v3TrrgDqZUX1JqiillNVjEY0PknwKmFNeUmL4VNiIpMXrGETQCEpgBDCGMwA0B+5/xAY7MhW7WlE4wfRNiM2m7dXBGSYkpXMKUpBLA9cG+AJyjNaVMSUmRfE2J3Td2UbQ+0E3M5IL8+boed5YIaoblnjPe2n9RV5tKrEbbO0+3SnJ1KYSVpyuI89rByLBiQnJzuZZYd3yzjYxKQH7eEN2jpHLUZGmpkHaLDCm2Yf2aEx7bWY8RSR6tqTUllQvz1bXJ69aE3bda9Z4gHYkylEecRoTsYhhuKMKz958IV3TTIamnmCjTTQU2/8GzUXEF2oVqminRtloIxDQoF5y1zpBlkJQaYUoKTBUpOH2hW9N96IbrkZkR5GotkcEKiRsGxKYDa6rQDnFgTLRPpy8HWoOJnadrmjt+UdcR67lA9NNNgwr3xa9eKWmXKqksn76lCpdf5vMJqnwKmFIju28A4AYipUGwkWAD8QbxO/pFQmqJ6wW18Kc+UxopBNdb6FZdMvGZ/Qy8rTGUn7mmFC55C/eaa6tcjZ1eUwodEWbx0wf/EBYZdQyARWKOCrT/krSxFf/cfF38riMD53cd7yNnt1zdPZ4rgtIidrfOujtdu4tuVU/eGd276aI1DiN37NhLHynoo/tzRFSqWrqutFlCbT5lyqgzkdyEdg3x5BETJ2GNL3Sz4ApTmiqmJOlIZcadHpI7DMChl5gdU7b0s2ee/NAW0UZ4G4E5MzHPrTCelYo8PZhS/embrqYVgKG6wpkeHvzRr0U30sXL1eAj9RcGtjytBfXoIjUC0Q7P/vEAfTQgr6Mu/NO0uuNZuiaZIyist4pecvRhkPPzJZ2fPU5rkTAz9RkdE8qXKsnq17a5UEKh6YVuITgAke0eB++tZkrDh11vnQVsJ3HKS3tOTK9DaBKru/pUNEpzskw2/W4WdlR0taz8sBBx0RHpr8uFUaH5W1Mb/LnTORB5JHiYWKaNRCfvFhlNEOqkKc3oLJGzc/uhjnSQP2HMTUHqU75hR0J7QRJTfPSWX0UV60CtLz9IBaGjxZsnGbWQlmA4K1/dqBsnA26Iy22Qj/3hOVu48CYbPWq2TZ5wg+tUoVfldoLWkerbGDb+Vt9VZGeRhXyO0owde63Nmn2LFU77pk2assDmzL/Wdu/VhWuqI5/KCfBRz4y61icyhYbwOMjoNcZJwhpnShqB/2myXVAwy956/WBYaFV88MwOIh2JERcC991CZRp2ErWLSBgWPiTDBXx6k1+gL+iksgq/SC+xDsRuuSljX1wGxU6voso/5+xLpYEvCUQ3BOB+zKaD/D1c5UPXIREJE+sewNQ6Aw4YqK4YvsQZyzlfGKEBaaIWonc4bkrK2M0ULrS1/8c/PqVD2TdL83+BTZl0nU2fmtCM00V8lptJP1m0U59+brdZhbfbmKvm6esui2zjex8kldH36Mq435p6Jw0U613fbaT6rWZK/fousPz8yc6U+vWfFhpDBYcvf4D0+kQRiCMtKamzJ/eLhs/ZSBcnYUrptOQRJa5MN6PSjVTuxF4wg0pJBhU6Pa8bBLtcqVFjsl10wSybPf1e18koljp0qe6Wjp0zjNSCWXcb1RyDeSZIP3FhjcZItZEegkb3JN8mj0zpvQ1hqxwGXl0XFsTR2E5dNQzxY+XnbnyPLv7HsVyNyr06xdzLJAiL+Q6d6hTqGzpU6FQZHSgFtBLw7Ca2dRIvxknCmmJKTCGR9FhT8g9uJoNTTO6jvV7CO3BFmDKKVhncDgn9cA94VXU4a5l9oDdTWhdymtFumVeoBLoWIxCwaDqz9nbB+ZIeeujLLAWT/PbHd9dKY15oCDA3xZSAAVzhttxQBmUNH7TI14uQYJCK2R1jxyzQK9J4jauJoPUfcepT9KZo4yTph6/wUAXywpSUapdEGzfYgP969EB1A2KCq9f6ptVM6eKLtPIuptRR327rpw/W+bahCq3wLxpQHFBQQznYxMTO7a+JP1+MwFRKAxACS3eGTKYUKhwqDqGRf0tNJHKxPxHY18+boq+yDNdl9kOscJJ232gwZR07aLWYZRh5kFwifK0pP+YvVwU1YEoSqV9ZsVHfS5MCm8qDCQZ4SAfskuFUPNu2zbKiEwjZ06h+8bpdmBIMqbwGDfJqlYcb69kIcVH1pO1CB6Od6sWTD36NMiWpNITvhw22rVt01QYSqxb+q48V6VhMiRXrPEO6vhHncaGbzq4veRSJAcVIXhZAAQPhDBr16SXCSLzjWQVnGP+aCRw8w9BmCGhodP/TPw7R2bNR+ubbjHBHt7KuFGIj7XiyCKdnE+HEbbnxLJXFgN58AYc10UKfnm9YG6bDSEgl5UVWpltKU8XrITKmZtFNI3SWylRVYAZUUQVTYlDAgnvwLQBThes181mv9U2rmVKf3gusi6SLHM0tUwvdgsE5J4UHSk+5cUSP4nfJUUVQfJiZ8JcGmKRgzI0iJIQWJKZIaK1lSvoaRckR14LmU9h8ZO983TfMutLUCct9W5OrP48UF2kKFbenAzOg0yIttY4ppqvbkCmxpjTB1rwpSQkiUklu9QNawjuwxOeWucW6ED420eHicEaqpBIC5ihnYEjpwUGFYSiUJsHy7CYwgtBO8oiAJWFNMSW+c5fTfqBuMvzY26KqrkjZhimHF6MfpxVnl0z7dfumT/3DBoXDkMBSXiaYxThK9fmXCt0rzVeHG0rYzWNKVYgW9Uy5Ft1gUsXFWqJQtTmew4H0TufoihgNJBs3iIEKqT4FFYDg0k3ECa4Djj/At9yUV2j3WGUN1Zdxu+u0/le7zveNjhef2+XSf2aRPCONFhVVBdj1Xj+8ue9kUHRY+EZs9HrSN0vFBHW3kjMm8C3TWMYhpMFvq5nS8KE367yUFPl06fyl+tQ0jUSDQOn+QYDk2eGlDZL3ONWI79FFEczbSW119IiIisqkDA1IBCoabesa1XGlLFjyOusf9DVaKZZ1Pmuivku2PNRFEYgDaXlcPQdX4rtG89YSVSpPPcQ1JV/oTnalXntlr382CMLzL68IJS52Kz5pWe9Ka2xnam/H56bC6eDHHO18JcW/cKH8aJ4Snd4N61jEiJ0KPGfgOgW4vN3EdsGVieH+cnxJCQXQbVuKNL0Axypb63xVAorlm0gnWYyZ7Kk/4CT05G4EkbLd4BHhymRGSXBWHOJhYyYhTjjtrmKEIF+/iuXiyiJhtztrqO4f0s6ndqL4Su7unQoTXMRP40/5AVe0Kbgor+WmukbtoywG6Rt4Lil10o2lgmP1q0cC/SoMOBjIoBufVurZ8SpYAsOPtJLpRrqJbmYYz4F+UuhSXuCo2r/7Ba4ZEHCT+sV646ZMEpZ6Dw+tZkqXXrRIn1cZo3tapunjgEvsiO7q8k/eJG3MYOVWjccSjNax3daKCWBTvCWJXyptYq0hG592zqywN2YKeCoTiSjl2fwHIcgJSzCxDFHQQToaOQtd72fK2O/66Wl0diI+Gfmw4a7izM7a/KJjipg3boopoRLA2beOM3RQVSIxMxQISWWjTxUZP6e1vXMm9TjpZ5Xl5eqH6V+F6s/3BEpUjr4CHfo3ecZ4Diw4jzYjgEhuaA+IEFcmJvaXJpiSzr51+qfx9nV9xHG17uKB6cZkdBr/RllCJ6nvlSl7n3qqKKchpfF+QLHCEd9hA0yYOBJNMBFu3MSk4MaPxNHGuDFicJGMyK9aXygByKLDJS7Z0x5fOVdSrbbVv/C/R2r3c5buGlIUZeftoeSNS0qUB74yYApFNevX8aWf/r1nGovcuWcX2te7L7Jn/7LHFW0Z5J0BCR+sf6FS4rDJH6EhMqeTpp1Q/dBOenbaVDU04QhVIZzMVC+uXW7cZOK8Yf1bzZSGD7lL28r6cKI+q9xZF49dM/snNmncbbqX5RYbM3KpTZ94W7AT7rLpslxZwZcsCifd4Xbi6Fv8a6lTxt1qhRNu1Wr+nVpkvs2umXuX7d0tDAqZqb5AXbGnyiivu+58wGYU3iHYfmxn/38T7Ct5N0ghbIFdeN48mzH1Hps351Z9IXdzmOIJ+WlCAyyAa50JI2mo1vp1H/l331x58pz5UlCba1cOFS41lZwwRnfbjNGu2dh7XVt7zox7bPoU4XDi3cLbt05sdWeOxyW+1suCvUMXv91qM2fcazOm32VTptxo8xfc6cyJ0TWM9Jkoh4AybFZbxE6GK5PVVk0wpfYaBDpJpeSsGTbmiuU6HKzdQO0MTZqwxJ9nTv22FY7/XrDUMRP2pM7TJtzj9DRl3M2+EzSz8AYxhd2+HABjakAvEa7oen2AOdpYPyoBY2M6kmGSdN++73s2d843HY9nf/Fy+9q5fLZeXxvWByHH6V4r3xWdPC9BA3nKpMrkJeIrCcOrBaZMXAGaHDH0Gju/ICjRokh71fC7bN7M79v4Md/UvUg32ewZy0Uvac3+KeOXG5a7lLJsU7SUiif6oR2Stpg3436bNfVu5X2Tzm7uCeSRVc/6laK+MGPwyqDRsP6tZkqXXLhU+g7XaD7NhfeTtQMhpSqpu+fpgB7f9SroJP0Zrll1qy9XaO0Jy+liLJ+D6Zqnw4zSJO7UYYhGHd1+16GPtlf7+X3UnzZTmjZlqX97rNNZV2lNSZ887rRAI85EfX9NWuodh9l53QZKV2iDN7yv5QjhEec1zHlaYWBICMGMJ+S0QR+j/Hp3Ka9JUio4Z67U93VPdztdTarrSVHOA09d86VdK+W37roqJuefpGvCZ76RrI5n1S4+JdTHLfPdKo1/Hlz5Sgs4XL0hPaUOfXVL5WA7Imkjc4qYXUuIKLFZARAatjGmxIK8RBqFwSgYqf0+JehFTKnDl3TTpqYcPbpyp5O+b98lfH/Pv3mve6W4W4pnv1BMB19z3Qp2+eV1vErSCWs6w/2u8vzcvrb6zR1pCUClZoHJS6b1ukSGFN1YR8VNDAyadHHdc+qU2daje29dkCd9Hm5eFF47nC3lQymichI/r3M/697t0lRRqYdYdqpcMm6FIT/hdHBfaVlrDbLDWbovu+MctaXuTNKSSn6+LvfXzQ9dOg1R+OWaCYh29LUcro3BBrrIcJuio1TcSENyOwr/HUa4nlJB54G2csX7Dosv3wguJNqGhvpCJzCkT4kp9b10mTj0Eu2i6PrWjrpWVWIsRMS90WiGdpX0hOX6Vr/CVRrGPWTP7aApn4gqRwpaX2o/zLp0k5KfvnnWtccVdvY5l1q3boP8+s1I/6lGTTVm7AStaFQhrnDcErvwgjF++VVnKYnlFkywTjpcnNs5XJ6e36mnvfGqkK1iQDLb8VUUnSIuPbfQqIvqpBfn4tVMynf7+hL7ui7M6vKF0dZDuOzeYarjrKsu2O8ipp0jlYVOOvDJkZ5zpaF9fjspQLbX6CiJo1lWZ+a6uuXb87pHqYC7mWHAOu3eqZdPn6lv/Eio1zXWMdY7uu4P9cX2wOU9u1347Dn5+Jqh6jp14vXOSLgpsQtHZDppUMsRw1XdONzdGQ1z2ZxcKey5Hau6q51Uf2wHMWreczrqvmnFy9cAmJ+vD0Lm9bc31u7WxWaaWqg8GD54ZgBwuOCIvsiid+c0wNoY/Nl1KCvV8CG4PRslnThunpRO+4VrYwVvJ9FOjpRUUUbtmqMBJFcn6PN6hbU6cEXx2Cy86b01hvxAt9behvTUsaKCmda+vW6U7LLU2hcstrNyZ1j7POFRdFOgQa2HdKjO1xm188/R9clnLbBu5ywU3YiZNZd+YnztnlLXHvm6gbJjT3vnrV2pevKx1hqtd7XEtEpSAsljRt5kQ/tdb30vXqh57VIb2G+p9et9jfXttUDPC42PVWIHacsSO1h2aC8sfrLDlljPgfPtot4z7GsXT7CefafYgEFTbey4hbbnIy1yZDUkL5GA4LK0SMsq7shS0rmFN9rlg+da7z5Tre+g2XbpwNl2Sd8Z1ld2gGAZK8WwN197P3TUhKBYHIS4ysoY/Vtu6Cylqg8b30fLjtn76w/YhMuW2GWXzrOhl1xjPc+fJhwt0FrdXOujz6P3HjDT+vSba/37LLDBPRfb0EuXyl1qg3otlm2Ju9DboO8l06zPxZO0rTzZhg+eoou/xCaz8J5Rx9ipoutBTXfs1A4q8ZUnTIn1wuuW3mPDh8ww9Nz69F2a2MXWr49s34XuT5iH95unemdatVf/8D54wFLrLXxx62nfftNswJBptvKtbXZE3AgKCUxJ08cU3QgAGJPrUlDJCDtufcaqq2bZrsIk8FMH1lGWLV6ur3xMF22rbfotsF6Cp9eAuTaw70wb3Eft1m+yLtwf5xftuUBNUVjySZzkMXi05JcMAE8zoYUz77YRg6+1b1y4xL5+6Y32jX4320X9r7dLBwi//WdqIXyqDe09zYb1nGvDoJtLbrNB2J7XtZx+RJsDehXa5cNmON289uom7fipksCVqlyseHSTiqbCk/cMp3VMiYyBQSMIa1rMbWkAGGQ1roJxo8UfywDFqMNzsRoYl6kRdEJeiMgHP1aH13tmQwa44wIzuWOJ1EIj2Hx6qGwoH30d7Sq7dVgFx/49anGKUFx2YiDSkhI0xk6FkQZyXdji5vgpnejAx8o7TrdVPhJUucrWp99UtiLIj76jgcglAeAEZy2y5IelL+IqHykAp+ob9caCB0jAJgbcpUzMqDE3RPKRM44hyoZyWGSlftQFF4skCuNiATnFI0BMtIwDmVb+rmur+OCg6HCyo6g8q0Rk4XPV6DgFm6oL8HsdFNEr3xjs+AXDAnempARjYvGdC9bY/KhQ2bSRXyULLPIjPv1BTigrhbPMMpMCWuBQp5KqQ8q/0vbu3SucKt+kGuACPAIDzw5E8gzNQFPY1tIP9eXDpwf3K1PKoWrKt0ofrkQ1I3gAFAHYxKRwET3SbuuYkhciJbVj0t6UhXJQtpNSu6y+xikMpW16/YR+BZjUAf2kiDD3TGBnl6CsWDEzgOcx2CCOB5Fcnq0xAsI7gcqFgLjL2j9prOdqPUck1/icTZHUW4LGcNL6rSmbXqk5Ul2VdKUkL5XJVtXC8GhpFS0cgCv6IC7RHUeCDSZWpnjcwezxW+QqO2UMYXkbkL9sVaXIXdRaS6/zAmMZkbjknWWShB434iU7LmtUlZpT0d4oHKYGMeVDTGgBS/v6D1niQSDFgwAs9JJplVc1jDRmQjraMaU3E2APTAm6acycGH46N7asRJeq6COeThd6p8NHocsH1ZhVAgflpcvEM1Yo4hS/lhnqVK4FAKlHClXJSBalQOkvSbcjFOdFsC0T+iAHvEpldSZBfvXhiXCdjCu4yVs4wNKPfB0pVeFYX8rg2QGRK5OKE14zf1vJlFSYtH5Ve1m4YtC2rZar68qFLFhTjWgIiyQQpAFoCvqiLg4nD2y1YnmO8AN4BvDxlSjYjCC9tdx4Z08yB6mxHB8BtRZSof3yGrQrvXeEHgHzrayJI0ELy6YgKNm5gs7g1XEGUDoVuuQMnKKzE+sKw4w7f67drcvQapLL0IJoBXzNtUllBUK5quKLuMolKAxCSBBmJgfgGT/CMghMb8HEhku7aOenTIJYGJQn593zT9NPqENSTmr9R9FARASJ9BBQBCVBUnWp0jH0a0Q75t8xJ0IaZgYxR7l8I14dBL0Hk4Y7EiHTz6wpqBI4npKo3iZkEpPqmVesG38gMAIPPLGdeCas5YY6lev4EX2tuPqQzrihw6L80a+AMSXVBwwGt2LFL5anDk8JImgswtISV/krY9/5VzXAC4wbEz4kSp2jjQjy4AwEJe8ZTiuZkgpiOPczYKH2qJpXSTGpUhIFXzEPshNdOIWfFC25PgNDJ4d04AYub4pxoYCjhZtSaRhjQGhT1iO04odG9UvOXQ4VRv1wUEBgtStS8QzyQa4U+yqklKbPHdGY1LDV0hrZUznmIBUwpIPC3z4rO3ZQpeqYh4cpikBjLSvIRuAFBoaFsMIh1Oa7Gjo4DkS+DAhukvpSkqaW6Q4E0YY2DoRGvKYMYdGGOEheLn2pOBaNae5qF0WpC8pFKLpgeadc4cMPcYuxxMrHLHETrlKDkhWjiq8JEDexHJXxA7kRZhIpWJaWjDbWmrC0ySwo+EblSfAE/C7kas7m7eMNAxJl9RxkEg6kAwslyZVN94LIAIAtwBVKacGvGEGF5mHwaFgTw7+3E3cal8g3aTbghSkFyiUedIPlpEIL6UftEvCgjEFkBjLT51cjpiNOFQ+TETd4pH9bx5TIOJYVXfnRUHxJw6dBigL9eOPF+AlBeYAY0TFWPiEmGJzQFaYNAW6S1LfyOiUmkI/Ko/Oh4VmrFhQxm0ae2AGLS9E0JlzIhXHV0fycQyvxb7G1hilRL5rMceN0KyQCh5MX8iVl6jXBVyo+hFcnoqsV3givj6DmvisLTEWFJoRZGrnAkmkBEohjY+vxBAbGE5hPYxGpr/JkZPd6Uxb5s/5D1w5vAeNpSOhcxMSfKQnTGG6XOCZb7TdLkGdiU4wBmOUtG0oILu/HM0h6KUmp0YiUI2hgsM5kw7DhDImyoRnBEqTeMESna6Iwx2WjGZ/YkypFROgZwahUFQIvHD/xrCkCD1wqDlJJBxOHozSXVpqI7zSsbEPmSXt4wRHbXqjH8J/jIL51TCnCQHmqLAMawEXL4rFXOgl3pEQksarM/EhDZrUOC9Lp6RAQY6X8SiVBVbCwHLJ2XKbrobSOUFyAaJmhLD70WOWdG4akOYy+iWaVGrElDdHizLmd8VAOK7HemDpiom9pkdbDWla8g+6HYZU3vJDKsoxDURWa43BA1SseCcqRgZ88kDDpBBHHJGqJVbJwHYfw7joAFEKBOpALk06eA0UT1jpz5EhQ/WWKWEMdwKdPYZVvAj8O1aI0+hOWvpe2LAMEG/S8whSGtqpJBjY6R22cV+jZ81YeMW/yj6jTY5Mm84YANjkiroILhMKRjsX4lhwSvyBDWglrfQpnd0L0DONEPkkxK8cr6QVbS42SMjZFBNHvwBVM+2OtqYEvz57mBDRoLICYrnyCc0dMC57jtn9Yw9Oaofpww88rxXpm1JWymjCtZ0oZFcl4TBEYRFfHbhUj8MGPJKF/rHbTmskRaX+Wy/V7cAJ0VRJ9AR/EwvFBaiTKNAFBYIrlU71Y2ZC+ub8wFAilHEZEB9S9TpVb31OhSCG0NgQWRmxvXIpLAPEO4ESWgejmA+D5MQ+nrk4zqneZXrxvUVaVXlj1/0SftWY349ARK9+8XZGEmTRSmltyI/GpR7RUNNrolyTJbOT43EhuDb1iPrhJu5GeV+qB5TnJ0we25BUGtn+f6MWnc2BKhF/OVJcJi9ZINBpG6Qk3NhPn58iuocmEpWFo4z6ZaRL4xVjqjonJijMUv/O22kTtozVW1neK/AoPpYGAFZ3qATmSXRrPPLfOuFpKxKOyoxwWsg9oonZYto7pcI3sJ5rqb9hktnWHpnVI2PoYqQBrHD/NhSnWCbw0ZWOcJO/jFNxqpkTe9W0oFiC0plSkG6+QRCo+tkd/tNweuf9G7bOr45ftkN9e1UGjCvM8GUROtodLhVkaMBJa0q4BgUgPvsyPlCDLewtNaEAIV4jUwujBt96w5/75h1oN5Lv2gtmZUkCztzYjDlYJYVZ0iOPg9sRQkRiClZbfJ3JZWWEjibora5WlwirlWyoclgmmIwfsv2680R66+XarPaJDq9p2DRFb6mbijudMq9f6pn5DN6vyMW9gjVZ+5BGDGnO1DvC3xx+3h//5QTu4aa0QJFxUiiGVina0qIvkIVbgDL1Eg1qxdgTiQBb3TSLYoTqUqfJTNvie+DcCF2HHlrDS1AAAIABJREFUpaVEJ+Uf25sPPWTHNmzU9niRfKu1nKM1LWYCRBFAxI4MU4+h3tmAuXdzfnzaqgKKRRs1MB7K1TUlLGOzkM2XYaxMX5us3GsHn3zE/nz9Itvxx0f0flTMtFwsnalmrA/147k5bsRJTBPzaswlToY5Du18SkwJAGAYahFE2yoRUc0BO7J+hf3tX5bbX+5fajv+/C9qTCGshDMNip7gA1hhTPt0HQLtmbSpB3s9nCkpb5QjTgFTOqI8fApWXmbFb71p/7ZkvmDSqFKji93UcJHAnSnFF2dK0FprmZIqynqaYKCe7LmxdE0n87uAjuzWCLdZ8HxgNSses5e/faO99KP77IOXnhN8SHHE41f4aJGbIF2pj2ti52nM9YT1CK7RzIiDpcwAc+hUqr58sKF99UA0pnR0arYFdcp2zcO/st9ef429+wsNGvuEk8MfaI6y1fEQ05MrTUTnL9VLbC78PW+5YdovH18fBG8Uhj2RifHIDUta5kKSqA/vtiduv8uqVr0pb+jWVwMl2ClNMl0iBZIwrgOTiUv8WmQkkZV8JNxp3VPMsUwbBVr4UE5awD4MM9JAtn2NrfnXb9uz915rWx77NynCbVF1i5RGlxsqVWBK1CXWqTkucSNeTuSefAVbzZQyi4p4Dn4AqcpKTKw5pGkbW5Ug6cM19uavf2CP3jbbXvjJ3SIshSH2IlJKYjqyT3GUEYRWIm20hoSlfH36pm7si4iU0zJDGRCwsxaOyW//wH67bJFGY00xq5FbEMUDcXubwTmwaguag3UN8mixoR5MG6WnxGI7Yj/KFAfK96tqgqFG0kDpB7bzt9+3R+Zeadt+/X1xrm3yh30xHibrXSdNGE0RznFqEBu1KdeTgg1szL+p/AiPcRkM6LzpdUOK8A7LOhNrMUxdYUpcrVq0zw4/+ag9ds0UW3XHErNVT4kZ7AhhWpuq1adbjyU6DZRQKoYQ2w431U4NJO0ID27z4A8cR7BJUnr+jnt0zcNmZVHuVENunh1MSUQGDLAL94+4pDivtNwWGXJjBw09N03rJWsfQzqqkd2z3Yr+8pg9sXSu/e32pVa15u+iadHTsU8EFoebtJbqC/CxzqfKpSLkhYlueDvZ39YzpViXBNER345sXggPCj/q7OroFRpZSg/a+3/6nf180Sz7w503m+1QY0J4ZQrj3hIWeZPT2RATqMf19vMClGkUv1tYcWXneTJ6FUtK0pWSZu+tt4eXXiNxRaNMDWsW2mFT/hCUR85iSlw1pl2GVpQPctDoduJmza1MZfrKJa6Y9d637b2H7rPHFo61dyVhWtkOwbFXa6qSoESCfOLaTUR6c11PHBsw0w3ZNvitn79HoHUYaeNoSz5NGcKIH9KEHamwW8WIHaQ+hTmzVn4shJeILg6LQWvqakc1dVu70p64dpb9cc44K3/6v+XP1FZxoCuXupVOjKdGC3VABIawlAj4/uNg6Ae9hBTszYff202qG1Z1wF69Xe2zUQOGZgYHNAAjRTtpwInUtMDA1DxpsRAW8Sn/lhmVAeNmcFYhleX75AgfpcLViy/anwtn2ms33W76zLLiMb0rt6LaYtdTqtS1xw5fhKGlbssAP26q1jElKsKohqidUSl/1I8vVirIK+/trxeQyC7Ffi1cbl5vz99zk718361ma1ZIatopvB2yur1yWdx1PaGQdYopUR0vIMmY5xYaQIJmnCmJCda+scr+sHSePMQQavZre3mfmFKYWjlVCyQXrZQQqYb9jdYwJUAv8fvJyVA4kfqBrx0V77Kilx+zp+5ban+6cZZVvvJnSQrbFQYzQkpiyifrjFmvjo8WuEoSGid2SDCCjY1G+PEM8UgLYrAxH/ybMoTFcogftsthUIEpJWU7XSke62qHxKQrVF+YT4meN75lHz72K/vvpTPtw4d/YbZljfwlBcDUtabi0qdwwzETmACQ4UJDjqsIAnTbKvihHmDbaytuuMXsTa15qdMXqduziOxHBBKmBAximw6HnDQNt4J+vS6g8qgK4SIzNpA+2W7v/PAeW3GtJP4nn9C78HFYJUvyhC3BGJkd+HpX7FQtpZ/WwH4cGmslUxJG0Olh3cj1TCCysM5CfcEXi43AXsNDuUiDe7ghNJgTRKY57sFfftf+dM0ke+7OJWa7NyoeCBb6YEx0vIw8yQt7Kgw501DlfHaWacLbb9ifr4MpISntFVPaI4LmT4bIPGD1XKWHCqQVD5BfCww4Qk46UKTfw6ovyqKb1tu2b99tq5bMs60P3i+pbYeoSPhwSClcuAMnMLGUciedC9MSlzZL8vUOyjuVxZJftNEvusTDCg63MY+YTt6NGvKLech1xppOQ9uCl2hL2WXEU8mq/SuZKgfVDS141219xx5fWmirbl9gnzz272bbxJyO6KR6qSQr1zULaztAhqWUmFcKBA+hDi2BX3Bon8tKd0kiuVVTytUqRPdhCx8MWlJwCqOesid3lCGQvJ351qu3glpkXDsejitlyeJHfmNPT7rC3hc+bN3z8tsupIlRSTGX8qG1Ip2jCv1H0zcYeKqd9eht3RyXuDJkeDzrkTJ/Ik3hNjStY0pUKMWUYsOGdQ6ICiLA8uyI4IfzEol+klS3RVwa4fZssPd+co/99dpp9vd7xJiObBOdS1o5KsnAGR65pOtNfll5UjcvIB2H+FmIynjN9GfUcM1tTliuec3+sGiyyv1AcElaEyNAF8lLp0AaHysPn5OrqVkTCUUniOYFmwFTeFEiJ0QFKNyj6YedN+/b6AFsWG/v3rPc/jppgu3/8YOid0Z/TXm14E45RTrqUu26UsAhQFz7HOiwFNgSF8YSOyTPMb/oxnzje3SJG9PG9IQR/0SGOEm+vsajZ0dIcEA1OUV0sz7Ee4VO67oaB8qslK3NCFvzoj2xpNB+P3OM2d/+KNoRzZQJb0xjJAczaAAdlvwoJhbtEr4zVIYmGAyx0nUgLrBkWk/vGQC/4h9T+0iyfveeO81Wr1IhH2uw0s6o4HM9Ke5QSda3gpTClJ8yZJEGySZkqgdekrBYRv2wyMyQ8ohKpXS8pvhPf7Enp02xt5fMNHvhMdHwNoV9pFtFD4gZhduy90vDm7pQ3tHDmup53WObx7Kb4xI3MRHOptwYz13SRZsV4C+tZErKOCLJMZQuCNgybarolCdptabCPTtITSUacTattO0/vdn+9s3RtuORbwvZm4R4+WsL8xidN8mey/xhJj51ig3j2A5+qSkVZeFPUXJiVKaV3p/kwaMrtGnBufr9t+yxZSLuoxu9TGegIUKq7JgfCQli7SDswpGZLOVRUGxrwtF7OiaSlBa4SzjlOk9FYuIgejOVXfO6PXX7DbbyB9+xPU88rrprFINpJ8qAZEsS//H8VSlUKejUjhgCecY0x43pm3Jjfk2F1/d3AE7yR2mpVLRJqvjamBuiJGWylsJo/8keK/7v/7JXF86zHd/T2s4mraFUiDmV7xImwlQqMiVQ5/25XGl9o4S2kTRxDFf4RhNcqSibuKSD1rA840eY49iZimApL7bVdywze+s5RdD2vAYzaIK4IUVaYuPEGWuRbhJaqdMxkaAWg78Gd5+aqzRUX7g2QQWG76gprEJMkFkEM46jYs7vb7WNP/1ne/6Gb9rBh39rtmubmKQkax2HCoMZh5WClAT8FOkG2KFXpxXwiWmuG1Kd6t9WMqXWgRMbvkgKgXYIqUDS0a7VtulnN9lT14+zV74rqelDzdNRstQp/VoaQYlAbKnWC/h8jLdvoCMHhrAU4ikAPGP17Gtc0Y/2wGISpbzyLWJK145UY69Xo4sAMtuMdDFtRp4hG4hYnjEcT4DwcvXiXz2Bwchql8iZCSPcQb2vf8fW3HWD/X7uVNv56K9UMaauipN8SJF8Y3ZKEcrAA4bk90647+fzB3zDYfZq1OcLkJvetbV332SPzRpje9n+rtA0vPaAVNA+VtMEifdAUfhiC0mr/NwcjEj4dolcbV6PKdFMdGYszzQraf0ntrc2Sl67a6Gm/39VpP0K4vx9iA87cslIcUlLiDMl0hIJjoHrmfKgkmBKXBrPskIy6BxzBqV3P3EgeEsP2XZN1x6ZVWjrv69p/sqXxJyFh7hZJDUTygNuioCpRvi9LGjT6VPuaWY+U6bkCGeXDX0joa+GrUw0qSU1Ff/59/b0nBm2cul8LSC+KMxq5KtGJC9WG/JhPbUiDZl2QrvKC0MQjZJq7/iCB/1ZDg3mUhVMSRJJA6ZEmlTDJa2YlOkFJF7+DByysRgWyJk4FB8Vk9GoRBFlRyAy5cmNA7u2atq6zV6+4zp75qbFtlKLk7Z/hxiwcKCvpJRBYMoB+CAm4CVvN+RBZ8Ty/Hk14L9UPyi2IWHUHLTiNS/Z88uvs5cXaxrz+G/CUkClaMdvX5CGsyQPxrJKITSSUGhk8gjWB5jkOfqlXUVLDKh39FeW2at3iymtEVNyGi3ztqK9UjuK4SWRoFQ4RcnhmIbnAfPx6XjInHYnLaqgdfQP4ns3UaLtm6xuxcP27A0T7MV7v2mlLz+rPiM6g3aQotgUUFrFdGYEQ4LWefeyyAt4Epj0dFqZz5gpCU0coNTUiTWTw1oAB0/eC4uExtVrbNd37rGXFk2xfY/+QBjeIuzu0u6vpjtCLHGjaArCHeMJskE+nTmOEN6oRHLpAnaBWEt58mR0VMOXaxfnsWuvFt/boMQwS8WnAZOWDMSq92gI8zzl6pnHODKV6YnFcPf1W+706EQlv70fWOlf/l07NoW28Rff06Kk1iIOqeMgER6Ui+6SDv5ClORJPbA8O37kOkOHkB02PD6HhrqDU2m2HxWuj7AZUKPpzVFJ3U8/bq8vnm3r714mOnpSDSOpqU5LAWzIKB0Hxtl7ic2X6YbpPz7K3BWAlQbGgE2mPLRDTMNpgBX3wJSeUBJJSn5uUhGAD8JgqgScShSYTUIsygD68/OXksyrWdRPmjTSbUmZZhFMM7no62PRx4cf2t/vv8We+OZ4s1d/FwZrNkKqYEiKWy4FSn3zjiEx0n/MK007ARYnJocROE8f89kyJW9WzbJrtSBJC6tB8EJg8r1Lvvmz8z2zFb+3FxZdbc8uGqU59KtCvETyokPOcNRMfjyD5J6d6MdbI2n3TKYVmArUwVY+s3t1fhLR6E0xpaTRSBsIKqE1pXR4yQ6r8iACThuRM0wWw+e1nTgBEKlw9w57S5rZv57Z39Y9dKuY0RZFElHpeIJVS0rkxjLfyZSYr60VkpFvrBbvEFd6NNfL59TQHhyVCDrUYQrtkgmbL6gHvPKMrdfRirevmWYVf3xIjSPGpK/vljE1UvMgvSJsRvzSeUMHJi8aVfmw00d8Bin0pmBMSkw7xPicpn7pXjGld55QHEnzPhVUBGiHxoqNqKQpHkA28mcyVy5myqu3qyIgxR3WtSglwCh/1qxs3xar/vMv7S/Thtq73xGj3aCBrIgBTHQDI/ZOIxiVE0qRZRqwoJloAcHz4kf5emGnqaT9mTIlOlYZxzloHVoEnNLSYFCIqxbjMX1p04o/0Mj3K1uxdJI9f90sO/b68/JXY2jujQY0jMAN6aCwQDeeJa+ReJjLI72EW/oQcUVsRG6MKWmK5dN5xaAd6QDBBlBTDUyZwC4DK2La5joqeOCPZTFfC9fHVr9oL9+y0P68YLTte+qfBesWFa9pGvolrCOwXqCvfpRKYbBWIzJJY5WoB5Z3GF6Ex+GQ3+fRgO/91Rw9RTVDJ9S1M+ntrSlaLYqUqJxs32xb77rVXppfKOlUC8HF6sjs2jGHS9rHZ05CIHTCIMaBVle9ZHBAqZX1RXTr2JBJmBLlxAEPpvQCTGltwpS4Xyyz80OPcAc1XiSJpCEVjeMeLIyH9uXGEYQi34whMjOJve/b1p/fYU/OGmzr750jiWmD+orq4LcWHLKyOo6XIJlDe4EZUZdiMR3yhWbIKkWzVDgu0p+GBPSZMiXhyRHl9x/TwmBP+KJBQCaibS0dtkwdF9WBTW/a1od+bCuWX2/7HvtPLRNsVxo1DiMjOk0cTUg4Cbh2fOsH1xtJmR9VwwWtDTU20yTE8YQpVWxeY7+/TtO3EjW6mJLOd3pa0kP0MIPIEPAL/gFsOoiPrp6XKgEVQIy6EMxgrk88as8vmWQv3r/AbMvfFUbnkDYwO3LOjaXB4pdNJ0iQbyw/EjIhwWbDIe/PqUHn5qgVSX2EwYZ+f0SXrCNp0Dh1pWp1JJw9u2zXL/7VVi1bbEf+4xeaAm1U+4ie/EiGItNOik8y6IQt9DCwyMePu8iFW5Ax74pJ508xJQ0oaabEFFG5QBwiA6cDklCGGhK6Bk4Pp2EpSxsh0DphB/j0ON68bH9fpwz+Zpu/N9deu328FT3xM4lQO5SBaLdIAxjg6I/FcyTGI+oHSOnkT3Lu74u0Azhu/IFOBnC4if9p5Hz2TIkGA3PgSAjiq5rlGnmCJnVofJekfMRSB9Yu3ceP/dpeuXmhvXrbYjWOxGXtRPh1IxKbGXkCgwj5eb56pKECEUWCE5XAQGBKKLmJ2Co2v2O/v3Z0A6YUpZL6TAl/iNd1UpzqlJ+fDFeeEDFXjbz+qj2zZI79feEkrQH8UZSyTWWJIVWIIYmUwq5QuK2TekIj3OHjI6W/4CGbOIHIGMnDIngSFCJ87n5pPw1KrChpHQcJh86IPSr0e+eErmgTfdHW/vaC/X32THt87nj74MWH1A5bFEm0g44a9JXQDvmQFlw7/aiYkBmeZEibM/EKqilcDZKevsGUBAHRMq1AoE2hQSR7z5vGU5wqzn4qPzhXFQyHjZDdW+zt795srywZZe99a5amb6sFp+iGXVlgILpEKuparNxgpJEZsVbm2iIKCwTFQzQRKDLAnn7ms2VKNEqCG6Zy8Hh0PFi21GW43vEiM9G44A3gxHNYmtZ//E97Y9EM23nH7dIPeUNEc0CSxj5Py0npWqZCYjh+BkrlUJT/QA2xTXnA1GdKxRpJtX4QJRW6f5CUeIJxAHRYd+DC/6McnmXLFgphdEbUPyTp7sU/2dOzrraVN8+wj5/8D/EgERUHk7UYWaF1gih9BZ2WQKgOp7Jx0CL9RDcjEHyFdSUif04Noz0ScmqtJ0gJsClN3nxZ0vXBitXo7NLpm+SlLz9tf7ptjj1z30wre+XXirRN/tICZ5lA6zOVuiqmTEwFialEydBVVUPpQVbtWyv9JpQig/JskG60Qp2x0K21LKWnqUjmrooGVMhDl4ZoQR7JRvTOpgukpI0QP/aBDhKM59Ba2/XjZfbykqvszftvcgYFo6r2e8dDh3FGpsx5I1/cWJ4XqqyzaCihnUg3YVAj1elnPlumBD5AnhBGI8OQuIbBTzpnMCUYkkjGDhIX9KPH89H7kjyesx3L77RnpTqw/+lH1LgsMkqDVWr/IillKqt8WZ/xFqPVyiR2Hy73eXuqSU7AlGAX3DseZuyMzrLczObERxmC56h2PtC34rjKgY/s4O9+Zqtumm5HH/6+FiWfVbk7BdI+6edprEyo56i0uCGoTKLSq+PD8UK8aCOROXHFF0eIJ/lc/lB9kMfI5aIBTEkX6ItGYExIJT5LoaGJw0cM9EkiK91uR5/9pT1362R76/vLNEV6XsT1nsKgH1JW20Ed0CYJn9zi2irGnFQnVxswMCHR0zzsvr3iKgFPKOknCktvUJAMSzzue9onyD4RbTP8eoZM75kWIiEd3m5lz/zCXr1ljPStppptXWH2wSblH9IflNIt1fWpnqZ8KclafnpJ0w14iXSDy7vTDQ7UjAAQB1iFnWbmM2VKICeIyqwNSLpQY0VLwyJBcAMlIQxUSC6+QOd3KYl4dDrb9my02hf+ai8sWWBPLpxj1atfUuQDYkQf25EKqQ6QJ1rREuHRmo0E4hlSnDeeMlZYavqWKSkpqE4UyYl8XzMiB1+Hksv6Ah8wY4cGBsjlY2KWby9fZk9fM8qOrdDC6pF3FV+jn4iRe6QrRFiqVqBUURhVijDx7IYH4jRGXJHAiBOtJ/oc/oALRBos7egdDQkbxsJgIcrhnKXigSpXtuXrO1z9cnCbptZP2LO3FUqvaaZVrf6T/N5XfLUhGtFKUFKeng6yiep8T/m48buf5UnGutv81eVaSljzlKfXkrszD8CCsQVGEly+JMI5/eo60Y3v6Kn1WbQ+vNl2/Ohae27+ZfbKXVrM1iV2dftFNxShMjg2ihI6eWFZHPcNG8pXHLcQUqbFP5Ne9NLGlIST4xmYEuMRBxgDU1ITxnUehYHTSs2f2Shw5DqSxVi0IMyVVoyJVisC0lmn8j88Ys/Onm2v3HaTNGtfVuNo1JN8VYPU5EcIIA9GBxkaktfgpTzk4UzpXa0pjRFRbtR7mL7xFYtQuFobZuRSl1wYUrkyYKukWBKSpo+1OgT5l8Xj7C/zrrTK53+tsA+Udr9/maRE610Qk1KJMSnPIMQ5LMBEKSkTi4xurH99l/CshKkcPh8P4CP2Up6dSECsmE4dVp2de6o0vWKLnKgehzUbFAy50XPPW9L7mW8PLR5tq35xv9pUAx1KiEi8ScPQZrEYHWOTwKU25/hHbI9MpqQrb2BJMCQkNV94di1xvShBlXxqga9GtIvEX6Fn3Qrxqqb4f9dAVo4m+tGPNJghcYU8iqQcijAFcwIkYAmfSFI9iASAmZZI2Aif00h4yZy+8Xw6ms9UUgIpYdcE5UkUGRMkgcSIUBb10HRlncYvgmc+XuMnroMqgPYeDm4XEalxd261zQ88YG/cfJNVPvmY5uLrldFe5btfOxxhYdllcSQkGFKqDD2Lzio2N2RKCpFRRJeOBAfbw2wnI9Oz1c9RBW3hf6wrNJ7QvUcb//UWXa3xtIhqs9IFdQcIlCV4pEKvIyIfnlg9Ut3GDQAmhkiZNsLedOKY8v9al6p7X9QDfdDxgxTN1bC+K4vEBLWED6N6HPBGIkQfpky6KtYqdti6h39mT9x3oz3//btd095vH5USoumubb6QwnCm1vZyfEooeoFmnIZ0Sf+ry5dKUnpGeaM/V+UMCaZUBt1QIIOrBq9jFVprZCCFXvdv0fTsJVt13wJ7ket7tuh9h6QjOJAGZ6ZnlJmQiZdVpcO3VaLBcFBcAICESAvRxQ/bICBGyHSJd3qZz5QpgTSmRFg6K80H4aTwyQsSidT4WRw2KVlCCVz/oHGGiZmnc+pg+oTukrZ/D//q3+2Z+TN0GZjE4F1vKg9JS2jzci0vI6CGO8o4xMl8HrwcJa/HlJz4CI8SEncfcVcEUwJ213RbZfFrK+zxG66xl29eICVP7a4deFf5aaSTKHRUIzR1grBUkiy15E2+5IumN25ivCg9E6u+jWEeNb5kpI15fJ5cmi3ydp4DTtXhGDBoI9cpgrZCB4feanVqv0J35bKM6PFRdER3ibu/i/bofq9b7NfzpoRrdz/Zprzkz4FdtScyPe3i6WhYCncgKrSmJKb0jphSLUwpfW94UC0QLMDEBzSYHlYoz7Vv2moxoieXaP3op7eImFXGQS10KyqrDcBarTUrGJOX6V5aEGddTIRJ07OJE+rg0cOzHqM0FF3ySlmIGsv0w58VdJqZz5YpgdmILz3zGm14UCCSCfcGuZYzrRUIjAapkBh9SFu9tI1nhL4SC5lFO+3jP/5SW78TbMO9N7tmr2u/SjQ/Jn2ncukGhS+FBppywhLNlKeY0vvKh++IqVjyZkqJlIaF2PmE9579VvLaq/anuaPtxesm2IGnpDeF6K+tZXZnGIhLpZXrVYSAUwxIo5/0WML1FnwHjMCABIgItYOgZhD2ImHAYXdOWSsm4JBnmwEX4AhmwZWwahMQ47iW6+0mV37l0qQvY93GA0O0KoUzJimVTvSIbnyhWbuou7fZm/fcqGtkp9j7v7xPg8zbymu7YunSPzEn/yoy5ZAQSzmSmFfAlNY+o8wOSTZLMyXa1OmGaT4qInwAYvNbtvcXP7fnFi6wv958vbb7lT9TOaaNPtWr08dHBAsEyKFcNMp90wb6VwUpX06N1rwwvGIBhepDL4FmWM6GqeGbWJgRs49oSXiamc+eKYFJLPiN2E0hSSNCtRrFRWAxIw0h6HHUIaI7t0+n43M65VpwrtYxAh/Z+FLKns226d47bM31y2zHT39g9sE6NbBGKu3wHdV0DiVKsRnPiodqXbD2+2UTNKK9rzZk8zaOsFCALITFXd4f7rJtjz9qf719me37T61DbH1ZBKVFdaQ51YHm5zPurAGkdm1iHZUrIzd6vKVijfWZEqMihARRRYbUxpSE0EYMjIh9thrfsYUmFAk6yqApvwQNfwUQn8Vu2oe2YeBA2Kn0xRr5wpiKxAx2bLCSJ35jz9+5wDb+6n479u5zCpM0xTU6uk/dVRBiObhagV6x/CZN37RbJrUCpm/KyfNWQhGDaK5I6XR2rfKJP9uLN11rax/4ltm7awI9aZCr434jPzOnfTlX6lUGvm4luBiQkehEM1BXnQ7ucd2J11M+sbrUKwxqmUwJekONBUBl6TeRIeE6bhR0GpnPlimBCJASbaOISZAZkRrdmIbRinaTA4GxHcwSuDegTtvb0SL76Le/tT/MmWMvL79VOk0vKkgEVv2hEuz1uX8x0dnm27jRnrhV07BPxLzsQ3nttk+O7VeOIgpOoh+W++wKe3bBHHtukZjXy1JD4EIxzqxF7XCljKDpMZjogSsDgUAoYQSjfmkTogbxHGLLTBqf07E/70+B0biU5HTRCMKyUBRwnTSD4xYcMzCpZeUmdMMCOWs+RQfs5W9+016cv8CK//0hsx3bwjSvUgxEmyil2txnZ9YksTx/w3JJSptER4eVT7HCUOYU/aExhYLmLi0r/PQhW3l1oe2577tiUIrLgrczHMEV154ifSvUAUy9B5YTuG4SllQk0kVDN9BRYEhkKFM/UvA9rX4/e6bUGnSAYKiKNpUDYTGeYCE0b2jm4Hwp5Z237OnbbrACk8yvAAASU0lEQVRHdDPfJ09qqlW0UQk+0rxdow+JS0SQr79hv5g2XhmIYdV+oKw/Up6a8jFCirnZytX2+rXX299mTbFqnfLn00euDkBZbebMxEBCOyxKIxsjd7H54oMMdLNjj7117W324rR5Zo/+XlfurtdAJPrQoHWMKR1fvdEywpPX3Wn299f1DCMSrcBwarV2xPW8+3bYa9/+lj0yWgPZrx/X3gsS116xLkqDEbaZTAyc0UwJXgLzwcKb3IjIfHDBA43ZygpZLYtztcNHm+zt3/zEHr1xjm3+5fclEW124vAPG+7bqQvX1tkfFi/RaKi40vA9Vse8XtOyg+tsx8/vtb/PGmvFv/ixRjkRpRbVq/RF3TD3C0W3/Z5hGICA4AkIITJMk9maCKfoNFihf8YNoLobvObFF+zP31xmK+5fLonoVQ1IogEUYiUtle3fZOt+/jPRz7t63aGMxIz2btWzaOelFfbcNYvtqTtvkSS+VrxKNHNQ0rUYUqWGzyAt67XNpDBwRjMlaClKRs6UYEhwKEQmXNd201gk9f1aFBvRXZE+UdErT9mKb91ijyyYYB/+8UExIUlNhz6QJPSCPXeLiGe/xPPDIizFrd7woj36zcn2zKKx0iD/q+KJGF25zid1aWao4trMGYaBrFEtjGYwiXDank2IclVIkg/TL66W+XCzvfyTB+y/li6wnb/7tfiKdllRjNVC+OPLZoTLCI/sEH2IRt7XLZi33GxPTSm0Qw8/rEFM9McRoyIxJU7+K+9DosusqdUZhr5PC9wznikFkZs1Ghm4FHSELC4BifdabQtDZCwsHynVyMX9M/paStWrz9vjiwp1jcgIs2d+LmajOf7bK+y/5xVqJBOx6ST5zh9/y/40a7RteFCj4zaNgqwzfCK9J31jjIO/fM+kjaiE5zPVwJSgmTiAJRcA+oK4aAbF3qNiSuyU+gaKrzUV2SvShXt42hw78Mh/iTFtEK1tsDfumKvL5J4V7bzvdx29sGCaPacPQe7+qxgSTMqndGJwbPkVS6tbOkt6ahvUhIP65oxnSihQYqEvJzBaGoYEoYlTlUnpkoVvdEeCWj6EIebCneAfb7cDf/q5PX2DTo3/yx1mf/0P+/PkoVJie90+/tEdOhBZaB/98qdiUNskkonb6UAnBbE7Vqpc2T1L6ZCouDZzhmEAosEyosGQkKzZZdWiMxITdHNYgxm2WLacnVstfttRLQf8fZU9d+119taPJVmv/6ttXDJVfn8x+82/2OtLZ9n6792uM3UrlfF+sSN93deZmwjzgHbhNGhS5EFtDcIT20w2Bs5ophToCSkJ0VsGDx6xPGMThytRfAGB3Q52yrhFwO/DPmSH3nrW3rptpq2ZPtA2T+5pOxddYc/OHyni0yIlmuRHtfCA9IUUVqpnESsfSd6vcZR1iDZzZmIA8gjqFmpD1wmSyzkSrjrRrhrqGsUazo4o1i7poB1mURvNRo4X7dY0bM9ee2LRJHtn4Tj7ZPx4+2TkaHvnatHNE49KGvpAue+1Xdos2Sk62SV6OQwLcgYoklKoVi197DwzsffpQX1GMyVnOiiDYcUcaG9YD8JSIihJpQQCkweBEJvOKfl1F2IsTMEQzf2A5gt/sHXzR9mO+Zfb6hmDtCi+WpnoUKS0slFj8d1dDXIuhWkk3a0L2g6K0NAlajNnJgZEDS5lI2n7wIbeDtIS6h+4HMRWGMqQ4b4iUsiyo8vpfjS0t71pm3TEZNu4ifbh2ClmDz0kXrRN0T4S49lve8TSYEj6tKmeREgJkUKfCPS8tplsDJz5TAniwYp4aGjJPz4KsZTIuzMuaIkXhBxRATwGguCai2O+dSuxnOncB5vNtr6nIWy7AlnA5LiI1qBISNrI7VQcoj3XsKKs1mbOTAxAFmj2sy4ZJF61ZaQV6IUpnTdvOAJFWwepHH8sojPTua1m29eb7diiZ22S8FVa5VolNsR2CGuaTicQnkvbcpG8KcPzl9tmUhj4v5opwUMaMCURAaMTTIsDsi4C8VknTo6zZsSns9FdctYGQ0LQ1jsERXQS6xkHQsO7zZyZGKANw9djA1PyTQvaGMYUbdLe1JDH0O7xmSkeR1zEhLhJlBP/LlJDL6I+zt7xRQzXoFYQeUJaMCQsBEp5bSYLA2c+U/IGV8smjILBh7bGQgPONSIzwVU8/FPhrCEwIsqXYyfcexkYlgYyxQ1MBzEJXzEsUuJJJtgQQQ9t5kzDAE0XGU3kPVnNyUtCM7GdYxqnLSrMwriYD5sffJiiQjlynbFLQXHDJdIJiXlWYUhcSGd4tZlsDJzZTMnrAtVgg6GRG7N4Rv9IiP7OyCUP6OeQxGzdiqQFycB+uA41xEV8LxcRoexGApUH92sTv4WEM9xEolA1eIy0EV386psYzxOw/iRGAykwbLF8gFeKPgiAEaVIlClguOwfRc0wHVR4m0lh4IxmSpE4ICA3eGAhgOQ5xoEukkHKgzyO4mUOashBEBaL1+F+p7AWAF1FiZtnz4AR0ndpUtRGSJs5kzBwHHqBpiK98ByjZlUPT25/SIiLDTwkcOgI5sTw5VwOQRurcKb84dMWQe2gTc8NJGWbM54pJfQQGA1EAo+oN8xFAvv/2zuTF6uSLIw7z/OMCooDTggqogsVEfwPBHUliguRxIUDbYOgC10KunAlLlwojYIguFJQG8fW7hQlsbGbdiqnKm2ryqqWmo2K33nvuy/ey1fVnUMvMu4JiBc3ppvEiS+/c+6JuHFpS5OiTWwLycjKBjef7KwSPa5xIiY7fJuQkvkLIuxAooeeKwEA0SxWiwUlpYYfRqs+8cC+T7ZqFwuqeEKx4YmEnKwdwGsgpcpLxFQ4fhBTGvIjJcDCPBMFHFIF1YOyKojQbrbsD9HEg7UCpwuQko/t6SLyI6VrRcOR89BTJcC8onCKWQQz7Se6Ov9Yz5VYmXuBjFLeGIjne8UofIjErLMwR5fYGkXnpIQsmoceT0qafObdAhf/LQpPMTUMWvuYMVKK1g+rb/YF1VhG2+r9dFv+psBHmYeeKQHmEVIi2jwy1ykpcV2dYHw/0A9pxQ9E4xjjoWxQEU5uvtP7Qzxx8BfOQar2FWaEofQP1c7SirfyUEigR5MSoygmvRhS9aIKpo/fYkzHR7R4jjKBlREOyfqOd5DIx8gJlpjgnyCiuDHy+b/+EVrv/CVcv/rn8Mc/7A0tLTsqh8XHtj9FX5L+5nd8xtlDj5WA5rEKlRqY0op4/W08wkRFP8fHdWItkI+O67il5PN/vwt/bf1buHLliuFm165doa3tYdH0x++hvwqGeMOg4iooqv2iKoEeT0r/60z+yDG2MShVvx/4KEE1nD59OvTr1y/07t079OrVKwwePNiuBwwYYC1sqTdeQUxpP/X3ND8J/GJvC1TG9eHDh/DxI0seFSUnPHwWD3BbvXp1gZuBAweGPn36GIZu3LhRKETdyxRjct/K3f1XEigFKaUE8j2vCFSDyiGZM2fOGCEBphRUkBMRIP2HM5ZjEBirt/EkYwmAjcbw9dfxhRFzQgbDzejRowsSEhmBIXBz9+5dOyM8vYf6pmV+XZNAKUhJj24MG0sJjSVCIr1w4YJpuaFDhxqQ5s6dG06ePBm/ePPP8Pbt2/Do0SOTGGACpBxET2gGWKvwn+wkwFz/bJ9AqQ3t2LFjYciQIYYZCGjVqlVhy5Yt4ebNm/H028/C48ePDT/qIUup8T6q97QigexJCQAIDKQQi4gJEfw9nsstrQbAbt++bRYR/WiHP4GA6a6gR0AHlySSdyolJmXEaC9evBjGjRtXEFJLS0t48+ZN9D1WLPGvvuIVpVoAd+BFKTXCZa2VXyGBUpASAwUMqcVE2evXr8PUqVMNWCNGjAj79u2juC7QjwCAvvmGLXFxtSZaVw4oE0X2P1hIjRYximrRokWGm/79+4c5c+Y0lQM4EX6kyNKGjfdN68p8nT0piTykoVKQsDoyZswYA9f27dvrcCACQrs1khkNAVmqOes6eyYbCQg/DEhW8/379wNKjEe2bdu2hS++iGe5xwAmwIqwQxnEwz1SApKFLSzSzkNNAtmTEhOfAksa69WrV+ZHYqVt6dKlJhGRj0xwiYlygYrHON1P4FI7T/OUgBY4GB342bBhQxg0aFBYuHBhYQmBD5GM8COcpFIBM1rBS8v9uiaB7ElJZJJaNQADbYemI+7cubNwYgIogYt29CcKaAJoo/aridSvcpNAuigCDlgIATdY2oQUW9SDDWGHemGlGUlR76FeAtmTkoYL0RAhGECE/whgseL25MkT8xOJjNQnBREgU15Ep3ae5isBrGTNO6O8detWGDVqlGEH3IiQwITwIxL7Lamo3W/Vl728FKSkRzalTPqCBQsMWBCTAntKFLR68uWX8fNMkZBkIVEPSEVwau9p3hLQ4sbmzZsNN2ysTcOzZ88sKwuJlJASmhXEH7DjxCRptE9r/5Ht67Ipka8oBQLbAPALzJ8/Pxw8eNCANnnyZEunTJkSzp49W7cNQMKAnLhPSnCq8zRPCaQ+oGnTphlGWLXdv3+/bbhFseH4Hj9+fHwlqcWsblnTpFJipClJpXjMU3KdG1UpSAkCEQC4xvrp27evgWvs2LGWAqw0jhw50hya169fr5OsVmB0v7pKz2QpAfkTmXuUGdsAICe9jjRx4sTAq0jgB9ywRaCtra2OgCAjsJeSkqypLIXWhUGVgpQAgp7zSXlMGz58eEFCXGOOr1+/PkyYMMFeGdDrApMmTTKAyXeQytqtpVQaeV9j8Vy7ds1IJ1VeENOKFSts3xL+SW3EhbgOHz5cJxRwmCozWVN1jTyT/+ZJgSAlkFOnTtnrAbx8yy7ulStXGhTUFgcmFpQcmkeOHDENJ2LT46DjJ38J4FsULv4UP789c+bMQplt2rSpTgAPHjwIs2bNCrwLB7ZQdOkWEhq7pVQnsqaZ7C2lFATSTIcOHTJgYQ2xM1ckgzktk5r33aQRZ8yY0U54Amq7Ci/ITgJSaKzYQjY8+i9evNg2U6pOgwZja9euNewMGzYsPH36tNh0SRvqU0yqn6c1CWRPSpAHRCNCYugHDhww0PBodunSpWJlTeREG3bl6t0mrbQAQFlLtEnvSd5D3hLAsY0iw3907ty5YrDgQMqMwsuXLxu+aHf16lVrBw6FF5FS2sca+Y9JIHtSEgAABRFi2bNnj/mUWH07f/58OyiIeNjpLUe4ymjMPRs1ZLubeEE2EsCfyHzv3bvXyAZlhTIjiFhIhYl79+7Zyi6WNge+KYA/gshJedV7WpFA9qQkMgE0Iqbjx4/bCgrLuBzsxuqKwKX3mBAPTm89wpEHTCI55Uk95CuBdIED3yKKjMcyMEQQwXCtVboTJ04YbnB2s3orbNGGIPKq5Py3UQLZk5IAIcAggOfPnxtoABcmtpb5U+HcuXPHVlJYmVuyZIk94qX7VVIwpv38Oj8J4KyGnF6+fFkoKbBDWaqkGDltly9fbhY2j3oPHz5sR0rCZH6S6p4RZU9KEpOAIDKZPn26AQxraceOHe2clizzohWxlHbv3l28RAkIibLAdH9P85RAatWwcXZ1PPYWTOBnZKMkgXK127hxY9AmXNq9f/++sNAbH9ca83lKsOOjKgUppdpM4OGxDd8AqynENWvWmM9g2bJldpyJNsNBXq2trYVkU6sqdYwXDfwiSwlIqWEJsfIG4bCdhNXbrVu3hnXr1oV58+ZZOXVgi9NLFeQ6UJ7USSmVRu06e1ICTM0mn7KjR48WIAJIRPwAgA1NOHv27MB5zISUjMhDdLK6yHvIUwJ6RJNiA08vXrwwv5IwQyqrGsubxRHayZoWoSGhZljMU3KdH1X2pCQQAC6BA7ConHO4WWWDjAQyduViphOwrACkQCmQUqd7cO0hbwnIJ6mU87fZSInyQomBHawj9jCx+ZYgpaU+lIEjcCM8UeahXgLZk1L9cJvnICme/XFkErmWlmvew0tdAhUJ8GEJMMOHAt69e1f4lqgVKbmsOiYBJ6WqvLCiABFRFlXHROmtyyoBrB4s6kbcNObLKp+Ojrv0pPR7ZvTv1XVU0N6+PBLwx/quzbWTUtVfBAE1i10Tr/fOXQKphQQZYR0RnZg6P/OlJyWJzgElSXjaVQmAJSm4rt6rjP2dlMo46z7mbpdAM8uoWVm3/+EMb1h6UsLUbuY7oswdlRkivpuHBEa0QNIMR93850pxu9KTEtpMUSa38q7pSvE/

ΕΧΟΥΜΕ 2 ΔΥΟ ΙΔΙΑ ΔΗΜΙΟΥΡΓΗΜΑΤΑ ΣΤΟΝ ΙΔΙΟ ΟΛΙΚΟ ΚΩΔΙΚΟ ΓΙΑΓΙΑ, ΟΠΟΥ ΤΟ 11 ΕΝΔΕΚΑ Ή ΚΑΙ ΤΟ 2 ΔΥΟ ΕΠΙΒΕΒΑΙΩΝΟΥΝ ΚΑΙ ΑΠΟΔΕΙΚΝΥΟΥΝ ΤΟΝ ΠΑΝΙΕΡΟ ΚΩΔΙΚΟ ΓΙΑΓΙΑ ΣΕ ΕΜΑΣ, ΓΙΑ ΝΑ ΚΑΤΑΝΟΗΣΟΥΜΕ ΤΗΝ ΑΠΟΛΥΤΗ ΑΛΗΘΙΝΗ ΚΟΣΜΟΕΝΝΟΙΑ ΤΟΥ:

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

ΤΟ ΙΔΙΟ ΤΟ 11 ΕΝΔΕΚΑ, ΑΚΡΙΒΩΣ ΟΠΩΣ ΦΑΙΝΕΤΑΙ ΕΙΝΑΙ Ο ΚΩΔΙΚΟΣ ΓΙΑΓΙΑ.ΑΛΛΑ ΚΑΙ ΟΤΑΝ ΠΡΟΣΘΕΤΟΥΜΕ 2 ΔΥΟ ΙΔΙΑ ΔΗΜΙΟΥΡΓΗΜΑΤΑ, ΤΟΤΕ ΕΧΟΥΜΕ ΤΟ ΙΔΙΟ ΤΟ 2 ΔΥΟ, ΟΠΩΣ ΚΑΙ ΤΟ ΚΟΣΜΟΑΠΟΤΕΛΕΣΜΑ ΤΗΣ ΓΙΑΓΙΑΣ ΝΥΜΦΗΣ, ΔΑΦΝΗ:

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

ΟΥΣΙΑΣΤΙΚΑ, Ο ΚΩΔΙΚΟΣ ΓΙΑΓΙΑ ΑΠΟΔΕΙΚΝΥΕΙ ΚΑΙ ΕΠΙΒΕΒΑΙΩΝΕΙ ΤΟΝ ΚΩΔΙΚΟ 11 ΕΝΔΕΚΑ Ή 2 ΔΥΟ ΤΗΣ ΝΥΜΦΗΣ ΔΑΦΝΗ, ΠΟΥ ΕΙΝΑΙ Η ΙΔΙΑ Η ΓΙΑΓΙΑ, ΟΠΟΥ ΕΚΤΟΣ ΑΠΟ ΝΥΜΦΗ ΕΙΝΑΙ ΚΑΙ ΓΙΑΓΙΑ.

ΟΠΟΥ ΤΟ ΤΕΛΙΚΟ ΤΟΥ ΚΩΔΙΚΟΥ ΓΙΑΓΙΑ, ΕΙΝΑΙ:

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

ΑΡΑ, ΑΝΤΙΛΑΜΒΑΝΕΣΑΙ ΤΩΡΑ ΕΛΛΗΝ ΑΝΘΡΩΠΕ, ΟΤΙ ΜΕΣΑ ΣΤΙΣ 12 ΔΩΔΕΚΑ ΤΟΥ ΔΙΑ, ΣΟΥ ΕΔΕΙΞΑ ΜΙΑ ΝΥΜΦΗ ΓΙΑΓΙΑ, ΟΠΟΥ ΜΕΣΑ ΣΤΟΝ ΚΩΔΙΚΟ ΓΙΑΓΙΑ, ΤΑ 2 ΔΥΟ ΔΗΜΙΟΥΡΓΗΜΑΤΑ ΓΙΑ ΚΑΙ ΓΙΑ ΕΙΝΑΙ ΙΔΙΑ.

ΕΑΝ ΣΕ ΡΩΤΗΣΩ ΜΕΣΑ ΑΠΟ ΤΟΝ ΚΩΔΙΚΟ ΓΙΑ ΓΙΑ ΠΟΙΟ ΕΙΝΑΙ ΤΟ ΠΑΙΔΙ ΚΑΙ ΠΟΙΟ Η ΜΑΝΑ, ΤΙ ΑΚΡΙΒΩΣ ΘΑ ΜΟΥ ΔΕΙΞΕΙΣ;;

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

ΦΥΣΙΚΑ, ΔΕΝ ΓΝΩΡΙΖΕΙΣ, ΔΙΟΤΙ ΣΤΗΝ ΘΕΙΑ ΔΗΜΙΟΥΡΓΙΚΗ ΔΙΑΔΙΚΑΣΙΑ ΓΕΝΝΗΣΗΣ ΘΕΙΩΝ ΔΗΜΙΟΥΡΓΙΚΩΝ ΙΔΙΟΤΗΤΩΝ ΔΗΜΙΟΥΡΓΗΜΑΤΩΝ, Η ΜΗΤΕΡΑ ΜΕ ΤΟ ΠΑΙΔΙ ΚΑΙ ΤΟ ΠΑΙΔΙ ΜΕ ΤΗΝ ΜΗΤΕΡΑ ΕΙΝΑΙ ΤΟ ΙΔΙΟ ΚΑΙ ΤΟ ΑΥΤΟ. ΤΟ ΙΔΙΟ ΣΥΜΒΑΙΝΕΙ ΚΑΙ ΜΕ ΟΛΑ ΤΑ ΠΑΙΔΙΑ ΚΑΙ ΤΕΚΝΑ ΤΩΝ ΘΕΩΝ ΚΑΙ ΤΩΝ ΘΕΙΩΝ ΕΛΛΑΝΙΩΝ ΔΗΜΙΟΥΡΓΩΝ!

ΚΑΙ ΕΙΝΑΙ ΑΔΙΚΟ ΚΑΙ ΤΡΑΓΙΚΑ ΛΥΠΗΡΟ, ΑΝΘΡΩΠΟΣ, ΝΟΗΜΟΝ ΟΝ ΤΗΣ ΘΕΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ, ΝΑ ΠΡΟΣΟΜΟΙΩΝΕΙ ΤΑ ΑΠΟΛΥΤΑ ΠΑΝΙΕΡΑ ΘΕΙΑ ΔΙΑΔΙΚΑΣΤΙΚΑ ΜΕ ΤΗΝ ΚΩΔΙΚΗ ΜΕΤΑΦΟΡΙΚΗ ΕΝΝΟΙΑ ΤΟΥΣ. ΝΑ ΤΑ ΦΕΡΝΕΙ ΣΤΟ ΘΝΗΤΟ ΕΠΙΠΕΔΟ ΤΟΥ ΤΗΣ ΟΛΙΚΗΣ ΑΠΟΣΤΑΣΙΑΣ ΤΟΥ ΚΑΙ ΝΑ ΤΑ ΠΡΟΣΒΑΛΛΕΙ ΜΕ ΑΥΤΟΝ ΤΟΝ ΑΠΟΣΤΑΤΙΚΟ ΤΡΟΠΟ ΚΑΙ ΜΕΘΟΔΟ ΠΟΥ ΤΟΥ ΕΜΑΘΑΝ ΤΑ ΖΩΑ ΤΟΥ ΧΑΟΥΣ.

ΑΠΟ ΤΗΝ ΑΛΛΗ ΜΕΡΙΑ ΤΗΣ ΘΕΣΗΣ ΤΗΣ ΑΝΑΛΥΣΗΣ ΚΑΙ ΔΙΑΣΠΑΣΗΣ ΜΑΣ ΟΜΩΣ, ΒΛΕΠΟΥΜΕ ΟΤΙ ΥΠΑΡΧΕΙ ΓΙΑΓΙΑ ΝΥΜΦΗ ΚΑΙ ΓΙΑΓΙΑ ΡΕΑ ΚΑΙ ΠΟΛΛΕΣ ΓΙΑΓΙΕΣ ΣΤΗΝ ΘΕΙΑ ΣΥΝΘΕΣΗ ΤΗΣ ΣΥΣΤΑΣΗΣ ΤΩΝ ΘΕΙΩΝ ΔΗΜΙΟΥΡΓΙΚΩΝ ΔΥΝΑΜΕΩΝ ΤΗΣ ΘΕΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ.

ΑΡΑ, ΑΝΤΙΛΑΜΒΑΝΕΣΤΕ ΟΛΟΙ ΟΙ ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ, ΤΗΝ ΑΠΕΙΡΗ ΤΟΥ ΑΠΕΙΡΟΥ ΣΥΝΘΕΣΗ ΤΗΣ ΑΠΕΙΡΗΣ ΘΕΙΑΣ ΕΛΛΑΝΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ, ΟΠΟΥ Η ΜΙΑ ΟΛΙΚΗ ΟΛΟΤΗΤΑ ΜΟΝΑΔΑ Ι ΔΗΜΙΟΥΡΓΙΑΣ ΔΗΜΙΟΥΡΓΕΙ ΤΗΝ ΑΛΛΗ, «ΤΟ ΠΑΙΔΙ», ΟΛΙΚΗ ΟΛΟΤΗΤΑ ΜΟΝΑΔΑ Ι ΕΛΛΑΝΙΑΣ ΘΕΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ, ΙΔΙΑ ΜΕ ΤΗΝ ΠΡΩΤΑΡΧΙΚΗ ΤΗΣ, «ΜΗΤΕΡΑ Ή ΠΑΤΕΡΑΣ».

ΚΑΙ ΑΥΤΟ ΤΟ ΑΠΕΙΡΟ ΤΟΥ ΔΗΜΙΟΥΡΓΙΚΟΥ ΑΠΟΛΥΤΟΥ ΑΛΗΘΙΝΟΥ ΑΠΕΙΡΟΥ, ΘΑ ΠΡΕΠΕΙ ΝΑ ΤΟ ΚΑΤΑΝΟΗΣΕΤΕ ΟΛΟΙ ΟΙ ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ, ΟΠΟΥ ΑΥΤΟ ΕΙΝΑΙ Η ΑΠΟΛΥΤΗ ΓΝΩΣΗ ΤΗΣ ΑΛΗΘΕΙΑΣ ΣΑΣ, ΔΗΛΑΔΗ ΤΗΣ ΙΔΙΑΣ ΤΗΣ ΑΛΗΘΙΝΗΣ ΥΠΑΡΞΗΣ ΣΑΣ.


ΠΗΓΗ:

https://www.aitherikigrafi.gr/

ΕΠΙΜΕΛΕΙΑ ΑΡΘΡΟΥ:

ΠΑΡΗΣ ΔΡΕΛΛΑΣ

ΔΩΡΑ ΑΡΙΑΝΔΗ(ΓΚΙΟΥΡΑ)


ΑΠΟΣΠΑΣΜΑ ΑΠΟ ΤΟ ΙΕΡΟ ΕΛΛΑΝΙΟ ΚΕΙΜΕΝΟ 
 ΤΗΣ ΤΡΙΑΔΙΚΗΣ ΜΟΝΑΔΑΣ ΟΛΙΚΗΣ ΟΛΟΤΗΤΑΣ 3 ΤΡΙΩΝ ΠΑΝΙΕΡΩΝ ΔΗΜΙΟΥΡΓΙΚΩΝ ΓΕΩΔΕΤΗΜΕΝΩΝ ΧΩΡΩΝ.
ΜΑΝΤΕΙΟ ΔΩΔΩΝΗΣ ΠΥΡΑΜΙΔΑ ΤΑΥΓΕΤΟΣ ΠΥΡΑΜΙΔΑ ΨΗΛΟΥ ΟΡΟΥΣ "ΨΗΛΟΡΕΙΤΗΣ" ΩΣ ΓΕΩΓΡΑΦΙΚΟΣ ΠΡΟΣΔΙΟΡΙΣΜΟΣ ΑΥΤΗΝ Η ΠΑΝΙΕΡΗ  ΤΡΙΑΔΑ ΟΛΟΤΗΤΑ ΜΟΝΑΔΑ Ι.
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ΜΑΘΕ ΕΔΩ ΟΛΗ ΤΗΝ ΑΛΗΘΕΙΑ 


ΕΔΡΑ ΤΟΠΙΚΟΥ ΟΡΓΑΝΙΣΜΟΥ Ε.ΣΥ ΑΡΙΔΑΙΑΣ
ΕΞΑΠΛΑΤΑΝΟΣ ΑΡΙΔΑΙΑΣ

ΕΠΙΚΟΙΝΩΝΙΑ ME TON Τ.Ο Ε.ΣΥ ΑΡΙΔΑΙΑΣ
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ΙΕΡΑ ΕΛΛΑΝΙΑ ΚΕΙΜΕΝΑ

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ΥΠΟΨΗΦΙΟΙ ΕΥΡΩΒΟΥΛΕΥΤΕΣ ΕΛΛΗΝΩΝ ΣΥΝΕΛΕΥΣΙΣ:

ΕΛΛΗΝΩΝ ΣΥΝΕΛΕΥΣΙΣ ΚΕΝΤΡΙΚΗΣ ΜΑΚΕΔΟΝΙΑΣ FB:

ΕΛΛΗΝΩΝ ΣΥΝΕΛΕΥΣΙΣ ΚΕΝΤΡΙΚΗΣ ΜΑΚΕΔΟΝΙΑΣ YOUTUBE:

ΗΛΕΚΤΡΟΝΙΚΗ ΕΦΗΜΕΡΙΔΑ ΕΛΛΗΝΩΝ ΣΥΝΕΛΕΥΣΙΣ:

ΠΡΟΓΡΑΜΜΑΤΙΚΕΣ ΔΗΛΩΣΕΙΣ ΕΛΛΗΝΩΝ ΣΥΝΕΛΕΥΣΙΣ:

ΙΔΡΥΤΙΚΗ ΔΙΑΚΗΡΥΞΗ ΕΛΛΗΝΩΝ ΣΥΝΕΛΕΥΣΙΣ:

🔥ΚΟΙΝΟΠΟΙΗΣΤΕ ΠΑΝΤΟΥ🔥

ΕΛΛΑΝΙΟ ΑΞΙΑΚΟ 33 ΕΛΛΑΝΙΑ ΠΡΩΤΟΚΟΛΛΑ ΣΥΝ 2 ΝΟΜΟΙ


ΕΚΔΟΘΗΚΕ ΚΑΙ ΜΠΟΡΕΙ Ο ΚΑΘΕ ΠΟΛΙΤΗΣ ΝΑ ΠΑΡΑΛΑΒΕΙ ΣΤΑ ΧΕΡΙΑ ΤΟΥ ΤΟ ΙΕΡΟ ΕΛΛΑΝΙΟ ΚΕΙΜΕΝΟ ΤΗΣ ΟΛΙΚΗΣ ΟΛΟΤΗΤΑΣ ΤΟΥ ΕΛΛΑΝΙΟΥ ΑΞΙΑΚΟΥ ΣΥΣΤΗΜΑΤΟΣ ΤΩΝ 33 ΕΛΛΑΝΙΩΝ ΠΡΩΤΟΚΟΛΛΩΝ ΣΥΝ ΔΥΟ ΝΟΜΩΝ ΠΟΥ ΑΠΟΤΕΛΕΙ ΤΟ ΑΠΟΛΥΤΟ ΥΨΙΣΤΟ ΚΑΙ ΜΟΝΑΔΙΚΟ ΔΗΜΙΟΥΡΓΙΚΟ ΠΛΑΙΣΙΟ ΔΙΚΑΙΟΥ ΠΟΥ Ο ΔΗΜΙΟΥΡΓΟΣ ΤΟΥ ΑΡΤΕΜΗΣ ΣΩΡΡΑΣ ΕΓΡΑΨΕ, ΓΕΙΩΣΕ ΚΑΙ ΧΑΡΑΞΕ ΠΡΟΣ ΟΛΟΥΣ ΚΑΙ ΓΙΑ ΟΛΟΥΣ.ΙΕΡΗ ΕΛΛΑΝΙΑ ΔΗΜΙΟΥΡΓΙΑ ΤΗΛ: 2168009810 ΚΙΝ: 6909969698


ΑΝΑΛΥΣΗ ΟΛΟΤΗΤΑΣ ΑΠΟΔΕΙΚΤΙΚΗΣ ΔΙΕΡΓΑΣΙΑΣ ΠΟΛΙΤΗΣ ΠΟΛΙΤΕΙΑ


ΕΝΑ ΙΕΡΟ ΕΛΛΑΝΙΟ ΚΕΙΜΕΝΟ ΜΥΗΣΗΣ ΣΤΗ ΓΝΩΣΗ ΚΑΙ ΣΤΗΝ ΑΛΗΘΕΙΑ ΗΡΘΕ ΣΤΗΝ ΔΙΑΘΕΣΗ ΚΑΘΕ ΕΛΛΗΝ ΑΝΘΡΩΠΟΥ ΑΠΟ ΤΟΝ ΔΗΜΙΟΥΡΓΟ ΤΟΥ ΑΡΤΕΜΗ ΣΩΡΡΑ.
ΜΕΣΑ ΑΠΟ ΤΙΣ ΤΡΕΙΣ ΘΕΜΑΤΙΚΕΣ ΤΟΥ ΕΝΟΤΗΤΕΣ ΑΠΟΚΑΛΥΠΤΟΝΤΑΙ ΚΑΙ ΑΠΟΔΕΙΚΝΥΟΝΤΑΙ ΤΕΡΑΣΤΙΑ ΜΥΣΤΙΚΑ ΤΗΣ ΙΔΙΑΣ ΤΗΣ ΟΝΤΟΛΟΓΙΑΣ, ΤΟΥ ΣΚΟΠΟΥ ΤΗΣ ΥΠΑΡΞΗΣ ΚΑΙ ΤΟΥ ΣΧΕΔΙΟΥ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΤΩΝ ΕΛΛΗΝ ΑΝΘΡΩΠΩΝ.

ΜΥΣΤΙΚΑ ΠΟΥ ΟΙ ΑΠΟΣΤΑΤΕΣ ΔΥΝΑΣΤΕΣ ΤΩΝ ΑΝΘΡΩΠΩΝ ΚΡΑΤΟΥΝ ΚΛΕΙΔΩΜΕΝΑ ΓΙΑ ΝΑ ΜΗΝ ΒΓΕΙ ΠΟΤΕ Ο ΑΝΘΡΩΠΟΣ ΑΠΟ ΤΟΝ ΛΗΘΑΡΓΟ ΤΗΣ ΑΜΑΘΕΙΑΣ ΚΑΙ ΤΟΥ ΨΕΥΔΟΥΣ.

ΜΕΛΕΤΩΝΤΑΣ ΑΥΤΟ ΤΟ ΙΕΡΟ ΕΛΛΑΝΙΟ ΚΕΙΜΕΝΟ Ο ΚΑΘΕΝΑΣ ΜΠΟΡΕΙ ΝΑ ΑΝΤΙΛΗΦΘΕΙ, ΝΑ ΔΙΑΠΙΣΤΩΣΕΙ ΚΑΙ ΝΑ ΚΑΤΑΝΟΗΣΕΙ ΤΟ ΠΑΡΩΝ ΚΑΙ ΤΟ ΟΛΙΚΟ ΠΑΡΩΝ ΟΠΟΥ ΕΙΝΑΙ ΤΑ ΠΑΝΤΑ ΔΙΟΤΙ ΟΛΑ ΚΑΙ ΤΑ ΠΑΝΤΑ ΔΗΜΙΟΥΡΓΟΥΝΤΑΙ ΣΤΟ ΠΑΡΩΝ ΟΠΟΥ ΤΟ ΠΑΡΩΝ ΕΙΝΑΙ ΟΙ ΙΔΙΟΙ ΟΙ ΠΑΝΙΕΡΟΙ ΜΟΝΑΔΙΚΟΙ ΘΕΙΟΙ ΔΗΜΙΟΥΡΓΟΙ ΑΛΦΑ.
ΙΕΡΗ ΕΛΛΑΝΙΑ ΔΗΜΙΟΥΡΓΙΑ
ΤΗΛ:2168009810
ΚΙΝ: 6909969698


ΟΙ ΟΛΟΤΗΤΕΣ ΙΣΟΠΟΛΙΤΕΙΑ ΙΣΟΔΥΝΑΜΙΑ ΜΕΣΑ ΣΤΗΝ ΟΛΙΚΗ ΟΛΟΤΗΤΑ ΤΗΣ ΕΛΕΦΘΕΡΙΑΣ ΤΟΥ ΑΤΟΜΟΥ


ΤΩΡΑ ΕΧΕΙΣ ΣΤΑ ΧΕΡΙΑ ΣΟΥ ΜΙΑ ΤΕΡΑΣΤΙΑ ΠΡΟΣΦΟΡΑ ΕΝΑ ΤΕΡΑΣΤΙΟ ΙΕΡΟ ΠΟΛΙΤΕΙΑΚΟ ΕΠΟΣ, ΠΟΥ Ο ΔΗΜΙΟΥΡΓΟΣ ΤΟΥ ΑΡΤΕΜΗΣ ΣΩΡΡΑΣ ΜΕ ΣΟΦΙΑ ΚΑΙ ΑΠΟΛΥΤΗ ΑΚΡΙΒΕΙΑ ΣΤΗΝ ΑΠΟΔΕΙΚΤΙΚΗ ΤΟΥ ΣΤΟΙΧΕΙΟΘΕΤΗΣΗ ΑΠΕΥΘΥΝΕΙ ΜΕ ΜΕΓΑΛΟΠΡΕΠΕΙΑ ΠΡΟΣ ΚΑΘΕ ΑΝΘΡΩΠΟ ΠΟΥ ΘΕΛΕΙ ΝΑ ΑΝΑΔΕΙΧΘΕΙ ΣΕ ΠΡΑΓΜΑΤΙΚΟ ΠΟΛΙΤΗ, ΜΑΘΑΙΝΟΝΤΑΣ ΚΑΙ ΑΝΑΓΝΩΡΙΖΟΝΤΑΣ ΤΙ ΣΗΜΑΙΝΕΙ ΚΑΙ ΠΩΣ ΔΟΜΕΙΤΑΙ Η ΠΟΛΙΤΕΙΑ ΤΩΝ ΠΟΛΙΤΩΝ ΜΕ ΤΙΣ ΥΠΕΡΙΔΙΟΤΗΤΕΣ ΚΑΙ ΑΡΧΕΣ ΤΗΣ ΙΣΟΠΟΛΙΤΕΙΑΣ ΤΗΣ ΙΣΟΔΥΝΑΜΙΑΣ ΤΗΣ ΕΛΕΦΘΕΡΙΑΣ ΚΑΙ ΤΗΣ ΑΡΕΤΗΣ.
ΟΛΟΣ Ο ΠΛΑΝΗΤΗΣ ΜΙΛΑΕΙ ΓΙΑ ΕΛΕΦΘΕΡΙΑ ΑΛΛΑ ΚΑΝΕΝΑΣ ΔΕΝ ΜΑΣ ΕΙΠΕ ΠΟΤΕ ΤΗΝ ΑΛΗΘΕΙΑ ΚΑΙ ΤΗΝ ΕΝΝΟΙΑ ΤΗΣ ΠΡΑΓΜΑΤΙΚΗΣ ΕΛΕΦΘΕΡΙΑΣ.
ΗΡΘΕ Η ΩΡΑ ΣΕ ΑΥΤΟ ΤΟ ΕΛΛΑΝΙΟ ΕΠΟΣ ΟΛΟΙ ΟΙ ΑΝΘΡΩΠΟΙ ΝΑ ΚΑΤΑΝΟΗΣΟΥΝ ΠΛΗΡΩΣ ΤΗΝ ΕΛΕΦΘΕΡΙΑ ΤΟΥΣ.
ΙΕΡΗ ΕΛΛΑΝΙΑ ΔΗΜΙΟΥΡΓΙΑ
ΤΗΛ:2168009810
ΚΙΝ: 6909969698


ΟΛΕΣ ΟΙ ΑΠΑΝΤΗΣΕΙΣ ΣΤΑ ΕΡΩΤΗΜΑΤΑ ΓΙΑ ΤΗΝ ΔΗΜΙΟΥΡΓΙΑ ΤΟΥ ΚΟΣΜΟΥ Ο ΕΛΛΑΝΙΟΣ ΚΟΣΜΟΣ 600


Ο ΙΕΡΟΣ ΚΩΔΙΚΟΣ ΑΡΙΘΜΟΣ ΚΑΙ Η ΔΟΜΗ Η ΣΥΣΤΑΣΗ ΤΟΥ ΚΟΣΜΟΥ 600 ΕΞΑΚΟΣΙΑ
Η ΔΙΑΣΠΑΣΗ ΚΑΙ ΑΝΑΛΥΣΗ ΠΟΥ ΦΕΡΕΙ ΜΑΚΡΙΝΕΣ ΑΛΗΘΕΙΕΣ, ΑΠΟΔΕΙΞΕΙΣ ΚΑΙ ΑΠΟΛΥΤΑ ΑΛΗΘΙΝΑ ΣΤΟΙΧΕΙΑ ΓΙΑ ΤΗΝ ΔΗΜΙΟΥΡΓΙΑ ΤΟΥ ΚΟΣΜΟΥ

ΟΛΑ ΟΜΩΣ ΦΑΙΝΟΝΤΑΙ ΟΛΑ ΚΑΙ ΤΑ ΠΑΝΤΑ ΕΙΝΑΙ ΕΜΦΑΝΗ ΟΛΑ ΕΙΝΑΙ ΣΕ ΚΟΙΝΗ ΘΕΑΣΗ ΟΛΑ ΕΙΝΑΙ ΣΤΗΝ ΕΛΛΑΝΙΑ ΚΟΣΜΟΘΕΑΣΗ

ΠΡΕΠΕΙ ΟΛΟΙ ΟΙ ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ ΜΕΣΩ ΑΥΤΗΣ ΤΗΣ ΙΔΙΑΙΤΕΡΗΣ ΔΙΑΣΠΑΣΗΣ ΝΑ ΑΝΑΓΝΩΡΙΣΟΥΝ ΤΟ ΤΕΡΑΣΤΙΟ ΜΕΓΑΛΕΙΟ ΤΟΥ ΚΟΣΜΟΥ ΤΟΥΣ ΑΛΛΑ ΚΑΙ ΤΟ ΤΕΡΑΣΤΙΟ ΔΙΚΟ ΤΟΥΣ ΜΕΓΑΛΕΙΟ
ΙΕΡΗ ΕΛΛΑΝΙΑ ΔΗΜΙΟΥΡΓΙΑ
ΤΗΛ:2168009810
ΚΙΝ: 6909969698


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