Κυριακή 7 Φεβρουαρίου 2021

ΟΙ ΕΛΛΑΝΙΕΣ ΔΗΜΙΟΥΡΓΙΚΕΣ ΝΟΤΕΣ ΕΙΝΑΙ 7 ΕΦΤΑ.(ΠΩΣ ΠΡΟΚΥΠΤΕΙ ΚΑΙ ΤΙ ΣΧΕΣΗ ΕΧΟΥΝ ΜΕΤΑΞΥ ΤΟΥΣ??)

 

ΟΙ ΕΛΛΑΝΙΕΣ ΔΗΜΙΟΥΡΓΙΚΕΣ ΝΟΤΕΣ ΕΙΝΑΙ 7 ΕΦΤΑ.(ΠΩΣ ΠΡΟΚΥΠΤΕΙ ΚΑΙ ΤΙ ΣΧΕΣΗ ΕΧΟΥΝ ΜΕΤΑΞΥ ΤΟΥΣ??)


 %25CE%259D%25CE%259F%25CE%25A4%25CE%2595%25CE%25A3%2B%25CE%2591%25CE%25A0%25CE%259F%25CE%259B%25CE%259B%25CE%25A9%25CE%259DΟΙ ΕΛΛΑΝΙΕΣ ΔΗΜΙΟΥΡΓΙΚΕΣ ΝΟΤΕΣ ΕΙΝΑΙ 7 ΕΦΤΑ

ΟΙ ΕΛΛΑΝΙΕΣ ΔΗΜΙΟΥΡΓΙΚΕΣ ΝΟΤΕΣ ΕΙΝΑΙ 7 ΕΦΤΑ, ΩΣ ΙΕΡΕΣ ΜΟΝΑΔΙΚΕΣ ΚΑΙ ΑΛΗΘΙΝΕΣ, ΟΣΑ ΕΙΝΑΙ ΚΑΙ ΤΑ 7 ΕΦΤΑ ΦΩΝΗΕΝΤΑ ΣΤΗΝ ΕΛΛΑΝΙΑ ΑΙΘΕΡΙΚΗ ΓΡΑΦΙΚΗ ΑΠΟΤΥΠΩΣΗ ΤΩΝ 27 ΣΥΜΒΟΛΩΝ ΜΑΣ.



ΤΟ ΕΡΩΤΗΜΑ ΕΙΝΑΙ:

ΠΩΣ ΠΡΟΚΥΠΤΕΙ ΟΙ ΝΟΤΕΣ ΝΑ ΕΙΝΑΙ 7 ΕΦΤΑ ΚΑΙ ΤΙ ΣΧΕΣΗ ΕΧΟΥΝ ΜΕΤΑΞΥ ΤΟΥΣ

ΘΑ ΤΟ ΔΟΥΜΕ ΣΤΗΝ ΠΑΡΑΚΑΤΩ ΑΝΑΛΥΣΗ ΚΑΙ ΔΙΑΣΠΑΣΗ ΜΕ ΟΛΕΣ ΤΙΣ ΑΠΟΔΕΙΚΤΙΚΕΣ ΔΙΕΡΓΑΣΙΕΣ ΚΑΙ ΟΛΑ ΤΑ ΣΤΟΙΧΕΙΑ.

ΟΙ 7 ΕΦΤΑ ΝΟΤΕΣ, ΟΠΩΣ ΜΑΣ ΤΙΣ ΕΧΟΥΝ ΜΑΘΕΙ, ΕΙΝΑΙ ΟΙ ΕΞΗΣ:

ΝΤΟ, ΡΕ, ΜΙ, ΦΑ, ΣΟΛ, ΛΑ, ΣΙ. 

ΑΥΤΗ Η ΣΕΙΡΑ ΑΝΑΠΤΥΞΗΣ ΤΟΥΣ ΔΕΝ ΕΙΝΑΙ Η ΣΩΣΤΗ ΑΛΛΑ ΠΙΟ ΚΑΤΩ ΘΑ ΜΠΟΥΝ ΟΛΑ ΣΤΗΝ ΑΠΟΛΥΤΗ ΑΛΗΘΙΝΗ ΤΟΥΣ ΘΕΣΗ.

ΕΑΝ ΠΑΡΑΤΗΡΗΣΟΥΜΕ ΤΙΣ 7 ΕΦΤΑ ΝΟΤΕΣ ΜΑΣ, ΘΑ ΔΟΥΜΕ ΟΤΙ ΑΚΟΥΓΟΝΤΑΙ ΚΑΙ ΓΡΑΦΟΝΤΑΙ ΜΟΝΟ 4 ΤΕΣΣΕΡΑ ΦΩΝΗΕΝΤΑ ΑΠΟ ΤΑ 7 ΕΦΤΑ ΠΟΥ ΥΠΑΡΧΟΥΝ.

ΤΑ 7 ΕΦΤΑ ΦΩΝΗΕΝΤΑ ΠΟΥ ΥΠΑΡΧΟΥΝ ΕΙΝΑΙ ΤΑ ΕΞΗΣ: 

Α, Ε, Η, Ι, Ο, Υ, Ω. «ΑΛΦΑ, ΕΨΙΛΛΟΝ, ΗΤΤΑ, ΙΩΤΑ, ΟΜΙΚΡΟΝ, ΥΨΗΛΛΟΝ, ΩΜΕΓΑ».

ΕΤΣΙ, ΤΑ 7 ΕΦΤΑ ΜΟΝΑΔΙΚΑ ΑΛΗΘΙΝΑ ΦΩΝΗΕΝΤΑ ΕΓΙΝΑΝ 4 ΤΕΣΣΕΡΙΣ ΗΧΗΤΙΚΕΣ ΝΟΤΕΣ ΠΟΥ ΤΑ ΣΥΜΒΟΛΑ ΤΟΥΣ ΕΙΝΑΙ:

Α, Ε , Ι , Ο

ΕΤΣΙ ΕΧΟΥΜΕ 3 ΤΡΙΑ ΖΕΥΓΗ ΜΕ 2 ΝΟΤΕΣ ΤΟ ΚΑΘΕΝΑ, ΟΠΟΥ Η ΚΑΘΕΜΙΑ ΕΧΕΙ ΤΟ ΙΔΙΟ ΦΩΝΗΕΝ ΚΑΙ ΣΥΜΒΟΛΟ ΚΑΙ ΤΟ ΡΕ ΤΕΛΕΙΩΣ ΜΟΝΟ ΤΟΥ:

ΝΤΟ ΜΙ ΦΑ

ΣΟΛ ΣΙ ΛΑ

ΑΡΑ ΟΛΗ Η ΑΡΧΗ ΚΑΙ Η ΒΑΣΗ ΤΗΣ ΣΥΝΘΕΣΗΣ ΤΩΝ 7 ΕΦΤΑ ΧΟΡΔΩΝ, ΟΙ ΝΟΤΕΣ, ΕΙΝΑΙ ΗΔΗ ΕΔΩ. 

Ο,ΤΙ ΑΦΟΡΑ ΕΜΑΣ ΤΟΥΣ ΑΝΘΡΩΠΟΥΣ ΚΑΙ ΤΗΝ ΔΙΚΗ ΜΑΣ ΔΗΜΙΟΥΡΓΙΑ ΚΑΙ ΜΕ ΤΗΝ ΣΩΣΤΗ ΣΕΙΡΑ ΚΑΙ ΑΠΟΛΥΤΗ ΑΛΗΘΙΝΗ ΤΟΠΟΘΕΤΗΣΗ ΣΤΟΝ ΧΩΡΟ ΜΑΣ, ΕΙΝΑΙ ΩΣ ΕΞΗΣ:

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

ΤΟ ΡΕ ΜΟΝΟ ΤΟΥ ΣΤΗΝ ΜΕΣΗ ΩΣ ΜΕΣΟΤΗΤΑ, ΩΣ 0 ΜΗΔΕΝ, ΤΟ ΣΗΜΕΙΟ ΑΝΑΦΟΡΑΣ ΟΛΩΝ ΤΩΝ ΗΧΗΤΙΚΩΝ ΣΥΧΝΟΤΗΤΩΝ.

ΣΤΟ ΕΠΑΝΩ ΜΕΡΟΣ ΤΟΥ ΣΧΕΔΙΟΥ ΒΛΕΠΟΥΜΕ ΤΙΣ ΤΡΕΙΣ ΝΟΤΕΣ ΦΑ – ΜΙ – ΝΤΟ. 

ΑΥΤΕΣ ΟΙ ΤΡΕΙΣ ΕΚΤΟΣ ΤΟΥ ΟΤΙ ΑΝΤΙΠΡΟΣΩΠΕΥΟΥΝ ΤΑ ΑΝΩ, ΟΣΑ ΚΑΙ ΑΝ ΕΙΝΑΙ ΑΥΤΑ, ΕΙΝΑΙ ΚΑΙ ΟΙ ΒΑΡΥΤΟΝΕΣ, ΟΙ ΧΟΝΔΡΟΤΟΝΕΣ ΝΟΤΕΣ.

ΟΙ ΑΛΛΕΣ ΤΡΕΙΣ ΑΠΟ ΚΑΤΩ ΑΝΤΙΠΡΟΣΩΠΕΥΟΥΝ ΤΑ ΟΣΑ ΚΑΤΩ, ΠΟΥ ΕΙΝΑΙ ΙΔΙΑ. ΟΣΑ ΤΑ ΑΝΩ ΤΟΣΑ ΚΑΙ ΤΑ ΚΑΤΩ, ΜΕ ΑΠΟΛΥΤΗ ΑΚΡΙΒΕΙΑ.

 ΕΚΤΟΣ ΑΥΤΟΥ, ΟΙ ΤΡΕΙΣ ΑΥΤΕΣ ΚΑΤΩ ΝΟΤΕΣ ΛΑ – ΣΙ ΣΟΛ ΕΙΝΑΙ ΟΙ ΨΙΛΟΤΟΝΕΣ, ΟΙ ΛΕΠΤΟΤΟΝΕΣ, ΟΙ 3 ΤΡΕΙΣ ΑΝΤΗΧΕΣ ΝΟΤΕΣ.

ΕΤΣΙ, ΕΧΟΥΜΕ 2 ΔΥΟ ΔΙΑΦΟΡΕΤΙΚΕΣ, ΑΝΤΙΘΕΤΕΣ ΚΑΙ ΑΝΤΙΣΤΡΟΦΕΣ ΤΡΙΑΔΕΣ ΜΕ ΝΟΤΕΣ, Η ΜΙΑ ΤΡΙΑΔΑ ΕΠΑΝΩ, Η ΑΛΛΗ ΚΑΤΩ, ΕΙΝΑΙ ΟΜΩΣ ΙΔΙΕΣ ΚΑΙ ΜΕ ΤΑ ΙΔΙΑ ΦΩΝΗΕΝΤΑΑ, Ι, Ο ΚΑΙ ΠΑΝΤΑ ΝΑ ΤΙΣ ΔΙΑΧΩΡΙΖΕΙ Η ΝΟΤΑ ΡΕ ΚΑΙ ΤΟ ΦΩΝΗΕΝ Ε ΕΨΙΛΛΟΝ. ΤΗΝ ΝΟΤΑ ΡΕ ΤΗΝ ΕΧΟΥΝ ΚΑΙ ΟΙ 6 ΕΞΙ ΝΟΤΕΣ ΩΣ ΑΡΧΗ ΚΑΙ ΔΙΑΧΩΡΙΣΤΙΚΟ, ΟΠΩΣ:

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

ΚΑΙ ΦΥΣΙΚΑ ΟΙ ΔΥΑΔΕΣ ΜΑΣ ΣΤΙΣ 6 ΝΟΤΕΣ ΕΙΝΑΙ ΟΙ ΕΞΗΣ:

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

ΟΙ 7 ΕΦΤΑ ΝΟΤΕΣ ΤΗΣ ΑΛΗΘΙΝΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ ΕΠΙΒΕΒΑΙΩΝΟΝΤΑΙ ΚΑΙ ΕΠΙΒΕΒΑΙΩΝΟΥΝ ΤΑ 7 ΕΦΤΑ ΜΟΝΑΔΙΚΑ ΚΑΙ ΑΛΗΘΙΝΑ ΦΩΝΗΕΝΤΑ ΑΛΛΑ ΚΑΙ ΤΟΝ ΑΠΟΛΥΤΟ ΣΥΝΔΙΑΣΜΟ ΚΑΙ ΣΥΝΘΕΣΗ ΤΩΝ ΑΝΘΡΩΠΙΝΩΝ ΧΡΩΜΑΤΟΣΩΜΑΤΩΝ ΚΑΙ ΟΛΩΝ ΤΩΝ ΔΗΜΙΟΥΡΓΙΚΩΝ ΣΥΧΝΟΤΗΤΩΝ ΗΧΟΥ ΚΑΙ ΧΡΩΜΑΤΟΣ, ΔΙΟΤΙ ΤΟ ΧΡΩΜΑ ΕΣΩΚΛΕΙΕΙ ΜΕΣΑ ΤΟΥ ΤΟΝ ΗΧΟ. ΟΙ ΠΕΡΙΣΣΟΤΕΡΕΣ ΣΥΧΝΟΤΗΤΕΣ ΗΧΟΥ ΔΕΝ ΜΠΟΡΟΥΝ ΝΑ ΓΙΝΟΥΝ ΑΝΤΙΛΗΠΤΕΣ ΑΠΟ ΤΙΣ ΑΙΣΘΗΣΕΙΣ ΤΩΝ ΑΝΘΡΩΠΩΝ ΚΑΙ ΤΗΝ ΥΠΟΦΥΣΗ ΤΟΥΣ.

ΤΑ ΑΝΘΡΩΠΙΝΑ ΑΙΣΘΗΤΗΡΙΑ ΟΡΓΑΝΑ ΜΠΟΡΟΥΝ ΝΑ ΑΚΟΥΣΟΥΝ ΚΑΙ ΝΑ ΑΝΤΙΛΗΦΘΟΥΝ ΜΟΝΟ ΤΟ 0,00000000001 ‰. Ο,ΤΙ ΔΕΝ ΑΚΟΥΣ, ΔΕΝ ΣΗΜΑΙΝΕΙ ΟΤΙ ΔΕΝ ΥΠΑΡΧΕΙ. ΟΜΩΣ, ΑΚΟΜΑ ΚΑΙ ΑΥΤΕΣ ΟΙ ΣΥΧΝΟΤΗΤΕΣ ΠΟΥ ΑΚΟΥΣ Ή ΠΟΥ ΣΟΥ ΕΠΙΒΑΛΛΟΥΝ ΝΑ ΑΚΟΥΣΕΙΣ ΑΝΘΡΩΠΕ, ΔΕΝ ΑΝΤΙΛΑΜΒΑΝΕΣΑΙ ΟΤΙ ΕΙΝΑΙ ΚΑΤΑΣΤΡΟΦΙΚΕΣ ΓΙΑ ΕΣΕΝΑ ΚΑΙ ΓΙΑ ΟΛΟ ΤΟ ΠΕΡΙΒΑΛΛΟΝ ΣΟΥ ΕΠΕΙΔΗ ΠΟΤΕ ΣΟΥ ΔΕΝ ΕΚΠΑΙΔΕΥΤΗΚΕΣ ΚΑΙ ΔΕΝ ΕΜΑΘΕΣ ΝΑ ΤΙΣ ΑΝΑΓΝΩΡΙΖΕΙΣ, ΕΤΣΙ ΟΠΩΣ ΣΕ ΕΡΙΞΑΝ ΒΑΘΙΑ ΣΤΗΝ ΛΗΘΗ ΣΟΥ ΟΙ ΑΠΟΣΤΑΤΕΣ ΚΑΙ ΟΛΕΣ ΟΙ ΜΙΑΡΕΣ, ΜΙΑΣΜΑΤΙΚΕΣ, ΔΟΓΜΑΤΙΚΕΣ ΔΟΞΑΣΙΕΣ ΜΕΘΟΔΟΥ ΣΚΟΤΑΔΙΣΜΟΥ ΤΕΛΕΤΩΝ ΚΑΙ ΟΙ ΨΑΛΜΩΔΙΕΣ ΜΑΥΡΩΝ ΣΚΟΤΕΙΝΩΝ ΨΑΛΜΩΔΙΩΝ ΚΑΙ ΔΙΔΑΧΩΝ.

ΑΚΟΜΗ ΚΑΙ ΟΤΑΝ ΔΙΑΣΚΕΔΑΖΕΙΣ, (ΠΟΥ ΔΕΝ ΕΙΝΑΙ Η ΣΩΣΤΗ ΕΚΦΡΑΣΗ ΔΙΟΤΙ ΤΟΝ ΔΙΑ, ΔΗΛΑΔΗ ΤΗΝ ΝΟΗΣΗ, ΔΕΝ ΤΟΝ ΑΝΑΓΝΩΡΙΖΕΙΣ ΣΕ ΚΑΜΙΑ ΣΟΥ ΕΚΦΡΑΣΗ, ΟΥΤΕ ΣΤΙΣ ΧΑΡΕΣ ΣΟΥ, ΑΤΟΜΙΚΕΣ Η ΣΥΛΛΟΓΙΚΕΣ, ΟΥΤΕ ΣΤΙΣ ΔΗΘΕΝ ΔΙΑΣΚΕΔΑΣΤΙΚΕΣ ΕΚΦΡΑΣΕΙΣ ΚΑΙ ΕΚΔΗΛΩΣΕΙΣ ΣΟΥ)Ο ΛΟΓΟΣ, ΤΑ ΛΟΓΙΑ ΟΛΩΝ ΤΩΝ ΤΡΑΓΟΥΔΙΩΝ, ΣΟΥ

ΠΑΡΟΥΣΙΑΖΟΥΝ ΜΟΝΟ ΠΟΝΟ, ΛΥΠΗ, ΠΡΟΔΟΣΙΑ, ΜΙΣΑΛΛΟΔΟΞΙΑ, ΕΠΑΡΣΗ. ΕΙΝΑΙ ΓΕΜΑΤΑ ΜΕ ΑΠΟΣΤΑΤΙΚΑ ΠΑΘΗ, ΦΟΒΙΕΣ, ΕΝΟΧΕΣ, ΠΕΡΙΕΡΓΕΙΕΣ, ΠΛΑΣΤΙΚΕΣ ΑΓΑΠΕΣ ΑΝΤΙΚΕΙΜΕΝΩΝ ΚΑΙ ΤΡΑΓΟΥΔΙΑ ΘΑΝΑΤΟΥ, ΤΡΑΓΟΥΔΙΑ ΨΕΥΤΟΕΠΑΝΑΣΤΑΣΕΩΝ ΚΑΙ ΨΕΥΤΟΔΙΔΑΧΩΝ, ΨΕΥΤΙΚΟΙ ΥΜΝΟΙ, ΕΜΒΑΤΗΡΙΑ ΧΩΡΙΣ ΘΕΜΕΛΑ ΚΑΙ ΓΙΑ ΑΝΘΡΩΠΟΥΣ ΧΩΡΙΣ ΚΑΤΑΓΩΓΗ.

ΟΛΑ ΑΥΤΑ ΚΑΙ ΧΙΛΙΑΔΕΣ ΑΛΛΑ ΑΚΟΜΗ, ΠΑΙΖΟΝΤΑΙ ΣΕ ΑΠΑΓΟΡΕΥΜΕΝΕΣ ΓΙΑ ΤΗΝ ΑΝΘΡΩΠΙΝΗ ΦΥΣΙΟΛΟΓΙΑ ΣΥΧΝΟΤΗΤΕΣ. ΟΜΩΣ, ΣΑΣ ΤΟ ΕΧΟΥΝ ΕΠΙΒΑΛΛΕΙ ΟΙ ΑΠΟΣΤΑΤΕΣ ΜΑΖΙ ΜΕ ΟΛΟΥΣ ΤΟΥΣ ΣΥΝΕΡΓΟΥΣ ΤΟΥΣ, ΔΟΥΛΟΥΣ ΤΟΥΣ ΚΑΙ ΠΡΟΔΟΤΕΣ ΜΑΣ, ΜΟΝΟ ΚΑΙ ΜΟΝΟ ΕΠΕΙΔΗ ΕΣΕΙΣ ΤΟ ΕΠΙΤΡΕΠΕΤΕ, ΟΙ ΠΕΡΙΣΣΟΤΕΡΟΙ ΑΠΟ ΑΓΝΟΙΑ ΚΑΙ ΛΗΘΗ, ΑΠΕΙΡΗ ΛΗΘΗ ΚΑΙ ΟΙ ΥΠΟΛΟΙΠΟΙ ΑΝΘΡΩΠΟΙ ΠΟΥ ΓΝΩΡΙΖΟΥΝ, ΩΣ ΠΡΟΔΟΤΕΣ ΑΚΟΛΟΥΘΟΙ, ΩΣ ΑΠΟΣΤΑΤΕΣ, ΕΚΤΕΛΕΣΤΕΣ ΤΗΣ ΙΔΙΑΣ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΤΟΥΣ.

ΟΠΩΣ ΚΑΙ ΝΑ ΕΧΕΙ, ΑΥΤΗ ΕΙΝΑΙ Η ΒΟΥΛΗΣΗ ΟΛΩΝ ΤΩΝ ΑΝΘΡΩΠΩΝ ΚΑΙ ΓΙ’ ΑΥΤΟ ΣΥΝΕΧΙΖΕΙ ΝΑ ΣΥΜΒΑΙΝΕΙ ΟΛΟ ΑΥΤΟ ΤΟ ΑΠΟΣΤΑΤΙΚΟ ΜΟΡΦΩΜΑ, ΕΠΕΙΔΗ ΟΛΟΙ ΤΟ ΘΕΛΟΥΝ ΜΕ ΤΗΝ ΒΟΥΛΗΣΗ ΤΟΥΣ ΚΑΙ ΜΟΝΟ ΟΙ ΑΝΘΡΩΠΟΙ ΠΑΛΙ ΜΕ ΤΗΝ ΔΙΚΗ ΤΟΥΣ ΕΛΕΦΘΕΡΗ ΒΟΥΛΗΣΗ ΜΠΟΡΟΥΝ ΝΑ ΤΟ ΣΤΑΜΑΤΗΣΟΥΝ. ΑΥΤΟΙ ΚΑΙ ΜΟΝΟ ΑΥΤΟΙ. ΕΩΣ ΤΟΤΕ, ΕΓΩ ΘΑ ΣΥΝΕΧΙΣΩ ΤΗΝ ΑΝΑΛΥΣΗ ΚΑΙ ΔΙΑΣΠΑΣΗ ΓΙΑ ΠΕΡΙΣΣΟΤΕΡΕΣ ΑΛΗΘΕΙΕΣ, ΣΤΟΙΧΕΙΑ ΚΑΙ ΑΠΟΔΕΙΞΕΙΣ.

ΟΙ ΝΟΤΕΣ ΚΑΙ Ο,ΤΙ ΔΗΜΙΟΥΡΓΗΣΟΥΝ ΕΙΝΑΙ ΔΗΜΙΟΥΡΓΙΑ ΚΑΙ ΔΗΜΙΟΥΡΓΗΜΑ ΤΩΝ ΑΡΙΘΜΗΤΙΚΩΝ ΜΑΘΗΜΑΤΙΚΩΝ ΚΑΙ ΤΗΣ ΟΛΙΚΗΣ ΚΟΣΜΙΚΗΣ ΣΥΜΠΑΝΤΙΚΗΣ ΓΕΩΜΕΤΡΙΑΣ, ΜΕ Ο,ΤΙ ΑΥΤΑ ΤΑ ΔΥΟ ΠΡΩΤΑΡΧΙΚΑ ΕΣΩΚΛΕΙΟΥΝ ΣΤΙΣ ΟΛΟΤΗΤΕΣ ΤΟΥΣ.

ΩΣ ΜΟΝΑΔΕΣΟΙ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣΕΙΝΑΙ ΣΕ ΑΝΩΤΑΤΟ ΕΠΙΠΕΔΟ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ ΚΑΙ ΣΕ ΟΛΗ ΤΗΝ ΟΛΙΚΗ ΜΟΝΑΔΙΚΗ ΕΛΛΑΝΙΑ ΔΗΜΙΟΥΡΓΙΑ ΤΩΝ ΑΛΦΑ ΚΑΙ ΤΟΥ ΩΜΕΓΑ.

ΣΑΦΩΣ ΚΑΙ ΟΙ ΝΟΤΕΣ ΕΙΝΑΙ Η ΙΔΙΑ Η ΜΟΥΣΙΚΗΑΛΛΑ ΔΕΝ ΕΧΕΙ ΚΑΜΙΑ ΣΧΕΣΗ ΜΕ ΤΟ ΕΠΙΠΕΔΟ ΚΑΙ ΤΗΝ ΔΙΑΣΤΑΣΗ ΤΗΣ ΑΝΑΛΥΣΗΣ ΚΑΙ ΔΙΑΣΠΑΣΗΣ ΜΑΣ.

ΥΠΑΡΧΕΙ ΤΕΡΑΣΤΙΟ ΑΜΕΘΕΚΤΟ ΑΠΕΙΡΟ ΜΕΓΑΛΕΙΟ ΜΕ ΚΟΣΜΙΚΗ ΣΥΜΠΑΝΤΙΚΗ ΥΠΕΡΤΕΧΝΟΛΟΓΙΑ ΣΤΗΝ ΔΟΜΗ ΚΑΙ ΔΟΜΗΣΗ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ, ΩΣ ΒΑΣΙΚΟΣ ΠΥΛΩΝΑΣ ΤΟΥ ΣΥΜΠΑΝΤΙΚΟΥ ΣΤΕΡΕΩΜΑΤΟΣ ΚΑΙ ΔΕΝ ΕΧΕΙ ΚΑΜΙΑ ΣΧΕΣΗ ΜΕ ΑΥΤΟ ΠΟΥ ΓΕΙΩΝΟΥΝ ΟΙ ΑΝΘΡΩΠΟΙ ΣΤΗΝ ΓΗ ΚΑΙ ΤΟ ΛΕΝΕ ΜΟΥΣΙΚΗ. ΒΕΒΑΙΩΣ, ΟΙ ΡΙΖΕΣ, Η ΚΑΤΑΓΩΓΗ ΚΑΙ Η ΣΥΝΘΕΣΗ ΕΧΟΥΝ ΒΑΣΗ ΑΠΟ ΤΙΣ ΜΟΝΑΔΙΚΕΣ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ ΑΛΛΑ ΔΕΝ ΕΧΟΥΝ ΚΑΜΙΑ ΣΧΕΣΗ ΜΕ ΤΟΥΣ ΣΥΜΠΑΝΤΙΚΟΥΣ ΚΩΔΙΚΟΥΣ ΗΧΟΥΣ ΤΩΝ 7 ΕΦΤΑ ΝΟΤΩΝ.

ΟΙ ΘΕΟΙ ΜΠΟΡΟΥΝ ΚΑΙ ΔΗΜΙΟΥΡΓΟΥΝ, ΔΟΜΟΥΝ ΠΛΑΝΗΤΕΣ ΚΑΙ ΟΥΡΑΝΙΑ ΣΩΜΑΤΑ, ΣΥΝΤΟΝΙΖΟΥΝ ΑΠΕΙΡΕΣ ΣΥΧΝΟΤΗΤΕΣ, ΑΛΛΑ ΜΠΟΡΟΥΝ ΚΑΙ ΝΑ ΔΙΑΛΥΣΟΥΝ, ΝΑ ΑΠΟΣΥΝΘΕΣΟΥΝ ΕΝΑΝ ΟΛΟΚΛΗΡΟ ΠΛΑΝΗΤΗ Η ΕΝΑ ΗΛΙΑΚΟ ΣΥΣΤΗΜΑ, ΑΚΟΜΗ ΚΑΙ ΕΝΑΝ ΓΑΛΑΞΙΑ.

ΑΡΑ, ΑΝΤΙΛΑΜΒΑΝΕΣΤΕ ΟΤΙ ΟΙ ΝΟΤΕΣ ΕΙΝΑΙ ΔΗΜΙΟΥΡΓΙΑ ΑΛΛΑ ΚΑΙ ΟΠΛΟ ΓΙΑ ΝΑ ΣΕ ΚΑΤΑΣΤΡΕΨΕΙ, ΝΑ ΣΕ ΑΠΟΔΟΜΗΣΕΙ, ΝΑ ΣΕ ΕΞΑΦΑΝΙΣΕΙ.

ΟΠΩΣ ΜΕ ΤΑ ΟΡΙΑ ΚΑΙ ΤΙΣ ΥΠΑΡΧΟΥΣΕΣ ΣΥΝΘΗΚΕΣ ΠΟΥ ΕΠΙΚΡΑΤΟΥΝ ΣΤΗΝ ΓΑΙΑ ΜΑΣ, ΣΥΜΒΑΙΝΕΙ ΑΠΟΔΟΜΗΣΗ ΣΤΟ ΣΑΡΚΙΟ ΤΩΝ ΑΝΘΡΩΠΩΝ ΚΑΙ ΑΠΟΔΟΜΗΣΗ ΟΛΩΝ ΤΩΝ ΔΗΜΙΟΥΡΓΙΚΩΝ ΣΥΧΝΟΤΗΤΩΝ ΣΤΗΝ ΔΟΜΗ ΚΑΙ ΔΟΜΗΣΗ ΤΟΥΣ ΚΑΙ ΣΕ ΟΛΟ ΤΟ ΠΕΡΙΒΑΛΛΟΝ ΤΗΣ ΔΙΑΒΙΩΣΗΣ ΤΟΥΣ.

ΟΛΗ Η ΔΗΜΙΟΥΡΓΙΑ ΣΟΥ ΕΙΝΑΙ ΓΕΜΑΤΗ ΜΕ ΟΠΛΑ ΓΙΑ ΝΑ ΔΗΜΙΟΥΡΓΗΣΕΙΣ ΚΑΙ ΝΑ ΑΝΕΛΙΧΘΕΙΣ. ΤΩΡΑ, ΣΤΙΣ ΕΠΙΛΟΓΕΣ ΣΟΥ ΕΙΝΑΙ ΑΝ ΘΑ ΤΑ ΣΤΡΕΨΕΙΣ ΕΝΑΝΤΙΟΝ ΣΟΥ ΚΑΙ ΕΝΑΝΤΙΟΝ ΤΩΝ ΑΛΛΩΝ ΙΔΙΩΝ ΑΔΕΛΦΩΝ ΣΟΥ ΑΝΘΡΩΠΩΝ, ΔΗΛΑΔΗ ΕΝΑΝΤΙΟΝ ΤΗΣ ΙΔΙΑΣ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΣΟΥ.

ΑΥΤΟ ΑΚΡΙΒΩΣ ΕΙΝΑΙ Η ΙΔΙΑ Η ΑΠΟΣΤΑΣΙΑ ΣΟΥ ΚΑΙ ΜΗΝ ΞΑΝΑΠΕΙΣ ΔΕΝ ΗΞΕΡΑ. ΤΩΡΑ ΞΕΡΕΙΣ! ΜΑΘΕ, ΠΡΑΞΕ! ΕΝΩΣΟΥ ΚΑΙ ΔΗΜΙΟΥΡΓΗΣΕ ΜΕ ΟΛΕΣ ΤΙΣ ΔΙΚΕΣ ΣΟΥ ΑΛΗΘΙΝΕΣ ΔΥΝΑΜΕΙΣ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΣΟΥ.
ΙΣΩΣ ΤΩΡΑ ΑΡΧΙΣΕΙΣ ΝΑ ΑΝΤΙΛΑΜΒΑΝΕΣΑΙ ΤΟ ΜΕΓΑΛΕΙΟ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΣΟΥ ΓΙΑ ΠΟΛΛΑ ΔΕΔΟΜΕΝΑ ΚΑΙ ΑΛΗΘΕΙΕΣ ΠΟΥ ΔΕΝ ΦΑΙΝΟΝΤΑΙ ΑΛΛΑ ΚΑΙ ΤΗΝ ΥΠΕΡΤΕΧΝΟΛΟΓΙΑ ΠΟΥ ΔΙΑΘΕΤΟΥΝ ΟΛΟΙ ΟΙ ΜΗΧΑΝΙΣΜΟΙ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΣΟΥ.
ΝΑ ΑΡΧΙΣΕΙΣ ΝΑ ΑΝΤΙΛΑΜΒΑΝΕΣΑΙ, ΟΣΟ ΜΠΟΡΕΙΣ, ΤΗΝ ΑΠΕΙΡΗ ΜΟΝΑΔΙΚΗ ΑΛΗΘΙΝΗ ΔΟΜΗ ΣΟΥ ΚΑΙ ΠΑΤΡΩΑ ΟΥΣΙΑ ΣΟΥ ΑΛΛΑ ΚΑΙ ΝΑ ΑΛΛΑΞΕΙΣ ΤΟΝ ΤΡΟΠΟ ΣΚΕΨΗΣ ΚΑΙ ΤΟΝ ΑΠΟΣΤΑΤΙΚΟ ΤΡΟΠΟ ΠΟΥ ΣΟΥ ΕΠΕΒΑΛΑΝ ΚΑΙ ΣΟΥ ΕΜΑΘΑΝ ΜΕΧΡΙ ΤΩΡΑ ΟΙ ΑΠΟΣΤΑΤΕΣ ΚΑΙ ΟΛΕΣ ΟΙ ΨΕΥΤΟΔΙΔΑΧΕΣ ΤΟΥΣ ΣΕ ΟΛΑ ΤΑ ΒΙΟΤΙΚΑ ΚΑΙ ΕΚΠΑΙΔΕΥΤΙΚΑ ΤΟΥ ΒΙΟΥ ΚΑΙ ΖΩΗΣ ΣΟΥ ΚΑΙ ΝΑ ΜΑΘΕΙΣ ΠΩΣ ΤΑ ΑΝΤΙΘΕΤΑ ΣΤΟ ΣΥΜΠΑΝ ΚΑΙ ΣΕ ΟΛΟΝ ΤΟΝ ΧΩΡΟ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΣΟΥ, ΕΙΝΑΙ ΠΑΝΤΑ ΙΔΙΑ ΚΑΙ ΤΑΥΤΟΣΗΜΑ ΚΑΙ ΟΧΙ ΑΠΕΝΑΝΤΙ ΚΑΙ ΑΝΤΙΠΑΛΑ.

Η ΙΔΙΑ Η ΔΗΜΙΟΥΡΓΙΑ ΣΟΥ ΕΙΝΑΙ Η ΑΡΜΟΝΙΚΗ ΣΥΝΥΠΑΡΞΗ ΟΛΩΝ ΤΩΝ ΔΙΑΦΟΡΕΤΙΚΩΝ, ΤΩΝ ΑΝΤΙΘΕΤΩΝ ΣΤΗΝ ΕΝΩΣΗ ΤΗΣ ΙΕΡΗΣ ΙΣΟΖΥΓΙΑΣ ΤΩΝ ΟΡΚΩΝ – ΝΟΜΩΝ ΓΙΑ ΤΗΝ ΕΥΡΥΘΜΗ ΑΠΕΙΡΗ ΑΦΘΟΝΗ ΔΗΜΙΟΥΡΓΙΑ ΤΩΝ ΠΑΝΤΩΝ.

ΚΑΙ ΣΕ ΟΛΗ ΣΟΥ ΤΗΝ ΖΩΗ ΜΑΘΑΙΝΕΙΣ ΝΑ ΠΟΛΕΜΑΣ ΚΑΙ ΝΑ ΑΝΤΙΠΑΛΕΥΕΣΑΙ ΕΝΝΟΙΕΣ, ΑΛΗΘΕΙΕΣ, ΔΕΔΟΜΕΝΑ ΤΗΣ ΑΛΗΘΙΝΗΣ ΣΟΥ ΦΥΣΗΣ, ΤΗΣ ΦΥΣΙΟΛΟΓΙΑΣ ΣΟΥ ΚΑΙ ΤΗΣ ΚΤΙΣΗΣ ΣΟΥ ΩΣ ΑΝΤΙΠΑΛΟΥΣ, ΑΠΕΝΑΝΤΙ ΚΑΙ ΑΝΤΙΘΕΤΟΥΣ, ΒΑΠΤΙΖΟΝΤΑΣ ΤΑ ΜΕ ΔΟΓΜΑΤΙΚΕΣ ΑΠΟΣΤΑΤΙΚΕΣ ΤΑΜΠΕΛΕΣ ΚΑΛΟΥ ΚΑΙ ΚΑΚΟΥ, ΟΠΩΣ ΤΟ ΕΧΟΥΝ ΑΠΟΣΤΑΤΙΚΑ ΚΑΙ ΕΙΚΟΝΙΚΑ ΟΡΙΣΕΙ ΣΕ ΕΣΕΝΑ ΟΙ ΑΠΟΣΤΑΤΕΣ.

ΚΑΤΑΝΟΩΝΤΑΣ ΜΕ ΠΛΗΡΗ ΕΠΙΓΝΩΣΗ ΑΥΤΟ, ΤΟΤΕ ΘΑ ΑΡΧΙΣΕΙΣ ΝΑ ΑΝΤΙΛΑΜΒΑΝΕΣΑΙ ΤΟΣΟ ΤΟ ΔΙΚΟ ΣΟΥ ΜΕΓΑΛΕΙΟ ΑΛΛΑ ΚΑΙ ΤΟ ΜΕΓΑΛΕΙΟ ΤΩΝ ΑΛΛΩΝ ΙΔΙΩΝ ΜΕ ΕΣΕΝΑ ΚΑΙ ΟΛΟ ΤΟ ΜΕΓΑΛΕΙΟ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ.

ΠΑΝΤΑ ΑΝΘΡΩΠΕ ΕΛΛΗΝ ΘΑ ΚΟΙΤΑΣ ΚΑΙ ΘΑ ΜΕΤΡΑΣ ΤΟ ΑΠΟΤΕΛΕΣΜΑ. ΜΗΝ ΚΑΝΕΙΣ ΚΑΤΙ ΕΑΝ ΔΕΝ ΓΝΩΡΙΖΕΙΣ ΤΟ ΑΠΟΤΕΛΕΣΜΑ. ΠΩΣ ΕΙΝΑΙ ΔΥΝΑΤΟΝ ΝΑ ΑΝΤΙΠΑΛΕΥΕΣΑΙ ΤΟ ΙΔΙΟ ΤΟ ΑΠΟΤΕΛΕΣΜΑ ΣΟΥ;

ΥΠΑΡΧΟΥΝ ΧΙΛΙΑΔΕΣ ΤΡΟΠΟΙ, ΣΥΝΘΕΣΕΙΣ ΚΑΙ ΣΥΝΔΕΣΕΙΣ ΓΙΑ ΝΑ ΦΤΑΣΕΙΣ ΣΤΟΝ ΣΤΟΧΟ ΣΟΥ, ΣΤΟΝ ΣΚΟΠΟ ΣΟΥ. ΟΙ ΕΠΙΛΟΓΕΣ ΣΟΥ ΘΑ ΕΙΝΑΙ ΑΥΤΕΣ ΠΟΥ ΜΕ ΝΟΗΣΗ ΘΑ ΑΠΟΦΑΣΙΣΕΙΣ ΝΑ ΤΙΣ ΠΡΑΞΕΙΣ. ΑΡΑ ΜΕΤΡΑΣ, ΥΠΟΛΟΓΙΖΕΙΣ, ΓΕΩΜΕΤΡΕΙΣ, ΧΑΡΑΖΕΙΣ ΣΧΕΔΙΟ ΚΑΙ ΥΛΟΠΟΙΕΙΣ, ΑΦΟΥ ΠΡΩΤΑ ΓΝΩΡΙΖΕΙΣ, ΞΕΡΕΙΣ, ΟΧΙ ΠΙΣΤΕΥΕΙΣ Η ΔΕΝ ΠΙΣΤΕΥΕΙΣ. ΟΥΤΕ ΑΚΟΛΟΥΘΕΙΣ ΟΠΟΥ ΣΟΥ ΕΧΟΥΝ ΜΑΘΕΙ Η ΟΠΟΥ ΠΑΝΕ ΚΑΙ ΟΙ ΑΛΛΟΙ.

ΩΣ ΝΟΗΜΟΝ ΟΝ ΑΝΘΡΩΠΟΣ ΕΛΛΗΝ, ΕΧΕΙΣ ΤΕΡΑΣΤΙΑ ΕΥΘΥΝΗ ΠΡΟΣ ΤΟΝ ΕΑΥΤΟΝ ΣΟΥ, ΠΡΟΣ ΤΗΝ ΑΠΕΙΡΗ ΔΗΜΙΟΥΡΓΙΑ ΣΟΥ ΚΑΙ ΠΡΟΣ ΟΛΑ ΤΑ ΙΔΙΑ ΜΕ ΕΣΕΝΑ ΔΗΜΙΟΥΡΓΗΜΑΤΑ ΕΛΛΗΝ ΑΝΘΡΩΠΟΥΣ.

ΠΡΕΠΕΙ ΝΑ ΑΝΑΓΝΩΡΙΣΕΙΣ ΟΤΙ ΕΙΣΑΙ ΔΗΜΙΟΥΡΓΗΜΑ ΚΑΙ ΤΩΝ 7 ΕΦΤΑ ΕΛΛΑΝΙΩΝ ΝΟΤΩΝ, ΠΟΥ ΜΕ ΤΗΝ ΑΠΕΙΡΗ ΣΥΝΘΕΣΗ ΤΟΥΣ ΚΑΙ ΤΗΝ ΑΠΕΙΡΗ ΜΙΞΗ ΚΑΙ ΣΥΝΔΕΣΗ ΟΛΩΝ ΤΩΝ ΔΙΑΦΟΡΕΤΙΚΩΝ ΑΠΕΙΡΩΝ ΣΥΧΝΟΤΗΤΩΝ ΚΑΙ ΗΧΗΤΙΚΩΝ ΣΥΧΝΟΤΗΤΩΝ, ΕΧΟΥΝ ΔΟΜΗΣΕΙ ΤΟΣΟ ΟΛΟ ΤΟ ΠΕΡΙΒΑΛΛΟΝ ΣΟΥ ΑΛΛΑ ΚΑΙ ΕΣΕΝΑ ΤΟΝ ΙΔΙΟ ΩΣ ΔΗΜΙΟΥΡΓΗΜΑ ΙΩΤΑ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΤΟΥΣ.

ΟΛΑ ΚΑΙ ΤΑ ΠΑΝΤΑ ΔΗΜΙΟΥΡΓΗΘΗΚΑΝ ΜΕ ΗΧΟ ΚΑΙ ΣΥΧΝΟΤΗΤΕΣ ΚΑΙ ΜΕ ΗΧΟ ΚΑΙ ΣΥΧΝΟΤΗΤΕΣ ΔΗΜΙΟΥΡΓΟΥΝ ΚΑΙ ΟΛΑ ΚΑΙ ΤΑ ΠΑΝΤΑ ΠΑΡΑΓΟΥΝ ΗΧΟΥΣ ΚΑΙ ΣΥΧΝΟΤΗΤΕΣ ΘΑ ΠΡΕΠΕΙ ΝΑ ΑΝΑΡΩΤΗΘΕΙΤΕ ΟΛΟΙ ΟΙ ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ: ΠΟΣΟ ΣΥΜΠΤΩΣΗ ΜΠΟΡΕΙ ΝΑ ΕΙΝΑΙ ΠΟΥ Η ΙΔΙΑ Η ΔΗΜΙΟΥΡΓΙΑ ΜΑΣ ΕΙΝΑΙ 7 ΕΦΤΑΕΠΙΠΕΔΗ.


1) 7 ΕΦΤΑ ΕΙΝΑΙ Η ΕΠΙΠΕΔΗ ΔΗΜΙΟΥΡΓΙΑ ΜΑΣ

2) 7 ΕΦΤΑ ΜΟΝΑΔΕΣ ΣΥΝΘΕΤΟΥΝ ΤΑ ΣΥΜΒΟΛΑ ΤΩΝ ΑΛΦΑ ΚΑΙ ΤΟΥ ΩΜΕΓΑ.


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

3) 7 ΕΦΤΑ ΕΙΝΑΙ ΟΙ ΕΛΛΑΝΙΕΣ ΕΝΤΟΛΕΣ ΤΟΥ ΔΙΟΣ

4) ΚΑΘΕ 7 ΕΦΤΑ ΧΡΟΝΙΑ ΔΙΕΞΑΓΟΝΤΑΝ ΟΙ ΟΛΥΜΠΙΟΙ ΑΓΩΝΕΣ ΜΕ ΕΝΤΟΛΗ ΤΟΥ ΖΕΥΣ ΤΟΥ ΔΙΟΣ

5) 7 ΕΦΤΑ ΕΙΝΑΙ ΤΑ ΣΥΜΒΟΛΑ ΤΩΝ ΕΛΛΑΝΙΩΝ ΣΥΜΦΩΝΩΝ ΠΟΥ ΣΥΝΘΕΤΟΥΝ ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ

6) 7 ΕΦΤΑ ΕΙΝΑΙ ΤΑ ΕΛΛΑΝΙΑ ΦΩΝΗΕΝΤΑ ΠΟΥ ΣΥΝΘΕΤΟΥΝ ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ

7) 7 ΕΦΤΑ ΕΙΝΑΙ ΟΙ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ ΤΗΣ ΕΛΛΑΝΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ ΤΩΝ ΑΛΦΑ ΚΑΙ ΤΟΥ ΩΜΕΓΑ

8) 7 ΕΦΤΑ ΕΙΝΑΙ ΤΑ ΦΩΝΗΕΝΤΑ ΣΕ ΟΛΗ ΤΗΝ ΕΛΛΑΝΙΑ ΑΙΘΕΡΙΚΗ ΓΡΑΦΙΚΗ ΑΠΟΤΥΠΩΣΗ ΤΩΝ 27 ΣΥΜΒΟΛΩΝ ΤΗΣ ΓΡΑΦΗΣ ΜΑΣ

9) 7 ΕΒΔΟΜΟ ΕΙΝΑΙ ΤΟ ΕΠΙΠΕΔΟ ΤΟΥ ΔΙΟΣ ΚΑΙ ΤΟΥ ΟΛΥΜΠΟΥ ΓΙΑ ΟΛΗ ΤΗΝ ΔΗΜΙΟΥΡΓΙΑ ΜΑΣ

10) 7 ΕΦΤΑ ΕΙΝΑΙ ΟΙ ΗΜΕΡΕΣ ΤΗΣ ΚΑΘΕ ΕΒΔΟΜΑΔΑΣ

11) 7 ΕΦΤΑ ΕΙΝΑΙ ΤΑ ΔΗΜΙΟΥΡΓΗΜΑΤΑ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΤΩΝ ΑΛΦΑ ΚΑΙ ΤΟΥ ΩΜΕΓΑ

12) 7 ΕΒΔΟΜΟ ΔΗΜΙΟΥΡΓΗΜΑ ΕΙΝΑΙ Ο ΑΝΘΡΩΠΟΣ

13) 7 ΕΦΤΑ ΟΠΕΣ – ΕΙΣΟΔΟΥΣ ΕΧΕΙ ΤΟ ΑΝΘΡΩΠΙΝΟ ΚΡΑΝΙΟ: 2 ΔΥΟ ΜΑΤΙΑ, 2 ΔΥΟ ΑΥΤΙΑ, 2  ΔΥΟ ΡΟΥΘΟΥΝΙΑ ΚΑΙ ΕΝΑ ΣΤΟΜΑ.

ΑΠΟ ΑΥΤΑ, ΤΑ 4 ΤΕΣΣΕΡΑ ΕΙΝΑΙ ΜΟΝΟ ΕΙΣΟΔΟΣ ΕΝΩ ΤΑ ΥΠΟΛΟΙΠΑ 3 ΤΡΙΑ ΕΙΝΑΙ ΕΙΣΟΔΟΣ ΚΑΙ ΕΞΟΔΟΣ ΚΑΙ ΧΙΛΙΑΔΕΣ ΑΚΟΜΗ 7 ΕΦΤΑΡΙΑ ΣΕ ΣΥΝΘΕΣΕΙΣ ΚΑΙ ΣΥΝΔΕΣΕΙΣ, ΟΡΑΤΕΣ ΚΑΙ ΑΟΡΑΤΕΣ, ΣΤΟΝ ΥΛΙΚΟ ΚΑΙ ΑΥΛΟ ΚΟΣΜΟ ΚΑΙ ΟΛΕΣ ΟΙ ΣΥΝΘΕΣΕΙΣ ΕΙΝΑΙ ΣΤΗΝ ΒΑΣΗ, ΣΤΗΝ ΣΥΣΤΑΣΗ, ΣΤΗΝ ΔΟΜΗ ΚΑΙ ΔΟΜΗΣΗ, ΣΤΗΝ ΣΥΝΔΕΣΗ, ΩΣ ΑΠΟΛΥΤΗ ΑΡΧΗ ΤΩΝ ΠΑΝΤΩΝ.

ΣΚΕΨΟΥ ΤΟ ΕΛΛΗΝ ΑΝΘΡΩΠΕ! ΚΑΙ ΞΕΚΙΝΑ ΝΑ ΑΝΑΖΗΤΑΣ ΤΙΣ ΑΛΗΘΕΙΕΣ ΜΕΣΑ ΑΠΟ ΤΑ ΑΛΗΘΙΝΑ ΣΤΟΙΧΕΙΑ ΚΑΙ ΤΙΣ ΑΠΟΔΕΙΞΕΙΣ.

ΞΕΚΙΝΑ ΜΕ ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ ΤΗΣ ΙΔΙΑΣ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΣΟΥ.

ΑΥΤΟ ΕΙΝΑΙ ΤΟ 7 ΕΦΤΑΓΡΑΜΜΟ ΤΩΝ 7 ΕΦΤΑ ΕΛΛΑΝΙΩΝ ΝΟΤΩΝ:

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

ΟΙ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΜΑΣ, ΕΙΝΑΙ ΟΙ ΕΣΤΙΕΣ ΚΑΙ ΟΙ ΑΙΤΙΕΣ ΓΙΑ ΟΛΑ ΤΑ ΔΗΜΙΟΥΡΓΙΚΑ ΑΙΤΙΑΤΑ ΠΟΥ ΘΑ ΔΗΜΙΟΥΡΓΗΘΟΥΝ ΜΕΣΑ ΣΤΙΣ ΚΟΣΜΙΚΕΣ ΓΡΑΜΜΕΣ ΤΟΥΣ, ΠΟΥ ΟΡΙΟΘΕΤΟΥΝ ΤΟ ΠΕΡΙΒΑΛΛΟΝ ΤΟΥΣ.

ΚΑΙ ΓΙΑ ΝΑ ΔΗΜΙΟΥΡΓΗΣΕΙΣ ΜΕΣΑ ΣΤΟ ΔΙΑΣΤΗΜΑ ΤΩΝ 2 ΔΥΟ ΝΟΤΩΝ Π.Χ. ΤΟΥ ΝΤΟ ΚΑΙ ΤΟΥ ΜΙ, ΘΑ ΠΡΕΠΕΙ ΝΑ ΓΝΩΡΙΖΕΙΣ ΜΕΓΙΣΤΑ ΜΑΘΗΜΑΤΙΚΑ ΚΑΙ ΓΕΩΜΕΤΡΙΑ, ΩΣΤΕ ΝΑ ΔΙΑΣΠΑΣΕΙΣ ΤΙΣ ΝΟΤΕΣ ΠΟΥ ΕΙΝΑΙ ΑΠΕΙΡΕΣ. ΝΑ ΑΝΑΓΝΩΡΙΖΕΙΣ ΤΙΣ ΚΩΔΙΚΕΣ ΜΑΘΗΜΑΤΙΚΕΣ ΣΥΧΝΟΤΗΤΕΣ ΤΟΥΣ ΚΑΙ ΝΑ ΑΡΧΙΣΕΙΣ ΝΑ ΣΥΝΘΕΤΕΙΣ ΣΥΧΝΟΤΗΤΕΣ ΚΑΙ ΗΧΟΥΣ, ΚΑΤΙ ΤΟ ΟΠΟΙΟ ΜΟΝΟ ΤΑ ΜΑΘΗΜΑΤΙΚΑ ΚΑΙ Η ΓΕΩΜΕΤΡΙΑ ΣΟΥ ΤΟ ΕΠΙΤΡΕΠΟΥΝ.

ΑΥΤΟ ΣΥΜΒΑΙΝΕΙ ΚΑΙ ΣΤΑ 6 ΕΞΙ ΔΙΑΣΤΗΜΑΤΑ, ΑΛΛΙΩΣ ΔΕΝ ΜΠΟΡΕΙΣ ΝΑ ΔΗΜΙΟΥΡΓΗΣΕΙΣ ΜΟΥΣΙΚΗ ΤΗΝ ΟΠΟΙΑ ΘΑ ΜΠΟΡΕΙΣ ΝΑ ΤΗΝ ΑΠΟΚΑΛΕΣΕΙΣ ΔΗΜΙΟΥΡΓΙΚΗ. ΑΛΛΟ ΟΧΛΑΓΩΓΙΑ ΑΛΛΟ ΜΟΥΣΙΚΗ. ΚΑΙ ΓΙΑ ΝΑ ΤΟ ΕΚΤΕΛΕΣΕΙΣ ΑΥΤΟ, ΠΡΕΠΕΙ ΝΑ ΓΝΩΡΙΖΕΙΣ ΟΛΕΣ ΤΙΣ ΑΛΗΘΕΙΕΣ ΓΙΑ ΤΙΣ ΝΟΤΕΣ ΚΑΙ ΓΙΑ ΟΛΗ ΤΗΝ ΔΟΜΗ ΚΑΙ ΔΟΜΗΣΗ ΤΟΥΣ ΚΑΙ ΝΑ ΓΝΩΡΙΖΕΙΣ ΤΙ ΑΚΡΙΒΩΣ ΘΕΛΕΙΣ ΝΑ ΔΗΜΙΟΥΡΓΗΣΕΙΣ ΓΙΑ ΝΑ ΤΟ ΕΚΤΕΛΕΣΕΙΣ ΜΕ ΤΙΣ ΝΟΤΕΣ.

ΣΕ ΑΝΤΙΘΕΤΗ ΠΕΡΙΠΤΩΣΗ, ΘΑ ΣΥΜΒΕΙ ΑΥΤΟ ΠΟΥ ΣΥΜΒΑΙΝΕΙ ΣΗΜΕΡΑ ΚΑΙ ΠΟΛΥ ΚΑΙΡΟ ΤΩΡΑ. ΟΛΟΙ ΟΙ ΓΥΦΤΟΙ ΠΑΙΖΟΥΝ ΚΛΑΡΙΝΟ, ΤΑΜΠΟΥΡΛΟ, ΦΛΟΓΕΡΑ, ΝΤΕΦΙ, ΓΙΑ ΝΑ ΧΟΡΕΥΟΥΝ ΟΙ ΜΑΙΜΟΥΔΕΣ ΚΑΙ ΟΙ ΑΡΚΟΥΔΕΣ, ΟΙ ΤΕΤΡΑΠΟΔΕΣ ΚΑΙ ΟΙ ΔΙΠΟΔΕΣ.

ΕΚΕΙ ΚΑΤΑΝΤΗΣΑΝ ΤΟΝ ΑΝΘΡΩΠΟ. ΚΑΙ ΒΕΒΑΙΩΣ, ΕΥΤΥΧΩΣ ΠΟΥ ΒΡΕΘΗΚΑΝ ΚΑΙ ΜΕΡΙΚΟΙ ΧΑΖΑΡΟΙ, ΕΒΡΑΙΟΙ, ΓΟΤΘΟΙ, ΟΣΤΡΟΓΟΤΘΟΙ, ΟΠΩΣ Ο WOLFGANG AMADEUS MOZARTΟ JOSEPH HAYDNΟ ΣΠΟΥΔΑΙΟΣ ΧΑΖΑΡΟΣ LUDWIG VAN BEETHOVEN ΚΑΙ ΜΕΡΙΚΟΙ ΕΚΑΤΟΝΤΑΔΕΣ ΑΚΟΜΗ.

ΨΑΞΤΕ ΚΑΙ ΘΑ ΔΕΙΤΕ. ΟΥΤΕ ΕΝΑΣ ΔΕΝ ΕΧΕΙ ΑΝΘΡΩΠΙΝΟ ΟΝΟΜΑ.

ΟΛΑ ΘΑ ΕΙΝΑΙ Ή ΕΒΡΑΙΚΑ Ή ΧΑΖΑΡΙΚΑ Ή ΓΟΤΘΙΚΑ ΓΚΟΘ.

ΑΡΑ, Ο,ΤΙ ΥΠΑΡΧΕΙ ΣΤΟΝ ΠΛΑΝΗΤΗ ΜΑΣ ΑΠΟ ΜΟΥΣΙΚΗ, ΕΙΝΑΙ ΟΙ ΓΥΦΤΟΙ, ΟΙ ΕΒΡΑΙΟΙ, ΟΙ ΧΑΖΑΡΟΜΟΓΓΟΛΟΙ ΚΑΙ ΜΑΛΙΣΤΑ ΣΤΙΣ ΑΡΧΕΣ ΤΟΥ 19ΟΥ ΑΙΩΝΑ. ΕΙΔΕΣ ΤΙ ΑΝΑΚΑΛΥΨΕΙΣ ΚΑΝΟΥΝ ΤΑ ΖΩΑΒΕΒΑΙΑ, ΟΤΑΝ ΥΠΑΡΧΕΙ ΕΝΑΣ ΜΟΝΟΦΘΑΛΜΟΣ ΠΟΥ ΤΟ ΕΝΑ ΤΟΥ ΜΑΤΙ ΕΧΕΙ 7 ΕΦΤΑ ΒΑΘΜΟΥΣ ΜΥΩΠΙΑΣ ΚΑΙ ΟΛΟΙ  ΟΙ ΑΛΛΟΙ ΕΙΝΑΙ ΤΥΦΛΟΙ ΚΑΙ ΒΡΙΣΚΟΝΤΑΙ ΣΤΗΝ ΛΗΘΗ, ΤΟΤΕ ΑΥΤΟΣ Ο ΑΝΑΠΗΡΟΣ ΜΟΝΟΦΘΑΛΜΟΣ ΕΙΝΑΙ ΒΑΣΙΛΙΑΣ.

ΟΛΑ ΤΑ ΠΑΡΑΠΑΝΩ ΚΑΙ ΧΙΛΙΑΔΕΣ ΑΚΟΜΗ, ΜΕ ΤΙΣ ΝΕΕΣ ΑΛΛΟΙΩΣΕΙΣ ΤΩΝ ΗΧΟΣΥΧΝΟΤΗΤΩΝ ΚΑΙ ΤΗΣ ΜΟΥΣΙΚΗΣ ΣΕ ΟΛΑ ΤΑ ΕΠΙΠΕΔΑ, ΕΙΝΑΙ Η ΚΑΤΑΝΤΙΑ ΤΟΥ ΑΝΘΡΩΠΙΝΟΥ ΓΕΝΟΥΣ. ΕΙΝΑΙ ΠΟΛΥ ΛΥΠΗΡΟ, ΤΡΟΜΕΡΟ, ΝΑ ΒΛΕΠΕΙΣ ΤΑ ΔΗΜΙΟΥΡΓΗΜΑΤΑ ΑΝΘΡΩΠΟΥΣ ΝΑ ΧΕΙΡΙΖΟΝΤΑΙ ΤΟΣΟ ΔΟΛΙΑ, ΤΟΣΟ ΓΕΛΟΙΑ ΚΑΙ ΜΕ ΤΟΣΟ ΣΚΟΤΑΔΙΣΜΟ ΤΙΣ ΗΧΟΣΥΧΝΟΤΗΤΕΣ ΚΑΙ ΤΟΥΣ ΗΧΟΥΣ ΠΟΥ ΤΟΥΣ ΔΗΜΙΟΥΡΓΗΣΑΝ, ΜΕ ΤΟΣΟ ΕΠΙΚΙΝΔΥΝΟ ΓΙΑ ΑΥΤΟΥΣ ΤΡΟΠΟ ΚΑΙ ΕΦΑΡΜΟΓΗ. ΝΑ ΔΙΔΑΣΚΕΤΑΙ ΟΛΗ ΑΥΤΗ Η ΓΕΛΟΙΟΤΗΤΑ ΓΙΑ ΤΙΣ 7 ΕΦΤΑ ΝΟΤΕΣ ΚΑΙ ΝΑ ΤΙΣ ΑΛΛΟΙΩΝΟΥΝ, ΝΑ ΤΙΣ ΒΙΑΖΟΥΝ, ΝΑ ΤΙΣ ΠΡΟΣΒΑΛΛΟΥΝ, ΝΑ ΤΙΣ ΒΕΒΗΛΩΝΟΥΝ ΚΑΙ ΝΑ ΤΙΣ ΧΡΗΣΙΜΟΠΟΙΟΥΝ ΓΙΑ ΝΑ ΦΑΝΑΤΙΣΟΥΝ, ΝΑ ΕΛΕΓΞΟΥΝ, ΝΑ ΔΥΝΑΣΤΕΥΣΟΥΝ ΚΑΙ ΝΑ ΑΛΛΟΙΩΣΟΥΝ ΤΑ ΔΗΜΙΟΥΡΓΗΜΑΤΑ ΑΝΘΡΩΠΟΥΣ.

ΒΙΑΖΟΝΤΑΣ ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ, ΕΚΤΕΛΟΥΝ ΑΠΟΣΤΑΤΙΚΟΥΣ ΥΜΝΟΥΣ ΚΑΙ ΗΧΟΣΥΧΝΟΤΗΤΕΣ ΑΠΟΣΤΑΤΙΚΩΝ ΔΟΞΑΣΙΩΝ ΚΑΙ ΤΕΛΕΤΩΝ ΓΙΑ ΝΑ ΣΚΛΑΒΩΣΟΥΝ ΟΣΟ ΠΕΡΙΣΣΟΤΕΡΟΥΣ ΑΝΘΡΩΠΟΥΣ ΜΠΟΡΟΥΝ! ΤΑ ΖΩΑ!

ΣΤΑ ΝΕΟΤΕΡΑ ΧΡΟΝΙΑ, ΣΟΥ ΑΝΑΠΑΡΑΓΟΥΝ ΤΙΣ ΝΟΤΕΣ ΣΟΥ ΗΛΕΚΤΡΟΝΙΚΑ. ΠΩΣ ΕΙΣΑΙ ΣΙΓΟΥΡΟΣ ΑΝΘΡΩΠΕ ΕΛΛΗΝ ΟΤΙ ΑΥΤΟ ΠΟΥ ΣΟΥ ΠΡΟΣΦΕΡΟΥΝ ΑΚΟΥΣΤΙΚΑ ΕΙΝΑΙ ΟΙ: ΝΤΟ – ΜΙ – ΦΑ – ΡΕ – ΛΑ – ΣΙ – ΣΟΛ; ΔΕΝ ΓΝΩΡΙΖΕΙΣΑΠΛΑ ΑΚΟΛΟΥΘΕΙΣ ΚΑΙ ΧΟΡΕΥΕΙΣ. ΖΕΙΣ ΚΑΙ ΒΙΩΝΕΙΣ ΣΤΟΝ ΡΥΘΜΟ, «Α – ΡΥΘΜΟ» 

ΠΟΥ ΣΟΥ ΕΠΕΒΑΛΑΝ.

ΝΑ ΑΠΑΝΤΗΣΕΙΣ ΣΤΟΝ ΕΑΥΤΟΝ ΣΟΥ ΑΝΘΡΩΠΕ! ΑΥΤΑ ΤΑ ΖΩΑ, ΟΙ ΑΠΟΣΤΑΤΕΣ, ΠΟΥ ΤΙΣ ΒΡΗΚΑΝ ΚΑΙ ΣΟΥ ΤΙΣ ΠΡΟΣΦΕΡΟΥΝ;

ΜΗΠΩΣ ΤΙΣ ΑΝΑΚΑΛΥΨΑΝ ΤΑ «ΧΑΖΑΡΟ - ΖΩΑ»ΡΕ ΑΝΘΡΩΠΕ ΤΟ ΛΕΕΙ ΚΑΙ Η ΠΡΟΣΦΩΝΗΣΗ ΤΟΥΣ: «ΧΑΖΑ – ΡΟΥΣ. ΤΑ ΧΑΖΑ ΠΟΥ ΠΕΡΠΑΤΟΥΝ». ΤΙ ΣΤΟΝ ΔΙΑΟΛΟ ΔΕΝ ΚΑΤΑΛΑΒΑΙΝΕΙΣ;

ΑΥΤΑ ΤΑ ΖΩΑ ΘΑ ΣΟΥ ΠΟΥΝ ΓΙΑ ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΣΟΥΑΥΤΑ ΘΑ ΚΑΝΟΝΙΖΟΥΝ ΤΙ ΘΑ ΑΚΟΥΣ, ΤΙ ΘΑ ΧΟΡΕΥΕΙΣ ΚΑΙ ΤΙ ΘΑ ΤΡΑΓΟΥΔΑΣΑΥΤΑ ΘΑ ΣΟΥ ΜΑΘΟΥΝ ΓΙΑ ΤΟΥΣ ΔΗΜΙΟΥΡΓΟΥΣ ΣΟΥ ΚΑΙ ΤΗΝ ΔΗΜΙΟΥΡΓΙΑ ΣΟΥΕΕΕΕΕ???

ΤΙ ΝΑ ΣΟΥ ΠΩ! ΔΕΝ ΘΑ ΣΟΥ ΠΩ. ΘΑ ΣΟΥ ΔΕΙΞΩ, ΘΑ ΣΟΥ ΑΠΟΔΕΙΞΩ! ΘΑ ΣΟΥ ΜΑΘΩ! ΚΑΙ ΤΟΤΕ ΘΑ ΠΑΡΕΙΣ ΘΕΣΗ ΜΕ ΕΛΕΦΘΕΡΗ ΒΟΥΛΗΣΗ, ΔΙΟΤΙ ΜΟΝΟ ΑΥΤΟ ΕΠΙΤΡΕΠΕΤΑΙ ΣΤΗΝ ΔΗΜΙΟΥΡΓΙΑ ΜΑΣ.
ΕΤΣΙ ΛΟΙΠΟΝ ΤΩΡΑ, ΜΟΝΟ ΜΕ ΤΗΝ ΚΛΙΜΑΚΑ ΚΑΙ ΤΗΝ ΣΩΣΤΗ ΑΠΟΛΥΤΗ ΘΕΣΗ ΠΟΥ ΤΟΠΟΘΕΤΟΥΝΤΑΙ ΟΙ ΝΟΤΕΣ ΣΤΟ ΜΕΤΡΟ ΚΑΙ ΜΕ ΑΠΟΛΥΤΗ ΑΚΡΙΒΗ ΔΙΑΣΠΑΣΗ ΚΑΙ ΓΕΩΜΕΤΡΙΚΟΥΣ ΥΠΟΛΟΓΙΣΜΟΥΣ, ΘΑ ΞΑΝΑΒΡΟΥΜΕ ΤΟΥΣ ΚΩΔΙΚΕΣ ΚΑΙ ΤΙΣ ΣΩΣΤΕΣ ΣΥΧΝΟΤΗΤΕΣ, ΩΣΤΕ ΝΑ ΜΠΟΡΟΥΜΕ ΝΑ ΔΗΜΙΟΥΡΓΗΣΟΥΜΕ ΞΑΝΑ, ΑΛΗΘΙΝΑ ΚΑΙ ΑΠΟΛΥΤΑ ΣΤΗΝ ΔΗΜΙΟΥΡΓΙΑ ΜΑΣ, ΚΑΘΩΣ ΚΑΙ ΝΑ ΜΑΘΟΥΜΕ ΤΑ ΜΥΣΤΙΚΑ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΤΩΝ 7 ΕΦΤΑ ΝΟΤΩΝ ΩΣΤΕ ΝΑ ΤΑ ΧΡΗΣΙΜΟΠΟΙΗΣΟΥΜΕ ΣΤΟΝ ΔΗΜΙΟΥΡΓΙΚΟ ΜΑΣ ΒΙΟ ΚΑΙ ΖΩΗ ΚΑΙ ΝΑ ΤΑ ΜΕΤΑΔΩΣΟΥΜΕ ΣΤΟΥΣ ΑΠΟΓΟΝΟΥΣ ΜΑΣ, ΟΠΩΣ ΟΦΕΙΛΟΥΜΕ. ΝΑ ΤΑ ΠΡΟΣΤΑΤΕΥΣΟΥΜΕ ΝΑ ΑΠΑΞΙΩΣΟΥΜΕ ΚΑΘΕΤΙ ΑΠΟΣΤΑΤΙΚΟ, ΥΒΡΙΔΙΑΚΟ ΤΕΧΝΑΣΜΑ Ή ΜΗΧΑΝΙΣΜΟ, ΜΕΘΟΔΟ, ΔΙΔΑΧΗ, ΠΟΥ ΑΛΛΟΙΩΝΕΙ ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ ΜΑΣ ΚΑΙ ΜΑΣ ΔΥΝΑΣΤΕΥΕΙ ΚΑΙ ΜΑΣ ΠΑΡΑΠΛΑΝΑ.
ΕΧΕΙ ΣΗΜΑΣΙΑ ΝΑ ΚΑΤΑΝΟΗΣΟΥΝ ΟΛΟΙ ΟΙ ΑΝΘΡΩΠΟΙ ΟΤΙ ΠΟΥΘΕΝΑ ΔΕΝ ΕΧΟΥΝ ΕΜΦΑΝΙΣΕΙ ΕΝΑ ΑΡΧΑΙΟ ΕΛΛΗΝΙΚΟ ΒΙΒΛΙΟ ΓΡΑΦΗΣ ΜΟΥΣΙΚΗΣ
ΔΕΝ ΣΑΣ ΚΑΝΕΙ ΕΝΤΥΠΩΣΗ;
ΜΑ ΕΜΕΙΣ ΟΙ ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ, ΕΙΧΑΜΕ ΜΟΝΑΔΙΚΗ ΑΛΗΘΙΝΗ ΜΟΥΣΙΚΗ. ΔΙΚΕΣ ΜΑΣ ΕΙΝΑΙ ΟΙ 7 ΕΦΤΑ ΝΟΤΕΣ. ΕΜΕΙΣ ΕΙΧΑΜΕ ΟΛΑ ΤΑ ΜΟΥΣΙΚΑ ΟΡΓΑΝΑ ΚΑΙ ΒΕΒΑΙΩΣ ΕΙΧΑΜΕ ΚΑΙ ΜΟΥΣΙΚΟΘΕΡΑΠΕΙΑ. ΠΟΥ ΕΙΝΑΙ ΟΛΑ ΤΑ ΜΟΥΣΙΚΑ ΚΕΙΜΕΝΑ ΜΑΣ, ΕΛΛΗΝ ΑΝΘΡΩΠΟΙ; ΝΑ ΔΟΥΜΕ ΠΩΣ ΑΠΟΤΥΠΩΝΑΝ ΟΙ ΕΛΛΗΝ ΠΡΟΓΟΝΟΙ ΜΑΣ ΤΗΝ ΜΟΥΣΙΚΗ ΠΟΥ ΕΠΑΙΖΑΝ;
ΑΛΛΑ ΠΕΡΙΜΕΝΕΣ ΕΛΛΗΝ ΑΝΘΡΩΠΕ ΤΑ ΧΑΖΑ – ΡΟ ΖΩΑ ΝΑ ΣΟΥ ΓΡΑΨΟΥΝ ΜΟΥΣΙΚΗ ΚΑΙ ΝΑ ΣΟΥ ΜΑΘΟΥΝ ΤΙΣ ΑΛΛΟΙΩΜΕΝΕΣ ΝΟΤΕΣ ΣΟΥ ΤΑ ΤΕΛΕΥΤΑΙΑ 200 ΧΡΟΝΙΑ ΕΕΕΕ;
ΚΑΤΙ ΔΕΝ ΠΑΕΙ ΚΑΛΑ ΣΕ ΑΥΤΟ. ΔΕΝ ΝΟΜΙΖΕΙΣ ΕΛΛΗΝ ΑΝΘΡΩΠΕ;

ΩΣΤΟΣΟ ΟΜΩΣ, ΘΑ ΣΟΥ ΑΠΟΔΕΙΞΩ ΤΟΝ ΑΛΗΘΙΝΟ ΤΡΟΠΟ ΝΑ ΞΑΝΑΠΑΡΕΙΣ ΤΙΣ ΑΛΗΘΕΙΕΣ ΣΤΑ ΧΕΡΙΑ ΣΟΥ ΚΑΙ ΝΑ ΔΗΜΙΟΥΡΓΗΣΕΙΣ ΞΑΝΑ ΣΤΙΣ ΑΛΗΘΙΝΕΣ ΒΑΣΕΙΣ ΚΑΙ ΚΛΙΜΑΚΕΣ, ΔΙΑΣΤΗΜΑΤΑ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΣΟΥ.

ΚΑΙ ΓΙΑ ΝΑ ΚΑΤΑΛΑΒΕΙΣ, ΝΑ ΚΑΤΑΝΟΗΣΕΙΣ ΑΝΘΡΩΠΕ ΕΛΛΗΝ ΤΙ ΣΟΥ ΕΧΟΥΝ ΚΑΝΕΙ ΟΛΑ ΑΥΤΑ ΤΑ ΑΠΟΣΤΑΤΙΚΑ ΖΩΑ, ΤΑ ΑΠΟΚΟΣΜΑ ΜΟΡΦΩΜΑΤΑ, ΤΑ ΑΝΟΑ, ΤΑ ΠΕΡΙΤΤΩΜΑΤΑ ΤΟΥ ΣΥΜΠΑΝΤΟΣ:

ΕΝΩ ΕΧΕΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ ΚΑΙ ΑΥΤΕΣ ΔΗΜΙΟΥΡΓΟΥΝ ΤΑ ΔΙΑΣΤΗΜΑΤΑ ΤΟΥΣ «ΟΠΩΣ ΕΙΝΑΙ ΠΕΡΙΠΟΥ ΟΙ ΔΙΑΣΤΑΣΕΙΣ» ΚΑΙ Η ΚΑΘΕΜΙΑ ΑΠΟ ΤΙΣ 7 ΕΦΤΑ ΝΟΤΕΣ ΕΧΕΙ ΤΗΝ ΔΙΚΗ ΤΗΣ ΚΟΣΜΟΓΡΑΜΜΗ (ΑΡΑ ΕΧΟΥΜΕ 7 ΕΦΤΑ ΚΟΣΜΟΓΡΑΜΜΕΣ ΚΑΙ 6 ΔΙΑΣΤΗΜΑΤΑ, ΠΟΥ ΜΕΣΑ ΣΤΑ ΔΙΑΣΤΗΜΑΤΑ ΔΗΜΙΟΥΡΓΟΥΝ ΜΟΝΟ ΟΙ 2 ΔΥΟ ΝΟΤΕΣ ΩΣ ΜΟΝΑΔΑ ΔΗΜΙΟΥΡΓΙΑΣ – ΖΕΥΓΟΣ), ΤΑ ΖΩΑ ΑΥΤΑ ΣΟΥ ΚΑΤΑΣΚΕΥΑΣΑΝ ΕΝΑ ΠΕΝΤΑΓΡΑΜΜΟ.

ΜΑ ΒΡΕ ΑΝΙΣΤΟΡΗΤΑ ΑΝΟΑ ΖΩΑ, ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ 

ΘΑ ΤΙΣ ΒΑΛΕΙΣ ΣΤΟ ΠΕΝΤΑΓΡΑΜΜΟ ΚΑΙ ΟΧΙ ΣΤΟ ΕΦΤΑΓΡΑΜΜΟ;

ΠΟΥ ΕΑΝ ΔΟΥΜΕ ΤΗΝ ΓΕΩΜΕΤΡΗΣΗ ΤΟΥ ΚΩΔΙΚΟΥ ΟΝΟΜΑΤΟΣ ΕΦΤΑΓΡΑΜΜΟ, ΘΑ ΔΟΥΜΕ ΑΚΡΙΒΩΣ ΤΟ ΕΞΗΣ:


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
ΚΑΙ ΑΝ ΠΡΟΣΘΕΣΟΥΜΕ ΤΟΝ ΚΩΔΙΚΟ ΔΗΜΙΟΥΡΓΙΑΣ ΤΟΥΣ ΑΠΟ ΤΟ Α Ο Ω ΠΟΥ ΔΗΜΙΟΥΡΓΗΘΗΚΑΝ ΟΛΑ ΤΑ ΣΥΜΒΟΛΑ ΜΑΣ, ΘΑ ΔΙΑΠΙΣΤΩΣΟΥΜΕ ΤΟ ΕΞΗΣ:

14 + 18 + 7 + 28 + 12 + 10 + 28 + 13 + 13 + 8 = 151

= 1 + 5 + 7 = 7 ΕΦΤΑ

Ο ΓΕΩΜΕΤΡΙΚΟΣ ΑΡΙΘΜΗΤΙΚΟΣ ΚΩΔΙΚΟΣ ΚΤΙΣΗΣ ΚΑΙ ΔΗΜΙΟΥΡΓΙΑΣ ΤΟΥ ΕΦΤΑΓΡΑΜΜΟ ΕΙΝΑΙ ΤΟ 7 ΕΦΤΑ. ΚΑΙ ΔΕΝ ΘΑ ΜΠΟΡΟΥΣΕ ΝΑ ΕΙΝΑΙ ΤΙΠΟΤΑ ΑΛΛΟ ΓΙΑ ΤΙΣ 7 ΕΦΤΑ ΚΟΣΜΟΓΡΑΜΜΕΣ ΤΩΝ 7 ΕΦΤΑ ΕΛΛΑΝΙΩΝ ΝΟΤΩΝ ΤΗΣ 7 ΕΦΤΑΕΠΙΠΕΔΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΤΩΝ ΑΛΦΑ ΚΑΙ ΤΟΥ ΩΜΕΓΑ ΚΑΙ ΚΑΘΕ ΜΙΑ ΓΡΑΜΜΗ ΑΝΗΚΕΙ ΣΕ ΚΑΘΕ ΚΟΣΜΙΚΗ ΕΛΛΑΝΙΑ ΝΟΤΑ. ΤΟΤΕ ΤΑ ΖΩΑ, ΤΙ ΣΤΟΝ ΔΙΑΟΛΟ ΒΑΖΟΥΝ ΣΤΟ ΠΕΝΤΑΓΡΑΜΜΟ ΚΑΙ ΠΩΣ ΤΙΣ ΒΑΖΟΥΝ;

ΤΑ ΗΜΙΤΡΕΛΑ ΥΒΡΙΔΙΑΚΑ ΣΠΕΡΜΑΤΑ ΔΙΔΑΞΑΝ ΟΛΕΣ ΤΙΣ ΓΕΛΟΙΟΤΗΤΕΣ ΚΑΙ ΟΛΕΣ ΤΙΣ ΠΑΠΑΡΙΕΣ ΤΟΥΣ ΣΕ ΟΛΟΥΣ ΤΟΥΣ ΑΝΘΡΩΠΟΥΣ ΚΑΙ ΕΠΕΙΔΗ ΟΛΑ ΓΥΡΩ ΜΑΣ ΕΙΝΑΙ ΤΕΛΕΙΩΣ ΑΠΟΚΟΣΜΑ, ΑΡΧΙΣΕ ΑΝΘΡΩΠΕ ΝΑ ΤΟ ΠΑΡΑΤΗΡΕΙΣ.

ΚΑΙ ΕΠΕΙΔΗ ΔΕΝ ΤΟΥΣ ΦΤΑΝΕΙ ΤΟ ΠΕΝΤΑΓΡΑΜΜΟ, ΕΜΑΘΑΝ ΚΑΙ ΔΙΔΑΞΑΝ ΣΤΟΥΣ ΑΝΘΡΩΠΟΥΣ ΝΑ ΒΓΑΖΟΥΝ ΤΙΣ ΝΟΤΕΣ ΚΑΙ ΝΑ ΤΙΣ ΚΡΕΜΟΥΝ ΣΤΟ ΧΑΟΣ, ΕΞΩ ΑΠΟ ΤΟ ΠΕΝΤΑΓΡΑΜΜΟ, ΠΑΝΩ ΚΑΙ ΚΑΤΩ ΑΠΟ ΤΟ ΠΕΡΙΘΩΡΙΟ ΤΟΥ ΠΕΝΤΑΓΡΑΜΜΟΥ, ΚΑΡΦΩΝΟΝΤΑΣ ΤΗΝ ΚΑΘΕ ΝΟΤΑ ΜΕ ΒΕΛΟΣ, ΚΟΒΟΝΤΑΣ ΤΗΝ ΣΤΗΝ ΜΕΣΗ, ΜΕ ΑΠΟΤΕΛΕΣΜΑ ΟΙ ΝΟΤΕΣ ΝΑ ΑΙΩΡΟΥΝΤΑΙ ΕΞΩ, ΜΑΚΡΙΑ ΑΠΟ ΤΗΝ ΕΣΤΙΑ ΤΟΥΣ, ΤΗΝ ΒΑΣΗ ΤΟΥΣ, ΣΤΟ ΠΟΥΘΕΝΑ.

ΚΑΙ ΤΩΡΑ ΘΕΛΕΙΣ ΝΑ ΔΗΜΙΟΥΡΓΗΣΕΙΣ ΜΟΥΣΙΚΗ ΚΑΙ ΔΗΜΙΟΥΡΓΙΑ. ΕΤΣΙ ΑΝΘΡΩΠΕ; ΜΠΡΑΒΟ! ΚΑΙ ΞΟΔΕΨΕ ΧΡΗΜΑΤΑ ΚΑΙ ΧΡΟΝΟ ΓΙΑ ΝΑ ΜΑΘΟΥΝ ΤΑ ΤΕΚΝΑ ΣΟΥ ΜΟΥΣΙΚΗ ΚΑΙ ΔΗΜΙΟΥΡΓΙΑ. ΤΙ ΝΑ ΜΑΘΟΥΝ ΡΕ ΑΝΘΡΩΠΕ ΜΟΥ;
ΑΝΘΡΩΠΕ, ΤΙ ΑΚΡΙΒΩΣ ΔΙΔΑΣΚΕΙΣ ΕΚΕΙ ΕΞΩ ΣΤΑ ΠΑΙΔΙΑ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ, ΤΟΥΣ ΑΝΘΡΩΠΟΥΣΤΙ ΜΟΥΣΙΚΗ ΓΡΑΦΕΙΣΓΙΑ ΠΟΙΟΝ ΚΑΙ ΠΩΣ ΤΗΝ ΓΡΑΦΕΙΣΜΕ ΠΟΙΕΣ ΒΑΣΕΙΣ ΚΑΙ ΠΟΙΕΣ ΑΠΟΔΕΙΞΕΙΣ;

ΜΕ ΤΟ ΠΟΥ ΘΑ ΜΠΕΙ ΣΤΗΝ ΚΛΙΜΑΚΑ Η ΝΟΤΑ ΛΟ, ΘΑ ΔΙΑΧΩΡΙΣΤΕΙ ΣΕ 7 ΕΦΤΑ ΝΟΤΕΣ ΤΗΣ ΛΟ, ΣΤΗΝ ΚΛΙΜΑΚΑ ΑΝΩ – ΜΕΣΗ – ΚΑΤΩ ΚΑΙ ΣΤΙΣ ΘΕΣΕΙΣ ΝΤΟ – ΜΙ – ΦΑ – ΡΕ – ΛΑ – ΣΙ – ΣΟΛ.

ΕΠΕΙΤΑ ΑΠΟ ΑΥΤΟ ΤΟ ΔΗΜΙΟΥΡΓΙΚΟ ΧΕΙΡΟΥΡΓΕΙΟ, ΕΚΤΕΛΕΙΤΑΙ ΟΛΗ Η ΔΗΜΙΟΥΡΓΙΚΗ ΔΙΕΡΓΑΣΙΑ, ΠΟΥ ΕΧΕΙ ΑΠΟΔΕΙΧΘΕΙ, ΩΣΤΕ Η ΝΟΤΑ ΚΑΙ ΟΛΕΣ ΟΙ ΑΠΕΙΡΕΣ ΝΟΤΕΣ ΤΗΣ ΕΛΛΑΝΙΑΣ ΔΗΜΙΟΥΡΓΙΑΣ ΟΛΩΝ ΤΩΝ ΗΧΟΣΥΧΝΟΤΗΤΩΝ, ΝΑ ΕΚΤΕΛΕΣΕΙ ΤΗΝ ΔΗΜΙΟΥΡΓΙΑ ΤΗΣ.

ΑΥΤΟ ΕΙΝΑΙ ΔΗΜΙΟΥΡΓΙΑ ΚΑΙ ΑΥΤΟ ΠΡΕΠΕΙ ΝΑ ΚΑΝΕΙΣ ΑΝΘΡΩΠΕ!

ΓΙΑ ΝΑ ΔΗΜΙΟΥΡΓΗΣΕΙΣ ΝΟΤΕΣ, ΗΧΟΣΥΧΝΟΤΗΤΕΣ ΚΑΙ ΜΟΥΣΙΚΗ ΜΕ ΗΧΟΣΥΧΝΟΤΗΤΕΣ ΚΑΙ ΟΧΙ ΑΥΤΟ ΠΟΥ ΚΑΝΟΥΝ ΣΗΜΕΡΑ ΤΑ ΖΩΑ ΣΤΟΝ ΠΛΑΝΗΤΗ ΜΑΣ. ΠΟΥ ΠΑΙΖΟΥΝ, ΑΛΛΟΙΩΝΟΥΝ ΚΑΙ ΒΕΒΗΛΩΝΟΥΝ ΤΗΝ ΙΔΙΑ ΤΗΝ ΙΕΡΗ ΚΛΙΜΑΚΑ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ: ΝΤΟ – ΜΙ – ΦΑ – ΡΕ – ΛΑ – ΣΙ – ΣΟΛ ΚΑΙ ΟΥΤΕ ΣΤΗΝ ΣΩΣΤΗ ΣΕΙΡΑ ΤΟΥΣ ΔΕΝ ΤΙΣ ΒΑΖΟΥΝ.

ΟΤΑΝ ΣΟΥ ΔΩΣΩ ΕΝΑΝ ΧΑΡΑΚΑ ΓΙΑ ΝΑ ΤΡΑΒΗΞΕΙΣ ΜΙΑ ΓΡΑΜΜΗ, ΔΕΝ ΑΦΗΝΕΙΣ ΤΟΝ ΧΑΡΑΚΑ ΝΑ ΠΑΡΙΣΤΑΝΕΙ ΤΗΝ ΓΡΑΜΜΗ, ΑΛΛΑ ΜΕ ΤΟΝ ΧΑΡΑΚΑ ΘΑ ΠΡΕΠΕΙ ΝΑ ΤΡΑΒΗΞΕΙΣ ΑΠΕΙΡΕΣ ΓΡΑΜΜΕΣ.

ΑΛΛΑ ΕΑΝ ΕΙΣΑΙ ΖΩΟ, ΒΑΖΕΙΣ ΤΟΝ ΧΑΡΑΚΑ ΓΙΑ ΓΡΑΜΜΗ ΚΑΙ ΝΟΜΙΖΕΙΣ ΟΤΙ ΑΥΤΟ ΕΙΝΑΙ ΔΗΜΙΟΥΡΓΙΑ.

ΟΙ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΕΝΤΟΛΕΣ ΤΟΥ ΖΕΥΣ ΤΟΥ ΔΙΟΣ ΕΙΝΑΙ ΤΑΥΤΟΣΗΜΕΣ ΚΑΙ ΙΔΙΕΣ ΜΕ ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ ΤΗΣ ΔΗΜΙΟΥΡΓΙΑΣ ΚΑΙ ΠΟΤΕ ΔΕΝ ΠΡΕΠΕΙ ΝΑ ΤΙΣ ΔΙΑΧΩΡΙΖΕΙΣ ΑΝΘΡΩΠΕ.

ΔΙΟΤΙ ΟΤΑΝ ΓΝΩΡΙΖΕΙΣ ΚΑΙ ΕΛΕΓΧΕΙΣ ΤΙΣ ΣΥΧΝΟΤΗΤΕΣ ΣΟΥ, ΤΙΣ ΗΧΟΣΥΧΝΟΤΗΤΕΣ ΣΟΥ ΠΟΥ ΔΗΜΙΟΥΡΓΟΥΝΤΑΙ ΑΠΟ ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ, ΤΗΝ ΙΕΡΗ ΚΛΙΜΑΚΑ, ΤΗΝ ΜΕΣΟΤΗΤΑ ΤΩΝ ΠΑΝΤΩΝ, ΤΟΤΕ ΑΠΟΛΑΜΒΑΝΕΙΣ ΤΙΣ 7 ΕΦΤΑ ΕΝΤΟΛΕΣ ΤΟΥ ΔΙΟΣ.

ΑΠΟΛΑΜΒΑΝΕΙΣ ΤΗΝ ΥΓΕΙΑ ΣΟΥ ΚΑΙ ΤΗΝ ΥΓΕΙΑ ΤΟΥ ΠΕΡΙΒΑΛΛΟΝΤΟΣ ΣΟΥ. ΑΠΟΛΑΜΒΑΝΕΙΣ ΤΟ ΚΑΛΛΟΣ, ΤΟΝ ΠΛΟΥΤΟ, ΤΗΝ ΙΣΧΥ ΣΟΥ, ΤΗΝ ΦΡΟΝΗΣΗ ΣΟΥ, ΜΕ ΑΥΤΟΓΝΩΣΙΑ, ΤΗΝ ΔΙΚΑΙΟΣΥΝΗ ΣΟΥ, ΤΗΝ ΑΝΔΡΕΙΑ ΣΟΥ ΚΑΙ ΤΗΝ ΑΣΦΑΛΕΙΑ ΣΟΥ.

ΟΤΑΝ ΑΠΟ ΤΗΝ ΑΛΛΗ, ΕΚΤΕΛΕΙΣ ΑΠΟΛΥΤΑ ΚΑΙ ΑΛΗΘΙΝΑ ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΕΝΤΟΛΕΣ ΤΟΥ ΔΙΟΣ, ΕΛΕΓΧΕΙΣ ΚΑΙ ΕΚΤΕΛΕΙΣ ΑΠΟΛΥΤΑ ΚΑΙ ΑΛΗΘΙΝΑ ΟΛΗ ΤΗΝ ΔΗΜΙΟΥΡΓΙΑ ΟΛΩΝ ΤΩΝ ΣΥΧΝΟΤΗΤΩΝ ΚΑΙ ΗΧΟΣΥΧΝΟΤΗΤΩΝ ΣΟΥ ΓΙΑ ΟΛΕΣ ΤΙΣ ΔΗΜΙΟΥΡΓΙΕΣ ΣΟΥ ΚΑΙ ΤΗΝ ΔΗΜΙΟΥΡΓΙΑ ΣΟΥ.

ΟΙ 7 ΕΦΤΑ ΕΝΤΟΛΕΣ ΤΟΥ ΔΙΟΣ ΠΡΟΣΤΑΤΕΥΟΥΝ ΤΙΣ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ ΤΩΝ ΣΥΧΝΟΤΗΤΩΝ ΣΟΥ ΚΑΙ ΟΙ 7 ΕΦΤΑ ΕΛΛΑΝΙΕΣ ΝΟΤΕΣ, ΣΟΥ ΕΠΙΤΡΕΠΟΥΝ ΜΕ ΑΣΦΑΛΕΙΑ ΚΑΙ ΑΠΕΙΡΗ ΑΦΘΟΝΙΑ ΝΑ ΑΠΟΛΑΥΣΕΙΣ ΤΗΝ ΙΔΙΑ ΤΗΝ ΔΗΜΙΟΥΡΓΙΑ ΣΟΥ ΚΑΙ ΟΛΟ ΤΟ ΜΕΓΑΛΕΙΟ ΤΗΣ, ΠΟΥ ΧΡΕΙΑΣΤΗΚΕ Ο ΖΕΥΣ ΤΟΥ ΔΙΟΣ ΝΑ ΣΤΙΣ ΚΑΝΕΙ ΕΝΤΟΛΕΣ ΓΙΑ ΝΑ ΖΗΣΕΙΣ ΤΟ ΔΙΚΟ ΣΟΥ ΜΕΓΑΛΕΙΟ.

ΠΑΡΕ ΘΕΣΗ ΕΛΛΗΝ ΑΝΘΡΩΠΕ! ΤΩΡΑ!

ΚΑΙ ΑΡΧΙΣΕ ΝΑ ΔΗΜΙΟΥΡΓΕΙΣ ΑΠΕΙΡΗ ΤΟΥ ΑΠΕΙΡΟΥ ΜΟΥΣΙΚΗ, ΩΣ ΔΗΜΙΟΥΡΓΗΜΑ ΙΩΤΑ ΠΟΥ ΕΙΣΑΙ!




ΑΡΤΕΜΗΣ ΣΩΡΡΑΣ

YOUTUBE Κ.Π.Δ. ΚΕΝΤΡΙΚΗΣ ΜΑΚΕΔΟΝΙΑΣ

ΠΡΟΓΡΑΜΜΑΤΙΚΕΣ ΔΗΛΩΣΕΙΣ Ε.ΣΥ.-ΕΛΛΗΝΩΝ ΣΥΝΕΛΕΥΣΙΣ

ΙΔΡΥΤΙΚΗ ΔΙΑΚΥΡΗΞΗ Ε.ΣΥ.-ΕΛΛΗΝΩΝ ΣΥΝΕΛΕΥΣΙΣ

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