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Βοήθεια που πρέπει να συζητηθεί

Marauderking
Περαστική Νότα
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15.04.2014, 10:43

Καλημέρα αναγνώστες και ανγνώστριες θα μπω κατευθείαν στο θέμα ξεκινώντας πέρυσι μουσική κατάλαβα πως το όνειρο μου είναι να δώσω για μουσικολογία επειδή είχα λίγα χρόνια εμπειρίας και έκανα 2βιβλία της   Κα Χρυσούλας Κίτσιου η καθηγήτρια μου στο ωδείο μου είπε πως σε ένα χρόνο θα μπορούσε να μου τελειώσει την ύλη της Αρμονίας .Δυστυχώς όμως , το ωδείο έκλεισε και ψάχνω κάποιον καθηγητή να με βοηθήσει  να τελειώσω την ύλη της αρμονίας και γενικό και ειδικό  μέσα στο καλοκαίρι αλλά και μέχρι το επόμενο καλοκαίρι που θα είμαι Β'Λυκείου μπορεί κάποιος να με βοηθήσει; όλες οι βοήθεις και οι πληροφορίες θα βοηθούσαν!


#1   
georgecompositions
Περαστική Νότα
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17.04.2014, 10:31
καλημέρα καλλιτέχνη! σε ποιο στάδιο βρίσκεσαι? την θεωρία την έχεις τελειώσει? αν θες να προετοιμαστείς για τα ειδικά μαθήματα πρέπει να κάνεις και ακουστικά...
#2   
Marauderking
Περαστική Νότα
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19.04.2014, 10:23
Καλημέρα georgecompositions έχω τελειώσει όπως ανέφερα τα δύο πρώτα βιβλία της Χρύσας Κίτσιου έκανα κιθάρα 2χρόνια και αυτοδίδατκος 1χρόνο
#3   
georgecompositions
Περαστική Νότα
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19.04.2014, 13:16
αν θες βάλε link με τα βιβλία να ρίξω μια ματιά στα περιεχόμενα τους να σου πω. αν θεωρείται διαφήμιση στείλτε μου inbox.
#4   
Marauderking
Περαστική Νότα
Chat
08.08.2014, 11:52
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 τα δύο πρώτα
#5