Κυριακή, Φεβρουαρίου 07, 2021

ΕΞΗΓΩΝΤΑΣ ΜΕ ΛΟΓΙΑ ΤΙΣ ΤΕΣΣΕΡΙΣ ΕΠΟΧΕΣ

data:image/jpeg;base64,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 

Οι Τέσσερις Εποχές (ιταλικά: Le Quattro Stagioni) είναι σύνολο από τα πρώτα τέσσερα κοντσέρτα βιολιού του Αντόνιο Βιβάλντι. Το 1723 είναι η χρονιά σύνθεσής τους και από τότε χαρακτηρίζονται ως ένα από τα καλύτερα έργα του Βιβάλντι. Βρίσκονται ανάμεσα στα πιο δημοφιλή κομμάτια της μπαρόκ μουσικής. Κάθε κοντσέρτο έχει πολλές διαφορετικές μουσικές υφές οι οποίες προσδιορίζουν την εποχή στην οποία αναφέρονται. 

 

Κείμενο: Francis Scaglia 

Απόδοση στα Ελληνικά: Ίρις Ζαχμανίδη 

Αφήγηση: Ζακ Μεναχέμ 

Παίζουν οι σολίστ της Στουτγάρδης υπό τη Διεύθυνση του Marcel Couraud


Αντόνιο Βιβάλντι - Βικιπαίδεια

ΤΟ ΦΘΙΝΟΠΩΡΟ Ο ΧΕΙΜΩΝΑΣ ΤΟ ΚΑΛΟΚΑΙΡΙ Η ΑΝΟΙΞΗ

Δεν υπάρχουν σχόλια:

Ο Μάνος Χατζιδάκις στη Ρωμαϊκή Αγορά - 35 τραγούδια | 1947-1985

Μάνος Χατζιδάκις(1925-1994) 0:00:00 * 01. ΜΙΑ ΠΟΛΗ ΜΑΓΙΚΗ [ΒΑΣΙΛΗΣ ΛΕΚΚΑΣ]   0:03:13 * 02. ΟΔΟΣ ΟΝΕΙΡΩΝ (ΚΑΘΕ ΚΗΠΟΣ ΕΧΕΙ) [ΒΑΣΙΛΗΣ ΛΕΚ...