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)
Σύνδεση του προβολικού συστήµατος 429
Σύνδεση του προβολικού
συστήµατος
1 ∆έκτης υπέρυθρων
2 Έξοδος VGA (βρόχος διέλευσης οθόνης)
3 Ακροδέκτης USB
4 Ακροδέκτης RS232
5 Ακροδέκτης εισόδου VGA (D-sub)
6 Ακροδέκτης S-Video
7 Ακροδέκτης σύνθετου σήµατος
8 Ακροδέκτης εισόδου ήχου
21345678