Hello, I have a CD player, model AIWA DX-M90M. After changing module pick up assy SF-90apcp (sanyo), I can not get the disk recognized. The diode turns on, the lens moves trying to detect the CD, but I can not get the CD to start turning and activate the laser.
My query is to know the protocol or sequence of the procedure, or any suggestion of origin of this failure.
Best regards
Raúl Medina
email: viajero_35@hotmail.com
Comments
Hi!
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)
Did you remove the safety S/C?
0