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)
TROUBLESHOOTING GUIDE
Yes
No
Check AUDIO BLOCK.
Yes
No
Replace CAPSTAN DD UNIT.
Check IC1002.
Yes
No
Is AUDIO HEAD scratched ?
In playback, is the voltage
at pin 4 of CP1003 2.6V ?
AUDIO SHAKES
Replace AUDIO HEAD.
Is input level at pin 85 of
IC1002 about 0.4Vp-p ?
E-4