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)
TROUBLESHOOTING GUIDE
E-3
THE PICTURE DOES NOT
APPEAR (2).
YES
NO
CHECK IC4201 AND
PERIPHERAL CIRCUIT.
CONNECT CD4203.
CHECK IC4201 AND
PERIPHERAL CIRCUIT.
NO
YES
CHECK IC801 AND
PERIPHERAL CIRCUIT.
IS CD4203 CONNECTED
AND IS THERE SIGNAL ?
IS THERE SIGNAL
AT IC4201 ?