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)
30
CONTENTS REMARKS
4) Control Flow & Timing Chart
① Crushed Ice
② Cubed Ice
③ Water
Delay time : A = 500ms, B = 500ms, C = 2.0s, D = 5.0s
D.P SW
Gear Motor
D.P Lamp
D.P S/V
(Flap)
D
A
A
C
D.P SW
Cube S/V
D.P S/V
(Flap)
Gear Motor
D.P Lamp
A
C
A
A
B
D
D.P Lamp
D.P SW
Water S/V
D
A