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)
7
AT29LV040A
0334F–FLASH–05/02
Input Test Waveforms and Measurement Level
Output Test Load
Note: 1. These parameters are characterized and not 100% tested.
t
R
,t
F
<5ns
Pin Capacitance
f=1MHz,T=25°C
(1)
Symbol Typ Max Units Conditions
C
IN
46pFV
IN
=0V
C
OUT
812pFV
OUT
=0V