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)
375
8011O–AVR–07/10
ATmega164P/324P/644P
Figure 26-70. I/O Pin Output Voltage vs. Source Current (V
CC
= 3V).
Figure 26-71. I/O Pin Output Voltage vs. Source Current (V
CC
= 5V).
V
CC
= 3V
85°C
25°C
-40°C
0
0.5
1
1.5
2
2.5
3
3.5
0
5101520
I
OH
(mA)
V
OH
(V)
85°C
25°C
-40°C
4.3
4.4
4.5
4.6
4.7
4.8
4.9
5
5.1
0
5101520
I
OH
(mA)
V
OH
(V)