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)
359
8011O–AVR–07/10
ATmega164P/324P/644P
Figure 26-40. Analog Comparator Current vs. V
CC
.
Figure 26-41. AREF External Reference Current vs. V
CC
.
85°C
25°C
-40°C
0
20
40
60
80
100
1.5 2 2.5 3 3.5 4 4.5 5 5.5
V
CC
(V)
I
CC
(µA)
85°C
25°C
-40°C
0
20
40
60
80
100
120
140
160
180
200
1.5 2 2.5 3 3.5 4 4.5 5 5.5
V
CC
(V)
I
CC
(µA)