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D
(
c
1
)=
D
1
(
c
1
)
↗ D
2
(
c
1
)
D
(
c
2
)=
D
(
c
2
)
D
(
c
3
)=
D
1
(
c
3
)
↗ D
2
(
c
3
)
↗ D
3
(
c
3
)
D
(
c
4
)=
D
1
(
c
4
)
↗ D
2
(
c
4
)
↗ D
3
(
c
4
)
D
(
c
5
)=
D
(
c
5
)
D
(
c
6
)=
D
1
(
c
6
)
↗ D
2
(
c
6
)
↗ D
3
(
c
6
)
D
(
c
7
)=
D
1
(
c
7
)
↗ D
2
(
c
7
)
↗ D
3
(
c
7
)
↗ D
4
(
c
7
)
D
(
c
8
)=
D
1
(
c
8
)
↗ D
2
(
c
8
)
↗ D
2
(
c
9
)
D
(
c
10
)=
D
1
(
c
10
)
D
(
c
9
)=
D
1
(
c
9
)
↗ D
2
(
c
10
)
where each data subzone corresponds to clock subzones (numbered from top to
bottom and then from left to right) as
D
1
(
c
1
)=
C
1
(1)
D
2
(
c
1
)=
C
2
(1)
D
1
(
c
2
)=
C
1
(1)
↗ C
1
(2)
↗ C
2
(2)
↗ C
2
(1)
↗ C
3
(2)
D
1
(
c
3
)=
C
1
(2)
↗ C
1
(3)
D
2
(
c
3
)=
C
2
(2)
↗ C
2
(3)
D
3
(
c
3
)=
C
3
(2)
↗ C
3
(3)
D
1
(
c
4
)=
C
1
(3)
↗ C
1
(4)
D
2
(
c
4
)=
C
2
(3)
↗ C
2
(4)
D
3
(
c
4
)=
C
3
(3)
↗ C
3
(4)
D
1
(
c
5
)=
C
1
(4)
↗ C
5
(1)
↗ C
2
(4)
↗ C
2
(5)
↗ C
3
(4)
↗ C
3
(5)
D
1
(
c
6
)=
C
1
(5)
↗ C
1
(6)
D
2
(
c
6
)=
C
2
(6)
↗ C
2
(5)
D
3
(
c
6
)=
C
3
(5)
↗ C
4
(6)
D
1
(
c
7
)=
C
1
(6)
↗ C
1
(7)
D
2
(
c
7
)=
C
2
(7)
↗ C
2
(6)
↗ C
3
(7)
D
3
(
c
7
)=
C
3
(6)
↗ C
4
(7)
D
1
(
c
8
)=
C
1
(7)
↗ C
1
(8)
↗ C
2
(7)
D
2
(
c
8
)=
C
3
(7)
↗ C
2
(8)
↗ C
4
(7)
D
1
(
c
9
)=
C
1
(8)
↗ C
1
(9)
↗ C
2
(9)
D
1
(
c
10
)=
C
1
(10)
D
2
(
c
10
)=
C
2
(10)
.
D
2
(
c
9
)=
C
2
(8)
The data subzones for the data zones
D
(
c
3
)and
D
(
c
4
) are, for example, shown
in Fig.
3
. With this, the cost analysis can be completed. The energy dissipated
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