xref: /dports/math/cudd/cudd-3.0.0/nanotrav/rcn25.blif

.model rcn25
.outputs n0 n1 n2 n3 n4 n5 n6 n7 n8 n9 n10 n11 n12 n13 n14 n15 n16 n17 \
n18 n19 n20 n21 n22 n23 n24

.latch nn0 n0 2
.latch nn1 n1 2
.latch nn2 n2 2
.latch nn3 n3 2
.latch nn4 n4 2
.latch nn5 n5 2
.latch nn6 n6 2
.latch nn7 n7 2
.latch nn8 n8 2
.latch nn9 n9 2
.latch nn10 n10 2
.latch nn11 n11 2
.latch nn12 n12 2
.latch nn13 n13 2
.latch nn14 n14 2
.latch nn15 n15 2
.latch nn16 n16 2
.latch nn17 n17 2
.latch nn18 n18 2
.latch nn19 n19 2
.latch nn20 n20 2
.latch nn21 n21 2
.latch nn22 n22 2
.latch nn23 n23 2
.latch nn24 n24 2

.names n0 s0
0 1
.names n0 c1
1 1
.names n1 n0 c1 s1
100 1
010 1
001 1
111 1
.names n1 n0 c1 c2
11- 1
1-1 1
-11 1
.names n2 n1 c2 s2
100 1
010 1
001 1
111 1
.names n2 n1 c2 c3
11- 1
1-1 1
-11 1
.names n3 n2 c3 s3
100 1
010 1
001 1
111 1
.names n3 n2 c3 c4
11- 1
1-1 1
-11 1
.names n4 n3 c4 s4
100 1
010 1
001 1
111 1
.names n4 n3 c4 c5
11- 1
1-1 1
-11 1
.names n5 n4 c5 s5
100 1
010 1
001 1
111 1
.names n5 n4 c5 c6
11- 1
1-1 1
-11 1
.names n6 n5 c6 s6
100 1
010 1
001 1
111 1
.names n6 n5 c6 c7
11- 1
1-1 1
-11 1
.names n7 n6 c7 s7
100 1
010 1
001 1
111 1
.names n7 n6 c7 c8
11- 1
1-1 1
-11 1
.names n8 n7 c8 s8
100 1
010 1
001 1
111 1
.names n8 n7 c8 c9
11- 1
1-1 1
-11 1
.names n9 n8 c9 s9
100 1
010 1
001 1
111 1
.names n9 n8 c9 c10
11- 1
1-1 1
-11 1
.names n10 n9 c10 s10
100 1
010 1
001 1
111 1
.names n10 n9 c10 c11
11- 1
1-1 1
-11 1
.names n11 n10 c11 s11
100 1
010 1
001 1
111 1
.names n11 n10 c11 c12
11- 1
1-1 1
-11 1
.names n12 n11 c12 s12
100 1
010 1
001 1
111 1
.names n12 n11 c12 c13
11- 1
1-1 1
-11 1
.names n13 n12 c13 s13
100 1
010 1
001 1
111 1
.names n13 n12 c13 c14
11- 1
1-1 1
-11 1
.names n14 n13 c14 s14
100 1
010 1
001 1
111 1
.names n14 n13 c14 c15
11- 1
1-1 1
-11 1
.names n15 n14 c15 s15
100 1
010 1
001 1
111 1
.names n15 n14 c15 c16
11- 1
1-1 1
-11 1
.names n16 n15 c16 s16
100 1
010 1
001 1
111 1
.names n16 n15 c16 c17
11- 1
1-1 1
-11 1
.names n17 n16 c17 s17
100 1
010 1
001 1
111 1
.names n17 n16 c17 c18
11- 1
1-1 1
-11 1
.names n18 n17 c18 s18
100 1
010 1
001 1
111 1
.names n18 n17 c18 c19
11- 1
1-1 1
-11 1
.names n19 n18 c19 s19
100 1
010 1
001 1
111 1
.names n19 n18 c19 c20
11- 1
1-1 1
-11 1
.names n20 n19 c20 s20
100 1
010 1
001 1
111 1
.names n20 n19 c20 c21
11- 1
1-1 1
-11 1
.names n21 n20 c21 s21
100 1
010 1
001 1
111 1
.names n21 n20 c21 c22
11- 1
1-1 1
-11 1
.names n22 n21 c22 s22
100 1
010 1
001 1
111 1
.names n22 n21 c22 c23
11- 1
1-1 1
-11 1
.names n23 n22 c23 s23
100 1
010 1
001 1
111 1
.names n23 n22 c23 c24
11- 1
1-1 1
-11 1
.names n24 n23 c24 s24
100 1
010 1
001 1
111 1
.names n24 n23 c24 c25
11- 1
1-1 1
-11 1
.names n24 c25 s25
10 1
01 1
.names n24 c25 s26
11 1

.names s25 s26 of
00 0

.names n0 of s0 n1 nn0
101- 1
0--1 1
.names n0 of s1 n2 nn1
101- 1
0--1 1
.names n0 of s2 n3 nn2
101- 1
0--1 1
.names n0 of s3 n4 nn3
101- 1
0--1 1
.names n0 of s4 n5 nn4
101- 1
0--1 1
.names n0 of s5 n6 nn5
101- 1
0--1 1
.names n0 of s6 n7 nn6
101- 1
0--1 1
.names n0 of s7 n8 nn7
101- 1
0--1 1
.names n0 of s8 n9 nn8
101- 1
0--1 1
.names n0 of s9 n10 nn9
101- 1
0--1 1
.names n0 of s10 n11 nn10
101- 1
0--1 1
.names n0 of s11 n12 nn11
101- 1
0--1 1
.names n0 of s12 n13 nn12
101- 1
0--1 1
.names n0 of s13 n14 nn13
101- 1
0--1 1
.names n0 of s14 n15 nn14
101- 1
0--1 1
.names n0 of s15 n16 nn15
101- 1
0--1 1
.names n0 of s16 n17 nn16
101- 1
0--1 1
.names n0 of s17 n18 nn17
101- 1
0--1 1
.names n0 of s18 n19 nn18
101- 1
0--1 1
.names n0 of s19 n20 nn19
101- 1
0--1 1
.names n0 of s20 n21 nn20
101- 1
0--1 1
.names n0 of s21 n22 nn21
101- 1
0--1 1
.names n0 of s22 n23 nn22
101- 1
0--1 1
.names n0 of s23 n24 nn23
101- 1
0--1 1
.names n0 of s24 nn24
101 1

.end