CR - 8D - Table 2

8-D Matrix Field

Table 2 is arranged in increasing size order.

Table 2 — 8-D Core Matrices
s8→s1 (s1/s8)
000000-11
00000-110
0000-1100
000-11000
00-110000
0-1100000
-11000000
10000000
s7→s1 (s1/s7)
110-1-1010
110-1-1001
00000-101
-1-1010000
-1-100110-1
00-10110-1
10000000
0110-1-101
s6→s1 (s1/s6)
-100-10100
0-1-100010
0-1-100001
-100-10001
0000-1010
10000000
010010-10
0011000-1
s5→s1 (s1/s5)
11-1-1110-1
1000010-1
-10110-100
-10110-1-11
10000000
11-1-1011-1
000-10100
-1-1010-101
s4→s1 (s1/s4)
00-111-100
0-11001-10
-1100001-1
10000000
100000-11
-11000-110
0-110-1100
00-101000
s3→s1 (s1/s3)
-111-100-11
1001-1-110
10000000
-110-111-10
0-101001-1
0-1010000
-110-110-11
1000-1010
s8→s2 (s2/s8)
00000-110
0000-11-11
000-11-110
00-11-1100
0-11-11000
-11-110000
1-1100000
01000000
s7→s2 (s2/s7)
110-1-1001
110-1-1-111
0000-1001
-1-1001000
-1-1-11110-1
0-100110-1
01000000
1110-1-101
s6→s2 (s2/s6)
0-1-100010
-1-1-1-10101
-1-1-1-10011
0-1-10-1011
000-10001
01000000
1011000-1
011110-1-1
s5→s2 (s2/s5)
1000010-1
0100100-1
001100-10
00110-100
01000000
100-10100
00-100010
-1-1000001
s2→s1 (s1/s2)
-111-1-111-1
10000000
10-111-1-11
-10100000
-1010-111-1
10-101000
10-1010-11
-1010-1010
s8→s3 (s3/s8)
0000-1100
000-11-110
00-11-11-11
0-11-11-110
-11-11-1100
1-11-11000
01-110000
00100000
s4→s2 (s2/s4)
0-11001-10
-11-111-11-1
1-11001-10
01000000
01000-110
1-110-11-11
1-1101-110
0-1000100
s7→s3 (s3/s7)
00000-101
0000-1001
000-10010
00-100100
0-1001000
-10010000
00100000
11000000
s6→s3 (s3/s6)
0-1-100001
-1-1-1-10011
-1-1-1-1-1111
0-1-1-10011
00-100001
00100000
0111000-1
111110-1-1
s5→s3 (s3/s5)
-10110-100
001100-10
1100100-1
1100010-1
00100000
-10010-101
0-1000001
00-1-10110
s8→s4 (s4/s8)
000-11000
00-11-1100
0-11-11-110
-11-11-11-11
1-11-11-110
01-11-1100
001-11000
00010000
s3→s2 (s2/s3)
1001-1-110
011-100-11
01000000
1-101001-1
-100011-10
-10001000
1-101-1010
010-10001
s7→s4 (s4/s7)
-1-1010000
-1-1001000
00-100100
100-10010
0100-1001
00100-101
00010000
0000110-1
s6→s4 (s4/s6)
-100-10001
0-1-10-1011
0-1-1-10011
-10-1-10101
0-1000010
00010000
011010-10
1111000-1
s4→s3 (s3/s4)
-1100001-1
1-11001-10
01-111-100
00100000
0010-1100
01-101-110
1-10001-11
-10000010
s8→s5 (s5/s8)
00-110000
0-11-11000
-11-11-1100
1-11-11-110
01-11-11-11
001-11-110
0001-1100
00001000
s7→s5 (s5/s7)
-1-100110-1
-1-1-11110-1
0-1001000
0100-1001
111-1-1-111
1100-1001
00001000
-1-101110-1
s5→s4 (s4/s5)
-10110-1-11
00110-100
1100010-1
110-1110-1
00010000
-1-1110-101
-10000001
10-1-10110
s6→s5 (s5/s6)
0000-1010
000-10001
00-100001
0-1000010
-10000100
00001000
10010000
01100000
s8→s6 (s6/s8)
0-1100000
-11-110000
1-11-11000
01-11-1100
001-11-110
0001-11-11
00001-110
00000100
s7→s6 (s6/s7)
00-10110-1
0-100110-1
-10010000
00100-101
1100-1001
110-10010
00000100
-1-1011000
s8→s7 (s7/s8)
-11000000
1-1100000
01-110000
001-11000
0001-1100
00001-110
000001-11
00000010
s7→s8 (s8/s7)
0110-1-101
1110-1-101
11000000
0000110-1
-1-101110-1
-1-1011000
00000001
110-1-1011
s6→s7 (s7/s6)
010010-10
1011000-1
0111000-1
011010-10
10010000
00000010
-100-10101
0-1-100011
s6→s8 (s8/s6)
0011000-1
011110-1-1
111110-1-1
1111000-1
01100000
00000001
0-1-100011
-1-1-1-10111
s5→s6 (s6/s5)
11-1-1011-1
100-10100
-10010-101
-1-1110-101
00000100
11-1-1111-1
10000100
-10110-101
s4→s5 (s5/s4)
100000-11
01000-110
0010-1100
00001000
00-111000
0-1100100
-11000010
10000001
s5→s7 (s7/s5)
000-10100
00-100010
0-1000001
-10000001
00000010
10000100
01001000
00110000
s5→s8 (s8/s5)
-1-1010-101
-1-1000001
00-1-10110
10-1-10110
00000001
-10110-101
00110000
1100110-1
s3→s4 (s4/s3)
-110-111-10
1-101001-1
00010000
-111-110-11
1001-1010
10000010
-110-111-11
0-1010010
s4→s6 (s6/s4)
-11000-110
1-110-11-11
0-1101-110
00000100
0-1100100
-11-111-110
1-11001-11
01000010
s4→s7 (s7/s4)
0-110-1100
-11-101-110
1-10001-11
00000010
-11000010
1-11001-11
01-111-110
00100100
s2→s3 (s3/s2)
10-111-1-11
00100000
-1110-111-1
10001000
10-1110-11
-10100010
-1010-1110
10-101001
s4→s8 (s8/s4)
00-101000
0-1000100
-10000010
00000001
10000001
01000010
00100100
00011000
s3→s5 (s5/s3)
0-101001-1
-100011-10
00001000
1001-1010
011-10001
01000001
1-1010010
-10001100
s3→s6 (s6/s3)
0-1010000
-10001000
00000100
10000010
01000001
00100001
00010010
00001100
s3→s7 (s7/s3)
-110-110-11
1-101-1010
00000010
-110-111-11
1-1010010
00010010
-111-111-11
10010010
s2→s4 (s4/s2)
-10100000
00010000
10001000
01000100
00100010
00010001
00001001
00000110
s3→s8 (s8/s3)
1000-1010
010-10001
00000001
0-1010010
-10001100
00001100
10010010
01100001
s1→s2 (s2/s1)
01000000
10100000
01010000
00101000
00010100
00001010
00000101
00000011
s2→s5 (s5/s2)
-1010-111-1
00001000
10-1110-11
00100010
-1110-1110
10001001
10-111001
-10100110
s2→s6 (s6/s2)
10-101000
00000100
-10100010
00010001
10001001
01000110
00100110
00011001
s2→s7 (s7/s2)
10-1010-11
00000010
-1010-1110
00001001
10-111001
00100110
-11100110
10011001
s2→s8 (s8/s2)
-1010-1010
00000001
10-101001
00000110
-10100110
00011001
10011001
01100110
s1→s3 (s3/s1)
00100000
01010000
10101000
01010100
00101010
00010101
00001011
00000111
s1→s4 (s4/s1)
00010000
00101000
01010100
10101010
01010101
00101011
00010111
00001111
s1→s5 (s5/s1)
00001000
00010100
00101010
01010101
10101011
01010111
00101111
00011111
s1→s6 (s6/s1)
00000100
00001010
00010101
00101011
01010111
10101111
01011111
00111111
s1→s7 (s7/s1)
00000010
00000101
00001011
00010111
00101111
01011111
10111111
01111111
s1→s8 (s8/s1)
00000001
00000011
00000111
00001111
00011111
00111111
01111111
11111111

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