Rule:Wire12allpermutations: Difference between revisions
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var NH5 = {0,W1,T1} | var NH5 = {0,W1,T1} | ||
var NH6 = {0,W1,T1} | var NH6 = {0,W1,T1} | ||
var ANY1 = {0,W1,H1,T1} | |||
var ANY2 = {0,W1,H1,T1} | var ANY2 = {0,W1,H1,T1} | ||
var ANY3 = {0,W1,H1,T1} | var ANY3 = {0,W1,H1,T1} | ||
| Line 51: | Line 52: | ||
4, H1, | 4, H1,ANY1,ANY,ANY2, NH3,ANY4,NH5,ANY6, 13 | ||
4, H1, | 4, H1,ANY1,NH2,ANY3, H2,ANY4,NH5,ANY6, 13 | ||
5, H1, | 5, H1,ANY1,ANY,ANY2, NH3,ANY4,NH5,ANY6, 14 | ||
5, H1, | 5, H1,ANY1,NH2,ANY3, H2,ANY4,NH5,ANY6, 14 | ||
6, H1, | 6, H1,ANY1,ANY,ANY2, NH3,ANY4,NH5,ANY6, 15 | ||
6, H1, | 6, H1,ANY1,NH2,ANY3, H2,ANY4,NH5,ANY6, 15 | ||
7, | 7, ANY1,H1,ANY2,ANY, ANY3,NH4,ANY5,NH6, 16 | ||
7, | 7, ANY1,H1,ANY2,NH3, ANY4,H2,ANY5,NH6, 16 | ||
8, | 8, ANY1,H1,ANY2,ANY, ANY3,NH4,ANY5,NH6, 17 | ||
8, | 8, ANY1,H1,ANY2,NH3, ANY4,H2,ANY5,NH6, 17 | ||
9, | 9, ANY1,H1,ANY2,ANY, ANY3,NH4,ANY5,NH6, 18 | ||
9, | 9, ANY1,H1,ANY2,NH3, ANY4,H2,ANY5,NH6, 18 | ||
10, T1,ANY,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 19 | 10, T1,ANY,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 19 | ||
Revision as of 02:47, 27 February 2024
@RULE Wire12allpermutations
@TABLE n_states:28 neighborhood:Moore symmetries:Rotate4Reflect var W1 = {1,2,3,4,5,6,7,8,9} var H1 = {10,11,12,13,14,15,16,17,18} var T1 = {19,20,21,22,23,24,25,26,27} var ANY = {0,W1,H1,T1} var T1 = {19,20,21,22,23,24,25,26,27} var H2 = {H1} var NH1 = {0,W1,T1} var NH2 = {0,W1,T1} var NH3 = {0,W1,T1} var NH4 = {0,W1,T1} var NH5 = {0,W1,T1} var NH6 = {0,W1,T1} var ANY1 = {0,W1,H1,T1} var ANY2 = {0,W1,H1,T1} var ANY3 = {0,W1,H1,T1} var ANY4 = {0,W1,H1,T1} var ANY5 = {0,W1,H1,T1} var ANY6 = {0,W1,H1,T1} var ANY7 = {0,W1,H1,T1} var ANY8 = {0,W1,H1,T1} 0, 0,0,0,0, 0,0,0,0, 0
1, H1,ANY,NH1,NH2, NH3,NH4,NH5,NH6, 10 1, H1,NH1,H2,NH2, NH3,NH4,NH5,NH6, 10 1, H1,NH1,NH2,H2, NH3,NH4,NH5,NH6, 10 1, H1,NH1,NH2,NH3, H2,NH4,NH5,NH6, 10 1, NH1,H1,NH2,NH3, NH4,ANY,NH5,NH6, 10 1, NH1,H1,NH2,H2, NH3,NH4,NH5,NH6, 10 1, NH1,H1,NH2,NH6, NH3,NH4,H2,NH5, 10
2, H1,ANY,NH1,NH2, NH3,NH4,NH5,NH6, 11 2, H1,NH1,H2,NH2, NH3,NH4,NH5,NH6, 11 2, H1,NH1,NH2,H2, NH3,NH4,NH5,NH6, 11 2, H1,NH1,NH2,NH3, H2,NH4,NH5,NH6, 11 2, NH1,H1,NH2,NH3, NH4,ANY,NH5,NH6, 11 2, NH1,H1,NH2,H2, NH3,NH4,NH5,NH6, 11 2, NH1,H1,NH2,NH6, NH3,NH4,H2,NH5, 11
3, H1,ANY,NH1,NH2, NH3,NH4,NH5,NH6, 12 3, H1,NH1,H2,NH2, NH3,NH4,NH5,NH6, 12 3, H1,NH1,NH2,H2, NH3,NH4,NH5,NH6, 12 3, H1,NH1,NH2,NH3, H2,NH4,NH5,NH6, 12 3, NH1,H1,NH2,NH3, NH4,ANY,NH5,NH6, 12 3, NH1,H1,NH2,H2, NH3,NH4,NH5,NH6, 12 3, NH1,H1,NH2,NH6, NH3,NH4,H2,NH5, 12
4, H1,ANY1,ANY,ANY2, NH3,ANY4,NH5,ANY6, 13
4, H1,ANY1,NH2,ANY3, H2,ANY4,NH5,ANY6, 13
5, H1,ANY1,ANY,ANY2, NH3,ANY4,NH5,ANY6, 14 5, H1,ANY1,NH2,ANY3, H2,ANY4,NH5,ANY6, 14
6, H1,ANY1,ANY,ANY2, NH3,ANY4,NH5,ANY6, 15 6, H1,ANY1,NH2,ANY3, H2,ANY4,NH5,ANY6, 15
7, ANY1,H1,ANY2,ANY, ANY3,NH4,ANY5,NH6, 16 7, ANY1,H1,ANY2,NH3, ANY4,H2,ANY5,NH6, 16
8, ANY1,H1,ANY2,ANY, ANY3,NH4,ANY5,NH6, 17 8, ANY1,H1,ANY2,NH3, ANY4,H2,ANY5,NH6, 17
9, ANY1,H1,ANY2,ANY, ANY3,NH4,ANY5,NH6, 18 9, ANY1,H1,ANY2,NH3, ANY4,H2,ANY5,NH6, 18
10, T1,ANY,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 19 10, ANY,T1,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 19
11, T1,ANY,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 20
12, ANY,T1,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 21
13, T1,ANY,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 22 13, ANY,T1,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 22
14, T1,ANY,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 23
15, ANY,T1,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 24
16, T1,ANY,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 25 16, ANY,T1,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 25
17, T1,ANY,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 26
18, ANY,T1,ANY2,ANY3, ANY4,ANY5,ANY6,ANY7, 27
19, ANY,ANY2,ANY3,ANY4, ANY5,ANY6,ANY7,ANY8, 1
20, ANY,ANY2,ANY3,ANY4, ANY5,ANY6,ANY7,ANY8, 2
21, ANY,ANY2,ANY3,ANY4, ANY5,ANY6,ANY7,ANY8, 3
22, ANY,ANY2,ANY3,ANY4, ANY5,ANY6,ANY7,ANY8, 4
23, ANY,ANY2,ANY3,ANY4, ANY5,ANY6,ANY7,ANY8, 5
24, ANY,ANY2,ANY3,ANY4, ANY5,ANY6,ANY7,ANY8, 6
25, ANY,ANY2,ANY3,ANY4, ANY5,ANY6,ANY7,ANY8, 7
26, ANY,ANY2,ANY3,ANY4, ANY5,ANY6,ANY7,ANY8, 8
27, ANY,ANY2,ANY3,ANY4, ANY5,ANY6,ANY7,ANY8, 9
@COLORS
1 255 0 0
2 230 0 0
3 200 0 0
4 170 0 0
5 135 0 0
6 100 0 0
7 75 0 0
8 50 0 0
9 25 0 0
10 0 0 255
11 0 0 230
12 0 0 200
13 0 0 170
14 0 0 135
15 0 0 100
16 0 0 75
17 0 0 50
18 0 0 25
19 0 255 0
20 0 230 0
21 0 200 0
22 0 170 0
23 0 135 0
24 0 100 0
25 0 75 0
26 0 50 0
27 0 25 0