A Simple Rule
Posted: August 6th, 2017, 9:35 pm
The rule tree:
Example guns:
Brian Prentice
Code: Select all
@RULE BWP1
@TREE
num_states=4
num_neighbors=8
num_nodes=280
1 0 2 0 3
2 0 0 0 0
3 1 1 1 1
4 2 2 2 2
5 3 3 3 3
1 1 2 0 3
2 0 5 0 5
2 5 0 0 0
3 6 7 1 7
4 8 8 8 8
5 9 9 9 9
2 0 5 0 0
3 11 7 1 1
4 12 12 12 12
5 13 13 13 13
6 4 10 4 14
3 6 6 6 6
3 7 7 7 7
4 16 17 2 17
5 18 18 18 18
2 5 5 0 5
3 6 20 6 20
3 20 7 7 7
4 21 22 8 22
5 23 23 23 23
3 6 20 6 6
2 5 5 0 0
3 26 7 7 7
4 25 27 12 27
5 28 28 28 28
6 19 24 19 29
3 11 11 11 11
4 31 17 2 2
5 32 32 32 32
3 6 26 11 26
4 34 22 8 8
5 35 35 35 35
3 11 26 11 11
4 37 27 12 12
5 38 38 38 38
6 33 36 33 39
7 15 30 15 40
2 5 5 5 5
3 1 42 1 42
4 43 43 43 43
3 42 1 1 1
4 45 45 45 45
5 44 46 3 46
3 6 42 1 42
4 48 48 48 48
3 42 7 1 7
4 50 50 50 50
5 49 51 9 51
3 11 42 1 42
4 53 53 53 53
3 42 7 1 1
4 55 55 55 55
5 54 56 13 56
6 47 52 47 57
3 6 42 6 42
3 7 42 7 42
4 59 60 43 60
3 42 6 6 6
3 42 7 7 7
4 62 63 45 63
5 61 64 18 64
3 20 42 7 42
4 59 66 48 66
3 42 20 6 20
4 68 63 50 63
5 67 69 23 69
3 26 42 7 42
4 59 71 53 71
3 42 20 6 6
4 73 63 55 63
5 72 74 28 74
6 65 70 65 75
3 11 42 11 42
4 77 60 43 43
3 42 11 11 11
4 79 63 45 45
5 78 80 32 80
3 6 42 11 42
4 82 66 48 48
3 42 26 11 26
4 84 63 50 50
5 83 85 35 85
4 77 71 53 53
3 42 26 11 11
4 88 63 55 55
5 87 89 38 89
6 81 86 81 90
7 58 76 58 91
3 1 42 1 1
4 93 93 93 93
5 94 46 3 3
3 6 42 1 7
4 96 96 96 96
5 97 51 9 9
3 11 42 1 1
4 99 99 99 99
5 100 56 13 13
6 95 98 95 101
3 6 42 6 6
3 7 42 7 7
4 103 104 93 104
5 105 64 18 18
3 6 42 6 20
3 20 42 7 7
4 107 108 96 108
5 109 69 23 23
3 26 42 7 7
4 103 111 99 111
5 112 74 28 28
6 106 110 106 113
3 11 42 11 11
4 115 104 93 93
5 116 80 32 32
3 6 42 11 26
4 118 108 96 96
5 119 85 35 35
4 115 111 99 99
5 121 89 38 38
6 117 120 117 122
7 102 114 102 123
8 41 92 41 124
3 42 42 42 42
4 2 126 2 126
4 126 2 2 2
5 127 128 3 128
4 8 126 8 126
4 126 8 8 8
5 130 131 9 131
4 12 126 12 126
4 126 12 12 12
5 133 134 13 134
6 129 132 129 135
4 16 126 2 126
4 126 17 2 17
5 137 138 18 138
4 21 126 8 126
4 126 22 8 22
5 140 141 23 141
4 25 126 12 126
4 126 27 12 27
5 143 144 28 144
6 139 142 139 145
4 31 126 2 126
4 126 17 2 2
5 147 148 32 148
4 34 126 8 126
4 126 22 8 8
5 150 151 35 151
4 37 126 12 126
4 126 27 12 12
5 153 154 38 154
6 149 152 149 155
7 136 146 136 156
4 43 126 43 126
4 126 45 45 45
5 158 159 3 159
4 48 126 48 126
4 126 50 50 50
5 161 162 9 162
4 53 126 53 126
4 126 55 55 55
5 164 165 13 165
6 160 163 160 166
4 59 126 43 126
4 126 63 45 63
5 168 169 18 169
4 59 126 48 126
4 126 63 50 63
5 171 172 23 172
4 59 126 53 126
4 126 63 55 63
5 174 175 28 175
6 170 173 170 176
4 77 126 43 126
4 126 63 45 45
5 178 179 32 179
4 82 126 48 126
4 126 63 50 50
5 181 182 35 182
4 77 126 53 126
4 126 63 55 55
5 184 185 38 185
6 180 183 180 186
7 167 177 167 187
4 93 126 93 126
5 189 159 3 128
4 96 126 96 126
5 191 162 9 131
4 99 126 99 126
5 193 165 13 134
6 190 192 190 194
4 103 126 93 126
5 196 169 18 138
4 107 126 96 126
5 198 172 23 141
4 103 126 99 126
5 200 175 28 144
6 197 199 197 201
4 115 126 93 126
5 203 179 32 148
4 118 126 96 126
5 205 182 35 151
4 115 126 99 126
5 207 185 38 154
6 204 206 204 208
7 195 202 195 209
8 157 188 157 210
4 2 126 2 2
5 212 128 3 3
4 8 126 8 8
5 214 131 9 9
4 12 126 12 12
5 216 134 13 13
6 213 215 213 217
4 16 126 2 17
5 219 138 18 18
4 21 126 8 22
5 221 141 23 23
4 25 126 12 27
5 223 144 28 28
6 220 222 220 224
4 31 126 2 2
5 226 148 32 32
4 34 126 8 8
5 228 151 35 35
4 37 126 12 12
5 230 154 38 38
6 227 229 227 231
7 218 225 218 232
4 43 126 43 43
5 234 159 3 46
4 48 126 48 48
5 236 162 9 51
4 53 126 53 53
5 238 165 13 56
6 235 237 235 239
4 59 126 43 60
5 241 169 18 64
4 59 126 48 66
5 243 172 23 69
4 59 126 53 71
5 245 175 28 74
6 242 244 242 246
4 77 126 43 43
5 248 179 32 80
4 82 126 48 48
5 250 182 35 85
4 77 126 53 53
5 252 185 38 89
6 249 251 249 253
7 240 247 240 254
4 93 126 93 93
5 256 159 3 3
4 96 126 96 96
5 258 162 9 9
4 99 126 99 99
5 260 165 13 13
6 257 259 257 261
4 103 126 93 104
5 263 169 18 18
4 107 126 96 108
5 265 172 23 23
4 103 126 99 111
5 267 175 28 28
6 264 266 264 268
4 115 126 93 93
5 270 179 32 32
4 118 126 96 96
5 272 182 35 35
4 115 126 99 99
5 274 185 38 38
6 271 273 271 275
7 262 269 262 276
8 233 255 233 277
9 125 211 125 278
Code: Select all
x = 13, y = 13, rule = BWP1
C10.2C$C3$11.2A$11.2B6$12.C$2C10.C!
Code: Select all
x = 17, y = 17, rule = BWP1
13.2C2$C.C10.2C$C.C3$13.2A$13.2B6$14.C.C$2.2C10.C.C2$2.2C!
Code: Select all
x = 19, y = 19, rule = BWP1
2.4C2$18.C$3.C10.2C2.C$3.C14.C$18.C3$14.2A$14.2B4$C$C14.C$C2.2C10.C
$C2$13.4C!
Code: Select all
x = 18, y = 19, rule = BWP1
2.4C$14.2C2$.C.C10.2C$.C.C4$14.2A$14.2B4$C$C14.C.C$C2.2C10.C.C$C$3.
2C$13.4C!
Code: Select all
x = 19, y = 19, rule = BWP1
2.4C$.C10.6C$.C16.C$.C.C10.2C2.C$.C.C14.C$.C16.C$.C2$14.2A$14.2B4$C
$C14.C$C2.2C10.C$C$.6C$13.4C!
Code: Select all
x = 19, y = 20, rule = BWP1
2.4C$.C10.6C$.C16.C$.C.C10.2C2.C$.C.C14.C$.C16.C$.C2$14.2A$14.2B4$C
$C14.C.C$C2.2C10.C.C$C$.6C6.4C2$15.4C!
Code: Select all
x = 55, y = 29, rule = BWP1
2.6C$4.2A$C3.2B$C5.BA2.BA2.BA2.BA2.BA2.BA2.BA2.BA2.BA2.BA2.BA$CAB2.
CBA2.BA2.BA2.BA2.BA2.BA2.BA2.BA2.BA2.BA2.BA$CAB2.2A7.BA2.BA2.BA2.BA
2.BA2.BA2.BA2.BA2.BA$C10.2A13.BA2.BA2.BA2.BA2.BA2.BA$C10.2B10.2A13.
BA2.BA2.BA$5.2B16.2B10.2A$5.2A28.2B10.2A$3.6C2.2A34.2B$11.2B10.2A$23.
2B10.2A$35.2B10.2A$11.2A34.2B$11.2B10.2A$23.2B10.2A$18.C16.2B10.2A$
8.C2.2A5.C11.C16.2B$8.C2.2BA2.BAC.C2.2A5.C11.C$8.CAB.CA2.BAC.C2.2BA
2.BAC.C2.2A5.C11.C$8.CAB7.C.CAB.CA2.BAC.C2.2BA2.BAC.C2.2A5.C$8.C9.C
.CAB7.C.CAB.CA2.BAC.C2.2BA2.BAC$8.C3.2B6.C9.C.CAB7.C.CAB.CA2.BAC$12.
2A6.C3.2B6.C9.C.CAB7.C$10.6C8.2A6.C3.2B6.C9.C$22.6C8.2A6.C3.2B$34.6C
8.2A$46.6C!
Code: Select all
x = 53, y = 26, rule = BWP1
52.C$48.C2.2C$44.C2.2C$40.C2.2C$36.C2.2C$32.C2.2C$28.C2.2C$2.4C18.C
2.2C$14.2C4.C2.2C$19.2C$.C.C10.2C$.C.C$19.2C$20.C2.2C$24.C2.2C$14.2A
12.C2.2C$14.2B16.C2.2C$36.C2.2C$40.C2.2C$44.C2.2C$C47.C2.2C$C14.C.C
34.C$C2.2C10.C.C$C$3.2C$13.4C!