Comment: This TM produces 32213 nonzeros in 544884219 steps. Constructed by $Id: hmBBsimu.awk,v 1.12 2010/07/06 19:46:42 heiner Exp $
State | on 0 |
on 1 |
on 2 |
on 0 | on 1 | on 2 | ||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|
Move | Goto | Move | Goto | Move | Goto | |||||||
1 | 1R2 | 1L2 | 2L1 | 1 | right | 2 | 1 | left | 2 | 2 | left | 1 |
2 | 1L1 | 1R3 | 1Rh | 1 | left | 1 | 1 | right | 3 | 1 | right | h |
3 | 0L1 | 2R3 | 1L3 | 0 | left | 1 | 2 | right | 3 | 1 | left | 3 |
The same TM just simple. The same TM with repetitions reduced. Simulation is done with tape symbol exponents. The same TM as 2-macro machine. The same TM as 2-macro machine with pure additive config-TRs. Step Tpos Tape contents 0 0 <1 1 1 1 2> 2 0 1 <1 1 3 -1 <2 1 1 4 -2 <1 13 5 -1 1 2> 13 6 0 1 1 3> 1 1 + 8 2 1 1 2 2 3> 9 1 1 1 2 2 <1 + 11 -1 1 1 <1 2 2 12 -2 1 <2 1 2 2 13 -1 1 3> 1 2 2 14 0 1 2 3> 2 2 15 -1 1 2 <3 1 2 16 -2 1 <3 1 1 2 17 -1 2 3> 1 1 2 + 19 1 23 3> 2 20 0 23 <3 1 + 23 -3 <3 14 24 -4 <1 0 14 25 -3 1 2> 0 14 26 -4 1 <1 15 27 -5 <2 16 28 -6 <1 17 29 -5 1 2> 17 30 -4 1 1 3> 16 + 36 2 1 1 26 3> 37 1 1 1 26 <1 + 43 -5 1 1 <1 26 44 -6 1 <2 1 26 45 -5 1 3> 1 26 46 -4 1 2 3> 26 47 -5 1 2 <3 1 25 48 -6 1 <3 1 1 25 49 -5 2 3> 1 1 25 + 51 -3 23 3> 25 52 -4 23 <3 1 24 + 55 -7 <3 14 24 56 -8 <1 0 14 24 57 -7 1 2> 0 14 24 58 -8 1 <1 15 24 59 -9 <2 16 24 60 -10 <1 17 24 61 -9 1 2> 17 24 62 -8 1 1 3> 16 24 + 68 -2 1 1 26 3> 24 69 -3 1 1 26 <3 1 23 + 75 -9 1 1 <3 17 23 76 -8 1 2 3> 17 23 + 83 -1 1 28 3> 23 84 -2 1 28 <3 1 2 2 + 92 -10 1 <3 19 2 2 93 -9 2 3> 19 2 2 + 102 0 210 3> 2 2 103 -1 210 <3 1 2 + 113 -11 <3 111 2 114 -12 <1 0 111 2 115 -11 1 2> 0 111 2 116 -12 1 <1 112 2 117 -13 <2 113 2 118 -14 <1 114 2 119 -13 1 2> 114 2 120 -12 1 1 3> 113 2 + 133 1 1 1 213 3> 2 134 0 1 1 213 <3 1 + 147 -13 1 1 <3 114 148 -12 1 2 3> 114 + 162 2 1 215 3> 163 1 1 215 <1 + 178 -14 1 <1 215 179 -15 <2 1 215 180 -16 <1 1 1 215 181 -15 1 2> 1 1 215 182 -14 1 1 3> 1 215 183 -13 1 1 2 3> 215 184 -14 1 1 2 <3 1 214 185 -15 1 1 <3 1 1 214 186 -14 1 2 3> 1 1 214 + 188 -12 1 23 3> 214 189 -13 1 23 <3 1 213 + 192 -16 1 <3 14 213 193 -15 2 3> 14 213 + 197 -11 25 3> 213 198 -12 25 <3 1 212 + 203 -17 <3 16 212 204 -18 <1 0 16 212 205 -17 1 2> 0 16 212 206 -18 1 <1 17 212 207 -19 <2 18 212 208 -20 <1 19 212 209 -19 1 2> 19 212 210 -18 1 1 3> 18 212 + 218 -10 1 1 28 3> 212 219 -11 1 1 28 <3 1 211 + 227 -19 1 1 <3 19 211 228 -18 1 2 3> 19 211 + 237 -9 1 210 3> 211 238 -10 1 210 <3 1 210 + 248 -20 1 <3 111 210 249 -19 2 3> 111 210 + 260 -8 212 3> 210 261 -9 212 <3 1 29 + 273 -21 <3 113 29 274 -22 <1 0 113 29 275 -21 1 2> 0 113 29 276 -22 1 <1 114 29 277 -23 <2 115 29 278 -24 <1 116 29 279 -23 1 2> 116 29 280 -22 1 1 3> 115 29 + 295 -7 1 1 215 3> 29 296 -8 1 1 215 <3 1 28 + 311 -23 1 1 <3 116 28 312 -22 1 2 3> 116 28 + 328 -6 1 217 3> 28 329 -7 1 217 <3 1 27 + 346 -24 1 <3 118 27 347 -23 2 3> 118 27 + 365 -5 219 3> 27 366 -6 219 <3 1 26 + 385 -25 <3 120 26 386 -26 <1 0 120 26 387 -25 1 2> 0 120 26 388 -26 1 <1 121 26 389 -27 <2 122 26 390 -28 <1 123 26 391 -27 1 2> 123 26 392 -26 1 1 3> 122 26 + 414 -4 1 1 222 3> 26 415 -5 1 1 222 <3 1 25 + 437 -27 1 1 <3 123 25 438 -26 1 2 3> 123 25 + 461 -3 1 224 3> 25 462 -4 1 224 <3 1 24 + 486 -28 1 <3 125 24 487 -27 2 3> 125 24 + 512 -2 226 3> 24 513 -3 226 <3 1 23 + 539 -29 <3 127 23 540 -30 <1 0 127 23 541 -29 1 2> 0 127 23 542 -30 1 <1 128 23 543 -31 <2 129 23 544 -32 <1 130 23 545 -31 1 2> 130 23 546 -30 1 1 3> 129 23 + 575 -1 1 1 229 3> 23 576 -2 1 1 229 <3 1 2 2 + 605 -31 1 1 <3 130 2 2 606 -30 1 2 3> 130 2 2 + 636 0 1 231 3> 2 2 637 -1 1 231 <3 1 2 + 668 -32 1 <3 132 2 669 -31 2 3> 132 2 + 701 1 233 3> 2 702 0 233 <3 1 + 735 -33 <3 134 736 -34 <1 0 134 737 -33 1 2> 0 134 738 -34 1 <1 135 739 -35 <2 136 740 -36 <1 137 741 -35 1 2> 137 742 -34 1 1 3> 136 + 778 2 1 1 236 3> 779 1 1 1 236 <1 + 815 -35 1 1 <1 236 816 -36 1 <2 1 236 817 -35 1 3> 1 236 818 -34 1 2 3> 236 819 -35 1 2 <3 1 235 820 -36 1 <3 1 1 235 821 -35 2 3> 1 1 235 + 823 -33 23 3> 235 824 -34 23 <3 1 234 + 827 -37 <3 14 234 828 -38 <1 0 14 234 829 -37 1 2> 0 14 234 830 -38 1 <1 15 234 831 -39 <2 16 234 832 -40 <1 17 234 833 -39 1 2> 17 234 834 -38 1 1 3> 16 234 + 840 -32 1 1 26 3> 234 841 -33 1 1 26 <3 1 233 + 847 -39 1 1 <3 17 233 848 -38 1 2 3> 17 233 + 855 -31 1 28 3> 233 856 -32 1 28 <3 1 232 + 864 -40 1 <3 19 232 865 -39 2 3> 19 232 + 874 -30 210 3> 232 875 -31 210 <3 1 231 + 885 -41 <3 111 231 886 -42 <1 0 111 231 887 -41 1 2> 0 111 231 888 -42 1 <1 112 231 889 -43 <2 113 231 890 -44 <1 114 231 891 -43 1 2> 114 231 892 -42 1 1 3> 113 231 After 892 steps (201 lines): state = 3. Produced 46 nonzeros. Tape index -42, scanned [-44 .. 2].
State | Count | Execution count | First in step | ||||
---|---|---|---|---|---|---|---|
on 0 | on 1 | on 2 | on 0 | on 1 | on 2 | ||
1 | 97 | 23 | 15 | 59 | 0 | 2 | 9 |
2 | 38 | 23 | 15 | 1 | 5 | ||
3 | 757 | 14 | 387 | 356 | 8 | 6 | 14 |