Comment: This TM produces 15008 nonzeros in 250,096,776 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 | |||||||
A | 0RB | 1RH | 2LD | 0 | right | B | 1 | right | H | 2 | left | D |
B | 2LA | 2RD | 2RC | 2 | left | A | 2 | right | D | 2 | right | C |
C | 2RB | 2RC | 1LC | 2 | right | B | 2 | right | C | 1 | left | C |
D | 2LA | 1RB | 2LC | 2 | left | A | 1 | right | B | 2 | left | C |
The same TM just simple. Simulation is done with repetitions reduced. The same TM 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 St Tape contents 0 0 A . . . . . 0 1 1 B . . . . . 00 2 0 A . . . . . 02 3 1 B . . . . . 02 4 2 C . . . . . 020 5 3 B . . . . . 0220 6 2 A . . . . . 0222 7 1 D . . . . . 0222 8 0 C . . . . . 0222 9 1 B . . . . . 2222 10 2 C . . . . . 2222 + 13 -1 C . . . . .01112 by C/2 * 3 14 0 B . . . . .21112 15 1 D . . . . .22112 16 2 B . . . . .22112 17 3 D . . . . .22122 18 2 C . . . . .22122 19 1 C . . . . .22112 + 21 3 C . . . . .22222 by C/1 * 2 + 26 -2 C . . . . 011111 by C/2 * 5 27 -1 B . . . . 211111 28 0 D . . . . 221111 29 1 B . . . . 221111 30 2 D . . . . 221211 31 3 B . . . . 221211 32 4 D . . . . 2212120 33 3 A . . . . 2212122 34 2 D . . . . 2212122 35 3 B . . . . 2212122 36 4 C . . . . 2212122 + 38 2 C . . . . 2212111 by C/2 * 2 + 41 5 C . . . . 22122220 by C/1 * 3 42 6 B . . . . 221222220 43 5 A . . . . 221222222 44 4 D . . . . 221222222 45 3 C . . . . 221222222 + 48 0 C . . . . 221111222 by C/2 * 3 + 52 4 C . . . . 222222222 by C/1 * 4 + 59 -3 C . . . .0111111122 by C/2 * 7 60 -2 B . . . .2111111122 61 -1 D . . . .2211111122 62 0 B . . . .2211111122 63 1 D . . . .2212111122 64 2 B . . . .2212111122 65 3 D . . . .2212121122 66 4 B . . . .2212121122 67 5 D . . . .2212121222 68 4 C . . . .2212121222 69 3 C . . . .2212121122 + 71 5 C . . . .2212122222 by C/1 * 2 + 75 1 C . . . .2212111112 by C/2 * 4 + 80 6 C . . . .2212222222 by C/1 * 5 + 87 -1 C . . . .2211111111 by C/2 * 7 + 95 7 C . . . .22222222220 by C/1 * 8 96 8 B . . . .222222222220 97 7 A . . . .222222222222 98 6 D . . . .222222222222 99 5 C . . . .222222222222 + 108 -4 C . . . 0111111111222 by C/2 * 9 109 -3 B . . . 2111111111222 110 -2 D . . . 2211111111222 111 -1 B . . . 2211111111222 112 0 D . . . 2212111111222 113 1 B . . . 2212111111222 114 2 D . . . 2212121111222 115 3 B . . . 2212121111222 116 4 D . . . 2212121211222 117 5 B . . . 2212121211222 118 6 D . . . 2212121212222 119 5 C . . . 2212121212222 120 4 C . . . 2212121211222 + 122 6 C . . . 2212121222222 by C/1 * 2 + 126 2 C . . . 2212121111122 by C/2 * 4 + 131 7 C . . . 2212122222222 by C/1 * 5 + 138 0 C . . . 2212111111112 by C/2 * 7 + 146 8 C . . . 2212222222222 by C/1 * 8 + 156 -2 C . . . 2211111111111 by C/2 * 10 + 167 9 C . . . 22222222222220 by C/1 * 11 168 10 B . . . 222222222222220 169 9 A . . . 222222222222222 170 8 D . . . 222222222222222 171 7 C . . . 222222222222222 + 183 -5 C . . .0111111111111222 by C/2 * 12 184 -4 B . . .2111111111111222 185 -3 D . . .2211111111111222 186 -2 B . . .2211111111111222 187 -1 D . . .2212111111111222 188 0 B . . .2212111111111222 189 1 D . . .2212121111111222 190 2 B . . .2212121111111222 191 3 D . . .2212121211111222 192 4 B . . .2212121211111222 193 5 D . . .2212121212111222 194 6 B . . .2212121212111222 195 7 D . . .2212121212121222 196 8 B . . .2212121212121222 197 9 C . . .2212121212121222 + 199 7 C . . .2212121212121112 by C/2 * 2 + 202 10 C . . .2212121212122222 by C/1 * 3 + 207 5 C . . .2212121212111111 by C/2 * 5 + 213 11 C . . .22121212122222220 by C/1 * 6 214 12 B . . .221212121222222220 215 11 A . . .221212121222222222 216 10 D . . .221212121222222222 217 9 C . . .221212121222222222 + 223 3 C . . .221212121111111222 by C/2 * 6 + 230 10 C . . .221212122222222222 by C/1 * 7 + 239 1 C . . .221212111111111122 by C/2 * 9 + 249 11 C . . .221212222222222222 by C/1 * 10 + 261 -1 C . . .221211111111111112 by C/2 * 12 + 274 12 C . . .221222222222222222 by C/1 * 13 + 289 -3 C . . .221111111111111111 by C/2 * 15 + 305 13 C . . .2222222222222222220 by C/1 * 16 306 14 B . . .22222222222222222220 307 13 A . . .22222222222222222222 308 12 D . . .22222222222222222222 309 11 C . . .22222222222222222222 + 326 -6 C . . 011111111111111111222 by C/2 * 17 327 -5 B . . 211111111111111111222 328 -4 D . . 221111111111111111222 329 -3 B . . 221111111111111111222 330 -2 D . . 221211111111111111222 331 -1 B . . 221211111111111111222 332 0 D . . 221212111111111111222 333 1 B . . 221212111111111111222 334 2 D . . 221212121111111111222 335 3 B . . 221212121111111111222 336 4 D . . 221212121211111111222 337 5 B . . 221212121211111111222 338 6 D . . 221212121212111111222 339 7 B . . 221212121212111111222 340 8 D . . 221212121212121111222 341 9 B . . 221212121212121111222 342 10 D . . 221212121212121211222 343 11 B . . 221212121212121211222 344 12 D . . 221212121212121212222 345 11 C . . 221212121212121212222 346 10 C . . 221212121212121211222 + 348 12 C . . 221212121212121222222 by C/1 * 2 + 352 8 C . . 221212121212121111122 by C/2 * 4 + 357 13 C . . 221212121212122222222 by C/1 * 5 + 364 6 C . . 221212121212111111112 by C/2 * 7 + 372 14 C . . 221212121212222222222 by C/1 * 8 + 382 4 C . . 221212121211111111111 by C/2 * 10 + 393 15 C . . 2212121212222222222220 by C/1 * 11 394 16 B . . 22121212122222222222220 395 15 A . . 22121212122222222222222 396 14 D . . 22121212122222222222222 397 13 C . . 22121212122222222222222 + 408 2 C . . 22121212111111111111222 by C/2 * 11 + 420 14 C . . 22121212222222222222222 by C/1 * 12 + 434 0 C . . 22121211111111111111122 by C/2 * 14 + 449 15 C . . 22121222222222222222222 by C/1 * 15 + 466 -2 C . . 22121111111111111111112 by C/2 * 17 + 484 16 C . . 22122222222222222222222 by C/1 * 18 + 504 -4 C . . 22111111111111111111111 by C/2 * 20 + 525 17 C . . 222222222222222222222220 by C/1 * 21 526 18 B . . 2222222222222222222222220 527 17 A . . 2222222222222222222222222 528 16 D . . 2222222222222222222222222 529 15 C . . 2222222222222222222222222 + 551 -7 C . .01111111111111111111111222 by C/2 * 22 552 -6 B . .21111111111111111111111222 553 -5 D . .22111111111111111111111222 554 -4 B . .22111111111111111111111222 555 -3 D . .22121111111111111111111222 556 -2 B . .22121111111111111111111222 557 -1 D . .22121211111111111111111222 558 0 B . .22121211111111111111111222 559 1 D . .22121212111111111111111222 560 2 B . .22121212111111111111111222 561 3 D . .22121212121111111111111222 562 4 B . .22121212121111111111111222 563 5 D . .22121212121211111111111222 564 6 B . .22121212121211111111111222 565 7 D . .22121212121212111111111222 566 8 B . .22121212121212111111111222 567 9 D . .22121212121212121111111222 568 10 B . .22121212121212121111111222 569 11 D . .22121212121212121211111222 570 12 B . .22121212121212121211111222 571 13 D . .22121212121212121212111222 572 14 B . .22121212121212121212111222 573 15 D . .22121212121212121212121222 574 16 B . .22121212121212121212121222 575 17 C . .22121212121212121212121222 + 577 15 C . .22121212121212121212121112 by C/2 * 2 + 580 18 C . .22121212121212121212122222 by C/1 * 3 + 585 13 C . .22121212121212121212111111 by C/2 * 5 + 591 19 C . .221212121212121212122222220 by C/1 * 6 592 20 B . .2212121212121212121222222220 593 19 A . .2212121212121212121222222222 594 18 D . .2212121212121212121222222222 595 17 C . .2212121212121212121222222222 + 601 11 C . .2212121212121212121111111222 by C/2 * 6 + 608 18 C . .2212121212121212122222222222 by C/1 * 7 + 617 9 C . .2212121212121212111111111122 by C/2 * 9 + 627 19 C . .2212121212121212222222222222 by C/1 * 10 + 639 7 C . .2212121212121211111111111112 by C/2 * 12 + 652 20 C . .2212121212121222222222222222 by C/1 * 13 + 667 5 C . .2212121212121111111111111111 by C/2 * 15 After 667 steps (201 lines): state = C. Produced 28 nonzeros. Tape index 5, scanned [-7 .. 20].
State | Count | Execution count | First in step | ||||
---|---|---|---|---|---|---|---|
on 0 | on 1 | on 2 | on 0 | on 1 | on 2 | ||
A | 12 | 2 | 10 | 0 | 6 | ||
B | 55 | 10 | 40 | 5 | 1 | 14 | 3 |
C | 550 | 17 | 236 | 297 | 4 | 19 | 10 |
D | 50 | 1 | 36 | 13 | 32 | 15 | 7 |