3-state 3-symbol #a (T.J. & S. Ligocki)

Comment: This TM produces 95,524,079 nonzeros in 4,345,166,620,336,565 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
Print Move Goto Print Move Goto Print Move Goto
A 1RB 2RC 1LA 1 right B 2 right C 1 left A
B 2LA 1RB 1RH 2 left A 1 right B 1 right H
C 2RB 2RA 1LC 2 right B 2 right A 1 left C
Transition table
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 . . 10
     2    0 A . . 12
     3    1 C . . 22
+    5   -1 C . .011   by C/2 * 2
     6    0 B . .211
+    8    2 B . .2110   by B/1 * 2
     9    1 A . .2112
    10    2 C . .2122
+   12    0 C . .2111  by C/2 * 2
    13    1 A . .2211
    14    2 C . .2221
    15    3 A . .22220
    16    4 B . .222210
    17    3 A . .222212
    18    4 C . .222222
+   24   -2 C . 0111111  by C/2 * 6
    25   -1 B . 2111111
+   31    5 B . 21111110  by B/1 * 6
    32    4 A . 21111112
    33    5 C . 21111122
+   35    3 C . 21111111   by C/2 * 2
    36    4 A . 21111211
    37    5 C . 21111221
    38    6 A . 211112220
    39    7 B . 2111122210
    40    6 A . 2111122212
    41    7 C . 2111122222
+   46    2 C . 2111111111   by C/2 * 5
    47    3 A . 2111211111
    48    4 C . 2111221111
    49    5 A . 2111222111
    50    6 C . 2111222211
    51    7 A . 2111222221
    52    8 C . 21112222220
    53    9 B . 211122222220
    54    8 A . 211122222222
+   61    1 A . 211111111112   by A/2 * 7
    62    2 C . 211211111112
    63    3 A . 211221111112
    64    4 C . 211222111112
    65    5 A . 211222211112
    66    6 C . 211222221112
    67    7 A . 211222222112
    68    8 C . 211222222212
    69    9 A . 211222222222
+   78    0 A . 211111111111   by A/2 * 9
    79    1 C . 212111111111
    80    2 A . 212211111111
    81    3 C . 212221111111
    82    4 A . 212222111111
    83    5 C . 212222211111
    84    6 A . 212222221111
    85    7 C . 212222222111
    86    8 A . 212222222211
    87    9 C . 212222222221
    88   10 A . 2122222222220
    89   11 B . 21222222222210
    90   10 A . 21222222222212
    91   11 C . 21222222222222
+  103   -1 C . 21111111111111   by C/2 * 12
   104    0 A . 22111111111111
   105    1 C . 22211111111111
   106    2 A . 22221111111111
   107    3 C . 22222111111111
   108    4 A . 22222211111111
   109    5 C . 22222221111111
   110    6 A . 22222222111111
   111    7 C . 22222222211111
   112    8 A . 22222222221111
   113    9 C . 22222222222111
   114   10 A . 22222222222211
   115   11 C . 22222222222221
   116   12 A . 222222222222220
   117   13 B . 2222222222222210
   118   12 A . 2222222222222212
   119   13 C . 2222222222222222
+  135   -3 C .01111111111111111   by C/2 * 16
   136   -2 B .21111111111111111
+  152   14 B .211111111111111110   by B/1 * 16
   153   13 A .211111111111111112
   154   14 C .211111111111111122
+  156   12 C .211111111111111111  by C/2 * 2
   157   13 A .211111111111111211
   158   14 C .211111111111111221
   159   15 A .2111111111111112220
   160   16 B .21111111111111122210
   161   15 A .21111111111111122212
   162   16 C .21111111111111122222
+  167   11 C .21111111111111111111  by C/2 * 5
   168   12 A .21111111111111211111
   169   13 C .21111111111111221111
   170   14 A .21111111111111222111
   171   15 C .21111111111111222211
   172   16 A .21111111111111222221
   173   17 C .211111111111112222220
   174   18 B .2111111111111122222220
   175   17 A .2111111111111122222222
+  182   10 A .2111111111111111111112  by A/2 * 7
   183   11 C .2111111111111211111112
   184   12 A .2111111111111221111112
   185   13 C .2111111111111222111112
   186   14 A .2111111111111222211112
   187   15 C .2111111111111222221112
   188   16 A .2111111111111222222112
   189   17 C .2111111111111222222212
   190   18 A .2111111111111222222222
+  199    9 A .2111111111111111111111  by A/2 * 9
   200   10 C .2111111111112111111111
   201   11 A .2111111111112211111111
   202   12 C .2111111111112221111111
   203   13 A .2111111111112222111111
   204   14 C .2111111111112222211111
   205   15 A .2111111111112222221111
   206   16 C .2111111111112222222111
   207   17 A .2111111111112222222211
   208   18 C .2111111111112222222221
   209   19 A .21111111111122222222220
   210   20 B .211111111111222222222210
   211   19 A .211111111111222222222212
   212   20 C .211111111111222222222222
+  224    8 C .211111111111111111111111  by C/2 * 12
   225    9 A .211111111112111111111111
   226   10 C .211111111112211111111111
   227   11 A .211111111112221111111111
   228   12 C .211111111112222111111111
   229   13 A .211111111112222211111111
   230   14 C .211111111112222221111111
   231   15 A .211111111112222222111111
   232   16 C .211111111112222222211111
   233   17 A .211111111112222222221111
   234   18 C .211111111112222222222111
   235   19 A .211111111112222222222211
   236   20 C .211111111112222222222221
   237   21 A .2111111111122222222222220
   238   22 B .21111111111222222222222210
   239   21 A .21111111111222222222222212
   240   22 C .21111111111222222222222222
+  255    7 C .21111111111111111111111111  by C/2 * 15
   256    8 A .21111111112111111111111111
   257    9 C .21111111112211111111111111
   258   10 A .21111111112221111111111111
   259   11 C .21111111112222111111111111
   260   12 A .21111111112222211111111111
   261   13 C .21111111112222221111111111
   262   14 A .21111111112222222111111111
   263   15 C .21111111112222222211111111
   264   16 A .21111111112222222221111111
   265   17 C .21111111112222222222111111
   266   18 A .21111111112222222222211111
   267   19 C .21111111112222222222221111
   268   20 A .21111111112222222222222111
   269   21 C .21111111112222222222222211
   270   22 A .21111111112222222222222221
   271   23 C .211111111122222222222222220
   272   24 B .2111111111222222222222222220
   273   23 A .2111111111222222222222222222
+  290    6 A .2111111111111111111111111112  by A/2 * 17
   291    7 C .2111111112111111111111111112
   292    8 A .2111111112211111111111111112
   293    9 C .2111111112221111111111111112
   294   10 A .2111111112222111111111111112
   295   11 C .2111111112222211111111111112
   296   12 A .2111111112222221111111111112
   297   13 C .2111111112222222111111111112
   298   14 A .2111111112222222211111111112
   299   15 C .2111111112222222221111111112
   300   16 A .2111111112222222222111111112
   301   17 C .2111111112222222222211111112
   302   18 A .2111111112222222222221111112
   303   19 C .2111111112222222222222111112
   304   20 A .2111111112222222222222211112
   305   21 C .2111111112222222222222221112
   306   22 A .2111111112222222222222222112
   307   23 C .2111111112222222222222222212
   308   24 A .2111111112222222222222222222
+  327    5 A .2111111111111111111111111111  by A/2 * 19
   328    6 C .2111111121111111111111111111
   329    7 A .2111111122111111111111111111
   330    8 C .2111111122211111111111111111
   331    9 A .2111111122221111111111111111
   332   10 C .2111111122222111111111111111
   333   11 A .2111111122222211111111111111
   334   12 C .2111111122222221111111111111
   335   13 A .2111111122222222111111111111
   336   14 C .2111111122222222211111111111
   337   15 A .2111111122222222221111111111
   338   16 C .2111111122222222222111111111
   339   17 A .2111111122222222222211111111
   340   18 C .2111111122222222222221111111
   341   19 A .2111111122222222222222111111
   342   20 C .2111111122222222222222211111
   343   21 A .2111111122222222222222221111
   344   22 C .2111111122222222222222222111
   345   23 A .2111111122222222222222222211
   346   24 C .2111111122222222222222222221
   347   25 A .21111111222222222222222222220
   348   26 B .211111112222222222222222222210
   349   25 A .211111112222222222222222222212
   350   26 C .211111112222222222222222222222
+  372    4 C .211111111111111111111111111111  by C/2 * 22

After 372 steps (201 lines): state = C.
Produced     30 nonzeros.
Tape index 4, scanned [-3 .. 26].
State Count Execution count First in step
on 0 on 1 on 2 on 0 on 1 on 2
A 155 9 78 68 0 2 54
B 39 15 24   1 6  
C 178 6 71 101 5 12 3
Execution statistics

The same TM just simple.
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.

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Tue Jul 6 22:13:26 CEST 2010