Comment: This TM produces >3.5x10^18267 ones in >7.4x10^36534 steps. Comment: This is the currently best known 6x2 TM (since Jul-2010) Constructed by $Id: hmBBsimu.awk,v 1.12 2010/07/06 19:46:42 heiner Exp $
State | on 0 |
on 1 |
on 0 | on 1 | ||||
---|---|---|---|---|---|---|---|---|
Move | Goto | Move | Goto | |||||
A | B1R | E1L | 1 | right | B | 1 | left | E |
B | C1R | F1R | 1 | right | C | 1 | right | F |
C | D1L | B0R | 1 | left | D | 0 | right | B |
D | E1R | C0L | 1 | right | E | 0 | left | C |
E | A1L | D0R | 1 | left | A | 0 | right | D |
F | H1L | C1R | 1 | left | H | 1 | right | C |
The same TM just simple. Simulation is done with repetitions reduced. The same TM with tape symbol exponents. The same TM as 2-bck-3-macro machine. The same TM as 2-bck-3-macro machine with pure additive config-TRs. Step Tpos St Tape contents 0 0 A . . 0 1 1 B . . 10 2 2 C . . 110 3 1 D . . 111 4 0 C . . 101 5 1 B . . 001 6 2 C . . 011 7 3 B . . 0100 8 4 C . . 01010 9 3 D . . 01011 10 2 C . . 01001 11 1 D . . 01101 12 0 C . . 00101 13 -1 D . .010101 14 0 E . .110101 15 1 D . .100101 16 2 E . .101101 17 3 D . .101001 18 4 E . .101011 19 5 D . .1010100 20 6 E . .10101010 21 5 A . .10101011 22 4 E . .10101011 23 3 A . .10101111 24 2 E . .10101111 25 1 A . .10111111 26 0 E . .10111111 27 -1 A . .11111111 28 -2 E . 011111111 29 -3 A .0111111111 30 -2 B .1111111111 31 -1 F .1111111111 32 0 C .1111111111 33 1 B .1110111111 34 2 F .1110111111 35 3 C .1110111111 36 4 B .1110110111 37 5 F .1110110111 38 6 C .1110110111 39 7 B .11101101100 40 8 C .111011011010 41 7 D .111011011011 42 6 C .111011011001 43 5 D .111011011101 44 4 C .111011010101 45 5 B .111011000101 46 6 C .111011001101 47 7 B .111011001001 48 8 C .111011001011 49 9 B .1110110010100 50 10 C .11101100101010 51 9 D .11101100101011 52 8 C .11101100101001 53 7 D .11101100101101 54 6 C .11101100100101 55 5 D .11101100110101 56 4 C .11101100010101 57 3 D .11101101010101 58 4 E .11101111010101 59 5 D .11101110010101 60 6 E .11101110110101 61 7 D .11101110100101 62 8 E .11101110101101 63 9 D .11101110101001 64 10 E .11101110101011 65 11 D .111011101010100 66 12 E .1110111010101010 67 11 A .1110111010101011 68 10 E .1110111010101011 69 9 A .1110111010101111 70 8 E .1110111010101111 71 7 A .1110111010111111 72 6 E .1110111010111111 73 5 A .1110111011111111 74 4 E .1110111011111111 75 3 A .1110111111111111 76 2 E .1110111111111111 77 3 D .1110101111111111 78 2 C .1110100111111111 79 1 D .1110110111111111 80 0 C .1110010111111111 81 -1 D .1111010111111111 82 -2 C .1101010111111111 83 -1 B .1001010111111111 84 0 C .1011010111111111 85 1 B .1010010111111111 86 2 C .1010110111111111 87 3 B .1010100111111111 88 4 C .1010101111111111 89 5 B .1010101011111111 90 6 F .1010101011111111 91 7 C .1010101011111111 92 8 B .1010101011011111 93 9 F .1010101011011111 94 10 C .1010101011011111 95 11 B .1010101011011011 96 12 F .1010101011011011 97 13 C .10101010110110110 98 12 D .10101010110110111 99 11 C .10101010110110101 100 12 B .10101010110110001 101 13 C .10101010110110011 102 14 B .101010101101100100 103 15 C .1010101011011001010 104 14 D .1010101011011001011 105 13 C .1010101011011001001 106 12 D .1010101011011001101 107 11 C .1010101011011000101 108 10 D .1010101011011010101 109 11 E .1010101011011110101 110 12 D .1010101011011100101 111 13 E .1010101011011101101 112 14 D .1010101011011101001 113 15 E .1010101011011101011 114 16 D .10101010110111010100 115 17 E .101010101101110101010 116 16 A .101010101101110101011 117 15 E .101010101101110101011 118 14 A .101010101101110101111 119 13 E .101010101101110101111 120 12 A .101010101101110111111 121 11 E .101010101101110111111 122 10 A .101010101101111111111 123 9 E .101010101101111111111 124 10 D .101010101101011111111 125 9 C .101010101101001111111 126 8 D .101010101101101111111 127 7 C .101010101100101111111 128 6 D .101010101110101111111 129 5 C .101010101010101111111 130 6 B .101010100010101111111 131 7 C .101010100110101111111 132 8 B .101010100100101111111 133 9 C .101010100101101111111 134 10 B .101010100101001111111 135 11 C .101010100101011111111 136 12 B .101010100101010111111 137 13 F .101010100101010111111 138 14 C .101010100101010111111 139 15 B .101010100101010110111 140 16 F .101010100101010110111 141 17 C .101010100101010110111 142 18 B .1010101001010101101100 143 19 C .10101010010101011011010 144 18 D .10101010010101011011011 145 17 C .10101010010101011011001 146 16 D .10101010010101011011101 147 15 C .10101010010101011010101 148 16 B .10101010010101011000101 149 17 C .10101010010101011001101 150 18 B .10101010010101011001001 151 19 C .10101010010101011001011 152 20 B .101010100101010110010100 153 21 C .1010101001010101100101010 154 20 D .1010101001010101100101011 155 19 C .1010101001010101100101001 156 18 D .1010101001010101100101101 157 17 C .1010101001010101100100101 158 16 D .1010101001010101100110101 159 15 C .1010101001010101100010101 160 14 D .1010101001010101101010101 161 15 E .1010101001010101111010101 162 16 D .1010101001010101110010101 163 17 E .1010101001010101110110101 164 18 D .1010101001010101110100101 165 19 E .1010101001010101110101101 166 20 D .1010101001010101110101001 167 21 E .1010101001010101110101011 168 22 D .10101010010101011101010100 169 23 E .101010100101010111010101010 170 22 A .101010100101010111010101011 171 21 E .101010100101010111010101011 172 20 A .101010100101010111010101111 173 19 E .101010100101010111010101111 174 18 A .101010100101010111010111111 175 17 E .101010100101010111010111111 176 16 A .101010100101010111011111111 177 15 E .101010100101010111011111111 178 14 A .101010100101010111111111111 179 13 E .101010100101010111111111111 180 14 D .101010100101010101111111111 181 13 C .101010100101010100111111111 182 12 D .101010100101010110111111111 183 11 C .101010100101010010111111111 184 10 D .101010100101011010111111111 185 9 C .101010100101001010111111111 186 8 D .101010100101101010111111111 187 7 C .101010100100101010111111111 188 6 D .101010100110101010111111111 189 5 C .101010100010101010111111111 190 4 D .101010101010101010111111111 191 5 E .101010111010101010111111111 192 6 D .101010110010101010111111111 193 7 E .101010110110101010111111111 194 8 D .101010110100101010111111111 195 9 E .101010110101101010111111111 196 10 D .101010110101001010111111111 197 11 E .101010110101011010111111111 198 12 D .101010110101010010111111111 199 13 E .101010110101010110111111111 200 14 D .101010110101010100111111111 After 200 steps (201 lines): state = D. Produced 18 ones. Tape index 14, scanned [-3 .. 23].
State | Count | Execution count | First in step | ||
---|---|---|---|---|---|
on 0 | on 1 | on 0 | on 1 | ||
A | 20 | 2 | 18 | 0 | 21 |
B | 27 | 19 | 8 | 1 | 30 |
C | 54 | 29 | 25 | 2 | 4 |
D | 50 | 23 | 27 | 13 | 3 |
E | 41 | 19 | 22 | 20 | 14 |
F | 8 | 8 | 31 |