Comment: This TM produces 100 ones in 5093 steps. 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 | |||||
0 | 11 | 30 | 1 | stay | 1 | 0 | stay | 3 |
1 | 2R | 1R | 0 | right | 2 | 1 | right | 1 |
2 | 3R | 10 | 0 | right | 3 | 0 | stay | 1 |
3 | 4L | *= | 0 | left | 4 | 1 | stay | * |
4 | 5R | 1L | 0 | right | 5 | 1 | left | 1 |
5 | 6R | 6L | 0 | right | 6 | 1 | left | 6 |
6 | 51 | 0L | 1 | stay | 5 | 1 | left | 0 |
The same TM just simple. The same TM with repetitions reduced. Simulation is done with tape symbol exponents. The same TM as 1-macro machine. The same TM as 1-macro machine with pure additive config-TRs. Step Tpos Tape contents 0 0 <0 1 0 1 <1 2 1 1 1> 3 2 1 0 2> 4 3 1 0 0 3> 5 2 1 0 0 <4 6 3 1 0 0 5> 7 4 1 03 6> 8 4 1 03 5> 1 9 3 1 03 <6 1 10 3 1 0 0 1 <5 1 11 2 1 0 0 <6 1 1 12 2 1 0 1 <5 1 1 13 1 1 0 <6 13 14 1 1 1 <5 13 15 0 1 <6 14 16 -1 <0 15 17 -1 1 <1 15 18 0 1 1> 15 + 23 5 16 1> 24 6 16 0 2> 25 7 16 0 0 3> 26 6 16 0 0 <4 27 7 16 0 0 5> 28 8 16 03 6> 29 8 16 03 5> 1 30 7 16 03 <6 1 31 7 16 0 0 1 <5 1 32 6 16 0 0 <6 1 1 33 6 16 0 1 <5 1 1 34 5 16 0 <6 13 35 5 17 <5 13 36 4 16 <6 14 37 3 15 <0 15 38 3 14 0 <3 15 39 2 14 <4 0 15 40 1 13 <1 1 0 15 41 2 13 1> 1 0 15 42 3 14 1> 0 15 43 4 14 0 2> 15 44 4 14 0 1> 0 14 45 5 14 0 0 2> 14 46 5 14 0 0 1> 0 13 47 6 14 03 2> 13 48 6 14 03 1> 0 1 1 49 7 14 04 2> 1 1 50 7 14 04 1> 0 1 + 60 10 14 07 1 <5 1 + 70 5 14 0 0 1 <5 16 + 80 0 1 1> 1 0 110 + 90 6 1 1 05 2> 16 + 100 11 1 1 010 2> 1 + 110 12 1 1 012 <6 1 1 + 120 7 1 1 07 <6 17 + 130 2 1 1 0 0 <6 112 131 2 1 1 0 1 <5 112 132 1 1 1 0 <6 113 133 1 13 <5 113 134 0 1 1 <6 114 135 -1 1 <0 115 136 -1 <3 115 137 -2 <4 0 115 138 -1 5> 0 115 139 0 6> 115 140 -1 <0 115 141 -1 1 <1 115 142 0 1 1> 115 + 157 15 116 1> 158 16 116 0 2> 159 17 116 0 0 3> 160 16 116 0 0 <4 161 17 116 0 0 5> 162 18 116 03 6> 163 18 116 03 5> 1 164 17 116 03 <6 1 165 17 116 0 0 1 <5 1 166 16 116 0 0 <6 1 1 167 16 116 0 1 <5 1 1 168 15 116 0 <6 13 169 15 117 <5 13 170 14 116 <6 14 + 850 7 1 1 06 1 <5 132 851 6 1 1 06 <6 133 852 6 1 1 05 1 <5 133 853 5 1 1 05 <6 134 854 5 1 1 04 1 <5 134 855 4 1 1 04 <6 135 856 4 1 1 03 1 <5 135 857 3 1 1 03 <6 136 858 3 1 1 0 0 1 <5 136 859 2 1 1 0 0 <6 137 860 2 1 1 0 1 <5 137 861 1 1 1 0 <6 138 862 1 13 <5 138 863 0 1 1 <6 139 864 -1 1 <0 140 865 -1 <3 140 866 -2 <4 0 140 867 -1 5> 0 140 868 0 6> 140 869 -1 <0 140 870 -1 1 <1 140 871 0 1 1> 140 + 911 40 141 1> 912 41 141 0 2> 913 42 141 0 0 3> 914 41 141 0 0 <4 915 42 141 0 0 5> 916 43 141 03 6> 917 43 141 03 5> 1 918 42 141 03 <6 1 919 42 141 0 0 1 <5 1 920 41 141 0 0 <6 1 1 921 41 141 0 1 <5 1 1 922 40 141 0 <6 13 923 40 142 <5 13 924 39 141 <6 14 925 38 140 <0 15 926 38 139 0 <3 15 927 37 139 <4 0 15 928 36 138 <1 1 0 15 929 37 138 1> 1 0 15 930 38 139 1> 0 15 931 39 139 0 2> 15 932 39 139 0 1> 0 14 933 40 139 0 0 2> 14 934 40 139 0 0 1> 0 13 935 41 139 03 2> 13 936 41 139 03 1> 0 1 1 937 42 139 04 2> 1 1 938 42 139 04 1> 0 1 939 43 139 05 2> 1 940 43 139 05 1> 941 44 139 06 2> 942 45 139 07 3> 943 44 139 07 <4 944 45 139 07 5> 945 46 139 08 6> 946 46 139 08 5> 1 947 45 139 08 <6 1 948 45 139 07 1 <5 1 949 44 139 07 <6 1 1 950 44 139 06 1 <5 1 1 + 1000 46 137 011 <6 13 + 1050 45 135 011 1> 0 14 + 1100 34 136 <5 118 + 1150 53 133 022 <4 + 1200 31 133 <6 124 + 1250 52 131 022 1> 0 13 + 1300 39 131 09 1 <5 119 + 1350 41 129 013 2> 118 + 1400 56 129 029 <6 15 + 1450 31 129 04 <6 130 + 1500 44 127 018 1> 0 117 + 1550 59 127 033 1 <5 15 + 1600 34 127 08 1 <5 130 + 1650 38 125 014 2> 127 + 1700 63 125 039 2> 1 1 + 1750 46 125 023 <6 121 + 1800 20 122 <1 1 0 145 + 1850 46 123 024 1> 0 121 + 1900 69 123 047 1 <5 1 + 1950 44 123 022 1 <5 126 + 2000 19 120 1> 1 0 150 + 2050 45 121 025 2> 126 + 2100 70 121 050 2> 1 + 2150 51 121 032 <6 122 + 2200 26 121 07 <6 147 + 2250 33 119 015 1> 0 140 + 2300 58 119 040 1> 0 115 + 2350 69 119 051 1 <5 17 + 2400 44 119 026 1 <5 132 + 2450 19 119 0 1 <5 157 + 2500 37 117 021 2> 140 + 2550 62 117 046 2> 115 + 2600 71 117 056 <6 18 + 2650 46 117 031 <6 133 + 2700 21 117 06 <6 158 + 2750 30 115 016 1> 0 149 + 2800 55 115 041 1> 0 124 + 2850 81 115 067 3> + 2900 59 115 045 1 <5 123 + 2950 34 115 020 1 <5 148 + 3000 14 113 0 0 2> 169 + 3050 39 113 027 2> 144 + 3100 64 113 052 2> 119 + 3150 81 113 070 <6 14 + 3200 56 113 045 <6 129 + 3250 31 113 020 <6 154 + 3300 12 111 0 0 1> 0 173 + 3350 37 111 027 1> 0 148 + 3400 62 111 052 1> 0 123 + 3450 87 111 077 5> + 3500 64 111 054 1 <5 124 + 3550 39 111 029 1 <5 149 + 3600 14 111 04 1 <5 174 + 3650 26 19 018 2> 163 + 3700 51 19 043 2> 138 + 3750 76 19 068 2> 113 + 3800 81 19 074 <6 110 + 3850 56 19 049 <6 135 + 3900 31 19 024 <6 160 + 3950 6 17 0 <3 185 + 4000 29 17 023 1> 0 162 + 4050 54 17 048 1> 0 137 + 4100 79 17 073 1> 0 112 + 4150 84 17 078 1 <5 110 + 4200 59 17 053 1 <5 135 + 4250 34 17 028 1 <5 160 + 4300 9 17 03 1 <5 185 + 4350 23 15 019 2> 172 + 4400 48 15 044 2> 147 + 4450 73 15 069 2> 122 + 4500 96 15 093 <6 1 + 4550 71 15 068 <6 126 + 4600 46 15 043 <6 151 + 4650 21 15 018 <6 176 + 4700 6 13 04 1> 0 191 + 4750 31 13 029 1> 0 166 + 4800 56 13 054 1> 0 141 + 4850 81 13 079 1> 0 116 + 4900 94 13 092 1 <5 16 + 4950 69 13 067 1 <5 131 + 5000 44 13 042 1 <5 156 + 5050 19 13 017 1 <5 181 + 5076 6 13 04 1 <5 194 5077 5 13 04 <6 195 5078 5 13 03 1 <5 195 5079 4 13 03 <6 196 5080 4 13 0 0 1 <5 196 5081 3 13 0 0 <6 197 5082 3 13 0 1 <5 197 5083 2 13 0 <6 198 5084 2 14 <5 198 5085 1 13 <6 199 5086 0 1 1 <0 1100 5087 0 1 0 <3 1100 5088 -1 1 <4 0 1100 5089 -2 <1 1 0 1100 5090 -1 2> 1 0 1100 5091 -1 1> 0 0 1100 5092 0 2> 0 1100 5093 1 3> 1100 After 5093 steps [5036 Msteps] (243 lines): state = 3. Produced 100 ones. Tape index 1, scanned [-2 .. 100].
State | Count | Execution count | First in step | ||
---|---|---|---|---|---|
on 0 | on 1 | on 0 | on 1 | ||
0 | 35 | 4 | 31 | 0 | 37 |
1 | 1259 | 1139 | 120 | 2 | 1 |
2 | 1139 | 33 | 1106 | 3 | 43 |
3 | 63 | 63 | 4 | ||
4 | 63 | 34 | 29 | 5 | 39 |
5 | 1267 | 34 | 1233 | 6 | 8 |
6 | 1267 | 1233 | 34 | 7 | 15 |