Comment: This TM produces 17323 nonzeros in 262,759,288 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 3 |
on 0 | on 1 | on 2 | on 3 | ||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Move | Goto | Move | Goto | Move | Goto | Move | Goto | |||||||||
| A | 1RB | 2LC | 0LC | 0RA | 1 | right | B | 2 | left | C | 0 | left | C | 0 | right | A |
| B | 3LC | 2RC | 1LB | 0RC | 3 | left | C | 2 | right | C | 1 | left | B | 0 | right | C |
| C | 1RA | 0LB | 1RH | 0RB | 1 | right | A | 0 | left | B | 1 | right | H | 0 | right | B |
The same TM just simple.
Simulation is done with repetitions reduced.
The same TM with tape symbol exponents.
The same TM as 6-bck-macro machine.
The same TM as 6-bck-macro machine with pure additive config-TRs.
Step Tpos St Tape contents
0 0 A . . . . . 0
1 1 B . . . . . 10
2 0 C . . . . . 13
3 -1 B . . . . .003
4 -2 C . . . . 0303
5 -1 A . . . . 1303
6 0 A . . . . 1003
7 1 B . . . . 1013
8 2 C . . . . 10100
9 3 A . . . . 101010
10 4 B . . . . 1010110
11 3 C . . . . 1010113
12 2 B . . . . 1010103
13 3 C . . . . 1010203
14 4 A . . . . 1010213
15 5 A . . . . 10102100
16 6 B . . . . 101021010
17 5 C . . . . 101021013
18 4 B . . . . 101021003
19 3 C . . . . 101021303
20 2 B . . . . 101020303
21 1 B . . . . 101010303
22 0 C . . . . 101310303
23 -1 B . . . . 100310303
24 -2 C . . . . 130310303
25 -3 B . . . .0030310303
26 -4 C . . . 03030310303
27 -3 A . . . 13030310303
28 -2 A . . . 10030310303
29 -1 B . . . 10130310303
30 0 C . . . 10100310303
31 1 A . . . 10101310303
32 2 A . . . 10101010303
33 1 C . . . 10101020303
34 2 A . . . 10101120303
35 1 C . . . 10101100303
36 0 B . . . 10101000303
37 1 C . . . 10102000303
38 2 A . . . 10102100303
39 3 B . . . 10102110303
40 2 C . . . 10102113303
41 1 B . . . 10102103303
42 2 C . . . 10102203303
43 3 A . . . 10102213303
+ 45 5 A . . . 10102210003 by A/3 * 2
46 6 B . . . 10102210013
47 7 C . . . 101022100100
48 8 A . . . 1010221001010
49 9 B . . . 10102210010110
50 8 C . . . 10102210010113
51 7 B . . . 10102210010103
52 8 C . . . 10102210010203
53 9 A . . . 10102210010213
54 10 A . . . 101022100102100
55 11 B . . . 1010221001021010
56 10 C . . . 1010221001021013
57 9 B . . . 1010221001021003
58 8 C . . . 1010221001021303
59 7 B . . . 1010221001020303
60 6 B . . . 1010221001010303
61 5 C . . . 1010221001310303
62 4 B . . . 1010221000310303
63 3 C . . . 1010221030310303
64 4 A . . . 1010221130310303
65 5 A . . . 1010221100310303
66 6 B . . . 1010221101310303
67 7 C . . . 1010221101010303
68 6 B . . . 1010221101000303
69 5 C . . . 1010221101300303
70 4 B . . . 1010221100300303
71 3 C . . . 1010221130300303
72 2 B . . . 1010221030300303
73 3 C . . . 1010222030300303
74 4 A . . . 1010222130300303
75 5 A . . . 1010222100300303
76 6 B . . . 1010222101300303
77 7 C . . . 1010222101000303
78 8 A . . . 1010222101010303
79 9 B . . . 1010222101011303
80 10 C . . . 1010222101011003
81 11 A . . . 1010222101011013
82 12 A . . . 10102221010110100
83 13 B . . . 101022210101101010
84 12 C . . . 101022210101101013
85 11 B . . . 101022210101101003
86 10 C . . . 101022210101101303
87 9 B . . . 101022210101100303
88 8 C . . . 101022210101130303
89 7 B . . . 101022210101030303
90 8 C . . . 101022210102030303
91 9 A . . . 101022210102130303
92 10 A . . . 101022210102100303
93 11 B . . . 101022210102101303
94 12 C . . . 101022210102101003
95 13 A . . . 101022210102101013
96 14 A . . . 1010222101021010100
97 15 B . . . 10102221010210101010
98 14 C . . . 10102221010210101013
99 13 B . . . 10102221010210101003
100 12 C . . . 10102221010210101303
101 11 B . . . 10102221010210100303
102 10 C . . . 10102221010210130303
103 9 B . . . 10102221010210030303
104 8 C . . . 10102221010213030303
105 7 B . . . 10102221010203030303
106 6 B . . . 10102221010103030303
107 5 C . . . 10102221013103030303
108 4 B . . . 10102221003103030303
109 3 C . . . 10102221303103030303
110 2 B . . . 10102220303103030303
+ 113 -1 B . . . 10101110303103030303 by B/2 * 3
114 -2 C . . . 10131110303103030303
115 -3 B . . . 10031110303103030303
116 -4 C . . . 13031110303103030303
117 -5 B . . .003031110303103030303
118 -6 C . . 0303031110303103030303
119 -5 A . . 1303031110303103030303
120 -4 A . . 1003031110303103030303
121 -3 B . . 1013031110303103030303
122 -2 C . . 1010031110303103030303
123 -1 A . . 1010131110303103030303
124 0 A . . 1010101110303103030303
125 -1 C . . 1010102110303103030303
126 0 A . . 1010112110303103030303
127 -1 C . . 1010110110303103030303
128 -2 B . . 1010100110303103030303
129 -1 C . . 1010200110303103030303
130 0 A . . 1010210110303103030303
131 1 B . . 1010211110303103030303
132 2 C . . 1010211210303103030303
133 1 B . . 1010211200303103030303
134 0 B . . 1010211100303103030303
135 1 C . . 1010212100303103030303
136 0 B . . 1010212000303103030303
137 -1 B . . 1010211000303103030303
138 0 C . . 1010221000303103030303
139 -1 B . . 1010220000303103030303
+ 141 -3 B . . 1010110000303103030303 by B/2 * 2
142 -4 C . . 1013110000303103030303
143 -5 B . . 1003110000303103030303
144 -6 C . . 1303110000303103030303
145 -7 B . .00303110000303103030303
146 -8 C . 030303110000303103030303
147 -7 A . 130303110000303103030303
148 -6 A . 100303110000303103030303
149 -5 B . 101303110000303103030303
150 -4 C . 101003110000303103030303
151 -3 A . 101013110000303103030303
152 -2 A . 101010110000303103030303
153 -3 C . 101010210000303103030303
154 -2 A . 101011210000303103030303
155 -3 C . 101011010000303103030303
156 -4 B . 101010010000303103030303
157 -3 C . 101020010000303103030303
158 -2 A . 101021010000303103030303
159 -1 B . 101021110000303103030303
160 0 C . 101021120000303103030303
161 1 A . 101021121000303103030303
162 2 B . 101021121100303103030303
163 1 C . 101021121130303103030303
164 0 B . 101021121030303103030303
165 1 C . 101021122030303103030303
166 2 A . 101021122130303103030303
167 3 A . 101021122100303103030303
168 4 B . 101021122101303103030303
169 5 C . 101021122101003103030303
170 6 A . 101021122101013103030303
171 7 A . 101021122101010103030303
172 6 C . 101021122101010203030303
173 7 A . 101021122101011203030303
174 6 C . 101021122101011003030303
175 5 B . 101021122101010003030303
176 6 C . 101021122101020003030303
177 7 A . 101021122101021003030303
178 8 B . 101021122101021103030303
179 7 C . 101021122101021133030303
180 6 B . 101021122101021033030303
181 7 C . 101021122101022033030303
182 8 A . 101021122101022133030303
+ 184 10 A . 101021122101022100030303 by A/3 * 2
185 11 B . 101021122101022100130303
186 12 C . 101021122101022100100303
187 13 A . 101021122101022100101303
188 14 A . 101021122101022100101003
189 15 B . 101021122101022100101013
190 16 C . 1010211221010221001010100
191 17 A . 10102112210102210010101010
192 18 B . 101021122101022100101010110
193 17 C . 101021122101022100101010113
194 16 B . 101021122101022100101010103
195 17 C . 101021122101022100101010203
196 18 A . 101021122101022100101010213
197 19 A . 1010211221010221001010102100
198 20 B . 10102112210102210010101021010
199 19 C . 10102112210102210010101021013
200 18 B . 10102112210102210010101021003
201 17 C . 10102112210102210010101021303
202 16 B . 10102112210102210010101020303
203 15 B . 10102112210102210010101010303
204 14 C . 10102112210102210010101310303
205 13 B . 10102112210102210010100310303
After 205 steps (201 lines): state = B.
Produced 18 nonzeros.
Tape index 13, scanned [-8 .. 20].
| State | Count | Execution count | First in step | ||||||
|---|---|---|---|---|---|---|---|---|---|
| on 0 | on 1 | on 2 | on 3 | on 0 | on 1 | on 2 | on 3 | ||
| A | 56 | 26 | 4 | 4 | 22 | 0 | 32 | 34 | 5 |
| B | 76 | 37 | 16 | 11 | 12 | 1 | 12 | 20 | 7 |
| C | 73 | 33 | 40 | 4 | 2 | ||||