Comment: This TM produces >3.1x10^10566 ones in >3.8x10^21132 steps. Comment: This was the best 6x2 TM (May-2010..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 | D0L | 1 | right | B | 0 | left | D |
| B | C1R | F0R | 1 | right | C | 0 | right | F |
| C | C1L | A1L | 1 | left | C | 1 | left | A |
| D | E0L | H1L | 0 | left | E | 1 | left | H |
| E | A1L | B0R | 1 | left | A | 0 | right | B |
| F | C0R | E0R | 0 | right | C | 0 | right | E |
The same TM just simple.
Simulation is done with repetitions reduced.
The same TM with tape symbol exponents.
The same TM as 3-macro machine.
The same TM as 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 C . . 111
4 0 A . . 111
5 -1 D . .0011
6 -2 E . 00011
7 -3 A .010011
8 -2 B .110011
9 -1 F .100011
10 0 C .100011
+ 13 -3 C .111111 by C/0 * 3
14 -4 A 0111111
15 -3 B 1111111
16 -2 F 1011111
17 -1 E 1001111
18 0 B 1000111
19 1 F 1000011
20 2 E 1000001
21 3 B 10000000
22 4 C 100000010
23 3 C 100000011
24 2 A 100000011
25 3 B 100000111
26 4 F 100000101
27 5 E 1000001000
28 4 A 1000001001
29 5 B 1000001011
30 6 F 10000010100
31 7 C 100000101000
+ 34 4 C 100000101111 by C/0 * 3
35 3 A 100000101111
36 4 B 100000111111
37 5 F 100000110111
38 6 E 100000110011
39 7 B 100000110001
40 8 F 1000001100000
41 9 C 10000011000000
+ 47 3 C 10000011111111 by C/0 * 6
48 2 A 10000011111111
49 1 D 10000001111111
50 0 E 10000001111111
51 -1 A 10001001111111
52 0 B 10011001111111
53 1 F 10010001111111
54 2 C 10010001111111
+ 57 -1 C 10011111111111 by C/0 * 3
58 -2 A 10011111111111
59 -1 B 10111111111111
60 0 F 10101111111111
61 1 E 10100111111111
62 2 B 10100011111111
63 3 F 10100001111111
64 4 E 10100000111111
65 5 B 10100000011111
66 6 F 10100000001111
67 7 E 10100000000111
68 8 B 10100000000011
69 9 F 10100000000001
70 10 E 101000000000000
71 9 A 101000000000001
72 10 B 101000000000011
73 11 F 1010000000000100
74 12 C 10100000000001000
+ 77 9 C 10100000000001111 by C/0 * 3
78 8 A 10100000000001111
79 9 B 10100000000011111
80 10 F 10100000000010111
81 11 E 10100000000010011
82 12 B 10100000000010001
83 13 F 101000000000100000
84 14 C 1010000000001000000
+ 90 8 C 1010000000001111111 by C/0 * 6
91 7 A 1010000000001111111
92 8 B 1010000000011111111
93 9 F 1010000000010111111
94 10 E 1010000000010011111
95 11 B 1010000000010001111
96 12 F 1010000000010000111
97 13 E 1010000000010000011
98 14 B 1010000000010000001
99 15 F 10100000000100000000
100 16 C 101000000001000000000
+ 109 7 C 101000000001111111111 by C/0 * 9
110 6 A 101000000001111111111
111 7 B 101000000011111111111
112 8 F 101000000010111111111
113 9 E 101000000010011111111
114 10 B 101000000010001111111
115 11 F 101000000010000111111
116 12 E 101000000010000011111
117 13 B 101000000010000001111
118 14 F 101000000010000000111
119 15 E 101000000010000000011
120 16 B 101000000010000000001
121 17 F 1010000000100000000000
122 18 C 10100000001000000000000
+ 134 6 C 10100000001111111111111 by C/0 * 12
135 5 A 10100000001111111111111
136 6 B 10100000011111111111111
137 7 F 10100000010111111111111
138 8 E 10100000010011111111111
139 9 B 10100000010001111111111
140 10 F 10100000010000111111111
141 11 E 10100000010000011111111
142 12 B 10100000010000001111111
143 13 F 10100000010000000111111
144 14 E 10100000010000000011111
145 15 B 10100000010000000001111
146 16 F 10100000010000000000111
147 17 E 10100000010000000000011
148 18 B 10100000010000000000001
149 19 F 101000000100000000000000
150 20 C 1010000001000000000000000
+ 165 5 C 1010000001111111111111111 by C/0 * 15
166 4 A 1010000001111111111111111
167 5 B 1010000011111111111111111
168 6 F 1010000010111111111111111
169 7 E 1010000010011111111111111
170 8 B 1010000010001111111111111
171 9 F 1010000010000111111111111
172 10 E 1010000010000011111111111
173 11 B 1010000010000001111111111
174 12 F 1010000010000000111111111
175 13 E 1010000010000000011111111
176 14 B 1010000010000000001111111
177 15 F 1010000010000000000111111
178 16 E 1010000010000000000011111
179 17 B 1010000010000000000001111
180 18 F 1010000010000000000000111
181 19 E 1010000010000000000000011
182 20 B 1010000010000000000000001
183 21 F 10100000100000000000000000
184 22 C 101000001000000000000000000
+ 202 4 C 101000001111111111111111111 by C/0 * 18
203 3 A 101000001111111111111111111
204 4 B 101000011111111111111111111
205 5 F 101000010111111111111111111
206 6 E 101000010011111111111111111
207 7 B 101000010001111111111111111
208 8 F 101000010000111111111111111
209 9 E 101000010000011111111111111
210 10 B 101000010000001111111111111
211 11 F 101000010000000111111111111
212 12 E 101000010000000011111111111
213 13 B 101000010000000001111111111
214 14 F 101000010000000000111111111
215 15 E 101000010000000000011111111
216 16 B 101000010000000000001111111
217 17 F 101000010000000000000111111
218 18 E 101000010000000000000011111
219 19 B 101000010000000000000001111
220 20 F 101000010000000000000000111
221 21 E 101000010000000000000000011
222 22 B 101000010000000000000000001
223 23 F 1010000100000000000000000000
224 24 C 10100001000000000000000000000
+ 245 3 C 10100001111111111111111111111 by C/0 * 21
246 2 A 10100001111111111111111111111
247 3 B 10100011111111111111111111111
248 4 F 10100010111111111111111111111
249 5 E 10100010011111111111111111111
250 6 B 10100010001111111111111111111
251 7 F 10100010000111111111111111111
252 8 E 10100010000011111111111111111
253 9 B 10100010000001111111111111111
254 10 F 10100010000000111111111111111
255 11 E 10100010000000011111111111111
256 12 B 10100010000000001111111111111
257 13 F 10100010000000000111111111111
258 14 E 10100010000000000011111111111
259 15 B 10100010000000000001111111111
260 16 F 10100010000000000000111111111
261 17 E 10100010000000000000011111111
262 18 B 10100010000000000000001111111
263 19 F 10100010000000000000000111111
264 20 E 10100010000000000000000011111
265 21 B 10100010000000000000000001111
266 22 F 10100010000000000000000000111
267 23 E 10100010000000000000000000011
268 24 B 10100010000000000000000000001
269 25 F 101000100000000000000000000000
270 26 C 1010001000000000000000000000000
+ 294 2 C 1010001111111111111111111111111 by C/0 * 24
295 1 A 1010001111111111111111111111111
296 2 B 1010011111111111111111111111111
297 3 F 1010010111111111111111111111111
298 4 E 1010010011111111111111111111111
299 5 B 1010010001111111111111111111111
300 6 F 1010010000111111111111111111111
301 7 E 1010010000011111111111111111111
302 8 B 1010010000001111111111111111111
303 9 F 1010010000000111111111111111111
304 10 E 1010010000000011111111111111111
305 11 B 1010010000000001111111111111111
306 12 F 1010010000000000111111111111111
307 13 E 1010010000000000011111111111111
308 14 B 1010010000000000001111111111111
309 15 F 1010010000000000000111111111111
310 16 E 1010010000000000000011111111111
311 17 B 1010010000000000000001111111111
After 311 steps (201 lines): state = B.
Produced 13 ones.
Tape index 17, scanned [-4 .. 26].
| State | Count | Execution count | First in step | ||
|---|---|---|---|---|---|
| on 0 | on 1 | on 0 | on 1 | ||
| A | 19 | 17 | 2 | 0 | 4 |
| B | 55 | 2 | 53 | 1 | 8 |
| C | 139 | 125 | 14 | 2 | 3 |
| D | 2 | 2 | 5 | ||
| E | 43 | 4 | 39 | 6 | 17 |
| F | 53 | 12 | 41 | 9 | 16 |