Sokoban Solver Statistics - Aymeric Du Peloux

Date: 2024-03-11

Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None?   FloorsBoxesLower BoundBP
Solved puzzles 282 of 282 282 282 282 282 282 282 282 282 282 282   Total778110982772 
 
 
Sokoban Solver Statistics - Puzzle Set Summary - Pushes - Aymeric Du Peloux
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
1 44444444444444444444  ✓   9 8 26 3 18 ?
2 87878787878787878787  ✓   10 11 38 4 21 ?
3 32283232323232323232  ✓   10 10 40 4 8 ?
4 52464242424242424242  ✓   9 10 34 4 18 ?
5 97939595959595959595  ✓   11 9 37 4 15 ?
6 86807678767676767676  ✓   11 9 38 4 12 ?
7 65696363636363636363  ✓   9 9 32 5 11 ?
8 31373737373737373737  ✓   9 10 34 4 3 ?
9 37413737373737373737  ✓   9 10 36 4 13 ?
10 115127109109109109109109109109  ✓   11 10 46 4 41 ?
11 44444444444444444444  ✓   10 7 27 4 12 ?
12 691016969696969696969  ✓   10 9 36 5 13 ?
13 65656565656565656565  ✓   8 10 31 4 5 ?
14 49514949494949494949  ✓   9 7 24 5 13 ?
15 30303030303030303030  ✓   8 7 20 4 8 ?
16 52525252525252525252  ✓   10 9 31 4 12 ?
17 50505050505050505050  ✓   9 8 29 4 16 ?
18 32403434343434343434  ✓   9 8 28 4 8 ?
19 79777777777777777777  ✓   8 11 34 5 3 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
20 44504646464646464646  ✓   10 9 33 4 18 ?
21 42424242424242424242  ✓   8 9 29 4 6 ?
22 50405252525252525252  ✓   8 9 27 4 6 ?
23 64666868686868686868  ✓   8 12 32 6 2 ?
24 30424040404040404040  ✓   8 8 23 4 14 ?
25 72666666666666666666  ✓   9 9 29 4 28 ?
26 36344040404040404040  ✓   9 7 23 4 10 ?
27 28383030303030303030  ✓   8 9 27 4 4 ?
28 49576565656565656565  ✓   10 10 39 7 13 ?
29 115109117119117119119119119117  ✓   12 8 38 6 43 ?
30 42383838383838383838  ✓   9 8 30 6 26 ?
31 93898585858585858585  ✓   9 9 35 5 41 ?
32 39453737373737373737  ✓   7 9 24 3 9 ?
33 41454747474747474747  ✓   8 8 24 4 11 ?
34 66686464646464646464  ✓   9 9 30 5 2 ?
35 65636161616161616161  ✓   8 10 34 4 7 ?
36 34464242424242424242  ✓   10 8 26 4 4 ?
37 50405252525252525252  ✓   9 7 22 4 10 ?
38 46505454545454545454  ✓   9 9 30 4 8 ?
39 57675757575757575757  ✓   10 9 27 4 21 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
40 48505050505050505050  ✓   9 9 29 5 14 ?
41 70666868686868686868  ✓   10 8 28 4 20 ?
42 161169181181181181181181181181  ✓   8 10 31 7 13 ?
43 25252323232323232323  ✓   9 8 26 3 7 ?
44 23232323232323232323  ✓   8 8 21 3 5 ?
45 15151515151515151515  ✓   8 10 29 3 7 ?
46 35352929272929292929  ✓   13 9 34 3 5 ?
47 33313131313131313131  ✓   9 10 32 3 25 ?
48 65616363636363636363  ✓   9 12 35 3 39 ?
49 11111111111111111111  ✓   8 8 23 3 7 ?
50 17191919191919191919  ✓   8 8 21 3 7 ?
51 11131111111111111111  ✓   8 7 21 3 7 ?
52 19171919191919191919  ✓   8 9 23 3 7 ?
53 35353535353535353535  ✓   9 8 24 3 3 ?
54 17171717171717171717  ✓   10 6 25 3 3 ?
55 35353535353535353535  ✓   9 13 37 3 3 ?
56 21232123212121212121  ✓   9 9 29 3 3 ?
57 15151515151515151515  ✓   12 5 21 3 3 ?
58 13151515151515151515  ✓   8 8 21 3 5 ?
59 13131313131313131313  ✓   7 9 22 3 5 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
60 19211919191919191919  ✓   9 8 24 3 3 ?
61 11111111111111111111  ✓   8 9 27 3 5 ?
62 11111111111111111111  ✓   8 7 21 3 3 ?
63 19191919191919191919  ✓   7 8 20 3 3 ?
64 15151515151515151515  ✓   8 7 22 3 3 ?
65 31373131313131313131  ✓   12 8 31 3 3 ?
66 21212121212121212121  ✓   8 8 23 3 7 ?
67 11111111111111111111  ✓   8 7 19 3 3 ?
68 21212121212121212121  ✓   7 9 20 3 3 ?
69 15171515151515151515  ✓   7 8 21 3 3 ?
70 27292727272727272727  ✓   11 8 32 3 11 ?
71 13131313131313131313  ✓   8 9 25 3 5 ?
72 13151313131313131313  ✓   8 7 25 3 3 ?
73 42464242424242424242  ✓   9 9 32 3 2 ?
74 18181818181818181818  ✓   8 9 25 3 2 ?
75 26262626262626262626  ✓   7 10 26 3 2 ?
76 26262626262626262626  ✓   9 10 29 3 2 ?
77 16161616161616161616  ✓   8 7 20 3 2 ?
78 8888888888  ✓   8 7 13 3 2 ?
79 10161010101010101010  ✓   8 8 24 3 2 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
80 36303030303030303030  ✓   10 8 31 3 2 ?
81 16161616161616161616  ✓   8 9 25 3 2 ?
82 14181414141414141414  ✓   7 7 20 3 2 ?
83 23231919191919191919  ✓   8 10 25 3 11 ?
84 27272727272727272727  ✓   9 8 27 3 7 ?
85 19191717171717171717  ✓   8 11 33 3 5 ?
86 25272525252525252525  ✓   9 13 38 3 13 ?
87 15151919191919191919  ✓   9 9 32 3 7 ?
88 49393939393939393939  ✓   10 11 39 3 11 ?
89 13131313131313131313  ✓   7 8 20 3 7 ?
90 23233939393939393939  ✓   10 9 28 3 11 ?
91 13131313131313131313  ✓   8 7 20 3 7 ?
92 23231313131313131313  ✓   8 7 20 3 5 ?
93 20202020202020202020  ✓   7 8 19 3 4 ?
94 40343636363636363636  ✓   9 10 30 3 4 ?
95 26262626262626262626  ✓   9 7 26 3 4 ?
96 24222222222222222222  ✓   7 10 24 3 10 ?
97 16201616161616161616  ✓   8 11 26 3 4 ?
98 16161616161616161616  ✓   7 8 19 3 4 ?
99 14161414141414141414  ✓   7 8 21 3 4 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
100 36344040404040404040  ✓   12 9 28 3 4 ?
101 18181818181818181818  ✓   6 8 18 3 4 ?
102 8888888888  ✓   9 7 20 3 4 ?
103 36343232323232323232  ✓   8 8 21 3 8 ?
104 46484848484848484848  ✓   9 10 30 3 26 ?
105 46464646464646464646  ✓   8 12 36 3 12 ?
106 24242424242424242424  ✓   11 7 24 3 12 ?
107 10101010101010101010  ✓   7 8 17 3 4 ?
108 20202424242424242424  ✓   8 8 22 3 6 ?
109 22222222222222222222  ✓   8 8 23 3 8 ?
110 28382828282828282828  ✓   8 12 31 3 6 ?
111 16161616161616161616  ✓   8 8 23 3 6 ?
112 14141414141414141414  ✓   9 8 26 3 10 ?
113 24242424242424242424  ✓   9 8 22 3 4 ?
114 18181818181818181818  ✓   8 10 28 3 2 ?
115 40404040403838383840  ✓   14 8 38 3 12 ?
116 42425656564856565656  ✓   12 10 37 3 24 ?
117 24161616161616161616  ✓   9 9 28 3 8 ?
118 20222222222222222222  ✓   7 8 20 3 6 ?
119 16141414141414141414  ✓   8 7 18 3 4 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
120 18181818181818181818  ✓   9 7 26 3 4 ?
121 10101818181818181818  ✓   7 7 19 3 2 ?
122 12121212121212121212  ✓   10 6 20 3 6 ?
123 22262222222222222222  ✓   7 9 21 3 2 ?
124 32323232323232323232  ✓   10 10 34 3 2 ?
125 26262626262626262626  ✓   7 10 26 3 2 ?
126 20202222222222222222  ✓   7 10 27 3 2 ?
127 28282828282828282828  ✓   9 8 27 3 2 ?
128 14141616161616161616  ✓   8 8 20 3 2 ?
129 16161616161616161616  ✓   8 7 19 3 2 ?
130 26282828282828282828  ✓   9 8 24 3 2 ?
131 16241818181818181818  ✓   9 7 22 3 2 ?
132 12121212121212121212  ✓   10 8 24 3 2 ?
133 12121212121212121212  ✓   8 6 17 3 10 ?
134 22222222222222222222  ✓   7 8 18 3 10 ?
135 24242424242424242424  ✓   10 8 35 3 10 ?
136 30242424242424242424  ✓   6 13 27 3 20 ?
137 32323232323232323232  ✓   8 8 24 3 22 ?
138 30303030303030303030  ✓   11 7 26 3 22 ?
139 12121212121212121212  ✓   7 8 19 3 10 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
140 30222222222222222222  ✓   10 7 23 3 10 ?
141 26302626262626262626  ✓   7 9 22 3 10 ?
142 14201818181818181818  ✓   8 10 33 3 8 ?
143 27171919191919191919  ✓   9 7 24 4 11 ?
144 90889090909090909090  ✓   17 6 48 4 4 ?
145 31293939393939393939  ✓   8 9 28 3 19 ?
146 32323232323232323232  ✓   10 6 21 4 16 ?
147 30303030303030303030  ✓   9 9 33 6 14 ?
148 23232323232323232323  ✓   8 8 25 5 7 ?
149 27292727272727272727  ✓   7 9 23 3 17 ?
150 44443838383838383838  ✓   8 8 24 4 10 ?
151 64646464646464646464  ✓   9 9 28 4 16 ?
152 24243434343434343434  ✓   7 12 28 3 18 ?
153 42325656565656565656  ✓   9 8 26 5 6 ?
154 23292323232323232323  ✓   7 9 24 6 9 ?
155 20202222222222222222  ✓   8 8 24 4 10 ?
156 58526262626262626262  ✓   7 12 29 4 28 ?
157 51535151515151515151  ✓   10 9 33 4 33 ?
158 48484646464646464646  ✓   9 9 30 4 32 ?
159 56587070707070707070  ✓   10 9 35 4 46 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
160 44484646464646464646  ✓   9 8 28 4 12 ?
161 31333333333333333333  ✓   9 8 30 6 25 ?
162 50525858585858585858  ✓   10 9 34 4 26 ?
163 34343434343434343434  ✓   9 9 29 5 10 ?
164 63615757575757575757  ✓   10 10 36 4 47 ?
165 17171717171717171717  ✓   7 8 22 4 9 ?
166 39374343434343434343  ✓   10 9 34 5 15 ?
167 40404040404040404040  ✓   10 8 28 4 24 ?
168 57776969696969696969  ✓   10 10 38 5 9 ?
169 47474343434343434343  ✓   8 9 30 4 19 ?
170 25232323232323232323  ✓   9 7 20 3 7 ?
171 30343434343434343434  ✓   7 8 21 4 6 ?
172 46464646464646464646  ✓   10 10 31 4 16 ?
173 22222222222222222222  ✓   8 9 27 4 2 ?
174 20202626262626262626  ✓   8 9 27 4 2 ?
175 37373737373737373737  ✓   8 9 26 4 15 ?
176 41413939393939393939  ✓   10 6 25 4 3 ?
177 31252727272727272727  ✓   8 7 22 5 3 ?
178 32383636363636363636  ✓   9 8 23 4 10 ?
179 57576767676767676767  ✓   10 8 30 4 21 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
180 48464646464646464646  ✓   9 9 31 4 2 ?
181 24242424242424242424  ✓   8 8 24 4 8 ?
182 34323232323232323232  ✓   9 8 26 3 14 ?
183 6666666666  ✓   8 8 24 1 6 ?
184 10101010101010101010  ✓   8 8 24 2 10 ?
185 10101010101010101010  ✓   8 8 24 3 8 ?
186 12121212121212121212  ✓   8 9 28 1 12 ?
187 26283030303030303030  ✓   8 9 28 2 12 ?
188 43434545454545454545  ✓   8 9 28 3 3 ?
189 17171717171717171717  ✓   8 9 25 2 7 ?
190 28303030303030303030  ✓   8 9 25 3 12 ?
191 13131313131313131313  ✓   8 8 23 2 9 ?
192 16161616161616161616  ✓   8 8 23 3 6 ?
193 15151515151515151515  ✓   9 8 26 2 11 ?
194 24242222222222222222  ✓   9 8 26 3 14 ?
195 28282828282828282828  ✓   9 9 29 2 24 ?
196 37373737373737373737  ✓   9 9 29 3 31 ?
197 24242424242424242424  ✓   8 8 24 2 12 ?
198 35353535353535353535  ✓   8 8 24 3 21 ?
199 15171717171717171717  ✓   10 9 28 2 5 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
200 27272727272727272727  ✓   10 9 28 3 5 ?
201 29252525252525252525  ✓   8 9 27 2 13 ?
202 41434141414141414141  ✓   8 9 27 3 23 ?
203 26262626262626262626  ✓   7 9 25 2 16 ?
204 40424040404040404040  ✓   7 9 25 3 16 ?
205 29292929292929292929  ✓   11 9 35 2 27 ?
206 54586464646464646464  ✓   11 9 35 3 42 ?
207 22222222222222222222  ✓   9 9 29 2 16 ?
208 52525252525252525252  ✓   9 9 29 3 16 ?
209 26262626262626262626  ✓   8 9 28 2 2 ?
210 46444444444444444444  ✓   8 9 28 3 2 ?
211 13131313131313131313  ✓   8 9 30 2 9 ?
212 55555555555555555555  ✓   8 9 30 3 13 ?
213 14141414141414141414  ✓   7 8 21 2 10 ?
214 22202020202020202020  ✓   7 8 19 2 8 ?
215 19191919191919191919  ✓   9 7 23 3 1 ?
216 21292929292929292929  ✓   9 7 23 3 1 ?
217 16161616161616161616  ✓   8 7 20 3 4 ?
218 22222222222222222222  ✓   8 8 21 3 4 ?
219 22242222222222222222  ✓   7 9 22 3 4 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
220 17172121212121212121  ✓   8 8 21 3 5 ?
221 21212323232323232323  ✓   8 9 26 3 5 ?
222 19191919191919191919  ✓   7 8 21 3 5 ?
223 21312121212121212121  ✓   8 7 22 5 7 ?
224 62766868686868686868  ✓   8 11 34 7 8 ?
225 30303030303030303030  ✓   8 9 27 5 6 ?
226 65676969696969696969  ✓   10 9 33 4 7 ?
227 24242424242424242424  ✓   9 9 30 4 2 ?
228 37374141414141414141  ✓   8 8 27 5 17 ?
229 46565454545454545454  ✓   7 11 32 7 8 ?
230 36323434343434343434  ✓   7 9 25 5 6 ?
231 57616161616161616161  ✓   9 9 33 5 25 ?
232 55716969696969696969  ✓   10 9 32 5 1 ?
233 55554957574949494949  ✓   8 11 35 3 15 ?
234 33353737373737373737  ✓   9 9 30 5 3 ?
235 73756969696969696969  ✓   10 9 36 3 15 ?
236 46604242424242424242  ✓   9 7 27 5 2 ?
237 35614343434343434343  ✓   9 7 27 5 1 ?
238 27272727272727272727  ✓   6 10 23 5 1 ?
239 37414141414141414141  ✓   8 8 24 5 11 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
240 29332727272727272727  ✓   9 9 31 4 13 ?
241 47474747474747474747  ✓   9 9 29 4 15 ?
242 61613737613737373737  ✓   10 8 27 5 1 ?
243 40423636363636363636  ✓   10 9 32 5 2 ?
244 43454545454545454545  ✓   10 7 24 4 7 ?
245 31333131313131313131  ✓   9 9 31 4 1 ?
246 44424444444444444444  ✓   9 8 29 4 12 ?
247 53656161616161616161  ✓   10 7 28 4 9 ?
248 95839595899589898995  ✓   9 9 32 5 9 ?
249 102110122122122122122122122122  ✓   10 9 36 6 28 ?
250 55797171717171717171  ✓   9 9 32 5 1 ?
251 44404646464646464646  ✓   8 8 26 6 8 ?
252 46525050505050505050  ✓   8 8 26 6 10 ?
253 40464040404040404040  ✓   8 9 28 5 12 ?
254 791118585858585858585  ✓   9 9 34 5 35 ?
255 44444646464646464646  ✓   9 8 29 5 2 ?
256 581048282828282828282  ✓   8 10 28 6 8 ?
257 53636363636363636363  ✓   9 8 28 5 11 ?
258 51615555555555555555  ✓   8 9 28 6 5 ?
259 74747474747474747474  ✓   10 8 32 5 8 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
260 29333333333333333333  ✓   9 8 27 6 1 ?
261 50566868686868686868  ✓   8 10 27 5 2 ?
262 56565656565656565656  ✓   8 9 27 6 4 ?
263 93939797979797979797  ✓   9 11 39 6 3 ?
264 65775757575757575757  ✓   12 10 35 6 11 ?
265 991258181818181818181  ✓   9 10 34 7 3 ?
266 75157135135135135135135135135  ✓   9 9 31 8 1 ?
267 43474343434343434343  ✓   10 8 29 6 3 ?
268 85878181818181818181  ✓   9 8 30 7 7 ?
269 73918181818181818181  ✓   9 8 30 8 9 ?
270 961169494949494949494  ✓   11 9 36 8 6 ?
271 142170150150120120120120120150  ✓   10 9 35 8 6 ?
272 107107119119119119119119119119  ✓   9 10 35 8 3 ?
273 87979393939393939393  ✓   10 9 32 8 3 ?
274 147161141141141141141141141141  ✓   7 11 30 7 21 ?
275 144110128128128128128128128128  ✓   13 8 38 7 4 ?
276 104196144144144144144144144144  ✓   9 10 37 8 10 ?
277 91918585858585858585  ✓   9 9 31 7 7 ?
278 69737171717171717171  ✓   9 8 30 8 3 ?
279 191185175175175175175175175175  ✓   7 11 31 8 21 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
280 1431439797979797979797  ✓   9 8 32 8 5 ?
281 117115119119119119119119119119  ✓   10 8 31 7 5 ?
282 99105103103103103103103103103  ✓   8 10 31 7 3 ?
Aymeric Du Peloux Sokolution 5.0 Sokolution 5.1 Sokolution 6.0 Sokolution 6.01 Sokolution 6.02 Sokolution 6.1 Sokolution 6.2 Sokolution 6.3 Sokolution 6.32 Sokolution 6.33 All?One?None? WidthHeightFloorsBoxesLower BoundBP
Solved puzzles 282 of 282 282 282 282 282 282 282 282 282 282 282   Total778110982772 

Sokoban Solver Statistics Contact Sokoban Wiki LogoProgramming and Design: Brian Damgaard, Denmark

Aymeric Du Peloux