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Problem Set 03: Ad hoc and complete search


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Problem Set 03: Ad hoc and complete search

Problem E
Peg Solitaire — Problem Statistics

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Submissions 46
Accepted submissions 16
Submission ratio 34.78%
Authors 17
Accepted authors 16
Author ratio 94.12%

The 10 fastest solutions (all languages)

#UserRuntimeLanguageDate
1Miguel Angel Perez Colula0.00 sC++2016-08-06 00:36:10
2Dagur Þórisson0.00 sC++2024-09-08 00:41:44
3Arnar Bjarni Arnarson0.01 sC++2016-05-02 15:45:38
4Robert Logi Jonsson0.01 sC++2024-09-07 02:05:27
5Lovísa Baldvinsdóttir0.01 sC++2024-09-07 19:29:01
6Einar Ágúst Jónsson0.01 sC++2024-09-08 22:37:14
7Veigar Elí Grétarsson0.01 sC++2024-09-09 00:49:41
8Ágúst Máni Þorsteinsson0.02 sC++2024-09-03 13:45:55
9Ólafur Finnbogi Ólafsson0.12 sPython 32024-09-09 00:26:02
10Ólafur Einar Ólafsson0.14 sPython 32024-09-08 21:16:52

The 10 shortest solutions (all languages)

#UserLengthLanguageDate
1Miguel Angel Perez Colula1602C++2016-08-06 00:36:10
2Magnús Friðrik Helgason1759Python 32024-09-07 16:17:22
3Jon Arnar1785Python 32024-09-09 01:20:25
4Gísli Bragi Hjartarson2041Python 32024-09-09 13:08:58
5Ólafur Finnbogi Ólafsson2059Python 32024-09-09 00:26:02
6Arnar Bjarni Arnarson2335C++2016-05-02 15:45:38
7Sindri Sigþórsson2365Python 32024-09-04 22:57:41
8Ólafur Einar Ólafsson2640Python 32024-09-08 21:16:52
9Robert Logi Jonsson2962C++2024-09-07 02:05:27
10Hidden user3157Python 32024-09-09 11:54:43

Solution running time distribution