Hardware: Intel i5-3320M, 2.6 GHz
GUI: Cutechess-Cli
Engine: Stockfish DD 64 SSE4.2
Cores: 1 Core
Hash-Table: 128 MB
Tablebases: None
Openings: 1500 different opening positions (no book)
Positions: Changing colors (3000 games per match)
Ponder, Learning: Off
ELOStat Start Elo: 3000
Program Elo Score Draws | Program Elo Score Draws | Program Elo Score Draws | Program Elo Score Draws | Program Elo Score Draws
------------------------------------+------------------------------------+------------------------------------+-------------------------------------+-------------------------------------
1 SF DD 10 : 3032 59.2 % 58.6 % | 1 SF DD 30 : 3037 60.5 % 60.7 % | 1 SF DD 90 : 3044 62.4 % 63.0 % | 1 SF DD 270 : 3036 60.3 % 67.7 % | 1 SF DD 810 : 3027 57.8 % 73.2 %
2 SF DD 5 : 2968 40.8 % 58.6 % | 2 SF DD 15 : 2963 39.5 % 60.7 % | 2 SF DD 45 : 2956 37.6 % 63.0 % | 2 SF DD 135 : 2964 39.7 % 67.7 % | 2 SF DD 405 : 2973 42.2 % 73.2 %
| | | |
Result : 1774.5 (+895,=1759,-346) | Result : 1816.0 (+905,=1822,-273) | Result : 1870.5 (+926,=1889,-185) | Result : 1808.5 (+793,=2031,-176) | Result : 867.0 (+318,=1098,-84)
Elo : 3064 | Elo : 3074 | Elo : 3088 | Elo : 3072 | Elo : 3055
> Es wäre interessant, wenn man eine Formel finden würde, um zu ermitteln, wo das theoretische Ende eines Programmes und damit die maximale Elo liegt
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