ASL Scenario Archive

Morgan's Stand

Games with no balance used/recorded: 83 (37 on the archive and 46 on ROAR)

Attacker wins (German): 36

Defender wins (American): 47

Range, where the higher the percentage, the more favourable the attacking side is. The range-width is the confidence value.

Attacker ELO	Defender ELO	Expected chance to win	Date	Outcome
1001	993	51%	2026-01-25	Lost
1151	1171	47%	2025-03-26	Lost
1144	998	70%	2025-01-26	Lost
1000	982	53%	2024-10-10	Won
1000	890	65%	2024-09-23	Won
1106	1000	65%	2024-09-19	Lost
1000	1037	45%	2024-07-19	Lost
943	1000	42%	2023-10-01	Lost
1077	909	72%	2023-06-25	Won
1000	1167	28%	2023-03-04	Lost
1219	1171	57%	2018-11-28	Lost
1000	1080	39%	2018-06-17	Lost
1159	1000	71%	2017-04-16	Won
1052	987	59%	2016-06-01	Won
1098	1000	64%	2016-03-15	Won
1020	1014	51%	2016-03-12	Won
1020	1014	51%	2016-03-12	Won
850	1000	30%	2015-08-17	Lost
1000	1226	21%	2015-06-06	Lost
1226	1000	79%	2015-02-05	Won
1126	1116	51%	2014-12-16	Lost
1098	1226	32%	2014-10-08	Won
1120	1138	47%	2013-10-12	Lost
1000	983	52%	2012-08-11	Lost
870	1101	21%	2010-11-11	Lost
1141	1000	69%	2009-10-08	Lost
1000	1031	46%	2009-08-21	Lost
1167	939	79%	2009-05-24	Lost
1000	1101	36%	2008-03-05	Lost
1141	1000	69%	2005-10-08	Won
1141	1348	23%	2004-10-08	Lost
1120	981	69%	2004-01-03	Won
1037	1000	55%	1999-10-18	Lost
1000	1141	31%	1996-12-04	Lost
1101	1182	39%	1995-10-15	Lost
1000	1078	39%	1988-01-01	Won
1018	1086	40%		Won

Attacking (14 wins) average ELOs: 1058 vs 1056.5 has a 50.22% of winning (if the scenario was perfectly balanced).