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Title: [A] Teams All Welcome
Host: Nobody
Game version: Zero-K v1.13.9.1
Engine version: 2025.04.11
Battle ID: 2257251
Started: 25 hours ago
Duration: 52 minutes
Players: 25
Bots: False
Mission: False
Rating: Casual
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Team 1 Lost
Chance of victory: 43.6%
XP gained: 47
CNrankdiligentdolphin died in 13 minutes
AUrankSmokeDragon died in 43 minutes
THrankVexCollectiv died in 44 minutes
DErankXeroaot died in 44 minutes
DErankemrald died in 46 minutes
RUrankpacifist2 died in 10 minutes
TRrankcemahseri died in 48 minutes
USrankultraone died in 44 minutes
ESrankSpockSC died in 51 minutes
CZrankIdontknowhowtodoit1 died in 48 minutes
TRrankHeyYO died in 49 minutes
ESrankaleixjocs died in 52 minutes
DErankBogdan123 died in 50 minutes
Team 2 Won!
Chance of victory: 56.4%
XP gained: 58
DErankmadez
DErankwildemind died in 39 minutes
CArankGalamesh
NLrankTweeki
ITrankcrowbar
USrankQuietMute
PLrankMrSiara
USranktinykill
ESrankToad535
RUrankserzh_kochetkov_1981
PLrankMysioPL
GBrankAutistiJibblian




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In this match east had 13 players, 2 of which were WAITING and they were unable to resign.

There were multiple votes called, but the votes never managed to get to threshold:



6 AYEs were necessary for 13, and 2 players were in "WAITING" state. Does 6 out of 13 account for WAITING players or does it not? How many would be necessary for 13 active players? In this particular scenario, the vote system expects 6 out of 13 with 2 waiting, so that's 6 out of 11 assuming it works that way? Bare majority.

Also if the players that already resigned automatically counted for AYEs, the vote would have passed instantly. I get that it sets a possible scenario in which one remaining player has "veto" over resign because initiating the vote would be to instantly have the team yield, but there must be some sort of compromise achievable here.

A little bit earlier, 7 AYEs were necessary but I didn't catch how many players were still active and don't feel like wathing the replay again to get that status.
+4 / -0