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...ame that appears to be won for the [[Scum]] at [[Twilight]] could become a 3-2 ProTown advantage at [[Daybreak]]. Because of this, it is important as a

...kill on odd nights when there are 4 or more people alive in the game. When 3 or less are alive, you can kill on any night. At night you may talk with XX ...ill on even nights when there are 4 or more people alive in the game. When 3 or less are alive, you can kill on any night. At night you may talk with XX

*3 [[Mafia Goon|Mafia Goons]] *3 [[Townie|Vanilla Townies]]

...ssible game ending in a scum win on Day 3, and the setup having on average 3 power roles.

...ed defeated {{U|tris}} (AKA Dark Rey) and {{U|Shrek}} (AKA Avocado) in a 4-3-1 vote. !3

{{RCgame|Goon||3011449|R|D2|R||3|2|4}}

...private communication. This included the triple tribal council in episode 3 and the F4 tribal council). ! colspan="3"|Second Tribes

...olarChemist, playing as R.C., defeated Brian Skies, playing as Kat, in a 6-3 jury vote. |bgcolor="darkgrey" colspan="3"|

-Mini 693 ({{plink|t|9683|Legend of Zelda: Ocarina of Time}})-Day 3-Alive<br> ===Marathon Day 3===

| 3 | '''3'''

{{UNWinRecord|tw=44|tl=28|td=0|mw=28|ml=9|md=0|cw=0|cl=0|cd=0|sw=3|sl=2|sd=0}} {{UNRolesPlayedRow|3|[[Tracker]]}}

!Post-Swap Tribe 3 | rowspan=3 colspan="5" style="background:darkgrey"|

...here would be a merge with 10 players left, jury of 6 players, and a Final 3. Players also knew that there would be one hidden idol in the merge, and no | 3

...oardgame/47082/win-lose-or-banana card game] of the same name. It requires 3 players, which are randomly given the roles of: Winner, Loser, and Banana.

{{UNTabs|s=3|t1='''UberNinja'''|l1=User:UberNinja|t2=my Friends|l2=UberNinja/Friends|t3= {{space|3}}I was the Mafia Rolecop. This game was pretty interesting in that it was r

| Lynched Day 3 | Lynched Day 3

{{UNTabs|s=3|t1='''UberNinja'''|l1=User:UberNinja|t2=my Friends|l2=UberNinja/Friends|t3= {{space|3}}I did pretty badly this game. My reads were off, my play was terrible, and

Here's the simplest possible EV calculation: suppose a game is in 3-player ELO with no clears, and three vanilla townie claims. What is the pro Now, the classical answer to this is 1/3. And that's what the EV system is supposed to calculate: the Expected Value

[font=Courier New]November 3, 2018 - 12:00 AM (GMT)[/font] [font=Courier New]November 3, 2018 - 12:00 AM (GMT)[/font]