20-01-2023, 09:31 PM
4/9 apparently!
(20-01-2023, 09:28 PM)Countess Markievicz Wrote:(20-01-2023, 09:24 PM)Gordon the Cook Wrote: I can assure you, i'm deciding between ye.It's not exactly what I said. I said I know it's random, but what are the chances:
what i have so far.
countess. it can't be random that all the traitors are in team 2.
moe. prove that i'm a traitor.
still undecided between that but the both player cant be in team two because of random is enticing, if not a fallacy
Quote:Random, I know, but chances of zero scum on team 1?"
(20-01-2023, 09:32 PM)Gordon the Cook Wrote:Can you explain this one to me? You're betting the game on what?(20-01-2023, 09:28 PM)Countess Markievicz Wrote: It's not exactly what I said. I said I know it's random, but what are the chances:
what you said and what i said are the same.
is random really random? lets bet our game on the fact random is not really random at all.
there is an equally random chance that both were on team 1 or that the were evenly distributed among both team.
Its why i mentioned that it was a fallacy argument.
Its should have no bearing on my decision, but it is quite attractive. boo
(20-01-2023, 09:45 PM)Moe the Innkeeper Wrote:(20-01-2023, 09:32 PM)Gordon the Cook Wrote: what you said and what i said are the same.Can you explain this one to me? You're betting the game on what?
is random really random? lets bet our game on the fact random is not really random at all.
there is an equally random chance that both were on team 1 or that the were evenly distributed among both team.
Its why i mentioned that it was a fallacy argument.
Its should have no bearing on my decision, but it is quite attractive. boo
(20-01-2023, 09:50 PM)Gordon the Cook Wrote:I mean if you're willing to take a coin flip to win a game thats risky. Are we certain that's the case?(20-01-2023, 09:45 PM)Moe the Innkeeper Wrote: Can you explain this one to me? You're betting the game on what?
I'm betting the game. that both you and countess are not both traitors.
If you are both traitors, then the game is over already, and this last 2 hours has been pointless.
If on the other hand, it was not pointless, the faithful's have a chance.
If i vote out the traitor, yay, if not, I'm doin a coin toss with the traitor for the game.
simple as that .
(20-01-2023, 10:04 PM)Moe the Innkeeper Wrote:Am i certain whats the case? That i'm a faithful? 100%(20-01-2023, 09:50 PM)Gordon the Cook Wrote: I'm betting the game. that both you and countess are not both traitors.I mean if you're willing to take a coin flip to win a game thats risky. Are we certain that's the case?
If you are both traitors, then the game is over already, and this last 2 hours has been pointless.
If on the other hand, it was not pointless, the faithful's have a chance.
If i vote out the traitor, yay, if not, I'm doin a coin toss with the traitor for the game.
simple as that .
(20-01-2023, 10:05 PM)Gordon the Cook Wrote:Are we sure if the wolf isn't caught in this vote, the game keeps going? There's no parity so we end with 1 v 1 and a coin toss?(20-01-2023, 10:04 PM)Moe the Innkeeper Wrote: I mean if you're willing to take a coin flip to win a game thats risky. Are we certain that's the case?Am i certain whats the case? That i'm a faithful? 100%
(20-01-2023, 10:26 PM)Necro Wrote: @Countess Markieviczlol.
@Gordon the Cook
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Vote Yes or No