Message from @Angry. | DiscordLeaks

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Message from @Angry.

Discord ID: 638893256578433027

ALternativeToLife

2019-10-30 00:12:53 UTC

low IQ ppl care about what random retards on the internet think their IQ is

ALternativeToLife

2019-10-30 00:12:57 UTC

you can't sleep

ALternativeToLife

2019-10-30 00:13:02 UTC

cause u fear the 1v1

2019-10-30 00:13:04 UTC

Tfw a little shitter drinks your shot

2019-10-30 00:13:08 UTC

The easy way to do it is consider how much of an afvanatage going first gives the first player

2019-10-30 00:13:12 UTC

That’s a small hint

2019-10-30 00:13:16 UTC

Ur brain is gonna break

ALternativeToLife

2019-10-30 00:13:21 UTC

lol

2019-10-30 00:13:22 UTC

@ALternativeToLife IQ is 2

2019-10-30 00:13:25 UTC

Ok thanks leaf I will now go

2019-10-30 00:13:30 UTC

bye 👋

2019-10-30 00:13:31 UTC

How much more likely is the fiat player to win than the second

2019-10-30 00:13:32 UTC

Goodnight

2019-10-30 00:13:33 UTC

uhhhhhh

2019-10-30 00:13:36 UTC

ALternativeToLife

2019-10-30 00:13:37 UTC

bruh

2019-10-30 00:13:39 UTC

2019-10-30 00:13:39 UTC

rise again

2019-10-30 00:13:41 UTC

it's happening

ALternativeToLife

2019-10-30 00:13:41 UTC

watch the show

2019-10-30 00:13:42 UTC

Remember

2019-10-30 00:13:43 UTC

troll

2019-10-30 00:13:44 UTC

haha

2019-10-30 00:13:45 UTC

?

ALternativeToLife

2019-10-30 00:13:54 UTC

https://www.youtube.com/watch?v=0eNximHxeXg

2019-10-30 00:13:55 UTC

@troglodytes i know

2019-10-30 00:14:07 UTC

😄

2019-10-30 00:14:09 UTC

@fuguer well, they are independent events. So, wouldn't you multiple the probability of the independent events?

2019-10-30 00:14:51 UTC

Yes

2019-10-30 00:15:00 UTC

ok

2019-10-30 00:15:06 UTC

there are four possible things that could happen

2019-10-30 00:15:17 UTC

So once the first guy goes. He has a 0.5 chance of winning in first round

2019-10-30 00:15:17 UTC

if you want to know the difference between their chances

2019-10-30 00:15:20 UTC

Longue vie à la race

2019-10-30 00:15:26 UTC

wait I think I understand

2019-10-30 00:15:26 UTC

VIVE LA FRANCE

2019-10-30 00:15:29 UTC

listen

2019-10-30 00:15:30 UTC

VIVE LES GRENOUILLE

2019-10-30 00:15:33 UTC

there are four possible things

2019-10-30 00:15:44 UTC

Then the second guy has a 0.5 chance of winning in 2nd round but that only happens if first guy didn’t win yet

2019-10-30 00:15:52 UTC

That would be (.50)(.50) = .25. Since they are independent events. The probability of getting heads each time is 50 and have to calculate it twice since they are indepedent.