Dead by Daylight

Dead by Daylight

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How to honor Kobe Bryant
If a survivor kobe's off the hook you let them live, but only for like the next two days than you can go back and kill them again
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전체 댓글 62개 중 16~30개 표시 중
Chase Visconti (차단됨) 2020년 1월 27일 오전 6시 16분 
AmsterdamHeavy님이 먼저 게시:
^..^ FOX님이 먼저 게시:

I’m not following your math for some reason. Can you explain please?

Edited to correct spellcheck changing ‘some’ to ‘done’ lol

Ya. I thought I had a stroke reading that.

No, Chase, that isnt how that works.

Dont like basketball, didnt like Kobe Bryant. Theres your answer.

WHich part you dont get Einstein.

You can try to unhook youirself 3 times until you hit struggle. Each try has chance of 4% . This means that with 3 tries you got 12% chance to unhook .
Sibirian 2020년 1월 27일 오전 6시 20분 
Shadow Esper님이 먼저 게시:
I would. but some other thread said they'd use deliverance. That's cheating. So I won't.

Unless I see them fail an attempt and then succeed after the fail one.
Wait deliverance is cheating?
What the hell went wrong with this community..
Sibirian 2020년 1월 27일 오전 6시 24분 
Chase Visconti님이 먼저 게시:
AmsterdamHeavy님이 먼저 게시:

Ya. I thought I had a stroke reading that.

No, Chase, that isnt how that works.

Dont like basketball, didnt like Kobe Bryant. Theres your answer.

WHich part you dont get Einstein.

You can try to unhook youirself 3 times until you hit struggle. Each try has chance of 4% . This means that with 3 tries you got 12% chance to unhook .
Sorry but every try has a 4% chance.
1. Try 4%
2. Try 4%
3. Try 4%

You cant add them together that easily.
Its always 4% chance to unhook yourself and not 12% because you can try 3 times.
AmsterdamHeavy (차단됨) 2020년 1월 27일 오전 6시 27분 
Chase Visconti님이 먼저 게시:
AmsterdamHeavy님이 먼저 게시:

Ya. I thought I had a stroke reading that.

No, Chase, that isnt how that works.

Dont like basketball, didnt like Kobe Bryant. Theres your answer.

WHich part you dont get Einstein.

You can try to unhook youirself 3 times until you hit struggle. Each try has chance of 4% . This means that with 3 tries you got 12% chance to unhook .

The part where you dont know how probabilities work. Thank Had3r for your basic education today.

...and you wanna call someone else dumb. :104: :taloslol:
AmsterdamHeavy 님이 마지막으로 수정; 2020년 1월 27일 오전 6시 28분
☩FREDDY96☩ 2020년 1월 27일 오전 7시 07분 
Dead by BadMath
TheMetalCorpser (차단됨) 2020년 1월 27일 오전 7시 15분 
Ɓlɑc̱ƙƮɛɑɍs̱⛮님이 먼저 게시:
Well I would love if the killer respects the 4% but this community, nope. This will never happen. Everyone is toxic.
Why would I respect some random chance? The survivor knows the odds and how they're the target of the killer. Expecting an escape given to you after a kobe is just entitlement. I don't expect it as survivor and nor should anyone else.
Chase Visconti (차단됨) 2020년 1월 27일 오전 7시 23분 
AmsterdamHeavy님이 먼저 게시:
Chase Visconti님이 먼저 게시:

WHich part you dont get Einstein.

You can try to unhook youirself 3 times until you hit struggle. Each try has chance of 4% . This means that with 3 tries you got 12% chance to unhook .

The part where you dont know how probabilities work. Thank Had3r for your basic education today.

...and you wanna call someone else dumb. :104: :taloslol:

Really ? If 1 out of 100 lottery tickets is winning one, IF I buy all 100 of them you want to tell me that my chance is still 1% to win the lottery. Dude you dont know how probabities work.
Mesemir 2020년 1월 27일 오전 7시 26분 
Ɓlɑc̱ƙƮɛɑɍs̱⛮님이 먼저 게시:
HollowCorpser님이 먼저 게시:
Why would I respect some random chance? The survivor knows the odds and how they're the target of the killer. Expecting an escape given to you after a kobe is just entitlement. I don't expect it as survivor and nor should anyone else.
That's my opinion.
so if killer playd really well. 3k already without tunneling or camping but the hatch spawn right next to you, shouldnt you use it since it would be ,,toxic" thing to do? Its same rng that rewards one side but punish other (kinda funny since both of those are more survivor sided). I do respect 4 % in endgame if ppl werent too toxic or playd really well but its just my good will.
AmsterdamHeavy (차단됨) 2020년 1월 27일 오전 7시 28분 
Chase Visconti님이 먼저 게시:
AmsterdamHeavy님이 먼저 게시:

The part where you dont know how probabilities work. Thank Had3r for your basic education today.

...and you wanna call someone else dumb. :104: :taloslol:

Really ? If 1 out of 100 lottery tickets is winning one, IF I buy all 100 of them you want to tell me that my chance is still 1% to win the lottery. Dude you dont know how probabities work.


...and if you have a 100% chance to fail, and you fail three times, then I guess you have proven that that is a 300% chance to fail.

You just wont stop. Instead of actually looking up how probabilities work, you double down and look even dumber.

Are we going for 400% chance of failure now? Your choice.

Or...if I flip a coin twice, do I have a 100% chance of getting heads? You know, since its 50% x 2?

How can you possibly be this uneducated? Like, you should feel shame over this doubling down while being so cluelessly ignorant.
AmsterdamHeavy 님이 마지막으로 수정; 2020년 1월 27일 오전 7시 28분
Chase Visconti (차단됨) 2020년 1월 27일 오전 7시 32분 
AmsterdamHeavy님이 먼저 게시:
Chase Visconti님이 먼저 게시:

Really ? If 1 out of 100 lottery tickets is winning one, IF I buy all 100 of them you want to tell me that my chance is still 1% to win the lottery. Dude you dont know how probabities work.


...and if you have a 100% chance to fail, and you fail three times, then I guess you have proven that that is a 300% chance to fail.

You just wont stop. Instead of actually looking up how probabilities work, you double down and look even dumber.

Are we going for 400% chance of failure now? Your choice.

Or...if I flip a coin twice, do I have a 100% chance of getting heads? You know, since its 50% x 2?

How can you possibly be this uneducated? Like, you should feel shame over this doubling down while being so cluelessly ignorant.

Answer my question with lottery tickets first.

Salt Factory 2020년 1월 27일 오전 7시 32분 
MatHad3r님이 먼저 게시:
Chase Visconti님이 먼저 게시:

WHich part you dont get Einstein.

You can try to unhook youirself 3 times until you hit struggle. Each try has chance of 4% . This means that with 3 tries you got 12% chance to unhook .
Sorry but every try has a 4% chance.
1. Try 4%
2. Try 4%
3. Try 4%

You cant add them together that easily.
Its always 4% chance to unhook yourself and not 12% because you can try 3 times.

4/100 + 4/100 + 4/100 = 0,12 = 12%

I am quite sure the 12 are right.
Salt Factory 2020년 1월 27일 오전 7시 34분 
AmsterdamHeavy님이 먼저 게시:
Chase Visconti님이 먼저 게시:

Really ? If 1 out of 100 lottery tickets is winning one, IF I buy all 100 of them you want to tell me that my chance is still 1% to win the lottery. Dude you dont know how probabities work.


...and if you have a 100% chance to fail, and you fail three times, then I guess you have proven that that is a 300% chance to fail.

You just wont stop. Instead of actually looking up how probabilities work, you double down and look even dumber.

Are we going for 400% chance of failure now? Your choice.

Or...if I flip a coin twice, do I have a 100% chance of getting heads? You know, since its 50% x 2?

How can you possibly be this uneducated? Like, you should feel shame over this doubling down while being so cluelessly ignorant.

If you want two heads, you don't add the probability, you multiply them, so you get 25%, since the second outcome is dependent on the first outcome.

The 4% are not dependant, so you add them, getting 12%.
Mesemir 2020년 1월 27일 오전 7시 41분 
Beton FTW님이 먼저 게시:
AmsterdamHeavy님이 먼저 게시:


...and if you have a 100% chance to fail, and you fail three times, then I guess you have proven that that is a 300% chance to fail.

You just wont stop. Instead of actually looking up how probabilities work, you double down and look even dumber.

Are we going for 400% chance of failure now? Your choice.

Or...if I flip a coin twice, do I have a 100% chance of getting heads? You know, since its 50% x 2?

How can you possibly be this uneducated? Like, you should feel shame over this doubling down while being so cluelessly ignorant.

If you want two heads, you don't add the probability, you multiply them, so you get 25%, since the second outcome is dependent on the first outcome.

The 4% are not dependant, so you add them, getting 12%.
sorry for offtopic but my highschool teacher made calculation with probability and its 43/43 for head or tail, 11% to stand on the edge and 7% to hover in the air... And he still proved that it all sums up to 100%. Math can be really wierd some time.
TheMetalCorpser (차단됨) 2020년 1월 27일 오전 7시 42분 
Ɓlɑc̱ƙƮɛɑɍs̱⛮님이 먼저 게시:
That's my opinion.
Just as them not respecting it doesn't make them toxic. Thinking otherwise is just entitlement.
Chase Visconti (차단됨) 2020년 1월 27일 오전 7시 43분 
Beton FTW님이 먼저 게시:
AmsterdamHeavy님이 먼저 게시:


...and if you have a 100% chance to fail, and you fail three times, then I guess you have proven that that is a 300% chance to fail.

You just wont stop. Instead of actually looking up how probabilities work, you double down and look even dumber.

Are we going for 400% chance of failure now? Your choice.

Or...if I flip a coin twice, do I have a 100% chance of getting heads? You know, since its 50% x 2?

How can you possibly be this uneducated? Like, you should feel shame over this doubling down while being so cluelessly ignorant.

If you want two heads, you don't add the probability, you multiply them, so you get 25%, since the second outcome is dependent on the first outcome.

The 4% are not dependant, so you add them, getting 12%.

Finally someone with braincells
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