Pick Your Power III: A Brave New World
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Porkens Survivor
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Porkens Survivor
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Porkens
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Porkens Survivor
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Porkens
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Porkens
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Porkens Survivor
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Porkens Survivor
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The picks were not completely random. The scum had more knowledge than the town or masons, so they could ensure (WIFOM aside) that they didn't pick the same numbers as each other.
Of course it isn't 100%, but they certainly had a better chance to pick better numbers.
Thus, a scum had a better chance to get the #1 draft pick than a non-scum individual.-
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Porkens Survivor
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Right, which means that each scum knew which 4 numbers not to pick. That's 4 less chances to get bumped to the back of the list than each town had.PranaDevil wrote:Not really, they're only more likely to get the #1 pick out of all the scum, they still have zero knowledge on the town's numbers (except for those who rolled in the sign up thread). They're all just as likely to find themselves either beaten by a lucky town player, or lodged alongside a town player (or a pair, or a trio) who picked the same first number as them.
No matter how you talk it, that is just as likely whether they are scum or not,the only thing we know scum could co-ordinate is whether they had the same numbers as another scum member.-
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Porkens Survivor
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Porkens Survivor
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There is no need to multiply, is there? You've already shown that the scum, as a group, have a 30.95% chance to pick the lowest unique number, while masons have 25.16, and town have a 23.48.Sando wrote:
This is taken into account.Pomegranate wrote:But scum's numbers aren't (really) at random- they have the help of knowing the numbers of four other players.
Each scum has a (14/15)^17 chance of noone choosing their number.
Each mason has a (14/15)^20 chance of noone choosing their number.
Each town has a (14/15)^21 chance of noone choosing their number.
Scum - 30.95%
Mason - 25.16%
Town - 23.48%
5 scum x 30.95% = 1.55
2 Mason x 25.16% = 0.5
15 Townie x 23.48 = 3.52
There, you have my complete reasoning. Now can we lynch Fate please.
I think you also mean to divide, here.
30.95% / 5= 6.19% (each individual scum has a 6% chance to pick the LUN)
25.16% / 2= 12.58% (each individual mason has a 13% chance to pick the LUN)
23.48% / 15= 1.57% (each individual townsperson has a 1.57% chance to pick the LUN)-
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Porkens Survivor
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Each townie has a 23.5% chance to get the top spot? There's a serious flaw there, somewhere. It can't be more than 1/22 (4.54%) for anySando wrote:Nope, I did mean to multiply.
Each townie has a ~23.5% chance of noone else picking their number. As there are 17 townies, there will, on average, be 17x23.5% townies with noone picking their number. Do the same for scum and for mason, you get:
3.5 townies
0.5 masons
1.5 scum
A total of 5.5 people, on average, will have a solo-number, and therefor be ranked at the top.
Of these, 4 are pro-town, so make up ~72.5% of the top ranks, scum therefore make up 27.5%. So there are, when no rounding is done like I just did, 2.66 times as many town as scum in the solo ranks. Therefore town are 2.66 times as likely to get the top spot.individual, regardless of alignment.-
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Porkens Survivor
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Porkens Survivor
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Porkens Survivor
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- Joined: June 20, 2008
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Porkens Survivor
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shrug; says you. Zoiaum, Zang and mb53, if scum, will get themselves lynched for it eventually.And Budja was coming back from V/LA. Here are the people a town vig would've vigged in order from most likely to be mislynched to reputable player:
Zoiaum
Zang
mb53 (who?)
Etc. Etc.
Instead they took a shot at a legitimately above-average away player?
HAHA LULZ.-
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Porkens Survivor
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