Orion said: To answer the OP's question, LT draws are a binomial distribution with a 15% succees rate (supposedly).*** Warning - math ahead ***A binomial distribution has a mean of np, where n = 372 and p = 0.15. So the mean is 55.8 as the OP stated.The variance is np(1-p) or 372*0.15*0.85 = 47.43.The standard deviation is the square root of that, or 6.89.So 34 5*s out of 372 pulls is (55.8-34)/6.89 = 3.16 standard deviations away from the mean.To be 3 standard deviations away from the mean happens 0.3% of the time. But that's on the good AND bad side. So to be that far off on the bad side happens 0.15% of the time. But he was slightly worse than that. So if the % is as D3 says it is, this should happen roughly 1 in 1000 tries.tl;dr - OP got screwed.
Hadronic said: Orion said: To answer the OP's question, LT draws are a binomial distribution with a 15% succees rate (supposedly).*** Warning - math ahead ***A binomial distribution has a mean of np, where n = 372 and p = 0.15. So the mean is 55.8 as the OP stated.The variance is np(1-p) or 372*0.15*0.85 = 47.43.The standard deviation is the square root of that, or 6.89.So 34 5*s out of 372 pulls is (55.8-34)/6.89 = 3.16 standard deviations away from the mean.To be 3 standard deviations away from the mean happens 0.3% of the time. But that's on the good AND bad side. So to be that far off on the bad side happens 0.15% of the time. But he was slightly worse than that. So if the % is as D3 says it is, this should happen roughly 1 in 1000 tries.tl;dr - OP got screwed. So in my field, a 3 sigma result is enough to make people question the result. Start gathering more data and see if the significance increases or not.5 sigma is needed to start making claims.
Hendross said: Hadronic said: Orion said: To answer the OP's question, LT draws are a binomial distribution with a 15% succees rate (supposedly).*** Warning - math ahead ***A binomial distribution has a mean of np, where n = 372 and p = 0.15. So the mean is 55.8 as the OP stated.The variance is np(1-p) or 372*0.15*0.85 = 47.43.The standard deviation is the square root of that, or 6.89.So 34 5*s out of 372 pulls is (55.8-34)/6.89 = 3.16 standard deviations away from the mean.To be 3 standard deviations away from the mean happens 0.3% of the time. But that's on the good AND bad side. So to be that far off on the bad side happens 0.15% of the time. But he was slightly worse than that. So if the % is as D3 says it is, this should happen roughly 1 in 1000 tries.tl;dr - OP got screwed. So in my field, a 3 sigma result is enough to make people question the result. Start gathering more data and see if the significance increases or not.5 sigma is needed to start making claims. Every answer in business school is, "It Depends". Tolerance in process variability is a managerial debate and will differ if you're filling sand bags, filling pills, or distributing virtual comics with no intrinsic value. Regardless I hate it for anyone who grinds and can't progress as fast as someone who is more lucky.
DD-The-Mighty said: Hendross said: Hadronic said: Orion said: To answer the OP's question, LT draws are a binomial distribution with a 15% succees rate (supposedly).*** Warning - math ahead ***A binomial distribution has a mean of np, where n = 372 and p = 0.15. So the mean is 55.8 as the OP stated.The variance is np(1-p) or 372*0.15*0.85 = 47.43.The standard deviation is the square root of that, or 6.89.So 34 5*s out of 372 pulls is (55.8-34)/6.89 = 3.16 standard deviations away from the mean.To be 3 standard deviations away from the mean happens 0.3% of the time. But that's on the good AND bad side. So to be that far off on the bad side happens 0.15% of the time. But he was slightly worse than that. So if the % is as D3 says it is, this should happen roughly 1 in 1000 tries.tl;dr - OP got screwed. So in my field, a 3 sigma result is enough to make people question the result. Start gathering more data and see if the significance increases or not.5 sigma is needed to start making claims. Every answer in business school is, "It Depends". Tolerance in process variability is a managerial debate and will differ if you're filling sand bags, filling pills, or distributing virtual comics with no intrinsic value. Regardless I hate it for anyone who grinds and can't progress as fast as someone who is more lucky. It's called gambling.
RTA3000 said: So decided to blow my measly hoard of 32 pulls. Got:1 GRRR8 BP RED ( already 3 2 5)6 Shuri blue (already 5 1 4)5 Nico purple ( already 2 1 5)3 purple Elektra (Already 5 4 2)4 lockjaw blue And green ( already 2 5 5)rest was champ level on other 4*26 wasted covers...
HoundofShadow said: I think you need to wait for 6* to appear. The thing with probability is that each pull is independent of the previous or next pull. The ratio is not going to go down with each pull like:1:7, 1:6, 1:5... 1:1. But in the long run, probably 10,000 or 1000 pulls, it would even out.
The rockett said: HoundofShadow said: I think you need to wait for 6* to appear. The thing with probability is that each pull is independent of the previous or next pull. The ratio is not going to go down with each pull like:1:7, 1:6, 1:5... 1:1. But in the long run, probably 10,000 or 1000 pulls, it would even out. They already said no 6*. Confirmed from Will.
CharlieCroker said: Just pulled another 20 Latest and went 1/20.