I think I'm most interested in the affix combinations and limitations. I'm loving this data.
The most interesting things I've noted are the probabilities with stat rolls. For example: I never realized that the resists were a positively skewed bell curve (it's very very likely to roll high resists as opposed to rolling low resists) and I didn't realize that there were two different affix strengths that the primary stats fall into.
Maybe this info will help you in identifying the rarest of your chests:
Keep up the good work and give me more data to work with!
I would love access to the Helm spreadsheet you've been keeping. Depending on the rolls, I might be interested in an upgrade to my own..
I hate to be pedantic, but if a probability distribution has its bulk toward higher values, then it has negative skewness, *not* positive skewness. It is also said to be negatively skewed or left skewed.
Doh... I suppose it's been a while since I studied actual statistics. So yes. Negatively skewed.
I make the mistake all the time myself. Just busting your chops.
I think I'm most interested in the affix combinations and limitations. I'm loving this data.
The most interesting things I've noted are the probabilities with stat rolls. For example: I never realized that the resists were a positively skewed bell curve (it's very very likely to roll high resists as opposed to rolling low resists) and I didn't realize that there were two different affix strengths that the primary stats fall into.
Maybe this info will help you in identifying the rarest of your chests:
Keep up the good work and give me more data to work with!
I would love access to the Helm spreadsheet you've been keeping. Depending on the rolls, I might be interested in an upgrade to my own..
I hate to be pedantic, but if a probability distribution has its bulk toward higher values, then it has negative skewness, *not* positive skewness. It is also said to be negatively skewed or left skewed.
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I make the mistake all the time myself. Just busting your chops.
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I hate to be pedantic, but if a probability distribution has its bulk toward higher values, then it has negative skewness, *not* positive skewness. It is also said to be negatively skewed or left skewed.