My first thought is to look for the lowest stat in each category which succeeded. I will probably want at least this. Unfortunately this is 2 in every case, so this doesn’t help.
My second thought is to look for a patch in stat space where there are a disproportionably large number of successes, however of the stats I can access none has a meaningful number of adventurers particularly close to them.
My third idea is, for every possible set of stats we could choose look at the adventurers whose stats were strictly worse than or equal to those, and see which ones enclosed the highest proportion of successes. There are several with a 100 percent success rate, but none with more than 2 data points, which isn’t much. There are however 2 with 6 datapoints and an 83 percent success rate, which seems better established: str: 8 con: 14 dex: 13 int: 20 wis: 12 cha: 5 str: 8 con: 14 dex: 13 int: 19 wis: 13 cha: 5 Both seem roughly evenly balanced, and either seems to be a reasonable choice. I would go with the first purely on the intuition that if you are going to have one really strong stat, better to go all the way.
My attempt:
My first thought is to look for the lowest stat in each category which succeeded. I will probably want at least this. Unfortunately this is 2 in every case, so this doesn’t help.
My second thought is to look for a patch in stat space where there are a disproportionably large number of successes, however of the stats I can access none has a meaningful number of adventurers particularly close to them.
My third idea is, for every possible set of stats we could choose look at the adventurers whose stats were strictly worse than or equal to those, and see which ones enclosed the highest proportion of successes. There are several with a 100 percent success rate, but none with more than 2 data points, which isn’t much. There are however 2 with 6 datapoints and an 83 percent success rate, which seems better established:
str: 8 con: 14 dex: 13 int: 20 wis: 12 cha: 5
str: 8 con: 14 dex: 13 int: 19 wis: 13 cha: 5
Both seem roughly evenly balanced, and either seems to be a reasonable choice. I would go with the first purely on the intuition that if you are going to have one really strong stat, better to go all the way.