DND_Reborn
The High Aldwin
Absolutely correct.3d4+3 gives 6-15 (with a median of 10.5).
But since I am trying to get a range of 8-15 with an average of 12 or so, how does that help exactly?

Absolutely correct.3d4+3 gives 6-15 (with a median of 10.5).
Does 8 + best of two d6 + Fate Die give 8-15 with a mean just under 12.5.? Really skewed though.No, but I could easily substitute a d6 for them.
Did you have any ideas?
That is actually pretty decent.Does 8 + best of two d6 + Fate Die give 8-15 with a mean just under 12.5.? Really skewed though.
I found a recent thread about it.Hmm... I remember something about people using decks before. If you recall more let me know!
There are other decks and discussion there as well.Make a 20-card deck from which you will draw 3 cards for each score without replacement, leaving 2 cards in the deck. For example - 5, 5, 5, 5, 5, 4, 4, 4, 4, 4, 3, 3, 3, 3, 3, 2, 2, 2, 2, 2. This deck has interesting features -
- The range for the sum of scores is 60 to 66
- The range for an individual score is 6 to 15
- A character can have no more than one 15, and no more than one 6
- Scores will average to at least 10, and at most 11, i.e. 10.5
Awesome! Thanks for doing the leg work. I'll check it out tomorrow.I found a recent thread about it.
The average is still only 11.5, so not the 12-12.5 I was looking for, but I recall once I used a similar idea for commoners:7d2 + 1.
You can flip seven coins.
That is actually pretty decent.
Here is the AnyDice link: AnyDice
The 8 is pretty low, but on par with the 1% of rolling 2d10 and having a result of 2 = a score of 8.
Sadly, I think the hard part is the "simple" criteria I was looking for, but I'll keep this in mind.![]()