Originally Posted by
Xibor
If I can remember my probabilities correctly (and not wanting to get into true probability theory where I'd have to go try to find some very old books I used to have):
The chance to get a Third Thief from Woodcutter is 1/6 (.167 or 16.7%)
The chance to get a Wisdom from Third Thief is 1/2 (.50 or 50%)
So the chance to end up with a Wisdom each time you play a Woodcutter is (1/6)(1/2) = 1/12 (one in twelve or .083 or 8.3%)
Since you need three of them, you could say that the chance to end up with 3 Wisdom starting with a Woodcutter each time is 1/12 * 1/12 * 1/12 or 1/1728 or .000578 or .058% of the time (there are other ways to express the combination but that's the simplest one). A Whopping .058% of the time.