The stupid question is the question not asked PerlMonks

### eye

by eye (Chaplain)
 on May 30, 2006 at 12:39 UTC ( #552481=user: print w/replies, xml ) Need Help??

I'm the current leader of Atlanta.pm. If you live in the Atlanta area or will be in the area on the first Thursday of a month (excluding holidays), consider attending a meeting. Complete details are on the web site. If you would like to speak at a meeting, please contact me.

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 [Eily]: Discipulus by demonstrate I suppose you mean simulate with perl? [Eily]: the demonstration itself is fairly easy. The number of paths on a node is the sum of the numbers of paths to the two nodes above (or one node above on the edges of the triangle) [Eily]: since the value of a node is also the sum from the two nodes above, you just have to demonstrate that the equality is true at the top of the triangle [Discipulus]: yes Eily, thanks oiskuu but i dont get it.. ;=( maybe I'll ask a SOPW [LanX]: all combinations with same amount of left and right? [Eily]: if you want to store in a structure with the coordinates as key, arrays might do, since the keys are going to be 0..n [LanX]: (Pascale path) [Discipulus]: yes Eily++ (very keen) I want to integrate my project with a 17th experiments. I want to colorize in sequence all paths [oiskuu]: Yeah, modifry the recursive func combinations() to return not the number, but the paths themselves.

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