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[QUOTE="Four Dogs, post: 396600, member: 2668"]
Each of the numbers above represents the number of cards of a certain suit on a five card board. There are six different ways the board can be set up taking only suits into consideration, only 2 of them cannot result in a possible flush. You will notice that in each case the numbers shown add up to 5, the 5 community cards. A completely suited board, all 5 cards of the same suit, would be represented as (0,0,0,5). It might look like this [Ad][Jd][6d][3d][2d]. This is of course a flushing board or meadow as The Professors friend Bib Ladder calls it. The next 3 types represent only possible flush boards. (0,0,1,4) [5s][Kh][Qh][10h][2h]. Notice that there are 0 clubs, 0 diamonds, 1 spade and 4 hearts. (0,1,1,3) might look like this [3c][3h][9c][Jc][4d] and(0,0,2,3) the last flushing board, could be [6c][10d][Ad][Kc][Qc]. In the next 2 examples no flush is possible (1,1,1,2) [Ah][Ac][Ad][As][Kh] (I'm betting this one anyway) 
and (0,1,2,2) [3h][2d][6d][4c][5h] (I'll check here). 
It's funny that you asked about this one Chuck. I just read the Flushing Meadow articles last week.
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