I'm a bit puzzled by this whole thing. I always thought that when the rules required a random rack, that is, that in the case of nine ball, that all of the balls except the one and nine be arranged without purposeful or intentional pattern; that the
randomness of the rack was an important aspect of the game. Otherwise, why would there be such a rule?
Second, arranging balls intentionally under this rule is certainly unsportsmanlike conduct. Would the same folks who do this surreptitiously improve their lie when playing golf? Report fewer strokes? I imagine so.
I like the ideas of:
- the randomness of the rack
- no pattern racking, either defensively, or offensively.
The
only way I can imagine enforcing these without argument is to put the one and nine in place and then
blindly draw balls from a bag to be placed in a predetermined order in the rack. For example, given this rack:
1
a b
c 9 d
e f
g
balls drawn from the bag would be placed in order of a, b, c, and so forth.
With this scheme there are 5040 different rack patterns you can encounter (permutations of 7 items is 7! (7 factorial; 7!=7 × 6 × 5 × 4 × 3 × 2 × 1 = 5040).
I like the randomness aspect, and I like just taking pattern racking off the table.