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How many combinations are actually possible?
It seems that there are far fewer combinations possible, given the multiple rules that define how the obstacles can be chosen. Here is my math:
4(Position of groups A,B,C,D) * 1(Red position 1: low bar) * 2(Red position 2) * 2(Red position 3 - chosen by audience) * 2(Red position 4) * 2(Red position 5) * 1(Blue position 1 - low bar) * 2(Blue position 2) * 1(Blue position 3 - same as Red 3) * 2(Blue position 4) * 2(Blue position 5)
4*1*2*2*2*2*1*2*1*2*2 = 512
That seems awfully small, and way off of the game manual's 14000 (IIRC) advertised positions. Am I doing something wrong, or was the 14000 calculated without some of the rules in mind?
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