Quote:
Originally posted by drothamel
M&M-
Favoritism (f)= Making a call or series of calls specifically for the purpose of benefitting ONE opponent, without regard for the other opponent, or to specifically hurt the other oponent.
Game Management (g)= Making a call or series of calls specifically for the purpose of benifiting the game and everyone involved; such calls are made upon either opponent, as the situation dictates.
(c)= Calls that are neither "game management" or "favoritism"
(t)= Terribly-officiated game
(w)= Well-officiated game
therefore: c+f = t ...but... c+g = w
Will that get me a six-pack? LOL
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You're on the right track, but I can't pay out on that six-pack yet.
What I'm looking for is "x", where c+x = g, but c+(x+1) = f. What is that constant that changes a "game management" call to a "favoritism"? I guess there are some that argue that g = f. I have a feeling the real answer looks like one of those chalkboards they used on the TV show, "Numbers". So, keep working and send me your chalkboard when you're done.
Oh, and as most teachers would say - show your work!
