Sort of. Yes, P:HHHH = P:THTH = P:TTTT, But P:HHHH < P:THTH [i]or[/i] TTTT. Yes, any specific combination of four Warkock items is equally likely, but the odds of four of the same Warkock item in a row is significantly lower than the odds of *not* four of the same Warkock item in a row, because the set of [lists of four Warkock items that are not all the same] contains more items than the set [lists of four Warlock items that are all the same]. EDIT: to put it another way, the probability of any specific set of four items is 1/1,296, but the probability of any set of four items that are all the same is 6/1,296 (because there are 6 sets of items meeting that criteria, each of which have a 1/1,296 chance of occurring), and the probability of any set of four items that aren't all the same is 1,290/1296.