No, not me; others have done so.
I gather that combinatorial probability anticipates that the actual occurrence of an infinite number of possibilities is equiprobable, given enough time. Yet it actually appears that unless there is an infinite amount of time, this expectation cannot be met. The simple combination model of probability is seemingly incapable of describing the complexity of living systems that we readily observe, let alone accounting for an origin of life from material causes alone.
For instance, Gerald Schroeder points out that a single typical protein is a chain of 300 amino acids, and that there are 20 common amino acids in life, which means that the number of possible combinations that would lead to the actualization of the protein would be 20300 or 10390. He summed up the problem this way: It would be as if nature reached into a grab bag containing a billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion billion proteins and pulled out the one that worked and then repeated this trick a million million times. [Gerald Schroeder, Evolution: Rationality vs. Randomness, 2000.]
Seems like kinda long odds to me.....
Thanks for writing!