In reality during the primitive genesis of evolution the required mix for the (abe: roll/continuity of the organism) )would be almost impossible, unlike the measly 25 dice model. Success would be neigh unto impossible, if not impossible.
Here it is again, that blasted "it's too improbable" argument.
I'm just going to give you a frame a reference for the kinds of numbers we're looking at here, since that is clearly lacking in your argument.
Yes, you're right, in reality we're dealing with more options that 6 or 25 (which doesn't mean the analogy is wrong). For example, I work with bacteriophage (viruses that infect bacteria). Now, we can determine, roughly, the number of phage present in a solution by plating them on lawns of bacteria. The phage, when they reproduce, lyse the bacterial cells making a clearing in the lawn. The number of clearings (plaques) can be used to determine the original number of plaque forming units (bacteriophage) in the solution. You can then take a plug from the middle of a plaque, suspend the phage in solution and plate that again to determine the number of phage in one plaque. Now, on average for phages ID11 and PhiX, in one plaque no more than 1/2 a centimeter across, we regularly find numbers of phage to the order of 10^10. (That's 10 to the power of 10, or 10,000,000,000) That's one plaque. Now imagine there are 100 plaques, so that's 10^12 phage. So even if the chance of getting a beneficial mutation is 1 in a billion (10^9) That's still 1000 phage on average that get that mutation. And that's only on one plate! IN ONE GENERATION! I assure you, given the billions of years life has had on the planet, the rolling of dice has been sufficient enough to provide the mutations required for complex life.
"There are three kinds of lies: lies, damned lies, and statistics."