Well, since talkorigins mentions that it's hard to even detect "beneficial" mutations we'll make all the numbers on each side of the million sided die blurry, or scratched up, that way it makes it "hard to detect".
That doesn't really matter. The die lands one side up when you roll it, regardless of our ability to read it.
Based on this KNOWN information we can then calculate the probability of rolling a 66 on a 1 million sided die 1 million times. Right?
Right, because you've given an example with a closed sample space. We know exactly how many sides are on the die, so we have a closed set of possibilities to calculate.
Can you tell me how many possible mutations there are? Of course you can't - it's that missing variable that makes the whole thing incalculable.
Since we DON'T have a model to work from we are then left with the SCIENTIFIC METHOD of "Observation" and "deductive" and "inductive" reasoning.
And I've shown you how your conclusion is not a proper deduction from a premise that one organisms stands a very low chance of benefiting from a mutation. Yet, you continue to repeat your erroneous argument without elaboration. That's against the forum guidelines, and moreover, rather annoying.
You continue to ignore that repetition makes improbabilities certainties. Why is that?
However if YOU insist there must be, then YOU must provide the math, NOT ME.
I did, remember?