[Southack]

"The is a math proof that the probability of getting a particular number with a fair die is 1/6. Why is it important to mention that it's fair? Because the proof assumes all numbers have equal probabilities. If this is not the case the proof can be thrown away. That's exactly why the proof in the article is junk."

No. Of course, your initial point about the dice is correct, but your conclusion from that point is flawed.

The math for this thread is dealing with the sequencing of data. This math calculates the precise probability / improbability of data forming in the correct sequence. Because the sequencing of data is precise (i.e., changing a sequence will change or even nullify the output), non-equal probabilities for the individual datum will skew the overall potential output AGAINST the probability of correct sequencing.

[Lev]

This math calculates the precise probability / improbability of data forming in the correct sequence.

Which sequences are considered correct?