Message text I think you might want to take a closer look at the link, it really analyzes a single die in the section titled Background. While the Mathematical Analysis Section is using two dice, they are not summed. Besides, the Central Limit Theorem is for any number of dice, not just multiples. If we look closely in the Background section, the author states:
"The Central Limit Theorem states that if we were to repeat this experiment over and over and plot the probability or frequency distribution for our results, we would see a distribution which was approximately a normal or bell-shaped distribution having approximately the same mean as the distribution for one roll of a die."
So, according to this, rolls over time DO produce a bell curve no matter how many dice are rolled? Makes sense to me, as even if you have two dice, the probability of you rolling a 2 is the same as rolling a 7, but over a good number of rolls, we see the middle numbers more often. So, I'm back to my original statement.
The Random Number Generator used in Blue Max does not simulate a die roll because it does not follow a bell curve in distribution over a number of die rolls.
Do we have any Statisticians that can correct my logic or mathematically disprove The Central Limit Theorem?
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