"The probability that a fair election would produce [these number distribution disparities] is less than .005."
Careful with that reasoning. Suppose there are four candidates, and the last digits of their total vote counts are 8,7,2,8. Fewer than 1 in 9999 fair elections would produce a vote count with exactly those digits!
Does this mean that the vote was rigged?
Post-factum searching for (perceived) oddities and calculating probabilities of their occurences in uniform distributions shows some misunderstanding of statistics.