Consider hex and base 64. Base 16 takes the first six letters from the alphabet to augment the number of available letters for representing a particular value.
I guess using base 26 would make sense from a strictly alphabetic standpoint, but we've conventionally included the numbers 0-9 as part of the available letters for representation.
Interesting. Could be fun to combine this with distributions on word length, etc... and compare the number of primes we see to the expected number of primes (using the prime number theorem).
Would be funny if we had a tendency towards prime words :)
Since this is a clearly meaningless list, it doesn't really need to be sorted alphabetically. I think it would have been more fitting to sort the list numerically.
Kinda, but not really. What you'd end up with is alphabetical sublists organized by length—any word with 4 letters is greater than any word with 3 letters (like in base ten, where any 4-digit number is greater than any 3-digit number).
"WIDEST WOMB WOMAN WATCHED PET PERVERT WHIP BLINDFOLDED YIDDISH BITCH"
"BAREBACKED BARD RUTTED BLINDFOLDED BITCH"
"BAREBACKED BARD PULVERIZED TRUCKMAN RUTTED TORRID"
"YARDMAN WHIP UNUSED WHELP, TROLLOP SUSPECTED SILKEN RUNT. PUTOUT, PARTED, LAIN. EVALUATED FETISH,EXPENDED. DISINTEREST."