sigurdV, on 28 January 2012 - 03:21 PM, said:
...
Isnt?: Is this one? = Is "Is this one?" one?
Then isnt? : Is this one? + Is this one? = Is this one?
PS2
# 903 is exciting for us interested non mathematicians
(Sneaks out, on tip toe, inside this thread them wizards work...Hush!)
PS3 Found this turtle quote:
___The very fundamental axiom of probability is false. i.e. 'assume equal probability', Otherwise called 'fairness', there is no such thing.
Are you choosing the correct wording here?
axiom = assumption, surely?
sorry, i have no interest in which 1, what 1, or anyone.
glad the summary was helpful.
i wrote that quote in a delusional fit; you probably shouldn't put any stock in it.
phillip1882, on 31 January 2012 - 08:43 PM, said:
the primes are a bit more of a challenge, not so much because it's difficult to sieve them out, though it is, but because i would have to do it at the same time as I'm sieving out the figurates.
roger. are you sure you didn't keep the original code? props for your cahones rewriting these from scratch.
i finished my runs and have 1000 files of tallies going to 1000000000. 71 gigs.
the thing is, i don't like the final total as i get it at 10 more than donk's density calc & i think it should be 5 less. better check me as i used a calculator again.
here's donk's result and the last few entries of the last file.
donk: >> 1,000,000,000 : 640,349,984 359,650,016 50,847,531 308,802,485
turtle: >> m_densities999.txt
999999987 1 385372855 177756202 56853573 15170769 3854989 990078 257476 68450 18444 5097 1413 436 141 29 12 5 1 0 0 0 0
999999988 2 385372855 177756203 56853573 15170769 3854989 990078 257476 68450 18444 5097 1413 436 141 29 12 5 1 0 0 0 0
999999990 1 385372856 177756203 56853573 15170769 3854989 990078 257476 68450 18444 5097 1413 436 141 29 12 5 1 0 0 0 0
999999991 1 385372857 177756203 56853573 15170769 3854989 990078 257476 68450 18444 5097 1413 436 141 29 12 5 1 0 0 0 0
999999993 2 385372857 177756204 56853573 15170769 3854989 990078 257476 68450 18444 5097 1413 436 141 29 12 5 1 0 0 0 0
999999994 2 385372857 177756205 56853573 15170769 3854989 990078 257476 68450 18444 5097 1413 436 141 29 12 5 1 0 0 0 0
999999995 1 385372858 177756205 56853573 15170769 3854989 990078 257476 68450 18444 5097 1413 436 141 29 12 5 1 0 0 0 0
999999996 2 385372858 177756206 56853573 15170769 3854989 990078 257476 68450 18444 5097 1413 436 141 29 12 5 1 0 0 0 0
999999999 1 385372859 177756206 56853573 15170769 3854989 990078 257476 68450 18444 5097 1413 436 141 29 12 5 1 0 0 0 0
1000000000 3 385372859 177756206 56853574 15170769 3854989 990078 257476 68450 18444 5097 1413 436 141 29 12 5 1 0 0 0 0

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