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Count to 1000! [#3] - Printable Version +- Sinisterly (https://sinister.ly) +-- Forum: General (https://sinister.ly/Forum-General) +--- Forum: The Lounge (https://sinister.ly/Forum-The-Lounge) +--- Thread: Count to 1000! [#3] (/Thread-Count-to-1000-3) |
RE: Count to 1000! [#3] - Cressi - 01-19-2014 (01-19-2014, 12:49 PM)Duubz Wrote: 60 is . . . ? 60 is one less than 61. RE: Count to 1000! [#3] - Equinox - 01-19-2014 (01-19-2014, 12:50 PM)Cressi Wrote: 60 is one less than 61. But one more than 61 is 62. RE: Count to 1000! [#3] - Eclipse - 01-19-2014 (01-19-2014, 12:50 PM)Duubz Wrote: But one more than 61 is 62. One more than that is 63... RE: Count to 1000! [#3] - Equinox - 01-19-2014 (01-19-2014, 12:53 PM)Sparks Wrote: One more than that is 63... But then there's 64... RE: Count to 1000! [#3] - Cressi - 01-19-2014 (01-19-2014, 12:56 PM)Duubz Wrote: But then there's 64... ...which is the square of eight, which timed by five and added to 25 is 65. RE: Count to 1000! [#3] - Eclipse - 01-19-2014 (01-19-2014, 12:57 PM)Cressi Wrote: ...which is the square of eight, which timed by five and added to 25 is 65. 66 is a sphenic number, a triangular number, a hexagonal number, and a semi-meandric number. Being a multiple of a perfect number, 66 is itself a semiperfect number. Since it is possible to find sequences of 66 consecutive integers such that each inner member shares a factor with either the first or the last member, 66 is an Erdős–Woods number. RE: Count to 1000! [#3] - Cressi - 01-19-2014 (01-19-2014, 12:58 PM)Sparks Wrote: 66 is a sphenic number, a triangular number, a hexagonal number, and a semi-meandric number. Being a multiple of a perfect number, 66 is itself a semiperfect number. Indeed, my dear fellow human being. 67 is impossible to factorize, as it is a Pillai prime (18! + 1), as well as a Heegner number. RE: Count to 1000! [#3] - lux - 01-19-2014 Fancy a 68? Blow me now and I'll give you 1 later. RE: Count to 1000! [#3] - Eclipse - 01-19-2014 69 is a common sex position. RE: Count to 1000! [#3] - Equinox - 01-19-2014 But that seventy though.. |