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Title: Continue a sequence Post by Leo Broukhis on Feb 9th, 2009, 5:59pm 0, 1, 2, 3, 4, 5, 8, 7, 6, 9, 16, 11, 32, ... Don't bother looking in OEIS, it's not there (yet). Hint: note 16 and 32 sticking out. Hint 2: note where the powers of 2 are. |
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Title: Re: Continue a sequence Post by codpro880 on Feb 10th, 2009, 9:50am Next number is [hide]13[/hide]? |
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Title: Re: Continue a sequence Post by Leo Broukhis on Feb 10th, 2009, 10:05am on 02/10/09 at 09:50:45, codpro880 wrote:
No. |
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Title: Re: Continue a sequence Post by Grimbal on Feb 12th, 2009, 9:42am ... [hide]17[/hide], [hide]10[/hide], ... |
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Title: Re: Continue a sequence Post by Leo Broukhis on Feb 12th, 2009, 10:05am on 02/12/09 at 09:42:03, Grimbal wrote:
Yes! |
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Title: Re: Continue a sequence Post by codpro880 on Feb 16th, 2009, 3:46pm How? |
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Title: Re: Continue a sequence Post by Grimbal on Feb 17th, 2009, 2:39am Maybe another hint: each positive integer appears exactly once in the sequence. |
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