[seqfan] Re: Binary Complement Sequences
Tom Duff
eigenvectors at gmail.com
Thu Dec 29 19:22:09 CET 2022
I have them all:
819991 87037147311
820560 25996066240
829974 4327838170
836375 4327838183
836666 1212877574
875089 1246707601
876382 1246707550
879731 1246707639
973544 1246707556
977281 1246707553
980258 1246707530
I haven't actually finished computing 819991, but it is known to be one
less than 425720. I'm letting it run as a check on 425720.
On Thu, Dec 29, 2022 at 10:18 AM Tim Peters <tim.peters at gmail.com> wrote:
> FYI, with 425720 resolved, there are only 11 numbers <= million whose
> status remains unknown to me:
>
> 819991
> 820560
> 829974
> 836375
> 836666
> 875089
> 876382
> 879731
> 973544
> 977281
> 980258
>
> All of those require more than 670 million steps to reach 0 (if ever).
> 819991 requires more than 25.9 billion steps.
>
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>
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