Will number 852655 have been found to be in Recamán’s sequence (A005132) before the year 2030 ? | Manifold

Will number 852655 have been found to be in Recamán’s sequence (A005132) before the year 2030 ?

Basic

6

Ṁ106

2030

31%

chance

1D

1W

1M

ALL

"Does 852655 appear in A005132 ?" is an open question in "A Handbook of Integer Sequences" Fifty Years Later by N. J. A. Sloane. https://arxiv.org/abs/2301.03149

Recamán's sequence in OEIS : https://oeis.org/A005132

852655 is the smallest number not present in the terms of the sequence that have been computed so far.

Market resolves YES if we manage either to compute A005132 terms and find 852655 before 2030.

Market resolves also to YES if the conjecture that every number eventually appears in Recamán's sequence is proven before 2030, even if we don't know 852655 exact position.

Market resolves to NO if there is a proof that 852655 does not appear in the sequence.

As I'm not patient enough to wait forever, if the 01/01/2030 this number is still not found or proven to be in the sequence, market will resolve also to NO.

This question is managed and resolved by Manifold.

Get

1,000

and

3.00

Related questions

Will the [5, 5] Ramsey number by known before 2040?

Will any new Van der Waerden number be known by the end of 2030?

Will the largest known prime number be non-Mersenne before 2030?

Will any of the Van der Waerden numbers W(2,7), W(3,5), W(4,4), or W(5,3) be known before 2040?

Will the Goldbach conjecture be found unprovable before 2030?

Will the tenth Dedekind number be known by 2040?

Will "Genetic Algorithm" come back before 2031?

Will a nice number other than 69 be discovered by the end of 2024?

Will any of the Ramsey numbers R(5,5), R(4,6), or R(3,10) be known before 2040?

Related questions

Will the [5, 5] Ramsey number by known before 2040?

Will the tenth Dedekind number be known by 2040?

Will any new Van der Waerden number be known by the end of 2030?

Will "Genetic Algorithm" come back before 2031?

Will the largest known prime number be non-Mersenne before 2030?

Will a nice number other than 69 be discovered by the end of 2024?

Will any of the Van der Waerden numbers W(2,7), W(3,5), W(4,4), or W(5,3) be known before 2040?

Will any of the Ramsey numbers R(5,5), R(4,6), or R(3,10) be known before 2040?

Will the Goldbach conjecture be found unprovable before 2030?

© Manifold Markets, Inc.•Terms + Mana-only Terms•Privacy•Rules