User:RobinCodes/Work on BB Domains: Difference between revisions

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m (Fixed info)
(Updated table.)
 
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Page to collect the BB Domains and their status. Holdout counts are machines that do not have a formal Rocq proof.
Page to collect the BB Domains and their status. Holdout counts are machines that do not have a formal Rocq proof.


As of 28/09/2025
As of 29/09/2025
{| class="wikitable"
{| class="wikitable"
|+
|+
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|1,691 Holdouts
|1,691 Holdouts
Exhausted (decider-wise)
Exhausted (decider-wise)
|23,314,388 Holdouts, Phase 2 Stage 3 completed.
|22,801,601 Holdouts, Phase 2 Stage 4 in-progress
|???
|???
|-
|-
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(4 informal [[Longitudinal Analysis|longitudinal]] proofs by @Legion)
(4 informal [[Longitudinal Analysis|longitudinal]] proofs by @Legion)
1 Cryptid
1 Cryptid
|88,914,343
|84,066,821
Terry Ligocki (6 passes done)
Terry Ligocki (6 passes done)
Andrew Ducharme filtering with Ligockis' code
|???
|???
|
|
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|-
|-
!6-symbol
!6-symbol
|873,469 Holdouts
|873,469-1
Holdouts
Exhausted (decider-wise)
Exhausted (decider-wise)
1 by hand
|???
|???
|
|
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|
|
|}
|}
I also wanted to study at what point are domains infeasible with reasonable resources and time, but this is for the future of this page. ???? And after are completely (almost) unexplored.

Latest revision as of 19:23, 29 September 2025

Page to collect the BB Domains and their status. Holdout counts are machines that do not have a formal Rocq proof.

As of 29/09/2025

Domain 2-state 3-state 4-state 5-state 6-state 7-state 8-state
2-symbol 0 Holdouts 0 Holdouts 0 Holdouts 0 Holdouts

July 2, 2024

1,691 Holdouts

Exhausted (decider-wise)

22,801,601 Holdouts, Phase 2 Stage 4 in-progress ???
3-symbol 0 Holdouts 4+4 Holdouts

Exhausted (decider-wise) BB3x3 month October (4 informal longitudinal proofs by @Legion) 1 Cryptid

84,066,821

Terry Ligocki (6 passes done)

Andrew Ducharme filtering with Ligockis' code

???
4-symbol 0 Holdouts

Aug. 22, 2024

434,787,751

XnoobSpeakable and Lúkos currently filtering

???
5-symbol 75 Holdouts

Exhausted (decider-wise) Some informal proofs exist 2+4 Cryptids (4 probable)

???
6-symbol 873,469-1

Holdouts Exhausted (decider-wise)

1 by hand

???
7-symbol ????

I also wanted to study at what point are domains infeasible with reasonable resources and time, but this is for the future of this page. ???? And after are completely (almost) unexplored.