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Dimensional Chess: C1 through C8 / Note

Dimensional Chess Experiment C1

Reference15 Sept 2026 · saved

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01 / THE QUESTION

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Can the programme's computational disciplines (hidden-state completion, a proved symmetry quotient, fixed-point cycle handling) solve a closed chess universe exactly, with an independently checked certificate?

02 / WHAT THE RECORD SAYS

Source passage

Every legal position in that universe has now been solved simultaneously. The result is an exact endgame tablebase with an independently checked proof certificate.

03 / LIMITS & OPEN POINTS

Source passage

It solved a complete chess universe, not the initial position of full chess.

04 / THE NEXT QUESTION

Source passage

It is to discover a uniform canonical relation κ\kappa satisfying the same closure law as (C1.1) while collapsing astronomically more states.

05 / CHECKS IN THE RECORD

Source passage

verify_dimensional_chess.py imports no production function. It independently reconstructs: 1. all 399,112 raw legal positions; 2. all 50,015 symmetry orbits; 3. every legal transition and checkmate/stalemate condition; 4. all 400,120 symmetry-closure comparisons; 5. every win/loss/draw Bellman equation; 6. every shortest-mate and longest-defense distance; 7. every stored optimal policy edge; 8. all 32 concrete moves in the longest principal variation; 9. the certificate and principal-variation digests.

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Date: 15 September 2026
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d0re research collection (snapshot 1 October 2026)
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/Dimensional_Chess_Experiment.md
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Date
15 Sept 2026 · saved
Status basis
r-6875140b9128 is an exact KRK computation that later records reuse rather than replace; r-3fe7cf744ab8: "C1's state/transition/canonicalization/fixed-point pipeline was independently reimplemented for White king and queen versus Black king on the standard board."
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6875140b9128994801dd2b2337533e83f93413a0756ce218df536104ce3abb5a

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Dimensional Chess Experiment C1
Version 1
2026-09-15
d0re research record r-6875140b9128
https://www.d0re.com/library/records/r-6875140b9128.html
Authorship basis: Collection attribution; original record retains its own credits
Date basis: saved
Source SHA-256: 6875140b9128994801dd2b2337533e83f93413a0756ce218df536104ce3abb5a

Independent research by Anthony Michael Collado.
Original credits remain with each source.