The Hypothesis Registry
The Hypothesis Registry
Each claim or open question is codified as an artifact. The standing review’s complete H-001 through H-015 block is now in the registry; later ids carry campaign-native claims and explicit open questions. The ledger is generated from the artifacts and is the current view; this section is the reading of it. Rounds and effort below repeat the ledger’s per-hypothesis totals, which count every round that names the hypothesis, control roles included.
| Id | Status | Claim, in short | Rounds | Effort |
|---|---|---|---|---|
| H-019 | confirmed | Trump’s tested shared-tilt slice has a corner at the published optimum | 1 | 10m agent |
| H-002 | refuted | LP-in-cell polish refines any annealer output to the analytic value | 5 | 195m agent, 5.1m wall |
| H-016 | refuted | The stock annealer reaches the standing best on every instance cell | 4 | 10.2m wall |
| H-018 | refuted | Perturbed starts return to Trump’s packing at least half the time | 1 | 75m agent, 1.3m wall |
| H-020 | refuted | The annealer reaches the standing best at , the nearest oblique record | 1 | 6.6m wall |
| H-001 | blocked | An angle-class proposer beats free-coordinate annealing | 0 | — |
| H-003 | blocked | Contact count predicts component attraction frequency on held-out data | 0 | — |
| H-004 | blocked | Neighbor-transfer seeds improve paired search | 0 | — |
| H-005 | blocked | A 3-4-5-tilt construction packs 97 squares below side 10 | 0 | — |
| H-006 | blocked | LP dual support yields refinement-stable proof candidates | 0 | — |
| H-007 | blocked | Coverage models predict held-out component discovery | 0 | — |
| H-008 | blocked | The stronger-verifier rejection rate is measurable across | 0 | — |
| H-009 | blocked | Symmetry quotienting materially changes endpoint counts | 0 | — |
| H-010 | refuted | Stromquist’s five-node Theorem 2 mechanism reproduces | 1 | 180m agent, 0.55s wall |
| H-011 | blocked | The small-n landscape is censusable |
0 | — |
| H-012 | blocked | Record basins are rare in quench measure | 0 | — |
| H-013 | blocked | Delta-continuation improves target-component arrival | 0 | — |
| H-014 | blocked | Superdisk continuation imports new square components | 0 | — |
| H-015 | blocked | MAP-Elites improves certified component discovery rate | 0 | — |
| H-017 | open | 100× the budget reaches Trump’s basin | 0 | — |
| H-021 | blocked | At least 95% of small-n endpoint support is classifiable |
14 | 106m agent, 4.0m wall |
| H-022 | open question | What quantitative neighborhood and transferable stress structure follow after exp-013’s local-isolation theorem? | 0 | — |
| H-023 | open question | How are the observed endpoint candidates connected after the complete first-order inventory, one obstructed direction, known sheet lifts, and twelve fixed-angle paths? | 12 | 243m agent, 2.5m wall |
| H-024 | unresolved | Formally supported record packings through use at most three angle classes; the retained SVG has no formal witness | 1 | 12m agent, 0.158s wall |
| H-025 | blocked | At least 80% of reported record configurations are approximated by three angle classes within side loss | 0 | — |
| H-026 | confirmed | Trump has no nonzero direction in any branchwise fixed-side linearized cone | 1 | 100m agent, 57.308s wall |
| H-027 | blocked | The imported record cells have positive class-angle directional cones | 0 | — |
| H-028 | blocked | Each published point is the sole refined local minimum on its declared reference-cell angle sheet, with a boundary margin | 0 | — |
| H-029 | blocked | Calibrated adaptive splitting beats restarts on rare target events | 0 | — |
| H-030 | blocked | Construction surgery reproduces at least two of six hidden public record improvements | 0 | — |
| H-031 | blocked | LP-load-guided block moves beat coordinate-only moves per pair-test | 0 | — |
| H-032 | open question | What are the exact optimal configuration spaces for , given that are solved? | 2 | 35m agent, 1.28s wall |
| H-033 | open question | Can the theorem be extended to ? | 0 | — |
| H-034 | blocked | The fractional piercing value at Trump’s side is greater than ten | 0 | — |
| H-035 | blocked | Current asymptotic construction primitives improve a finite public parent | 0 | — |
| H-036 | blocked | Stromquist’s restricted-orientation gap survives a neighborhood | 0 | — |
| H-037 | open question | What is the asymptotic waste exponent between and ? | 0 | — |
| H-038 | open question | Which exact fields and elimination mechanisms occur in verified records? | 0 | — |
| H-039 | open question | Can the lower bound for be improved and ultimately closed at four? | 0 | — |
| H-040 | blocked | Active-cell neighbor walks beat multistart in new validated cells per LP solve | 0 | — |
| H-041 | confirmed | Moving Figure 14 point G.x from .8 to .79 restores the complete lower-bound mechanism |
1 | 90m agent, 0.70s wall |
| H-042 | refuted | The retained SVG serialization has at most three numerical angle classes under the declared 160-digit regime | 1 | 15m agent, 0.165s wall |
| H-043 | blocked | Every one of the 128 derivative-distinct fixed-side branches at Trump’s witness has a proper incidence rigidity core | 0 | — |
| H-044 | unresolved | Standing records are already chunk-structured: at most six one-angle bar/L/rectangle groups plus at most two free squares | 1 | 25m agent, 1.1s wall |
| H-045 | blocked | A grammar frozen on the proved cells ranks the standing best first at | 0 | — |
| H-046 | blocked | A class-angle path runs from Trump’s aligned chunk form to the record without chunk fission | 0 | — |
| H-047 | blocked | Rounding a pose to its chunk-regular predecessor and re-quenching returns the pose | 0 | — |
| H-048 | blocked | The glued-chunk screen keeps the soft-mode winning stratum in its top decile | 0 | — |
| H-049 | blocked | Twenty unit squares pack squeezably in a 4 by 6 rectangle, opening s(90) < 10 via Arslanov’s decomposition | 0 | — |
| H-050 | blocked | The n = 71 incumbent’s 0.0358-degree angle split survives a bracketed single-angle LP sweep | 0 | — |
| H-051 | blocked | A blinded tier-S n = 68 public-parent surgery pilot matches the released child under the frozen grammar | 0 | — |
| H-052 | confirmed | The fixed retained , certificate agrees under an independently written exact accumulator | 4 | 304.6m agent + 528.8m wall |
| H-053 | blocked | Each fixed UnitSquare parent-child pair admits compatible rigid poses under at least one declared serialization model | 2 | 114m agent + 107.2m wall |
| H-054 | unresolved | The reported , construction admits a complete exact rational reconstruction | 2 | 38m agent + 30.0m wall |
| H-055 | blocked | If selected, the witness admits complete exact promotion in the reported nested-radical field | 0 | — |
| H-056 | blocked | If selected, the witness admits a complete interval certificate tied to the designated degree-five root | 0 | — |
| H-057 | unresolved | A parent-bound three-process runner preserves exact output and reaches the fixed useful-speedup threshold on three exp-052 ordinals | 1 | — |
| H-058 | unresolved | One fixed UnitSquare n = 68 parent admits a compatible rigid pose through a complete provenance-bound production adapter | 2 | — |
| H-059 | confirmed | The frozen n = 50 producer refuses an existing result before every downstream observation and evaluation seam | 1 | — |
| H-060 | confirmed | Goebel’s exact optimum is locally rigid when the container side is fixed | 1 | 11s wall |
| H-061 | result registered | A first-party fractional unavoidable-set certificate at side proves , the first -specific bound; carried well past its own claim to (T-017) and to (T-018), with the whole ladder retained and verified, and the round that closes the hypothesis is not yet written | 0 | — |
| H-062 | confirmed | The covering wall — the side at which a converged restricted optimum at first reaches twenty — lies strictly below the ceiling , and the pre-registered rungs bracket it to within ; accepted at , width , by Agenda 021’s BC-197 and Agenda 022’s BC-213 |
2 | 109.8m wall |
| H-063 | refuted | A two-cell class certificate refutes the composition at or above Trump’s , and every near-axis class inside closes the compositions with at most one tilted square; blocked on the two-threshold program BC-198 builds |
1 | 27.8m wall |
| H-064 | abandoned | An exact-depth fractional packing at with total weight at least eleven puts at or above eleven, so the certificate ladder’s top lies below ; registered for BC-200 |
2 | 96m agent, 175.3m wall |
| H-065 | confirmed | The near-tight cells (mass at most ) on the retained certificate are fewer than one fifth of the reachable cells — measured at by BC-201, a fifth of the registered threshold. The clause the claim attached to that number does not follow: the cover is a search, not a check |
1 | 16.1m wall |
| H-070 | refuted | At side , the best eligible inset-screen seed improves exact rational mass after unrestricted release versus an equal-stop unseeded control | 1 | 8.2m wall |
| H-090 | refuted | The fixed T-018 atoms retain enough covered mass after shrinking the core to to certify side ; an exact corner witness rejects this side and every core side below , leaving a narrower shrink interval open | 1 | 30s wall |
| H-091 | refuted | Core side retains minimum mass above ; its measured minimum instead supplies an interior witness excluding every fixed-weight core shrink that could beat T-022 using ordinary containment | 1 | 31s wall |
| H-093 | unresolved | The retained scalar core and net admit an exact mass-below-eleven certificate at side | 1 | 59.3m wall |
| H-094 | open question | Which relative weights and site changes improve the fractional certificate beyond the fixed-weight shrink obstruction? | 0 | — |
| H-095 | blocked | Nonconstant direction-specific cores admit an exact mass-below-eleven certificate at side | 0 | — |
| H-096 | open question | Can whole-angle-cell kernels cover more useful positive mass with a tractable exact verifier? | 0 | — |
| H-097 | open question | Can pose-dependent witness choice beat a universal witness while retaining complete pose-box coverage? | 0 | — |
| H-098 | open question | Can segment-supported measures improve the bound with exact intersection-length coverage? | 0 | — |
| H-099 | refuted | Independently source-bound seven-row ceiling and feasible average establish fixed-support optimum11 | 3 | 34s wall |
| H-100 | open question | Can a full-size area density give mass below eleven at a side between the retained bound and Trump? | 0 | — |
| H-101 | open question | Can mass-eleven density at Trump’s side and a complete equality analysis establish uniqueness? | 0 | — |
| H-102 | open question | Which complete restricted angle or wall-support family yields a useful theorem, starting with H-036? | 0 | — |
| H-103 | open question | Can a complete typed cover exclude every minimizing branch or place its entire surviving box inside the accepted local Trump neighborhood? | 0 | — |
| H-104 | confirmed | The fixed point formulas at side1939/500 satisfy all seven exact0/45-degree auxiliary clauses | 1 | 2s wall |
| H-105 | refuted | Exp113’s fixed weights have an overweight pair with intersecting interiors | 1 | 2s wall |
| H-106 | confirmed | The unchanged ten-point formulas cover every contained square throughout the full near-axis angle neighborhood at1939/500 | 1 | 0.37s wall |
| H-107 | blocked | The terminal exp-116 sites admit a complete rational cover of mass below eleven at 61/16; its protocol remains unlaunched pending a sufficient allocation | 1 | — |
| H-108 | confirmed | A contained near-45 square in the canonical region avoiding P10 contains A3 | 1 | 0.67s wall |
| H-109 | confirmed | A stronger near-45 A1 implication passed independent replay and transfers to A2 by local reflection | 1 | 0.26s wall |
| H-110 | confirmed | One independently verified square escapes the unchanged P12 set; this refutes only the unconditional auxiliary cover | 1 | 0.11s wall |
| H-111 | open question | Can a complete resource-and-anchor case cover exclude eleven squares at side 96/25? | 0 | — |
| H-112 | blocked | Every packing of six axis-aligned squares and five sharing a free actual angle has side at least the Trump side | 0 | — |
| H-113 | blocked | Every packing of eleven squares using at most two actual orientation classes has side at least the Trump side | 0 | — |
| H-114 | open question | Can a two-pose positive-semidefinite kernel exclude eleven squares at side 96/25? | 0 | — |
| H-115 | open question | Can boundary-null curved resources give a useful candidate-led improvement? | 0 | — |
| H-116 | open question | Does support beyond the sixty Trump-D4 placements admit depth-one weight above eleven at the exact Trump side? | 0 | — |
| H-117 | open question | Can minimizing angle complexity be bounded by a complete structural argument, or both near-cluster and dispersed cases be controlled? | 0 | — |
| H-118 | open question | Can a local capacity exclude a natural target domain that a strong coupled outer LP permits? | 0 | — |
| H-119 | open question | Can joint capture on one unsplit anchor box beat a sharply certified independent-minimum comparator? | 0 | — |
| H-120 | open question | Can a closed rank-nine release domain below 96/25 be excluded beyond retained local scope? | 0 | — |
| H-121 | blocked | Some global minimizing packing has orientations in the axis-plus-one-angle family | 0 | — |
| H-122 | refuted | One independently checked square avoids all nine marks and the forced diamond; full-square compatibility remains open | 1 | 0.20s wall |
| H-123 | confirmed | Complete coordinate localization follows from the reviewed reduction and independent four-guard certificate | 1 | 0.21s wall |
| H-124 | unresolved | Diagonal band certified; original and collision-augmented axis representations returned no_chain without readers | 3 | 2.99s wall |
| H-125 | blocked | Fixed eleven-feature kernel; source-free instrument admitted, but exp129 missed its launch cutoff without scientific invocation | 1 | 0s scientific wall |
| H-126 | open question | Quantitative corner structure from insertion saturation; X-019 and Agenda 029 prepare the unstarted investigation | 0 | Unspent |
| H-127 | blocked | Pricing the four corner blockers’ cores at 96/25 gives a covering surplus; the region-class row generator is not built | 0 | — |
| H-128 | unresolved | A valid measure at 96/25 with T-018’s corner atoms at weight 3/20 and mass below 11.15 exists; the unsuccessful finite support does not refute this claim | 1 | 63.5m wall |
| H-129 | blocked | The unit-square fractional value at 3.87 stays below eleven; a lower family at least eleven obstructs the specified one-body certificate, while a smaller family is inconclusive | 0 | — |
| H-130 | confirmed | The exact end-cell union of Theorem C is excluded at 96/25; grid-119 degree boundaries are approximately 10.387466° and 43.0737° | 1 | 37.2m wall |
| H-131 | confirmed | The registered exact cell counts replay at 96/25 and U; at q, cells 0–24 contain at most nine squares and cells 0–39 at most ten | 1 | 31.2m wall |
| H-132 | blocked | Eleven squares do not fit in 3.84 × 3.81; the rectangle centre domain is not built | 0 | — |
| H-133 | open question | Is the exactly-eleven plateau at 191/50 a site artefact of Trump-shaped cores in site-free strips? | 0 | — |
| H-134 | confirmed | A robust unavoidable set of ten horizontal segments exists at 96/25; unique ownership remains a separate question | 1 | 4.2m wall |
| H-135 | blocked | Full effective dual support exposes a new orbit with paired32 depth at most one and full depth greater than one under one solve | 1 | Unspent |
| H-136 | confirmed | On the declared 19-by-19 site grid and nine retained directions at side 96/25, the converged numerical covering objective for cores avoiding four fixed flush corner unit squares is more than 4.001 below the matched unrestricted objective | 2 | 5.60s wall |
| H-137 | refuted | At least one of sixteen endpoint-footprint classes retains depth-one mass at least ten | 2 | 109.08s wall |
| H-138 | refuted | Every four-corner endpoint combination retains depth-one mass at least seven | 1 | shared exp137 |
| H-139 | confirmed | Enlarging an owned point to its endpoint footprint reduces the matched numerical cover mass by more than0.001 | 2 | 40.52s wall |
| H-140 | refuted | Unchanged rationalized fixed-corner residual weights cover the complete181-direction net | 1 | 18.65s wall |
| H-141 | confirmed | Four guaranteed endpoint footprints improve the matched numerical cover beyond four bare owned marks | 1 | 9.12s wall |
| H-142 | confirmed | The fixed five-dot four-owner proposal covers all361canonical directions | 1 | 28.95s wall |
| H-143 | confirmed | Independent exact polygon union covers the same contained-core domains in all 361 directions | 1 | All 361 deficits zero; 39.06s process |
| H-144 | confirmed | Container walls strictly enlarge twelve of sixteen coarse owner footprints | 1 | 25.69s wall |
| H-145 | refuted | Wall-aware footprints extend a five-dot exclusion by component containment | 1 | 40.88s wall |
| H-146 | unresolved | The fixed five dots exclude another wall-owner tuple | 1 | 74.03s wall |
| H-147 | refuted | The unchanged five-dot pattern covers the selected wall-owner tuple | 1 | 11.41s wall |
| H-148 | refuted | At least one selected owner-core class excludes the exact exp149 escape | 1 | Four independently replayed compatible class witnesses; 9.01s |
| H-149 | refuted | D plus the saved escape centre covers the same selected tuple on all 361 directions | 1 | First deficit at owner-006; 13.45s |
| H-150 | confirmed | One replacement site hits both exact escaping cores | 1 | Nonempty two-dimensional quadrilateral; 9.84s |
| H-151 | refuted | Some sixth site completes the fixed D cover of the selected tuple | 1 | Exact site region empty after188directions; fixed-D family refuted |
| H-152 | result registered | Rank-one threshold atoms admit a certificate of budget below eleven at 191/50, where the point atoms provably do not; the frozen family has budget 10.967323 and is registered as T-025 | 0 | — |
| H-153 | open | Re-optimising the covering LP on a net of 720 or more directions at the sharpened shrink passes a dilation supremum of 3.82 | 0 | — |
| H-154 | open question | Where does the point-atom ceiling begin in side, and does any weight-eleven family at 191/50 survive a larger shrink? | 0 | — |
| H-155 | blocked | A conditional threshold certificate of budget below seven exists on an owner class whose residual point cover is stuck at seven or above; the joined domain-restricted gate does not exist yet | 0 | — |
| H-156 | confirmed | T-026 confirms the finer-net disjunct by proving ; the result is now V4/C5 | 1 | 111.9m wall |
| H-157 | refuted | Sixteen owner sectors instead of eight fatten every guaranteed patch past the separating gap, so no neutral class survives the refinement | 1 | exp-154: six of eight refined subclasses still read exactly 10 and two read ; this refutes the all-subclasses claim, while broader conditioning and changed charges remain open |
| H-158 | unresolved | Exp151’s direction-6 residual fails its own necessary parent box, or one selected owner has a newly replayed positive B-only witness and no positive witness after the complete parent restriction | 1 | exp-156: residual survives; TR is B-only incompatible after 181 frames, making parent gain impossible there; BL, BR and TL were not run; 20.63s external wall |
| H-159 | refuted | Every bottom-left role-C selected core with labels 0 and 15 absent has surplus above the BC303 shared allowance | 1 | exp-157: the disclosed literal parent has labels and exact surplus ; 1.92s replay wall |
| H-160 | blocked | Every frozen BC303 C charge is at least 4524200 and every S first-owner strip charge is at least 4524185 | 1 | exp-158 paused before target invocation; no scientific verdict |
| H-161 | refuted | The frozen literal closed Q0 has integer mass , excluding the named four-corner tuple under the imported BC303 floor | 1 | exp-159: ; neither the four-corner nor one-parent threshold rejects |
| H-162 | blocked | Frozen BC303 C and S first-owner strip minima are each at least 4524132 | 1 | exp-160 paused without an exp-158 receipt; no scientific verdict |
| H-163 | unresolved | T-025’s exact support universe admits a certificate with at most 23 positive D4 orbit representatives | 1 | exp-161 encode-only timeout; 180.1m wall |
| H-201 | refuted | A collective move takes n = 17 from the trivial grid to within 0.002 of Bidwell cold, and is inert above n = 26 | 2 | 105.7m wall |
| H-202 | refuted | Isotropic wall pressure optimises a disc, returning exactly 2*sqrt(2) at n = 5, so pressure must be directional | 1 | 39.2m wall |
| H-203 | confirmed | Basin hopping beats multistart at an equal budget of refined local optima | 1 | 81.2m wall |
| H-204 | refuted | A tenfold anneal length moves three cells of eleven against the six declared | 1 | 71.3m wall |
| H-205 | unresolved | Every run ends on an exactly feasible packing, 28 of 28 against 0 of 48 for the penalty physics, but only one cell of four comes within a per cent | 1 | 15.6m wall |
| H-207 | unresolved | restarts beat schedule tuning at equal cost; re-measure before reuse | 1 | 1 round unrecorded |
| H-208 | blocked | the initial drop decides the answer, not the annealing; no instrument varies the drop at a fixed container | 0 | — |
| H-209 | blocked | no parameter set in the workbench’s own space reaches a record; no instrument sets the force law or step count | 0 | — |
| H-210 | open | the blind physics never settles to a valid packing; registered from exp-210’s runs, so untested | 0 | — |
| H-211 | open | the shake has a sweet spot, and the shipped value is far below it; registered from exp-208’s table, so untested | 0 | — |
| H-212 | open question | what the workbench’s blind physics does, measured as a search; holds the exploratory rounds exp-208 to exp-210 | 3 | 3 rounds unrecorded |
| H-213 | refuted | Law-driven integration substeps remove Animate’s cap-to-cap contact ringing at the registered transitions while retaining mean motion | 1 | Shared frozen-commit matrix |
| H-214 | refuted | Rigid has less penetration than soft and sticky gathers more contacts than balanced in every registered solver-transition cell | 1 | 86.689s frozen-commit matrix |
| H-215 | open question | Which headless kinetic measurements, if any, predict that a fixed-budget search setting will produce better valid packings? | 0 | — |
| H-216 | open | A helper-free point-atom certificate exists for n=6 at side 299/100 with B = 9977/10000 on the 181-direction net, on some named site set | 0 | — |
| H-217 | blocked | The rows-complete covering LP with weighted-majority, k-of-S, and floor atoms on arrangement-vertex sites is below 11 at 153/40 | 0 | — |
| H-218 | abandoned | A rows-complete covering of mass strictly below n exists at a container side strictly above the current verified floor for at least one n in {12, 17, 19, 20} | 8 | exp-162 abandoned; exp-164 unresolved at 19.857588; exp-165 unresolved at 19.887914; exp-174 unresolved at 19.111435; exp-175 unresolved at 12.067502; exp-176 unresolved at 12.097146; exp-177 unresolved at 19.224565; exp-178 unresolved at 12.066995 |
| H-219 | confirmed | A rows-complete covering of mass strictly below 18 exists at a container side in (187/40, 117/25) on a T-028-seeded stock-colgen site set | 1 | T-029 |
| H-220 | unresolved | A rows-complete covering of mass strictly below n exists at a queued Nagamochi-only side on a seedless stock-colgen site set | 8 | exp-166 unresolved at 29.803318; exp-167 unresolved at 28.331329; exp-168 unresolved at 27.178193; exp-169 unresolved at 25.000000; exp-170 unresolved at 25.000000; exp-171 unresolved, freeze interval-refused; exp-172 unresolved at 42.137360; exp-173 unresolved at 41.236782 |
| H-221 | confirmed | A rows-complete covering of mass strictly below 18 exists at a container side in (1871/400, 117/25) on a T-029-seeded stock-colgen site set | 1 | T-030 |
| H-222 | confirmed | The all-free corner class at n=11, 96/25, d = 1/2 has restricted covering value below 11; blocked on a convex corner-clip domain predicate | 2 | exp-219 accepted |
| H-223 | unresolved | A point-atom certificate exists at n=13, 399/100 on a window-seeded site set; calibration under s(13) = 4 | 1 | exp-214 unresolved at 15.565562 |
| H-224 | unresolved | A depth-one ceiling family of total 17 exists at n=17, 23/5, closing the fixed-shrink point route there for every site set | 2 | exp-213 unresolved (lost mid-run); exp-218 unresolved at family total 13.999999984 |
| H-225 | unresolved | A seeded point certificate exists at n=26, 53/10, a first-party floor above Nagamochi’s 5 | 1 | exp-215 unresolved at 25.000000 |
| H-226 | refuted | The one-spare wall-charge lemma closes n=21 after the Theorem 11 replay at the printed constant; blocked on the enumeration tool | 1 | exp-216 rejected: 3,461 kill orbits |
| H-227 | refuted | The one-spare wall-charge lemma closes n=32; blocked on the same tool | 1 | exp-217 rejected: 11,699 raw kills |
| H-228 | blocked | An unshrunk covering below 12 exists at n=12, side 4; blocked on an unshrunk verifier | 0 | — |
| H-229 | blocked | The tilted-anchor case containing the 29° slot has covering value below 10 at 96/25; blocked on the non-convex domain instrument | 0 | — |
| H-230 | blocked | A gap-g wall-wedge conflict edge cuts the A6 64-family; blocked on the gap extension and a conflict-edge atom class | 0 | — |
| H-231 | open question | Theta on a sound pose-cell graph at n=11; stays retired under X-037’s condition | 0 | — |
| H-232 | blocked | The all-deep corner class at n=11, 96/25 has covering value below 7 in the point-plus-2-of-3 language on the box-cut domain; blocked on the box cut, the refund and an exact 2-of-3 reader | 0 | — |
| H-236 | confirmed | Trump is globally optimal at its own angle on the 10^-6 half-tangent box; exp-232 closed all 256 subtrees and the reader accepted the whole tree; its local theorem is verified since the BC-241 closure; registered as T-035 and T-036 after the Fable max W2 review | 2 | — |
| H-237 | exhausted | The growth-cone route to a sup-norm ball around Trump’s pose larger than the BC-240 radius; capped at the BC-199 modulus by an exhaustion lemma (exp-227) | 1 | — |
| H-238 | confirmed | No descent-stable census minimum with three or more orientation classes lies below Stromquist’s 3.885618; confirmed at census scope by exp-228, support never proof | 1 | — |
| H-239 | open question | The rotational-core relaxation constant at generic n11 angle vectors, which prices a full verified search | 0 | — |
| H-240 | confirmed | A window-free point certificate retains s(21) >= 122/25 below mass 21 (exp-229); registered as T-034 after the Fable max W2 review accepted it | 1 | — |
| H-241 | refuted | A proved depth-one ceiling of at least 12 at n12, side 39609/10000; exp-233’s row loop converged at 11.980175 < 12 | 2 | — |
| H-242 | open question | What the rung-0 cell tree costs on angle boxes away from Trump’s tilt, which prices rung 1 (H-112) | 1 | — |
| H-243 | blocked | A triangle-free overlap family of 34 unit squares fits at side 463/100 (then 465/100), which, if the capacity-one ceiling lemma survives review, caps every point or capacity-one certificate at n17; blocked on the lemma review and the exact checker (BC-387) | 0 | — |
| H-244 | blocked | The n12 sibling of H-243: 24 squares at side 399/100 (then 397/100); blocked on the same instrument | 0 | — |
| H-245 | open question | The least side f(θ) along the six-axis plus five-common-angle family at 200 tilts, and the window within 0.01 of U; a pricing measurement that moves no bound | 0 | — |
| H-246 | blocked | A two-class parent-core counting certificate closes the rung-1 box at half-tangent [0.1758, 0.1768] above U; blocked on the producer build (BC-389) | 0 | — |
| H-247 | open | Rung 0 widened: H-236’s statement on the half-tangent box of half-width 10^-4 around Trump’s tilt, by the unchanged instrument (BC-390) | 0 | — |
| H-248 | blocked | A clique-weighted family of unit squares with fractional stability at least 17 fits at 4675/1000 (then 467/100), capping every capacity-one certificate at n17 under the proved ceiling lemma; the successor of H-243, whose 463/100 Kleddamag v1.1.0 refutes; retargeted 2026-09-27 after Kleddamag’s 4.66001 certificate refuted its first targets, 465/100 and 466/100; blocked on the search driver (BC-387) | 0 | — |
| H-249 | open | A rectangle-density certificate in tokoharu’s format with mass below 12 at 397/100, then 399/100 (BC-395) | 0 | — |
| H-250 | open | A rectangle-density certificate with mass below 50 at 73/10, the row wand125’s ladder left at 1 + √37 (BC-394) | 0 | — |
| H-251 | open | A rectangle-density certificate with mass below 82 at 93/10, covering n = 82..85 by mass against Nagamochi’s 1 + √(n − 17) (BC-394) | 0 | — |
| H-252 | blocked | Evan Daniel’s zero-margin closed cover carried to k = 7: a cover of [0,7]² with mass below 45, so s(45) = 7; blocked on the intake lane’s review of the s(32) certificate (BC-396) | 0 | — |
| H-253 | confirmed | The retained Kleddamag rational reconstruction contains seventeen unit squares at exact side 4675530093604551/1000000000000000 | 1 | 8s wall |
| H-254 | confirmed | The proposed three-variable endpoint contact chart reproduces the fixed rational n17 witness within exact residual and contact-feature thresholds; the conclusion is fidelity at this relaxed witness only | 1 | 1s wall |
| H-255 | confirmed | Exact existence and uniqueness of the contact-chart root in its fixed rational box; endpoint packing feasibility and capture remain separate | 1 | 1s wall |
| H-256 | confirmed | Exact endpoint packing at the H255 root with fixed interior sliders; all68 wall and136 pair obligations certified; global capture remains open | 1 | 43s wall |
| H-257 | confirmed | Complete exact-root feature inventory, independently audited:168owner-axis options,60active-wall corners,9tangent offsets | 1 | 42s wall |
| H-258 | confirmed | Fixed common-core stress; first-order stationarity in both corner branches, after a polynomial-ring repair of the stalled instrument | 1 | exp-242 accepted: 52 exact identities; six zero and 52 positive weights |
| H-259 | confirmed | Exact mixed-capacity centre cover and finite occupancy census; no geometric exclusion | 1 | exp-240 accepted: 161,100,756 versus 8,597,496,600 |
| H-260 | confirmed | Closed-assignment D4 occupancy quotient; no geometric exclusion | 1 | exp-241 accepted: 20,155,518 orbits |
| H-261 | unresolved | The n17 endpoint is a strict local minimum modulo its slider directions; certified at r = 1/5000 over a declared slider box, but the claim names the whole physical slider domain | 1 | exp-244 unresolved: worst ratio 0.925818 on the declared box; H-268 owes the slide bound |
| H-262 | refuted | Settled-case cuts and per-cell charge floors leave at most 10^4 of the 20,155,518 occupancy orbits; one symmetric linear floor vector leaves at least 30,966 by theorem | 1 | exp-243 rejected: R068 at U excludes nothing; 7,703,312 orbits survive the cuts |
| H-263 | open question | Which closed cover keeps the whole endpoint family inside one occupancy state and leaves the fewest survivors (BC-410) | 0 | — |
| H-264 | open question | The cost of one exact geometric exclusion per residue state, on the seed-182 draw of 12 states from the survey’s arity8 frame at a cap above the endpoint; rewritten by Session 182 | 1 | exp-252 accepted, W2 review confirmed with corrections: five of the 10 counted draws closed on the standing verifier’s full pass, four did not |
| H-265 | confirmed | The certified chart endpoint is a root of the catalogue’s irreducible degree-18 polynomial | 1 | exp-245 accepted: identical with unit 1; irreducible over Q |
| H-266 | confirmed | A D4-symmetric capacity-one cover of at most 25 cells holds the endpoint family in one occupancy state; the unique-state 24-cell cover replaces the H259 grid | 2 | exp-247 accepted: 43,593 orbits; unique state, margin 0.002112 |
| H-267 | confirmed | Isolated sub-pattern certificates of arity at most seven leave at most 10^4 orbits on the H-266 cover; the selector flags 44 classes and projects 5,084 orbits | 5 | exp-251 accepted, W2 review confirmed with corrections: the entries of arity at most seven leave 9,990 orbits, ten under 10^4, without lane K’s target 2 (8,191 after s182-bc427-t6). exp-254 unresolved: BC-425’s eight arity-8 closures admitted, 5,057 certified orbits. exp-256 accepted: BC-427’s s182-bc427-t4 and s182-bc427-t6 admitted, 8,191 orbits under arity-at-most-7 entries |
| H-268 | confirmed | With square 6 in its H-266 cell, the slides of squares 5 and 13 stay inside the box exp-244 certifies; b can go negative, so the local theorem was re-run over the widened box B_W′ | 1 | exp-248 accepted: a ≤ 23/200, z ≥ −49/1000, b ≥ −1.685r; B_W′ worst ratio 0.925931 |
| H-269 | blocked | A periodic measure of T-064’s form proves and for all large ; the go/no-go is an exact corner deficit (X-049). Since 3 October 2026 T-081 reports the cell at , pending its replay (think-8hk1); stays open |
0 | — |
| H-270 | blocked | Some in 18..41 has a Kearney–Shiu strip packing of squares below the plateau (X-049) | 0 | — |
| H-272 | blocked | At least 7 of the 68 symmetric Kingbird-derived records re-optimize without symmetry to a verified smaller side (X-049) | 0 | — |
| H-273 | unresolved | Each of the 95 distance-2 orbits of the arity8 frame is infeasible at U; a float survey refutes it with one placement and cannot confirm it (Session 182, lane E) | 1 | exp-255 unresolved: no placement in 95 searches, every control placed; closest miss penetration 0.00027 |
| H-274 | confirmed | At least two of H-264’s four counted stalled draws close under SW9’s adaptive-row recipe, on the standing verifier’s full pass (Session 182) | 1 | exp-253 accepted, W2 review confirmed with corrections: s182-m2784767-sw9 and s182-m2817021-sw9 closed and admitted after the endpoint-state control did not close, then s182-m2878207-sw9 and s182-m3063677-sw9: all four closed |
| H-275 | open question | The per-state exclusion price, under SW9’s adaptive-row recipe, of residue states drawn from the 21 strata H-264’s seed-182 draw never reached (827 orbits; Session 182) | 2 | exp-257 accepted: 24 of the 27 counted draws closed and were admitted on the standing verifier’s full pass; u6 and u12 at producer fixed points, u15 INCOMPLETE at the ceiling; of the distance-2 draws, u8 closed and was admitted and u1 ended INCOMPLETE at the ceiling; all 19 counted strata have a finished counted draw; u29 verified and admitted after the verdict (25 of 28 counting it); u31 not run, stopped by the session-lease rule; W2 confirmed with corrections; exp-258 accepted: u31 closed and was admitted (26 of 29 counted draws closed across both rounds) |
| H-276 | confirmed | Exact complete current-ledger residue partition | 1 | exp-259 accepted:36784states/4685orbits/58admissions/endpoint survives; no new exclusion |
| H-277 | unresolved | Frozen mixed-angle numerical challenge of the conditional widened LP | 1 | exp-260 inconclusive: all56 evaluations ran,43 targets have finite positive margins and5 are wholly numerically infeasible; no exact bound |
| H-278 | confirmed | Exact finite omitted-feature bounds over the widened tube | 1 | exp-261 accepted:1152exact bounds and fresh replay pass; allowance -71/21000; uniform hand bridge has separate scope |
| H-279 | confirmed | Exact residual and radius checks for the conditional apex bridge | 2 | exp-264 accepted production/fresh replay5.67s; original exp-262 replay refusal preserved; conditional physical-packing bridge |
| H-280 | confirmed | One exact all-branch annulus patch on a frozen ladder | 1 | exp-263 first2^-20 closed box accepted6.29s, all256 owners; one patch only |
| H-281 | confirmed | Complete n11 first-round readiness and independent fresh replay; original startup failure retained | 2 | 551.28s combined shell; eleven owners, endpoint12checks; no15-round/n17 verdict |
| H-282 | confirmed | Current-source endpoint prefix and one actual-tail closure with full standing admission | 3 | exp266339.78s; exp271180.51s; eightstates/oneorbit removed,59admissions/36776states/4684orbits |
| H-283 | confirmed | Exact continuous negative16 cone times six free angle coordinates | 1 | 6.60s combined exact generation/fresh replay; conditional cone, analytic implication sole-Astra |
| H-284 | confirmed | Positive16 continuous cone via seventeen-row cubic chain | 1 | 92.16s exact generation/fresh replay; conditional domain, endpoint retained |
| H-285 | confirmed | Noncircular coarse square9/11 slider-floor guard | 1 | 1.08s exact generation/fresh replay; actual leaf premises open |
| H-286 | confirmed | Exact bounds from the actual one-update saved endpoint prefix | 1 | exp272 readiness accepted11.23s; full17endpoint/49zero-containing bounds retained; geometricunresolved, zeroadmission |
| H-287 | confirmed | Unchanged-recipe replication on actual residual orbit3096315 | 1 | exp274accepted554.12s summed supervision; fullstandingadmission removes8states/1orbit;60/36768/4683 current |
| H-288 | confirmed | Frozen rational cap joins full accepted root and outward side enclosure | 1 | exp275 accepted1.21s; exact all-root cap gap≤1e-12; no capture or relabel |
| H-289 | confirmed | New full17 numeric-cap seed, one16-owner round and fresh zero-production replay | 1 | exp276 accepted249.36s summed supervision;16updates/17productionchecks/fresh16step; no capture |
| H-290 | confirmed | Numeric-frame saved16step custody and49 exact root-relative bounds | 1 | Registered600s parent including300s clean child; no exclusion |
| H-291 | confirmed | Exact centered numeric-cap standing endpoint control | 3 | Full independent16step PASS_STALL control; no admission |
| H-292 | confirmed | Exact finite shared-owned-hull gain within accepted parent | 2 | Fixedthreeguards/cleanreconstruction; no propagation or admission |
| H-293 | blocked | One-round parent-aware closed-guard exclusion | 2 | Original283 refusal;284 fresh resource stop; no accepted conditional child |
| H-294 | refuted | Pooled original-parent unsplit/four-case conditional exclusion | 1 | Completed20.74s finite criterion-miss; unsplit/allfour unresolved, no284geometry |
| H-295 | refuted | Pooled foreign-owned forbidden union on every closed guard piece | 1 | Completed20.73s finite criterion-miss; all18pieces uncovered, no exclusion |
| H-296 | refuted | One deterministic exact pooled owned-point relaxation witness | 1 | Completed1.11s containment-only criterion-miss; ownstrict/foreignavoid pass |
| H-297 | confirmed | Wall-first fixed-angle center under pooled owned facts | 1 | Accepted1.12s exact one-square point-relaxation witness; no packing/exclusion |
| H-298 | refuted | Complete partner-pose nonzero closed region around exp288 | 2 | exp289 guardstop preserved; exp291 completefreshfixedpointmiss, fourladderlevels unstarted |
| H-299 | confirmed | Matched full exact replay with boundary-level observations | 1 | exp290retry COMPLETE/matchedfullreplays+16stepobservations; no gain/admission |
| H-300 | refuted | Full-square SAT nonzero region around exp288 witness | 1 | exp292completefreshSATmiss/34128minima;15/16negativewitnesses passextactwalls |
| H-301 | refuted | Paired point and nonzero regional guard-conditioned ownership | 1 | Complete fresh-matched point miss; regional context skipped by monotonic inclusion |
| H-302 | confirmed | Full exact replay with nested stage attribution | 1 | Accepted full same-object mathematical replay and nested stage observations; no speed gain |
| H-303 | refuted | Deterministic two closed centre children on the accepted exp293 point context | 1 | Complete fresh-matched point miss; both selected children open, regional skipped |
| H-304 | confirmed | One simultaneous collective closed-row restriction | 1 | Accepted fresh exact25/64 half-angle-parameter loss owner18; no point contradiction |
| H-305 | refuted | SAME25 closed rows throughout one fixed positive-width guard | 1 | PrimarySAME25miss; narrower22-row regional11/32 implication verified |
| H-306 | unresolved | Exact closed-Y coverage event prefilter | 1 | Six full parity replays; eight-phase campaign INCOMPLETE after RSS guard timeout; no gain verdict |
| H-307 | confirmed | Fixed owned-core transfer to a positive-width guard | 1 | Freshuniform Q0 proof:64quadratics/all992; SAME25 regional at h2^-23 |
| H-308 | refuted | One-round regional ownership recovery and collective propagation | 1 | Complete wider operator miss; zero additional union loss;73.193s fresh-matched |
| H-309 | refuted | One-round uniform-core tinyguard sensitivity | 1 | Complete tiny operator miss; zero additional union loss;107.680s fresh-matched |
| H-310 | confirmed | Two closed regional collective cases with survivor union | 1 | Accepted owner6 additional15/32 parameter loss; both cases open; no guard exclusion |
| H-311 | refuted | Complete95-state normalized contact rank filter | 1 | All95 survive with checked35-clone sets; no ordinary exclusions or census admission |
| H-312 | refuted | Whole-square n11 envelopes in576 closed windows | 1 | Complete95 method miss; maxima6/7, no ordinary exclusion |
| H-313 | refuted | One recovery and collective pass per accepted closed case | 1 | Complete combined miss; verified lower-x owner6 secondary1/64 shrink; both cases open |
| H-314 | unresolved | Wall-coupled upper and optimistic lower whole-cell envelopes | 1 | Incomplete at wall ceiling; no certificate or architecture verdict |
| H-315 | confirmed | Same-core exact guarded clauses and endpoint disjointness | 1 | Fresh source-defined clearance checks pass; historical sign error retained explicitly |
| H-316 | refuted | Correlated four-corner n11 cardinality | 1 | Complete method miss: all95 survive;216 classifications; no ordinary obstruction |
| H-317 | confirmed | SciPy-free joint-certificate candidate relevance | 1 | Complete fresh-matched metadata projection: C1 14 orbits/104 states, C2 13/84, overlap 6/40, union 21/148; both zero in the 95-orbit distance-two tail. Potential coverage is not admission |
| H-318 | confirmed | Original-cell joint-certificate header preflight | 1 | Both compact headers pass; 4.170 s wall, no FULL tree verification or admission |
| H-319 | unresolved | Unsampled C2 joint-certificate replay | 1 | Acquisition complete; FULL interrupted by the sampled-RSS query guard after 480.468 s; no FULL verdict or admission |
| H-320 | refuted | Saved-pose incircle discriminator | 1 | All 95 fixed saved poses fail an exact incircle-distance test; no whole-cell exclusion |
| H-321 | confirmed | Whole-cell incircle projection redundancy | 1 | Exact P8 diagnostic detects 102 proper pair constraints; no ordinary exclusion or LP result |
| H-322 | confirmed | Exact incircle-disk projection | 1 | Exact disk diagnostic detects 114 proper pair constraints and zero ordinary-impossible pairs |
| H-323 | unresolved | Exact rational endpoint calibration under the originally registered r3 action | 1 | exp315 refused wrong canonical mask before E/D/H; fresh unstarted; prospective f1 correction only |
| H-324 | confirmed | Exact endpoint relaxation calibration under separately registered explicit-f1 | 1 | exp316 fresh verification:17cells136pairs810rows34coordinates; no first8 or bound movement |
| H-325 | open | The endpoint’s own occupancy state is excluded at a cap one hundredth below | 0 | — |
| H-326 | blocked | by exclusion of every residue orbit at a centred cap | 0 | — |
| H-327 | open | Most distance-2 residue orbits contain an infeasible sub-pattern of arity at most ten | 0 | — |
| H-328 | blocked | Centre-only relaxations exclude no distance-2 orbit; the first-eight LP’s eight survivors are known from the W2 review, pending registration | 0 | — |
| H-329 | blocked | An exact dual-sheet patch certificate proves the widened projection theorem over the feature-forced angle box | 0 | — |
| H-330 | blocked | The gap between exclusion reach and the terminal radius is confined to two directions | 0 | — |
| H-331 | blocked | Learned-weight angle splits bring branch and bound to the hard tail | 0 | — |
| H-332 | open | The four fully reported contributor certificates replay and admit within bounded resources | 0 | — |
| H-333 | open question | Which hand lemmas of the n17 proof formalise in Lean within a day each | 0 | — |
| H-334 | blocked | A composition checker derives the residue and the theorem from the receipts and refuses every mutant | 0 | — |
| H-335 | open | The Rust and Python kernel verifiers agree on every admitted entry and refuse every mutant | 0 | — |
| H-336 | open | Every admitted certificate is hosted and one of each kind replays from a fresh clone | 0 | — |
| H-337 | open | The repaired n17 capture producer reproduces n11’s contraction from the cells | 0 | — |
| H-338 | open question | Does a charge specialised to one occupancy state exclude it below | 0 | — |
| H-339 | blocked | A small feature-flip atlas doubles the terminal region’s radius | 0 | — |
| H-340 | open | The composed local theorem holds with every coordinate at least | 0 | — |
| H-341 | confirmed | Issue 472’s twelve kernel certificates replay in full under a listed verifier with Rust parity and admit | 1 | exp-317 accepted: 12 of 12 full PASS at 3213d651b with Rust parity, hosted on the ledger’s release; 72 admissions leave 3,636 orbits / 28,528 states, distance-2 at 94 / 736 |
| H-342 | open | The kernel producer closes most issue-413 rows with wall cells that only branch and bound has reached | 0 | — |
| H-343 | open | At least half of the distance-2 residue orbits close under the adaptive-row kernel | 0 | — |
| H-344 | blocked | Closed half-cell branch predicates close the consistency-limited stalls | 0 | — |
| H-345 | open | Twenty rounds of the repaired capture producer from the family’s cells move something | 0 | — |
| H-346 | blocked | An angle branch and bound with retained affine LP models prices the outer capture bridge | 0 | — |
| H-347 | blocked | The capture-to-local conversion allowances are exact and small | 0 | — |
| H-348 | blocked | A second, LP-free checker reproduces the local theorem’s certificates and refuses mutants | 0 | — |
| H-349 | open | The kernel closes most of the flagged selector classes on no contributor roster | 0 | — |
Confirmed
H-019—Trump’s tested
shared- tilt slice is non-smooth at the published optimum. Registered by the runner of
exp-006 before recording that round, because the round measured something H-002
did not predict; confirmed by
exp-010.
Elaborated in The Corner above.
It is the campaign’s first confirmed claim, and the one that changed a method.
Refuted, and what each refutation bought
H-016. The null: a serious budget on a general-purpose annealer finds the best known packing. Within only at . The refutation is not the interesting part—the two failures were different in kind. At later cell polishing showed the candidate had the record’s declared structure and stopped short (polish); at it remained above Trump and no terminal-component relation was measured. That operational distinction set the next four rounds without proving a topological one.
H-002. Claimed that alternating LP solves with local angle moves refines any annealer output to the analytic value. Refuted as stated, and the cell-level split is the result:
| Cell | Round | Outcome |
|---|---|---|
| exp-007 | accepted—2.22e-15, machine precision |
|
| exp-008 | accepted—1.33e-15, twelve orders of improvement |
|
| exp-009 | rejected—6.29e-02; tested starts remain far from Trump after the local procedure |
|
| all three | exp-006 | rejected—the original free-angle descent, 1.1–1.3× everywhere |
The word that failed is any. The quench is a polisher, not a rescue: it makes the declared cell optimum reproducible to solver precision, which is an input to the census and atlas, and it does not lift the burden of finding a competitive region off the proposer.
H-018. Predicted an at which the return rate collapses, which would be the basin’s radius. Observed rate at the registered : 0 of 40 in every arm. The residual scaled approximately linearly with under the tested finite schedules and decreased with more effort. That diagnoses incomplete convergence of this refiner; it does not prove an attracting basin through , distinguish an isolated endpoint from a terminal family, or establish component membership for the perturbed trajectories.
Blocked, and on what
The priority-1 agenda has two independent bottlenecks. The basin lane is blocked on the measurement system around the quench: terminal-component identity, endpoint classification, event provenance, coverage estimation, independent validity, and a named proposer regime. The proof lane now has both halves of its calibration: exp-016 falsifies Stromquist’s printed certificate, while exp-017 certifies a complete source-distinct repair. The same two-sided falsifier/certificate architecture can now target a new lower bound at .
- H-011 (census at ) needs H-021’s classification evidence, event records, and a coverage estimator.
- H-012 (the premise the cartography programme rests on) needs H-011’s machinery plus an explicit sampling cell. Kill: record-basin probability within ~10× of the modal basin’s, in which case the cartography program stands down and the campaign reverts to throughput. Still untested, which is the largest open question about the strategy.
- H-001 (angle
classes) now has a strong prior from
exp-006but remains unmeasured as a search claim: the class-constrained arm assumed the answer’s own structure, so it shows the angle search method decides the outcome, not that an unguided method would find that structure. - H-010 (Stromquist calibration) is terminally refuted by exp-016. An exact strict box avoids every printed Figure 14 point, so the five-node conjunction fails at its fourth node. The result rejects the published proof as printed, not the numerical lower bound.
- H-041 (proof
repair) is confirmed by exp-017 after moving only
G.xfrom.8to.79. The complete exact repair proves the same lower bound with 26 repaired Figure 14 faces and thirteen passing mutations; it does not make the published proof correct as printed.
H-017 (100× budget) stays
open and demoted behind a short response curve.
It is operationally shaped, and D-044 — the boundary that made it inadmissible
unattended — is repaired against the producer and independently reviewed.
D-044 stands contained rather than fixed: the review of 2026-09-03 returned
BOUNDED-CAVEAT, and one clause of the defect’s source finding plus three residuals on
the same archive boundary are named in the record and not closed.
No live round has passed through the repaired boundary, so admitting it unattended is
still a review decision rather than a settled one.
D-460 is the other entry standing contained, and it is a contract gap rather than a
finding: agenda-022’s BC-206 declared purpose: research with no hypothesis, and the
experiment contract requires at least one, so a cell could be drafted, budgeted,
dispatched and completed before anything noticed its output had nowhere to go.
Its hundred minutes and thirteen run blocks are retained as nine covering-value rows and
a run register — the more accurate description, since nothing was pre-registered and so
nothing was tested — but the ledger’s round count and effort attribution do not see
them. The check that would refuse the shape at draft time, rather than at the experiment
record, is named in the entry and not built.
D-467 stands outstanding, and it is the one entry here that no check inside this
repository can close.
Two branches allocated D-455, D-456 and D-457 to six different defects while both
were open, and the collision repeated one level down at D-458 when the second branch
merged. conventions.md already carries the rule — the later branch takes the next free
ids and moves its references in the same change — which is what was done, twice, and
each renumbered entry says so in its own text rather than only in a commit message.
What is missing is detection: the schema enforces uniqueness within a file, which is
exactly the property that still holds on both sides of a collision, so seeing one
requires comparing against the merge base.
That is a merge-time check and it is not built (think-8bcl).
The idea board carries the full registered portfolio alongside raw ideas and dead ends. The registry artifact, not the review’s historical prose or this summary, owns each current criterion and kill rule.
The mutable size-by-size run order lives in the basin-map confidence ladder, not in this status document. It labels every cell as tool validation, measurement validation, or genuine research. The event-retention controls through and the bounded performance cell are complete. The random-start size ladder stops there. BC-008’s source-bound seeded-pose entry point now passes replay and a bounded run-path smoke test. Exp-031 completes its four-perturbation known-answer experiment at 4/4 converged, independently valid, and admissible. Exp-032 completes BC-009: exact and component controls pass while all 16 retained f64 observations remain unresolved. Exp-033 completes the first bounded BC-010 connectivity slice: the equal-side pair shares one exact fixed-angle optimal face. Exp-034 embeds that face in an exact two-parameter angle-and-slide sheet, but complete stationary identity and the unequal-side rows remain open. Exp-035 derives the complete active first-order systems at both endpoints and one interior point and finds an exact direction outside that sheet in every owner branch; exp-036 excludes that displayed direction from the true Bouligand tangent cone by exact second-order inequalities in both owner branches. Exp-038 completes the first-order inventory with identical owner-branch V-representations, eight endpoint quotient rays, six interior quotient rays, and both derived face vectors. Transverse and mixed nonlinear realization remains open.