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C939 — Classify the regular total without choosing its split

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Study sequence: Actual–Rounded inverse junction and decimal carries (C932–C952) · Rounded inverse & manuscript spines

C939 — Classify the regular total without choosing its split

Question

What follows from2700 and two three-digit nonzero-ended cores alone?

Inputs

{
  "scaled_total": 270,
  "H_range": [
    2,
    18
  ],
  "T_range": [
    0,
    18
  ],
  "U_range": [
    2,
    18
  ]
}

Sources

[
  "C938 fixed register"
]

Opened utc

2026-09-28T03:38:09.482620+00:00

Results

{
  "aggregate_solutions": [
    [
      2,
      6,
      10
    ]
  ],
  "theorem": {
    "path": "model/regular_total_register_theorem.json",
    "sha256": "f9d187f9c7b11dc28a628fe305a5255b2b8cceace0f6aefb9afbc0d0c91fba36",
    "bytes": 290
  }
}

Finding

The regular total2700 forces aggregate digits(2,6,10) throughout the specified two-component register class, hence transformed total10620. The source Flood breakpoint is not needed to determine this outer total, although it still determines the internal path.

Reassessment

Classify the cumulative12600 total on the same declared register class.

Checks

{
  "unique": true,
  "outer": true
}

Closed utc

2026-09-28T03:38:09.483253+00:00

Record provenance

Exact record hash: 67392e7b933a5687aba6374b7921d0b9102f79d50774e64c7ef93e3edcba47c3

Source journal: Research_Cycles/C0932_C1131/journal.json

Linked sources and evidence

Edition and provenance

C939.md

SHA-256 3e61f8b63b15e7d80ceec30e0c71156889fcbcf42cebb7fbdf564ad30ef805da

C480–C1634/Research_Cycles/C0932_C1131/journal.json#C939