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C938 — Derive the aggregate-digit measurement

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

C938 — Derive the aggregate-digit measurement

Question

How much component information determines the reversed total?

Inputs

{}

Sources

[
  "C933–937;declared decimal register"
]

Opened utc

2026-09-28T03:37:55.888444+00:00

Results

{
  "aggregates": {
    "regular": [
      2,
      6,
      10
    ],
    "cumulative": [
      12,
      5,
      10
    ]
  },
  "artifact": {
    "path": "model/junction_aggregate_digits.json",
    "sha256": "47b2822a45807d8dc2e74dee75eba52bf5fcdf3da83a0e05348f2fde6f27285f",
    "bytes": 482
  }
}

Finding

For these four-digit durations with exactly one trailingzero, the whole component evaluation depends only on three digit-column sums. Individual component digits contain additional information about the internal breakpoint, but are unnecessary for the outer transformed total.

Reassessment

Classify the aggregate possibilities for the regular2700 total before selecting a breakpoint.

Checks

{
  "source_totals": true,
  "evaluated_totals": true
}

Closed utc

2026-09-28T03:37:55.888793+00:00

Record provenance

Exact record hash: 878e931853c663576d5ca732421d1bd23cd87002b558f143dd3b0bb5d5f87c73

Source journal: Research_Cycles/C0932_C1131/journal.json

Linked sources and evidence

Edition and provenance

C938.md

SHA-256 7d10a2668d30117acaa70789d842b38f1c12db7e23c0fc815f1876ebf1eb637b

C480–C1634/Research_Cycles/C0932_C1131/journal.json#C938