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C563 — Compress the double Adam square

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Study sequence: Jacob–Moses cumulative clutch and Actual–Rounded allocation bridge (C552–C573) · Covenant, clutch & carriers

C563 — Compress the double Adam square

Question

Do both110-squared constructions follow from a rigid translation?

Inputs

{
  "base": [
    14006,
    1906,
    1796
  ],
  "apparent_whole_year": [
    14036,
    1936,
    1826
  ]
}

Sources

[
  "File61 §§12.4–12.6"
]

Opened utc

2026-09-28T00:15:00.974870+00:00

Results

{
  "differences": [
    [
      12100,
      12210,
      110
    ],
    [
      12100,
      12210,
      110
    ]
  ],
  "pair_translation": [
    30,
    30,
    30
  ],
  "exact_phase_mismatch": "24199/2",
  "square": 12100
}

Finding

The two square/rectangle displays are the same12100/12210 geometry translated30. Substituting an exact-phase Joseph node alone yields12099.5 and breaks the square; no new head is fitted.

Reassessment

Determine how the Isaac macro partition relates to the calendar ratios.

Checks

{
  "same_shape": true,
  "translation": true,
  "mismatch": true
}

Closed utc

2026-09-28T00:15:00.975240+00:00

Record provenance

Exact record hash: 85bcaeadc456db00f32fa3ca3524cd88291d4d41b97cc312a3d72127954dca79

Source journal: Research_Cycles/C0532_C0631/journal.json

Linked sources and evidence

Edition and provenance

C563.md

SHA-256 76ad9616355a68066850e45d5ce1bd20e55c71280452498a5addbe6c1ec4b1e3

C480–C1634/Research_Cycles/C0532_C0631/journal.json#C563