TFPT scientific source excerpt
Original repository path: experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/session_coverage/supplements/cut-state-time-results.json
Original file SHA-256: c6c958a40a2a7f7680e3fca61a2288ecd92e031fe6d72e4425cab93679cb8561
Inclusive original lines: 1-50
Line numbers below refer to the original source.
This bounded excerpt is source evidence; it is not a new proof/checker run.
Conversation metadata and personal execution details are omitted where indicated.

000001 | {
000002 |   "checks": {
000003 |     "closed_quarter_zero_mode_absent": true,
000004 |     "cut_reflection": true,
000005 |     "face_covariance": true,
000006 |     "finite_square_not_vacuum_projection": true,
000007 |     "graph_projection": true,
000008 |     "green_negative_limit": true,
000009 |     "green_positive_limit": true,
000010 |     "modular_ratio": true,
000011 |     "open_zero_mode_present": true,
000012 |     "pure_rank_one": true,
000013 |     "real_time_period_four": true
000014 |   },
000015 |   "face_covariance": "r**2/(r**2 + 1)",
000016 |   "graph": [
000017 |     [
000018 |       "1/(r**2 + 1)",
000019 |       "r/(r**2 + 1)"
000020 |     ],
000021 |     [
000022 |       "r/(r**2 + 1)",
000023 |       "r**2/(r**2 + 1)"
000024 |     ]
000025 |   ],
000026 |   "modular_ratio": "r**(-2)",
000027 |   "relative_partition_with_zero_mode_factor_coefficients_q0_to_q8": [
000028 |     2,
000029 |     4,
000030 |     6,
000031 |     12,
000032 |     18,
000033 |     28,
000034 |     44,
000035 |     64,
000036 |     92
000037 |   ],
000038 |   "relative_partition_without_zero_mode_factor_coefficients_q0_to_q8": [
000039 |     1,
000040 |     2,
000041 |     3,
000042 |     6,
000043 |     9,
000044 |     14,
000045 |     22,
000046 |     32,
000047 |     46
000048 |   ],
000049 |   "scope": "Actual length one half of the proved NS orientation cover, charged Gaussian Green premise, and its transverse H. This proves the cut state time reflection identification. It does not identify the result with the old Hardy quarter vacuum, derive CAR statistics from bare P1 data, or establish Seedop clustering for the periodic H dynamics."
000050 | }