TFPT scientific source excerpt
Original repository path: experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/ACTUAL-DIAGONAL-SPINE-ENDPOINT-TRANSPORT-CHECK.json
Original file SHA-256: 46787929dff0f7517949d225263fb4301bb4d3fe553b7bdfb4b937c6b6beae7d
Inclusive original lines: 1-120
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 |   "scope": "Exact four open source-connection transports along z=r exp(i(pi/4+kpi/2)), regularized target frame z^(-diag(2,1,1)). Conditional identification with the original unnamed geodesic spine; no original sum policy or physical source insertion asserted.",
000003 |   "source_q_branch": {
000004 |     "omega": "-1/2 + sqrt(3)*I/2",
000005 |     "rho": "sqrt(2)*3**(1/4)*exp(-5*I*pi/12)/3",
000006 |     "tau": "sqrt(3)/2 - I/2",
000007 |     "h_infinity": [
000008 |       "sqrt(6)/4 - sqrt(2)*I/4",
000009 |       "sqrt(6)/2 - sqrt(2)*I/2",
000010 |       "1/2 + sqrt(3)*I/2"
000011 |     ]
000012 |   },
000013 |   "Gbase": [
000014 |     [
000015 |       "0",
000016 |       "0",
000017 |       "-3*sqrt(30)/20 - 9*sqrt(10)*I/20"
000018 |     ],
000019 |     [
000020 |       "3*3**(1/4)*sqrt(5)*(1 - I)*(-sqrt(3) + I)/20",
000021 |       "3*3**(1/4)*sqrt(5)*(-1 - sqrt(3)*I)*(1 - I)/20",
000022 |       "0"
000023 |     ],
000024 |     [
000025 |       "3**(1/4)*(1 - I)*(-sqrt(3) - 3*I)/4",
000026 |       "3**(1/4)*(-3 + sqrt(3)*I)*(1 - I)/4",
000027 |       "0"
000028 |     ]
000029 |   ],
000030 |   "L_infinity_first_ray": [
000031 |     [
000032 |       "sqrt(15)/5 - sqrt(5)*I/5",
000033 |       "sqrt(10)/20 + sqrt(30)*I/20",
000034 |       "-sqrt(15)/5 + sqrt(5)*I/5"
000035 |     ],
000036 |     [
000037 |       "3*sqrt(30)/20 + 9*sqrt(10)*I/20",
000038 |       "0",
000039 |       "3*sqrt(30)/20 + 9*sqrt(10)*I/20"
000040 |     ],
000041 |     [
000042 |       "-sqrt(6)/4 + sqrt(2)*I/4",
000043 |       "1 + sqrt(3)*I",
000044 |       "sqrt(6)/4 - sqrt(2)*I/4"
000045 |     ]
000046 |   ],
000047 |   "H0": [
000048 |     [
000049 |       "10/27",
000050 |       "0",
000051 |       "0"
000052 |     ],
000053 |     [
000054 |       "0",
000055 |       "5*sqrt(3)/27",
000056 |       "0"
000057 |     ],
000058 |     [
000059 |       "0",
000060 |       "0",
000061 |       "sqrt(3)/9"
000062 |     ]
000063 |   ],
000064 |   "H_infinity": [
000065 |     [
000066 |       "50/81",
000067 |       "0",
000068 |       "2*sqrt(10)/81"
000069 |     ],
000070 |     [
000071 |       "0",
000072 |       "5/27",
000073 |       "0"
000074 |     ],
000075 |     [
000076 |       "2*sqrt(10)/81",
000077 |       "0",
000078 |       "17/81"
000079 |     ]
000080 |   ],
000081 |   "U0": [
000082 |     [
000083 |       "1",
000084 |       "0",
000085 |       "0"
000086 |     ],
000087 |     [
000088 |       "0",
000089 |       "I",
000090 |       "0"
000091 |     ],
000092 |     [
000093 |       "0",
000094 |       "0",
000095 |       "-I"
000096 |     ]
000097 |   ],
000098 |   "U_infinity": [
000099 |     [
000100 |       "-1",
000101 |       "0",
000102 |       "0"
000103 |     ],
000104 |     [
000105 |       "0",
000106 |       "1",
000107 |       "0"
000108 |     ],
000109 |     [
000110 |       "0",
000111 |       "0",
000112 |       "-1"
000113 |     ]
000114 |   ],
000115 |   "T_four": [
000116 |     [
000117 |       [
000118 |         "-2*sqrt(6)*I/9",
000119 |         "3**(3/4)*(-4 - sqrt(2))*(1 + I)/36",
000120 |         "3**(1/4)*(1 - I)*(-4*sqrt(5) + sqrt(10))/60"