PLANCK LCDM TRAJECTORY GENERATION DIAGNOSTICS
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Input parameter record: C:\Users\igorc\OneDrive\Desktop\UNNS_SUBSTRATE(desktop)\TRANSFER\Bulk_2\REGIME_SYNTHESIS\Cosmological Boundary Routing\cosmological_boundary_routing\C_planck_lcdm\parameters\extracted\planck_2018_base_plikHM_TTTEEE_lowl_lowE_parameters.csv
Trajectory output: C:\Users\igorc\OneDrive\Desktop\UNNS_SUBSTRATE(desktop)\TRANSFER\Bulk_2\REGIME_SYNTHESIS\Cosmological Boundary Routing\cosmological_boundary_routing\C_planck_lcdm\generated_trajectory\raw\planck_lcdm_trajectory_raw.csv

PARAMETER HANDLING
H0 = 67.32178 km s^-1 Mpc^-1
Omega_m = 0.3157967
Omega_r_effective = 9.21617990232e-05
Omega_Lambda_planck = 0.6842033
Omega_Lambda_dynamic = 0.684111138201
Omega_Lambda_dynamic formula = 1 - Omega_m - Omega_r

CLOSURE CHECKS
Planck Lambda plus explicit radiation = 1.00009216179902
Dynamic flat closure = 1
Dynamic closure residual = 0.000000e+00

SAMPLING
a_min = 1e-08
a_max = 1
samples = 4001
grid = logarithmic in scale factor

AGE CHECK
Integrated age from a_min = 13.7969074704 Gyr
Planck extracted age = 13.79731 Gyr
Difference = -0.000402529568408 Gyr

METHOD NOTES
- Omega_Lambda_planck is retained unchanged for provenance.
- Omega_Lambda_dynamic is used in E(a)^2 to enforce exact flat closure after adding the separately derived Omega_r.
- Omega_r is an effective relativistic radiation density; this trajectory does not model the massive-neutrino transition in precision detail.
- cosmic_time_from_a_min_Gyr begins at the chosen numerical a_min, not exactly at a = 0.
- boundary_margin_candidate is provisional and must not be treated as the frozen canonical UNNS margin.
