s1299 — the kinetic matrix as a weighting
  H1_invariant_forms         {"dim of invariant bilinear forms on W": 1, "symmetric part": "<1e-12", "‖B − c·Ω|W‖": "<1e-12"}
  H2_hodge_norm_per_factor   {"max |½qᵀg(τ)q − |q₀+q₁τ|²/(2 Im τ)|": "<1e-12", "max |½qᵀg(τ)q − |p(w)|²/(2(1−|w|²))|": "<1e-12"}
  H3_H4_symbolic             {"Im τ": "Im τ = (1−|w|²)/|1−w|² (τ = i(1+w)/(1−w))", "Lie ball n = 2": "1 − 2|z|² + |z·z|² = (1−|w₂|²)(1−|w₃|²), w₂,₃ = z₁ ± iz₂", "curvature": "-2"}
  receipt   PASS filed_d1414_house_frames_npz
  receipt   PASS filed_chatgpt_d1414_maps_npz
  receipt   PASS filed_chatgpt_d1417_maps_npz
  receipt   PASS filed_chatgpt_d1405_maps_npz
  receipt   PASS s1283_results_construction_and_machinery
  receipt   PASS s1284_results_face_and_twist_definitions
  receipt   PASS s1286_results_neutral_count_machinery
  receipt   PASS s1290_results_kinetic_matrix_machinery
  receipt   PASS s1291_results_period_matrix
  receipt   PASS s1292_results_truncation_content
  receipt   PASS s1293_results_machinery_and_literature_forms
  computed  PASS H1_the_only_sl2_cubed_invariant_bilinear_form_on_the_charge_eight_is_Omega_no_invariant_symmetric_form
  computed  PASS H2_per_factor_the_Hodge_norm_is_the_holomorphic_square_times_the_disc_weight
  symbolic  PASS H3a_Im_tau_is_one_minus_abs_w_squared_over_abs_one_minus_w_squared
  symbolic  PASS H3b_the_n2_Lie_ball_weight_factorises_as_the_bidisc_weight
  computed  PASS H4_each_moduli_factor_of_metric_abs_dtau_squared_over_2y_squared_has_curvature_minus_2
  argument  ARG  reading
  argument  ARG  scope
VERDICT: no invariant positive charge norm exists (only Ω); the kinetic matrix is the pointwise Hodge norm, per factor a holomorphic square times Hua's disc weight; e^{−K} is the polydisc / n = 2 Lie-ball weight; each moduli factor has curvature −2. No state space, measure or volume normalisation is registered.
RESULT_HASH 892272e44c47d11d
s1299: 3 computed, 2 symbolic, 11 receipt, 2 argument, 0 failed
