s1285 — the chart bridge: s1283 plane coordinates = A1765 hyperboloid / (u, δ) chart
  Q2_gravitino_law_is_A1765            {"25 points (9 named + s1283 Q6's 16): max |A1765 μ² (×2) − house gravitino m²| / max μ²": "<1e-12"}
  Q3_stability_law                     {"A-plane (0.3, −0.2, 0.1)": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [0.677932, 0.260361, 0.016338]}, "radius torus (0.3, 0.3, −0.5)": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [0.0, 0.0, 7.480117]}, "û-plane x₁ = x₃ (0.4, −0.2, 0.4)": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [0.0, 4.336796, 0.0]}, "û off-plane (0.3, −0.1, 0.2)": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [0.330797, 1.128369, -0.248919]}, "û off-plane (0.5, 0.1, −0.3)": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [2.976894, -1.376825, 3.459582]}, "anti-diagonal (0.2, −0.2, 0)": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [0.67487, 0.67487, -0.324289]}, "anti-diagonal (0.2, 0, −0.2)": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [0.67487, -0.324289, 0.67487]}, "near o (0.02, −0.02, 0)": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [0.006403, 0.006403, -0.0032]}, "o": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [0.0, 0.0, 0.0]}, "random 0": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [1.390874, 2.88777, 0.547418]}, "random 1": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [10.198972, 4.264278, 2.730482]}, "random 2": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [6.090285, 6.598794, 2.891355]}, "random 3": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [1.616545, -0.135525, 5.140553]}, "random 4": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [1.717563, 5.491873, 3.063535]}, "random 5": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [7.761335, 5.63978, 8.612424]}, "random 6": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [11.939498, -0.162361, 11.423107]}, "random 7": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [1.069758, 6.908735, 1.935519]}, "random 8": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [3.279877, 1.390164, 0.939245]}, "random 9": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [5.614782, -1.023334, 1.719933]}, "random 10": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [6.655648, 7.498834, 5.884282]}, "random 11": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [46.077989, 4.081791, 4.387508]}, "random 12": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [2.503281, -0.102152, 0.569251]}, "random 13": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [-0.154246, 1.569422, 0.829965]}, "random 14": {"negative modes": 2, "2·#{q_k < 0}": 2, "q": [-0.724304, 4.068072, 1.506458]}, "random 15": {"negative modes": 0, "2·#{q_k < 0}": 0, "q": [0.02029, 7.934536, 0.605623]}, "tachyonic points; max |λ_min − min q| / |min q|": [11, "<1e-09"]}
  Q4_closed_forms_on_the_two_cartans   {"radius Cartan: max |q_k − 16μ² sin((δₖ−δₐ)/2) sin((δₖ−δ_b)/2) cos((δₐ−δ_b)/2)| (4 points)": "<1e-12", "four-form Cartan: max |q_k − (Σᵢ εᵢₖ μᵢ)²| / max q (3 points)": "<1e-12"}
  receipt   PASS filed_d1414_house_frames_npz
  receipt   PASS filed_chatgpt_d1414_maps_npz
  receipt   PASS filed_chatgpt_d1417_maps_npz
  receipt   PASS s1282_results_machinery
  receipt   PASS s1283_results_construction_and_Q6_sample
  receipt   PASS A1765_report_formulas_typed_from
  symbolic  PASS Q1a_the_s1283_plane_point_lies_on_the_A1765_hyperboloid_c2_minus_a2_minus_b2_equals_1
  symbolic  PASS Q1b_A1765_m_plus_equals_cosh2s_plus_sinh2s_cos_phi
  symbolic  PASS Q1c_A1765_m_minus_equals_cosh2s_minus_sinh2s_cos_phi
  symbolic  PASS Q1d_A1765_tan_delta_equals_2cb_equals_sinh2s_sin_phi
  symbolic  PASS Q1e_m_plus_times_m_minus_equals_sec2_delta
  symbolic  PASS Q1f_radius_cartan_wall_factorisation_1_plus_cos_AB_minus_cos_KA_minus_cos_KB
  symbolic  PASS Q1g_anti_diagonal_wall_value_equals_4_times_1_minus_cosh2s
  argument  ARG  Q1_reading
  computed  PASS Q2_A1765_mu_squared_through_the_chart_equals_the_house_SU8_frame_gravitino_masses_at_25_points
  computed  PASS Q3_A1765_law_negative_modes_equal_twice_the_negative_q_k_at_all_25_points_and_the_tachyon_mass_square_is_min_q_k_exactly
  computed  PASS Q4_the_closed_wall_forms_on_the_radius_and_four_form_cartans_match_the_chart
  argument  ARG  scope
  argument  ARG  reading
VERDICT: s1283's plane coordinates are A1765's chart ((c, a, b) = (cosh s, sinh s cos φ, sinh s sin φ)); the gravitino law is A1765's μ law; A1765's q_k-law reproduces every sampled stability count of s1283 with λ_min = min q_k exactly; the radius torus lies on two walls, o on three, the four-form Cartan inside the stable region.
RESULT_HASH 667a5da0968fa818
s1285: 3 computed, 7 symbolic, 6 receipt, 3 argument, 0 failed
