s1235 — at the golden vacuum every physical mass is the modulus of one charge
receipts {'s1225': '3a34d719cd256201', 's1221': '223df3ac5e9efa17', 's1220': '516a5537c347cd72', 's121a': 'af01f1b96491c5ac', 'substrate': '43341215b5224b20'}
  mu                         [0.6506218, 0.68498607, 0.722232243, 0.77669907]
  gravitino_m2               [0.423308727, 0.423308727, 0.469205916, 0.469205916, 0.521619413, 0.521619413, 0.603261445, 0.603261445]
  form_rank                  1
  form_in_weight_basis_eigenvalues [0.0, 0.0, 0.0, 2.0173955]
  spin_half_charge_classes   20
  spin_half_integer_shapes   [[0, 0, 0, 1], [0, 1, 1, 1]]
  lightest_spin_half_m2      0.312379047
  vector_m2_distinct         [0.0, 0.0011809, 0.0013873, 0.0029666, 0.0051281, 0.0084113, 0.0158955, 1.7838484, 1.8847282, 1.9802634, 2.0372449, 2.1365234, 2.2467951]
  mu_product                 0.25
  mu_square_sum              2.0173955
  receipt   PASS s1225_is_the_filed_evaluator_kernel_executed_head_only
  receipt   PASS s1220_is_the_filed_kernel_whose_construction_is_copied
  receipt   PASS s121a_is_the_file_whose_potential_is_copied
  computed  PASS the_two_generator_stacks_agree
  computed  PASS golden_vacuum_is_a_Minkowski_critical_point_as_s121a_says
  computed  PASS golden_vacuum_is_2lnphi_from_the_origin
  receipt   PASS s640_lib_is_the_S220_A_layer_executed_verbatim
  receipt   PASS s646_is_the_source_of_the_SV_vector_operator_executed_verbatim
  receipt   PASS s645c_results_hold_the_P6_gradient_reproduced_here
  computed  PASS the_S220_frame_is_this_kernels_frame
  computed  PASS Z1_unbroken_u1_to_the_fourth_at_golden_and_the_physical_spaces
  computed  PASS Z2_physical_spin_half_mass_operator_is_a_quadratic_form_in_the_four_charges
  computed  PASS Z3_the_same_form_reproduces_the_gravitini_and_the_physical_scalars
  computed  PASS Z4_the_form_has_rank_one_and_mass_squared_is_minus_the_square_of_one_generator
  computed  PASS Z5_every_spin_half_charge_vector_is_an_integer_vector_and_m_equals_mu_dot_n
  computed  PASS Z6_vector_masses_are_the_pairwise_sums_and_differences_of_the_mu
  computed  PASS Z7_product_of_the_four_mu_is_one_quarter_as_at_o
  argument  ARG  reading

VERDICT golden vacuum: unbroken u(1)⁴; physical spin-½ M² = Σ B_ab Q_aQ_b (residual <1e-12, 20 charge classes vs 10 coefficients), same B on gravitini and scalars; B RANK ONE ⇒ M² = −T*²; m = |μ·n| with μ² = gravitino m² = [0.423308727, 0.469205916, 0.521619413, 0.603261445]; vectors (μ_i ± μ_j)² by multiset; μ₁μ₂μ₃μ₄ = 0.250000000; Σμ² = 2.0173955
RESULT_HASH 1ac293770e2dfab8
s1235: 11 computed, 6 receipt, 1 argument, 0 failed
