RECEIPT manifest 11/11; D1405 4e5335e1926dc100; arrays 510ec1780186bb0d
SELF-CHECK TOKEN: ++--+-++-----
t = +0.0   V1 = -0.0735836696   STr M^2,4,6,8 = ['4.38e-08', '1.44e-07', '1.33e-06', '2.52e+03']
t = +1.0   V1 = -0.0720295642   STr M^2,4,6,8 = ['4.75e-08', '1.47e-07', '1.36e-06', '2.52e+03']
D1405 SELF-CHECK: RANKS 1-1-1-1-2-2-2-4-4-4-4-1 TACHYONIC 000000001010 CLOSED-FORM-OK
CANONICAL map residual 2.861e-14; gauge-tensor relative 2.703e-15
EXACT tensor cyclic-module spin-half identities: ZERO
EXACT A1 explicit product: 27 coefficient residuals ZERO
EXACT Vtree: 216 coefficient residuals ZERO
EXACT all70_gradients: 216 coefficient residuals ZERO
EXACT Goldstino_Gram: 216 coefficient residuals ZERO
EXACT gravitini: 216 coefficient residuals ZERO
EXACT physical_half: 216 coefficient residuals ZERO
EXACT physical_scalars: 216 coefficient residuals ZERO
EXACT vectors: 12 root-block traces/ranks and neutral block ZERO
PROOF COMPLETE: exact coefficients and unchanged inputs verified.
BL1 coordinates [0.3, -0.5, 0.2, 0.4, 0.1, -0.6]
  B eigenvalues -0.017202764 0.024044371 0.062257863 2.091225669; tau 0.018558353
BL2 coordinates [0.7, 0.2, -0.4, 0.5, 0.5, -0.2]
  B eigenvalues -0.000347973 0.000350832 0.043558956 2.176850974; tau 0.024584637
BL3 coordinates [-0.6, 0.9, 0.1, -0.8, 0.3, 0.7]
  B eigenvalues -0.034483910 0.044826380 0.159998891 2.269138984; tau 0.138046338
COMMUTANT so(4,4): dim28, intrinsic Killing +16/-12; gauge intersection 4=T0
REAL8 plane1: metric +4/-4, faithful rank28, equivariance 3.717e-15
  eight weights: +/-e_i +/-e_j on pairs [(np.int64(0), np.int64(3)), (np.int64(1), np.int64(2))]
REAL8 plane2: metric +4/-4, faithful rank28, equivariance 3.270e-15
  eight weights: +/-e_i +/-e_j on pairs [(np.int64(0), np.int64(2)), (np.int64(1), np.int64(3))]
REAL8 plane3: metric +4/-4, faithful rank28, equivariance 3.803e-15
  eight weights: +/-e_i +/-e_j on pairs [(np.int64(0), np.int64(1)), (np.int64(2), np.int64(3))]
CASIMIR 56 [([0, 0, 3], 16), ([0, 3, 0], 16), ([3, 0, 0], 16), ([3, 3, 3], 8)]
CASIMIR 133 [([0, 0, 0], 28), ([0, 0, 8], 3), ([0, 3, 3], 32), ([0, 8, 0], 3), ([3, 0, 3], 32), ([3, 3, 0], 32), ([8, 0, 0], 3)]
CASIMIR 70_tangent_parts [([0, 0, 0], 16), ([0, 0, 8], 2), ([0, 3, 3], 16), ([0, 8, 0], 2), ([3, 0, 3], 16), ([3, 3, 0], 16), ([8, 0, 0], 2)]
GEOMETRY plane curvatures -1/6 each (Frobenius metric); physical metric -2; maximal flat dim3
PLANE CYCLE weight permutation [2, 1, 3, 0]; X/order3 residual 5.498e-14
P08 lightest half n [1, -1, 0, -1]; m2 0.144593570519; m 0.380254612752
P08 gravitino masses 0.635510999 0.662863038 0.690029362 0.916412048
P08 massless: graviton1, vector4, physical scalar6; fermions0; all massless weights0
P08 K4 = [[ 0.595945983 -0.020143848 -0.012695192 -0.007939985]
 [-0.020143848  1.139044971 -0.010109791 -0.019056834]
 [-0.012695192 -0.010109791  1.051122506 -0.027903995]
 [-0.007939985 -0.019056834 -0.027903995  1.239202652]]
P08 theta4 = [[ 0.002342012 -0.065833033 -0.095568475 -0.175183837]
 [-0.065833033  0.004476341 -0.223057341 -0.143458453]
 [-0.095568475 -0.223057341  0.004130814 -0.091194325]
 [-0.175183837 -0.143458453 -0.091194325  0.004869951]]
CONTROL arbitrary charge-commuting operator rejected at 0.522838
ZERO-TAU INTERIOR: minimum dangerous square 1.154700538
HIERARCHY witness: mu=(1,1,1,4), tau=4, half weight (1,-1,1,0) exactly massless plus conjugate
REGULAR WALL t=0.221120806691; charge [-1, -1, 1, 1]; tau -6.106e-16; gradient 0.220492618
P09 transverse scalar negatives -0.070123877 -0.070123875
S1 losses NOT FIRED: all-critical F0 and the closed charge form certified.
S2 SIGNATURE-ONLY FIRED for identification with an independent Lorentzian object.
S3 real-eight NO-MAP NOT FIRED; split-octonion product map unbuilt; F0-NOT-FLAT FIRED.
S4 NO-CHIRAL-MATTER FIRED for the represented left-handed 48; not a prohibition of vectorlike QED.
OPEN: higher-order critical branches at singular or interior zero-mass strata; global/SM identifications.
D1405 COMPLETE
