m,p,n = 2 5 10  number of minors 21  max degree 10  gcd degree 0
rank M = 11 (need 11 )
dim U = 11 (expected 11 )
restricted quadric positive definite: True
pivots (floats): [2.7721323443670154, 0.9806811764456487, 0.440807182723473, 0.19399892627574408, 0.3893303589548214, 0.2735348567810742, 0.06577995356702729, 0.037780709537686794, 0.03671560523853544, 0.0070492055629738275, 0.011350091788708752]
complex non-degeneracy: dim ker M = 10  Macaulay degree 5  rank mod p = 2002  #monomials = 2002
RESULT: in Q(m,m+p): True | rank M = n+1: True | PD certificate (no real solution, incl. degenerate): True | complex non-degenerate: True
ALL CHECKS PASSED
