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): [2.0483295719142256, 16.6091383312616, 0.8183219241103583, 0.6626187923604723, 1.8393465727747544, 0.3982949277234952, 0.4129379756359903, 0.47096866211395816, 0.40264986173942957, 0.694100714460763, 0.3133734673472926]
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
