0/1: 402 orbits of subsets of {0,1}^4 under the cube group, 347 full-dimensional classes
family zero_one: 347 polytopes, wall time 50 s
  verdicts: {'linked_odd': 187, 'unlinked': 160}
  linked_odd with verified Petersen-family minor: 187 of 187
  first minor found (order K6, 7-vertex, 8-vertex, 9-vertex, Petersen): {'PF6[555555]': 187}
  unlinked: 160; SAT cross-check: {'7xUNSAT': 160}
  unlinked polytopes by (f0, f1, f2, f3): [(5, 10, 10, 5), (6, 13, 13, 6), (6, 14, 15, 7), (6, 14, 16, 8), (7, 15, 14, 6), (7, 17, 17, 7), (7, 17, 18, 8), (7, 18, 20, 9), (7, 18, 21, 10), (8, 16, 14, 6), (8, 18, 17, 7), (8, 19, 19, 8), (8, 20, 20, 8), (8, 20, 21, 9), (8, 21, 22, 9), (8, 21, 23, 10), (8, 22, 23, 9), (9, 18, 15, 6), (9, 20, 18, 7), (9, 21, 20, 8), (9, 22, 21, 8), (9, 22, 22, 9), (9, 23, 23, 9), (9, 24, 24, 9), (9, 24, 26, 11), (9, 25, 25, 9), (10, 21, 18, 7), (10, 23, 21, 8), (10, 26, 25, 9), (10, 27, 26, 9), (10, 27, 29, 12), (11, 25, 22, 8), (11, 28, 26, 9), (12, 24, 19, 7)]
  unlinked and not simplicial: 140; unlinked, not simplicial, f0 >= 7: 109
  ALERTS (would contradict the theorem or Sachs): 0 []
  timeouts: []
  max cycles enumerated in a complete pass: 6354
