one line                     field=0: alpha=1 alpha2=2 coplanar=True pseudostar=False ACM=True
one line                     field=2: alpha=1 alpha2=2 coplanar=True pseudostar=False ACM=None
one line                     field=3: alpha=1 alpha2=2 coplanar=True pseudostar=False ACM=True
one line                     field=5: alpha=1 alpha2=2 coplanar=True pseudostar=False ACM=True
two skew lines               field=0: alpha=2 alpha2=4 coplanar=False pseudostar=False ACM=False
two skew lines               field=2: alpha=2 alpha2=4 coplanar=False pseudostar=False ACM=None
two skew lines               field=3: alpha=2 alpha2=4 coplanar=False pseudostar=False ACM=False
two skew lines               field=5: alpha=2 alpha2=4 coplanar=False pseudostar=False ACM=False
chain of 3                   field=0: alpha=2 alpha2=4 coplanar=False pseudostar=False ACM=True
chain of 3                   field=2: alpha=2 alpha2=4 coplanar=False pseudostar=False ACM=None
chain of 3                   field=3: alpha=2 alpha2=4 coplanar=False pseudostar=False ACM=True
chain of 3                   field=5: alpha=2 alpha2=4 coplanar=False pseudostar=False ACM=True
tetrahedron edges            field=0: alpha=3 alpha2=4 coplanar=False pseudostar=True ACM=True
tetrahedron edges            field=2: alpha=3 alpha2=4 coplanar=False pseudostar=True ACM=None
tetrahedron edges            field=3: alpha=3 alpha2=4 coplanar=False pseudostar=True ACM=True
tetrahedron edges            field=5: alpha=3 alpha2=4 coplanar=False pseudostar=True ACM=True
3 concurrent non-coplanar    field=0: alpha=2 alpha2=3 coplanar=False pseudostar=True ACM=True
3 concurrent non-coplanar    field=2: alpha=2 alpha2=3 coplanar=False pseudostar=True ACM=None
3 concurrent non-coplanar    field=3: alpha=2 alpha2=3 coplanar=False pseudostar=True ACM=True
3 concurrent non-coplanar    field=5: alpha=2 alpha2=3 coplanar=False pseudostar=True ACM=True
rank of the conditions of a single line = t+1 resp. 3t+1 in all tested cases (Q, F_2, F_3, F_5, F_7)
self test OK
