KKKR transcription: 38 terms
Disc_A(P_X):        38 terms
Disc - KKKR poly =  0
PART1 PASS (identical, term by term)
degree of Disc for (2,2,2): 6
n=2 v=[5, 8]: degree 2 (expect 2), lead 9 (expect 9) ok
n=2 v=[7, 9]: degree 2 (expect 2), lead 4 (expect 4) ok
n=2 v=[7, 6]: degree 2 (expect 2), lead 1 (expect 1) ok
n=3 v=[5, 0, -5]: degree 6 (expect 6), lead 62500 (expect 62500) ok
n=3 v=[3, 5, -4]: degree 6 (expect 6), lead 15876 (expect 15876) ok
n=3 v=[-8, -8, -3]: degree 5 (expect 6), lead 32000 (expect 0) ok
n=4 v=[1, 5, 9, -3]: degree 12 (expect 12), lead 2415919104 (expect 2415919104) ok
n=4 v=[-9, -7, 5, -1]: degree 12 (expect 12), lead 9364045824 (expect 9364045824) ok
n=4 v=[1, -2, 7, 0]: degree 12 (expect 12), lead 5143824 (expect 5143824) ok
n=5 v=[3, -6, 0, 3, -7]: degree 19 (expect 20), lead -11249543088000 (expect 0) ok
n=5 v=[6, 3, 3, 4, -7]: degree 19 (expect 20), lead -715551408000 (expect 0) ok
n=5 v=[0, 1, -9, 4, -6]: degree 20 (expect 20), lead 312950252160000 (expect 312950252160000) ok
n=6 v=[5, 6, -4, 8, -3, 5]: degree 29 (expect 30), lead -71115478917120000000 (expect 0) ok
n=6 v=[3, 4, -3, -9, -1, 9]: degree 30 (expect 30), lead 664508050308071424000000 (expect 664508050308071424000000) ok
n=6 v=[-6, -8, -5, -3, 5, -1]: degree 30 (expect 30), lead 11967835815936000000 (expect 11967835815936000000) ok
PART2 PASS
PART3 double root at 30 random boundary points: PASS
