Mod(1, 2)
Mod(3, 4)
  ***   at top-level: znprimroot(8)
  ***                 ^-------------
  *** znprimroot: domain error in znprimroot: argument = 8
Mod(5, 9223372036854775837)
Mod(5, 85070591730234616400799229995519050569)
Mod(5, 170141183460469232801598459991038101138)
Mod(5, 170141183460469232801598459991038101138)
Mod(5, 170141183460469232801598459991038101138)
[2, [2], [-1]]
[1, [], []]
[4, [4], [Mod(7, 10)]]
[6, [6], [Mod(3, 14)]]
[216, [36, 6], [Mod(2, 247), Mod(160, 247)]]
[216, [36, 6], [Mod(2, 247), Mod(160, 247)]]
[216, [36, 6], [Mod(2, 247), Mod(160, 247)]]
[2, [2], [-1]]
  *** _^_: Warning: Mod(a,b)^n with n >> b : wasteful.
Mod(84, 148)
[599, 599, 599, 599]
[1000000003700000003419, 1000000003700000003419, 1000000003700000003419, 100
0000003700000003419]
[]
[]
[]
[]
1
48
[]
[]
[]
194
Mod(1, 2)
945843084768538962295343
error("incorrect type in generic discrete logarithm (order factorization) (t
_COMPLEX).")
error("incorrect type in generic discrete logarithm (order factorization) (t
_INT).")
error("incorrect type in generic discrete logarithm (order factorization) (t
_MAT).")
error("incorrect type in generic discrete logarithm (order factorization) (t
_MAT).")
[]
Total time spent: 1392
