negative coefficients (m=q-degree, n=x-degree) up to q^40 x^24: [] count 0
lowest nonzero terms:
  total degree 5 [(2, 3, Fraction(1, 12)), (3, 2, Fraction(1, 3)), (4, 1, Fraction(5, 12)), (5, 0, Fraction(1, 6))]
  total degree 6 [(2, 4, Fraction(1, 24)), (3, 3, Fraction(1, 4)), (4, 2, Fraction(13, 24)), (5, 1, Fraction(1, 2)), (6, 0, Fraction(1, 6))]
  total degree 7 [(2, 5, Fraction(1, 80)), (3, 4, Fraction(7, 72)), (4, 3, Fraction(43, 144)), (5, 2, Fraction(9, 20)), (6, 1, Fraction(119, 360)), (7, 0, Fraction(17, 180))]
  total degree 8 [(2, 6, Fraction(1, 360)), (3, 5, Fraction(19, 720)), (4, 4, Fraction(5, 48)), (5, 3, Fraction(157, 720)), (6, 2, Fraction(61, 240)), (7, 1, Fraction(7, 45)), (8, 0, Fraction(7, 180))]
