def xi_(p_m):
degree = 7
sqrt2 = sqrt(2)
sqrt5 = sqrt(5)
sqrt10 = sqrt(10)
r = sqrt((25 + p_m * 15*sqrt2 + 5*sqrt5 + p_m * 3*sqrt10)/4)
s = sqrt((25 + p_m * 15*sqrt2 - 5*sqrt5 - p_m * 3*sqrt10)/4)
t = sqrt((3 - p_m * sqrt2) / 2)
u = sqrt((9 - p_m * 3*sqrt2 - 3*sqrt5 + p_m * sqrt10) / 4)
v = sqrt((9 - p_m * 3*sqrt2 + 3*sqrt5 - p_m * sqrt10) / 4)
A = (80 + p_m * 8*sqrt2) / 245
B = (395 - p_m * 279*sqrt2) / 13720
C = (45 + p_m * 29*sqrt2) / 2744
data = [
(A, numpy.array([[0, 0, 0]])),
(B, pm_roll(3, [r, s])),
(C, pm_roll(3, [u, v])),
(C, pm(3, t)),
]
return degree, data
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