Q(rt41)
Disc=41
--------------------
n=4

Gram Matrix
A=

[2,-1,0,1/2*(rt41+3)]
[-1,2,0,1/2*(-rt41-3)]
[0,0,2,1]
[1/2*(rt41+3),1/2*(-rt41-3),1,rt41+9]

h=3

Automorphism group size:
[144, 16, 24]

Neighbour Matrices:

N(P)=2

[0 9 0]
[1 4 4]
[0 6 3]

CharPoly = (x-9)(x-1)(x+3)

N(P)=9

[ 1 81 18]
[ 9 49 42]
[ 3 63 34]

CharPoly = (x-100)(x-4)(x+20)

N(P)=5

[ 9  9 18]
[ 1 25 10]
[ 3 15 18]

CharPoly = (x-36)(x-12)(x-4)

N(P)=49

[ 289 1089 1122]
[ 121 1521  858]
[ 187 1287 1026]

CharPoly = (x-2500)(x-300)(x-36)

--------------------
n=8

Gram Matrix
A oplus A

Mass = 54123.12

Too big