HOMFLY-PT polynomials of the prime knots with at most ten crossings
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Polynomials
$n$
$k$
knot
normalisation 
$v^{-a}P_K(v,z)$ or $l^{-a}P_K(l,m)$
0
1
$K$
$(v,z)$:
1
equals: One
0
1
$K$
$(l,m)$:
1
equals: One
3
1
$K$
$(v,z)$:
-v^2 + z^2 + 2
comment: $a=2$
3
1
$K$
$(l,m)$:
l^2*m^2 - 2*l^2 - 1
comment: $a=-4$
3
1
$\bar K$
$(v,z)$:
v^2*z^2 + 2*v^2 - 1
comment: $a=-4$
3
1
$\bar K$
$(l,m)$:
-l^2 + m^2 - 2
comment: $a=2$
4
1
$K$
$(v,z)$:
v^4 - v^2*z^2 - v^2 + 1
comment: $a=-2$
4
1
$K$
$(l,m)$:
-l^4 + l^2*m^2 - l^2 - 1
comment: $a=-2$
5
1
$K$
$(v,z)$:
-v^2*z^2 + z^4 - 2*v^2 + 4*z^2 + 3
comment: $a=4$
5
1
$K$
$(l,m)$:
l^2*m^4 - 4*l^2*m^2 + 3*l^2 - m^2 + 2
comment: $a=-6$
5
1
$\bar K$
$(v,z)$:
v^2*z^4 + 4*v^2*z^2 + 3*v^2 - z^2 - 2
comment: $a=-6$
5
1
$\bar K$
$(l,m)$:
-l^2*m^2 + m^4 + 2*l^2 - 4*m^2 + 3
comment: $a=4$
5
2
$K$
$(v,z)$:
-v^4 + v^2*z^2 + v^2 + z^2 + 1
comment: $a=2$
5
2
$K$
$(l,m)$:
l^4*m^2 - l^4 - l^2*m^2 + l^2 + 1
comment: $a=-6$
5
2
$\bar K$
$(v,z)$:
v^4*z^2 + v^4 + v^2*z^2 + v^2 - 1
comment: $a=-6$
5
2
$\bar K$
$(l,m)$:
l^4 - l^2*m^2 + l^2 + m^2 - 1
comment: $a=2$
6
1
$K$
$(v,z)$:
v^6 - v^4*z^2 - v^4 - v^2*z^2 + 1
comment: $a=-2$
6
1
$K$
$(l,m)$:
-l^6 + l^4*m^2 - l^2*m^2 + l^2 + 1
comment: $a=-4$
6
1
$\bar K$
$(v,z)$:
v^6 - v^4*z^2 - v^2*z^2 - v^2 + 1
comment: $a=-4$
6
1
$\bar K$
$(l,m)$:
l^6 - l^4*m^2 + l^4 + l^2*m^2 - 1
comment: $a=-2$
6
2
$K$
$(v,z)$:
v^4*z^2 - v^2*z^4 + v^4 - 3*v^2*z^2 - 2*v^2 + z^2 + 2
6
2
$K$
$(l,m)$:
-l^4*m^2 + l^2*m^4 + 2*l^4 - 3*l^2*m^2 + 2*l^2 - m^2 + 1
comment: $a=-4$
6
2
$\bar K$
$(v,z)$:
v^4*z^2 - v^2*z^4 + 2*v^4 - 3*v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-4$
6
2
$\bar K$
$(l,m)$:
-l^4*m^2 + l^2*m^4 + l^4 - 3*l^2*m^2 + 2*l^2 - m^2 + 2
6
3
$K$
$(v,z)$:
-v^4*z^2 + v^2*z^4 - v^4 + 3*v^2*z^2 + 3*v^2 - z^2 - 1
comment: $a=-2$
6
3
$K$
$(l,m)$:
-l^4*m^2 + l^2*m^4 + l^4 - 3*l^2*m^2 + 3*l^2 - m^2 + 1
comment: $a=-2$
7
1
$K$
$(v,z)$:
-v^2*z^4 + z^6 - 4*v^2*z^2 + 6*z^4 - 3*v^2 + 10*z^2 + 4
comment: $a=6$
7
1
$K$
$(l,m)$:
l^2*m^6 - 6*l^2*m^4 + 10*l^2*m^2 - m^4 - 4*l^2 + 4*m^2 - 3
comment: $a=-8$
7
1
$\bar K$
$(v,z)$:
v^2*z^6 + 6*v^2*z^4 + 10*v^2*z^2 - z^4 + 4*v^2 - 4*z^2 - 3
comment: $a=-8$
7
1
$\bar K$
$(l,m)$:
-l^2*m^4 + m^6 + 4*l^2*m^2 - 6*m^4 - 3*l^2 + 10*m^2 - 4
comment: $a=6$
7
2
$K$
$(v,z)$:
-v^6 + v^4*z^2 + v^4 + v^2*z^2 + z^2 + 1
comment: $a=2$
7
2
$K$
$(l,m)$:
l^6*m^2 - l^6 - l^4*m^2 + l^2*m^2 - l^2 - 1
comment: $a=-8$
7
2
$\bar K$
$(v,z)$:
v^6*z^2 + v^6 + v^4*z^2 + v^2*z^2 + v^2 - 1
comment: $a=-8$
7
2
$\bar K$
$(l,m)$:
-l^6 + l^4*m^2 - l^4 - l^2*m^2 + m^2 - 1
comment: $a=2$
7
3
$K$
$(v,z)$:
-v^4*z^2 + v^2*z^4 - 2*v^4 + 3*v^2*z^2 + z^4 + 2*v^2 + 3*z^2 + 1
comment: $a=4$
7
3
$K$
$(l,m)$:
l^4*m^4 - 3*l^4*m^2 - l^2*m^4 + l^4 + 3*l^2*m^2 - 2*l^2 + m^2 - 2
comment: $a=-8$
7
3
$\bar K$
$(v,z)$:
v^4*z^4 + 3*v^4*z^2 + v^2*z^4 + v^4 + 3*v^2*z^2 + 2*v^2 - z^2 - 2
comment: $a=-8$
7
3
$\bar K$
$(l,m)$:
l^4*m^2 - l^2*m^4 - 2*l^4 + 3*l^2*m^2 + m^4 - 2*l^2 - 3*m^2 + 1
comment: $a=4$
7
4
$K$
$(v,z)$:
-v^6 + v^4*z^2 + 2*v^2*z^2 + 2*v^2 + z^2
comment: $a=2$
7
4
$K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^2 + 2*l^4 + l^2*m^2 - 1
comment: $a=-8$
7
4
$\bar K$
$(v,z)$:
v^6*z^2 + 2*v^4*z^2 + 2*v^4 + v^2*z^2 - 1
comment: $a=-8$
7
4
$\bar K$
$(l,m)$:
-l^6 + l^4*m^2 - 2*l^2*m^2 + 2*l^2 + m^2
comment: $a=2$
7
5
$K$
$(v,z)$:
-v^4*z^2 + v^2*z^4 - v^4 + 2*v^2*z^2 + z^4 + 3*z^2 + 2
comment: $a=4$
7
5
$K$
$(l,m)$:
l^4*m^4 - 3*l^4*m^2 - l^2*m^4 + 2*l^4 + 2*l^2*m^2 + m^2 - 1
comment: $a=-8$
7
5
$\bar K$
$(v,z)$:
v^4*z^4 + 3*v^4*z^2 + v^2*z^4 + 2*v^4 + 2*v^2*z^2 - z^2 - 1
comment: $a=-8$
7
5
$\bar K$
$(l,m)$:
l^4*m^2 - l^2*m^4 - l^4 + 2*l^2*m^2 + m^4 - 3*m^2 + 2
comment: $a=4$
7
6
$K$
$(v,z)$:
-v^6 + 2*v^4*z^2 - v^2*z^4 + 2*v^4 - 2*v^2*z^2 - v^2 + z^2 + 1
7
6
$K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - 2*l^4*m^2 + l^4 - 2*l^2*m^2 + 2*l^2 + 1
comment: $a=-6$
7
6
$\bar K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - 2*v^4*z^2 - v^4 + 2*v^2*z^2 + 2*v^2 - 1
comment: $a=-6$
7
6
$\bar K$
$(l,m)$:
l^6 - 2*l^4*m^2 + l^2*m^4 + 2*l^4 - 2*l^2*m^2 + l^2 - m^2 + 1
7
7
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 + 2*v^4*z^2 + 2*v^4 - 2*v^2*z^2 - 2*v^2 + 1
comment: $a=-4$
7
7
$K$
$(l,m)$:
l^6 - 2*l^4*m^2 + l^2*m^4 + 2*l^4 - 2*l^2*m^2 + 2*l^2 - m^2
comment: $a=-2$
7
7
$\bar K$
$(v,z)$:
v^6 - 2*v^4*z^2 + v^2*z^4 - 2*v^4 + 2*v^2*z^2 + 2*v^2 - z^2
comment: $a=-2$
7
7
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 - 2*l^4*m^2 + 2*l^4 - 2*l^2*m^2 + 2*l^2 + 1
comment: $a=-4$
8
1
$K$
$(v,z)$:
v^8 - v^6*z^2 - v^6 - v^4*z^2 - v^2*z^2 + 1
comment: $a=-2$
8
1
$K$
$(l,m)$:
-l^8 + l^6*m^2 - l^4*m^2 + l^2*m^2 - l^2 - 1
comment: $a=-6$
8
1
$\bar K$
$(v,z)$:
v^8 - v^6*z^2 - v^4*z^2 - v^2*z^2 - v^2 + 1
comment: $a=-6$
8
1
$\bar K$
$(l,m)$:
-l^8 + l^6*m^2 - l^6 - l^4*m^2 + l^2*m^2 - 1
comment: $a=-2$
8
2
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 3*v^4*z^2 - 5*v^2*z^4 + v^4 - 7*v^2*z^2 + z^4 - 3*v^2 + 4*z^2 + 3
comment: $a=2$
8
2
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 4*l^4*m^2 - 5*l^2*m^4 - 3*l^4 + 7*l^2*m^2 - m^4 - 3*l^2 + 3*m^2 - 1
comment: $a=-6$
8
2
$\bar K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 4*v^4*z^2 - 5*v^2*z^4 + 3*v^4 - 7*v^2*z^2 + z^4 - 3*v^2 + 3*z^2 + 1
comment: $a=-6$
8
2
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 3*l^4*m^2 - 5*l^2*m^4 - l^4 + 7*l^2*m^2 - m^4 - 3*l^2 + 4*m^2 - 3
comment: $a=2$
8
3
$K$
$(v,z)$:
v^8 - v^6*z^2 - 2*v^4*z^2 - v^4 - v^2*z^2 + 1
comment: $a=-4$
8
3
$K$
$(l,m)$:
l^8 - l^6*m^2 + 2*l^4*m^2 - l^4 - l^2*m^2 + 1
comment: $a=-4$
8
4
$K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + 2*v^6 - 3*v^4*z^2 - v^2*z^4 - 2*v^4 - 2*v^2*z^2 + z^2 + 1
comment: $a=-4$
8
4
$K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - 2*l^4*m^2 - l^2*m^4 + 3*l^2*m^2 - 2*l^2 + m^2 - 2
comment: $a=-2$
8
4
$\bar K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - 2*v^4*z^2 - v^2*z^4 - 3*v^2*z^2 - 2*v^2 + z^2 + 2
comment: $a=-2$
8
4
$\bar K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - 2*l^6 + 3*l^4*m^2 + l^2*m^4 - 2*l^4 - 2*l^2*m^2 - m^2 + 1
comment: $a=-4$
8
5
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 3*v^4*z^2 - 5*v^2*z^4 + 2*v^4 - 8*v^2*z^2 + z^4 - 5*v^2 + 4*z^2 + 4
comment: $a=2$
8
5
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 4*l^4*m^2 - 5*l^2*m^4 - 4*l^4 + 8*l^2*m^2 - m^4 - 5*l^2 + 3*m^2 - 2
comment: $a=-6$
8
5
$\bar K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 4*v^4*z^2 - 5*v^2*z^4 + 4*v^4 - 8*v^2*z^2 + z^4 - 5*v^2 + 3*z^2 + 2
comment: $a=-6$
8
5
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 3*l^4*m^2 - 5*l^2*m^4 - 2*l^4 + 8*l^2*m^2 - m^4 - 5*l^2 + 4*m^2 - 4
comment: $a=2$
8
6
$K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - 2*v^4*z^2 - v^2*z^4 - v^4 - 2*v^2*z^2 - v^2 + z^2 + 2
8
6
$K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + 2*l^6 - 2*l^4*m^2 - l^2*m^4 + l^4 + 2*l^2*m^2 - l^2 + m^2 - 1
comment: $a=-6$
8
6
$\bar K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + 2*v^6 - 2*v^4*z^2 - v^2*z^4 - v^4 - 2*v^2*z^2 - v^2 + z^2 + 1
comment: $a=-6$
8
6
$\bar K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + 2*l^4*m^2 + l^2*m^4 - l^4 - 2*l^2*m^2 + l^2 - m^2 + 2
8
7
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 3*v^4*z^2 + 5*v^2*z^4 - v^4 + 8*v^2*z^2 - z^4 + 4*v^2 - 3*z^2 - 2
comment: $a=-4$
8
7
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 3*l^4*m^2 - 5*l^2*m^4 - 2*l^4 + 8*l^2*m^2 - m^4 - 4*l^2 + 3*m^2 - 1
8
7
$\bar K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 3*v^4*z^2 + 5*v^2*z^4 - 2*v^4 + 8*v^2*z^2 - z^4 + 4*v^2 - 3*z^2 - 1
8
7
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 3*l^4*m^2 - 5*l^2*m^4 - l^4 + 8*l^2*m^2 - m^4 - 4*l^2 + 3*m^2 - 2
comment: $a=-4$
8
8
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + 2*v^4*z^2 + v^2*z^4 + 2*v^4 + 2*v^2*z^2 + v^2 - z^2 - 1
comment: $a=-4$
8
8
$K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + 2*l^4*m^2 + l^2*m^4 - l^4 - 2*l^2*m^2 + 2*l^2 - m^2 + 1
comment: $a=-2$
8
8
$\bar K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + 2*v^4*z^2 + v^2*z^4 + v^4 + 2*v^2*z^2 + 2*v^2 - z^2 - 1
comment: $a=-2$
8
8
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - 2*l^4*m^2 - l^2*m^4 + 2*l^4 + 2*l^2*m^2 - l^2 + m^2 - 1
comment: $a=-4$
8
9
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 3*v^4*z^2 - 5*v^2*z^4 + 2*v^4 - 8*v^2*z^2 + z^4 - 3*v^2 + 3*z^2 + 2
comment: $a=-2$
8
9
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 3*l^4*m^2 - 5*l^2*m^4 - 2*l^4 + 8*l^2*m^2 - m^4 - 3*l^2 + 3*m^2 - 2
comment: $a=-2$
8
10
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 3*v^4*z^2 + 5*v^2*z^4 - 2*v^4 + 9*v^2*z^2 - z^4 + 6*v^2 - 3*z^2 - 3
comment: $a=-4$
8
10
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 3*l^4*m^2 - 5*l^2*m^4 - 3*l^4 + 9*l^2*m^2 - m^4 - 6*l^2 + 3*m^2 - 2
8
10
$\bar K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 3*v^4*z^2 + 5*v^2*z^4 - 3*v^4 + 9*v^2*z^2 - z^4 + 6*v^2 - 3*z^2 - 2
8
10
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 3*l^4*m^2 - 5*l^2*m^4 - 2*l^4 + 9*l^2*m^2 - m^4 - 6*l^2 + 3*m^2 - 3
comment: $a=-4$
8
11
$K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - 2*v^4*z^2 - v^2*z^4 - 2*v^4 - v^2*z^2 + v^2 + z^2 + 1
8
11
$K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - l^4*m^2 - l^2*m^4 - l^4 + 2*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-6$
8
11
$\bar K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - v^4*z^2 - v^2*z^4 + v^4 - 2*v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-6$
8
11
$\bar K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + 2*l^4*m^2 + l^2*m^4 - 2*l^4 - l^2*m^2 - l^2 - m^2 + 1
8
12
$K$
$(v,z)$:
v^8 - 2*v^6*z^2 + v^4*z^4 - v^6 + v^4*z^2 + v^4 - 2*v^2*z^2 - v^2 + 1
comment: $a=-4$
8
12
$K$
$(l,m)$:
l^8 - 2*l^6*m^2 + l^4*m^4 + l^6 - l^4*m^2 + l^4 - 2*l^2*m^2 + l^2 + 1
comment: $a=-4$
8
13
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 + v^4*z^2 + v^2*z^4 + 2*v^2*z^2 + 2*v^2 - z^2 - 1
comment: $a=-4$
8
13
$K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + 2*l^4*m^2 + l^2*m^4 - 2*l^4 - l^2*m^2 - m^2
comment: $a=-2$
8
13
$\bar K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + 2*v^4*z^2 + v^2*z^4 + 2*v^4 + v^2*z^2 - z^2
comment: $a=-2$
8
13
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 - l^4*m^2 - l^2*m^4 + 2*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-4$
8
14
$K$
$(v,z)$:
v^6*z^2 - v^4*z^4 - v^4*z^2 - v^2*z^4 - v^2*z^2 + z^2 + 1
8
14
$K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - l^4*m^2 - l^2*m^4 + l^2*m^2 + m^2
comment: $a=-6$
8
14
$\bar K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - v^4*z^2 - v^2*z^4 - v^2*z^2 + z^2
comment: $a=-6$
8
14
$\bar K$
$(l,m)$:
l^6*m^2 - l^4*m^4 + l^4*m^2 + l^2*m^4 - l^2*m^2 - m^2 + 1
8
15
$K$
$(v,z)$:
v^6 - 3*v^4*z^2 + 2*v^2*z^4 - 4*v^4 + 5*v^2*z^2 + z^4 + 3*v^2 + 2*z^2 + 1
comment: $a=4$
8
15
$K$
$(l,m)$:
l^6*m^4 - 2*l^6*m^2 - 2*l^4*m^4 + l^6 + 5*l^4*m^2 - 3*l^4 + 3*l^2*m^2 - 4*l^2 - 1
comment: $a=-10$
8
15
$\bar K$
$(v,z)$:
v^6*z^4 + 2*v^6*z^2 + 2*v^4*z^4 + v^6 + 5*v^4*z^2 + 3*v^4 - 3*v^2*z^2 - 4*v^2 + 1
comment: $a=-10$
8
15
$\bar K$
$(l,m)$:
-l^6 + 3*l^4*m^2 - 2*l^2*m^4 - 4*l^4 + 5*l^2*m^2 + m^4 - 3*l^2 - 2*m^2 + 1
comment: $a=4$
8
16
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 2*v^4*z^2 + 4*v^2*z^4 + 5*v^2*z^2 - z^4 + 2*v^2 - 2*z^2 - 1
comment: $a=-4$
8
16
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 2*l^4*m^2 - 4*l^2*m^4 - l^4 + 5*l^2*m^2 - m^4 - 2*l^2 + 2*m^2
8
16
$\bar K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 2*v^4*z^2 + 4*v^2*z^4 - v^4 + 5*v^2*z^2 - z^4 + 2*v^2 - 2*z^2
8
16
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 2*l^4*m^2 - 4*l^2*m^4 + 5*l^2*m^2 - m^4 - 2*l^2 + 2*m^2 - 1
comment: $a=-4$
8
17
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 2*v^4*z^2 - 4*v^2*z^4 + v^4 - 5*v^2*z^2 + z^4 - v^2 + 2*z^2 + 1
comment: $a=-2$
8
17
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 2*l^4*m^2 - 4*l^2*m^4 - l^4 + 5*l^2*m^2 - m^4 - l^2 + 2*m^2 - 1
comment: $a=-2$
8
18
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + v^4*z^2 - 3*v^2*z^4 - v^4 - v^2*z^2 + z^4 + 3*v^2 + z^2 - 1
comment: $a=-2$
8
18
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + l^4*m^2 - 3*l^2*m^4 + l^4 + l^2*m^2 - m^4 + 3*l^2 + m^2 + 1
comment: $a=-2$
8
19
$K$
$(v,z)$:
-v^2*z^4 + z^6 + v^4 - 5*v^2*z^2 + 6*z^4 - 5*v^2 + 10*z^2 + 5
comment: $a=6$
8
19
$K$
$(l,m)$:
l^4*m^6 - 6*l^4*m^4 + 10*l^4*m^2 - l^2*m^4 - 5*l^4 + 5*l^2*m^2 - 5*l^2 - 1
comment: $a=-10$
8
19
$\bar K$
$(v,z)$:
v^4*z^6 + 6*v^4*z^4 + 10*v^4*z^2 - v^2*z^4 + 5*v^4 - 5*v^2*z^2 - 5*v^2 + 1
comment: $a=-10$
8
19
$\bar K$
$(l,m)$:
-l^2*m^4 + m^6 - l^4 + 5*l^2*m^2 - 6*m^4 - 5*l^2 + 10*m^2 - 5
comment: $a=6$
8
20
$K$
$(v,z)$:
-v^4*z^2 + v^2*z^4 - v^4 + 4*v^2*z^2 + 4*v^2 - z^2 - 2
comment: $a=-4$
8
20
$K$
$(l,m)$:
l^4*m^2 - l^2*m^4 - 2*l^4 + 4*l^2*m^2 - 4*l^2 + m^2 - 1
8
20
$\bar K$
$(v,z)$:
-v^4*z^2 + v^2*z^4 - 2*v^4 + 4*v^2*z^2 + 4*v^2 - z^2 - 1
8
20
$\bar K$
$(l,m)$:
l^4*m^2 - l^2*m^4 - l^4 + 4*l^2*m^2 - 4*l^2 + m^2 - 2
comment: $a=-4$
8
21
$K$
$(v,z)$:
v^4*z^2 - v^2*z^4 + v^4 - 3*v^2*z^2 - 3*v^2 + 2*z^2 + 3
comment: $a=2$
8
21
$K$
$(l,m)$:
2*l^4*m^2 - l^2*m^4 - 3*l^4 + 3*l^2*m^2 - 3*l^2 + m^2 - 1
comment: $a=-6$
8
21
$\bar K$
$(v,z)$:
2*v^4*z^2 - v^2*z^4 + 3*v^4 - 3*v^2*z^2 - 3*v^2 + z^2 + 1
comment: $a=-6$
8
21
$\bar K$
$(l,m)$:
l^4*m^2 - l^2*m^4 - l^4 + 3*l^2*m^2 - 3*l^2 + 2*m^2 - 3
comment: $a=2$
9
1
$K$
$(v,z)$:
-v^2*z^6 + z^8 - 6*v^2*z^4 + 8*z^6 - 10*v^2*z^2 + 21*z^4 - 4*v^2 + 20*z^2 + 5
comment: $a=8$
9
1
$K$
$(l,m)$:
l^2*m^8 - 8*l^2*m^6 + 21*l^2*m^4 - m^6 - 20*l^2*m^2 + 6*m^4 + 5*l^2 - 10*m^2 + 4
comment: $a=-10$
9
1
$\bar K$
$(v,z)$:
v^2*z^8 + 8*v^2*z^6 + 21*v^2*z^4 - z^6 + 20*v^2*z^2 - 6*z^4 + 5*v^2 - 10*z^2 - 4
comment: $a=-10$
9
1
$\bar K$
$(l,m)$:
-l^2*m^6 + m^8 + 6*l^2*m^4 - 8*m^6 - 10*l^2*m^2 + 21*m^4 + 4*l^2 - 20*m^2 + 5
comment: $a=8$
9
2
$K$
$(v,z)$:
-v^8 + v^6*z^2 + v^6 + v^4*z^2 + v^2*z^2 + z^2 + 1
comment: $a=2$
9
2
$K$
$(l,m)$:
l^8*m^2 - l^8 - l^6*m^2 + l^4*m^2 - l^2*m^2 + l^2 + 1
comment: $a=-10$
9
2
$\bar K$
$(v,z)$:
v^8*z^2 + v^8 + v^6*z^2 + v^4*z^2 + v^2*z^2 + v^2 - 1
comment: $a=-10$
9
2
$\bar K$
$(l,m)$:
l^8 - l^6*m^2 + l^6 + l^4*m^2 - l^2*m^2 + m^2 - 1
comment: $a=2$
9
3
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 4*v^4*z^2 + 5*v^2*z^4 + z^6 - 3*v^4 + 7*v^2*z^2 + 5*z^4 + 3*v^2 + 6*z^2 + 1
comment: $a=6$
9
3
$K$
$(l,m)$:
l^4*m^6 - 5*l^4*m^4 - l^2*m^6 + 6*l^4*m^2 + 5*l^2*m^4 - l^4 - 7*l^2*m^2 + m^4 + 3*l^2 - 4*m^2 + 3
comment: $a=-10$
9
3
$\bar K$
$(v,z)$:
v^4*z^6 + 5*v^4*z^4 + v^2*z^6 + 6*v^4*z^2 + 5*v^2*z^4 + v^4 + 7*v^2*z^2 - z^4 + 3*v^2 - 4*z^2 - 3
comment: $a=-10$
9
3
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 4*l^4*m^2 + 5*l^2*m^4 + m^6 + 3*l^4 - 7*l^2*m^2 - 5*m^4 + 3*l^2 + 6*m^2 - 1
comment: $a=6$
9
4
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - 2*v^6 + 3*v^4*z^2 + v^2*z^4 + 2*v^4 + 2*v^2*z^2 + z^4 + 3*z^2 + 1
comment: $a=4$
9
4
$K$
$(l,m)$:
l^6*m^4 - 3*l^6*m^2 - l^4*m^4 + l^6 + 2*l^4*m^2 + l^2*m^4 - 3*l^2*m^2 + 2*l^2 - m^2 + 2
comment: $a=-10$
9
4
$\bar K$
$(v,z)$:
v^6*z^4 + 3*v^6*z^2 + v^4*z^4 + v^6 + 2*v^4*z^2 + v^2*z^4 + 3*v^2*z^2 + 2*v^2 - z^2 - 2
comment: $a=-10$
9
4
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + 2*l^6 - 3*l^4*m^2 - l^2*m^4 + 2*l^4 + 2*l^2*m^2 + m^4 - 3*m^2 + 1
comment: $a=4$
9
5
$K$
$(v,z)$:
-v^8 + v^6*z^2 + 2*v^4*z^2 + v^4 + 2*v^2*z^2 + v^2 + z^2
comment: $a=2$
9
5
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^2 + l^6 + 2*l^4*m^2 - l^4 - l^2*m^2 + 1
comment: $a=-10$
9
5
$\bar K$
$(v,z)$:
v^8*z^2 + 2*v^6*z^2 + v^6 + 2*v^4*z^2 + v^4 + v^2*z^2 - 1
comment: $a=-10$
9
5
$\bar K$
$(l,m)$:
l^8 - l^6*m^2 + 2*l^4*m^2 - l^4 - 2*l^2*m^2 + l^2 + m^2
comment: $a=2$
9
6
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 3*v^4*z^2 + 4*v^2*z^4 + z^6 - v^4 + 3*v^2*z^2 + 5*z^4 - v^2 + 7*z^2 + 3
comment: $a=6$
9
6
$K$
$(l,m)$:
l^4*m^6 - 5*l^4*m^4 - l^2*m^6 + 7*l^4*m^2 + 4*l^2*m^4 - 3*l^4 - 3*l^2*m^2 + m^4 - l^2 - 3*m^2 + 1
comment: $a=-10$
9
6
$\bar K$
$(v,z)$:
v^4*z^6 + 5*v^4*z^4 + v^2*z^6 + 7*v^4*z^2 + 4*v^2*z^4 + 3*v^4 + 3*v^2*z^2 - z^4 - v^2 - 3*z^2 - 1
comment: $a=-10$
9
6
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 3*l^4*m^2 + 4*l^2*m^4 + m^6 + l^4 - 3*l^2*m^2 - 5*m^4 - l^2 + 7*m^2 - 3
comment: $a=6$
9
7
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + 2*v^4*z^2 + v^2*z^4 + v^4 + v^2*z^2 + z^4 - v^2 + 3*z^2 + 2
comment: $a=4$
9
7
$K$
$(l,m)$:
l^6*m^4 - 3*l^6*m^2 - l^4*m^4 + 2*l^6 + l^4*m^2 + l^2*m^4 + l^4 - 2*l^2*m^2 + l^2 - m^2 + 1
comment: $a=-10$
9
7
$\bar K$
$(v,z)$:
v^6*z^4 + 3*v^6*z^2 + v^4*z^4 + 2*v^6 + v^4*z^2 + v^2*z^4 - v^4 + 2*v^2*z^2 + v^2 - z^2 - 1
comment: $a=-10$
9
7
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - 2*l^4*m^2 - l^2*m^4 + l^4 + l^2*m^2 + m^4 + l^2 - 3*m^2 + 2
comment: $a=4$
9
8
$K$
$(v,z)$:
-v^8 + 2*v^6*z^2 - v^4*z^4 + 2*v^6 - v^4*z^2 - v^2*z^4 - 2*v^2*z^2 - v^2 + z^2 + 1
comment: $a=-2$
9
8
$K$
$(l,m)$:
l^8*m^2 - l^6*m^4 - l^8 + 2*l^6*m^2 + l^4*m^4 - l^6 - l^4*m^2 - 2*l^2*m^2 + 2*l^2 + 1
comment: $a=-6$
9
8
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - 2*v^6*z^2 - v^4*z^4 - v^6 - v^4*z^2 + 2*v^2*z^2 + 2*v^2 - 1
comment: $a=-6$
9
8
$\bar K$
$(l,m)$:
l^8 - 2*l^6*m^2 + l^4*m^4 + 2*l^6 - l^4*m^2 - l^2*m^4 + 2*l^2*m^2 - l^2 + m^2 - 1
comment: $a=-2$
9
9
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 3*v^4*z^2 + 4*v^2*z^4 + z^6 - 2*v^4 + 4*v^2*z^2 + 5*z^4 + v^2 + 7*z^2 + 2
comment: $a=6$
9
9
$K$
$(l,m)$:
l^4*m^6 - 5*l^4*m^4 - l^2*m^6 + 7*l^4*m^2 + 4*l^2*m^4 - 2*l^4 - 4*l^2*m^2 + m^4 + l^2 - 3*m^2 + 2
comment: $a=-10$
9
9
$\bar K$
$(v,z)$:
v^4*z^6 + 5*v^4*z^4 + v^2*z^6 + 7*v^4*z^2 + 4*v^2*z^4 + 2*v^4 + 4*v^2*z^2 - z^4 + v^2 - 3*z^2 - 2
comment: $a=-10$
9
9
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 3*l^4*m^2 + 4*l^2*m^4 + m^6 + 2*l^4 - 4*l^2*m^2 - 5*m^4 + l^2 + 7*m^2 - 2
comment: $a=6$
9
10
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - 2*v^6 + 2*v^4*z^2 + 2*v^2*z^4 + v^4 + 5*v^2*z^2 + z^4 + 2*v^2 + 2*z^2
comment: $a=4$
9
10
$K$
$(l,m)$:
l^6*m^4 - 2*l^6*m^2 - 2*l^4*m^4 + 5*l^4*m^2 + l^2*m^4 - 2*l^4 - 2*l^2*m^2 + l^2 - m^2 + 2
comment: $a=-10$
9
10
$\bar K$
$(v,z)$:
v^6*z^4 + 2*v^6*z^2 + 2*v^4*z^4 + 5*v^4*z^2 + v^2*z^4 + 2*v^4 + 2*v^2*z^2 + v^2 - z^2 - 2
comment: $a=-10$
9
10
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + 2*l^6 - 2*l^4*m^2 - 2*l^2*m^4 + l^4 + 5*l^2*m^2 + m^4 - 2*l^2 - 2*m^2
comment: $a=4$
9
11
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 + v^6 - 4*v^4*z^2 + 2*v^2*z^4 - v^4 + 6*v^2*z^2 + 3*v^2 - z^2 - 2
comment: $a=-8$
9
11
$K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - 2*l^6 + 6*l^4*m^2 - 4*l^2*m^4 - 3*l^4 + 4*l^2*m^2 - m^4 - l^2 + 3*m^2 - 1
comment: $a=2$
9
11
$\bar K$
$(v,z)$:
-v^6*z^2 + 2*v^4*z^4 - v^2*z^6 - 2*v^6 + 6*v^4*z^2 - 4*v^2*z^4 + 3*v^4 - 4*v^2*z^2 + z^4 - v^2 + 3*z^2 + 1
comment: $a=2$
9
11
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - l^6 + 4*l^4*m^2 - 2*l^2*m^4 - l^4 + 6*l^2*m^2 - 3*l^2 + m^2 - 2
comment: $a=-8$
9
12
$K$
$(v,z)$:
-v^8 + 2*v^6*z^2 - v^4*z^4 + 2*v^6 - v^4*z^2 - v^2*z^4 - v^4 - v^2*z^2 + z^2 + 1
9
12
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - l^6*m^2 - l^4*m^4 + l^4*m^2 - l^4 + 2*l^2*m^2 - 2*l^2 - 1
comment: $a=-8$
9
12
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - v^6*z^2 - v^4*z^4 - v^4*z^2 - v^4 + 2*v^2*z^2 + 2*v^2 - 1
comment: $a=-8$
9
12
$\bar K$
$(l,m)$:
-l^8 + 2*l^6*m^2 - l^4*m^4 - 2*l^6 + l^4*m^2 + l^2*m^4 - l^4 - l^2*m^2 - m^2 + 1
9
13
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + v^4*z^2 + 2*v^2*z^4 - v^4 + 5*v^2*z^2 + z^4 + 3*v^2 + 2*z^2
comment: $a=4$
9
13
$K$
$(l,m)$:
l^6*m^4 - 2*l^6*m^2 - 2*l^4*m^4 + 5*l^4*m^2 + l^2*m^4 - 3*l^4 - l^2*m^2 - l^2 - m^2 + 1
comment: $a=-10$
9
13
$\bar K$
$(v,z)$:
v^6*z^4 + 2*v^6*z^2 + 2*v^4*z^4 + 5*v^4*z^2 + v^2*z^4 + 3*v^4 + v^2*z^2 - v^2 - z^2 - 1
comment: $a=-10$
9
13
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - l^4*m^2 - 2*l^2*m^4 - l^4 + 5*l^2*m^2 + m^4 - 3*l^2 - 2*m^2
comment: $a=4$
9
14
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 + v^6*z^2 + v^4*z^4 + v^6 + v^4*z^2 + v^4 - 2*v^2*z^2 - 2*v^2 + 1
comment: $a=-6$
9
14
$K$
$(l,m)$:
-l^8 + 2*l^6*m^2 - l^4*m^4 - 2*l^6 + l^4*m^2 + l^2*m^4 - l^4 - l^2*m^2 + l^2 - m^2
comment: $a=-2$
9
14
$\bar K$
$(v,z)$:
v^8 - 2*v^6*z^2 + v^4*z^4 - 2*v^6 + v^4*z^2 + v^2*z^4 + v^4 + v^2*z^2 + v^2 - z^2
comment: $a=-2$
9
14
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - l^6*m^2 - l^4*m^4 + l^6 + l^4*m^2 - l^4 + 2*l^2*m^2 - 2*l^2 - 1
comment: $a=-6$
9
15
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - v^6*z^2 - v^4*z^4 - v^6 + v^4 + 2*v^2*z^2 + v^2 - 1
comment: $a=-8$
9
15
$K$
$(l,m)$:
-l^8 + 2*l^6*m^2 - l^4*m^4 - l^6 + l^2*m^4 + l^4 - l^2*m^2 + l^2 - m^2 + 1
9
15
$\bar K$
$(v,z)$:
-v^8 + 2*v^6*z^2 - v^4*z^4 + v^6 - v^2*z^4 + v^4 - v^2*z^2 - v^2 + z^2 + 1
9
15
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - l^6*m^2 - l^4*m^4 + l^6 + l^4 + 2*l^2*m^2 - l^2 - 1
comment: $a=-8$
9
16
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 2*v^4*z^2 + 3*v^2*z^4 + z^6 + 5*z^4 - 3*v^2 + 8*z^2 + 4
comment: $a=6$
9
16
$K$
$(l,m)$:
l^4*m^6 - 5*l^4*m^4 - l^2*m^6 + 8*l^4*m^2 + 3*l^2*m^4 - 4*l^4 + m^4 - 3*l^2 - 2*m^2
comment: $a=-10$
9
16
$\bar K$
$(v,z)$:
v^4*z^6 + 5*v^4*z^4 + v^2*z^6 + 8*v^4*z^2 + 3*v^2*z^4 + 4*v^4 - z^4 - 3*v^2 - 2*z^2
comment: $a=-10$
9
16
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 2*l^4*m^2 + 3*l^2*m^4 + m^6 - 5*m^4 - 3*l^2 + 8*m^2 - 4
comment: $a=6$
9
17
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 4*v^4*z^4 + 5*v^4*z^2 - 2*v^2*z^4 + 2*v^4 - 6*v^2*z^2 - 3*v^2 + z^2 + 2
comment: $a=-2$
9
17
$K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - 2*l^6 + 6*l^4*m^2 - 4*l^2*m^4 - 3*l^4 + 5*l^2*m^2 - m^4 - 2*l^2 + 2*m^2
comment: $a=-4$
9
17
$\bar K$
$(v,z)$:
v^6*z^2 - 2*v^4*z^4 + v^2*z^6 + 2*v^6 - 6*v^4*z^2 + 4*v^2*z^4 - 3*v^4 + 5*v^2*z^2 - z^4 + 2*v^2 - 2*z^2
comment: $a=-4$
9
17
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 + 5*l^4*m^2 - 2*l^2*m^4 - 2*l^4 + 6*l^2*m^2 - 3*l^2 + m^2 - 2
comment: $a=-2$
9
18
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + v^4*z^2 + 2*v^2*z^4 + 4*v^2*z^2 + z^4 + v^2 + 2*z^2 + 1
comment: $a=4$
9
18
$K$
$(l,m)$:
l^6*m^4 - 2*l^6*m^2 - 2*l^4*m^4 + l^6 + 4*l^4*m^2 + l^2*m^4 - l^4 - l^2*m^2 - m^2 + 1
comment: $a=-10$
9
18
$\bar K$
$(v,z)$:
v^6*z^4 + 2*v^6*z^2 + 2*v^4*z^4 + v^6 + 4*v^4*z^2 + v^2*z^4 + v^4 + v^2*z^2 - z^2 - 1
comment: $a=-10$
9
18
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - l^4*m^2 - 2*l^2*m^4 + 4*l^2*m^2 + m^4 - l^2 - 2*m^2 + 1
comment: $a=4$
9
19
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 + v^6*z^2 + v^4*z^4 + v^6 - 2*v^2*z^2 - v^2 + 1
comment: $a=-4$
9
19
$K$
$(l,m)$:
l^8 - 2*l^6*m^2 + l^4*m^4 + l^6 - l^2*m^4 + l^2*m^2 - l^2 + m^2
comment: $a=-4$
9
19
$\bar K$
$(v,z)$:
v^8 - 2*v^6*z^2 + v^4*z^4 - v^6 + v^2*z^4 + v^2*z^2 + v^2 - z^2
comment: $a=-4$
9
19
$\bar K$
$(l,m)$:
l^8*m^2 - l^6*m^4 + l^6*m^2 + l^4*m^4 - l^6 - 2*l^2*m^2 + l^2 + 1
comment: $a=-4$
9
20
$K$
$(v,z)$:
-v^6*z^2 + 2*v^4*z^4 - v^2*z^6 - v^6 + 5*v^4*z^2 - 4*v^2*z^4 + 2*v^4 - 5*v^2*z^2 + z^4 - 2*v^2 + 3*z^2 + 2
comment: $a=2$
9
20
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - 2*l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 2*l^4 + 5*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-8$
9
20
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 + 2*v^6 - 5*v^4*z^2 + 2*v^2*z^4 - 2*v^4 + 5*v^2*z^2 + 2*v^2 - z^2 - 1
comment: $a=-8$
9
20
$\bar K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - l^6 + 5*l^4*m^2 - 4*l^2*m^4 - 2*l^4 + 5*l^2*m^2 - m^4 - 2*l^2 + 3*m^2 - 2
comment: $a=2$
9
21
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 - v^4*z^4 + v^6 + 2*v^2*z^2 + v^2 - 1
comment: $a=-8$
9
21
$K$
$(l,m)$:
-l^8 + 2*l^6*m^2 - l^4*m^4 - l^6 + l^2*m^4 - l^2 - m^2
9
21
$\bar K$
$(v,z)$:
-v^8 + 2*v^6*z^2 - v^4*z^4 + v^6 - v^2*z^4 + v^2 + z^2
9
21
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - l^4*m^4 - l^6 + 2*l^2*m^2 - l^2 - 1
comment: $a=-8$
9
22
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 4*v^4*z^4 - v^6 + 6*v^4*z^2 - 2*v^2*z^4 + 4*v^4 - 6*v^2*z^2 - 4*v^2 + z^2 + 2
comment: $a=-2$
9
22
$K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - 2*l^6 + 6*l^4*m^2 - 4*l^2*m^4 - 4*l^4 + 6*l^2*m^2 - m^4 - 4*l^2 + 2*m^2 - 1
comment: $a=-4$
9
22
$\bar K$
$(v,z)$:
v^6*z^2 - 2*v^4*z^4 + v^2*z^6 + 2*v^6 - 6*v^4*z^2 + 4*v^2*z^4 - 4*v^4 + 6*v^2*z^2 - z^4 + 4*v^2 - 2*z^2 - 1
comment: $a=-4$
9
22
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 - l^6 + 6*l^4*m^2 - 2*l^2*m^4 - 4*l^4 + 6*l^2*m^2 - 4*l^2 + m^2 - 2
comment: $a=-2$
9
23
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 + 2*v^2*z^4 - 2*v^4 + 4*v^2*z^2 + z^4 + 2*v^2 + 2*z^2 + 1
comment: $a=4$
9
23
$K$
$(l,m)$:
l^6*m^4 - 2*l^6*m^2 - 2*l^4*m^4 + l^6 + 4*l^4*m^2 + l^2*m^4 - 2*l^4 - 2*l^2 - m^2
comment: $a=-10$
9
23
$\bar K$
$(v,z)$:
v^6*z^4 + 2*v^6*z^2 + 2*v^4*z^4 + v^6 + 4*v^4*z^2 + v^2*z^4 + 2*v^4 - 2*v^2 - z^2
comment: $a=-10$
9
23
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 - 2*l^2*m^4 - 2*l^4 + 4*l^2*m^2 + m^4 - 2*l^2 - 2*m^2 + 1
comment: $a=4$
9
24
$K$
$(v,z)$:
-v^6*z^2 + 2*v^4*z^4 - v^2*z^6 - 2*v^6 + 6*v^4*z^2 - 4*v^2*z^4 + 5*v^4 - 6*v^2*z^2 + z^4 - 3*v^2 + 2*z^2 + 1
comment: $a=-2$
9
24
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 - l^6 + 6*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 6*l^2*m^2 - 5*l^2 + m^2 - 2
comment: $a=-4$
9
24
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 4*v^4*z^4 + v^6 - 6*v^4*z^2 + 2*v^2*z^4 - 3*v^4 + 6*v^2*z^2 + 5*v^2 - z^2 - 2
comment: $a=-4$
9
24
$\bar K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - 2*l^6 + 6*l^4*m^2 - 4*l^2*m^4 - 5*l^4 + 6*l^2*m^2 - m^4 - 3*l^2 + 2*m^2 - 1
comment: $a=-2$
9
25
$K$
$(v,z)$:
-v^8 + 3*v^6*z^2 - 2*v^4*z^4 + 3*v^6 - 4*v^4*z^2 - v^2*z^4 - 3*v^4 + v^2 + z^2 + 1
9
25
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - 2*l^4*m^4 - l^6 + 4*l^4*m^2 - 3*l^4 + 3*l^2*m^2 - 3*l^2 - 1
comment: $a=-8$
9
25
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - 2*v^4*z^4 + v^6 - 4*v^4*z^2 - 3*v^4 + 3*v^2*z^2 + 3*v^2 - 1
comment: $a=-8$
9
25
$\bar K$
$(l,m)$:
-l^8 + 3*l^6*m^2 - 2*l^4*m^4 - 3*l^6 + 4*l^4*m^2 + l^2*m^4 - 3*l^4 - l^2 - m^2 + 1
9
26
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 4*v^4*z^4 + 6*v^4*z^2 - 2*v^2*z^4 + 3*v^4 - 5*v^2*z^2 - 3*v^2 + z^2 + 1
comment: $a=-6$
9
26
$K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - l^6 + 5*l^4*m^2 - 4*l^2*m^4 - 3*l^4 + 6*l^2*m^2 - m^4 - 3*l^2 + 2*m^2
9
26
$\bar K$
$(v,z)$:
v^6*z^2 - 2*v^4*z^4 + v^2*z^6 + v^6 - 5*v^4*z^2 + 4*v^2*z^4 - 3*v^4 + 6*v^2*z^2 - z^4 + 3*v^2 - 2*z^2
9
26
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 + 6*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 5*l^2*m^2 - 3*l^2 + m^2 - 1
comment: $a=-6$
9
27
$K$
$(v,z)$:
-v^6*z^2 + 2*v^4*z^4 - v^2*z^6 - v^6 + 5*v^4*z^2 - 4*v^2*z^4 + 3*v^4 - 6*v^2*z^2 + z^4 - 2*v^2 + 2*z^2 + 1
comment: $a=-2$
9
27
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 - l^6 + 6*l^4*m^2 - 2*l^2*m^4 - 2*l^4 + 5*l^2*m^2 - 3*l^2 + m^2 - 1
comment: $a=-4$
9
27
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 4*v^4*z^4 + v^6 - 6*v^4*z^2 + 2*v^2*z^4 - 2*v^4 + 5*v^2*z^2 + 3*v^2 - z^2 - 1
comment: $a=-4$
9
27
$\bar K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - l^6 + 5*l^4*m^2 - 4*l^2*m^4 - 3*l^4 + 6*l^2*m^2 - m^4 - 2*l^2 + 2*m^2 - 1
comment: $a=-2$
9
28
$K$
$(v,z)$:
v^6*z^2 - 2*v^4*z^4 + v^2*z^6 + v^6 - 5*v^4*z^2 + 4*v^2*z^4 - 4*v^4 + 7*v^2*z^2 - z^4 + 5*v^2 - 2*z^2 - 1
9
28
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 - l^6 + 7*l^4*m^2 - 2*l^2*m^4 - 5*l^4 + 5*l^2*m^2 - 4*l^2 + m^2 - 1
comment: $a=-6$
9
28
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 4*v^4*z^4 - v^6 + 7*v^4*z^2 - 2*v^2*z^4 + 5*v^4 - 5*v^2*z^2 - 4*v^2 + z^2 + 1
comment: $a=-6$
9
28
$\bar K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - l^6 + 5*l^4*m^2 - 4*l^2*m^4 - 4*l^4 + 7*l^2*m^2 - m^4 - 5*l^2 + 2*m^2 - 1
9
29
$K$
$(v,z)$:
v^6*z^2 - 2*v^4*z^4 + v^2*z^6 + v^6 - 5*v^4*z^2 + 4*v^2*z^4 - 3*v^4 + 7*v^2*z^2 - z^4 + 5*v^2 - 2*z^2 - 2
comment: $a=-4$
9
29
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 - 2*l^6 + 7*l^4*m^2 - 2*l^2*m^4 - 5*l^4 + 5*l^2*m^2 - 3*l^2 + m^2 - 1
comment: $a=-2$
9
29
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 4*v^4*z^4 - 2*v^6 + 7*v^4*z^2 - 2*v^2*z^4 + 5*v^4 - 5*v^2*z^2 - 3*v^2 + z^2 + 1
comment: $a=-2$
9
29
$\bar K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - l^6 + 5*l^4*m^2 - 4*l^2*m^4 - 3*l^4 + 7*l^2*m^2 - m^4 - 5*l^2 + 2*m^2 - 2
comment: $a=-4$
9
30
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 4*v^4*z^4 + 2*v^6 - 7*v^4*z^2 + 2*v^2*z^4 - 4*v^4 + 5*v^2*z^2 + 4*v^2 - z^2 - 1
comment: $a=-4$
9
30
$K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - l^6 + 5*l^4*m^2 - 4*l^2*m^4 - 4*l^4 + 7*l^2*m^2 - m^4 - 4*l^2 + 2*m^2 - 2
comment: $a=-2$
9
30
$\bar K$
$(v,z)$:
-v^6*z^2 + 2*v^4*z^4 - v^2*z^6 - v^6 + 5*v^4*z^2 - 4*v^2*z^4 + 4*v^4 - 7*v^2*z^2 + z^4 - 4*v^2 + 2*z^2 + 2
comment: $a=-2$
9
30
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 - 2*l^6 + 7*l^4*m^2 - 2*l^2*m^4 - 4*l^4 + 5*l^2*m^2 - 4*l^2 + m^2 - 1
comment: $a=-4$
9
31
$K$
$(v,z)$:
v^6*z^2 - 2*v^4*z^4 + v^2*z^6 - 4*v^4*z^2 + 4*v^2*z^4 - 2*v^4 + 7*v^2*z^2 - z^4 + 4*v^2 - 2*z^2 - 1
9
31
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 - l^6 + 7*l^4*m^2 - 2*l^2*m^4 - 4*l^4 + 4*l^2*m^2 - 2*l^2 + m^2
comment: $a=-6$
9
31
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 4*v^4*z^4 - v^6 + 7*v^4*z^2 - 2*v^2*z^4 + 4*v^4 - 4*v^2*z^2 - 2*v^2 + z^2
comment: $a=-6$
9
31
$\bar K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 + 4*l^4*m^2 - 4*l^2*m^4 - 2*l^4 + 7*l^2*m^2 - m^4 - 4*l^2 + 2*m^2 - 1
9
32
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - v^6*z^2 + 3*v^4*z^4 + v^6 + 3*v^4*z^2 - 2*v^2*z^4 + v^4 - 4*v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-6$
9
32
$K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - l^6 + 4*l^4*m^2 - 3*l^2*m^4 - 2*l^4 + 3*l^2*m^2 - m^4 - l^2 + m^2 + 1
9
32
$\bar K$
$(v,z)$:
v^6*z^2 - 2*v^4*z^4 + v^2*z^6 + v^6 - 4*v^4*z^2 + 3*v^2*z^4 - 2*v^4 + 3*v^2*z^2 - z^4 + v^2 - z^2 + 1
9
32
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 3*l^4*m^4 + l^6 + 3*l^4*m^2 - 2*l^2*m^4 - l^4 + 4*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-6$
9
33
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 3*v^4*z^4 - 3*v^4*z^2 + 2*v^2*z^4 + 4*v^2*z^2 + 2*v^2 - z^2 - 1
comment: $a=-4$
9
33
$K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - l^6 + 4*l^4*m^2 - 3*l^2*m^4 - 2*l^4 + 3*l^2*m^2 - m^4 + m^2
comment: $a=-2$
9
33
$\bar K$
$(v,z)$:
-v^6*z^2 + 2*v^4*z^4 - v^2*z^6 - v^6 + 4*v^4*z^2 - 3*v^2*z^4 + 2*v^4 - 3*v^2*z^2 + z^4 + z^2
comment: $a=-2$
9
33
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 3*l^4*m^4 + 3*l^4*m^2 - 2*l^2*m^4 + 4*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-4$
9
34
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 3*v^4*z^4 + v^6 - 4*v^4*z^2 + 2*v^2*z^4 - v^4 + 3*v^2*z^2 + v^2 - z^2
comment: $a=-4$
9
34
$K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 + 3*l^4*m^2 - 3*l^2*m^4 - l^4 + 4*l^2*m^2 - m^4 - l^2 + m^2 - 1
comment: $a=-2$
9
34
$\bar K$
$(v,z)$:
-v^6*z^2 + 2*v^4*z^4 - v^2*z^6 + 3*v^4*z^2 - 3*v^2*z^4 + v^4 - 4*v^2*z^2 + z^4 - v^2 + z^2 + 1
comment: $a=-2$
9
34
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 3*l^4*m^4 - l^6 + 4*l^4*m^2 - 2*l^2*m^4 - l^4 + 3*l^2*m^2 - l^2 + m^2
comment: $a=-4$
9
35
$K$
$(v,z)$:
-v^8 + v^6*z^2 - v^6 + 3*v^4*z^2 + 3*v^4 + 2*v^2*z^2 + z^2
comment: $a=2$
9
35
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^2 + 3*l^4*m^2 - 3*l^4 - l^2*m^2 - l^2 + 1
comment: $a=-10$
9
35
$\bar K$
$(v,z)$:
v^8*z^2 + 2*v^6*z^2 + 3*v^4*z^2 + 3*v^4 + v^2*z^2 - v^2 - 1
comment: $a=-10$
9
35
$\bar K$
$(l,m)$:
l^8 - l^6*m^2 - l^6 + 3*l^4*m^2 - 3*l^4 - 2*l^2*m^2 + m^2
comment: $a=2$
9
36
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 + 2*v^6 - 5*v^4*z^2 + 2*v^2*z^4 - 3*v^4 + 6*v^2*z^2 + 4*v^2 - z^2 - 2
comment: $a=-8$
9
36
$K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 - 2*l^6 + 6*l^4*m^2 - 4*l^2*m^4 - 4*l^4 + 5*l^2*m^2 - m^4 - 3*l^2 + 3*m^2 - 2
comment: $a=2$
9
36
$\bar K$
$(v,z)$:
-v^6*z^2 + 2*v^4*z^4 - v^2*z^6 - 2*v^6 + 6*v^4*z^2 - 4*v^2*z^4 + 4*v^4 - 5*v^2*z^2 + z^4 - 3*v^2 + 3*z^2 + 2
comment: $a=2$
9
36
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - 2*l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 6*l^2*m^2 - 4*l^2 + m^2 - 2
comment: $a=-8$
9
37
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 + v^6*z^2 + v^4*z^4 + 2*v^6 - v^4*z^2 - 2*v^4 - 2*v^2*z^2 + 1
comment: $a=-4$
9
37
$K$
$(l,m)$:
l^8 - 2*l^6*m^2 + l^4*m^4 + l^4*m^2 - l^2*m^4 - 2*l^4 + l^2*m^2 - 2*l^2 + m^2
comment: $a=-4$
9
37
$\bar K$
$(v,z)$:
v^8 - 2*v^6*z^2 + v^4*z^4 - v^4*z^2 + v^2*z^4 - 2*v^4 + v^2*z^2 + 2*v^2 - z^2
comment: $a=-4$
9
37
$\bar K$
$(l,m)$:
l^8*m^2 - l^6*m^4 + l^6*m^2 + l^4*m^4 - 2*l^6 + l^4*m^2 - 2*l^4 - 2*l^2*m^2 + 1
comment: $a=-4$
9
38
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^4*z^2 + 3*v^2*z^4 - 3*v^4 + 7*v^2*z^2 + z^4 + 4*v^2 + z^2
comment: $a=4$
9
38
$K$
$(l,m)$:
l^6*m^4 - l^6*m^2 - 3*l^4*m^4 + 7*l^4*m^2 + l^2*m^4 - 4*l^4 + l^2*m^2 - 3*l^2 - m^2
comment: $a=-10$
9
38
$\bar K$
$(v,z)$:
v^6*z^4 + v^6*z^2 + 3*v^4*z^4 + 7*v^4*z^2 + v^2*z^4 + 4*v^4 - v^2*z^2 - 3*v^2 - z^2
comment: $a=-10$
9
38
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^4*m^2 - 3*l^2*m^4 - 3*l^4 + 7*l^2*m^2 + m^4 - 4*l^2 - m^2
comment: $a=4$
9
39
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^6*z^2 - 2*v^4*z^4 + 2*v^6 - 3*v^4*z^2 - 2*v^4 + 3*v^2*z^2 + 2*v^2 - 1
comment: $a=-8$
9
39
$K$
$(l,m)$:
-l^8 + 3*l^6*m^2 - 2*l^4*m^4 - 2*l^6 + 3*l^4*m^2 + l^2*m^4 - 2*l^4 + l^2*m^2 - 2*l^2 - m^2
9
39
$\bar K$
$(v,z)$:
-v^8 + 3*v^6*z^2 - 2*v^4*z^4 + 2*v^6 - 3*v^4*z^2 - v^2*z^4 - 2*v^4 + v^2*z^2 + 2*v^2 + z^2
9
39
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^6*m^2 - 2*l^4*m^4 - 2*l^6 + 3*l^4*m^2 - 2*l^4 + 3*l^2*m^2 - 2*l^2 - 1
comment: $a=-8$
9
40
$K$
$(v,z)$:
v^6*z^2 - 2*v^4*z^4 + v^2*z^6 - 2*v^4*z^2 + 2*v^2*z^4 + v^4 - z^4 - 2*v^2 + 2
9
40
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 - 2*l^4*m^4 + 2*l^6 - 2*l^2*m^4 + 2*l^4 + 2*l^2*m^2 + l^2 + m^2
comment: $a=-6$
9
40
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 + 2*v^4*z^4 + 2*v^6 - 2*v^2*z^4 - 2*v^4 - 2*v^2*z^2 + v^2 + z^2
comment: $a=-6$
9
40
$\bar K$
$(l,m)$:
l^6*m^2 - 2*l^4*m^4 + l^2*m^6 + 2*l^4*m^2 - 2*l^2*m^4 + l^4 - m^4 + 2*l^2 + 2
9
41
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 + 2*v^4*z^4 + 4*v^4*z^2 + 3*v^4 - 3*v^2*z^2 - 3*v^2 + 1
comment: $a=-6$
9
41
$K$
$(l,m)$:
-l^8 + 3*l^6*m^2 - 2*l^4*m^4 - 3*l^6 + 4*l^4*m^2 + l^2*m^4 - 3*l^4 - m^2
comment: $a=-2$
9
41
$\bar K$
$(v,z)$:
v^8 - 3*v^6*z^2 + 2*v^4*z^4 - 3*v^6 + 4*v^4*z^2 + v^2*z^4 + 3*v^4 - z^2
comment: $a=-2$
9
41
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - 2*l^4*m^4 + 4*l^4*m^2 - 3*l^4 + 3*l^2*m^2 - 3*l^2 - 1
comment: $a=-6$
9
42
$K$
$(v,z)$:
v^4*z^2 - v^2*z^4 + 2*v^4 - 4*v^2*z^2 - 3*v^2 + z^2 + 2
comment: $a=-2$
9
42
$K$
$(l,m)$:
l^4*m^2 - l^2*m^4 - 2*l^4 + 4*l^2*m^2 - 3*l^2 + m^2 - 2
comment: $a=-2$
9
42
$\bar K$
$(v,z)$:
v^4*z^2 - v^2*z^4 + 2*v^4 - 4*v^2*z^2 - 3*v^2 + z^2 + 2
comment: $a=-2$
9
42
$\bar K$
$(l,m)$:
l^4*m^2 - l^2*m^4 - 2*l^4 + 4*l^2*m^2 - 3*l^2 + m^2 - 2
comment: $a=-2$
9
43
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 - v^6 + 4*v^4*z^2 - 5*v^2*z^4 + 3*v^4 - 7*v^2*z^2 + z^4 - 4*v^2 + 4*z^2 + 3
comment: $a=2$
9
43
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 4*l^6*m^2 - 5*l^4*m^4 - 3*l^6 + 7*l^4*m^2 - l^2*m^4 - 4*l^4 + 4*l^2*m^2 - 3*l^2 - 1
comment: $a=-8$
9
43
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 4*v^6*z^2 - 5*v^4*z^4 + 3*v^6 - 7*v^4*z^2 + v^2*z^4 - 4*v^4 + 4*v^2*z^2 + 3*v^2 - 1
comment: $a=-8$
9
43
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 - l^6 + 4*l^4*m^2 - 5*l^2*m^4 - 3*l^4 + 7*l^2*m^2 - m^4 - 4*l^2 + 4*m^2 - 3
comment: $a=2$
9
44
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + 3*v^4*z^2 + 3*v^4 - 2*v^2*z^2 - 2*v^2 + 1
comment: $a=-2$
9
44
$K$
$(l,m)$:
-l^6 + 2*l^4*m^2 - l^2*m^4 - 2*l^4 + 3*l^2*m^2 - 3*l^2 + m^2 - 1
comment: $a=-4$
9
44
$\bar K$
$(v,z)$:
v^6 - 2*v^4*z^2 + v^2*z^4 - 2*v^4 + 3*v^2*z^2 + 3*v^2 - z^2 - 1
comment: $a=-4$
9
44
$\bar K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + 3*l^4*m^2 - 3*l^4 + 2*l^2*m^2 - 2*l^2 - 1
comment: $a=-2$
9
45
$K$
$(v,z)$:
2*v^6*z^2 - v^4*z^4 + 2*v^6 - 2*v^4*z^2 - 2*v^4 + 2*v^2*z^2 + 2*v^2 - 1
comment: $a=-8$
9
45
$K$
$(l,m)$:
-l^6 + 2*l^4*m^2 - l^2*m^4 - 2*l^4 + 2*l^2*m^2 - 2*l^2 + 2*m^2 - 2
comment: $a=2$
9
45
$\bar K$
$(v,z)$:
-v^6 + 2*v^4*z^2 - v^2*z^4 + 2*v^4 - 2*v^2*z^2 - 2*v^2 + 2*z^2 + 2
comment: $a=2$
9
45
$\bar K$
$(l,m)$:
2*l^6*m^2 - l^4*m^4 - 2*l^6 + 2*l^4*m^2 - 2*l^4 + 2*l^2*m^2 - 2*l^2 - 1
comment: $a=-8$
9
46
$K$
$(v,z)$:
2*v^6 - v^4*z^2 - v^4 - v^2*z^2 - v^2 + 1
comment: $a=-6$
9
46
$K$
$(l,m)$:
-l^6 + l^4*m^2 - l^4 - l^2*m^2 + l^2 + 2
9
46
$\bar K$
$(v,z)$:
v^6 - v^4*z^2 - v^4 - v^2*z^2 - v^2 + 2
9
46
$\bar K$
$(l,m)$:
2*l^6 - l^4*m^2 + l^4 + l^2*m^2 - l^2 - 1
comment: $a=-6$
9
47
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 + v^6 - 3*v^4*z^2 + 4*v^2*z^4 - 2*v^4 + 4*v^2*z^2 - z^4 + v^2 - 2*z^2 + 1
9
47
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 + l^6 + 4*l^4*m^2 - l^2*m^4 - l^4 + 3*l^2*m^2 - 2*l^2 - 1
comment: $a=-6$
9
47
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 4*v^4*z^4 + v^6 + 4*v^4*z^2 - v^2*z^4 + v^4 - 3*v^2*z^2 - 2*v^2 + 1
comment: $a=-6$
9
47
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 - l^6 + 3*l^4*m^2 - 4*l^2*m^4 - 2*l^4 + 4*l^2*m^2 - m^4 - l^2 + 2*m^2 + 1
9
48
$K$
$(v,z)$:
v^6*z^2 - v^4*z^4 - v^4*z^2 + 3*v^2*z^2 + 3*v^2 - 2
comment: $a=-6$
9
48
$K$
$(l,m)$:
2*l^6 - 3*l^4*m^2 + l^2*m^4 + 3*l^4 - l^2*m^2 - m^2
9
48
$\bar K$
$(v,z)$:
-2*v^6 + 3*v^4*z^2 - v^2*z^4 + 3*v^4 - v^2*z^2 + z^2
9
48
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 - l^4*m^2 - 3*l^2*m^2 + 3*l^2 + 2
comment: $a=-6$
9
49
$K$
$(v,z)$:
-2*v^4*z^2 + 2*v^2*z^4 - 3*v^4 + 6*v^2*z^2 + z^4 + 4*v^2 + 2*z^2
comment: $a=4$
9
49
$K$
$(l,m)$:
l^4*m^4 - 2*l^4*m^2 - 2*l^2*m^4 + 6*l^2*m^2 - 4*l^2 + 2*m^2 - 3
comment: $a=-8$
9
49
$\bar K$
$(v,z)$:
v^4*z^4 + 2*v^4*z^2 + 2*v^2*z^4 + 6*v^2*z^2 + 4*v^2 - 2*z^2 - 3
comment: $a=-8$
9
49
$\bar K$
$(l,m)$:
2*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 6*l^2*m^2 + m^4 - 4*l^2 - 2*m^2
comment: $a=4$
10
1
$K$
$(v,z)$:
v^10 - v^8*z^2 - v^8 - v^6*z^2 - v^4*z^2 - v^2*z^2 + 1
comment: $a=-2$
10
1
$K$
$(l,m)$:
-l^10 + l^8*m^2 - l^6*m^2 + l^4*m^2 - l^2*m^2 + l^2 + 1
comment: $a=-8$
10
1
$\bar K$
$(v,z)$:
v^10 - v^8*z^2 - v^6*z^2 - v^4*z^2 - v^2*z^2 - v^2 + 1
comment: $a=-8$
10
1
$\bar K$
$(l,m)$:
l^10 - l^8*m^2 + l^8 + l^6*m^2 - l^4*m^2 + l^2*m^2 - 1
comment: $a=-2$
10
2
$K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 5*v^4*z^4 - 7*v^2*z^6 + 6*v^4*z^2 - 16*v^2*z^4 + z^6 + v^4 - 14*v^2*z^2 + 6*z^4 - 4*v^2 + 10*z^2 + 4
comment: $a=4$
10
2
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 6*l^4*m^4 - 7*l^2*m^6 - 10*l^4*m^2 + 16*l^2*m^4 - m^6 + 4*l^4 - 14*l^2*m^2 + 5*m^4 + 4*l^2 - 6*m^2 + 1
comment: $a=-8$
10
2
$\bar K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 6*v^4*z^4 - 7*v^2*z^6 + 10*v^4*z^2 - 16*v^2*z^4 + z^6 + 4*v^4 - 14*v^2*z^2 + 5*z^4 - 4*v^2 + 6*z^2 + 1
comment: $a=-8$
10
2
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 6*l^4*m^2 + 16*l^2*m^4 - m^6 + l^4 - 14*l^2*m^2 + 6*m^4 + 4*l^2 - 10*m^2 + 4
comment: $a=4$
10
3
$K$
$(v,z)$:
v^10 - v^8*z^2 - 2*v^6*z^2 - v^6 - 2*v^4*z^2 - v^2*z^2 + 1
comment: $a=-4$
10
3
$K$
$(l,m)$:
l^10 - l^8*m^2 + 2*l^6*m^2 - 2*l^4*m^2 + l^4 + l^2*m^2 - 1
comment: $a=-6$
10
3
$\bar K$
$(v,z)$:
v^10 - v^8*z^2 - 2*v^6*z^2 - 2*v^4*z^2 - v^4 - v^2*z^2 + 1
comment: $a=-6$
10
3
$\bar K$
$(l,m)$:
-l^10 + l^8*m^2 - 2*l^6*m^2 + l^6 + 2*l^4*m^2 - l^2*m^2 + 1
comment: $a=-4$
10
4
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + 2*v^8 - 3*v^6*z^2 - v^4*z^4 - 2*v^6 - 2*v^4*z^2 - v^2*z^4 - 2*v^2*z^2 + z^2 + 1
comment: $a=-4$
10
4
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - 2*l^6*m^2 - l^4*m^4 + 2*l^4*m^2 + l^2*m^4 - 3*l^2*m^2 + 2*l^2 - m^2 + 2
comment: $a=-4$
10
4
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - 2*v^6*z^2 - v^4*z^4 - 2*v^4*z^2 - v^2*z^4 - 3*v^2*z^2 - 2*v^2 + z^2 + 2
comment: $a=-4$
10
4
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + 2*l^8 - 3*l^6*m^2 - l^4*m^4 + 2*l^6 + 2*l^4*m^2 + l^2*m^4 - 2*l^2*m^2 - m^2 + 1
comment: $a=-4$
10
5
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 5*v^4*z^4 + 7*v^2*z^6 - 6*v^4*z^2 + 17*v^2*z^4 - z^6 - v^4 + 17*v^2*z^2 - 5*z^4 + 5*v^2 - 7*z^2 - 3
comment: $a=-6$
10
5
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 7*l^4*m^2 + 17*l^2*m^4 - m^6 + 3*l^4 - 17*l^2*m^2 + 5*m^4 + 5*l^2 - 6*m^2 + 1
comment: $a=2$
10
5
$\bar K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 5*v^4*z^4 + 7*v^2*z^6 - 7*v^4*z^2 + 17*v^2*z^4 - z^6 - 3*v^4 + 17*v^2*z^2 - 5*z^4 + 5*v^2 - 6*z^2 - 1
comment: $a=2$
10
5
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 6*l^4*m^2 + 17*l^2*m^4 - m^6 + l^4 - 17*l^2*m^2 + 5*m^4 + 5*l^2 - 7*m^2 + 3
comment: $a=-6$
10
6
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 - v^2*z^6 + v^6 - 4*v^4*z^2 - 4*v^2*z^4 - v^4 - 4*v^2*z^2 + z^4 - 2*v^2 + 4*z^2 + 3
comment: $a=2$
10
6
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 4*l^6*m^2 - 4*l^4*m^4 - l^2*m^6 - 3*l^6 + 4*l^4*m^2 + 4*l^2*m^4 - 2*l^4 - 4*l^2*m^2 + m^4 + l^2 - 3*m^2 + 1
comment: $a=-8$
10
6
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 4*v^6*z^2 - 4*v^4*z^4 - v^2*z^6 + 3*v^6 - 4*v^4*z^2 - 4*v^2*z^4 - 2*v^4 - 4*v^2*z^2 + z^4 - v^2 + 3*z^2 + 1
comment: $a=-8$
10
6
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + l^6 - 4*l^4*m^2 - 4*l^2*m^4 + l^4 + 4*l^2*m^2 - m^4 - 2*l^2 + 4*m^2 - 3
comment: $a=2$
10
7
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - 2*v^6*z^2 - v^4*z^4 - 2*v^6 - v^2*z^4 + v^4 - v^2*z^2 + z^2 + 1
10
7
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - l^6*m^2 - l^4*m^4 + l^2*m^4 + l^4 - 2*l^2*m^2 + 2*l^2 - m^2 + 1
comment: $a=-8$
10
7
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - v^6*z^2 - v^4*z^4 - v^2*z^4 + v^4 - 2*v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-8$
10
7
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - 2*l^6*m^2 - l^4*m^4 + 2*l^6 + l^2*m^4 + l^4 - l^2*m^2 - m^2 + 1
10
8
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 - v^2*z^6 + v^6 - 3*v^4*z^2 - 5*v^2*z^4 - 7*v^2*z^2 + z^4 - 3*v^2 + 4*z^2 + 3
10
8
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 4*l^6*m^2 + 5*l^4*m^4 + l^2*m^6 + 3*l^6 - 7*l^4*m^2 - 4*l^2*m^4 + 3*l^4 + 3*l^2*m^2 - m^4 + 3*m^2 - 1
comment: $a=-6$
10
8
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 4*v^6*z^2 - 5*v^4*z^4 - v^2*z^6 + 3*v^6 - 7*v^4*z^2 - 4*v^2*z^4 - 3*v^4 - 3*v^2*z^2 + z^4 + 3*z^2 + 1
comment: $a=-6$
10
8
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - l^2*m^6 - l^6 + 3*l^4*m^2 + 5*l^2*m^4 - 7*l^2*m^2 + m^4 + 3*l^2 - 4*m^2 + 3
10
9
$K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 5*v^4*z^4 - 7*v^2*z^6 + 7*v^4*z^2 - 17*v^2*z^4 + z^6 + 2*v^4 - 16*v^2*z^2 + 5*z^4 - 4*v^2 + 7*z^2 + 3
10
9
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 7*l^4*m^2 + 17*l^2*m^4 - m^6 + 3*l^4 - 16*l^2*m^2 + 5*m^4 + 4*l^2 - 7*m^2 + 2
comment: $a=-4$
10
9
$\bar K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 5*v^4*z^4 - 7*v^2*z^6 + 7*v^4*z^2 - 17*v^2*z^4 + z^6 + 3*v^4 - 16*v^2*z^2 + 5*z^4 - 4*v^2 + 7*z^2 + 2
comment: $a=-4$
10
9
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 7*l^4*m^2 + 17*l^2*m^4 - m^6 + 2*l^4 - 16*l^2*m^2 + 5*m^4 + 4*l^2 - 7*m^2 + 3
10
10
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 + v^6*z^2 + v^4*z^4 + v^6 + v^2*z^4 - v^4 + 2*v^2*z^2 + 2*v^2 - z^2 - 1
comment: $a=-6$
10
10
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - 2*l^6*m^2 - l^4*m^4 + 2*l^6 + l^2*m^4 + l^4 - l^2*m^2 + l^2 - m^2
comment: $a=-2$
10
10
$\bar K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 - v^8 + 2*v^6*z^2 + v^4*z^4 + 2*v^6 + v^2*z^4 - v^4 + v^2*z^2 + v^2 - z^2
comment: $a=-2$
10
10
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - l^6*m^2 - l^4*m^4 + l^6 + l^2*m^4 + l^4 - 2*l^2*m^2 + 2*l^2 - m^2 + 1
comment: $a=-6$
10
11
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - v^6*z^2 - 2*v^4*z^4 - 4*v^4*z^2 - v^2*z^4 - v^4 - 2*v^2*z^2 - v^2 + z^2 + 2
comment: $a=-2$
10
11
$K$
$(l,m)$:
l^8*m^2 - l^6*m^4 - 2*l^8 + 2*l^6*m^2 + 2*l^4*m^4 - l^6 - 4*l^4*m^2 - l^2*m^4 + l^4 + l^2*m^2 + m^2 - 1
comment: $a=-6$
10
11
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + 2*v^8 - 2*v^6*z^2 - 2*v^4*z^4 - v^6 - 4*v^4*z^2 - v^2*z^4 - v^4 - v^2*z^2 + z^2 + 1
comment: $a=-6$
10
11
$\bar K$
$(l,m)$:
l^8*m^2 - l^6*m^4 - l^8 + l^6*m^2 + 2*l^4*m^4 - 4*l^4*m^2 - l^2*m^4 + l^4 + 2*l^2*m^2 - l^2 + m^2 - 2
comment: $a=-2$
10
12
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - v^6 + 5*v^4*z^2 + 4*v^2*z^4 + 2*v^4 + 5*v^2*z^2 - z^4 + 2*v^2 - 3*z^2 - 2
comment: $a=-6$
10
12
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + 2*l^6 - 5*l^4*m^2 - 4*l^2*m^4 + 2*l^4 + 5*l^2*m^2 - m^4 - 2*l^2 + 3*m^2 - 1
10
12
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - 2*v^6 + 5*v^4*z^2 + 4*v^2*z^4 + 2*v^4 + 5*v^2*z^2 - z^4 + 2*v^2 - 3*z^2 - 1
10
12
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - l^2*m^6 - l^6 + 5*l^4*m^2 + 4*l^2*m^4 - 2*l^4 - 5*l^2*m^2 + m^4 + 2*l^2 - 3*m^2 + 2
comment: $a=-6$
10
13
$K$
$(v,z)$:
v^10 - 2*v^8*z^2 + v^6*z^4 - v^8 + v^4*z^4 + v^6 - v^4*z^2 - v^4 - 2*v^2*z^2 + 1
comment: $a=-4$
10
13
$K$
$(l,m)$:
l^10 - 2*l^8*m^2 + l^6*m^4 + l^6*m^2 - l^4*m^4 - l^6 - l^4 + 2*l^2*m^2 - l^2 - 1
comment: $a=-6$
10
13
$\bar K$
$(v,z)$:
v^10 - 2*v^8*z^2 + v^6*z^4 - v^6*z^2 + v^4*z^4 - v^6 + v^4 - 2*v^2*z^2 - v^2 + 1
comment: $a=-6$
10
13
$\bar K$
$(l,m)$:
-l^10 + 2*l^8*m^2 - l^6*m^4 - l^8 + l^4*m^4 - l^6 + l^4*m^2 - l^4 - 2*l^2*m^2 + 1
comment: $a=-4$
10
14
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 - 2*v^4*z^2 - 3*v^2*z^4 - v^4 - v^2*z^2 + z^4 + v^2 + 3*z^2 + 1
comment: $a=2$
10
14
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + l^4*m^2 + 3*l^2*m^4 + l^4 - 2*l^2*m^2 + m^4 + l^2 - 2*m^2
comment: $a=-8$
10
14
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - v^4*z^2 - 3*v^2*z^4 + v^4 - 2*v^2*z^2 + z^4 - v^2 + 2*z^2
comment: $a=-8$
10
14
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 - 2*l^4*m^2 - 3*l^2*m^4 + l^4 + l^2*m^2 - m^4 + l^2 + 3*m^2 - 1
comment: $a=2$
10
15
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - v^6 + 4*v^4*z^2 + 4*v^2*z^4 + v^4 + 5*v^2*z^2 - z^4 + 3*v^2 - 3*z^2 - 2
comment: $a=-4$
10
15
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - l^2*m^6 - 2*l^6 + 5*l^4*m^2 + 4*l^2*m^4 - 3*l^4 - 4*l^2*m^2 + m^4 + l^2 - 3*m^2 + 1
comment: $a=-2$
10
15
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - 2*v^6 + 5*v^4*z^2 + 4*v^2*z^4 + 3*v^4 + 4*v^2*z^2 - z^4 + v^2 - 3*z^2 - 1
comment: $a=-2$
10
15
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + l^6 - 4*l^4*m^2 - 4*l^2*m^4 + l^4 + 5*l^2*m^2 - m^4 - 3*l^2 + 3*m^2 - 2
comment: $a=-4$
10
16
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - v^6*z^2 - 2*v^4*z^4 - 4*v^4*z^2 - v^2*z^4 - 2*v^4 - v^2*z^2 + v^2 + z^2 + 1
comment: $a=-2$
10
16
$K$
$(l,m)$:
l^8*m^2 - l^6*m^4 - l^8 + l^6*m^2 + 2*l^4*m^4 + l^6 - 4*l^4*m^2 - l^2*m^4 + 2*l^4 + l^2*m^2 + m^2 - 1
comment: $a=-6$
10
16
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - v^6*z^2 - 2*v^4*z^4 + v^6 - 4*v^4*z^2 - v^2*z^4 - 2*v^4 - v^2*z^2 + z^2 + 1
comment: $a=-6$
10
16
$\bar K$
$(l,m)$:
l^8*m^2 - l^6*m^4 - l^8 + l^6*m^2 + 2*l^4*m^4 - 4*l^4*m^2 - l^2*m^4 + 2*l^4 + l^2*m^2 + l^2 + m^2 - 1
comment: $a=-2$
10
17
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 5*v^4*z^4 + 7*v^2*z^6 - 7*v^4*z^2 + 17*v^2*z^4 - z^6 - 2*v^4 + 16*v^2*z^2 - 5*z^4 + 5*v^2 - 7*z^2 - 2
comment: $a=-2$
10
17
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 7*l^4*m^2 + 17*l^2*m^4 - m^6 + 2*l^4 - 16*l^2*m^2 + 5*m^4 + 5*l^2 - 7*m^2 + 2
comment: $a=-2$
10
18
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 - 2*v^4*z^4 + v^6 - 3*v^4*z^2 - v^2*z^4 - v^4 - v^2*z^2 + z^2 + 1
comment: $a=-2$
10
18
$K$
$(l,m)$:
l^8*m^2 - l^6*m^4 - l^8 + l^6*m^2 + 2*l^4*m^4 - 3*l^4*m^2 - l^2*m^4 + l^4 + l^2 + m^2
comment: $a=-6$
10
18
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - v^6*z^2 - 2*v^4*z^4 - 3*v^4*z^2 - v^2*z^4 - v^4 + v^2 + z^2
comment: $a=-6$
10
18
$\bar K$
$(l,m)$:
l^8*m^2 - l^6*m^4 + 2*l^4*m^4 + l^6 - 3*l^4*m^2 - l^2*m^4 + l^4 + l^2*m^2 + m^2 - 1
comment: $a=-2$
10
19
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 + v^4*z^2 + 4*v^2*z^4 - v^4 + 5*v^2*z^2 - z^4 + 3*v^2 - 3*z^2 - 1
comment: $a=-2$
10
19
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + l^6 - 5*l^4*m^2 - 3*l^2*m^4 + 3*l^4 + l^2*m^2 - m^4 + l^2 + 2*m^2
comment: $a=-4$
10
19
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - v^6 + 5*v^4*z^2 + 3*v^2*z^4 + 3*v^4 + v^2*z^2 - z^4 - v^2 - 2*z^2
comment: $a=-4$
10
19
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 + l^4*m^2 + 4*l^2*m^4 + l^4 - 5*l^2*m^2 + m^4 + 3*l^2 - 3*m^2 + 1
comment: $a=-2$
10
20
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - 2*v^6*z^2 - v^4*z^4 - v^6 - v^4*z^2 - v^2*z^4 - 2*v^2*z^2 - v^2 + z^2 + 2
10
20
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + 2*l^8 - 2*l^6*m^2 - l^4*m^4 + l^6 + l^4*m^2 + l^2*m^4 - 2*l^2*m^2 + l^2 - m^2 + 1
comment: $a=-8$
10
20
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + 2*v^8 - 2*v^6*z^2 - v^4*z^4 - v^6 - v^4*z^2 - v^2*z^4 - 2*v^2*z^2 - v^2 + z^2 + 1
comment: $a=-8$
10
20
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - 2*l^6*m^2 - l^4*m^4 + l^6 + l^4*m^2 + l^2*m^4 - 2*l^2*m^2 + l^2 - m^2 + 2
10
21
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 - v^2*z^6 + v^6 - 5*v^4*z^2 - 3*v^2*z^4 - 3*v^4 + z^4 + 2*v^2 + 3*z^2 + 1
comment: $a=2$
10
21
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 4*l^2*m^4 + 2*l^4 - 5*l^2*m^2 + m^4 + 3*l^2 - 3*m^2 + 1
comment: $a=-8$
10
21
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 4*v^2*z^4 + 2*v^4 - 5*v^2*z^2 + z^4 - 3*v^2 + 3*z^2 + 1
comment: $a=-8$
10
21
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + l^6 - 5*l^4*m^2 - 3*l^2*m^4 + 3*l^4 - m^4 + 2*l^2 + 3*m^2 - 1
comment: $a=2$
10
22
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 - v^2*z^6 + 2*v^6 - 5*v^4*z^2 - 4*v^2*z^4 - 2*v^4 - 5*v^2*z^2 + z^4 - v^2 + 3*z^2 + 2
comment: $a=-2$
10
22
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - l^2*m^6 - 2*l^6 + 5*l^4*m^2 + 4*l^2*m^4 - l^4 - 5*l^2*m^2 + m^4 + 2*l^2 - 3*m^2 + 2
comment: $a=-4$
10
22
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 - v^2*z^6 + 2*v^6 - 5*v^4*z^2 - 4*v^2*z^4 - v^4 - 5*v^2*z^2 + z^4 - 2*v^2 + 3*z^2 + 2
comment: $a=-4$
10
22
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + 2*l^6 - 5*l^4*m^2 - 4*l^2*m^4 + 2*l^4 + 5*l^2*m^2 - m^4 - l^2 + 3*m^2 - 2
comment: $a=-2$
10
23
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 + 2*v^4*z^2 + 4*v^2*z^4 + 6*v^2*z^2 - z^4 + 3*v^2 - 3*z^2 - 2
comment: $a=-6$
10
23
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + 2*l^6 - 6*l^4*m^2 - 3*l^2*m^4 + 3*l^4 + 2*l^2*m^2 - m^4 + 2*m^2
10
23
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - 2*v^6 + 6*v^4*z^2 + 3*v^2*z^4 + 3*v^4 + 2*v^2*z^2 - z^4 - 2*z^2
10
23
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 + 2*l^4*m^2 + 4*l^2*m^4 - 6*l^2*m^2 + m^4 + 3*l^2 - 3*m^2 + 2
comment: $a=-6$
10
24
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - v^6*z^2 - 2*v^4*z^4 - v^6 - 3*v^4*z^2 - v^2*z^4 - v^4 + v^2 + z^2 + 1
10
24
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - 2*l^4*m^4 - l^6 + 3*l^4*m^2 + l^2*m^4 - l^4 - l^2*m^2 + l^2 - m^2 + 1
comment: $a=-8$
10
24
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - 2*v^4*z^4 + v^6 - 3*v^4*z^2 - v^2*z^4 - v^4 - v^2*z^2 - v^2 + z^2 + 1
comment: $a=-8$
10
24
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - l^6*m^2 - 2*l^4*m^4 + l^6 + 3*l^4*m^2 + l^2*m^4 - l^4 - l^2 - m^2 + 1
10
25
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 3*v^4*z^2 - 3*v^2*z^4 - 2*v^4 - 2*v^2*z^2 + z^4 + 3*z^2 + 2
comment: $a=2$
10
25
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - 2*l^6 + 2*l^4*m^2 + 3*l^2*m^4 - 3*l^2*m^2 + m^4 + 2*l^2 - 2*m^2 + 1
comment: $a=-8$
10
25
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + 2*v^6 - 2*v^4*z^2 - 3*v^2*z^4 - 3*v^2*z^2 + z^4 - 2*v^2 + 2*z^2 + 1
comment: $a=-8$
10
25
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 3*l^4*m^2 - 3*l^2*m^4 + 2*l^4 + 2*l^2*m^2 - m^4 + 3*m^2 - 2
comment: $a=2$
10
26
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 - v^2*z^6 + 2*v^6 - 6*v^4*z^2 - 3*v^2*z^4 - 3*v^4 - 2*v^2*z^2 + z^4 + v^2 + 2*z^2 + 1
comment: $a=-2$
10
26
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 2*l^4*m^2 + 4*l^2*m^4 + l^4 - 6*l^2*m^2 + m^4 + 3*l^2 - 3*m^2 + 2
comment: $a=-4$
10
26
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 2*v^4*z^2 - 4*v^2*z^4 + v^4 - 6*v^2*z^2 + z^4 - 3*v^2 + 3*z^2 + 2
comment: $a=-4$
10
26
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + 2*l^6 - 6*l^4*m^2 - 3*l^2*m^4 + 3*l^4 + 2*l^2*m^2 - m^4 + l^2 + 2*m^2 - 1
comment: $a=-2$
10
27
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 + 3*v^4*z^2 + 3*v^2*z^4 + v^4 + 3*v^2*z^2 - z^4 + v^2 - 2*z^2 - 1
comment: $a=-6$
10
27
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 3*l^4*m^2 - 3*l^2*m^4 + l^4 + 3*l^2*m^2 - m^4 - l^2 + 2*m^2
10
27
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 3*v^4*z^2 + 3*v^2*z^4 + v^4 + 3*v^2*z^2 - z^4 + v^2 - 2*z^2
10
27
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 + 3*l^4*m^2 + 3*l^2*m^4 - l^4 - 3*l^2*m^2 + m^4 + l^2 - 2*m^2 + 1
comment: $a=-6$
10
28
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 + 2*v^4*z^4 - v^6 + 4*v^4*z^2 + v^2*z^4 + 3*v^4 + v^2*z^2 - z^2 - 1
comment: $a=-6$
10
28
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - l^6*m^2 - 2*l^4*m^4 + 4*l^4*m^2 + l^2*m^4 - 3*l^4 - l^2 - m^2
comment: $a=-2$
10
28
$\bar K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 - v^8 + v^6*z^2 + 2*v^4*z^4 + 4*v^4*z^2 + v^2*z^4 + 3*v^4 - v^2 - z^2
comment: $a=-2$
10
28
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - 2*l^4*m^4 - l^6 + 4*l^4*m^2 + l^2*m^4 - 3*l^4 - l^2*m^2 - m^2 + 1
comment: $a=-6$
10
29
$K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + v^8 - 4*v^6*z^2 + 3*v^4*z^4 - v^6 + 3*v^4*z^2 - 2*v^2*z^4 + v^4 - 5*v^2*z^2 - 2*v^2 + z^2 + 2
comment: $a=-2$
10
29
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - 2*l^8 + 5*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 3*l^4*m^2 - 2*l^2*m^4 - l^4 + 4*l^2*m^2 - l^2 + m^2 - 1
comment: $a=-6$
10
29
$\bar K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + 2*v^8 - 5*v^6*z^2 + 3*v^4*z^4 - 2*v^6 + 3*v^4*z^2 - 2*v^2*z^4 + v^4 - 4*v^2*z^2 - v^2 + z^2 + 1
comment: $a=-6$
10
29
$\bar K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - l^6 + 3*l^4*m^2 - 2*l^2*m^4 - l^4 + 5*l^2*m^2 - 2*l^2 + m^2 - 2
comment: $a=-2$
10
30
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 - 2*v^4*z^4 - 2*v^4*z^2 - v^2*z^4 - v^4 + v^2*z^2 + 2*v^2 + z^2
10
30
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^6*m^2 - 2*l^4*m^4 - 2*l^6 + 2*l^4*m^2 + l^2*m^4 - l^4 - m^2
comment: $a=-8$
10
30
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^6*z^2 - 2*v^4*z^4 + 2*v^6 - 2*v^4*z^2 - v^2*z^4 - v^4 + z^2
comment: $a=-8$
10
30
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - 2*l^4*m^4 + 2*l^4*m^2 + l^2*m^4 - l^4 + l^2*m^2 - 2*l^2 - m^2
10
31
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 + 2*v^4*z^4 - v^6 + 3*v^4*z^2 + v^2*z^4 + 2*v^4 + v^2*z^2 + v^2 - z^2 - 1
comment: $a=-4$
10
31
$K$
$(l,m)$:
l^8*m^2 - l^6*m^4 - l^8 + l^6*m^2 + 2*l^4*m^4 - l^6 - 3*l^4*m^2 - l^2*m^4 + 2*l^4 + l^2 + m^2
comment: $a=-4$
10
31
$\bar K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 - v^8 + v^6*z^2 + 2*v^4*z^4 + v^6 + 3*v^4*z^2 + v^2*z^4 + 2*v^4 - v^2 - z^2
comment: $a=-4$
10
31
$\bar K$
$(l,m)$:
l^8*m^2 - l^6*m^4 + 2*l^4*m^4 + l^6 - 3*l^4*m^2 - l^2*m^4 + 2*l^4 + l^2*m^2 - l^2 + m^2 - 1
comment: $a=-4$
10
32
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 - 2*v^4*z^2 - 3*v^2*z^4 + v^4 - 3*v^2*z^2 + z^4 - v^2 + 2*z^2 + 1
comment: $a=-2$
10
32
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 3*l^4*m^2 + 3*l^2*m^4 - l^4 - 2*l^2*m^2 + m^4 - l^2 - 2*m^2
comment: $a=-4$
10
32
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 3*v^4*z^2 - 3*v^2*z^4 - v^4 - 2*v^2*z^2 + z^4 + v^2 + 2*z^2
comment: $a=-4$
10
32
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 - 2*l^4*m^2 - 3*l^2*m^4 - l^4 + 3*l^2*m^2 - m^4 - l^2 + 2*m^2 - 1
comment: $a=-2$
10
33
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 + 2*v^4*z^4 + 2*v^4*z^2 + v^2*z^4 + v^4 - z^2
comment: $a=-4$
10
33
$K$
$(l,m)$:
l^8*m^2 - l^6*m^4 + 2*l^4*m^4 - 2*l^4*m^2 - l^2*m^4 + l^4 + m^2
comment: $a=-4$
10
34
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 - v^8 + 2*v^6*z^2 + v^4*z^4 + 2*v^6 + v^4*z^2 + v^2*z^4 + 2*v^2*z^2 + v^2 - z^2 - 1
comment: $a=-6$
10
34
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - 2*l^6*m^2 - l^4*m^4 + l^6 + l^4*m^2 + l^2*m^4 - 2*l^2*m^2 + 2*l^2 - m^2 + 1
comment: $a=-2$
10
34
$\bar K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 - v^8 + 2*v^6*z^2 + v^4*z^4 + v^6 + v^4*z^2 + v^2*z^4 + 2*v^2*z^2 + 2*v^2 - z^2 - 1
comment: $a=-2$
10
34
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - 2*l^6*m^2 - l^4*m^4 + 2*l^6 + l^4*m^2 + l^2*m^4 - 2*l^2*m^2 + l^2 - m^2 + 1
comment: $a=-6$
10
35
$K$
$(v,z)$:
v^10 - 2*v^8*z^2 + v^6*z^4 - v^8 + v^4*z^4 + v^6 - 2*v^2*z^2 - v^2 + 1
comment: $a=-6$
10
35
$K$
$(l,m)$:
-l^10 + 2*l^8*m^2 - l^6*m^4 - l^8 + l^4*m^4 + l^4 - 2*l^2*m^2 + l^2 + 1
comment: $a=-4$
10
35
$\bar K$
$(v,z)$:
v^10 - 2*v^8*z^2 + v^6*z^4 - v^8 + v^4*z^4 + v^4 - 2*v^2*z^2 - v^2 + 1
comment: $a=-4$
10
35
$\bar K$
$(l,m)$:
l^10 - 2*l^8*m^2 + l^6*m^4 + l^8 - l^4*m^4 + l^6 + 2*l^2*m^2 - l^2 - 1
comment: $a=-6$
10
36
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 - v^6*z^2 - v^4*z^4 - v^6 + v^4*z^2 - v^2*z^4 + 2*v^4 - v^2*z^2 - v^2 + z^2 + 1
10
36
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - l^6*m^2 - l^4*m^4 + l^6 - l^4*m^2 + l^2*m^4 + 2*l^4 - l^2*m^2 + l^2 - m^2
comment: $a=-8$
10
36
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - v^6*z^2 - v^4*z^4 - v^6 + v^4*z^2 - v^2*z^4 + 2*v^4 - v^2*z^2 - v^2 + z^2
comment: $a=-8$
10
36
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - l^6*m^2 - l^4*m^4 + l^6 - l^4*m^2 + l^2*m^4 + 2*l^4 - l^2*m^2 + l^2 - m^2 + 1
10
37
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 - v^8 + v^6*z^2 + 2*v^4*z^4 + v^6 + 3*v^4*z^2 + v^2*z^4 + v^4 + v^2*z^2 + v^2 - z^2 - 1
comment: $a=-4$
10
37
$K$
$(l,m)$:
l^8*m^2 - l^6*m^4 - l^8 + l^6*m^2 + 2*l^4*m^4 - l^6 - 3*l^4*m^2 - l^2*m^4 + l^4 + l^2*m^2 - l^2 + m^2 - 1
comment: $a=-4$
10
38
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 - 2*v^4*z^4 + v^6 - 3*v^4*z^2 - v^2*z^4 - 2*v^4 + v^2 + z^2 + 1
10
38
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - 2*l^4*m^4 - l^6 + 3*l^4*m^2 + l^2*m^4 - 2*l^4 - l^2 - m^2
comment: $a=-8$
10
38
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - 2*v^4*z^4 + v^6 - 3*v^4*z^2 - v^2*z^4 - 2*v^4 + v^2 + z^2
comment: $a=-8$
10
38
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - 2*l^4*m^4 - l^6 + 3*l^4*m^2 + l^2*m^4 - 2*l^4 - l^2 - m^2 + 1
10
39
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 - 2*v^4*z^2 - 3*v^2*z^4 - 2*v^2*z^2 + z^4 - v^2 + 3*z^2 + 2
comment: $a=2$
10
39
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - 2*l^6 + 2*l^4*m^2 + 3*l^2*m^4 - l^4 - 2*l^2*m^2 + m^4 - 2*m^2
comment: $a=-8$
10
39
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + 2*v^6 - 2*v^4*z^2 - 3*v^2*z^4 - v^4 - 2*v^2*z^2 + z^4 + 2*z^2
comment: $a=-8$
10
39
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 - 2*l^4*m^2 - 3*l^2*m^4 + 2*l^2*m^2 - m^4 - l^2 + 3*m^2 - 2
comment: $a=2$
10
40
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 4*v^4*z^2 + 3*v^2*z^4 + 3*v^4 + 3*v^2*z^2 - z^4 - 2*z^2 - 1
comment: $a=-6$
10
40
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 3*l^4*m^2 - 3*l^2*m^4 + 4*l^2*m^2 - m^4 - 3*l^2 + 2*m^2 - 1
10
40
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 3*v^4*z^2 + 3*v^2*z^4 + 4*v^2*z^2 - z^4 + 3*v^2 - 2*z^2 - 1
10
40
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 4*l^4*m^2 + 3*l^2*m^4 - 3*l^4 - 3*l^2*m^2 + m^4 - 2*m^2 + 1
comment: $a=-6$
10
41
$K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + v^8 - 4*v^6*z^2 + 3*v^4*z^4 - 2*v^6 + 4*v^4*z^2 - 2*v^2*z^4 + 2*v^4 - 4*v^2*z^2 - v^2 + z^2 + 1
comment: $a=-2$
10
41
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - l^6 + 4*l^4*m^2 - 2*l^2*m^4 - 2*l^4 + 4*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-6$
10
41
$\bar K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + v^8 - 4*v^6*z^2 + 3*v^4*z^4 - v^6 + 4*v^4*z^2 - 2*v^2*z^4 + 2*v^4 - 4*v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-6$
10
41
$\bar K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 4*l^4*m^2 - 2*l^2*m^4 - 2*l^4 + 4*l^2*m^2 - l^2 + m^2 - 1
comment: $a=-2$
10
42
$K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 3*v^4*z^4 + v^6 - 5*v^4*z^2 + 2*v^2*z^4 - 2*v^4 + 4*v^2*z^2 + 3*v^2 - z^2 - 1
comment: $a=-4$
10
42
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - 3*l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 2*l^4 + 3*l^2*m^2 - l^2 + m^2
comment: $a=-4$
10
42
$\bar K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 - v^8 + 4*v^6*z^2 - 3*v^4*z^4 + 3*v^6 - 5*v^4*z^2 + 2*v^2*z^4 - 2*v^4 + 3*v^2*z^2 + v^2 - z^2
comment: $a=-4$
10
42
$\bar K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 3*l^4*m^4 - l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 2*l^4 + 4*l^2*m^2 - 3*l^2 + m^2 - 1
comment: $a=-4$
10
43
$K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 - v^8 + 4*v^6*z^2 - 3*v^4*z^4 + 2*v^6 - 4*v^4*z^2 + 2*v^2*z^4 - v^4 + 4*v^2*z^2 + 2*v^2 - z^2 - 1
comment: $a=-4$
10
43
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 4*l^4*m^2 - 2*l^2*m^4 - l^4 + 4*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-4$
10
44
$K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 3*v^4*z^4 - v^6 + 5*v^4*z^2 - 2*v^2*z^4 + 3*v^4 - 4*v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-2$
10
44
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 3*l^2*m^2 - l^2 + m^2
comment: $a=-6$
10
44
$\bar K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + v^8 - 4*v^6*z^2 + 3*v^4*z^4 - 2*v^6 + 5*v^4*z^2 - 2*v^2*z^4 + 3*v^4 - 3*v^2*z^2 - v^2 + z^2
comment: $a=-6$
10
44
$\bar K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 3*l^4*m^4 - l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 4*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-2$
10
45
$K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 3*v^4*z^4 + 2*v^6 - 6*v^4*z^2 + 2*v^2*z^4 - 3*v^4 + 3*v^2*z^2 + 2*v^2 - z^2
comment: $a=-4$
10
45
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 6*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 3*l^2*m^2 - 2*l^2 + m^2
comment: $a=-4$
10
46
$K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 5*v^4*z^4 - 7*v^2*z^6 + 7*v^4*z^2 - 17*v^2*z^4 + z^6 + 3*v^4 - 18*v^2*z^2 + 6*z^4 - 8*v^2 + 11*z^2 + 6
comment: $a=4$
10
46
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 6*l^4*m^4 - 7*l^2*m^6 - 11*l^4*m^2 + 17*l^2*m^4 - m^6 + 6*l^4 - 18*l^2*m^2 + 5*m^4 + 8*l^2 - 7*m^2 + 3
comment: $a=-8$
10
46
$\bar K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 6*v^4*z^4 - 7*v^2*z^6 + 11*v^4*z^2 - 17*v^2*z^4 + z^6 + 6*v^4 - 18*v^2*z^2 + 5*z^4 - 8*v^2 + 7*z^2 + 3
comment: $a=-8$
10
46
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 7*l^4*m^2 + 17*l^2*m^4 - m^6 + 3*l^4 - 18*l^2*m^2 + 6*m^4 + 8*l^2 - 11*m^2 + 6
comment: $a=4$
10
47
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 5*v^4*z^4 + 7*v^2*z^6 - 7*v^4*z^2 + 18*v^2*z^4 - z^6 - 3*v^4 + 21*v^2*z^2 - 5*z^4 + 9*v^2 - 8*z^2 - 5
comment: $a=-6$
10
47
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 8*l^4*m^2 + 18*l^2*m^4 - m^6 + 5*l^4 - 21*l^2*m^2 + 5*m^4 + 9*l^2 - 7*m^2 + 3
comment: $a=2$
10
47
$\bar K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 5*v^4*z^4 + 7*v^2*z^6 - 8*v^4*z^2 + 18*v^2*z^4 - z^6 - 5*v^4 + 21*v^2*z^2 - 5*z^4 + 9*v^2 - 7*z^2 - 3
comment: $a=2$
10
47
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 7*l^4*m^2 + 18*l^2*m^4 - m^6 + 3*l^4 - 21*l^2*m^2 + 5*m^4 + 9*l^2 - 8*m^2 + 5
comment: $a=-6$
10
48
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 5*v^4*z^4 + 7*v^2*z^6 - 8*v^4*z^2 + 18*v^2*z^4 - z^6 - 4*v^4 + 20*v^2*z^2 - 5*z^4 + 9*v^2 - 8*z^2 - 4
comment: $a=-2$
10
48
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 8*l^4*m^2 + 18*l^2*m^4 - m^6 + 4*l^4 - 20*l^2*m^2 + 5*m^4 + 9*l^2 - 8*m^2 + 4
comment: $a=-2$
10
48
$\bar K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 5*v^4*z^4 + 7*v^2*z^6 - 8*v^4*z^2 + 18*v^2*z^4 - z^6 - 4*v^4 + 20*v^2*z^2 - 5*z^4 + 9*v^2 - 8*z^2 - 4
comment: $a=-2$
10
48
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 8*l^4*m^2 + 18*l^2*m^4 - m^6 + 4*l^4 - 20*l^2*m^2 + 5*m^4 + 9*l^2 - 8*m^2 + 4
comment: $a=-2$
10
49
$K$
$(v,z)$:
v^6*z^2 - 3*v^4*z^4 + 2*v^2*z^6 + 2*v^6 - 10*v^4*z^2 + 9*v^2*z^4 + z^6 - 7*v^4 + 12*v^2*z^2 + 4*z^4 + 5*v^2 + 4*z^2 + 1
comment: $a=6$
10
49
$K$
$(l,m)$:
l^6*m^6 - 4*l^6*m^4 - 2*l^4*m^6 + 4*l^6*m^2 + 9*l^4*m^4 - l^6 - 12*l^4*m^2 + 3*l^2*m^4 + 5*l^4 - 10*l^2*m^2 + 7*l^2 - m^2 + 2
comment: $a=-12$
10
49
$\bar K$
$(v,z)$:
v^6*z^6 + 4*v^6*z^4 + 2*v^4*z^6 + 4*v^6*z^2 + 9*v^4*z^4 + v^6 + 12*v^4*z^2 - 3*v^2*z^4 + 5*v^4 - 10*v^2*z^2 - 7*v^2 + z^2 + 2
comment: $a=-12$
10
49
$\bar K$
$(l,m)$:
-l^6*m^2 + 3*l^4*m^4 - 2*l^2*m^6 + 2*l^6 - 10*l^4*m^2 + 9*l^2*m^4 + m^6 + 7*l^4 - 12*l^2*m^2 - 4*m^4 + 5*l^2 + 4*m^2 - 1
comment: $a=6$
10
50
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 - v^2*z^6 + 2*v^6 - 6*v^4*z^2 - 3*v^2*z^4 - 4*v^4 - v^2*z^2 + z^4 + v^2 + 3*z^2 + 2
comment: $a=2$
10
50
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - 2*l^6 + l^4*m^2 + 4*l^2*m^4 + l^4 - 6*l^2*m^2 + m^4 + 4*l^2 - 3*m^2 + 2
comment: $a=-8$
10
50
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + 2*v^6 - v^4*z^2 - 4*v^2*z^4 + v^4 - 6*v^2*z^2 + z^4 - 4*v^2 + 3*z^2 + 2
comment: $a=-8$
10
50
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + 2*l^6 - 6*l^4*m^2 - 3*l^2*m^4 + 4*l^4 + l^2*m^2 - m^4 + l^2 + 3*m^2 - 2
comment: $a=2$
10
51
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 3*v^4*z^2 + 4*v^2*z^4 + v^4 + 7*v^2*z^2 - z^4 + 4*v^2 - 3*z^2 - 3
comment: $a=-6$
10
51
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + 3*l^6 - 7*l^4*m^2 - 3*l^2*m^4 + 4*l^4 + 3*l^2*m^2 - m^4 - l^2 + 2*m^2 - 1
10
51
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - 3*v^6 + 7*v^4*z^2 + 3*v^2*z^4 + 4*v^4 + 3*v^2*z^2 - z^4 + v^2 - 2*z^2 - 1
10
51
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 3*l^4*m^2 + 4*l^2*m^4 - l^4 - 7*l^2*m^2 + m^4 + 4*l^2 - 3*m^2 + 3
comment: $a=-6$
10
52
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 2*v^4*z^2 + 4*v^2*z^4 + 6*v^2*z^2 - z^4 + 4*v^2 - 3*z^2 - 2
comment: $a=-2$
10
52
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + 2*l^6 - 6*l^4*m^2 - 3*l^2*m^4 + 4*l^4 + 2*l^2*m^2 - m^4 + 2*m^2 - 1
comment: $a=-4$
10
52
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - 2*v^6 + 6*v^4*z^2 + 3*v^2*z^4 + 4*v^4 + 2*v^2*z^2 - z^4 - 2*z^2 - 1
comment: $a=-4$
10
52
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 2*l^4*m^2 + 4*l^2*m^4 - 6*l^2*m^2 + m^4 + 4*l^2 - 3*m^2 + 2
comment: $a=-2$
10
53
$K$
$(v,z)$:
v^8 - 3*v^6*z^2 + 2*v^4*z^4 - 3*v^6 + 2*v^4*z^2 + 3*v^2*z^4 + 6*v^2*z^2 + z^4 + 3*v^2 + z^2
comment: $a=4$
10
53
$K$
$(l,m)$:
l^8*m^4 - l^8*m^2 - 3*l^6*m^4 + 6*l^6*m^2 + 2*l^4*m^4 - 3*l^6 - 2*l^4*m^2 - 3*l^2*m^2 + 3*l^2 + 1
comment: $a=-12$
10
53
$\bar K$
$(v,z)$:
v^8*z^4 + v^8*z^2 + 3*v^6*z^4 + 6*v^6*z^2 + 2*v^4*z^4 + 3*v^6 + 2*v^4*z^2 - 3*v^2*z^2 - 3*v^2 + 1
comment: $a=-12$
10
53
$\bar K$
$(l,m)$:
l^8 - 3*l^6*m^2 + 2*l^4*m^4 + 3*l^6 - 2*l^4*m^2 - 3*l^2*m^4 + 6*l^2*m^2 + m^4 - 3*l^2 - m^2
comment: $a=4$
10
54
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - 2*v^6 + 5*v^4*z^2 + 4*v^2*z^4 + 3*v^4 + 5*v^2*z^2 - z^4 + 2*v^2 - 3*z^2 - 2
comment: $a=-4$
10
54
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - l^2*m^6 - 2*l^6 + 5*l^4*m^2 + 4*l^2*m^4 - 2*l^4 - 5*l^2*m^2 + m^4 + 3*l^2 - 3*m^2 + 2
comment: $a=-2$
10
54
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - 2*v^6 + 5*v^4*z^2 + 4*v^2*z^4 + 2*v^4 + 5*v^2*z^2 - z^4 + 3*v^2 - 3*z^2 - 2
comment: $a=-2$
10
54
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + 2*l^6 - 5*l^4*m^2 - 4*l^2*m^4 + 3*l^4 + 5*l^2*m^2 - m^4 - 2*l^2 + 3*m^2 - 2
comment: $a=-4$
10
55
$K$
$(v,z)$:
v^8 - 3*v^6*z^2 + 2*v^4*z^4 - 3*v^6 + 3*v^4*z^2 + 2*v^2*z^4 + v^4 + 3*v^2*z^2 + z^4 + v^2 + 2*z^2 + 1
comment: $a=4$
10
55
$K$
$(l,m)$:
l^8*m^4 - 2*l^8*m^2 - 2*l^6*m^4 + l^8 + 3*l^6*m^2 + 2*l^4*m^4 - l^6 - 3*l^4*m^2 + l^4 - 3*l^2*m^2 + 3*l^2 + 1
comment: $a=-12$
10
55
$\bar K$
$(v,z)$:
v^8*z^4 + 2*v^8*z^2 + 2*v^6*z^4 + v^8 + 3*v^6*z^2 + 2*v^4*z^4 + v^6 + 3*v^4*z^2 + v^4 - 3*v^2*z^2 - 3*v^2 + 1
comment: $a=-12$
10
55
$\bar K$
$(l,m)$:
l^8 - 3*l^6*m^2 + 2*l^4*m^4 + 3*l^6 - 3*l^4*m^2 - 2*l^2*m^4 + l^4 + 3*l^2*m^2 + m^4 - l^2 - 2*m^2 + 1
comment: $a=4$
10
56
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 3*v^4*z^2 - 3*v^2*z^4 - 2*v^4 - 2*v^2*z^2 + z^4 + 3*z^2 + 2
comment: $a=2$
10
56
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - 2*l^6 + 2*l^4*m^2 + 3*l^2*m^4 - 3*l^2*m^2 + m^4 + 2*l^2 - 2*m^2 + 1
comment: $a=-8$
10
56
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + 2*v^6 - 2*v^4*z^2 - 3*v^2*z^4 - 3*v^2*z^2 + z^4 - 2*v^2 + 2*z^2 + 1
comment: $a=-8$
10
56
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 3*l^4*m^2 - 3*l^2*m^4 + 2*l^4 + 2*l^2*m^2 - m^4 + 3*m^2 - 2
comment: $a=2$
10
57
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 4*v^4*z^2 + 3*v^2*z^4 + 2*v^4 + 4*v^2*z^2 - z^4 + 2*v^2 - 2*z^2 - 2
comment: $a=-6$
10
57
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + 2*l^6 - 4*l^4*m^2 - 3*l^2*m^4 + 2*l^4 + 4*l^2*m^2 - m^4 - 2*l^2 + 2*m^2 - 1
10
57
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - 2*v^6 + 4*v^4*z^2 + 3*v^2*z^4 + 2*v^4 + 4*v^2*z^2 - z^4 + 2*v^2 - 2*z^2 - 1
10
57
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 4*l^4*m^2 + 3*l^2*m^4 - 2*l^4 - 4*l^2*m^2 + m^4 + 2*l^2 - 2*m^2 + 2
comment: $a=-6$
10
58
$K$
$(v,z)$:
v^10 - 3*v^8*z^2 + 2*v^6*z^4 - 2*v^8 + 3*v^6*z^2 + v^4*z^4 + 3*v^6 - 2*v^4*z^2 - 2*v^4 - 2*v^2*z^2 + 1
comment: $a=-4$
10
58
$K$
$(l,m)$:
l^10 - 2*l^8*m^2 + l^6*m^4 + 2*l^6*m^2 - 2*l^4*m^4 - 2*l^6 + 3*l^4*m^2 - 3*l^4 + 3*l^2*m^2 - 2*l^2 - 1
comment: $a=-6$
10
58
$\bar K$
$(v,z)$:
v^10 - 2*v^8*z^2 + v^6*z^4 - 2*v^6*z^2 + 2*v^4*z^4 - 2*v^6 + 3*v^4*z^2 + 3*v^4 - 3*v^2*z^2 - 2*v^2 + 1
comment: $a=-6$
10
58
$\bar K$
$(l,m)$:
-l^10 + 3*l^8*m^2 - 2*l^6*m^4 - 2*l^8 + 3*l^6*m^2 + l^4*m^4 - 3*l^6 + 2*l^4*m^2 - 2*l^4 - 2*l^2*m^2 + 1
comment: $a=-4$
10
59
$K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + v^8 - 4*v^6*z^2 + 3*v^4*z^4 - 3*v^6 + 5*v^4*z^2 - 2*v^2*z^4 + 4*v^4 - 4*v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-2$
10
59
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 4*l^4 + 4*l^2*m^2 - 3*l^2 + m^2 - 1
comment: $a=-6$
10
59
$\bar K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + v^8 - 4*v^6*z^2 + 3*v^4*z^4 - 2*v^6 + 5*v^4*z^2 - 2*v^2*z^4 + 4*v^4 - 4*v^2*z^2 - 3*v^2 + z^2 + 1
comment: $a=-6$
10
59
$\bar K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - 3*l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 4*l^4 + 4*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-2$
10
60
$K$
$(v,z)$:
v^8*z^4 - v^6*z^6 + v^8*z^2 - 3*v^6*z^4 + v^8 - 5*v^6*z^2 + 3*v^4*z^4 - 2*v^6 + 6*v^4*z^2 + 4*v^4 - 3*v^2*z^2 - 3*v^2 + 1
comment: $a=-6$
10
60
$K$
$(l,m)$:
-l^8 + 3*l^6*m^2 - 3*l^4*m^4 + l^2*m^6 - 3*l^6 + 6*l^4*m^2 - 3*l^2*m^4 - 4*l^4 + 5*l^2*m^2 - m^4 - 2*l^2 + m^2 - 1
comment: $a=-2$
10
60
$\bar K$
$(v,z)$:
v^8 - 3*v^6*z^2 + 3*v^4*z^4 - v^2*z^6 - 3*v^6 + 6*v^4*z^2 - 3*v^2*z^4 + 4*v^4 - 5*v^2*z^2 + z^4 - 2*v^2 + z^2 + 1
comment: $a=-2$
10
60
$\bar K$
$(l,m)$:
-l^8*m^4 + l^6*m^6 + l^8*m^2 - 3*l^6*m^4 - l^8 + 5*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 6*l^4*m^2 - 4*l^4 + 3*l^2*m^2 - 3*l^2 - 1
comment: $a=-6$
10
61
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 - v^2*z^6 + v^6 - 3*v^4*z^2 - 5*v^2*z^4 + v^4 - 8*v^2*z^2 + z^4 - 5*v^2 + 4*z^2 + 4
10
61
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 4*l^6*m^2 + 5*l^4*m^4 + l^2*m^6 + 4*l^6 - 8*l^4*m^2 - 4*l^2*m^4 + 5*l^4 + 3*l^2*m^2 - m^4 + l^2 + 3*m^2 - 1
comment: $a=-6$
10
61
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 4*v^6*z^2 - 5*v^4*z^4 - v^2*z^6 + 4*v^6 - 8*v^4*z^2 - 4*v^2*z^4 - 5*v^4 - 3*v^2*z^2 + z^4 + v^2 + 3*z^2 + 1
comment: $a=-6$
10
61
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - l^2*m^6 - l^6 + 3*l^4*m^2 + 5*l^2*m^4 + l^4 - 8*l^2*m^2 + m^4 + 5*l^2 - 4*m^2 + 4
10
62
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 5*v^4*z^4 + 7*v^2*z^6 - 7*v^4*z^2 + 18*v^2*z^4 - z^6 - 2*v^4 + 20*v^2*z^2 - 5*z^4 + 7*v^2 - 8*z^2 - 4
comment: $a=-6$
10
62
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 8*l^4*m^2 + 18*l^2*m^4 - m^6 + 4*l^4 - 20*l^2*m^2 + 5*m^4 + 7*l^2 - 7*m^2 + 2
comment: $a=2$
10
62
$\bar K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 5*v^4*z^4 + 7*v^2*z^6 - 8*v^4*z^2 + 18*v^2*z^4 - z^6 - 4*v^4 + 20*v^2*z^2 - 5*z^4 + 7*v^2 - 7*z^2 - 2
comment: $a=2$
10
62
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 7*l^4*m^2 + 18*l^2*m^4 - m^6 + 2*l^4 - 20*l^2*m^2 + 5*m^4 + 7*l^2 - 8*m^2 + 4
comment: $a=-6$
10
63
$K$
$(v,z)$:
v^8 - 3*v^6*z^2 + 2*v^4*z^4 - 4*v^6 + 4*v^4*z^2 + 2*v^2*z^4 + 3*v^4 + 3*v^2*z^2 + z^4 + 2*z^2 + 1
comment: $a=4$
10
63
$K$
$(l,m)$:
l^8*m^4 - 2*l^8*m^2 - 2*l^6*m^4 + l^8 + 3*l^6*m^2 + 2*l^4*m^4 - 4*l^4*m^2 + 3*l^4 - 3*l^2*m^2 + 4*l^2 + 1
comment: $a=-12$
10
63
$\bar K$
$(v,z)$:
v^8*z^4 + 2*v^8*z^2 + 2*v^6*z^4 + v^8 + 3*v^6*z^2 + 2*v^4*z^4 + 4*v^4*z^2 + 3*v^4 - 3*v^2*z^2 - 4*v^2 + 1
comment: $a=-12$
10
63
$\bar K$
$(l,m)$:
l^8 - 3*l^6*m^2 + 2*l^4*m^4 + 4*l^6 - 4*l^4*m^2 - 2*l^2*m^4 + 3*l^4 + 3*l^2*m^2 + m^4 - 2*m^2 + 1
comment: $a=4$
10
64
$K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 5*v^4*z^4 - 7*v^2*z^6 + 8*v^4*z^2 - 18*v^2*z^4 + z^6 + 3*v^4 - 19*v^2*z^2 + 5*z^4 - 6*v^2 + 8*z^2 + 4
10
64
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 8*l^4*m^2 + 18*l^2*m^4 - m^6 + 4*l^4 - 19*l^2*m^2 + 5*m^4 + 6*l^2 - 8*m^2 + 3
comment: $a=-4$
10
64
$\bar K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 5*v^4*z^4 - 7*v^2*z^6 + 8*v^4*z^2 - 18*v^2*z^4 + z^6 + 4*v^4 - 19*v^2*z^2 + 5*z^4 - 6*v^2 + 8*z^2 + 3
comment: $a=-4$
10
64
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 8*l^4*m^2 + 18*l^2*m^4 - m^6 + 3*l^4 - 19*l^2*m^2 + 5*m^4 + 6*l^2 - 8*m^2 + 4
10
65
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 + 2*v^4*z^2 + 4*v^2*z^4 - v^4 + 7*v^2*z^2 - z^4 + 5*v^2 - 3*z^2 - 3
comment: $a=-6$
10
65
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 3*l^6*m^2 + 4*l^4*m^4 + l^2*m^6 + 3*l^6 - 7*l^4*m^2 - 3*l^2*m^4 + 5*l^4 + 2*l^2*m^2 - m^4 + l^2 + 2*m^2
10
65
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - 3*v^6 + 7*v^4*z^2 + 3*v^2*z^4 + 5*v^4 + 2*v^2*z^2 - z^4 - v^2 - 2*z^2
10
65
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 + 2*l^4*m^2 + 4*l^2*m^4 + l^4 - 7*l^2*m^2 + m^4 + 5*l^2 - 3*m^2 + 3
comment: $a=-6$
10
66
$K$
$(v,z)$:
v^6*z^2 - 3*v^4*z^4 + 2*v^2*z^6 + v^6 - 8*v^4*z^2 + 8*v^2*z^4 + z^6 - 4*v^4 + 9*v^2*z^2 + 4*z^4 + 2*v^2 + 5*z^2 + 2
comment: $a=6$
10
66
$K$
$(l,m)$:
l^6*m^6 - 4*l^6*m^4 - 2*l^4*m^6 + 5*l^6*m^2 + 8*l^4*m^4 - 2*l^6 - 9*l^4*m^2 + 3*l^2*m^4 + 2*l^4 - 8*l^2*m^2 + 4*l^2 - m^2 + 1
comment: $a=-12$
10
66
$\bar K$
$(v,z)$:
v^6*z^6 + 4*v^6*z^4 + 2*v^4*z^6 + 5*v^6*z^2 + 8*v^4*z^4 + 2*v^6 + 9*v^4*z^2 - 3*v^2*z^4 + 2*v^4 - 8*v^2*z^2 - 4*v^2 + z^2 + 1
comment: $a=-12$
10
66
$\bar K$
$(l,m)$:
-l^6*m^2 + 3*l^4*m^4 - 2*l^2*m^6 + l^6 - 8*l^4*m^2 + 8*l^2*m^4 + m^6 + 4*l^4 - 9*l^2*m^2 - 4*m^4 + 2*l^2 + 5*m^2 - 2
comment: $a=6$
10
67
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 - 2*v^4*z^4 - 2*v^4*z^2 - v^2*z^4 + z^2 + 1
10
67
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - 2*l^4*m^4 + 2*l^4*m^2 + l^2*m^4 - m^2
comment: $a=-8$
10
67
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - 2*v^4*z^4 - 2*v^4*z^2 - v^2*z^4 + z^2
comment: $a=-8$
10
67
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - 2*l^4*m^4 + 2*l^4*m^2 + l^2*m^4 - m^2 + 1
10
68
$K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 + 2*v^4*z^4 + 3*v^4*z^2 + v^2*z^4 + v^4 + v^2*z^2 + v^2 - z^2 - 1
comment: $a=-6$
10
68
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - l^6*m^2 - 2*l^4*m^4 + l^6 + 3*l^4*m^2 + l^2*m^4 - l^4 - m^2
comment: $a=-2$
10
68
$\bar K$
$(v,z)$:
-v^8*z^2 + v^6*z^4 - v^8 + v^6*z^2 + 2*v^4*z^4 + v^6 + 3*v^4*z^2 + v^2*z^4 + v^4 - z^2
comment: $a=-2$
10
68
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - 2*l^4*m^4 + 3*l^4*m^2 + l^2*m^4 - l^4 - l^2*m^2 + l^2 - m^2 + 1
comment: $a=-6$
10
69
$K$
$(v,z)$:
-v^8*z^4 + v^6*z^6 - v^8*z^2 + 3*v^6*z^4 + 5*v^6*z^2 - 3*v^4*z^4 + 2*v^6 - 5*v^4*z^2 - 2*v^4 + 3*v^2*z^2 + 2*v^2 - 1
comment: $a=-8$
10
69
$K$
$(l,m)$:
-l^8 + 3*l^6*m^2 - 3*l^4*m^4 + l^2*m^6 - 2*l^6 + 5*l^4*m^2 - 3*l^2*m^4 - 2*l^4 + 5*l^2*m^2 - m^4 - 2*l^2 + m^2
10
69
$\bar K$
$(v,z)$:
-v^8 + 3*v^6*z^2 - 3*v^4*z^4 + v^2*z^6 + 2*v^6 - 5*v^4*z^2 + 3*v^2*z^4 - 2*v^4 + 5*v^2*z^2 - z^4 + 2*v^2 - z^2
10
69
$\bar K$
$(l,m)$:
-l^8*m^4 + l^6*m^6 + l^8*m^2 - 3*l^6*m^4 + 5*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 5*l^4*m^2 - 2*l^4 + 3*l^2*m^2 - 2*l^2 - 1
comment: $a=-8$
10
70
$K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + 2*v^8 - 5*v^6*z^2 + 3*v^4*z^4 - 3*v^6 + 4*v^4*z^2 - 2*v^2*z^4 + 3*v^4 - 4*v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-6$
10
70
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 4*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 5*l^2*m^2 - 3*l^2 + m^2 - 2
comment: $a=-2$
10
70
$\bar K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + v^8 - 4*v^6*z^2 + 3*v^4*z^4 - 2*v^6 + 4*v^4*z^2 - 2*v^2*z^4 + 3*v^4 - 5*v^2*z^2 - 3*v^2 + z^2 + 2
comment: $a=-2$
10
70
$\bar K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - 2*l^8 + 5*l^6*m^2 - 3*l^4*m^4 - 3*l^6 + 4*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 4*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-6$
10
71
$K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 - v^8 + 4*v^6*z^2 - 3*v^4*z^4 + 3*v^6 - 5*v^4*z^2 + 2*v^2*z^4 - 3*v^4 + 4*v^2*z^2 + 3*v^2 - z^2 - 1
comment: $a=-4$
10
71
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - 3*l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 4*l^2*m^2 - 3*l^2 + m^2 - 1
comment: $a=-4$
10
71
$\bar K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 - v^8 + 4*v^6*z^2 - 3*v^4*z^4 + 3*v^6 - 5*v^4*z^2 + 2*v^2*z^4 - 3*v^4 + 4*v^2*z^2 + 3*v^2 - z^2 - 1
comment: $a=-4$
10
71
$\bar K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 4*l^6*m^2 - 3*l^4*m^4 - 3*l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 4*l^2*m^2 - 3*l^2 + m^2 - 1
comment: $a=-4$
10
72
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 2*v^4*z^4 - v^2*z^6 - v^6 + v^4*z^2 - 3*v^2*z^4 + 2*v^4 - 3*v^2*z^2 + z^4 - 2*v^2 + 3*z^2 + 2
comment: $a=2$
10
72
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - 2*l^6 + 3*l^4*m^2 + 2*l^2*m^4 - 2*l^4 + l^2*m^2 + m^4 - 2*l^2 - m^2 - 1
comment: $a=-8$
10
72
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + 2*v^6 - 3*v^4*z^2 - 2*v^2*z^4 - 2*v^4 + v^2*z^2 + z^4 + 2*v^2 + z^2 - 1
comment: $a=-8$
10
72
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - l^6*m^2 + 2*l^4*m^4 + l^2*m^6 - l^6 + l^4*m^2 - 3*l^2*m^4 - 2*l^4 + 3*l^2*m^2 - m^4 - 2*l^2 + 3*m^2 - 2
comment: $a=2$
10
73
$K$
$(v,z)$:
-v^8*z^4 + v^6*z^6 - v^8*z^2 + 3*v^6*z^4 + 5*v^6*z^2 - 3*v^4*z^4 + 3*v^6 - 6*v^4*z^2 - 4*v^4 + 3*v^2*z^2 + 3*v^2 - 1
comment: $a=-8$
10
73
$K$
$(l,m)$:
-l^8 + 3*l^6*m^2 - 3*l^4*m^4 + l^2*m^6 - 3*l^6 + 6*l^4*m^2 - 3*l^2*m^4 - 4*l^4 + 5*l^2*m^2 - m^4 - 3*l^2 + m^2
10
73
$\bar K$
$(v,z)$:
-v^8 + 3*v^6*z^2 - 3*v^4*z^4 + v^2*z^6 + 3*v^6 - 6*v^4*z^2 + 3*v^2*z^4 - 4*v^4 + 5*v^2*z^2 - z^4 + 3*v^2 - z^2
10
73
$\bar K$
$(l,m)$:
-l^8*m^4 + l^6*m^6 + l^8*m^2 - 3*l^6*m^4 + 5*l^6*m^2 - 3*l^4*m^4 - 3*l^6 + 6*l^4*m^2 - 4*l^4 + 3*l^2*m^2 - 3*l^2 - 1
comment: $a=-8$
10
74
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^8 - v^6*z^2 - 2*v^4*z^4 - 2*v^6 - 2*v^4*z^2 - v^2*z^4 + v^2*z^2 + 2*v^2 + z^2
10
74
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^6*m^2 - 2*l^4*m^4 - 2*l^6 + 2*l^4*m^2 + l^2*m^4 - l^2*m^2 + 2*l^2 - m^2 + 1
comment: $a=-8$
10
74
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + v^6*z^2 - 2*v^4*z^4 + 2*v^6 - 2*v^4*z^2 - v^2*z^4 - v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-8$
10
74
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + l^8 - l^6*m^2 - 2*l^4*m^4 + 2*l^6 + 2*l^4*m^2 + l^2*m^4 + l^2*m^2 - 2*l^2 - m^2
10
75
$K$
$(v,z)$:
v^8*z^4 - v^6*z^6 + v^8*z^2 - 3*v^6*z^4 - 4*v^6*z^2 + 3*v^4*z^4 + 6*v^4*z^2 + 3*v^4 - 3*v^2*z^2 - 3*v^2 + 1
comment: $a=-6$
10
75
$K$
$(l,m)$:
-l^8 + 3*l^6*m^2 - 3*l^4*m^4 + l^2*m^6 - 3*l^6 + 6*l^4*m^2 - 3*l^2*m^4 - 3*l^4 + 4*l^2*m^2 - m^4 + m^2
comment: $a=-2$
10
75
$\bar K$
$(v,z)$:
v^8 - 3*v^6*z^2 + 3*v^4*z^4 - v^2*z^6 - 3*v^6 + 6*v^4*z^2 - 3*v^2*z^4 + 3*v^4 - 4*v^2*z^2 + z^4 + z^2
comment: $a=-2$
10
75
$\bar K$
$(l,m)$:
-l^8*m^4 + l^6*m^6 + l^8*m^2 - 3*l^6*m^4 + 4*l^6*m^2 - 3*l^4*m^4 + 6*l^4*m^2 - 3*l^4 + 3*l^2*m^2 - 3*l^2 - 1
comment: $a=-6$
10
76
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 2*v^4*z^2 - 4*v^2*z^4 - 6*v^2*z^2 + z^4 - 4*v^2 + 4*z^2 + 4
comment: $a=2$
10
76
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 4*l^6*m^2 - 4*l^4*m^4 - l^2*m^6 - 4*l^6 + 6*l^4*m^2 + 3*l^2*m^4 - 4*l^4 - 2*l^2*m^2 + m^4 - 2*m^2 + 1
comment: $a=-8$
10
76
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 4*v^6*z^2 - 4*v^4*z^4 - v^2*z^6 + 4*v^6 - 6*v^4*z^2 - 3*v^2*z^4 - 4*v^4 - 2*v^2*z^2 + z^4 + 2*z^2 + 1
comment: $a=-8$
10
76
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 2*l^4*m^2 - 4*l^2*m^4 + 6*l^2*m^2 - m^4 - 4*l^2 + 4*m^2 - 4
comment: $a=2$
10
77
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 3*v^6*z^2 + 4*v^4*z^4 + v^2*z^6 - 2*v^6 + 7*v^4*z^2 + 3*v^2*z^4 + 5*v^4 + 2*v^2*z^2 - z^4 - v^2 - 2*z^2 - 1
comment: $a=-6$
10
77
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 2*l^4*m^2 - 4*l^2*m^4 - l^4 + 7*l^2*m^2 - m^4 - 5*l^2 + 3*m^2 - 2
10
77
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 2*v^4*z^2 + 4*v^2*z^4 - v^4 + 7*v^2*z^2 - z^4 + 5*v^2 - 3*z^2 - 2
10
77
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - l^2*m^6 - 2*l^6 + 7*l^4*m^2 + 3*l^2*m^4 - 5*l^4 - 2*l^2*m^2 + m^4 - l^2 - 2*m^2 + 1
comment: $a=-6$
10
78
$K$
$(v,z)$:
v^8 - 3*v^6*z^2 + 3*v^4*z^4 - v^2*z^6 - 4*v^6 + 7*v^4*z^2 - 3*v^2*z^4 + 4*v^4 - 3*v^2*z^2 + z^4 - v^2 + 2*z^2 + 1
comment: $a=2$
10
78
$K$
$(l,m)$:
-l^8*m^4 + l^6*m^6 + 2*l^8*m^2 - 3*l^6*m^4 - l^8 + 3*l^6*m^2 - 3*l^4*m^4 - l^6 + 7*l^4*m^2 - 4*l^4 + 3*l^2*m^2 - 4*l^2 - 1
comment: $a=-10$
10
78
$\bar K$
$(v,z)$:
v^8*z^4 - v^6*z^6 + 2*v^8*z^2 - 3*v^6*z^4 + v^8 - 3*v^6*z^2 + 3*v^4*z^4 - v^6 + 7*v^4*z^2 + 4*v^4 - 3*v^2*z^2 - 4*v^2 + 1
comment: $a=-10$
10
78
$\bar K$
$(l,m)$:
-l^8 + 3*l^6*m^2 - 3*l^4*m^4 + l^2*m^6 - 4*l^6 + 7*l^4*m^2 - 3*l^2*m^4 - 4*l^4 + 3*l^2*m^2 - m^4 - l^2 + 2*m^2 - 1
comment: $a=2$
10
79
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 5*v^4*z^4 + 7*v^2*z^6 - 9*v^4*z^2 + 19*v^2*z^4 - z^6 - 5*v^4 + 23*v^2*z^2 - 5*z^4 + 11*v^2 - 9*z^2 - 5
comment: $a=-2$
10
79
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 5*l^4*m^4 - 7*l^2*m^6 - 9*l^4*m^2 + 19*l^2*m^4 - m^6 + 5*l^4 - 23*l^2*m^2 + 5*m^4 + 11*l^2 - 9*m^2 + 5
comment: $a=-2$
10
80
$K$
$(v,z)$:
v^6*z^2 - 3*v^4*z^4 + 2*v^2*z^6 + 2*v^6 - 9*v^4*z^2 + 8*v^2*z^4 + z^6 - 6*v^4 + 9*v^2*z^2 + 4*z^4 + 3*v^2 + 5*z^2 + 2
comment: $a=6$
10
80
$K$
$(l,m)$:
l^6*m^6 - 4*l^6*m^4 - 2*l^4*m^6 + 5*l^6*m^2 + 8*l^4*m^4 - 2*l^6 - 9*l^4*m^2 + 3*l^2*m^4 + 3*l^4 - 9*l^2*m^2 + 6*l^2 - m^2 + 2
comment: $a=-12$
10
80
$\bar K$
$(v,z)$:
v^6*z^6 + 4*v^6*z^4 + 2*v^4*z^6 + 5*v^6*z^2 + 8*v^4*z^4 + 2*v^6 + 9*v^4*z^2 - 3*v^2*z^4 + 3*v^4 - 9*v^2*z^2 - 6*v^2 + z^2 + 2
comment: $a=-12$
10
80
$\bar K$
$(l,m)$:
-l^6*m^2 + 3*l^4*m^4 - 2*l^2*m^6 + 2*l^6 - 9*l^4*m^2 + 8*l^2*m^4 + m^6 + 6*l^4 - 9*l^2*m^2 - 4*m^4 + 3*l^2 + 5*m^2 - 2
comment: $a=6$
10
81
$K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 - v^8 + 3*v^6*z^2 - 2*v^4*z^4 + v^6 - v^4*z^2 + 2*v^2*z^4 + v^4 + 3*v^2*z^2 + v^2 - z^2 - 1
comment: $a=-4$
10
81
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 3*l^6*m^2 - 2*l^4*m^4 - l^6 + l^4*m^2 - 2*l^2*m^4 + l^4 + 3*l^2*m^2 - l^2 + m^2 - 1
comment: $a=-4$
10
82
$K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 4*v^4*z^4 - 6*v^2*z^6 + 4*v^4*z^2 - 12*v^2*z^4 + z^6 - 8*v^2*z^2 + 4*z^4 + 4*z^2 + 1
10
82
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 4*l^4*m^2 + 12*l^2*m^4 - m^6 + l^4 - 8*l^2*m^2 + 4*m^4 - 4*m^2
comment: $a=-4$
10
82
$\bar K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 4*v^4*z^4 - 6*v^2*z^6 + 4*v^4*z^2 - 12*v^2*z^4 + z^6 + v^4 - 8*v^2*z^2 + 4*z^4 + 4*z^2
comment: $a=-4$
10
82
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 4*l^4*m^2 + 12*l^2*m^4 - m^6 - 8*l^2*m^2 + 4*m^4 - 4*m^2 + 1
10
83
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - v^6*z^2 + 2*v^4*z^4 + v^2*z^6 + v^6 + 3*v^2*z^4 - v^4 + 4*v^2*z^2 - z^4 + 2*v^2 - 2*z^2 - 1
comment: $a=-6$
10
83
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 4*l^4*m^2 - 2*l^2*m^4 + 2*l^4 - m^4 + l^2 + m^2 + 1
10
83
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 4*v^4*z^2 + 2*v^2*z^4 + 2*v^4 - z^4 - v^2 - z^2 + 1
10
83
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 2*l^4*m^4 - l^2*m^6 + l^6 + 3*l^2*m^4 + l^4 - 4*l^2*m^2 + m^4 + 2*l^2 - 2*m^2 + 1
comment: $a=-6$
10
84
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - v^6*z^2 + 2*v^4*z^4 + v^2*z^6 + 3*v^2*z^4 - 2*v^4 + 5*v^2*z^2 - z^4 + 4*v^2 - 2*z^2 - 1
10
84
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 5*l^4*m^2 + 2*l^2*m^4 - 4*l^4 + m^4 - 2*l^2 - m^2
comment: $a=-6$
10
84
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 5*v^4*z^2 + 2*v^2*z^4 + 4*v^4 - z^4 - 2*v^2 - z^2
comment: $a=-6$
10
84
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - l^6*m^2 + 2*l^4*m^4 + l^2*m^6 - 3*l^2*m^4 - 2*l^4 + 5*l^2*m^2 - m^4 - 4*l^2 + 2*m^2 - 1
10
85
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 4*v^4*z^4 + 6*v^2*z^6 - 3*v^4*z^2 + 12*v^2*z^4 - z^6 + v^4 + 9*v^2*z^2 - 4*z^4 + v^2 - 4*z^2 - 1
comment: $a=-6$
10
85
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 4*l^4*m^2 + 12*l^2*m^4 - m^6 + l^4 - 9*l^2*m^2 + 4*m^4 + l^2 - 3*m^2 - 1
comment: $a=2$
10
85
$\bar K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 4*v^4*z^4 + 6*v^2*z^6 - 4*v^4*z^2 + 12*v^2*z^4 - z^6 - v^4 + 9*v^2*z^2 - 4*z^4 + v^2 - 3*z^2 + 1
comment: $a=2$
10
85
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 3*l^4*m^2 + 12*l^2*m^4 - m^6 - l^4 - 9*l^2*m^2 + 4*m^4 + l^2 - 4*m^2 + 1
comment: $a=-6$
10
86
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 4*v^4*z^2 - 2*v^2*z^4 - 2*v^4 + z^4 + 2*v^2 + z^2
comment: $a=-2$
10
86
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 2*l^4*m^4 - l^2*m^6 + 3*l^2*m^4 + 2*l^4 - 4*l^2*m^2 + m^4 + 2*l^2 - 2*m^2 + 1
comment: $a=-4$
10
86
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 2*v^4*z^4 - v^2*z^6 - 3*v^2*z^4 + 2*v^4 - 4*v^2*z^2 + z^4 - 2*v^2 + 2*z^2 + 1
comment: $a=-4$
10
86
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 4*l^4*m^2 - 2*l^2*m^4 + 2*l^4 - m^4 + 2*l^2 + m^2
comment: $a=-2$
10
87
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 2*v^4*z^4 - v^2*z^6 - v^6 + v^4*z^2 - 3*v^2*z^4 + 3*v^4 - 4*v^2*z^2 + z^4 - 2*v^2 + 2*z^2 + 1
comment: $a=-2$
10
87
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 4*l^4*m^2 + 2*l^2*m^4 - 2*l^4 + l^2*m^2 + m^4 - 3*l^2 - m^2 - 1
comment: $a=-4$
10
87
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 4*v^4*z^2 - 2*v^2*z^4 - 2*v^4 + v^2*z^2 + z^4 + 3*v^2 + z^2 - 1
comment: $a=-4$
10
87
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - l^6*m^2 + 2*l^4*m^4 + l^2*m^6 - l^6 + l^4*m^2 - 3*l^2*m^4 - 3*l^4 + 4*l^2*m^2 - m^4 - 2*l^2 + 2*m^2 - 1
comment: $a=-2$
10
88
$K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 2*v^4*z^4 + v^6 - 3*v^4*z^2 + 2*v^2*z^4 - v^4 + 2*v^2*z^2 + v^2 - z^2
comment: $a=-4$
10
88
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 2*l^4*m^4 - l^6 + 3*l^4*m^2 - 2*l^2*m^4 - l^4 + 2*l^2*m^2 - l^2 + m^2
comment: $a=-4$
10
89
$K$
$(v,z)$:
-v^8*z^4 + v^6*z^6 + 2*v^6*z^4 + v^8 + 2*v^6*z^2 - 3*v^4*z^4 - 4*v^4*z^2 - v^4 + 3*v^2*z^2 + 2*v^2 - 1
comment: $a=-8$
10
89
$K$
$(l,m)$:
-l^8 + 3*l^6*m^2 - 3*l^4*m^4 + l^2*m^6 - 2*l^6 + 4*l^4*m^2 - 2*l^2*m^4 - l^4 + 2*l^2*m^2 - m^4 + 1
10
89
$\bar K$
$(v,z)$:
-v^8 + 3*v^6*z^2 - 3*v^4*z^4 + v^2*z^6 + 2*v^6 - 4*v^4*z^2 + 2*v^2*z^4 - v^4 + 2*v^2*z^2 - z^4 + 1
10
89
$\bar K$
$(l,m)$:
-l^8*m^4 + l^6*m^6 - 2*l^6*m^4 + l^8 + 2*l^6*m^2 - 3*l^4*m^4 + 4*l^4*m^2 - l^4 + 3*l^2*m^2 - 2*l^2 - 1
comment: $a=-8$
10
90
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 3*v^4*z^2 - 3*v^2*z^4 - 4*v^2*z^2 + z^4 - 2*v^2 + 2*z^2 + 2
comment: $a=-2$
10
90
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - 2*l^6 + 4*l^4*m^2 + 3*l^2*m^4 - 2*l^4 - 3*l^2*m^2 + m^4 - 2*m^2 + 1
comment: $a=-4$
10
90
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + 2*v^6 - 4*v^4*z^2 - 3*v^2*z^4 - 2*v^4 - 3*v^2*z^2 + z^4 + 2*z^2 + 1
comment: $a=-4$
10
90
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 3*l^4*m^2 - 3*l^2*m^4 + 4*l^2*m^2 - m^4 - 2*l^2 + 2*m^2 - 2
comment: $a=-2$
10
91
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 4*v^4*z^4 + 6*v^2*z^6 - 5*v^4*z^2 + 13*v^2*z^4 - z^6 - 2*v^4 + 12*v^2*z^2 - 4*z^4 + 5*v^2 - 5*z^2 - 2
comment: $a=-2$
10
91
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 5*l^4*m^2 + 13*l^2*m^4 - m^6 + 2*l^4 - 12*l^2*m^2 + 4*m^4 + 5*l^2 - 5*m^2 + 2
comment: $a=-2$
10
91
$\bar K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 4*v^4*z^4 + 6*v^2*z^6 - 5*v^4*z^2 + 13*v^2*z^4 - z^6 - 2*v^4 + 12*v^2*z^2 - 4*z^4 + 5*v^2 - 5*z^2 - 2
comment: $a=-2$
10
91
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 5*l^4*m^2 + 13*l^2*m^4 - m^6 + 2*l^4 - 12*l^2*m^2 + 4*m^4 + 5*l^2 - 5*m^2 + 2
comment: $a=-2$
10
92
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 2*v^4*z^4 - v^2*z^6 - v^4*z^2 - 2*v^2*z^4 - v^4 + z^4 + v^2 + 2*z^2 + 1
comment: $a=2$
10
92
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 2*l^4*m^4 - l^2*m^6 - l^6 + 2*l^2*m^4 + l^4 - l^2*m^2 + m^4 + l^2 - m^2
comment: $a=-8$
10
92
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 2*v^4*z^4 - v^2*z^6 + v^6 - 2*v^2*z^4 + v^4 - v^2*z^2 + z^4 - v^2 + z^2
comment: $a=-8$
10
92
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - l^6*m^2 + 2*l^4*m^4 + l^2*m^6 - l^4*m^2 - 2*l^2*m^4 + l^4 - m^4 + l^2 + 2*m^2 - 1
comment: $a=2$
10
93
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 + 2*v^4*z^2 + 3*v^2*z^4 + 3*v^2*z^2 - z^4 + 2*v^2 - 2*z^2 - 1
comment: $a=-4$
10
93
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 3*l^4*m^2 + 3*l^2*m^4 - 2*l^4 - 2*l^2*m^2 + m^4 - 2*m^2
comment: $a=-2$
10
93
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 3*v^4*z^2 + 3*v^2*z^4 + 2*v^4 + 2*v^2*z^2 - z^4 - 2*z^2
comment: $a=-2$
10
93
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 - 2*l^4*m^2 - 3*l^2*m^4 + 3*l^2*m^2 - m^4 - 2*l^2 + 2*m^2 - 1
comment: $a=-4$
10
94
$K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 4*v^4*z^4 - 6*v^2*z^6 + 5*v^4*z^2 - 13*v^2*z^4 + z^6 + 2*v^4 - 12*v^2*z^2 + 4*z^4 - 4*v^2 + 5*z^2 + 3
10
94
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 5*l^4*m^2 + 13*l^2*m^4 - m^6 + 3*l^4 - 12*l^2*m^2 + 4*m^4 + 4*l^2 - 5*m^2 + 2
comment: $a=-4$
10
94
$\bar K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 4*v^4*z^4 - 6*v^2*z^6 + 5*v^4*z^2 - 13*v^2*z^4 + z^6 + 3*v^4 - 12*v^2*z^2 + 4*z^4 - 4*v^2 + 5*z^2 + 2
comment: $a=-4$
10
94
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 5*l^4*m^2 + 13*l^2*m^4 - m^6 + 2*l^4 - 12*l^2*m^2 + 4*m^4 + 4*l^2 - 5*m^2 + 3
10
95
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - v^6*z^2 + 2*v^4*z^4 + v^2*z^6 + v^4*z^2 + 3*v^2*z^4 + 5*v^2*z^2 - z^4 + 3*v^2 - 2*z^2 - 2
comment: $a=-6$
10
95
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + 2*l^6 - 5*l^4*m^2 - 2*l^2*m^4 + 3*l^4 + l^2*m^2 - m^4 + m^2
10
95
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - 2*v^6 + 5*v^4*z^2 + 2*v^2*z^4 + 3*v^4 + v^2*z^2 - z^4 - z^2
10
95
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 2*l^4*m^4 - l^2*m^6 + l^4*m^2 + 3*l^2*m^4 - 5*l^2*m^2 + m^4 + 3*l^2 - 2*m^2 + 2
comment: $a=-6$
10
96
$K$
$(v,z)$:
v^8*z^4 - v^6*z^6 + v^8*z^2 - 3*v^6*z^4 + 2*v^8 - 6*v^6*z^2 + 3*v^4*z^4 - 3*v^6 + 5*v^4*z^2 + 3*v^4 - 3*v^2*z^2 - 2*v^2 + 1
comment: $a=-6$
10
96
$K$
$(l,m)$:
-l^8 + 3*l^6*m^2 - 3*l^4*m^4 + l^2*m^6 - 2*l^6 + 5*l^4*m^2 - 3*l^2*m^4 - 3*l^4 + 6*l^2*m^2 - m^4 - 3*l^2 + m^2 - 2
comment: $a=-2$
10
96
$\bar K$
$(v,z)$:
v^8 - 3*v^6*z^2 + 3*v^4*z^4 - v^2*z^6 - 2*v^6 + 5*v^4*z^2 - 3*v^2*z^4 + 3*v^4 - 6*v^2*z^2 + z^4 - 3*v^2 + z^2 + 2
comment: $a=-2$
10
96
$\bar K$
$(l,m)$:
-l^8*m^4 + l^6*m^6 + l^8*m^2 - 3*l^6*m^4 - 2*l^8 + 6*l^6*m^2 - 3*l^4*m^4 - 3*l^6 + 5*l^4*m^2 - 3*l^4 + 3*l^2*m^2 - 2*l^2 - 1
comment: $a=-6$
10
97
$K$
$(v,z)$:
v^8*z^2 - v^6*z^4 - v^8 + 2*v^6*z^2 - 3*v^4*z^4 + 2*v^6 - 4*v^4*z^2 - v^2*z^4 - 2*v^4 + 2*v^2*z^2 + 2*v^2 + z^2
10
97
$K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 + 2*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 4*l^4*m^2 + l^2*m^4 - 2*l^4 + 2*l^2*m^2 - 2*l^2 - m^2 - 1
comment: $a=-8$
10
97
$\bar K$
$(v,z)$:
v^8*z^2 - v^6*z^4 + 2*v^6*z^2 - 3*v^4*z^4 + 2*v^6 - 4*v^4*z^2 - v^2*z^4 - 2*v^4 + 2*v^2*z^2 + 2*v^2 + z^2 - 1
comment: $a=-8$
10
97
$\bar K$
$(l,m)$:
-l^8*m^2 + l^6*m^4 - l^8 + 2*l^6*m^2 - 3*l^4*m^4 - 2*l^6 + 4*l^4*m^2 + l^2*m^4 - 2*l^4 + 2*l^2*m^2 - 2*l^2 - m^2
10
98
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + 2*v^6 - 5*v^4*z^2 - 2*v^2*z^4 - 5*v^4 + v^2*z^2 + z^4 + 3*v^2 + 2*z^2 + 1
comment: $a=2$
10
98
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 2*l^4*m^4 - l^2*m^6 - l^6 - l^4*m^2 + 3*l^2*m^4 + 3*l^4 - 5*l^2*m^2 + m^4 + 5*l^2 - 2*m^2 + 2
comment: $a=-8$
10
98
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 2*v^4*z^4 - v^2*z^6 + v^6 + v^4*z^2 - 3*v^2*z^4 + 3*v^4 - 5*v^2*z^2 + z^4 - 5*v^2 + 2*z^2 + 2
comment: $a=-8$
10
98
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + 2*l^6 - 5*l^4*m^2 - 2*l^2*m^4 + 5*l^4 - l^2*m^2 - m^4 + 3*l^2 + 2*m^2 - 1
comment: $a=2$
10
99
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 4*v^4*z^4 + 6*v^2*z^6 - 6*v^4*z^2 + 14*v^2*z^4 - z^6 - 4*v^4 + 16*v^2*z^2 - 4*z^4 + 9*v^2 - 6*z^2 - 4
comment: $a=-2$
10
99
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 6*l^4*m^2 + 14*l^2*m^4 - m^6 + 4*l^4 - 16*l^2*m^2 + 4*m^4 + 9*l^2 - 6*m^2 + 4
comment: $a=-2$
10
100
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 4*v^4*z^4 + 6*v^2*z^6 - 4*v^4*z^2 + 13*v^2*z^4 - z^6 - v^4 + 13*v^2*z^2 - 4*z^4 + 5*v^2 - 5*z^2 - 3
comment: $a=-6$
10
100
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 5*l^4*m^2 + 13*l^2*m^4 - m^6 + 3*l^4 - 13*l^2*m^2 + 4*m^4 + 5*l^2 - 4*m^2 + 1
comment: $a=2$
10
100
$\bar K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 4*v^4*z^4 + 6*v^2*z^6 - 5*v^4*z^2 + 13*v^2*z^4 - z^6 - 3*v^4 + 13*v^2*z^2 - 4*z^4 + 5*v^2 - 4*z^2 - 1
comment: $a=2$
10
100
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 4*l^4*m^2 + 13*l^2*m^4 - m^6 + l^4 - 13*l^2*m^2 + 4*m^4 + 5*l^2 - 5*m^2 + 3
comment: $a=-6$
10
101
$K$
$(v,z)$:
v^8 - 4*v^6*z^2 + 3*v^4*z^4 - 4*v^6 + 5*v^4*z^2 + 3*v^2*z^4 + 2*v^4 + 5*v^2*z^2 + z^4 + 2*v^2 + z^2
comment: $a=4$
10
101
$K$
$(l,m)$:
l^8*m^4 - l^8*m^2 - 3*l^6*m^4 + 5*l^6*m^2 + 3*l^4*m^4 - 2*l^6 - 5*l^4*m^2 + 2*l^4 - 4*l^2*m^2 + 4*l^2 + 1
comment: $a=-12$
10
101
$\bar K$
$(v,z)$:
v^8*z^4 + v^8*z^2 + 3*v^6*z^4 + 5*v^6*z^2 + 3*v^4*z^4 + 2*v^6 + 5*v^4*z^2 + 2*v^4 - 4*v^2*z^2 - 4*v^2 + 1
comment: $a=-12$
10
101
$\bar K$
$(l,m)$:
l^8 - 4*l^6*m^2 + 3*l^4*m^4 + 4*l^6 - 5*l^4*m^2 - 3*l^2*m^4 + 2*l^4 + 5*l^2*m^2 + m^4 - 2*l^2 - m^2
comment: $a=4$
10
102
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 3*v^4*z^2 - 3*v^2*z^4 - v^4 - 3*v^2*z^2 + z^4 + 2*z^2 + 1
comment: $a=-2$
10
102
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 3*l^4*m^2 + 3*l^2*m^4 - 3*l^2*m^2 + m^4 + l^2 - 2*m^2 + 1
comment: $a=-4$
10
102
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 3*v^4*z^2 - 3*v^2*z^4 - 3*v^2*z^2 + z^4 - v^2 + 2*z^2 + 1
comment: $a=-4$
10
102
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 3*l^4*m^2 - 3*l^2*m^4 + l^4 + 3*l^2*m^2 - m^4 + 2*m^2 - 1
comment: $a=-2$
10
103
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 4*v^4*z^2 + 3*v^2*z^4 + 3*v^4 + 3*v^2*z^2 - z^4 - 2*z^2 - 1
comment: $a=-6$
10
103
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 3*l^4*m^2 - 3*l^2*m^4 + 4*l^2*m^2 - m^4 - 3*l^2 + 2*m^2 - 1
10
103
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 - v^6 + 3*v^4*z^2 + 3*v^2*z^4 + 4*v^2*z^2 - z^4 + 3*v^2 - 2*z^2 - 1
10
103
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 - l^6 + 4*l^4*m^2 + 3*l^2*m^4 - 3*l^4 - 3*l^2*m^2 + m^4 - 2*m^2 + 1
comment: $a=-6$
10
104
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 4*v^4*z^4 + 6*v^2*z^6 - 5*v^4*z^2 + 13*v^2*z^4 - z^6 - v^4 + 11*v^2*z^2 - 4*z^4 + 3*v^2 - 5*z^2 - 1
comment: $a=-2$
10
104
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 5*l^4*m^2 + 13*l^2*m^4 - m^6 + l^4 - 11*l^2*m^2 + 4*m^4 + 3*l^2 - 5*m^2 + 1
comment: $a=-2$
10
104
$\bar K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 4*v^4*z^4 + 6*v^2*z^6 - 5*v^4*z^2 + 13*v^2*z^4 - z^6 - v^4 + 11*v^2*z^2 - 4*z^4 + 3*v^2 - 5*z^2 - 1
comment: $a=-2$
10
104
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 5*l^4*m^2 + 13*l^2*m^4 - m^6 + l^4 - 11*l^2*m^2 + 4*m^4 + 3*l^2 - 5*m^2 + 1
comment: $a=-2$
10
105
$K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 2*v^4*z^4 + 2*v^4*z^2 - 2*v^2*z^4 + v^4 - 3*v^2*z^2 - v^2 + z^2 + 1
comment: $a=-2$
10
105
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 3*l^6*m^2 - 2*l^4*m^4 - l^6 + 2*l^4*m^2 - 2*l^2*m^4 - l^4 + 2*l^2*m^2 + m^2
comment: $a=-6$
10
105
$\bar K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + v^8 - 3*v^6*z^2 + 2*v^4*z^4 - v^6 + 2*v^4*z^2 - 2*v^2*z^4 + v^4 - 2*v^2*z^2 + z^2
comment: $a=-6$
10
105
$\bar K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 2*l^4*m^4 + 2*l^4*m^2 - 2*l^2*m^4 - l^4 + 3*l^2*m^2 - l^2 + m^2 - 1
comment: $a=-2$
10
106
$K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 4*v^4*z^4 - 6*v^2*z^6 + 5*v^4*z^2 - 13*v^2*z^4 + z^6 + v^4 - 11*v^2*z^2 + 4*z^4 - 2*v^2 + 5*z^2 + 2
10
106
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 5*l^4*m^2 + 13*l^2*m^4 - m^6 + 2*l^4 - 11*l^2*m^2 + 4*m^4 + 2*l^2 - 5*m^2 + 1
comment: $a=-4$
10
106
$\bar K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 4*v^4*z^4 - 6*v^2*z^6 + 5*v^4*z^2 - 13*v^2*z^4 + z^6 + 2*v^4 - 11*v^2*z^2 + 4*z^4 - 2*v^2 + 5*z^2 + 1
comment: $a=-4$
10
106
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 5*l^4*m^2 + 13*l^2*m^4 - m^6 + l^4 - 11*l^2*m^2 + 4*m^4 + 2*l^2 - 5*m^2 + 2
10
107
$K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 2*v^4*z^4 - 2*v^4*z^2 + 2*v^2*z^4 + 3*v^2*z^2 + 2*v^2 - z^2 - 1
comment: $a=-4$
10
107
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 3*l^6*m^2 - 2*l^4*m^4 - 2*l^6 + 2*l^4*m^2 - 2*l^2*m^4 + 2*l^2*m^2 + m^2
comment: $a=-4$
10
107
$\bar K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 - v^8 + 3*v^6*z^2 - 2*v^4*z^4 + 2*v^6 - 2*v^4*z^2 + 2*v^2*z^4 + 2*v^2*z^2 - z^2
comment: $a=-4$
10
107
$\bar K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 2*l^4*m^4 + 2*l^4*m^2 - 2*l^2*m^4 + 3*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-4$
10
108
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 + 2*v^4*z^2 + 3*v^2*z^4 + 2*v^2*z^2 - z^4 + v^2 - 2*z^2
comment: $a=-2$
10
108
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 - 2*l^4*m^2 - 3*l^2*m^4 + l^4 + 2*l^2*m^2 - m^4 + 2*m^2
comment: $a=-4$
10
108
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 3*v^4*z^4 + v^2*z^6 + 2*v^4*z^2 + 3*v^2*z^4 + v^4 + 2*v^2*z^2 - z^4 - 2*z^2
comment: $a=-4$
10
108
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 3*l^4*m^4 - l^2*m^6 + 2*l^4*m^2 + 3*l^2*m^4 - 2*l^2*m^2 + m^4 + l^2 - 2*m^2
comment: $a=-2$
10
109
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 4*v^4*z^4 + 6*v^2*z^6 - 6*v^4*z^2 + 14*v^2*z^4 - z^6 - 3*v^4 + 15*v^2*z^2 - 4*z^4 + 7*v^2 - 6*z^2 - 3
comment: $a=-2$
10
109
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 4*l^4*m^4 - 6*l^2*m^6 - 6*l^4*m^2 + 14*l^2*m^4 - m^6 + 3*l^4 - 15*l^2*m^2 + 4*m^4 + 7*l^2 - 6*m^2 + 3
comment: $a=-2$
10
110
$K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + v^8 - 3*v^6*z^2 + 2*v^4*z^4 - v^6 + v^4*z^2 - 2*v^2*z^4 - 3*v^2*z^2 + z^2 + 1
comment: $a=-2$
10
110
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 3*l^6*m^2 - 2*l^4*m^4 + l^4*m^2 - 2*l^2*m^4 + 3*l^2*m^2 - l^2 + m^2 - 1
comment: $a=-6$
10
110
$\bar K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + v^8 - 3*v^6*z^2 + 2*v^4*z^4 + v^4*z^2 - 2*v^2*z^4 - 3*v^2*z^2 - v^2 + z^2 + 1
comment: $a=-6$
10
110
$\bar K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - l^8 + 3*l^6*m^2 - 2*l^4*m^4 - l^6 + l^4*m^2 - 2*l^2*m^4 + 3*l^2*m^2 + m^2 - 1
comment: $a=-2$
10
111
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 3*v^4*z^4 - v^2*z^6 + v^6 - 4*v^4*z^2 - 2*v^2*z^4 - 3*v^4 + v^2*z^2 + z^4 + 2*v^2 + 2*z^2 + 1
comment: $a=2$
10
111
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 2*l^4*m^4 - l^2*m^6 - l^6 - l^4*m^2 + 3*l^2*m^4 + 2*l^4 - 4*l^2*m^2 + m^4 + 3*l^2 - 2*m^2 + 1
comment: $a=-8$
10
111
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 2*v^4*z^4 - v^2*z^6 + v^6 + v^4*z^2 - 3*v^2*z^4 + 2*v^4 - 4*v^2*z^2 + z^4 - 3*v^2 + 2*z^2 + 1
comment: $a=-8$
10
111
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 2*l^6*m^2 + 3*l^4*m^4 + l^2*m^6 + l^6 - 4*l^4*m^2 - 2*l^2*m^4 + 3*l^4 - l^2*m^2 - m^4 + 2*l^2 + 2*m^2 - 1
comment: $a=2$
10
112
$K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 3*v^4*z^4 - 5*v^2*z^6 + v^4*z^2 - 7*v^2*z^4 + z^6 - v^4 + 3*z^4 + 4*v^2 + z^2 - 2
comment: $a=-4$
10
112
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 3*l^4*m^4 - 5*l^2*m^6 - l^4*m^2 + 7*l^2*m^4 - m^6 - 2*l^4 + 3*m^4 - 4*l^2 - m^2 - 1
10
112
$\bar K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 3*v^4*z^4 - 5*v^2*z^6 + v^4*z^2 - 7*v^2*z^4 + z^6 - 2*v^4 + 3*z^4 + 4*v^2 + z^2 - 1
10
112
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 3*l^4*m^4 - 5*l^2*m^6 - l^4*m^2 + 7*l^2*m^4 - m^6 - l^4 + 3*m^4 - 4*l^2 - m^2 - 2
comment: $a=-4$
10
113
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 + v^4*z^4 + v^2*z^6 + v^6 - 2*v^4*z^2 + 2*v^2*z^4 - 3*v^4 + 3*v^2*z^2 - z^4 + 3*v^2 - z^2
10
113
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 2*l^4*m^4 - l^2*m^6 + 3*l^4*m^2 + l^2*m^4 - 3*l^4 + 2*l^2*m^2 + m^4 - 3*l^2 - 1
comment: $a=-6$
10
113
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - v^6*z^2 + 2*v^4*z^4 + v^2*z^6 + 3*v^4*z^2 + v^2*z^4 + 3*v^4 - 2*v^2*z^2 - z^4 - 3*v^2 + 1
comment: $a=-6$
10
113
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 + l^4*m^4 + l^2*m^6 - l^6 + 2*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 3*l^2*m^2 - m^4 - 3*l^2 + m^2
10
114
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 2*v^4*z^4 - v^2*z^6 - v^4*z^2 - 2*v^2*z^4 + z^4 + 2*v^2 + z^2 - 1
comment: $a=-4$
10
114
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - l^6*m^2 + 2*l^4*m^4 + l^2*m^6 - l^6 - 2*l^2*m^4 - 2*l^4 + l^2*m^2 - m^4 + m^2
comment: $a=-2$
10
114
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 2*v^4*z^4 - v^2*z^6 - v^6 - 2*v^2*z^4 + 2*v^4 - v^2*z^2 + z^4 + z^2
comment: $a=-2$
10
114
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 2*l^4*m^4 - l^2*m^6 + l^4*m^2 + 2*l^2*m^4 + m^4 - 2*l^2 - m^2 - 1
comment: $a=-4$
10
115
$K$
$(v,z)$:
-v^8*z^2 + 2*v^6*z^4 - v^4*z^6 + v^6*z^2 - v^4*z^4 - v^6 + v^4*z^2 + 2*v^2*z^4 + 3*v^4 + v^2*z^2 - v^2 - z^2
comment: $a=-4$
10
115
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 + l^6*m^2 - l^4*m^4 + l^6 - l^4*m^2 - 2*l^2*m^4 + 3*l^4 + l^2*m^2 + l^2 + m^2
comment: $a=-4$
10
116
$K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 3*v^4*z^4 - 5*v^2*z^6 + 2*v^4*z^2 - 8*v^2*z^4 + z^6 + v^4 - 4*v^2*z^2 + 3*z^4 + 2*z^2
comment: $a=-4$
10
116
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 3*l^4*m^4 - 5*l^2*m^6 - 2*l^4*m^2 + 8*l^2*m^4 - m^6 - 4*l^2*m^2 + 3*m^4 - 2*m^2 + 1
10
116
$\bar K$
$(v,z)$:
v^4*z^6 - v^2*z^8 + 3*v^4*z^4 - 5*v^2*z^6 + 2*v^4*z^2 - 8*v^2*z^4 + z^6 - 4*v^2*z^2 + 3*z^4 + 2*z^2 + 1
10
116
$\bar K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 3*l^4*m^4 - 5*l^2*m^6 - 2*l^4*m^2 + 8*l^2*m^4 - m^6 + l^4 - 4*l^2*m^2 + 3*m^4 - 2*m^2
comment: $a=-4$
10
117
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - v^6*z^2 + 2*v^4*z^4 + v^2*z^6 + 2*v^4*z^2 + 2*v^2*z^4 + v^4 + 2*v^2*z^2 - z^4 + v^2 - z^2 - 1
comment: $a=-6$
10
117
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - l^6*m^2 + 2*l^4*m^4 + l^2*m^6 + l^6 - 2*l^4*m^2 - 2*l^2*m^4 + l^4 + 2*l^2*m^2 - m^4 - l^2 + m^2
10
117
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - v^6*z^2 + 2*v^4*z^4 + v^2*z^6 - v^6 + 2*v^4*z^2 + 2*v^2*z^4 + v^4 + 2*v^2*z^2 - z^4 + v^2 - z^2
10
117
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 2*l^4*m^4 - l^2*m^6 + 2*l^4*m^2 + 2*l^2*m^4 - l^4 - 2*l^2*m^2 + m^4 + l^2 - m^2 + 1
comment: $a=-6$
10
118
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 3*v^4*z^4 + 5*v^2*z^6 - 2*v^4*z^2 + 8*v^2*z^4 - z^6 + 4*v^2*z^2 - 3*z^4 + v^2 - 2*z^2
comment: $a=-2$
10
118
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 3*l^4*m^4 - 5*l^2*m^6 - 2*l^4*m^2 + 8*l^2*m^4 - m^6 - 4*l^2*m^2 + 3*m^4 + l^2 - 2*m^2
comment: $a=-2$
10
119
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 2*v^4*z^4 - v^2*z^6 + v^6 - 2*v^4*z^2 - 2*v^2*z^4 - v^4 - v^2*z^2 + z^4 + v^2 + z^2
comment: $a=-4$
10
119
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - l^6*m^2 + 2*l^4*m^4 + l^2*m^6 - l^4*m^2 - 2*l^2*m^4 - l^4 + 2*l^2*m^2 - m^4 - l^2 + m^2 - 1
comment: $a=-2$
10
119
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 2*v^4*z^4 - v^2*z^6 - v^4*z^2 - 2*v^2*z^4 + v^4 - 2*v^2*z^2 + z^4 - v^2 + z^2 + 1
comment: $a=-2$
10
119
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 2*l^4*m^4 - l^2*m^6 - l^6 + 2*l^4*m^2 + 2*l^2*m^4 - l^4 - l^2*m^2 + m^4 - l^2 - m^2
comment: $a=-4$
10
120
$K$
$(v,z)$:
v^8 - 4*v^6*z^2 + 3*v^4*z^4 - 3*v^6 + 3*v^4*z^2 + 4*v^2*z^4 + 7*v^2*z^2 + z^4 + 3*v^2
comment: $a=4$
10
120
$K$
$(l,m)$:
l^8*m^4 - 4*l^6*m^4 + 7*l^6*m^2 + 3*l^4*m^4 - 3*l^6 - 3*l^4*m^2 - 4*l^2*m^2 + 3*l^2 + 1
comment: $a=-12$
10
120
$\bar K$
$(v,z)$:
v^8*z^4 + 4*v^6*z^4 + 7*v^6*z^2 + 3*v^4*z^4 + 3*v^6 + 3*v^4*z^2 - 4*v^2*z^2 - 3*v^2 + 1
comment: $a=-12$
10
120
$\bar K$
$(l,m)$:
l^8 - 4*l^6*m^2 + 3*l^4*m^4 + 3*l^6 - 3*l^4*m^2 - 4*l^2*m^4 + 7*l^2*m^2 + m^4 - 3*l^2
comment: $a=4$
10
121
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - v^6*z^2 + 2*v^4*z^4 + v^2*z^6 - v^6 + 3*v^4*z^2 + v^2*z^4 + 2*v^4 - v^2*z^2 - z^4 - v^2 + 1
10
121
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 - l^4*m^4 - l^2*m^6 + l^6 - l^4*m^2 + 2*l^2*m^4 + l^4 - 3*l^2*m^2 + m^4 + 2*l^2 - m^2 + 1
comment: $a=-6$
10
121
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 + v^4*z^4 + v^2*z^6 + v^6 - v^4*z^2 + 2*v^2*z^4 - v^4 + 3*v^2*z^2 - z^4 + 2*v^2 - z^2 - 1
comment: $a=-6$
10
121
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - l^6*m^2 + 2*l^4*m^4 + l^2*m^6 + l^6 - 3*l^4*m^2 - l^2*m^4 + 2*l^4 - l^2*m^2 - m^4 + l^2 + 1
10
122
$K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + v^6*z^2 - 2*v^4*z^4 - v^2*z^6 - 2*v^4*z^2 - v^2*z^4 - v^4 + 3*v^2*z^2 + z^4 + 4*v^2 - 2
comment: $a=-4$
10
122
$K$
$(l,m)$:
l^6*m^4 - l^4*m^6 + l^4*m^4 + l^2*m^6 - 2*l^6 + 3*l^4*m^2 - 2*l^2*m^4 - 4*l^4 + 2*l^2*m^2 - m^4 - l^2 + m^2
comment: $a=-2$
10
122
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 - v^4*z^4 - v^2*z^6 - 2*v^6 + 3*v^4*z^2 - 2*v^2*z^4 + 4*v^4 - 2*v^2*z^2 + z^4 - v^2 + z^2
comment: $a=-2$
10
122
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 2*l^4*m^4 - l^2*m^6 + 2*l^4*m^2 + l^2*m^4 - l^4 + 3*l^2*m^2 + m^4 - 4*l^2 - 2
comment: $a=-4$
10
123
$K$
$(v,z)$:
-v^4*z^6 + v^2*z^8 - 2*v^4*z^4 + 4*v^2*z^6 + v^4*z^2 + 3*v^2*z^4 - z^6 + 2*v^4 - 4*v^2*z^2 - 2*z^4 - 3*v^2 + z^2 + 2
comment: $a=-2$
10
123
$K$
$(l,m)$:
-l^4*m^6 + l^2*m^8 + 2*l^4*m^4 - 4*l^2*m^6 + l^4*m^2 + 3*l^2*m^4 - m^6 - 2*l^4 + 4*l^2*m^2 + 2*m^4 - 3*l^2 + m^2 - 2
comment: $a=-2$
10
124
$K$
$(v,z)$:
-v^2*z^6 + z^8 + v^4*z^2 - 7*v^2*z^4 + 8*z^6 + 2*v^4 - 14*v^2*z^2 + 21*z^4 - 8*v^2 + 21*z^2 + 7
comment: $a=8$
10
124
$K$
$(l,m)$:
l^4*m^8 - 8*l^4*m^6 + 21*l^4*m^4 - l^2*m^6 - 21*l^4*m^2 + 7*l^2*m^4 + 7*l^4 - 14*l^2*m^2 + 8*l^2 - m^2 + 2
comment: $a=-12$
10
124
$\bar K$
$(v,z)$:
v^4*z^8 + 8*v^4*z^6 + 21*v^4*z^4 - v^2*z^6 + 21*v^4*z^2 - 7*v^2*z^4 + 7*v^4 - 14*v^2*z^2 - 8*v^2 + z^2 + 2
comment: $a=-12$
10
124
$\bar K$
$(l,m)$:
-l^2*m^6 + m^8 - l^4*m^2 + 7*l^2*m^4 - 8*m^6 + 2*l^4 - 14*l^2*m^2 + 21*m^4 + 8*l^2 - 21*m^2 + 7
comment: $a=8$
10
125
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 4*v^4*z^2 + 6*v^2*z^4 - 3*v^4 + 11*v^2*z^2 - z^4 + 7*v^2 - 4*z^2 - 3
comment: $a=-2$
10
125
$K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 4*l^4*m^2 + 6*l^2*m^4 + 3*l^4 - 11*l^2*m^2 + m^4 + 7*l^2 - 4*m^2 + 3
comment: $a=-2$
10
125
$\bar K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 4*v^4*z^2 + 6*v^2*z^4 - 3*v^4 + 11*v^2*z^2 - z^4 + 7*v^2 - 4*z^2 - 3
comment: $a=-2$
10
125
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 4*l^4*m^2 + 6*l^2*m^4 + 3*l^4 - 11*l^2*m^2 + m^4 + 7*l^2 - 4*m^2 + 3
comment: $a=-2$
10
126
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 3*v^4*z^2 + 6*v^2*z^4 - 2*v^4 + 12*v^2*z^2 - z^4 + 7*v^2 - 4*z^2 - 4
comment: $a=-6$
10
126
$K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 4*l^4*m^2 + 6*l^2*m^4 + 4*l^4 - 12*l^2*m^2 + m^4 + 7*l^2 - 3*m^2 + 2
comment: $a=2$
10
126
$\bar K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 4*v^4*z^2 + 6*v^2*z^4 - 4*v^4 + 12*v^2*z^2 - z^4 + 7*v^2 - 3*z^2 - 2
comment: $a=2$
10
126
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 3*l^4*m^2 + 6*l^2*m^4 + 2*l^4 - 12*l^2*m^2 + m^4 + 7*l^2 - 4*m^2 + 4
comment: $a=-6$
10
127
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 3*v^4*z^2 - 5*v^2*z^4 + 2*v^4 - 9*v^2*z^2 + 2*z^4 - 6*v^2 + 7*z^2 + 5
comment: $a=4$
10
127
$K$
$(l,m)$:
2*l^4*m^4 - l^2*m^6 - 7*l^4*m^2 + 5*l^2*m^4 + 5*l^4 - 9*l^2*m^2 + m^4 + 6*l^2 - 3*m^2 + 2
comment: $a=-8$
10
127
$\bar K$
$(v,z)$:
2*v^4*z^4 - v^2*z^6 + 7*v^4*z^2 - 5*v^2*z^4 + 5*v^4 - 9*v^2*z^2 + z^4 - 6*v^2 + 3*z^2 + 2
comment: $a=-8$
10
127
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 3*l^4*m^2 + 5*l^2*m^4 + 2*l^4 - 9*l^2*m^2 + 2*m^4 + 6*l^2 - 7*m^2 + 5
comment: $a=4$
10
128
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 + v^6 - 5*v^4*z^2 + 5*v^2*z^4 + z^6 - 4*v^4 + 6*v^2*z^2 + 5*z^4 + 2*v^2 + 6*z^2 + 2
comment: $a=6$
10
128
$K$
$(l,m)$:
l^6*m^6 - 5*l^6*m^4 - l^4*m^6 + 6*l^6*m^2 + 5*l^4*m^4 - 2*l^6 - 6*l^4*m^2 + l^2*m^4 + 2*l^4 - 5*l^2*m^2 + 4*l^2 + 1
comment: $a=-12$
10
128
$\bar K$
$(v,z)$:
v^6*z^6 + 5*v^6*z^4 + v^4*z^6 + 6*v^6*z^2 + 5*v^4*z^4 + 2*v^6 + 6*v^4*z^2 - v^2*z^4 + 2*v^4 - 5*v^2*z^2 - 4*v^2 + 1
comment: $a=-12$
10
128
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 + l^6 - 5*l^4*m^2 + 5*l^2*m^4 + m^6 + 4*l^4 - 6*l^2*m^2 - 5*m^4 + 2*l^2 + 6*m^2 - 2
comment: $a=6$
10
129
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + 2*v^4*z^2 + v^2*z^4 + v^4 + 2*v^2*z^2 + 2*v^2 - z^2 - 1
comment: $a=-2$
10
129
$K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - 2*l^4*m^2 - l^2*m^4 + 2*l^4 + 2*l^2*m^2 - l^2 + m^2 - 1
comment: $a=-4$
10
129
$\bar K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + 2*v^4*z^2 + v^2*z^4 + 2*v^4 + 2*v^2*z^2 + v^2 - z^2 - 1
comment: $a=-4$
10
129
$\bar K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + 2*l^4*m^2 + l^2*m^4 - l^4 - 2*l^2*m^2 + 2*l^2 - m^2 + 1
comment: $a=-2$
10
130
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + 3*v^4*z^2 + v^2*z^4 + 2*v^4 + 3*v^2*z^2 + 2*v^2 - z^2 - 2
comment: $a=-6$
10
130
$K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + 2*l^6 - 3*l^4*m^2 - l^2*m^4 + 2*l^4 + 3*l^2*m^2 - 2*l^2 + m^2 - 1
10
130
$\bar K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - 2*v^6 + 3*v^4*z^2 + v^2*z^4 + 2*v^4 + 3*v^2*z^2 + 2*v^2 - z^2 - 1
10
130
$\bar K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + 3*l^4*m^2 + l^2*m^4 - 2*l^4 - 3*l^2*m^2 + 2*l^2 - m^2 + 2
comment: $a=-6$
10
131
$K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - 2*v^4*z^2 - v^2*z^4 - 2*v^4 - v^2*z^2 + 2*z^2 + 2
comment: $a=2$
10
131
$K$
$(l,m)$:
2*l^6*m^2 - l^4*m^4 - 2*l^6 + l^4*m^2 + l^2*m^4 - 2*l^2*m^2 + 2*l^2 - m^2 + 1
comment: $a=-8$
10
131
$\bar K$
$(v,z)$:
2*v^6*z^2 - v^4*z^4 + 2*v^6 - v^4*z^2 - v^2*z^4 - 2*v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-8$
10
131
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - 2*l^4*m^2 - l^2*m^4 + 2*l^4 + l^2*m^2 + 2*m^2 - 2
comment: $a=2$
10
132
$K$
$(v,z)$:
v^2*z^4 + 4*v^2*z^2 + 3*v^2 - z^2 - 2
comment: $a=-6$
10
132
$K$
$(l,m)$:
-l^2*m^2 + m^4 + 2*l^2 - 4*m^2 + 3
comment: $a=4$
10
132
$\bar K$
$(v,z)$:
-v^2*z^2 + z^4 - 2*v^2 + 4*z^2 + 3
comment: $a=4$
10
132
$\bar K$
$(l,m)$:
l^2*m^4 - 4*l^2*m^2 + 3*l^2 - m^2 + 2
comment: $a=-6$
10
133
$K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - 3*v^4*z^2 - 3*v^4 + 2*v^2*z^2 + 2*v^2 + z^2 + 1
comment: $a=2$
10
133
$K$
$(l,m)$:
l^6*m^2 - l^6 - 2*l^4*m^2 + l^2*m^4 + 2*l^4 - 3*l^2*m^2 + 3*l^2 - m^2 + 1
comment: $a=-8$
10
133
$\bar K$
$(v,z)$:
v^6*z^2 + v^6 + 2*v^4*z^2 - v^2*z^4 + 2*v^4 - 3*v^2*z^2 - 3*v^2 + z^2 + 1
comment: $a=-8$
10
133
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + l^6 - 3*l^4*m^2 + 3*l^4 - 2*l^2*m^2 + 2*l^2 + m^2 - 1
comment: $a=2$
10
134
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 + v^6 - 4*v^4*z^2 + 4*v^2*z^4 + z^6 - 3*v^4 + 3*v^2*z^2 + 5*z^4 + 7*z^2 + 3
comment: $a=6$
10
134
$K$
$(l,m)$:
l^6*m^6 - 5*l^6*m^4 - l^4*m^6 + 7*l^6*m^2 + 4*l^4*m^4 - 3*l^6 - 3*l^4*m^2 + l^2*m^4 - 4*l^2*m^2 + 3*l^2 + 1
comment: $a=-12$
10
134
$\bar K$
$(v,z)$:
v^6*z^6 + 5*v^6*z^4 + v^4*z^6 + 7*v^6*z^2 + 4*v^4*z^4 + 3*v^6 + 3*v^4*z^2 - v^2*z^4 - 4*v^2*z^2 - 3*v^2 + 1
comment: $a=-12$
10
134
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 + l^6 - 4*l^4*m^2 + 4*l^2*m^4 + m^6 + 3*l^4 - 3*l^2*m^2 - 5*m^4 + 7*m^2 - 3
comment: $a=6$
10
135
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - v^6 + v^4*z^2 + 2*v^2*z^4 + 5*v^2*z^2 + 4*v^2 - 2*z^2 - 2
comment: $a=-2$
10
135
$K$
$(l,m)$:
-2*l^6*m^2 + 2*l^4*m^4 + 2*l^6 - 5*l^4*m^2 - l^2*m^4 + 4*l^4 + l^2*m^2 + m^2 - 1
comment: $a=-4$
10
135
$\bar K$
$(v,z)$:
-2*v^6*z^2 + 2*v^4*z^4 - 2*v^6 + 5*v^4*z^2 + v^2*z^4 + 4*v^4 + v^2*z^2 - z^2 - 1
comment: $a=-4$
10
135
$\bar K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + l^4*m^2 + 2*l^2*m^4 - 5*l^2*m^2 + 4*l^2 - 2*m^2 + 2
comment: $a=-2$
10
136
$K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - 3*v^4*z^2 - 2*v^4 + 2*v^2*z^2 + 3*v^2 - 1
comment: $a=-4$
10
136
$K$
$(l,m)$:
-l^6 + 2*l^4*m^2 - l^2*m^4 - 3*l^4 + 3*l^2*m^2 - 2*l^2 + m^2 - 1
comment: $a=-2$
10
136
$\bar K$
$(v,z)$:
-v^6 + 2*v^4*z^2 - v^2*z^4 + 3*v^4 - 3*v^2*z^2 - 2*v^2 + z^2 + 1
comment: $a=-2$
10
136
$\bar K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + 3*l^4*m^2 - 2*l^4 + 2*l^2*m^2 - 3*l^2 - 1
comment: $a=-4$
10
137
$K$
$(v,z)$:
v^8 - 2*v^6*z^2 + v^4*z^4 - 2*v^6 + 2*v^4*z^2 + 2*v^4 - 2*v^2*z^2 - v^2 + 1
comment: $a=-2$
10
137
$K$
$(l,m)$:
-l^8 + 2*l^6*m^2 - l^4*m^4 - l^6 + 2*l^4*m^2 - 2*l^4 + 2*l^2*m^2 - 2*l^2 - 1
comment: $a=-6$
10
137
$\bar K$
$(v,z)$:
v^8 - 2*v^6*z^2 + v^4*z^4 - v^6 + 2*v^4*z^2 + 2*v^4 - 2*v^2*z^2 - 2*v^2 + 1
comment: $a=-6$
10
137
$\bar K$
$(l,m)$:
-l^8 + 2*l^6*m^2 - l^4*m^4 - 2*l^6 + 2*l^4*m^2 - 2*l^4 + 2*l^2*m^2 - l^2 - 1
comment: $a=-2$
10
138
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 + v^8 - 3*v^6*z^2 + 4*v^4*z^4 - 2*v^6 + 5*v^4*z^2 - 2*v^2*z^4 + 3*v^4 - 6*v^2*z^2 - 3*v^2 + z^2 + 2
comment: $a=-2$
10
138
$K$
$(l,m)$:
l^8*m^2 - 2*l^6*m^4 + l^4*m^6 - 2*l^8 + 6*l^6*m^2 - 4*l^4*m^4 - 3*l^6 + 5*l^4*m^2 - l^2*m^4 - 3*l^4 + 3*l^2*m^2 - 2*l^2 - 1
comment: $a=-6$
10
138
$\bar K$
$(v,z)$:
v^8*z^2 - 2*v^6*z^4 + v^4*z^6 + 2*v^8 - 6*v^6*z^2 + 4*v^4*z^4 - 3*v^6 + 5*v^4*z^2 - v^2*z^4 + 3*v^4 - 3*v^2*z^2 - 2*v^2 + 1
comment: $a=-6$
10
138
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 - l^8 + 3*l^6*m^2 - 4*l^4*m^4 - 2*l^6 + 5*l^4*m^2 - 2*l^2*m^4 - 3*l^4 + 6*l^2*m^2 - 3*l^2 + m^2 - 2
comment: $a=-2$
10
139
$K$
$(v,z)$:
-v^2*z^6 + z^8 + v^4*z^2 - 7*v^2*z^4 + 8*z^6 + v^4 - 13*v^2*z^2 + 21*z^4 - 6*v^2 + 21*z^2 + 6
comment: $a=8$
10
139
$K$
$(l,m)$:
l^4*m^8 - 8*l^4*m^6 + 21*l^4*m^4 - l^2*m^6 - 21*l^4*m^2 + 7*l^2*m^4 + 6*l^4 - 13*l^2*m^2 + 6*l^2 - m^2 + 1
comment: $a=-12$
10
139
$\bar K$
$(v,z)$:
v^4*z^8 + 8*v^4*z^6 + 21*v^4*z^4 - v^2*z^6 + 21*v^4*z^2 - 7*v^2*z^4 + 6*v^4 - 13*v^2*z^2 - 6*v^2 + z^2 + 1
comment: $a=-12$
10
139
$\bar K$
$(l,m)$:
-l^2*m^6 + m^8 - l^4*m^2 + 7*l^2*m^4 - 8*m^6 + l^4 - 13*l^2*m^2 + 21*m^4 + 6*l^2 - 21*m^2 + 6
comment: $a=8$
10
140
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 - 2*v^6 + 4*v^4*z^2 + 4*v^4 - v^2*z^2 - 2*v^2 + 1
10
140
$K$
$(l,m)$:
l^6 - l^4*m^2 + l^2*m^4 + 2*l^4 - 4*l^2*m^2 + 4*l^2 - m^2 + 2
comment: $a=-6$
10
140
$\bar K$
$(v,z)$:
v^6 - v^4*z^2 + v^2*z^4 - 2*v^4 + 4*v^2*z^2 + 4*v^2 - z^2 - 2
comment: $a=-6$
10
140
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 + 2*l^6 - 4*l^4*m^2 + 4*l^4 - l^2*m^2 + 2*l^2 + 1
10
141
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 3*v^4*z^2 - 5*v^2*z^4 + v^4 - 7*v^2*z^2 + z^4 - 2*v^2 + 3*z^2 + 2
10
141
$K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 3*l^4*m^2 + 5*l^2*m^4 + 2*l^4 - 7*l^2*m^2 + m^4 + 2*l^2 - 3*m^2 + 1
comment: $a=-4$
10
141
$\bar K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 3*v^4*z^2 - 5*v^2*z^4 + 2*v^4 - 7*v^2*z^2 + z^4 - 2*v^2 + 3*z^2 + 1
comment: $a=-4$
10
141
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 3*l^4*m^2 + 5*l^2*m^4 + l^4 - 7*l^2*m^2 + m^4 + 2*l^2 - 3*m^2 + 2
10
142
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 + v^6 - 5*v^4*z^2 + 5*v^2*z^4 + z^6 - 5*v^4 + 7*v^2*z^2 + 5*z^4 + 4*v^2 + 6*z^2 + 1
comment: $a=6$
10
142
$K$
$(l,m)$:
l^6*m^6 - 5*l^6*m^4 - l^4*m^6 + 6*l^6*m^2 + 5*l^4*m^4 - l^6 - 7*l^4*m^2 + l^2*m^4 + 4*l^4 - 5*l^2*m^2 + 5*l^2 + 1
comment: $a=-12$
10
142
$\bar K$
$(v,z)$:
v^6*z^6 + 5*v^6*z^4 + v^4*z^6 + 6*v^6*z^2 + 5*v^4*z^4 + v^6 + 7*v^4*z^2 - v^2*z^4 + 4*v^4 - 5*v^2*z^2 - 5*v^2 + 1
comment: $a=-12$
10
142
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 + l^6 - 5*l^4*m^2 + 5*l^2*m^4 + m^6 + 5*l^4 - 7*l^2*m^2 - 5*m^4 + 4*l^2 + 6*m^2 - 1
comment: $a=6$
10
143
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 2*v^4*z^2 + 5*v^2*z^4 + 8*v^2*z^2 - z^4 + 3*v^2 - 3*z^2 - 2
comment: $a=-6$
10
143
$K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 3*l^4*m^2 + 5*l^2*m^4 + 2*l^4 - 8*l^2*m^2 + m^4 + 3*l^2 - 2*m^2
comment: $a=2$
10
143
$\bar K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 3*v^4*z^2 + 5*v^2*z^4 - 2*v^4 + 8*v^2*z^2 - z^4 + 3*v^2 - 2*z^2
comment: $a=2$
10
143
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 2*l^4*m^2 + 5*l^2*m^4 - 8*l^2*m^2 + m^4 + 3*l^2 - 3*m^2 + 2
comment: $a=-6$
10
144
$K$
$(v,z)$:
v^6*z^2 - v^4*z^4 - 2*v^2*z^4 + 2*v^4 - 5*v^2*z^2 - 4*v^2 + 2*z^2 + 3
10
144
$K$
$(l,m)$:
-2*l^6*m^2 + 2*l^4*m^4 + 3*l^6 - 5*l^4*m^2 - l^2*m^4 + 4*l^4 + 2*l^2 + m^2
comment: $a=-6$
10
144
$\bar K$
$(v,z)$:
2*v^6*z^2 - 2*v^4*z^4 + 3*v^6 - 5*v^4*z^2 - v^2*z^4 - 4*v^4 + 2*v^2 + z^2
comment: $a=-6$
10
144
$\bar K$
$(l,m)$:
l^6*m^2 - l^4*m^4 + 2*l^2*m^4 + 2*l^4 - 5*l^2*m^2 + 4*l^2 - 2*m^2 + 3
10
145
$K$
$(v,z)$:
v^6*z^4 + 4*v^6*z^2 + 2*v^6 - v^4 + v^2*z^2 + v^2 - 1
comment: $a=-10$
10
145
$K$
$(l,m)$:
l^6 - l^4*m^2 + l^4 + m^4 + l^2 - 4*m^2 + 2
comment: $a=4$
10
145
$\bar K$
$(v,z)$:
-v^6 + v^4*z^2 + v^4 + z^4 - v^2 + 4*z^2 + 2
comment: $a=4$
10
145
$\bar K$
$(l,m)$:
l^6*m^4 - 4*l^6*m^2 + 2*l^6 + l^4 - l^2*m^2 + l^2 + 1
comment: $a=-10$
10
146
$K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 + v^4*z^2 + v^2*z^4 + v^4 + v^2*z^2 - z^2
comment: $a=-4$
10
146
$K$
$(l,m)$:
l^6*m^2 - l^4*m^4 + l^4*m^2 + l^2*m^4 - l^2*m^2 + l^2 - m^2
comment: $a=-2$
10
146
$\bar K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 + v^4*z^2 + v^2*z^4 + v^2*z^2 + v^2 - z^2
comment: $a=-2$
10
146
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 - l^4*m^2 - l^2*m^4 + l^4 + l^2*m^2 + m^2
comment: $a=-4$
10
147
$K$
$(v,z)$:
v^6*z^2 - v^4*z^4 - v^4*z^2 - v^2*z^4 + v^4 - 2*v^2*z^2 - v^2 + z^2 + 1
comment: $a=-2$
10
147
$K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + 2*l^4*m^2 + l^2*m^4 - l^4 - l^2*m^2 - l^2 - m^2
comment: $a=-4$
10
147
$\bar K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - 2*v^4*z^2 - v^2*z^4 - v^4 - v^2*z^2 + v^2 + z^2
comment: $a=-4$
10
147
$\bar K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 - l^4*m^2 - l^2*m^4 - l^4 + 2*l^2*m^2 - l^2 + m^2 - 1
comment: $a=-2$
10
148
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 2*v^4*z^2 + 5*v^2*z^4 - v^4 + 9*v^2*z^2 - z^4 + 5*v^2 - 3*z^2 - 3
comment: $a=-6$
10
148
$K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 3*l^4*m^2 + 5*l^2*m^4 + 3*l^4 - 9*l^2*m^2 + m^4 + 5*l^2 - 2*m^2 + 1
comment: $a=2$
10
148
$\bar K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 3*v^4*z^2 + 5*v^2*z^4 - 3*v^4 + 9*v^2*z^2 - z^4 + 5*v^2 - 2*z^2 - 1
comment: $a=2$
10
148
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 2*l^4*m^2 + 5*l^2*m^4 + l^4 - 9*l^2*m^2 + m^4 + 5*l^2 - 3*m^2 + 3
comment: $a=-6$
10
149
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 2*v^4*z^2 - 4*v^2*z^4 + v^4 - 6*v^2*z^2 + 2*z^4 - 4*v^2 + 6*z^2 + 4
comment: $a=4$
10
149
$K$
$(l,m)$:
2*l^4*m^4 - l^2*m^6 - 6*l^4*m^2 + 4*l^2*m^4 + 4*l^4 - 6*l^2*m^2 + m^4 + 4*l^2 - 2*m^2 + 1
comment: $a=-8$
10
149
$\bar K$
$(v,z)$:
2*v^4*z^4 - v^2*z^6 + 6*v^4*z^2 - 4*v^2*z^4 + 4*v^4 - 6*v^2*z^2 + z^4 - 4*v^2 + 2*z^2 + 1
comment: $a=-8$
10
149
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 2*l^4*m^2 + 4*l^2*m^4 + l^4 - 6*l^2*m^2 + 2*m^4 + 4*l^2 - 6*m^2 + 4
comment: $a=4$
10
150
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 2*v^4*z^2 - 4*v^2*z^4 - 4*v^2*z^2 + z^4 - v^2 + 3*z^2 + 2
comment: $a=2$
10
150
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 3*l^4*m^2 - 4*l^2*m^4 - 2*l^4 + 4*l^2*m^2 - m^4 - l^2 + 2*m^2
comment: $a=-6$
10
150
$\bar K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 3*v^4*z^2 - 4*v^2*z^4 + 2*v^4 - 4*v^2*z^2 + z^4 - v^2 + 2*z^2
comment: $a=-6$
10
150
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 2*l^4*m^2 - 4*l^2*m^4 + 4*l^2*m^2 - m^4 - l^2 + 3*m^2 - 2
comment: $a=2$
10
151
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 2*v^6*z^2 + 4*v^4*z^4 - v^6 + 6*v^4*z^2 - v^2*z^4 + 3*v^4 - v^2*z^2 - 1
comment: $a=-6$
10
151
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + l^6 + l^4*m^2 - 4*l^2*m^4 + 6*l^2*m^2 - m^4 - 3*l^2 + 2*m^2 - 1
10
151
$\bar K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - v^6 - v^4*z^2 + 4*v^2*z^4 + 6*v^2*z^2 - z^4 + 3*v^2 - 2*z^2 - 1
10
151
$\bar K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 - l^6 + 6*l^4*m^2 - l^2*m^4 - 3*l^4 + l^2*m^2 + 1
comment: $a=-6$
10
152
$K$
$(v,z)$:
-v^2*z^6 + z^8 + 2*v^4*z^2 - 8*v^2*z^4 + 8*z^6 + 3*v^4 - 17*v^2*z^2 + 21*z^4 - 10*v^2 + 22*z^2 + 8
comment: $a=8$
10
152
$K$
$(l,m)$:
l^4*m^8 - 8*l^4*m^6 + 21*l^4*m^4 - l^2*m^6 - 22*l^4*m^2 + 8*l^2*m^4 + 8*l^4 - 17*l^2*m^2 + 10*l^2 - 2*m^2 + 3
comment: $a=-12$
10
152
$\bar K$
$(v,z)$:
v^4*z^8 + 8*v^4*z^6 + 21*v^4*z^4 - v^2*z^6 + 22*v^4*z^2 - 8*v^2*z^4 + 8*v^4 - 17*v^2*z^2 - 10*v^2 + 2*z^2 + 3
comment: $a=-12$
10
152
$\bar K$
$(l,m)$:
-l^2*m^6 + m^8 - 2*l^4*m^2 + 8*l^2*m^4 - 8*m^6 + 3*l^4 - 17*l^2*m^2 + 21*m^4 + 10*l^2 - 22*m^2 + 8
comment: $a=8$
10
153
$K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - 4*v^6*z^2 + 6*v^4*z^4 - 3*v^6 + 10*v^4*z^2 + 6*v^4 - v^2*z^2 - v^2 - z^2 - 1
comment: $a=-4$
10
153
$K$
$(l,m)$:
l^6*m^2 - l^2*m^6 - l^6 - l^4*m^2 + 6*l^2*m^4 + l^4 - 10*l^2*m^2 + m^4 + 6*l^2 - 4*m^2 + 3
comment: $a=-2$
10
153
$\bar K$
$(v,z)$:
-v^6*z^2 + v^2*z^6 - v^6 - v^4*z^2 + 6*v^2*z^4 - v^4 + 10*v^2*z^2 - z^4 + 6*v^2 - 4*z^2 - 3
comment: $a=-2$
10
153
$\bar K$
$(l,m)$:
l^6*m^4 - l^4*m^6 - 4*l^6*m^2 + 6*l^4*m^4 + 3*l^6 - 10*l^4*m^2 + 6*l^4 - l^2*m^2 + l^2 + m^2 - 1
comment: $a=-4$
10
154
$K$
$(v,z)$:
v^6 - 2*v^4*z^2 + z^6 - 2*v^4 - 2*v^2*z^2 + 6*z^4 - 2*v^2 + 9*z^2 + 4
comment: $a=6$
10
154
$K$
$(l,m)$:
l^6*m^6 - 6*l^6*m^4 + 9*l^6*m^2 - 4*l^6 + 2*l^4*m^2 - 2*l^4 - 2*l^2*m^2 + 2*l^2 + 1
comment: $a=-12$
10
154
$\bar K$
$(v,z)$:
v^6*z^6 + 6*v^6*z^4 + 9*v^6*z^2 + 4*v^6 - 2*v^4*z^2 - 2*v^4 - 2*v^2*z^2 - 2*v^2 + 1
comment: $a=-12$
10
154
$\bar K$
$(l,m)$:
l^6 - 2*l^4*m^2 + m^6 + 2*l^4 + 2*l^2*m^2 - 6*m^4 - 2*l^2 + 9*m^2 - 4
comment: $a=6$
10
155
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 3*v^4*z^2 - 5*v^2*z^4 + 3*v^4 - 8*v^2*z^2 + z^4 - 4*v^2 + 3*z^2 + 2
comment: $a=-4$
10
155
$K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 3*l^4*m^2 + 5*l^2*m^4 + 2*l^4 - 8*l^2*m^2 + m^4 + 4*l^2 - 3*m^2 + 3
10
155
$\bar K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + 3*v^4*z^2 - 5*v^2*z^4 + 2*v^4 - 8*v^2*z^2 + z^4 - 4*v^2 + 3*z^2 + 3
10
155
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 3*l^4*m^2 + 5*l^2*m^4 + 3*l^4 - 8*l^2*m^2 + m^4 + 4*l^2 - 3*m^2 + 2
comment: $a=-4$
10
156
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 2*v^4*z^2 + 4*v^2*z^4 + 5*v^2*z^2 - z^4 + 2*v^2 - 2*z^2 - 1
comment: $a=-4$
10
156
$K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 2*l^4*m^2 - 4*l^2*m^4 - l^4 + 5*l^2*m^2 - m^4 - 2*l^2 + 2*m^2
10
156
$\bar K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 2*v^4*z^2 + 4*v^2*z^4 - v^4 + 5*v^2*z^2 - z^4 + 2*v^2 - 2*z^2
10
156
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + 2*l^4*m^2 - 4*l^2*m^4 + 5*l^2*m^2 - m^4 - 2*l^2 + 2*m^2 - 1
comment: $a=-4$
10
157
$K$
$(v,z)$:
2*v^4*z^4 - v^2*z^6 + 5*v^4*z^2 - 3*v^2*z^4 + 2*v^4 - 2*v^2*z^2 + z^4 + z^2 - 1
comment: $a=-8$
10
157
$K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - l^4*m^2 + 3*l^2*m^4 - l^4 - 2*l^2*m^2 + 2*m^4 - 5*m^2 + 2
comment: $a=4$
10
157
$\bar K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + v^4*z^2 - 3*v^2*z^4 - v^4 - 2*v^2*z^2 + 2*z^4 + 5*z^2 + 2
comment: $a=4$
10
157
$\bar K$
$(l,m)$:
2*l^4*m^4 - l^2*m^6 - 5*l^4*m^2 + 3*l^2*m^4 + 2*l^4 - 2*l^2*m^2 + m^4 - m^2 - 1
comment: $a=-8$
10
158
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 + v^6 + v^4*z^2 - 4*v^2*z^4 - 6*v^2*z^2 + z^4 - 2*v^2 + 2*z^2 + 2
comment: $a=-2$
10
158
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 2*l^6*m^2 - 4*l^4*m^4 - 2*l^6 + 6*l^4*m^2 - l^2*m^4 - 2*l^4 + l^2*m^2 + 1
comment: $a=-4$
10
158
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 2*v^6*z^2 - 4*v^4*z^4 + 2*v^6 - 6*v^4*z^2 + v^2*z^4 - 2*v^4 + v^2*z^2 + 1
comment: $a=-4$
10
158
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + l^6 + l^4*m^2 - 4*l^2*m^4 + 6*l^2*m^2 - m^4 - 2*l^2 + 2*m^2 - 2
comment: $a=-2$
10
159
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - 2*v^4*z^2 + 4*v^2*z^4 - v^4 + 5*v^2*z^2 - z^4 + v^2 - z^2 + 1
comment: $a=2$
10
159
$K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - l^4*m^2 + 4*l^2*m^4 - l^4 - 5*l^2*m^2 + m^4 + l^2 - 2*m^2 + 1
comment: $a=-6$
10
159
$\bar K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - v^4*z^2 + 4*v^2*z^4 + v^4 + 5*v^2*z^2 - z^4 + v^2 - 2*z^2 - 1
comment: $a=-6$
10
159
$\bar K$
$(l,m)$:
l^4*m^4 - l^2*m^6 - 2*l^4*m^2 + 4*l^2*m^4 + l^4 - 5*l^2*m^2 + m^4 + l^2 - m^2 - 1
comment: $a=2$
10
160
$K$
$(v,z)$:
v^4*z^4 - v^2*z^6 - v^6 + 3*v^4*z^2 - 4*v^2*z^4 + v^4 - 3*v^2*z^2 + z^4 + 3*z^2 + 1
comment: $a=2$
10
160
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + 3*l^6*m^2 - 4*l^4*m^4 - l^6 + 3*l^4*m^2 - l^2*m^4 + 3*l^2*m^2 - l^2 - 1
comment: $a=-8$
10
160
$\bar K$
$(v,z)$:
v^6*z^4 - v^4*z^6 + 3*v^6*z^2 - 4*v^4*z^4 + v^6 - 3*v^4*z^2 + v^2*z^4 + 3*v^2*z^2 + v^2 - 1
comment: $a=-8$
10
160
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 - l^6 + 3*l^4*m^2 - 4*l^2*m^4 - l^4 + 3*l^2*m^2 - m^4 + 3*m^2 - 1
comment: $a=2$
10
161
$K$
$(v,z)$:
-v^4*z^2 + z^6 - v^4 - v^2*z^2 + 6*z^4 - v^2 + 9*z^2 + 3
comment: $a=6$
10
161
$K$
$(l,m)$:
l^4*m^6 - 6*l^4*m^4 + 9*l^4*m^2 - 3*l^4 + l^2*m^2 - l^2 - m^2 + 1
comment: $a=-10$
10
161
$\bar K$
$(v,z)$:
v^4*z^6 + 6*v^4*z^4 + 9*v^4*z^2 + 3*v^4 - v^2*z^2 - v^2 - z^2 - 1
comment: $a=-10$
10
161
$\bar K$
$(l,m)$:
-l^4*m^2 + m^6 + l^4 + l^2*m^2 - 6*m^4 - l^2 + 9*m^2 - 3
comment: $a=6$
10
162
$K$
$(v,z)$:
2*v^6*z^2 - 2*v^4*z^4 + 3*v^6 - 5*v^4*z^2 - v^2*z^4 - 3*v^4 - v^2*z^2 + z^2 + 1
comment: $a=-6$
10
162
$K$
$(l,m)$:
l^6*m^2 - l^4*m^4 - l^6 + l^4*m^2 + 2*l^2*m^4 - 5*l^2*m^2 + 3*l^2 - 2*m^2 + 3
10
162
$\bar K$
$(v,z)$:
v^6*z^2 - v^4*z^4 + v^6 - v^4*z^2 - 2*v^2*z^4 - 5*v^2*z^2 - 3*v^2 + 2*z^2 + 3
10
162
$\bar K$
$(l,m)$:
-2*l^6*m^2 + 2*l^4*m^4 + 3*l^6 - 5*l^4*m^2 - l^2*m^4 + 3*l^4 + l^2*m^2 + m^2 - 1
comment: $a=-6$
10
163
$K$
$(v,z)$:
-v^4*z^4 + v^2*z^6 - v^6 + 3*v^2*z^4 + 2*v^4 + 2*v^2*z^2 - z^4 - v^2 - z^2 + 1
10
163
$K$
$(l,m)$:
-l^6*m^4 + l^4*m^6 + l^6*m^2 - 3*l^4*m^4 + l^6 + 2*l^4*m^2 - l^2*m^4 + l^4 + 2*l^2 + 1
comment: $a=-6$
10
163
$\bar K$
$(v,z)$:
-v^6*z^4 + v^4*z^6 - v^6*z^2 + 3*v^4*z^4 + v^6 + 2*v^4*z^2 - v^2*z^4 - v^4 + 2*v^2 - 1
comment: $a=-6$
10
163
$\bar K$
$(l,m)$:
-l^4*m^4 + l^2*m^6 + l^6 - 3*l^2*m^4 + 2*l^4 + 2*l^2*m^2 - m^4 + l^2 + m^2 + 1
10
164
$K$
$(v,z)$:
-2*v^6*z^2 + 2*v^4*z^4 - v^6 + 4*v^4*z^2 + v^2*z^4 + 3*v^4 - v^2 - z^2
comment: $a=-4$
10
164
$K$
$(l,m)$:
l^6*m^2 - l^4*m^4 + 2*l^2*m^4 + l^4 - 4*l^2*m^2 + 3*l^2 - 2*m^2 + 1
comment: $a=-2$
10
164
$\bar K$
$(v,z)$:
-v^6*z^2 + v^4*z^4 + 2*v^2*z^4 - v^4 + 4*v^2*z^2 + 3*v^2 - 2*z^2 - 1
comment: $a=-2$
10
164
$\bar K$
$(l,m)$:
-2*l^6*m^2 + 2*l^4*m^4 + l^6 - 4*l^4*m^2 - l^2*m^4 + 3*l^4 + l^2 + m^2
comment: $a=-4$
10
165
$K$
$(v,z)$:
2*v^6*z^2 - v^4*z^4 + v^6 - v^2*z^4 + v^4 - v^2*z^2 - v^2 + z^2
comment: $a=-8$
10
165
$K$
$(l,m)$:
-l^6*m^2 + l^4*m^4 - l^4*m^2 - l^2*m^4 + l^4 + l^2 + 2*m^2 - 1
comment: $a=2$
10
165
$\bar K$
$(v,z)$:
v^6*z^2 - v^4*z^4 - v^4*z^2 - v^2*z^4 - v^4 + v^2 + 2*z^2 + 1
comment: $a=2$
10
165
$\bar K$
$(l,m)$:
2*l^6*m^2 - l^4*m^4 - l^6 + l^2*m^4 + l^4 - l^2*m^2 + l^2 - m^2
comment: $a=-8$
Definition
The HOMFLY-PT polynomial $P_K$ [5] of the unknot and every prime knot $K=n_k$ with at most ten crossings, named as in the Rolfsen table [3] with Perko's correction [4], and of each distinct mirror image $\bar K$, in the $(v,z)$ and $(l,m)$ normalisations, shifted into ordinary polynomial form.
Parameters
$n$
—   crossing number ($n=0$ or $3\leq n\leq 10$)
$k$
—   index in the Rolfsen table ($1\leq k\leq N(n)$, where $N(n)$ is the number of knots listed with $n$ crossings, $1,1,1,2,3,7,21,49,165$ for $n=0,3,4,\ldots,10$)
knot
—   the knot $K=n_k$ as KnotInfo draws it, or its mirror image $\bar K$ ($\bar K$ is listed for the 229 chiral knots only; the unknot and the 20 amphichiral knots are their own mirror images)
normalisation
—   coordinates for the HOMFLY-PT polynomial (one of the two standard normalisations $(v,z)$ and $(l,m)$, computed here with Sage)
Formulas
(1)
$P(0_1)=1$. In the $(v,z)$ normalisation, $v^{-1}P(L_+)-vP(L_-)=zP(L_0)$; in the $(l,m)$ normalisation, $lP(L_+)+l^{-1}P(L_-)+mP(L_0)=0$, for three oriented link diagrams $L_+$, $L_-$ and $L_0$ that agree except at one crossing, which is positive in $L_+$, negative in $L_-$ and smoothed in $L_0$ [1] [2] [10].
(2)
$P_K(l,m)=P_K(v,z)$ under $v=i\,l^{-1}$ and $z=i\,m$; for a knot only even powers of $z$ occur, so the sign of $m$ does not matter.
(3)
The stored entry is $x^{-a}y^{-b}P_K(x,y)$, where $x,y$ are the variables of the chosen normalisation and $a,b$ are the lowest exponents in $P_K(x,y)$. For the knots here $b=0$ throughout, and the entry comment records $a$.
(4)
$P_K(1,z)$ is the Conway polynomial $\nabla_K(z)$, and $P_K(t,t^{-1/2}-t^{1/2})$ is the Jones polynomial $V_K(t)$. With $2d=\deg\Delta_K$ and $\epsilon=\Delta_K(1)$, $P_K(1,t^{1/2}-t^{-1/2})=\epsilon\,t^{-d}\Delta_K(t)$ for the Alexander polynomial $\Delta_K(t)$ used here. Since knots have only even powers of $z$, the sign of the square-root expression is immaterial.
Comments
(5)
The HOMFLY-PT polynomial is the invariant introduced by [1] and [2], with $P(0_1)=1$. The $(v,z)$ normalisation used here agrees with KnotInfo [9] and Sage's normalization='vz' [10]; the $(l,m)$ normalisation is Sage's default [10]. The entry comment gives the integer $a$ used in the shift formula (3).
(6)
The name $n_k$ names a knot only up to mirror image, and the HOMFLY-PT polynomial sees the difference. Here $K$ is the knot as KnotInfo [9] draws it, the closure of the braid in its braid notation, and $\bar K$ is its mirror image. The Jones polynomial table uses the same convention.
(7)
An amphichiral knot is isotopic to its mirror image [6], so it has a single entry for each normalisation. The amphichiral knots here are $4_1$, $6_3$, $8_3$, $8_9$, $8_{12}$, $8_{17}$, $8_{18}$, $10_{17}$, $10_{33}$, $10_{37}$, $10_{43}$, $10_{45}$, $10_{79}$, $10_{81}$, $10_{88}$, $10_{99}$, $10_{109}$, $10_{115}$, $10_{118}$ and $10_{123}$, which is $1,1,5,13$ of them for $n=4,6,8,10$ [12].
(8)
The numbering is Rolfsen's after Perko's correction [4]. The knots Rolfsen listed as $10_{161}$ and $10_{162}$ are one knot, so there are $165$ prime knots with ten crossings rather than $166$ [11], and Rolfsen's $10_{163}$ to $10_{166}$ are $10_{162}$ to $10_{165}$ here [7]. KnotInfo [9], the Knot Atlas [8] and Sage's knot table use this numbering.
(9)
The Rolfsen table ends at ten crossings, and so do the names $n_k$. The 552 prime knots with eleven crossings are named $11a_1$ to $11a_{367}$ and $11n_1$ to $11n_{185}$ after Hoste and Thistlethwaite, alternating and non-alternating separately, which $n$ and $k$ do not express. KnotInfo carries the HOMFLY-PT polynomials of all prime knots to thirteen crossings.
Programs
(P1)
Sage
B = BraidGroup(2)
K = Link(B([1, 1, 1]))                  # 3_1, from KnotInfo's braid notation
P = K.homfly_polynomial(normalization='vz')   # v^2*z^2 + 2*v^2 - v^4
# The entry is -v^2 + z^2 + 2, with the removed exponent of v recorded in the comment.
References
[1]
P. Freyd, D. Yetter, J. Hoste, W. B. R. Lickorish, K. Millett and A. Ocneanu, A new polynomial invariant of knots and links, Bull. Amer. Math. Soc. 12 (1985), 239-246.
[2]
J. H. Przytycki and P. Traczyk, Invariants of links of Conway type, Kobe J. Math. 4 (1988), 115-139.
[3]
D. Rolfsen, Knots and Links, Publish or Perish, 1976, Appendix C, Table of knots and links.
[4]
K. A. Perko, On the classification of knots, Proc. Amer. Math. Soc. 45 (1974), 262-266.
Links
Similar tables
Alexander polynomials of the prime knots with at most ten crossings —   the same knots; the HOMFLY-PT polynomial specialises to the Alexander polynomial
Jones polynomials of the prime knots with at most ten crossings —   the same knots; the HOMFLY-PT polynomial specialises to the Jones polynomial
Conway polynomials of the prime knots with at most ten crossings —   the same knots; the HOMFLY-PT polynomial specialises to the Conway polynomial
Hyperbolic volumes of the prime knots with at most ten crossings —   the same knot names, for the hyperbolic knots only
Data properties
Entries are of type: integral polynomial
Table is complete: yes
How they were obtained:

Each polynomial is Sage's homfly_polynomial() of the closure of KnotInfo's braid word for the knot. The $(v,z)$ normalisation is computed with Sage's normalization='vz' and agrees exactly with the homfly_polynomial column of KnotInfo, package database_knotinfo 2026.9.1. The $(l,m)$ normalisation is computed with Sage's default normalization='lm'.

more

The change of variables between the two normalisations was checked on every row. The mirror entry is computed from the mirror image of the link and checked against $P_{\bar K}(v,z)=P_K(v^{-1},z)$ and $P_{\bar K}(l,m)=P_K(l^{-1},m)$. The value at $v=t$ and $z=t^{-1/2}-t^{1/2}$ is checked against Sage's Jones polynomial for the same braid closure, and the value at $v=1$ is checked against Sage's Conway polynomial for the same braid closure.