# Number of totally ramified extensions of Q(δ)≅Q3[x]/(x2+2x+2) of degree 9

j Ramification Polygon Slopes Residual Polynomials #A Polynomials Extensions
1{(1,1), (9,0)}[ 1/8 ](z+1)88727272
2{(1,2), (9,0)}[ 1/4 ](z2+1)44367272
(z2+δ)4436
4{(1,4), (9,0)}[ 1/2 ](z4+1)221872648
(z4+δ)2218
(z4+(δ+1))2218
(z4+(2δ+1))2218
{(1,4), (3,3), (9,0)}[ 1/2 ](z4+z+1)8872576
(z4+δz+1)8872
(z4+z+δ)8872
(z4+δz+δ)8872
(z4+z+(δ+1))8872
(z4+δz+(δ+1))8872
(z4+z+(2δ+1))8872
(z4+δz+(2δ+1))8872
5{(1,5), (9,0)}[ 5/8 ](z+1)887272648
{(1,5), (3,3), (9,0)}[ 1, 1/2 ](z2+1, z3+1)139576
(δz2+1, z3+δ)119
((δ+1)z2+1, z3+(δ+1))139
((2δ+1)z2+1, z3+(2δ+1))119
(2z2+1, z3+2)139
(2δz2+1, z3+2δ)119
((2δ+2)z2+1, z3+(2δ+2))139
((δ+2)z2+1, z3+(δ+2))119
(z2+δ, z3+1)119
(δz2+δ, z3+δ)139
((δ+1)z2+δ, z3+(δ+1))119
((2δ+1)z2+δ, z3+(2δ+1))139
(2z2+δ, z3+2)119
(2δz2+δ, z3+2δ)139
((2δ+2)z2+δ, z3+(2δ+2))119
((δ+2)z2+δ, z3+(δ+2))139
(z2+(δ+1), z3+1)139
(δz2+(δ+1), z3+δ)119
((δ+1)z2+(δ+1), z3+(δ+1))139
((2δ+1)z2+(δ+1), z3+(2δ+1))119
(2z2+(δ+1), z3+2)139
(2δz2+(δ+1), z3+2δ)119
((2δ+2)z2+(δ+1), z3+(2δ+2))139
((δ+2)z2+(δ+1), z3+(δ+2))119
(z2+(2δ+1), z3+1)119
(δz2+(2δ+1), z3+δ)139
((δ+1)z2+(2δ+1), z3+(δ+1))119
((2δ+1)z2+(2δ+1), z3+(2δ+1))139
(2z2+(2δ+1), z3+2)119
(2δz2+(2δ+1), z3+2δ)139
((2δ+2)z2+(2δ+1), z3+(2δ+2))119
((δ+2)z2+(2δ+1), z3+(δ+2))139
(z2+2, z3+1)139
(δz2+2, z3+δ)119
((δ+1)z2+2, z3+(δ+1))139
((2δ+1)z2+2, z3+(2δ+1))119
(2z2+2, z3+2)139
(2δz2+2, z3+2δ)119
((2δ+2)z2+2, z3+(2δ+2))139
((δ+2)z2+2, z3+(δ+2))119
(z2+2δ, z3+1)119
(δz2+2δ, z3+δ)139
((δ+1)z2+2δ, z3+(δ+1))119
((2δ+1)z2+2δ, z3+(2δ+1))139
(2z2+2δ, z3+2)119
(2δz2+2δ, z3+2δ)139
((2δ+2)z2+2δ, z3+(2δ+2))119
((δ+2)z2+2δ, z3+(δ+2))139
(z2+(2δ+2), z3+1)139
(δz2+(2δ+2), z3+δ)119
((δ+1)z2+(2δ+2), z3+(δ+1))139
((2δ+1)z2+(2δ+2), z3+(2δ+1))119
(2z2+(2δ+2), z3+2)139
(2δz2+(2δ+2), z3+2δ)119
((2δ+2)z2+(2δ+2), z3+(2δ+2))139
((δ+2)z2+(2δ+2), z3+(δ+2))119
(z2+(δ+2), z3+1)119
(δz2+(δ+2), z3+δ)139
((δ+1)z2+(δ+2), z3+(δ+1))119
((2δ+1)z2+(δ+2), z3+(2δ+1))139
(2z2+(δ+2), z3+2)119
(2δz2+(δ+2), z3+2δ)139
((2δ+2)z2+(δ+2), z3+(2δ+2))119
((δ+2)z2+(δ+2), z3+(δ+2))139
7{(1,7), (9,0)}[ 7/8 ](z+1)8726486485832
{(1,7), (3,3), (9,0)}[ 2, 1/2 ](z2+1, z3+1)127815184
(δz2+1, z3+δ)1981
((δ+1)z2+1, z3+(δ+1))12781
((2δ+1)z2+1, z3+(2δ+1))1981
(2z2+1, z3+2)12781
(2δz2+1, z3+2δ)1981
((2δ+2)z2+1, z3+(2δ+2))12781
((δ+2)z2+1, z3+(δ+2))1981
(z2+δ, z3+1)1981
(δz2+δ, z3+δ)12781
((δ+1)z2+δ, z3+(δ+1))1981
((2δ+1)z2+δ, z3+(2δ+1))12781
(2z2+δ, z3+2)1981
(2δz2+δ, z3+2δ)12781
((2δ+2)z2+δ, z3+(2δ+2))1981
((δ+2)z2+δ, z3+(δ+2))12781
(z2+(δ+1), z3+1)12781
(δz2+(δ+1), z3+δ)1981
((δ+1)z2+(δ+1), z3+(δ+1))12781
((2δ+1)z2+(δ+1), z3+(2δ+1))1981
(2z2+(δ+1), z3+2)12781
(2δz2+(δ+1), z3+2δ)1981
((2δ+2)z2+(δ+1), z3+(2δ+2))12781
((δ+2)z2+(δ+1), z3+(δ+2))1981
(z2+(2δ+1), z3+1)1981
(δz2+(2δ+1), z3+δ)12781
((δ+1)z2+(2δ+1), z3+(δ+1))1981
((2δ+1)z2+(2δ+1), z3+(2δ+1))12781
(2z2+(2δ+1), z3+2)1981
(2δz2+(2δ+1), z3+2δ)12781
((2δ+2)z2+(2δ+1), z3+(2δ+2))1981
((δ+2)z2+(2δ+1), z3+(δ+2))12781
(z2+2, z3+1)12781
(δz2+2, z3+δ)1981
((δ+1)z2+2, z3+(δ+1))12781
((2δ+1)z2+2, z3+(2δ+1))1981
(2z2+2, z3+2)12781
(2δz2+2, z3+2δ)1981
((2δ+2)z2+2, z3+(2δ+2))12781
((δ+2)z2+2, z3+(δ+2))1981
(z2+2δ, z3+1)1981
(δz2+2δ, z3+δ)12781
((δ+1)z2+2δ, z3+(δ+1))1981
((2δ+1)z2+2δ, z3+(2δ+1))12781
(2z2+2δ, z3+2)1981
(2δz2+2δ, z3+2δ)12781
((2δ+2)z2+2δ, z3+(2δ+2))1981
((δ+2)z2+2δ, z3+(δ+2))12781
(z2+(2δ+2), z3+1)12781
(δz2+(2δ+2), z3+δ)1981
((δ+1)z2+(2δ+2), z3+(δ+1))12781
((2δ+1)z2+(2δ+2), z3+(2δ+1))1981
(2z2+(2δ+2), z3+2)12781
(2δz2+(2δ+2), z3+2δ)1981
((2δ+2)z2+(2δ+2), z3+(2δ+2))12781
((δ+2)z2+(2δ+2), z3+(δ+2))1981
(z2+(δ+2), z3+1)1981
(δz2+(δ+2), z3+δ)12781
((δ+1)z2+(δ+2), z3+(δ+1))1981
((2δ+1)z2+(δ+2), z3+(2δ+1))12781
(2z2+(δ+2), z3+2)1981
(2δz2+(δ+2), z3+2δ)12781
((2δ+2)z2+(δ+2), z3+(2δ+2))1981
((δ+2)z2+(δ+2), z3+(δ+2))12781
8{(1,8), (9,0)}[ 1 ](z8+1)119725832
(z8+δ)119
(z8+(δ+1))119
(z8+(2δ+1))119
(z8+2)199
(z8+2δ)119
(z8+(2δ+2))119
(z8+(δ+2))119
{(1,8), (3,3), (9,0)}[ 5/2, 1/2 ](z+1, z3+1)19815184
(δz+1, z3+δ)1981
((δ+1)z+1, z3+(δ+1))1981
((2δ+1)z+1, z3+(2δ+1))1981
(2z+1, z3+2)1981
(2δz+1, z3+2δ)1981
((2δ+2)z+1, z3+(2δ+2))1981
((δ+2)z+1, z3+(δ+2))1981
(z+δ, z3+1)1981
(δz+δ, z3+δ)1981
((δ+1)z+δ, z3+(δ+1))1981
((2δ+1)z+δ, z3+(2δ+1))1981
(2z+δ, z3+2)1981
(2δz+δ, z3+2δ)1981
((2δ+2)z+δ, z3+(2δ+2))1981
((δ+2)z+δ, z3+(δ+2))1981
(z+(δ+1), z3+1)1981
(δz+(δ+1), z3+δ)1981
((δ+1)z+(δ+1), z3+(δ+1))1981
((2δ+1)z+(δ+1), z3+(2δ+1))1981
(2z+(δ+1), z3+2)1981
(2δz+(δ+1), z3+2δ)1981
((2δ+2)z+(δ+1), z3+(2δ+2))1981
((δ+2)z+(δ+1), z3+(δ+2))1981
(z+(2δ+1), z3+1)1981
(δz+(2δ+1), z3+δ)1981
((δ+1)z+(2δ+1), z3+(δ+1))1981
((2δ+1)z+(2δ+1), z3+(2δ+1))1981
(2z+(2δ+1), z3+2)1981
(2δz+(2δ+1), z3+2δ)1981
((2δ+2)z+(2δ+1), z3+(2δ+2))1981
((δ+2)z+(2δ+1), z3+(δ+2))1981
(z+2, z3+1)1981
(δz+2, z3+δ)1981
((δ+1)z+2, z3+(δ+1))1981
((2δ+1)z+2, z3+(2δ+1))1981
(2z+2, z3+2)1981
(2δz+2, z3+2δ)1981
((2δ+2)z+2, z3+(2δ+2))1981
((δ+2)z+2, z3+(δ+2))1981
(z+2δ, z3+1)1981
(δz+2δ, z3+δ)1981
((δ+1)z+2δ, z3+(δ+1))1981
((2δ+1)z+2δ, z3+(2δ+1))1981
(2z+2δ, z3+2)1981
(2δz+2δ, z3+2δ)1981
((2δ+2)z+2δ, z3+(2δ+2))1981
((δ+2)z+2δ, z3+(δ+2))1981
(z+(2δ+2), z3+1)1981
(δz+(2δ+2), z3+δ)1981
((δ+1)z+(2δ+2), z3+(δ+1))1981
((2δ+1)z+(2δ+2), z3+(2δ+1))1981
(2z+(2δ+2), z3+2)1981
(2δz+(2δ+2), z3+2δ)1981
((2δ+2)z+(2δ+2), z3+(2δ+2))1981
((δ+2)z+(2δ+2), z3+(δ+2))1981
(z+(δ+2), z3+1)1981
(δz+(δ+2), z3+δ)1981
((δ+1)z+(δ+2), z3+(δ+1))1981
((2δ+1)z+(δ+2), z3+(2δ+1))1981
(2z+(δ+2), z3+2)1981
(2δz+(δ+2), z3+2δ)1981
((2δ+2)z+(δ+2), z3+(2δ+2))1981
((δ+2)z+(δ+2), z3+(δ+2))1981
{(1,8), (3,6), (9,0)}[ 1 ](z8+z2+1)41236576
(z8+δz2+1)4436
(z8+z2+δ)41236
(z8+δz2+δ)4436
(z8+z2+(δ+1))4436
(z8+δz2+(δ+1))41236
(z8+z2+(2δ+1))41236
(z8+δz2+(2δ+1))4436
(z8+z2+2)4436
(z8+δz2+2)4436
(z8+z2+2δ)4436
(z8+δz2+2δ)41236
(z8+z2+(2δ+2))4436
(z8+δz2+(2δ+2))41236
(z8+z2+(δ+2))4436
(z8+δz2+(δ+2))41236
10{(1,10), (9,0)}[ 5/4 ](z2+1)43632464852488
(z2+δ)436324
{(1,10), (3,3), (9,0)}[ 7/2, 1/2 ](z+1, z3+1)18172946656
(δz+1, z3+δ)181729
((δ+1)z+1, z3+(δ+1))181729
((2δ+1)z+1, z3+(2δ+1))181729
(2z+1, z3+2)181729
(2δz+1, z3+2δ)181729
((2δ+2)z+1, z3+(2δ+2))181729
((δ+2)z+1, z3+(δ+2))181729
(z+δ, z3+1)181729
(δz+δ, z3+δ)181729
((δ+1)z+δ, z3+(δ+1))181729
((2δ+1)z+δ, z3+(2δ+1))181729
(2z+δ, z3+2)181729
(2δz+δ, z3+2δ)181729
((2δ+2)z+δ, z3+(2δ+2))181729
((δ+2)z+δ, z3+(δ+2))181729
(z+(δ+1), z3+1)181729
(δz+(δ+1), z3+δ)181729
((δ+1)z+(δ+1), z3+(δ+1))181729
((2δ+1)z+(δ+1), z3+(2δ+1))181729
(2z+(δ+1), z3+2)181729
(2δz+(δ+1), z3+2δ)181729
((2δ+2)z+(δ+1), z3+(2δ+2))181729
((δ+2)z+(δ+1), z3+(δ+2))181729
(z+(2δ+1), z3+1)181729
(δz+(2δ+1), z3+δ)181729
((δ+1)z+(2δ+1), z3+(δ+1))181729
((2δ+1)z+(2δ+1), z3+(2δ+1))181729
(2z+(2δ+1), z3+2)181729
(2δz+(2δ+1), z3+2δ)181729
((2δ+2)z+(2δ+1), z3+(2δ+2))181729
((δ+2)z+(2δ+1), z3+(δ+2))181729
(z+2, z3+1)181729
(δz+2, z3+δ)181729
((δ+1)z+2, z3+(δ+1))181729
((2δ+1)z+2, z3+(2δ+1))181729
(2z+2, z3+2)181729
(2δz+2, z3+2δ)181729
((2δ+2)z+2, z3+(2δ+2))181729
((δ+2)z+2, z3+(δ+2))181729
(z+2δ, z3+1)181729
(δz+2δ, z3+δ)181729
((δ+1)z+2δ, z3+(δ+1))181729
((2δ+1)z+2δ, z3+(2δ+1))181729
(2z+2δ, z3+2)181729
(2δz+2δ, z3+2δ)181729
((2δ+2)z+2δ, z3+(2δ+2))181729
((δ+2)z+2δ, z3+(δ+2))181729
(z+(2δ+2), z3+1)181729
(δz+(2δ+2), z3+δ)181729
((δ+1)z+(2δ+2), z3+(δ+1))181729
((2δ+1)z+(2δ+2), z3+(2δ+1))181729
(2z+(2δ+2), z3+2)181729
(2δz+(2δ+2), z3+2δ)181729
((2δ+2)z+(2δ+2), z3+(2δ+2))181729
((δ+2)z+(2δ+2), z3+(δ+2))181729
(z+(δ+2), z3+1)181729
(δz+(δ+2), z3+δ)181729
((δ+1)z+(δ+2), z3+(δ+1))181729
((2δ+1)z+(δ+2), z3+(2δ+1))181729
(2z+(δ+2), z3+2)181729
(2δz+(δ+2), z3+2δ)181729
((2δ+2)z+(δ+2), z3+(2δ+2))181729
((δ+2)z+(δ+2), z3+(δ+2))181729
{(1,10), (3,6), (9,0)}[ 2, 1 ](z2+1, z6+1)181 [!]815184
(δz2+1, z6+δ)1981
((δ+1)z2+1, z6+(δ+1))181 [!]81
((2δ+1)z2+1, z6+(2δ+1))1981
(2z2+1, z6+2)181 [!]81
(2δz2+1, z6+2δ)1981
((2δ+2)z2+1, z6+(2δ+2))181 [!]81
((δ+2)z2+1, z6+(δ+2))1981
(z2+δ, z6+1)127 [!]81
(δz2+δ, z6+δ)12781
((δ+1)z2+δ, z6+(δ+1))127 [!]81
((2δ+1)z2+δ, z6+(2δ+1))12781
(2z2+δ, z6+2)127 [!]81
(2δz2+δ, z6+2δ)12781
((2δ+2)z2+δ, z6+(2δ+2))127 [!]81
((δ+2)z2+δ, z6+(δ+2))12781
(z2+(δ+1), z6+1)181 [!]81
(δz2+(δ+1), z6+δ)1981
((δ+1)z2+(δ+1), z6+(δ+1))181 [!]81
((2δ+1)z2+(δ+1), z6+(2δ+1))1981
(2z2+(δ+1), z6+2)181 [!]81
(2δz2+(δ+1), z6+2δ)1981
((2δ+2)z2+(δ+1), z6+(2δ+2))181 [!]81
((δ+2)z2+(δ+1), z6+(δ+2))1981
(z2+(2δ+1), z6+1)127 [!]81
(δz2+(2δ+1), z6+δ)12781
((δ+1)z2+(2δ+1), z6+(δ+1))127 [!]81
((2δ+1)z2+(2δ+1), z6+(2δ+1))12781
(2z2+(2δ+1), z6+2)127 [!]81
(2δz2+(2δ+1), z6+2δ)12781
((2δ+2)z2+(2δ+1), z6+(2δ+2))127 [!]81
((δ+2)z2+(2δ+1), z6+(δ+2))12781
(z2+2, z6+1)181 [!]81
(δz2+2, z6+δ)1981
((δ+1)z2+2, z6+(δ+1))181 [!]81
((2δ+1)z2+2, z6+(2δ+1))1981
(2z2+2, z6+2)181 [!]81
(2δz2+2, z6+2δ)1981
((2δ+2)z2+2, z6+(2δ+2))181 [!]81
((δ+2)z2+2, z6+(δ+2))1981
(z2+2δ, z6+1)127 [!]81
(δz2+2δ, z6+δ)12781
((δ+1)z2+2δ, z6+(δ+1))127 [!]81
((2δ+1)z2+2δ, z6+(2δ+1))12781
(2z2+2δ, z6+2)127 [!]81
(2δz2+2δ, z6+2δ)12781
((2δ+2)z2+2δ, z6+(2δ+2))127 [!]81
((δ+2)z2+2δ, z6+(δ+2))12781
(z2+(2δ+2), z6+1)181 [!]81
(δz2+(2δ+2), z6+δ)1981
((δ+1)z2+(2δ+2), z6+(δ+1))181 [!]81
((2δ+1)z2+(2δ+2), z6+(2δ+1))1981
(2z2+(2δ+2), z6+2)181 [!]81
(2δz2+(2δ+2), z6+2δ)1981
((2δ+2)z2+(2δ+2), z6+(2δ+2))181 [!]81
((δ+2)z2+(2δ+2), z6+(δ+2))1981
(z2+(δ+2), z6+1)127 [!]81
(δz2+(δ+2), z6+δ)12781
((δ+1)z2+(δ+2), z6+(δ+1))127 [!]81
((2δ+1)z2+(δ+2), z6+(2δ+1))12781
(2z2+(δ+2), z6+2)127 [!]81
(2δz2+(δ+2), z6+2δ)12781
((2δ+2)z2+(δ+2), z6+(2δ+2))127 [!]81
((δ+2)z2+(δ+2), z6+(δ+2))12781
11{(1,11), (9,0)}[ 11/8 ](z+1)87264864852488
{(1,11), (3,3), (9,0)}[ 4, 1/2 ](z2+1, z3+1)124372946656
(δz2+1, z3+δ)181729
((δ+1)z2+1, z3+(δ+1))1243729
((2δ+1)z2+1, z3+(2δ+1))181729
(2z2+1, z3+2)1243729
(2δz2+1, z3+2δ)181729
((2δ+2)z2+1, z3+(2δ+2))1243729
((δ+2)z2+1, z3+(δ+2))181729
(z2+δ, z3+1)181729
(δz2+δ, z3+δ)1243729
((δ+1)z2+δ, z3+(δ+1))181729
((2δ+1)z2+δ, z3+(2δ+1))1243729
(2z2+δ, z3+2)181729
(2δz2+δ, z3+2δ)1243729
((2δ+2)z2+δ, z3+(2δ+2))181729
((δ+2)z2+δ, z3+(δ+2))1243729
(z2+(δ+1), z3+1)1243729
(δz2+(δ+1), z3+δ)181729
((δ+1)z2+(δ+1), z3+(δ+1))1243729
((2δ+1)z2+(δ+1), z3+(2δ+1))181729
(2z2+(δ+1), z3+2)1243729
(2δz2+(δ+1), z3+2δ)181729
((2δ+2)z2+(δ+1), z3+(2δ+2))1243729
((δ+2)z2+(δ+1), z3+(δ+2))181729
(z2+(2δ+1), z3+1)181729
(δz2+(2δ+1), z3+δ)1243729
((δ+1)z2+(2δ+1), z3+(δ+1))181729
((2δ+1)z2+(2δ+1), z3+(2δ+1))1243729
(2z2+(2δ+1), z3+2)181729
(2δz2+(2δ+1), z3+2δ)1243729
((2δ+2)z2+(2δ+1), z3+(2δ+2))181729
((δ+2)z2+(2δ+1), z3+(δ+2))1243729
(z2+2, z3+1)1243729
(δz2+2, z3+δ)181729
((δ+1)z2+2, z3+(δ+1))1243729
((2δ+1)z2+2, z3+(2δ+1))181729
(2z2+2, z3+2)1243729
(2δz2+2, z3+2δ)181729
((2δ+2)z2+2, z3+(2δ+2))1243729
((δ+2)z2+2, z3+(δ+2))181729
(z2+2δ, z3+1)181729
(δz2+2δ, z3+δ)1243729
((δ+1)z2+2δ, z3+(δ+1))181729
((2δ+1)z2+2δ, z3+(2δ+1))1243729
(2z2+2δ, z3+2)181729
(2δz2+2δ, z3+2δ)1243729
((2δ+2)z2+2δ, z3+(2δ+2))181729
((δ+2)z2+2δ, z3+(δ+2))1243729
(z2+(2δ+2), z3+1)1243729
(δz2+(2δ+2), z3+δ)181729
((δ+1)z2+(2δ+2), z3+(δ+1))1243729
((2δ+1)z2+(2δ+2), z3+(2δ+1))181729
(2z2+(2δ+2), z3+2)1243729
(2δz2+(2δ+2), z3+2δ)181729
((2δ+2)z2+(2δ+2), z3+(2δ+2))1243729
((δ+2)z2+(2δ+2), z3+(δ+2))181729
(z2+(δ+2), z3+1)181729
(δz2+(δ+2), z3+δ)1243729
((δ+1)z2+(δ+2), z3+(δ+1))181729
((2δ+1)z2+(δ+2), z3+(2δ+1))1243729
(2z2+(δ+2), z3+2)181729
(2δz2+(δ+2), z3+2δ)1243729
((2δ+2)z2+(δ+2), z3+(2δ+2))181729
((δ+2)z2+(δ+2), z3+(δ+2))1243729
{(1,11), (3,6), (9,0)}[ 5/2, 1 ](z+1, z6+1)254 [!]1625184
(δz+1, z6+δ)218162
((δ+1)z+1, z6+(δ+1))254 [!]162
((2δ+1)z+1, z6+(2δ+1))218162
(2z+1, z6+2)254 [!]162
(2δz+1, z6+2δ)218162
((2δ+2)z+1, z6+(2δ+2))254 [!]162
((δ+2)z+1, z6+(δ+2))218162
(z+δ, z6+1)254 [!]162
(δz+δ, z6+δ)218162
((δ+1)z+δ, z6+(δ+1))254 [!]162
((2δ+1)z+δ, z6+(2δ+1))218162
(2z+δ, z6+2)254 [!]162
(2δz+δ, z6+2δ)218162
((2δ+2)z+δ, z6+(2δ+2))254 [!]162
((δ+2)z+δ, z6+(δ+2))218162
(z+(δ+1), z6+1)254 [!]162
(δz+(δ+1), z6+δ)218162
((δ+1)z+(δ+1), z6+(δ+1))254 [!]162
((2δ+1)z+(δ+1), z6+(2δ+1))218162
(2z+(δ+1), z6+2)254 [!]162
(2δz+(δ+1), z6+2δ)218162
((2δ+2)z+(δ+1), z6+(2δ+2))254 [!]162
((δ+2)z+(δ+1), z6+(δ+2))218162
(z+(2δ+1), z6+1)254 [!]162
(δz+(2δ+1), z6+δ)218162
((δ+1)z+(2δ+1), z6+(δ+1))254 [!]162
((2δ+1)z+(2δ+1), z6+(2δ+1))218162
(2z+(2δ+1), z6+2)254 [!]162
(2δz+(2δ+1), z6+2δ)218162
((2δ+2)z+(2δ+1), z6+(2δ+2))254 [!]162
((δ+2)z+(2δ+1), z6+(δ+2))218162
12{(1,12), (3,3), (9,0)}[ 9/2, 1/2 ](2z+1, z3+2)172965615248852488
(2δz+δ, z3+2δ)17296561
((2δ+2)z+(δ+1), z3+(2δ+2))17296561
((δ+2)z+(2δ+1), z3+(δ+2))17296561
(z+2, z3+1)17296561
(δz+2δ, z3+δ)17296561
((δ+1)z+(2δ+2), z3+(δ+1))17296561
((2δ+1)z+(δ+2), z3+(2δ+1))17296561
13{(1,13), (3,6), (9,0)}[ 7/2, 1 ](z+1, z6+1)2486 [!]14584665652488
(δz+1, z6+δ)21621458
((δ+1)z+1, z6+(δ+1))2486 [!]1458
((2δ+1)z+1, z6+(2δ+1))21621458
(2z+1, z6+2)2486 [!]1458
(2δz+1, z6+2δ)21621458
((2δ+2)z+1, z6+(2δ+2))2486 [!]1458
((δ+2)z+1, z6+(δ+2))21621458
(z+δ, z6+1)2486 [!]1458
(δz+δ, z6+δ)21621458
((δ+1)z+δ, z6+(δ+1))2486 [!]1458
((2δ+1)z+δ, z6+(2δ+1))21621458
(2z+δ, z6+2)2486 [!]1458
(2δz+δ, z6+2δ)21621458
((2δ+2)z+δ, z6+(2δ+2))2486 [!]1458
((δ+2)z+δ, z6+(δ+2))21621458
(z+(δ+1), z6+1)2486 [!]1458
(δz+(δ+1), z6+δ)21621458
((δ+1)z+(δ+1), z6+(δ+1))2486 [!]1458
((2δ+1)z+(δ+1), z6+(2δ+1))21621458
(2z+(δ+1), z6+2)2486 [!]1458
(2δz+(δ+1), z6+2δ)21621458
((2δ+2)z+(δ+1), z6+(2δ+2))2486 [!]1458
((δ+2)z+(δ+1), z6+(δ+2))21621458
(z+(2δ+1), z6+1)2486 [!]1458
(δz+(2δ+1), z6+δ)21621458
((δ+1)z+(2δ+1), z6+(δ+1))2486 [!]1458
((2δ+1)z+(2δ+1), z6+(2δ+1))21621458
(2z+(2δ+1), z6+2)2486 [!]1458
(2δz+(2δ+1), z6+2δ)21621458
((2δ+2)z+(2δ+1), z6+(2δ+2))2486 [!]1458
((δ+2)z+(2δ+1), z6+(δ+2))21621458
{(1,13), (3,9), (9,0)}[ 2, 3/2 ](2z2+1, z3+2)12437295832
(2z2+δ, z3+2)181729
(2z2+(δ+1), z3+2)1243729
(2z2+(2δ+1), z3+2)181729
(2z2+2, z3+2)1243729
(2z2+2δ, z3+2)181729
(2z2+(2δ+2), z3+2)1243729
(2z2+(δ+2), z3+2)181729
14{(1,14), (3,6), (9,0)}[ 4, 1 ](z2+1, z6+1)1729 [!]7294665652488
(δz2+1, z6+δ)181729
((δ+1)z2+1, z6+(δ+1))1729 [!]729
((2δ+1)z2+1, z6+(2δ+1))181729
(2z2+1, z6+2)1729 [!]729
(2δz2+1, z6+2δ)181729
((2δ+2)z2+1, z6+(2δ+2))1729 [!]729
((δ+2)z2+1, z6+(δ+2))181729
(z2+δ, z6+1)1243 [!]729
(δz2+δ, z6+δ)1243 [!]729
((δ+1)z2+δ, z6+(δ+1))1243 [!]729
((2δ+1)z2+δ, z6+(2δ+1))1243 [!]729
(2z2+δ, z6+2)1243 [!]729
(2δz2+δ, z6+2δ)1243 [!]729
((2δ+2)z2+δ, z6+(2δ+2))1243 [!]729
((δ+2)z2+δ, z6+(δ+2))1243 [!]729
(z2+(δ+1), z6+1)1729 [!]729
(δz2+(δ+1), z6+δ)181729
((δ+1)z2+(δ+1), z6+(δ+1))1729 [!]729
((2δ+1)z2+(δ+1), z6+(2δ+1))181729
(2z2+(δ+1), z6+2)1729 [!]729
(2δz2+(δ+1), z6+2δ)181729
((2δ+2)z2+(δ+1), z6+(2δ+2))1729 [!]729
((δ+2)z2+(δ+1), z6+(δ+2))181729
(z2+(2δ+1), z6+1)1243 [!]729
(δz2+(2δ+1), z6+δ)1243 [!]729
((δ+1)z2+(2δ+1), z6+(δ+1))1243 [!]729
((2δ+1)z2+(2δ+1), z6+(2δ+1))1243 [!]729
(2z2+(2δ+1), z6+2)1243 [!]729
(2δz2+(2δ+1), z6+2δ)1243 [!]729
((2δ+2)z2+(2δ+1), z6+(2δ+2))1243 [!]729
((δ+2)z2+(2δ+1), z6+(δ+2))1243 [!]729
(z2+2, z6+1)1729 [!]729
(δz2+2, z6+δ)181729
((δ+1)z2+2, z6+(δ+1))1729 [!]729
((2δ+1)z2+2, z6+(2δ+1))181729
(2z2+2, z6+2)1729 [!]729
(2δz2+2, z6+2δ)181729
((2δ+2)z2+2, z6+(2δ+2))1729 [!]729
((δ+2)z2+2, z6+(δ+2))181729
(z2+2δ, z6+1)1243 [!]729
(δz2+2δ, z6+δ)1243 [!]729
((δ+1)z2+2δ, z6+(δ+1))1243 [!]729
((2δ+1)z2+2δ, z6+(2δ+1))1243 [!]729
(2z2+2δ, z6+2)1243 [!]729
(2δz2+2δ, z6+2δ)1243 [!]729
((2δ+2)z2+2δ, z6+(2δ+2))1243 [!]729
((δ+2)z2+2δ, z6+(δ+2))1243 [!]729
(z2+(2δ+2), z6+1)1729 [!]729
(δz2+(2δ+2), z6+δ)181729
((δ+1)z2+(2δ+2), z6+(δ+1))1729 [!]729
((2δ+1)z2+(2δ+2), z6+(2δ+1))181729
(2z2+(2δ+2), z6+2)1729 [!]729
(2δz2+(2δ+2), z6+2δ)181729
((2δ+2)z2+(2δ+2), z6+(2δ+2))1729 [!]729
((δ+2)z2+(2δ+2), z6+(δ+2))181729
(z2+(δ+2), z6+1)1243 [!]729
(δz2+(δ+2), z6+δ)1243 [!]729
((δ+1)z2+(δ+2), z6+(δ+1))1243 [!]729
((2δ+1)z2+(δ+2), z6+(2δ+1))1243 [!]729
(2z2+(δ+2), z6+2)1243 [!]729
(2δz2+(δ+2), z6+2δ)1243 [!]729
((2δ+2)z2+(δ+2), z6+(2δ+2))1243 [!]729
((δ+2)z2+(δ+2), z6+(δ+2))1243 [!]729
{(1,14), (3,9), (9,0)}[ 5/2, 3/2 ](2z+1, z3+2)1817295832
(2z+δ, z3+2)181729
(2z+(δ+1), z3+2)181729
(2z+(2δ+1), z3+2)181729
(2z+2, z3+2)181729
(2z+2δ, z3+2)181729
(2z+(2δ+2), z3+2)181729
(2z+(δ+2), z3+2)181729
15{(1,15), (3,6), (9,0)}[ 9/2, 1 ](2z+1, z6+2)12187 [!]65615248852488
(2δz+δ, z6+2δ)17296561
((2δ+2)z+(δ+1), z6+(2δ+2))12187 [!]6561
((δ+2)z+(2δ+1), z6+(δ+2))17296561
(z+2, z6+1)12187 [!]6561
(δz+2δ, z6+δ)17296561
((δ+1)z+(2δ+2), z6+(δ+1))12187 [!]6561
((2δ+1)z+(δ+2), z6+(2δ+1))17296561
16{(1,16), (3,9), (9,0)}[ 7/2, 3/2 ](2z+1, z3+2)172965615248852488
(2z+δ, z3+2)17296561
(2z+(δ+1), z3+2)17296561
(2z+(2δ+1), z3+2)17296561
(2z+2, z3+2)17296561
(2z+2δ, z3+2)17296561
(2z+(2δ+2), z3+2)17296561
(2z+(δ+2), z3+2)17296561
17{(1,17), (3,9), (9,0)}[ 4, 3/2 ](2z2+1, z3+2)1218765615248852488
(2z2+δ, z3+2)17296561
(2z2+(δ+1), z3+2)121876561
(2z2+(2δ+1), z3+2)17296561
(2z2+2, z3+2)121876561
(2z2+2δ, z3+2)17296561
(2z2+(2δ+2), z3+2)121876561
(2z2+(δ+2), z3+2)17296561
18{(1,18), (3,9), (9,0)}[ 9/2, 3/2 ](2z+1, z3+2)16561590495904959049