Plots of Functions on the Graph C4

The elements of Aut(G) that act orthogonally on the plane are {1, 2, 3, 4, 5, 6, 7, 8}
These elements that act as an x reflection are {7}
These elements that act as a y reflection are {2}
{orhthoNum, xNum, yNum} for this layout are {8, 1, 1}

type_0.branch_0

u = {0, 0, 0, 0}
The stabilizer of u is {}
The size of the stabilizer is 0
{orhthoNum, xNum, yNum} for this layout are {0, 0, 0}
s = 5, MI = 4, column 4 = 0, column 5 = 0, column 6 = 0

type_2.branch_1

u = {3.1623, 3.1623, 3.1623, 3.1623}
The stabilizer of u is {1, 2, 3, 4, 5, 6, 7, 8}
The size of the stabilizer is 8
{orhthoNum, xNum, yNum} for this layout are {8, 1, 1}
s = -10, MI = 4, column 4 = 100, column 5 = 12.6491, column 6 = 6.32456

type_3.branch_2

u = {-3.4641, 3.4641, 3.4641, -3.4641}
The stabilizer of u is {1, -2, 7, -8}
The size of the stabilizer is 4
{orhthoNum, xNum, yNum} for this layout are {4, 1, 1}
s = -10, MI = 4, column 4 = 192, column 5 = 13.8564, column 6 = 6.9282

type_4.branch_3

u = {3.4641, 0, -3.4641, 0}
The stabilizer of u is {1, -4, 5, -8}
The size of the stabilizer is 4
{orhthoNum, xNum, yNum} for this layout are {4, 0, 0}
s = -10, MI = 2, column 4 = 96, column 5 = 6.9282, column 6 = 3.4641

type_1.branch_4

u = {3.7417, -3.7417, 3.7417, -3.7417}
The stabilizer of u is {1, -2, -3, 4, 5, -6, -7, 8}
The size of the stabilizer is 8
{orhthoNum, xNum, yNum} for this layout are {8, 1, 1}
s = -10, MI = 4, column 4 = 308, column 5 = 14.9666, column 6 = 7.48331

type_7.branch_5

u = {0.3028, 3.3028, 3.3028, 0.3028}
The stabilizer of u is {1, 7}
The size of the stabilizer is 2
{orhthoNum, xNum, yNum} for this layout are {2, 1, 0}
s = -10, MI = 2, column 4 = 68.5, column 5 = 7.2111, column 6 = 3.60555

type_9.branch_6

u = {0.0488, 0.2928, 3.4394, 0.2928}
The stabilizer of u is {1, 5}
The size of the stabilizer is 2
{orhthoNum, xNum, yNum} for this layout are {2, 0, 0}
s = -10, MI = 1, column 4 = 44.9504, column 5 = 4.0738, column 6 = 2.0369

type_5.branch_7

u = {0.5858, 3.4142, 0.5858, 3.4142}
The stabilizer of u is {1, 4, 5, 8}
The size of the stabilizer is 4
{orhthoNum, xNum, yNum} for this layout are {4, 0, 0}
s = -10, MI = 2, column 4 = 84, column 5 = 8, column 6 = 4

type_6.branch_8

u = {-3.5948, -0.2782, 0.2782, 3.5948}
The stabilizer of u is {1, -7}
The size of the stabilizer is 2
{orhthoNum, xNum, yNum} for this layout are {2, 1, 0}
s = -10, MI = 2, column 4 = 120.5, column 5 = 7.74597, column 6 = 3.87298

type_9.branch_9

u = {3.1471, 3.2976, 0.5646, 3.2976}
The stabilizer of u is {1, 5}
The size of the stabilizer is 2
{orhthoNum, xNum, yNum} for this layout are {2, 0, 0}
s = -10, MI = 3, column 4 = 91.1682, column 5 = 10.307, column 6 = 5.1535

type_10.branch_10

u = {-3.3102, 0.0241, 3.5998, -3.4761}
The stabilizer of u is {1}
The size of the stabilizer is 1
{orhthoNum, xNum, yNum} for this layout are {1, 0, 0}
s = -10, MI = 3, column 4 = 145.5, column 5 = 10.4103, column 6 = 5.20513

Symmetry Types Plotted are {0, 1, 2, 3, 4, 5, 6, 7, 9, 10}