~ubuntu-branches/ubuntu/maverick/dolfin/maverick : revision 1

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// This code conforms with the UFC specification version 1.0

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// and was automatically generated by FFC version 0.6.0.

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//

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// Warning: This code was generated with the option '-l dolfin'

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// and contains DOLFIN-specific wrappers that depend on DOLFIN.

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#ifndef __POISSON3D_4_H

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#define __POISSON3D_4_H

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#include <cmath>

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#include <stdexcept>

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#include <fstream>

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#include <ufc.h>

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/// This class defines the interface for a finite element.

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class UFC_Poisson3D_4BilinearForm_finite_element_0: public ufc::finite_element

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{

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public:

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/// Constructor

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UFC_Poisson3D_4BilinearForm_finite_element_0() : ufc::finite_element()

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{

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// Do nothing

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}

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/// Destructor

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virtual ~UFC_Poisson3D_4BilinearForm_finite_element_0()

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{

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// Do nothing

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}

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/// Return a string identifying the finite element

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virtual const char* signature() const

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{

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return "FiniteElement('Lagrange', 'tetrahedron', 4)";

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}

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/// Return the cell shape

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virtual ufc::shape cell_shape() const

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{

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return ufc::tetrahedron;

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}

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/// Return the dimension of the finite element function space

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virtual unsigned int space_dimension() const

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{

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return 35;

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}

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/// Return the rank of the value space

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virtual unsigned int value_rank() const

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{

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return 0;

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}

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/// Return the dimension of the value space for axis i

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virtual unsigned int value_dimension(unsigned int i) const

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{

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return 1;

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}

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/// Evaluate basis function i at given point in cell

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virtual void evaluate_basis(unsigned int i,

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double* values,

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const double* coordinates,

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const ufc::cell& c) const

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{

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// Extract vertex coordinates

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const double * const * element_coordinates = c.coordinates;

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// Compute Jacobian of affine map from reference cell

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const double J_00 = element_coordinates[1][0] - element_coordinates[0][0];

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const double J_01 = element_coordinates[2][0] - element_coordinates[0][0];

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const double J_02 = element_coordinates[3][0] - element_coordinates[0][0];

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const double J_10 = element_coordinates[1][1] - element_coordinates[0][1];

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const double J_11 = element_coordinates[2][1] - element_coordinates[0][1];

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const double J_12 = element_coordinates[3][1] - element_coordinates[0][1];

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const double J_20 = element_coordinates[1][2] - element_coordinates[0][2];

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const double J_21 = element_coordinates[2][2] - element_coordinates[0][2];

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const double J_22 = element_coordinates[3][2] - element_coordinates[0][2];

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// Compute sub determinants

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const double d00 = J_11*J_22 - J_12*J_21;

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const double d01 = J_12*J_20 - J_10*J_22;

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const double d02 = J_10*J_21 - J_11*J_20;

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const double d10 = J_02*J_21 - J_01*J_22;

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const double d11 = J_00*J_22 - J_02*J_20;

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const double d12 = J_01*J_20 - J_00*J_21;

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const double d20 = J_01*J_12 - J_02*J_11;

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const double d21 = J_02*J_10 - J_00*J_12;

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const double d22 = J_00*J_11 - J_01*J_10;

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// Compute determinant of Jacobian

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double detJ = J_00*d00 + J_10*d10 + J_20*d20;

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// Compute inverse of Jacobian

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// Compute constants

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const double C0 = d00*(element_coordinates[0][0] - element_coordinates[2][0] - element_coordinates[3][0]) \

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+ d10*(element_coordinates[0][1] - element_coordinates[2][1] - element_coordinates[3][1]) \

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+ d20*(element_coordinates[0][2] - element_coordinates[2][2] - element_coordinates[3][2]);

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const double C1 = d01*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[3][0]) \

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+ d11*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[3][1]) \

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+ d21*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[3][2]);

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const double C2 = d02*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[2][0]) \

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+ d12*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[2][1]) \

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+ d22*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[2][2]);

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// Get coordinates and map to the UFC reference element

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double x = (C0 + d00*coordinates[0] + d10*coordinates[1] + d20*coordinates[2]) / detJ;

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double y = (C1 + d01*coordinates[0] + d11*coordinates[1] + d21*coordinates[2]) / detJ;

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double z = (C2 + d02*coordinates[0] + d12*coordinates[1] + d22*coordinates[2]) / detJ;

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// Map coordinates to the reference cube

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if (std::abs(y + z - 1.0) < 1e-14)

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x = 1.0;

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else

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x = -2.0 * x/(y + z - 1.0) - 1.0;

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if (std::abs(z - 1.0) < 1e-14)

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y = -1.0;

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else

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y = 2.0 * y/(1.0 - z) - 1.0;

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z = 2.0 * z - 1.0;

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// Reset values

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*values = 0;

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// Map degree of freedom to element degree of freedom

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const unsigned int dof = i;

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// Generate scalings

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const double scalings_y_0 = 1;

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const double scalings_y_1 = scalings_y_0*(0.5 - 0.5*y);

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const double scalings_y_2 = scalings_y_1*(0.5 - 0.5*y);

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const double scalings_y_3 = scalings_y_2*(0.5 - 0.5*y);

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const double scalings_y_4 = scalings_y_3*(0.5 - 0.5*y);

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const double scalings_z_0 = 1;

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const double scalings_z_1 = scalings_z_0*(0.5 - 0.5*z);

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const double scalings_z_2 = scalings_z_1*(0.5 - 0.5*z);

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const double scalings_z_3 = scalings_z_2*(0.5 - 0.5*z);

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const double scalings_z_4 = scalings_z_3*(0.5 - 0.5*z);

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// Compute psitilde_a

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const double psitilde_a_0 = 1;

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const double psitilde_a_1 = x;

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const double psitilde_a_2 = 1.5*x*psitilde_a_1 - 0.5*psitilde_a_0;

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const double psitilde_a_3 = 1.66666666666667*x*psitilde_a_2 - 0.666666666666667*psitilde_a_1;

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const double psitilde_a_4 = 1.75*x*psitilde_a_3 - 0.75*psitilde_a_2;

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// Compute psitilde_bs

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const double psitilde_bs_0_0 = 1;

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const double psitilde_bs_0_1 = 1.5*y + 0.5;

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const double psitilde_bs_0_2 = 0.111111111111111*psitilde_bs_0_1 + 1.66666666666667*y*psitilde_bs_0_1 - 0.555555555555556*psitilde_bs_0_0;

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const double psitilde_bs_0_3 = 0.05*psitilde_bs_0_2 + 1.75*y*psitilde_bs_0_2 - 0.7*psitilde_bs_0_1;

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const double psitilde_bs_0_4 = 0.0285714285714286*psitilde_bs_0_3 + 1.8*y*psitilde_bs_0_3 - 0.771428571428571*psitilde_bs_0_2;

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const double psitilde_bs_1_0 = 1;

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const double psitilde_bs_1_1 = 2.5*y + 1.5;

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const double psitilde_bs_1_2 = 0.54*psitilde_bs_1_1 + 2.1*y*psitilde_bs_1_1 - 0.56*psitilde_bs_1_0;

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const double psitilde_bs_1_3 = 0.285714285714286*psitilde_bs_1_2 + 2*y*psitilde_bs_1_2 - 0.714285714285714*psitilde_bs_1_1;

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const double psitilde_bs_2_0 = 1;

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const double psitilde_bs_2_1 = 3.5*y + 2.5;

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const double psitilde_bs_2_2 = 1.02040816326531*psitilde_bs_2_1 + 2.57142857142857*y*psitilde_bs_2_1 - 0.551020408163265*psitilde_bs_2_0;

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const double psitilde_bs_3_0 = 1;

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const double psitilde_bs_3_1 = 4.5*y + 3.5;

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const double psitilde_bs_4_0 = 1;

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// Compute psitilde_cs

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const double psitilde_cs_00_0 = 1;

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const double psitilde_cs_00_1 = 2*z + 1;

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const double psitilde_cs_00_2 = 0.3125*psitilde_cs_00_1 + 1.875*z*psitilde_cs_00_1 - 0.5625*psitilde_cs_00_0;

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const double psitilde_cs_00_3 = 0.155555555555556*psitilde_cs_00_2 + 1.86666666666667*z*psitilde_cs_00_2 - 0.711111111111111*psitilde_cs_00_1;

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const double psitilde_cs_00_4 = 0.09375*psitilde_cs_00_3 + 1.875*z*psitilde_cs_00_3 - 0.78125*psitilde_cs_00_2;

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const double psitilde_cs_01_0 = 1;

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const double psitilde_cs_01_1 = 3*z + 2;

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const double psitilde_cs_01_2 = 0.777777777777778*psitilde_cs_01_1 + 2.33333333333333*z*psitilde_cs_01_1 - 0.555555555555556*psitilde_cs_01_0;

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const double psitilde_cs_01_3 = 0.428571428571429*psitilde_cs_01_2 + 2.14285714285714*z*psitilde_cs_01_2 - 0.714285714285714*psitilde_cs_01_1;

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const double psitilde_cs_02_0 = 1;

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const double psitilde_cs_02_1 = 4*z + 3;

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const double psitilde_cs_02_2 = 1.265625*psitilde_cs_02_1 + 2.8125*z*psitilde_cs_02_1 - 0.546875*psitilde_cs_02_0;

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const double psitilde_cs_03_0 = 1;

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const double psitilde_cs_03_1 = 5*z + 4;

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const double psitilde_cs_04_0 = 1;

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const double psitilde_cs_10_0 = 1;

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const double psitilde_cs_10_1 = 3*z + 2;

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const double psitilde_cs_10_2 = 0.777777777777778*psitilde_cs_10_1 + 2.33333333333333*z*psitilde_cs_10_1 - 0.555555555555556*psitilde_cs_10_0;

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const double psitilde_cs_10_3 = 0.428571428571429*psitilde_cs_10_2 + 2.14285714285714*z*psitilde_cs_10_2 - 0.714285714285714*psitilde_cs_10_1;

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const double psitilde_cs_11_0 = 1;

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const double psitilde_cs_11_1 = 4*z + 3;

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const double psitilde_cs_11_2 = 1.265625*psitilde_cs_11_1 + 2.8125*z*psitilde_cs_11_1 - 0.546875*psitilde_cs_11_0;

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const double psitilde_cs_12_0 = 1;

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const double psitilde_cs_12_1 = 5*z + 4;

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const double psitilde_cs_13_0 = 1;

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const double psitilde_cs_20_0 = 1;

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const double psitilde_cs_20_1 = 4*z + 3;

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const double psitilde_cs_20_2 = 1.265625*psitilde_cs_20_1 + 2.8125*z*psitilde_cs_20_1 - 0.546875*psitilde_cs_20_0;

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const double psitilde_cs_21_0 = 1;

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const double psitilde_cs_21_1 = 5*z + 4;

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const double psitilde_cs_22_0 = 1;

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const double psitilde_cs_30_0 = 1;

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const double psitilde_cs_30_1 = 5*z + 4;

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const double psitilde_cs_31_0 = 1;

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const double psitilde_cs_40_0 = 1;

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// Compute basisvalues

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const double basisvalue0 = 0.866025403784439*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_0;

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const double basisvalue1 = 2.73861278752583*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_0;

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const double basisvalue2 = 1.58113883008419*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_0;

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const double basisvalue3 = 1.11803398874989*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_1;

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const double basisvalue4 = 5.1234753829798*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_0;

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const double basisvalue5 = 3.96862696659689*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_0;

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const double basisvalue6 = 2.29128784747792*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_0;

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const double basisvalue7 = 3.24037034920393*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_1;

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const double basisvalue8 = 1.87082869338697*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_1;

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const double basisvalue9 = 1.3228756555323*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_2;

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const double basisvalue10 = 7.93725393319377*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_0;

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const double basisvalue11 = 6.70820393249937*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_0;

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const double basisvalue12 = 5.19615242270663*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_0;

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const double basisvalue13 = 3*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_0;

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const double basisvalue14 = 5.80947501931113*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_1;

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const double basisvalue15 = 4.5*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_1;

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const double basisvalue16 = 2.59807621135332*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_1;

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const double basisvalue17 = 3.67423461417477*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_2;

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const double basisvalue18 = 2.12132034355964*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_2;

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const double basisvalue19 = 1.5*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_3;

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const double basisvalue20 = 11.1242977306435*psitilde_a_4*scalings_y_4*psitilde_bs_4_0*scalings_z_4*psitilde_cs_40_0;

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const double basisvalue21 = 9.81070843517429*psitilde_a_3*scalings_y_3*psitilde_bs_3_1*scalings_z_4*psitilde_cs_31_0;

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const double basisvalue22 = 8.2915619758885*psitilde_a_2*scalings_y_2*psitilde_bs_2_2*scalings_z_4*psitilde_cs_22_0;

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const double basisvalue23 = 6.42261628933256*psitilde_a_1*scalings_y_1*psitilde_bs_1_3*scalings_z_4*psitilde_cs_13_0;

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const double basisvalue24 = 3.70809924354783*psitilde_a_0*scalings_y_0*psitilde_bs_0_4*scalings_z_4*psitilde_cs_04_0;

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const double basisvalue25 = 8.77496438739212*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_1;

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const double basisvalue26 = 7.41619848709566*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_1;

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const double basisvalue27 = 5.74456264653803*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_1;

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const double basisvalue28 = 3.3166247903554*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_1;

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const double basisvalue29 = 6.42261628933256*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_2;

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const double basisvalue30 = 4.9749371855331*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_2;

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const double basisvalue31 = 2.87228132326901*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_2;

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const double basisvalue32 = 4.06201920231798*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_3;

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const double basisvalue33 = 2.34520787991171*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_3;

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const double basisvalue34 = 1.6583123951777*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_4;

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// Table(s) of coefficients

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const static double coefficients0[35][35] = \

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{{-0.0137464349807051, -0.0144900147488139, -0.00836581391578937, -0.00591552374999941, 0, 0, 0, 0, 0, 0, -0.00671936840905293, -0.00567890279999946, -0.00439885919382571, -0.00253968253968254, -0.00491807409042211, -0.00380952380952381, -0.00219942959691287, -0.00311046316543895, -0.0017958267458706, -0.00126984126984128, 0.0136980289516341, 0.0120805260192622, 0.010209907964538, 0.00790856070259325, 0.00456600965054471, 0.0108051509532101, 0.00913201930108942, 0.00707363173407281, 0.00408396318581522, 0.00790856070259324, 0.00612594477872282, 0.0035368158670364, 0.00500181296677924, 0.00288779806280616, 0.00204198159290761},

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{-0.0137464349807054, 0.0144900147488139, -0.00836581391578934, -0.00591552374999945, 0, 0, 0, 0, 0, 0, 0.00671936840905293, -0.00567890279999946, 0.00439885919382572, -0.00253968253968254, -0.00491807409042213, 0.00380952380952382, -0.00219942959691286, 0.00311046316543897, -0.0017958267458706, -0.00126984126984127, 0.0136980289516341, -0.0120805260192622, 0.010209907964538, -0.00790856070259325, 0.00456600965054471, -0.0108051509532101, 0.00913201930108941, -0.0070736317340728, 0.00408396318581521, 0.00790856070259325, -0.00612594477872282, 0.0035368158670364, -0.00500181296677924, 0.00288779806280615, 0.00204198159290761},

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{-0.0137464349807053, 0, 0.0167316278315787, -0.00591552374999946, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0101587301587302, 0, 0, -0.00659828879073857, 0, 0.00359165349174119, -0.00126984126984127, 0, 0, 0, 0, 0.0228300482527235, 0, 0, 0, -0.0163358527432608, 0, 0, 0.0106104476011092, 0, -0.0057755961256123, 0.00204198159290761},

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{-0.0137464349807054, 0, 0, 0.0177465712499983, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0126984126984127, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0306297238936141},

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{0.0439885919382572, 0, 0.026770604530526, 0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0, 0.0406349206349206, 0, 0, 0.00439885919382572, 0, -0.0143666139669648, 0.00761904761904763, 0, 0, 0, 0, 0, 0, 0, 0, 0.0367556686723369, 0, 0, -0.0424417904044368, 0, 0.0303218796594646, -0.0122518895574456},

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{-0.0329914439536931, 0, -0.0200779533978945, -0.0141972569999986, 0, 0, -0.00969857289937744, 0, 0.0712696645099798, -0.050395263067897, 0, 0, 0, 0, 0, 0, 0.0461880215351701, 0, 0.0107749604752236, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0495154221385096, 0, -0.0606437593189292, 0.0306297238936141},

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{0.0439885919382573, 0, 0.0267706045305259, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0, 0.0359165349174119, 0.0253968253968254, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0505364660991076, -0.0408396318581522},

255

{0.0439885919382573, 0.0231840235981023, -0.0133853022652629, 0.0189296759999982, 0.0433733365754904, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, -0.0227156111999979, 0.0175954367753029, -0.0101587301587302, 0.00327871606028141, -0.00253968253968255, 0.0014662863979419, -0.0124418526617558, 0.00718330698348238, 0.00761904761904763, 0, 0, 0, 0, 0, 0.0243115896447228, -0.0205470434274512, 0.0159156714016638, -0.00918891716808423, -0.031634242810373, 0.0245037791148913, -0.0141472634681456, 0.026259518075591, -0.0151609398297323, -0.0122518895574456},

256

{-0.0329914439536929, -0.0173880176985766, 0.0100389766989472, -0.0141972569999986, -0.00722888942924838, 0.00559947367421081, -0.00323285763312582, 0.0617213399848368, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, -0.0266666666666667, 0.01539600717839, 0.00933138949631686, -0.00538748023761177, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, -0.0285877423007065, 0.0165051407128365, -0.052519036151182, 0.0303218796594646, 0.0306297238936141},

257

{0.0439885919382573, 0.0231840235981023, -0.013385302265263, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0.0311046316543895, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

258

{0.0439885919382572, 0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754903, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, 0, -0.0117302911835353, 0.0101587301587302, -0.0229510124219699, 0.00761904761904761, -0.00146628639794191, 0.0165891368823411, -0.0071833069834824, -0.00761904761904763, 0, 0.0241610520385245, -0.0357346778758831, 0.0355885231616696, -0.0228300482527235, -0.00270128773830253, -0.0114150241263618, 0.0159156714016638, -0.0112308987609918, 0.00395428035129663, 0.00306297238936141, -0.0035368158670364, -0.00375135972508443, 0.00072194951570154, 0.00204198159290761},

259

{-0.0329914439536929, -0.0173880176985768, -0.0100389766989472, 0.0141972569999986, -0.00722888942924839, 0.0615942104163185, -0.0614242950293904, -0.00685792666498187, -0.00395942580611001, 0.00559947367421077, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, -0.0266666666666667, 0.0175954367753029, 0.00933138949631688, 0.00538748023761179, -0.00761904761904761, 0, 0, 0.0357346778758831, -0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.00408396318581521, 0.00131809345043221, 0.00714693557517662, -0.00471575448938186, -0.00250090648338962, -0.00144389903140307, 0.00204198159290761},

260

{0.0439885919382572, 0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0.0293257279588382, 0.0101587301587302, 0, -0.0101587301587302, -0.0219942959691286, 0.00207364211029264, 0.017958267458706, -0.00761904761904762, 0, 0, 0, 0.0395428035129662, -0.0456600965054471, 0, 0, -0.017684079335182, 0.0142938711503532, 0, 0.00612594477872282, 0, -0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

261

{0.043988591938257, -0.0231840235981023, -0.0133853022652629, 0.0189296759999983, 0.0433733365754903, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, -0.0227156111999979, -0.0175954367753029, -0.0101587301587302, 0.00327871606028139, 0.00253968253968253, 0.0014662863979419, 0.0124418526617558, 0.00718330698348236, 0.00761904761904761, 0, 0, 0, 0, 0, -0.0243115896447228, -0.0205470434274512, -0.0159156714016638, -0.00918891716808424, -0.031634242810373, -0.0245037791148913, -0.0141472634681456, -0.026259518075591, -0.0151609398297323, -0.0122518895574456},

262

{-0.0329914439536929, 0.0173880176985768, 0.0100389766989471, -0.0141972569999987, -0.00722888942924838, -0.00559947367421082, -0.00323285763312581, -0.0617213399848367, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, 0.0266666666666667, 0.01539600717839, -0.00933138949631689, -0.00538748023761178, -0.019047619047619, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, 0.0285877423007065, 0.0165051407128365, 0.0525190361511819, 0.0303218796594646, 0.0306297238936141},

263

{0.0439885919382572, -0.0231840235981023, -0.0133853022652629, 0.0189296759999981, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, -0.0311046316543896, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

264

{0.0439885919382572, -0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, 0, 0.0117302911835352, 0.0101587301587302, -0.0229510124219699, -0.00761904761904762, -0.00146628639794191, -0.0165891368823411, -0.00718330698348239, -0.00761904761904763, 0, -0.0241610520385245, -0.0357346778758831, -0.0355885231616696, -0.0228300482527235, 0.00270128773830254, -0.0114150241263618, -0.0159156714016638, -0.0112308987609918, 0.00395428035129662, -0.00306297238936141, -0.0035368158670364, 0.00375135972508443, 0.000721949515701533, 0.00204198159290761},

265

{-0.0329914439536929, 0.0173880176985766, -0.0100389766989472, 0.0141972569999987, -0.00722888942924841, -0.0615942104163186, -0.0614242950293904, 0.00685792666498186, -0.00395942580610998, 0.00559947367421075, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, 0.0266666666666667, 0.0175954367753029, -0.00933138949631688, 0.00538748023761179, -0.00761904761904763, 0, 0, 0.0357346778758831, 0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.0040839631858152, 0.00131809345043222, -0.00714693557517663, -0.00471575448938187, 0.00250090648338962, -0.00144389903140308, 0.00204198159290761},

266

{0.0439885919382573, -0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, -0.0293257279588382, 0.0101587301587302, 0, 0.0101587301587301, -0.0219942959691286, -0.00207364211029265, 0.017958267458706, -0.00761904761904761, 0, 0, 0, -0.0395428035129663, -0.0456600965054471, 0, 0, 0.017684079335182, 0.0142938711503532, 0, -0.00612594477872281, 0, 0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

267

{0.0439885919382571, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484215, 0.0134387368181058, -0.0113578055999989, -0.0205280095711867, -0.0152380952380952, -0.00983614818084424, -0.0177777777777778, -0.0131965775814772, -0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, -0.0241610520385245, -0.00510495398226901, 0.00395428035129663, 0.00456600965054471, -0.0216103019064202, -0.00456600965054471, 0.00353681586703639, 0.00408396318581521, -0.00395428035129661, 0.0030629723893614, 0.0035368158670364, 0.00250090648338961, 0.00288779806280615, 0.00204198159290761},

268

{-0.0329914439536931, 0, 0.0200779533978945, 0.0141972569999987, -0.0867466731509807, 0, 0.00969857289937743, 0, 0.00791885161221998, 0.00559947367421076, 0, 0.0340734167999968, 0, -0.0152380952380953, 0.0295084445425327, 0, -0.0131965775814772, 0, -0.0107749604752236, -0.00761904761904762, 0.0821881737098047, 0, -0.010209907964538, 0, 0.00456600965054471, 0, -0.00913201930108944, 0, 0.00408396318581521, -0.00790856070259326, 0, 0.0035368158670364, 0, 0.00288779806280615, 0.00204198159290761},

269

{0.0439885919382573, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754903, -0.0335968420452646, 0.0193971457987549, -0.0274317066599274, 0.01583770322444, 0.0111989473484215, -0.0134387368181058, -0.0113578055999989, 0.0205280095711867, -0.0152380952380952, -0.00983614818084423, 0.0177777777777778, -0.0131965775814772, 0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, 0.0241610520385245, -0.005104953982269, -0.00395428035129662, 0.00456600965054471, 0.0216103019064202, -0.0045660096505447, -0.0035368158670364, 0.00408396318581521, -0.00395428035129662, -0.00306297238936141, 0.00353681586703641, -0.00250090648338962, 0.00288779806280615, 0.00204198159290761},

270

{0.0439885919382573, 0.139104141588614, -0.080311813591578, -0.0567890279999947, 0.0578311154339872, 0.0335968420452646, -0.0420271492306356, 0.0274317066599275, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, -0.0586514559176763, 0.0406349206349207, 0.039344592723377, 0.00253968253968254, -0.0109971479845643, -0.0601356211984865, 0.017958267458706, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, -0.053052238005546, 0.0367556686723369, -0.0105447476034577, -0.0245037791148913, 0.0235787724469093, 0.0175063453837273, 0, -0.0122518895574457},

271

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0, 0.0783926314389509, 0.0096985728993774, -0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, 0.0586514559176763, -0.0609523809523809, 0, 0.033015873015873, 0.0241937255660415, -0.0145154947720485, -0.0610581093596003, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0, 0.053052238005546, -0.0551335030085053, 0, -0.0326717054865217, 0.0141472634681456, 0.00875317269186366, 0.0151609398297323, -0.0122518895574456},

272

{0.0439885919382571, 0, 0, 0.170367083999984, 0, -0.0111989473484216, 0.00969857289937744, 0.0822951199797824, 0.0475131096733199, -0.0167984210226324, 0, 0, 0, 0, 0, 0.0533333333333333, -0.0461880215351701, 0.0435464843161454, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.057175484601413, -0.0495154221385096, -0.026259518075591, -0.0151609398297323, 0.0306297238936141},

273

{0.0439885919382571, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, 0.0578311154339871, -0.0335968420452646, -0.0420271492306356, -0.0274317066599274, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, 0.0586514559176763, 0.0406349206349206, 0.0393445927233769, -0.00253968253968253, -0.0109971479845643, 0.0601356211984865, 0.0179582674587059, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, 0.053052238005546, 0.0367556686723369, -0.0105447476034577, 0.0245037791148913, 0.0235787724469093, -0.0175063453837273, 0, -0.0122518895574457},

274

{0.0439885919382571, 0, 0.160623627183156, -0.0567890279999946, 0, -0.0783926314389509, 0.00969857289937745, 0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, -0.0586514559176763, -0.0609523809523809, 0, -0.033015873015873, 0.0241937255660415, 0.0145154947720485, -0.0610581093596003, 0.0393650793650793, 0, 0, 0, 0, 0, 0, 0, -0.053052238005546, -0.0551335030085053, 0, 0.0326717054865217, 0.0141472634681456, -0.00875317269186368, 0.0151609398297323, -0.0122518895574456},

275

{0.0439885919382572, 0, 0, 0.170367083999984, 0, 0.0111989473484215, 0.00969857289937745, -0.0822951199797824, 0.0475131096733199, -0.0167984210226323, 0, 0, 0, 0, 0, -0.0533333333333333, -0.0461880215351701, -0.0435464843161453, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0571754846014129, -0.0495154221385096, 0.026259518075591, -0.0151609398297323, 0.0306297238936141},

276

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999946, -0.0433733365754903, 0.0447957893936862, 0.0484928644968872, -0.0548634133198549, 0, -0.0167984210226323, 0.0806324209086351, 0.0227156111999979, -0.0058651455917676, -0.0101587301587302, -0.00327871606028142, 0.0304761904761905, 0.0271262983619253, 0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, 0.0729347689341683, 0.0205470434274512, -0.00530522380055458, -0.00918891716808423, 0.031634242810373, -0.00816792637163039, -0.0141472634681456, -0.00875317269186365, -0.0151609398297323, -0.0122518895574456},

277

{0.0439885919382571, 0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754904, -0.0447957893936862, 0.0484928644968873, 0.0548634133198549, 0, -0.0167984210226323, -0.0806324209086351, 0.0227156111999979, 0.0058651455917676, -0.0101587301587302, -0.00327871606028142, -0.0304761904761905, 0.0271262983619253, -0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, -0.0729347689341683, 0.0205470434274512, 0.00530522380055459, -0.00918891716808424, 0.031634242810373, 0.00816792637163042, -0.0141472634681456, 0.00875317269186367, -0.0151609398297323, -0.0122518895574456},

278

{0.0439885919382572, 0, 0, 0.170367083999984, 0.0144577788584968, 0, -0.00323285763312585, 0, -0.0950262193466398, -0.0167984210226323, 0, 0, 0, 0, -0.0688530372659096, 0, 0.01539600717839, 0, -0.0502831488843767, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0738132332242036, 0, 0.0165051407128365, 0, 0.0303218796594646, 0.0306297238936141},

279

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754903, -0.0447957893936862, -0.00969857289937743, 0.0548634133198549, 0.03167540644888, 0.0391963157194754, 0.0806324209086351, 0, 0.0527863103259086, 0.0609523809523809, 0.0229510124219699, 0.0101587301587302, 0.0168622935763319, -0.0124418526617558, -0.00718330698348239, -0.013968253968254, 0, 0.0724831561155734, 0.0357346778758831, -0.0118628410538899, -0.0228300482527235, -0.00810386321490759, 0.0114150241263618, -0.00530522380055459, -0.0112308987609918, -0.00395428035129662, -0.00102099079645379, -0.0035368158670364, 0.00125045324169481, 0.000721949515701537, 0.00204198159290762},

280

{0.0439885919382571, 0.139104141588614, -0.080311813591578, -0.0567890279999947, -0.0433733365754904, 0.0447957893936862, -0.00969857289937742, -0.0548634133198549, 0.0316754064488799, 0.0391963157194754, -0.0806324209086351, 0, -0.0527863103259086, 0.060952380952381, 0.0229510124219699, -0.0101587301587302, 0.0168622935763319, 0.0124418526617558, -0.00718330698348236, -0.013968253968254, 0, -0.0724831561155734, 0.0357346778758831, 0.0118628410538899, -0.0228300482527236, 0.00810386321490761, 0.0114150241263618, 0.00530522380055459, -0.0112308987609918, -0.00395428035129662, 0.00102099079645379, -0.0035368158670364, -0.0012504532416948, 0.000721949515701528, 0.0020419815929076},

281

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0.0144577788584968, 0, -0.0614242950293905, 0, -0.0633508128977598, 0.0391963157194754, 0, -0.0681468335999936, 0, -0.0914285714285715, 0.00983614818084423, 0, 0.0285925847598672, 0, 0.0143666139669647, -0.0139682539682539, 0, 0, -0.0714693557517662, 0, 0.0456600965054471, 0, 0.0182640386021788, 0, 0.0040839631858152, -0.00263618690086443, 0, -0.00471575448938186, 0, -0.00144389903140306, 0.00204198159290759},

282

{0.351908735506058, 0, 0, 0, -0.115662230867974, 0, -0.129314305325032, 0, 0, -0.134387368181059, 0, -0.0908624447999914, 0, 0.0406349206349206, -0.0786891854467539, 0, -0.0879771838765144, 0, 0, 0.0711111111111111, 0, 0, 0, 0, 0, 0, -0.0821881737098047, 0, 0.0367556686723369, 0.0210894952069153, 0, 0.0235787724469093, 0, 0, -0.0122518895574456}};

283

284

// Extract relevant coefficients

285

const double coeff0_0 = coefficients0[dof][0];

286

const double coeff0_1 = coefficients0[dof][1];

287

const double coeff0_2 = coefficients0[dof][2];

288

const double coeff0_3 = coefficients0[dof][3];

289

const double coeff0_4 = coefficients0[dof][4];

290

const double coeff0_5 = coefficients0[dof][5];

291

const double coeff0_6 = coefficients0[dof][6];

292

const double coeff0_7 = coefficients0[dof][7];

293

const double coeff0_8 = coefficients0[dof][8];

294

const double coeff0_9 = coefficients0[dof][9];

295

const double coeff0_10 = coefficients0[dof][10];

296

const double coeff0_11 = coefficients0[dof][11];

297

const double coeff0_12 = coefficients0[dof][12];

298

const double coeff0_13 = coefficients0[dof][13];

299

const double coeff0_14 = coefficients0[dof][14];

300

const double coeff0_15 = coefficients0[dof][15];

301

const double coeff0_16 = coefficients0[dof][16];

302

const double coeff0_17 = coefficients0[dof][17];

303

const double coeff0_18 = coefficients0[dof][18];

304

const double coeff0_19 = coefficients0[dof][19];

305

const double coeff0_20 = coefficients0[dof][20];

306

const double coeff0_21 = coefficients0[dof][21];

307

const double coeff0_22 = coefficients0[dof][22];

308

const double coeff0_23 = coefficients0[dof][23];

309

const double coeff0_24 = coefficients0[dof][24];

310

const double coeff0_25 = coefficients0[dof][25];

311

const double coeff0_26 = coefficients0[dof][26];

312

const double coeff0_27 = coefficients0[dof][27];

313

const double coeff0_28 = coefficients0[dof][28];

314

const double coeff0_29 = coefficients0[dof][29];

315

const double coeff0_30 = coefficients0[dof][30];

316

const double coeff0_31 = coefficients0[dof][31];

317

const double coeff0_32 = coefficients0[dof][32];

318

const double coeff0_33 = coefficients0[dof][33];

319

const double coeff0_34 = coefficients0[dof][34];

320

321

// Compute value(s)

322

*values = coeff0_0*basisvalue0 + coeff0_1*basisvalue1 + coeff0_2*basisvalue2 + coeff0_3*basisvalue3 + coeff0_4*basisvalue4 + coeff0_5*basisvalue5 + coeff0_6*basisvalue6 + coeff0_7*basisvalue7 + coeff0_8*basisvalue8 + coeff0_9*basisvalue9 + coeff0_10*basisvalue10 + coeff0_11*basisvalue11 + coeff0_12*basisvalue12 + coeff0_13*basisvalue13 + coeff0_14*basisvalue14 + coeff0_15*basisvalue15 + coeff0_16*basisvalue16 + coeff0_17*basisvalue17 + coeff0_18*basisvalue18 + coeff0_19*basisvalue19 + coeff0_20*basisvalue20 + coeff0_21*basisvalue21 + coeff0_22*basisvalue22 + coeff0_23*basisvalue23 + coeff0_24*basisvalue24 + coeff0_25*basisvalue25 + coeff0_26*basisvalue26 + coeff0_27*basisvalue27 + coeff0_28*basisvalue28 + coeff0_29*basisvalue29 + coeff0_30*basisvalue30 + coeff0_31*basisvalue31 + coeff0_32*basisvalue32 + coeff0_33*basisvalue33 + coeff0_34*basisvalue34;

323

}

324

325

/// Evaluate all basis functions at given point in cell

326

virtual void evaluate_basis_all(double* values,

327

const double* coordinates,

328

const ufc::cell& c) const

329

{

330

throw std::runtime_error("The vectorised version of evaluate_basis() is not yet implemented.");

331

}

332

333

/// Evaluate order n derivatives of basis function i at given point in cell

334

virtual void evaluate_basis_derivatives(unsigned int i,

335

unsigned int n,

336

double* values,

337

const double* coordinates,

338

const ufc::cell& c) const

339

{

340

// Extract vertex coordinates

341

const double * const * element_coordinates = c.coordinates;

342

343

// Compute Jacobian of affine map from reference cell

344

const double J_00 = element_coordinates[1][0] - element_coordinates[0][0];

345

const double J_01 = element_coordinates[2][0] - element_coordinates[0][0];

346

const double J_02 = element_coordinates[3][0] - element_coordinates[0][0];

347

const double J_10 = element_coordinates[1][1] - element_coordinates[0][1];

348

const double J_11 = element_coordinates[2][1] - element_coordinates[0][1];

349

const double J_12 = element_coordinates[3][1] - element_coordinates[0][1];

350

const double J_20 = element_coordinates[1][2] - element_coordinates[0][2];

351

const double J_21 = element_coordinates[2][2] - element_coordinates[0][2];

352

const double J_22 = element_coordinates[3][2] - element_coordinates[0][2];

353

354

// Compute sub determinants

355

const double d00 = J_11*J_22 - J_12*J_21;

356

const double d01 = J_12*J_20 - J_10*J_22;

357

const double d02 = J_10*J_21 - J_11*J_20;

358

359

const double d10 = J_02*J_21 - J_01*J_22;

360

const double d11 = J_00*J_22 - J_02*J_20;

361

const double d12 = J_01*J_20 - J_00*J_21;

362

363

const double d20 = J_01*J_12 - J_02*J_11;

364

const double d21 = J_02*J_10 - J_00*J_12;

365

const double d22 = J_00*J_11 - J_01*J_10;

366

367

// Compute determinant of Jacobian

368

double detJ = J_00*d00 + J_10*d10 + J_20*d20;

369

370

// Compute inverse of Jacobian

371

372

// Compute constants

373

const double C0 = d00*(element_coordinates[0][0] - element_coordinates[2][0] - element_coordinates[3][0]) \

374

+ d10*(element_coordinates[0][1] - element_coordinates[2][1] - element_coordinates[3][1]) \

375

+ d20*(element_coordinates[0][2] - element_coordinates[2][2] - element_coordinates[3][2]);

376

377

const double C1 = d01*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[3][0]) \

378

+ d11*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[3][1]) \

379

+ d21*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[3][2]);

380

381

const double C2 = d02*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[2][0]) \

382

+ d12*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[2][1]) \

383

+ d22*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[2][2]);

384

385

// Get coordinates and map to the UFC reference element

386

double x = (C0 + d00*coordinates[0] + d10*coordinates[1] + d20*coordinates[2]) / detJ;

387

double y = (C1 + d01*coordinates[0] + d11*coordinates[1] + d21*coordinates[2]) / detJ;

388

double z = (C2 + d02*coordinates[0] + d12*coordinates[1] + d22*coordinates[2]) / detJ;

389

390

// Map coordinates to the reference cube

391

if (std::abs(y + z - 1.0) < 1e-14)

392

x = 1.0;

393

else

394

x = -2.0 * x/(y + z - 1.0) - 1.0;

395

if (std::abs(z - 1.0) < 1e-14)

396

y = -1.0;

397

else

398

y = 2.0 * y/(1.0 - z) - 1.0;

399

z = 2.0 * z - 1.0;

400

401

// Compute number of derivatives

402

unsigned int num_derivatives = 1;

403

404

for (unsigned int j = 0; j < n; j++)

405

num_derivatives *= 3;

406

407

408

// Declare pointer to two dimensional array that holds combinations of derivatives and initialise

409

unsigned int **combinations = new unsigned int *[num_derivatives];

410

411

for (unsigned int j = 0; j < num_derivatives; j++)

412

{

413

combinations[j] = new unsigned int [n];

414

for (unsigned int k = 0; k < n; k++)

415

combinations[j][k] = 0;

416

}

417

418

// Generate combinations of derivatives

419

for (unsigned int row = 1; row < num_derivatives; row++)

420

{

421

for (unsigned int num = 0; num < row; num++)

422

{

423

for (unsigned int col = n-1; col+1 > 0; col--)

424

{

425

if (combinations[row][col] + 1 > 2)

426

combinations[row][col] = 0;

427

else

428

{

429

combinations[row][col] += 1;

430

break;

431

}

432

}

433

}

434

}

435

436

// Compute inverse of Jacobian

437

const double Jinv[3][3] ={{d00 / detJ, d10 / detJ, d20 / detJ}, {d01 / detJ, d11 / detJ, d21 / detJ}, {d02 / detJ, d12 / detJ, d22 / detJ}};

438

439

// Declare transformation matrix

440

// Declare pointer to two dimensional array and initialise

441

double **transform = new double *[num_derivatives];

442

443

for (unsigned int j = 0; j < num_derivatives; j++)

444

{

445

transform[j] = new double [num_derivatives];

446

for (unsigned int k = 0; k < num_derivatives; k++)

447

transform[j][k] = 1;

448

}

449

450

// Construct transformation matrix

451

for (unsigned int row = 0; row < num_derivatives; row++)

452

{

453

for (unsigned int col = 0; col < num_derivatives; col++)

454

{

455

for (unsigned int k = 0; k < n; k++)

456

transform[row][col] *= Jinv[combinations[col][k]][combinations[row][k]];

457

}

458

}

459

460

// Reset values

461

for (unsigned int j = 0; j < 1*num_derivatives; j++)

462

values[j] = 0;

463

464

// Map degree of freedom to element degree of freedom

465

const unsigned int dof = i;

466

467

// Generate scalings

468

const double scalings_y_0 = 1;

469

const double scalings_y_1 = scalings_y_0*(0.5 - 0.5*y);

470

const double scalings_y_2 = scalings_y_1*(0.5 - 0.5*y);

471

const double scalings_y_3 = scalings_y_2*(0.5 - 0.5*y);

472

const double scalings_y_4 = scalings_y_3*(0.5 - 0.5*y);

473

const double scalings_z_0 = 1;

474

const double scalings_z_1 = scalings_z_0*(0.5 - 0.5*z);

475

const double scalings_z_2 = scalings_z_1*(0.5 - 0.5*z);

476

const double scalings_z_3 = scalings_z_2*(0.5 - 0.5*z);

477

const double scalings_z_4 = scalings_z_3*(0.5 - 0.5*z);

478

479

// Compute psitilde_a

480

const double psitilde_a_0 = 1;

481

const double psitilde_a_1 = x;

482

const double psitilde_a_2 = 1.5*x*psitilde_a_1 - 0.5*psitilde_a_0;

483

const double psitilde_a_3 = 1.66666666666667*x*psitilde_a_2 - 0.666666666666667*psitilde_a_1;

484

const double psitilde_a_4 = 1.75*x*psitilde_a_3 - 0.75*psitilde_a_2;

485

486

// Compute psitilde_bs

487

const double psitilde_bs_0_0 = 1;

488

const double psitilde_bs_0_1 = 1.5*y + 0.5;

489

const double psitilde_bs_0_2 = 0.111111111111111*psitilde_bs_0_1 + 1.66666666666667*y*psitilde_bs_0_1 - 0.555555555555556*psitilde_bs_0_0;

490

const double psitilde_bs_0_3 = 0.05*psitilde_bs_0_2 + 1.75*y*psitilde_bs_0_2 - 0.7*psitilde_bs_0_1;

491

const double psitilde_bs_0_4 = 0.0285714285714286*psitilde_bs_0_3 + 1.8*y*psitilde_bs_0_3 - 0.771428571428571*psitilde_bs_0_2;

492

const double psitilde_bs_1_0 = 1;

493

const double psitilde_bs_1_1 = 2.5*y + 1.5;

494

const double psitilde_bs_1_2 = 0.54*psitilde_bs_1_1 + 2.1*y*psitilde_bs_1_1 - 0.56*psitilde_bs_1_0;

495

const double psitilde_bs_1_3 = 0.285714285714286*psitilde_bs_1_2 + 2*y*psitilde_bs_1_2 - 0.714285714285714*psitilde_bs_1_1;

496

const double psitilde_bs_2_0 = 1;

497

const double psitilde_bs_2_1 = 3.5*y + 2.5;

498

const double psitilde_bs_2_2 = 1.02040816326531*psitilde_bs_2_1 + 2.57142857142857*y*psitilde_bs_2_1 - 0.551020408163265*psitilde_bs_2_0;

499

const double psitilde_bs_3_0 = 1;

500

const double psitilde_bs_3_1 = 4.5*y + 3.5;

501

const double psitilde_bs_4_0 = 1;

502

503

// Compute psitilde_cs

504

const double psitilde_cs_00_0 = 1;

505

const double psitilde_cs_00_1 = 2*z + 1;

506

const double psitilde_cs_00_2 = 0.3125*psitilde_cs_00_1 + 1.875*z*psitilde_cs_00_1 - 0.5625*psitilde_cs_00_0;

507

const double psitilde_cs_00_3 = 0.155555555555556*psitilde_cs_00_2 + 1.86666666666667*z*psitilde_cs_00_2 - 0.711111111111111*psitilde_cs_00_1;

508

const double psitilde_cs_00_4 = 0.09375*psitilde_cs_00_3 + 1.875*z*psitilde_cs_00_3 - 0.78125*psitilde_cs_00_2;

509

const double psitilde_cs_01_0 = 1;

510

const double psitilde_cs_01_1 = 3*z + 2;

511

const double psitilde_cs_01_2 = 0.777777777777778*psitilde_cs_01_1 + 2.33333333333333*z*psitilde_cs_01_1 - 0.555555555555556*psitilde_cs_01_0;

512

const double psitilde_cs_01_3 = 0.428571428571429*psitilde_cs_01_2 + 2.14285714285714*z*psitilde_cs_01_2 - 0.714285714285714*psitilde_cs_01_1;

513

const double psitilde_cs_02_0 = 1;

514

const double psitilde_cs_02_1 = 4*z + 3;

515

const double psitilde_cs_02_2 = 1.265625*psitilde_cs_02_1 + 2.8125*z*psitilde_cs_02_1 - 0.546875*psitilde_cs_02_0;

516

const double psitilde_cs_03_0 = 1;

517

const double psitilde_cs_03_1 = 5*z + 4;

518

const double psitilde_cs_04_0 = 1;

519

const double psitilde_cs_10_0 = 1;

520

const double psitilde_cs_10_1 = 3*z + 2;

521

const double psitilde_cs_10_2 = 0.777777777777778*psitilde_cs_10_1 + 2.33333333333333*z*psitilde_cs_10_1 - 0.555555555555556*psitilde_cs_10_0;

522

const double psitilde_cs_10_3 = 0.428571428571429*psitilde_cs_10_2 + 2.14285714285714*z*psitilde_cs_10_2 - 0.714285714285714*psitilde_cs_10_1;

523

const double psitilde_cs_11_0 = 1;

524

const double psitilde_cs_11_1 = 4*z + 3;

525

const double psitilde_cs_11_2 = 1.265625*psitilde_cs_11_1 + 2.8125*z*psitilde_cs_11_1 - 0.546875*psitilde_cs_11_0;

526

const double psitilde_cs_12_0 = 1;

527

const double psitilde_cs_12_1 = 5*z + 4;

528

const double psitilde_cs_13_0 = 1;

529

const double psitilde_cs_20_0 = 1;

530

const double psitilde_cs_20_1 = 4*z + 3;

531

const double psitilde_cs_20_2 = 1.265625*psitilde_cs_20_1 + 2.8125*z*psitilde_cs_20_1 - 0.546875*psitilde_cs_20_0;

532

const double psitilde_cs_21_0 = 1;

533

const double psitilde_cs_21_1 = 5*z + 4;

534

const double psitilde_cs_22_0 = 1;

535

const double psitilde_cs_30_0 = 1;

536

const double psitilde_cs_30_1 = 5*z + 4;

537

const double psitilde_cs_31_0 = 1;

538

const double psitilde_cs_40_0 = 1;

539

540

// Compute basisvalues

541

const double basisvalue0 = 0.866025403784439*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_0;

542

const double basisvalue1 = 2.73861278752583*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_0;

543

const double basisvalue2 = 1.58113883008419*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_0;

544

const double basisvalue3 = 1.11803398874989*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_1;

545

const double basisvalue4 = 5.1234753829798*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_0;

546

const double basisvalue5 = 3.96862696659689*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_0;

547

const double basisvalue6 = 2.29128784747792*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_0;

548

const double basisvalue7 = 3.24037034920393*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_1;

549

const double basisvalue8 = 1.87082869338697*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_1;

550

const double basisvalue9 = 1.3228756555323*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_2;

551

const double basisvalue10 = 7.93725393319377*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_0;

552

const double basisvalue11 = 6.70820393249937*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_0;

553

const double basisvalue12 = 5.19615242270663*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_0;

554

const double basisvalue13 = 3*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_0;

555

const double basisvalue14 = 5.80947501931113*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_1;

556

const double basisvalue15 = 4.5*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_1;

557

const double basisvalue16 = 2.59807621135332*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_1;

558

const double basisvalue17 = 3.67423461417477*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_2;

559

const double basisvalue18 = 2.12132034355964*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_2;

560

const double basisvalue19 = 1.5*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_3;

561

const double basisvalue20 = 11.1242977306435*psitilde_a_4*scalings_y_4*psitilde_bs_4_0*scalings_z_4*psitilde_cs_40_0;

562

const double basisvalue21 = 9.81070843517429*psitilde_a_3*scalings_y_3*psitilde_bs_3_1*scalings_z_4*psitilde_cs_31_0;

563

const double basisvalue22 = 8.2915619758885*psitilde_a_2*scalings_y_2*psitilde_bs_2_2*scalings_z_4*psitilde_cs_22_0;

564

const double basisvalue23 = 6.42261628933256*psitilde_a_1*scalings_y_1*psitilde_bs_1_3*scalings_z_4*psitilde_cs_13_0;

565

const double basisvalue24 = 3.70809924354783*psitilde_a_0*scalings_y_0*psitilde_bs_0_4*scalings_z_4*psitilde_cs_04_0;

566

const double basisvalue25 = 8.77496438739212*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_1;

567

const double basisvalue26 = 7.41619848709566*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_1;

568

const double basisvalue27 = 5.74456264653803*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_1;

569

const double basisvalue28 = 3.3166247903554*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_1;

570

const double basisvalue29 = 6.42261628933256*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_2;

571

const double basisvalue30 = 4.9749371855331*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_2;

572

const double basisvalue31 = 2.87228132326901*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_2;

573

const double basisvalue32 = 4.06201920231798*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_3;

574

const double basisvalue33 = 2.34520787991171*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_3;

575

const double basisvalue34 = 1.6583123951777*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_4;

576

577

// Table(s) of coefficients

578

const static double coefficients0[35][35] = \

579

{{-0.0137464349807051, -0.0144900147488139, -0.00836581391578937, -0.00591552374999941, 0, 0, 0, 0, 0, 0, -0.00671936840905293, -0.00567890279999946, -0.00439885919382571, -0.00253968253968254, -0.00491807409042211, -0.00380952380952381, -0.00219942959691287, -0.00311046316543895, -0.0017958267458706, -0.00126984126984128, 0.0136980289516341, 0.0120805260192622, 0.010209907964538, 0.00790856070259325, 0.00456600965054471, 0.0108051509532101, 0.00913201930108942, 0.00707363173407281, 0.00408396318581522, 0.00790856070259324, 0.00612594477872282, 0.0035368158670364, 0.00500181296677924, 0.00288779806280616, 0.00204198159290761},

580

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581

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582

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583

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584

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585

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586

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587

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588

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589

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590

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591

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592

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593

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594

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595

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596

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597

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598

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599

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600

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601

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602

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603

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604

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605

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606

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607

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608

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609

{0.0439885919382572, 0, 0, 0.170367083999984, 0.0144577788584968, 0, -0.00323285763312585, 0, -0.0950262193466398, -0.0167984210226323, 0, 0, 0, 0, -0.0688530372659096, 0, 0.01539600717839, 0, -0.0502831488843767, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0738132332242036, 0, 0.0165051407128365, 0, 0.0303218796594646, 0.0306297238936141},

610

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754903, -0.0447957893936862, -0.00969857289937743, 0.0548634133198549, 0.03167540644888, 0.0391963157194754, 0.0806324209086351, 0, 0.0527863103259086, 0.0609523809523809, 0.0229510124219699, 0.0101587301587302, 0.0168622935763319, -0.0124418526617558, -0.00718330698348239, -0.013968253968254, 0, 0.0724831561155734, 0.0357346778758831, -0.0118628410538899, -0.0228300482527235, -0.00810386321490759, 0.0114150241263618, -0.00530522380055459, -0.0112308987609918, -0.00395428035129662, -0.00102099079645379, -0.0035368158670364, 0.00125045324169481, 0.000721949515701537, 0.00204198159290762},

611

{0.0439885919382571, 0.139104141588614, -0.080311813591578, -0.0567890279999947, -0.0433733365754904, 0.0447957893936862, -0.00969857289937742, -0.0548634133198549, 0.0316754064488799, 0.0391963157194754, -0.0806324209086351, 0, -0.0527863103259086, 0.060952380952381, 0.0229510124219699, -0.0101587301587302, 0.0168622935763319, 0.0124418526617558, -0.00718330698348236, -0.013968253968254, 0, -0.0724831561155734, 0.0357346778758831, 0.0118628410538899, -0.0228300482527236, 0.00810386321490761, 0.0114150241263618, 0.00530522380055459, -0.0112308987609918, -0.00395428035129662, 0.00102099079645379, -0.0035368158670364, -0.0012504532416948, 0.000721949515701528, 0.0020419815929076},

612

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0.0144577788584968, 0, -0.0614242950293905, 0, -0.0633508128977598, 0.0391963157194754, 0, -0.0681468335999936, 0, -0.0914285714285715, 0.00983614818084423, 0, 0.0285925847598672, 0, 0.0143666139669647, -0.0139682539682539, 0, 0, -0.0714693557517662, 0, 0.0456600965054471, 0, 0.0182640386021788, 0, 0.0040839631858152, -0.00263618690086443, 0, -0.00471575448938186, 0, -0.00144389903140306, 0.00204198159290759},

613

{0.351908735506058, 0, 0, 0, -0.115662230867974, 0, -0.129314305325032, 0, 0, -0.134387368181059, 0, -0.0908624447999914, 0, 0.0406349206349206, -0.0786891854467539, 0, -0.0879771838765144, 0, 0, 0.0711111111111111, 0, 0, 0, 0, 0, 0, -0.0821881737098047, 0, 0.0367556686723369, 0.0210894952069153, 0, 0.0235787724469093, 0, 0, -0.0122518895574456}};

614

615

// Interesting (new) part

616

// Tables of derivatives of the polynomial base (transpose)

617

const static double dmats0[35][35] = \

618

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

619

{6.32455532033677, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

620

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

621

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

622

{0, 11.2249721603218, 0, 0, 0, 1.70793006049707e-14, 0, 0, 1.16063842564573e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

623

{4.58257569495585, 0, 8.36660026534076, -1.18321595661992, 0, 0, 1.04642314135461e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

624

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

625

{3.74165738677394, 0, 0, 8.69482604771366, 0, 0, 0, -1.66625972279159e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

626

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

627

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

628

{5.49909083394701, 0, -3.34664010613631, -2.36643191323985, 15.4919333848297, 0, 0.692820323027549, 0, 0.56568542494924, 0.400000000000009, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

629

{0, 4.89897948556635, 0, 0, 0, 14.1985914794391, 0, -0.828078671210828, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

630

{3.60000000000001, 0, 8.76356092008266, -1.54919333848296, 0, 0, 9.52470471983254, 0, -1.48131215963609, 0.261861468283193, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

631

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

632

{0, 4.24264068711929, 0, 0, 0, 0, 0, 14.3427433120127, 2.84156378982381e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

633

{3.11769145362398, 0, 3.16227766016838, 4.91934955049954, 0, 0, 0, -1.2538531175753e-14, 10.690449676497, -2.41897262725905, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

634

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

635

{2.54558441227157, 0, 0, 7.66811580507232, 0, 0, 0, 0, 0, 10.3691851174526, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

636

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

637

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

638

{0, 11.6057691494799, 0, 0, 0, -4.20458932936041, 0, -3.43303281162798, 0, 0, 19.6214168703486, 0, 0.611677741841197, 0, 0, 0.529728463363978, 0, 0.432521479156785, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

639

{4.53137212479103, 0, 3.54562104171167, -2.50713268211203, 4.78713553878169, 0, -5.56626745075493, 0, -1.04880884817015, 0.741619848709563, 0, 18.8034951158403, 0, 1.68183573174416, -0.603122387046455, 0, 0.701283781217662, 0, 0.132137494528683, -0.0934353184302337, 0, 0, 0, 0, -2.04851899834062e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

640

{1.12802291379194e-14, 2.59512887494071, 0, 0, 0, 10.0285307284481, 1.48509074345102e-14, -0.767649473578742, 0, 0, 0, 0, 16.4130361329658, 0, 0, -1.26347611061158, 0, 0.0967147429123335, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

641

{2.96647939483827, 0, 8.12403840463597, -1.64130361329658, 0, 0, 11.7728501222091, 0, -2.40312296813959, 0.485504156227609, 0, 0, 0, 10.2761860629321, 0, 0, -1.48323969741914, 0, 0.30276503540975, -0.0611677741841184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

642

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

643

{4.05298244095217, 0, -1.58564993434419, 4.4848952846511, 4.28174419288837, 0, 0.191485421551264, 0, -3.75233260785875, -4.31161222746203, 0, 0, 0, 0, 18.8807171866294, 0, 0.844371341865038, 0, 1.18187368057056, 1.04463861754668, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

644

{0, 2.32115382989598, 0, 0, 0, 3.92428337406973, 0, 5.49285249860476, 1.21484853427001e-14, 0, 0, 0, 0, 0, 0, 17.3044631365565, 0, -1.73008591662714, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

645

{2.65329983228433, 0, 4.15220619990513, 2.93605316083776, 0, 0, 2.63248931621764, 0, 9.82591326180785, -2.8226127713774, 0, 0, 0, 0, 0, 0, 11.6081867662439, 0, -3.09487177319466, 0.683876505540249, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

646

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

647

{0, 2.01017818278148, 0, 0, 0, 0, 0, 8.91928088068602, 1.76356325376492e-14, 0, 0, 0, 0, 0, 0, 0, 0, 16.8558564884489, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

648

{2.29782505861521, 0, 1.49829835452879, 5.50917601898535, 0, 0, 0, 0, 6.64803945320938, 4.13676892548485, 0, 0, 0, 0, 0, 0, 0, 0, 12.5636136423842, -3.55352656109507, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

649

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

650

{1.87616630392938, 0, 0, 6.2283092998577, 0, 0, 0, 0, 0, 11.0541524195338, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11.6057691494799, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

651

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

652

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

653

654

const static double dmats1[35][35] = \

655

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

656

{3.16227766016838, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

657

{5.47722557505166, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

658

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

659

{2.95803989154981, 5.61248608016091, -1.08012344973464, -0.763762615825977, 0, 1.12766252988532e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

660

{2.29128784747793, 7.24568837309472, 4.18330013267038, -0.591607978309962, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

661

{-2.64575131106459, 0, 9.66091783079296, 0.683130051063976, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

662

{1.87082869338697, 0, 0, 4.34741302385683, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

663

{3.24037034920392, 0, 0, 7.52994023880667, 0, 0, 0, -1.40420976242894e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

664

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

665

{2.74954541697351, 5.79655069847578, -1.67332005306815, -1.18321595661993, 7.74596669241484, -1.2, 0.346410161513776, -0.979795897113278, 0.282842712474625, 0.200000000000005, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

666

{2.32379000772444, 2.44948974278317, 2.82842712474619, -0.999999999999997, 9.16515138991168, 7.09929573971955, -2.04939015319192, -0.414039335605417, -0.478091443733761, 0.169030850945703, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

667

{1.80000000000001, -5.69209978830309, 4.38178046004133, -0.77459666924148, 0, 10.998181667894, 4.76235235991628, 0.962140470884725, -0.740656079818049, 0.130930734141596, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

668

{5.19615242270664, 0, -3.16227766016837, -2.23606797749979, 0, 0, 13.7477270848675, 0, 0.534522483824846, 0.377964473009225, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

669

{2.01246117974981, 2.12132034355964, -0.408248290463859, 3.17542648054293, 0, 0, 0, 7.17137165600634, -1.3801311186847, -1.56144011671765, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

670

{1.55884572681199, 2.73861278752583, 1.5811388300842, 2.45967477524977, 0, 0, 0, 9.2582009977255, 5.3452248382485, -1.20948631362952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

671

{-1.79999999999999, 0, 3.65148371670111, -2.84018778721876, 0, 0, 0, 0, 12.3442679969673, 1.39659449751036, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

672

{1.27279220613578, 0, 0, 3.83405790253616, 0, 0, 0, 0, 0, 5.18459255872629, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

673

{2.20454076850485, 0, 0, 6.64078308635359, 0, 0, 0, 0, 0, 8.97997772825746, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

674

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

675

{2.56904651573303, 5.80288457473998, -2.01017818278148, -1.42141062443803, 8.14215222512715, -2.10229466468021, 0.728256234341421, -1.71651640581399, 0.594618725379067, 0.420458932936047, 9.81070843517429, -1.18450885369836, 0.3058388709206, -0.105945692672795, -1.02581475831036, 0.264864231681991, -0.0917516612761804, 0.216260739578394, -0.0749149177264392, -0.0529728463363962, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

676

{2.26568606239552, 3.07059789431495, 1.77281052085584, -1.25356634105601, 2.39356776939085, 6.30376871403133, -2.78313372537746, -0.908295106229249, -0.524404424085077, 0.370809924354783, 11.1242977306435, 9.40174755792013, -2.42752078113806, 0.840917865872083, -0.301561193523227, -0.794200206656967, 0.350641890608831, 0.114434427054266, 0.0660687472643429, -0.0467176592151151, 0, 0, 0, 1.18413955033316e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

677

{1.91485421551268, 1.29756443747035, 3.74574588632197, -1.05945692672795, -8.09173593712687, 5.01426536422407, 1.80936716113936, -0.383824736789366, -1.1080065755349, 0.313391585264, 0, 12.7134831207354, 8.2065180664829, -2.84282124887606, 1.01946290306866, -0.631738055305791, -0.227958835180081, 0.0483573714561658, 0.139595707137601, -0.0394836284566112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

678

{1.48323969741914, 7.03562363973515, 4.06201920231798, -0.820651806648292, 0, -6.79705818718658, 5.88642506110457, -2.08116553882674, -1.2015614840698, 0.242752078113806, 0, 0, 14.8323969741913, 5.13809303146605, 0, 0.856348838577678, -0.741619848709567, 0.262202212042541, 0.151382517704874, -0.0305838870920586, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

679

{-3.42539535431071, 0, 9.38083151964686, 1.89521416591737, 0, 1.48502651407619e-14, -3.39852909359332, 0, -2.77488738510233, -0.560611910581396, 0, 0, 0, 17.7988763690296, 0, 0, 0.42817441928884, 0, 0.349602949390053, 0.0706304617818605, 0, 0, 0, 0, -1.76908227133537e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

680

{2.02649122047609, 2.74642624930238, -0.792824967172093, 2.24244764232555, 2.14087209644419, -0.331662479035538, 0.095742710775634, 6.49923072370876, -1.87616630392936, -2.15580611373101, 0, 0, 0, 0, 9.44035859331469, -1.46249406456536, 0.42218567093252, -2.04706526287664, 0.59093684028528, 0.522319308773337, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

681

{1.71269767715535, 1.16057691494799, 1.34011878852098, 1.89521416591738, 2.53311402559511, 1.96214168703486, -0.566421515598881, 2.74642624930237, 3.17129986868837, -1.82198870938951, 0, 0, 0, 0, 11.1699829238239, 8.65223156827827, -2.49768411251822, -0.865042958313569, -0.998865569685858, 0.441440386136648, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

682

{1.32664991614216, -2.69693703815182, 2.07610309995257, 1.46802658041888, 0, 3.03973683071413, 1.31624465810882, -6.382117875081, 4.91295663090391, -1.4113063856887, 0, 0, 0, 0, 0, 13.4039795085887, 5.80409338312195, 2.01017818278147, -1.54743588659732, 0.341938252770131, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

683

{3.82970843102535, 0, -1.49829835452879, 4.23782770691181, 0, 0, 3.79967103839267, 0, -3.54562104171168, -4.07409060843206, 0, 0, 0, 0, 0, 0, 16.7549743857359, 0, 1.11676565710082, 0.987090711415304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

684

{1.48323969741913, 1.00508909139074, -0.193429485824663, 3.55615782880925, 0, 0, 0, 4.459640440343, -0.858258202906983, 2.67027285925187, 0, 0, 0, 0, 0, 0, 0, 8.42792824422443, -1.62195554683794, -2.29379153190448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

685

{1.14891252930761, 1.29756443747036, 0.749149177264399, 2.75458800949267, 0, 0, 0, 5.75737105184053, 3.3240197266047, 2.06838446274242, 0, 0, 0, 0, 0, 0, 0, 10.8804085776374, 6.2818068211921, -1.77676328054753, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1.02006749648391e-14, 0, 0},

686

{-1.32664991614216, 0, 1.73008591662714, -3.18072425757422, 0, 0, 0, 1.15266449376351e-14, 7.67649473578738, -2.38836465270397, 0, 0, 0, 0, 0, 0, 0, 0, 14.5072114368499, 2.05162951662072, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

687

{0.938083151964688, 0, 0, 3.11415464992885, 0, 0, 0, 0, 0, 5.52707620976692, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5.80288457473997, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

688

{1.6248076809272, 0, 0, 5.39387407630363, 0, 0, 0, 0, 0, 9.57317681262152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10.0508909139073, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

689

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

690

691

const static double dmats2[35][35] = \

692

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

693

{3.16227766016838, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

694

{1.82574185835056, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

695

{5.16397779494323, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

696

{2.95803989154981, 5.61248608016091, -1.08012344973464, -0.763762615825976, 0, 1.39411605579536e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

697

{2.29128784747792, 1.44913767461894, 4.18330013267038, -0.591607978309961, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

698

{1.3228756555323, 0, 3.86436713231718, -0.341565025531985, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

699

{1.87082869338697, 7.09929573971954, 0, 4.34741302385683, 0, 1.2137796469483e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

700

{1.08012344973464, 0, 7.09929573971954, 2.50998007960223, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

701

{-3.81881307912987, 0, 0, 8.87411967464942, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

702

{2.74954541697351, 5.79655069847578, -1.67332005306815, -1.18321595661993, 7.74596669241484, -1.19999999999999, 0.346410161513777, -0.97979589711328, 0.282842712474624, 0.200000000000005, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

703

{2.32379000772445, 2.44948974278317, 2.82842712474619, -0.999999999999998, 1.30930734141596, 7.09929573971955, -2.04939015319192, -0.414039335605417, -0.478091443733761, 0.169030850945707, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

704

{1.80000000000001, 0.632455532033672, 4.38178046004133, -0.774596669241482, 0, 3.14233761939829, 4.76235235991627, -0.106904496764972, -0.740656079818045, 0.130930734141597, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

705

{1.03923048454133, 0, 3.16227766016838, -0.447213595499956, 0, 0, 5.8918830363718, 0, -0.534522483824849, 0.0755928946018436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

706

{2.0124611797498, 2.12132034355964, -0.408248290463861, 3.17542648054293, 9.07114735222144, 0, 0, 7.17137165600635, -1.3801311186847, -1.56144011671765, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

707

{1.558845726812, 0.547722557505166, 1.5811388300842, 2.45967477524977, 0, 9.07114735222146, 0, 1.85164019954509, 5.34522483824849, -1.20948631362952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

708

{0.900000000000005, 0, 1.46059348668045, 1.42009389360939, 0, 0, 9.07114735222146, 0, 4.93770719878694, -0.698297248755174, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

709

{1.27279220613578, -6.26099033699941, 0, 3.83405790253616, 0, -1.33471233241901e-14, 0, 10.5830052442584, 1.61529151756054e-14, 5.18459255872629, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

710

{0.734846922834955, 0, -6.26099033699941, 2.21359436211787, 0, 0, 0, 0, 10.5830052442584, 2.99332590941916, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

711

{5.7157676649773, 0, 0, -4.69574275274955, 0, 0, 0, 0, 0, 12.69960629311, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

712

{2.56904651573303, 5.80288457473998, -2.01017818278148, -1.42141062443803, 8.14215222512715, -2.10229466468021, 0.72825623434142, -1.71651640581399, 0.594618725379067, 0.420458932936046, 9.81070843517429, -1.18450885369836, 0.305838870920599, -0.105945692672794, -1.02581475831036, 0.264864231681991, -0.0917516612761805, 0.216260739578394, -0.0749149177264392, -0.052972846336396, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

713

{2.26568606239552, 3.07059789431495, 1.77281052085584, -1.25356634105602, 2.39356776939084, 6.30376871403133, -2.78313372537746, -0.908295106229248, -0.524404424085073, 0.370809924354783, 1.23603308118261, 9.40174755792013, -2.42752078113806, 0.840917865872083, -0.301561193523226, -0.794200206656968, 0.350641890608831, 0.114434427054266, 0.0660687472643423, -0.0467176592151165, 0, 0, 0, 1.09746923696279e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

714

{1.91485421551268, 1.29756443747035, 3.74574588632197, -1.05945692672795, 0.404586796856347, 5.01426536422407, 1.80936716113937, -0.383824736789372, -1.1080065755349, 0.313391585264004, 0, 2.82521847127454, 8.2065180664829, -2.84282124887606, -0.0509731451534344, -0.631738055305788, -0.227958835180082, 0.0483573714561684, 0.139595707137601, -0.039483628456609, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

715

{1.48323969741914, 0.335029697130247, 4.06201920231798, -0.820651806648289, 0, 1.69926454679664, 5.88642506110457, -0.099103120896514, -1.2015614840698, 0.242752078113805, 0, 0, 4.94413232473044, 5.13809303146605, 0, -0.214087209644418, -0.741619848709568, 0.0124858196210747, 0.151382517704876, -0.0305838870920584, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

716

{0.856348838577678, 0, 2.68023757704196, -0.473803541479345, 0, 0, 5.09779364038992, 0, -0.792824967172097, 0.140152977645345, 0, 0, 0, 7.91061171956871, 0, 0, -0.642261628933257, 0, 0.0998865569685871, -0.0176576154454654, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

717

{2.02649122047609, 2.74642624930238, -0.792824967172095, 2.24244764232555, 2.14087209644419, -0.331662479035546, 0.0957427107756332, 6.49923072370876, -1.87616630392937, -2.15580611373101, 11.0554159678513, 0, 0, 0, 9.44035859331468, -1.46249406456535, 0.42218567093252, -2.04706526287664, 0.59093684028528, 0.522319308773341, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

718

{1.71269767715534, 1.16057691494799, 1.34011878852098, 1.89521416591737, 0.36187343222787, 1.96214168703486, -0.566421515598891, 2.74642624930238, 3.17129986868838, -1.82198870938951, 0, 11.0554159678513, 0, 0, 1.59571184626056, 8.65223156827827, -2.49768411251822, -0.865042958313572, -0.998865569685858, 0.441440386136647, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

719

{1.32664991614217, 0.299659670905757, 2.07610309995256, 1.46802658041888, 0, 0.868496237346881, 1.31624465810882, 0.709124208342336, 4.91295663090392, -1.4113063856887, 0, 0, 11.0554159678513, 0, 0, 3.82970843102535, 5.80409338312195, -0.223353131420161, -1.54743588659733, 0.341938252770126, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

720

{0.765941686205071, 0, 1.49829835452879, 0.847565541382364, 0, 0, 1.62843044502542, 0, 3.54562104171167, -0.814818121686411, 0, 0, 0, 11.0554159678513, 0, 0, 7.18070330817254, 0, -1.11676565710082, 0.197418142283063, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

721

{1.48323969741914, 1.00508909139074, -0.193429485824663, 3.55615782880926, -8.46157280212812, 0, 0, 4.45964044034301, -0.858258202906987, 2.67027285925186, 0, 0, 0, 0, 12.4373429638327, 0, 0, 8.42792824422443, -1.62195554683794, -2.29379153190448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

722

{1.1489125293076, 0.259512887494073, 0.749149177264395, 2.75458800949267, 0, -8.46157280212812, 0, 1.15147421036811, 3.32401972660469, 2.06838446274243, 0, 0, 0, 0, 0, 12.4373429638327, 0, 2.17608171552749, 6.2818068211921, -1.77676328054754, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

723

{0.663324958071074, 0, 0.692034366650849, 1.59036212878711, 0, 0, -8.46157280212813, 0, 3.07059789431495, 1.19418232635198, 0, 0, 0, 0, 0, 0, 12.4373429638327, 0, 5.80288457473997, -1.02581475831036, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

724

{0.938083151964688, 7.62808987244126, 0, 3.11415464992885, 0, 0, 0, -7.5213980463361, 0, 5.52707620976691, 0, 0, 0, 0, 0, 0, 0, 14.2141062443803, 0, 5.80288457473998, 0, 0, 0, 0, 0, 1.03455020940032e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0},

725

{0.541602560309059, 0, 7.62808987244125, 1.79795802543454, 0, 0, 0, 0, -7.52139804633611, 3.1910589375405, 0, 0, 0, 0, 0, 0, 0, 0, 14.2141062443803, 3.35029697130244, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

726

{-5.36159180343549, 0, 0, 8.8994381845148, 0, 0, 0, 0, -1.07784467308941e-14, -5.26497863243527, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16.583123951777, 0, 0, 0, 0, 0, 1.2461107758246e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

727

728

// Compute reference derivatives

729

// Declare pointer to array of derivatives on FIAT element

730

double *derivatives = new double [num_derivatives];

731

732

// Declare coefficients

733

double coeff0_0 = 0;

734

double coeff0_1 = 0;

735

double coeff0_2 = 0;

736

double coeff0_3 = 0;

737

double coeff0_4 = 0;

738

double coeff0_5 = 0;

739

double coeff0_6 = 0;

740

double coeff0_7 = 0;

741

double coeff0_8 = 0;

742

double coeff0_9 = 0;

743

double coeff0_10 = 0;

744

double coeff0_11 = 0;

745

double coeff0_12 = 0;

746

double coeff0_13 = 0;

747

double coeff0_14 = 0;

748

double coeff0_15 = 0;

749

double coeff0_16 = 0;

750

double coeff0_17 = 0;

751

double coeff0_18 = 0;

752

double coeff0_19 = 0;

753

double coeff0_20 = 0;

754

double coeff0_21 = 0;

755

double coeff0_22 = 0;

756

double coeff0_23 = 0;

757

double coeff0_24 = 0;

758

double coeff0_25 = 0;

759

double coeff0_26 = 0;

760

double coeff0_27 = 0;

761

double coeff0_28 = 0;

762

double coeff0_29 = 0;

763

double coeff0_30 = 0;

764

double coeff0_31 = 0;

765

double coeff0_32 = 0;

766

double coeff0_33 = 0;

767

double coeff0_34 = 0;

768

769

// Declare new coefficients

770

double new_coeff0_0 = 0;

771

double new_coeff0_1 = 0;

772

double new_coeff0_2 = 0;

773

double new_coeff0_3 = 0;

774

double new_coeff0_4 = 0;

775

double new_coeff0_5 = 0;

776

double new_coeff0_6 = 0;

777

double new_coeff0_7 = 0;

778

double new_coeff0_8 = 0;

779

double new_coeff0_9 = 0;

780

double new_coeff0_10 = 0;

781

double new_coeff0_11 = 0;

782

double new_coeff0_12 = 0;

783

double new_coeff0_13 = 0;

784

double new_coeff0_14 = 0;

785

double new_coeff0_15 = 0;

786

double new_coeff0_16 = 0;

787

double new_coeff0_17 = 0;

788

double new_coeff0_18 = 0;

789

double new_coeff0_19 = 0;

790

double new_coeff0_20 = 0;

791

double new_coeff0_21 = 0;

792

double new_coeff0_22 = 0;

793

double new_coeff0_23 = 0;

794

double new_coeff0_24 = 0;

795

double new_coeff0_25 = 0;

796

double new_coeff0_26 = 0;

797

double new_coeff0_27 = 0;

798

double new_coeff0_28 = 0;

799

double new_coeff0_29 = 0;

800

double new_coeff0_30 = 0;

801

double new_coeff0_31 = 0;

802

double new_coeff0_32 = 0;

803

double new_coeff0_33 = 0;

804

double new_coeff0_34 = 0;

805

806

// Loop possible derivatives

807

for (unsigned int deriv_num = 0; deriv_num < num_derivatives; deriv_num++)

808

{

809

// Get values from coefficients array

810

new_coeff0_0 = coefficients0[dof][0];

811

new_coeff0_1 = coefficients0[dof][1];

812

new_coeff0_2 = coefficients0[dof][2];

813

new_coeff0_3 = coefficients0[dof][3];

814

new_coeff0_4 = coefficients0[dof][4];

815

new_coeff0_5 = coefficients0[dof][5];

816

new_coeff0_6 = coefficients0[dof][6];

817

new_coeff0_7 = coefficients0[dof][7];

818

new_coeff0_8 = coefficients0[dof][8];

819

new_coeff0_9 = coefficients0[dof][9];

820

new_coeff0_10 = coefficients0[dof][10];

821

new_coeff0_11 = coefficients0[dof][11];

822

new_coeff0_12 = coefficients0[dof][12];

823

new_coeff0_13 = coefficients0[dof][13];

824

new_coeff0_14 = coefficients0[dof][14];

825

new_coeff0_15 = coefficients0[dof][15];

826

new_coeff0_16 = coefficients0[dof][16];

827

new_coeff0_17 = coefficients0[dof][17];

828

new_coeff0_18 = coefficients0[dof][18];

829

new_coeff0_19 = coefficients0[dof][19];

830

new_coeff0_20 = coefficients0[dof][20];

831

new_coeff0_21 = coefficients0[dof][21];

832

new_coeff0_22 = coefficients0[dof][22];

833

new_coeff0_23 = coefficients0[dof][23];

834

new_coeff0_24 = coefficients0[dof][24];

835

new_coeff0_25 = coefficients0[dof][25];

836

new_coeff0_26 = coefficients0[dof][26];

837

new_coeff0_27 = coefficients0[dof][27];

838

new_coeff0_28 = coefficients0[dof][28];

839

new_coeff0_29 = coefficients0[dof][29];

840

new_coeff0_30 = coefficients0[dof][30];

841

new_coeff0_31 = coefficients0[dof][31];

842

new_coeff0_32 = coefficients0[dof][32];

843

new_coeff0_33 = coefficients0[dof][33];

844

new_coeff0_34 = coefficients0[dof][34];

845

846

// Loop derivative order

847

for (unsigned int j = 0; j < n; j++)

848

{

849

// Update old coefficients

850

coeff0_0 = new_coeff0_0;

851

coeff0_1 = new_coeff0_1;

852

coeff0_2 = new_coeff0_2;

853

coeff0_3 = new_coeff0_3;

854

coeff0_4 = new_coeff0_4;

855

coeff0_5 = new_coeff0_5;

856

coeff0_6 = new_coeff0_6;

857

coeff0_7 = new_coeff0_7;

858

coeff0_8 = new_coeff0_8;

859

coeff0_9 = new_coeff0_9;

860

coeff0_10 = new_coeff0_10;

861

coeff0_11 = new_coeff0_11;

862

coeff0_12 = new_coeff0_12;

863

coeff0_13 = new_coeff0_13;

864

coeff0_14 = new_coeff0_14;

865

coeff0_15 = new_coeff0_15;

866

coeff0_16 = new_coeff0_16;

867

coeff0_17 = new_coeff0_17;

868

coeff0_18 = new_coeff0_18;

869

coeff0_19 = new_coeff0_19;

870

coeff0_20 = new_coeff0_20;

871

coeff0_21 = new_coeff0_21;

872

coeff0_22 = new_coeff0_22;

873

coeff0_23 = new_coeff0_23;

874

coeff0_24 = new_coeff0_24;

875

coeff0_25 = new_coeff0_25;

876

coeff0_26 = new_coeff0_26;

877

coeff0_27 = new_coeff0_27;

878

coeff0_28 = new_coeff0_28;

879

coeff0_29 = new_coeff0_29;

880

coeff0_30 = new_coeff0_30;

881

coeff0_31 = new_coeff0_31;

882

coeff0_32 = new_coeff0_32;

883

coeff0_33 = new_coeff0_33;

884

coeff0_34 = new_coeff0_34;

885

886

if(combinations[deriv_num][j] == 0)

887

{

888

new_coeff0_0 = coeff0_0*dmats0[0][0] + coeff0_1*dmats0[1][0] + coeff0_2*dmats0[2][0] + coeff0_3*dmats0[3][0] + coeff0_4*dmats0[4][0] + coeff0_5*dmats0[5][0] + coeff0_6*dmats0[6][0] + coeff0_7*dmats0[7][0] + coeff0_8*dmats0[8][0] + coeff0_9*dmats0[9][0] + coeff0_10*dmats0[10][0] + coeff0_11*dmats0[11][0] + coeff0_12*dmats0[12][0] + coeff0_13*dmats0[13][0] + coeff0_14*dmats0[14][0] + coeff0_15*dmats0[15][0] + coeff0_16*dmats0[16][0] + coeff0_17*dmats0[17][0] + coeff0_18*dmats0[18][0] + coeff0_19*dmats0[19][0] + coeff0_20*dmats0[20][0] + coeff0_21*dmats0[21][0] + coeff0_22*dmats0[22][0] + coeff0_23*dmats0[23][0] + coeff0_24*dmats0[24][0] + coeff0_25*dmats0[25][0] + coeff0_26*dmats0[26][0] + coeff0_27*dmats0[27][0] + coeff0_28*dmats0[28][0] + coeff0_29*dmats0[29][0] + coeff0_30*dmats0[30][0] + coeff0_31*dmats0[31][0] + coeff0_32*dmats0[32][0] + coeff0_33*dmats0[33][0] + coeff0_34*dmats0[34][0];

889

new_coeff0_1 = coeff0_0*dmats0[0][1] + coeff0_1*dmats0[1][1] + coeff0_2*dmats0[2][1] + coeff0_3*dmats0[3][1] + coeff0_4*dmats0[4][1] + coeff0_5*dmats0[5][1] + coeff0_6*dmats0[6][1] + coeff0_7*dmats0[7][1] + coeff0_8*dmats0[8][1] + coeff0_9*dmats0[9][1] + coeff0_10*dmats0[10][1] + coeff0_11*dmats0[11][1] + coeff0_12*dmats0[12][1] + coeff0_13*dmats0[13][1] + coeff0_14*dmats0[14][1] + coeff0_15*dmats0[15][1] + coeff0_16*dmats0[16][1] + coeff0_17*dmats0[17][1] + coeff0_18*dmats0[18][1] + coeff0_19*dmats0[19][1] + coeff0_20*dmats0[20][1] + coeff0_21*dmats0[21][1] + coeff0_22*dmats0[22][1] + coeff0_23*dmats0[23][1] + coeff0_24*dmats0[24][1] + coeff0_25*dmats0[25][1] + coeff0_26*dmats0[26][1] + coeff0_27*dmats0[27][1] + coeff0_28*dmats0[28][1] + coeff0_29*dmats0[29][1] + coeff0_30*dmats0[30][1] + coeff0_31*dmats0[31][1] + coeff0_32*dmats0[32][1] + coeff0_33*dmats0[33][1] + coeff0_34*dmats0[34][1];

890

new_coeff0_2 = coeff0_0*dmats0[0][2] + coeff0_1*dmats0[1][2] + coeff0_2*dmats0[2][2] + coeff0_3*dmats0[3][2] + coeff0_4*dmats0[4][2] + coeff0_5*dmats0[5][2] + coeff0_6*dmats0[6][2] + coeff0_7*dmats0[7][2] + coeff0_8*dmats0[8][2] + coeff0_9*dmats0[9][2] + coeff0_10*dmats0[10][2] + coeff0_11*dmats0[11][2] + coeff0_12*dmats0[12][2] + coeff0_13*dmats0[13][2] + coeff0_14*dmats0[14][2] + coeff0_15*dmats0[15][2] + coeff0_16*dmats0[16][2] + coeff0_17*dmats0[17][2] + coeff0_18*dmats0[18][2] + coeff0_19*dmats0[19][2] + coeff0_20*dmats0[20][2] + coeff0_21*dmats0[21][2] + coeff0_22*dmats0[22][2] + coeff0_23*dmats0[23][2] + coeff0_24*dmats0[24][2] + coeff0_25*dmats0[25][2] + coeff0_26*dmats0[26][2] + coeff0_27*dmats0[27][2] + coeff0_28*dmats0[28][2] + coeff0_29*dmats0[29][2] + coeff0_30*dmats0[30][2] + coeff0_31*dmats0[31][2] + coeff0_32*dmats0[32][2] + coeff0_33*dmats0[33][2] + coeff0_34*dmats0[34][2];

891

new_coeff0_3 = coeff0_0*dmats0[0][3] + coeff0_1*dmats0[1][3] + coeff0_2*dmats0[2][3] + coeff0_3*dmats0[3][3] + coeff0_4*dmats0[4][3] + coeff0_5*dmats0[5][3] + coeff0_6*dmats0[6][3] + coeff0_7*dmats0[7][3] + coeff0_8*dmats0[8][3] + coeff0_9*dmats0[9][3] + coeff0_10*dmats0[10][3] + coeff0_11*dmats0[11][3] + coeff0_12*dmats0[12][3] + coeff0_13*dmats0[13][3] + coeff0_14*dmats0[14][3] + coeff0_15*dmats0[15][3] + coeff0_16*dmats0[16][3] + coeff0_17*dmats0[17][3] + coeff0_18*dmats0[18][3] + coeff0_19*dmats0[19][3] + coeff0_20*dmats0[20][3] + coeff0_21*dmats0[21][3] + coeff0_22*dmats0[22][3] + coeff0_23*dmats0[23][3] + coeff0_24*dmats0[24][3] + coeff0_25*dmats0[25][3] + coeff0_26*dmats0[26][3] + coeff0_27*dmats0[27][3] + coeff0_28*dmats0[28][3] + coeff0_29*dmats0[29][3] + coeff0_30*dmats0[30][3] + coeff0_31*dmats0[31][3] + coeff0_32*dmats0[32][3] + coeff0_33*dmats0[33][3] + coeff0_34*dmats0[34][3];

892

new_coeff0_4 = coeff0_0*dmats0[0][4] + coeff0_1*dmats0[1][4] + coeff0_2*dmats0[2][4] + coeff0_3*dmats0[3][4] + coeff0_4*dmats0[4][4] + coeff0_5*dmats0[5][4] + coeff0_6*dmats0[6][4] + coeff0_7*dmats0[7][4] + coeff0_8*dmats0[8][4] + coeff0_9*dmats0[9][4] + coeff0_10*dmats0[10][4] + coeff0_11*dmats0[11][4] + coeff0_12*dmats0[12][4] + coeff0_13*dmats0[13][4] + coeff0_14*dmats0[14][4] + coeff0_15*dmats0[15][4] + coeff0_16*dmats0[16][4] + coeff0_17*dmats0[17][4] + coeff0_18*dmats0[18][4] + coeff0_19*dmats0[19][4] + coeff0_20*dmats0[20][4] + coeff0_21*dmats0[21][4] + coeff0_22*dmats0[22][4] + coeff0_23*dmats0[23][4] + coeff0_24*dmats0[24][4] + coeff0_25*dmats0[25][4] + coeff0_26*dmats0[26][4] + coeff0_27*dmats0[27][4] + coeff0_28*dmats0[28][4] + coeff0_29*dmats0[29][4] + coeff0_30*dmats0[30][4] + coeff0_31*dmats0[31][4] + coeff0_32*dmats0[32][4] + coeff0_33*dmats0[33][4] + coeff0_34*dmats0[34][4];

893

new_coeff0_5 = coeff0_0*dmats0[0][5] + coeff0_1*dmats0[1][5] + coeff0_2*dmats0[2][5] + coeff0_3*dmats0[3][5] + coeff0_4*dmats0[4][5] + coeff0_5*dmats0[5][5] + coeff0_6*dmats0[6][5] + coeff0_7*dmats0[7][5] + coeff0_8*dmats0[8][5] + coeff0_9*dmats0[9][5] + coeff0_10*dmats0[10][5] + coeff0_11*dmats0[11][5] + coeff0_12*dmats0[12][5] + coeff0_13*dmats0[13][5] + coeff0_14*dmats0[14][5] + coeff0_15*dmats0[15][5] + coeff0_16*dmats0[16][5] + coeff0_17*dmats0[17][5] + coeff0_18*dmats0[18][5] + coeff0_19*dmats0[19][5] + coeff0_20*dmats0[20][5] + coeff0_21*dmats0[21][5] + coeff0_22*dmats0[22][5] + coeff0_23*dmats0[23][5] + coeff0_24*dmats0[24][5] + coeff0_25*dmats0[25][5] + coeff0_26*dmats0[26][5] + coeff0_27*dmats0[27][5] + coeff0_28*dmats0[28][5] + coeff0_29*dmats0[29][5] + coeff0_30*dmats0[30][5] + coeff0_31*dmats0[31][5] + coeff0_32*dmats0[32][5] + coeff0_33*dmats0[33][5] + coeff0_34*dmats0[34][5];

894

new_coeff0_6 = coeff0_0*dmats0[0][6] + coeff0_1*dmats0[1][6] + coeff0_2*dmats0[2][6] + coeff0_3*dmats0[3][6] + coeff0_4*dmats0[4][6] + coeff0_5*dmats0[5][6] + coeff0_6*dmats0[6][6] + coeff0_7*dmats0[7][6] + coeff0_8*dmats0[8][6] + coeff0_9*dmats0[9][6] + coeff0_10*dmats0[10][6] + coeff0_11*dmats0[11][6] + coeff0_12*dmats0[12][6] + coeff0_13*dmats0[13][6] + coeff0_14*dmats0[14][6] + coeff0_15*dmats0[15][6] + coeff0_16*dmats0[16][6] + coeff0_17*dmats0[17][6] + coeff0_18*dmats0[18][6] + coeff0_19*dmats0[19][6] + coeff0_20*dmats0[20][6] + coeff0_21*dmats0[21][6] + coeff0_22*dmats0[22][6] + coeff0_23*dmats0[23][6] + coeff0_24*dmats0[24][6] + coeff0_25*dmats0[25][6] + coeff0_26*dmats0[26][6] + coeff0_27*dmats0[27][6] + coeff0_28*dmats0[28][6] + coeff0_29*dmats0[29][6] + coeff0_30*dmats0[30][6] + coeff0_31*dmats0[31][6] + coeff0_32*dmats0[32][6] + coeff0_33*dmats0[33][6] + coeff0_34*dmats0[34][6];

895

new_coeff0_7 = coeff0_0*dmats0[0][7] + coeff0_1*dmats0[1][7] + coeff0_2*dmats0[2][7] + coeff0_3*dmats0[3][7] + coeff0_4*dmats0[4][7] + coeff0_5*dmats0[5][7] + coeff0_6*dmats0[6][7] + coeff0_7*dmats0[7][7] + coeff0_8*dmats0[8][7] + coeff0_9*dmats0[9][7] + coeff0_10*dmats0[10][7] + coeff0_11*dmats0[11][7] + coeff0_12*dmats0[12][7] + coeff0_13*dmats0[13][7] + coeff0_14*dmats0[14][7] + coeff0_15*dmats0[15][7] + coeff0_16*dmats0[16][7] + coeff0_17*dmats0[17][7] + coeff0_18*dmats0[18][7] + coeff0_19*dmats0[19][7] + coeff0_20*dmats0[20][7] + coeff0_21*dmats0[21][7] + coeff0_22*dmats0[22][7] + coeff0_23*dmats0[23][7] + coeff0_24*dmats0[24][7] + coeff0_25*dmats0[25][7] + coeff0_26*dmats0[26][7] + coeff0_27*dmats0[27][7] + coeff0_28*dmats0[28][7] + coeff0_29*dmats0[29][7] + coeff0_30*dmats0[30][7] + coeff0_31*dmats0[31][7] + coeff0_32*dmats0[32][7] + coeff0_33*dmats0[33][7] + coeff0_34*dmats0[34][7];

896

new_coeff0_8 = coeff0_0*dmats0[0][8] + coeff0_1*dmats0[1][8] + coeff0_2*dmats0[2][8] + coeff0_3*dmats0[3][8] + coeff0_4*dmats0[4][8] + coeff0_5*dmats0[5][8] + coeff0_6*dmats0[6][8] + coeff0_7*dmats0[7][8] + coeff0_8*dmats0[8][8] + coeff0_9*dmats0[9][8] + coeff0_10*dmats0[10][8] + coeff0_11*dmats0[11][8] + coeff0_12*dmats0[12][8] + coeff0_13*dmats0[13][8] + coeff0_14*dmats0[14][8] + coeff0_15*dmats0[15][8] + coeff0_16*dmats0[16][8] + coeff0_17*dmats0[17][8] + coeff0_18*dmats0[18][8] + coeff0_19*dmats0[19][8] + coeff0_20*dmats0[20][8] + coeff0_21*dmats0[21][8] + coeff0_22*dmats0[22][8] + coeff0_23*dmats0[23][8] + coeff0_24*dmats0[24][8] + coeff0_25*dmats0[25][8] + coeff0_26*dmats0[26][8] + coeff0_27*dmats0[27][8] + coeff0_28*dmats0[28][8] + coeff0_29*dmats0[29][8] + coeff0_30*dmats0[30][8] + coeff0_31*dmats0[31][8] + coeff0_32*dmats0[32][8] + coeff0_33*dmats0[33][8] + coeff0_34*dmats0[34][8];

897

new_coeff0_9 = coeff0_0*dmats0[0][9] + coeff0_1*dmats0[1][9] + coeff0_2*dmats0[2][9] + coeff0_3*dmats0[3][9] + coeff0_4*dmats0[4][9] + coeff0_5*dmats0[5][9] + coeff0_6*dmats0[6][9] + coeff0_7*dmats0[7][9] + coeff0_8*dmats0[8][9] + coeff0_9*dmats0[9][9] + coeff0_10*dmats0[10][9] + coeff0_11*dmats0[11][9] + coeff0_12*dmats0[12][9] + coeff0_13*dmats0[13][9] + coeff0_14*dmats0[14][9] + coeff0_15*dmats0[15][9] + coeff0_16*dmats0[16][9] + coeff0_17*dmats0[17][9] + coeff0_18*dmats0[18][9] + coeff0_19*dmats0[19][9] + coeff0_20*dmats0[20][9] + coeff0_21*dmats0[21][9] + coeff0_22*dmats0[22][9] + coeff0_23*dmats0[23][9] + coeff0_24*dmats0[24][9] + coeff0_25*dmats0[25][9] + coeff0_26*dmats0[26][9] + coeff0_27*dmats0[27][9] + coeff0_28*dmats0[28][9] + coeff0_29*dmats0[29][9] + coeff0_30*dmats0[30][9] + coeff0_31*dmats0[31][9] + coeff0_32*dmats0[32][9] + coeff0_33*dmats0[33][9] + coeff0_34*dmats0[34][9];

898

new_coeff0_10 = coeff0_0*dmats0[0][10] + coeff0_1*dmats0[1][10] + coeff0_2*dmats0[2][10] + coeff0_3*dmats0[3][10] + coeff0_4*dmats0[4][10] + coeff0_5*dmats0[5][10] + coeff0_6*dmats0[6][10] + coeff0_7*dmats0[7][10] + coeff0_8*dmats0[8][10] + coeff0_9*dmats0[9][10] + coeff0_10*dmats0[10][10] + coeff0_11*dmats0[11][10] + coeff0_12*dmats0[12][10] + coeff0_13*dmats0[13][10] + coeff0_14*dmats0[14][10] + coeff0_15*dmats0[15][10] + coeff0_16*dmats0[16][10] + coeff0_17*dmats0[17][10] + coeff0_18*dmats0[18][10] + coeff0_19*dmats0[19][10] + coeff0_20*dmats0[20][10] + coeff0_21*dmats0[21][10] + coeff0_22*dmats0[22][10] + coeff0_23*dmats0[23][10] + coeff0_24*dmats0[24][10] + coeff0_25*dmats0[25][10] + coeff0_26*dmats0[26][10] + coeff0_27*dmats0[27][10] + coeff0_28*dmats0[28][10] + coeff0_29*dmats0[29][10] + coeff0_30*dmats0[30][10] + coeff0_31*dmats0[31][10] + coeff0_32*dmats0[32][10] + coeff0_33*dmats0[33][10] + coeff0_34*dmats0[34][10];

899

new_coeff0_11 = coeff0_0*dmats0[0][11] + coeff0_1*dmats0[1][11] + coeff0_2*dmats0[2][11] + coeff0_3*dmats0[3][11] + coeff0_4*dmats0[4][11] + coeff0_5*dmats0[5][11] + coeff0_6*dmats0[6][11] + coeff0_7*dmats0[7][11] + coeff0_8*dmats0[8][11] + coeff0_9*dmats0[9][11] + coeff0_10*dmats0[10][11] + coeff0_11*dmats0[11][11] + coeff0_12*dmats0[12][11] + coeff0_13*dmats0[13][11] + coeff0_14*dmats0[14][11] + coeff0_15*dmats0[15][11] + coeff0_16*dmats0[16][11] + coeff0_17*dmats0[17][11] + coeff0_18*dmats0[18][11] + coeff0_19*dmats0[19][11] + coeff0_20*dmats0[20][11] + coeff0_21*dmats0[21][11] + coeff0_22*dmats0[22][11] + coeff0_23*dmats0[23][11] + coeff0_24*dmats0[24][11] + coeff0_25*dmats0[25][11] + coeff0_26*dmats0[26][11] + coeff0_27*dmats0[27][11] + coeff0_28*dmats0[28][11] + coeff0_29*dmats0[29][11] + coeff0_30*dmats0[30][11] + coeff0_31*dmats0[31][11] + coeff0_32*dmats0[32][11] + coeff0_33*dmats0[33][11] + coeff0_34*dmats0[34][11];

900

new_coeff0_12 = coeff0_0*dmats0[0][12] + coeff0_1*dmats0[1][12] + coeff0_2*dmats0[2][12] + coeff0_3*dmats0[3][12] + coeff0_4*dmats0[4][12] + coeff0_5*dmats0[5][12] + coeff0_6*dmats0[6][12] + coeff0_7*dmats0[7][12] + coeff0_8*dmats0[8][12] + coeff0_9*dmats0[9][12] + coeff0_10*dmats0[10][12] + coeff0_11*dmats0[11][12] + coeff0_12*dmats0[12][12] + coeff0_13*dmats0[13][12] + coeff0_14*dmats0[14][12] + coeff0_15*dmats0[15][12] + coeff0_16*dmats0[16][12] + coeff0_17*dmats0[17][12] + coeff0_18*dmats0[18][12] + coeff0_19*dmats0[19][12] + coeff0_20*dmats0[20][12] + coeff0_21*dmats0[21][12] + coeff0_22*dmats0[22][12] + coeff0_23*dmats0[23][12] + coeff0_24*dmats0[24][12] + coeff0_25*dmats0[25][12] + coeff0_26*dmats0[26][12] + coeff0_27*dmats0[27][12] + coeff0_28*dmats0[28][12] + coeff0_29*dmats0[29][12] + coeff0_30*dmats0[30][12] + coeff0_31*dmats0[31][12] + coeff0_32*dmats0[32][12] + coeff0_33*dmats0[33][12] + coeff0_34*dmats0[34][12];

901

new_coeff0_13 = coeff0_0*dmats0[0][13] + coeff0_1*dmats0[1][13] + coeff0_2*dmats0[2][13] + coeff0_3*dmats0[3][13] + coeff0_4*dmats0[4][13] + coeff0_5*dmats0[5][13] + coeff0_6*dmats0[6][13] + coeff0_7*dmats0[7][13] + coeff0_8*dmats0[8][13] + coeff0_9*dmats0[9][13] + coeff0_10*dmats0[10][13] + coeff0_11*dmats0[11][13] + coeff0_12*dmats0[12][13] + coeff0_13*dmats0[13][13] + coeff0_14*dmats0[14][13] + coeff0_15*dmats0[15][13] + coeff0_16*dmats0[16][13] + coeff0_17*dmats0[17][13] + coeff0_18*dmats0[18][13] + coeff0_19*dmats0[19][13] + coeff0_20*dmats0[20][13] + coeff0_21*dmats0[21][13] + coeff0_22*dmats0[22][13] + coeff0_23*dmats0[23][13] + coeff0_24*dmats0[24][13] + coeff0_25*dmats0[25][13] + coeff0_26*dmats0[26][13] + coeff0_27*dmats0[27][13] + coeff0_28*dmats0[28][13] + coeff0_29*dmats0[29][13] + coeff0_30*dmats0[30][13] + coeff0_31*dmats0[31][13] + coeff0_32*dmats0[32][13] + coeff0_33*dmats0[33][13] + coeff0_34*dmats0[34][13];

902

new_coeff0_14 = coeff0_0*dmats0[0][14] + coeff0_1*dmats0[1][14] + coeff0_2*dmats0[2][14] + coeff0_3*dmats0[3][14] + coeff0_4*dmats0[4][14] + coeff0_5*dmats0[5][14] + coeff0_6*dmats0[6][14] + coeff0_7*dmats0[7][14] + coeff0_8*dmats0[8][14] + coeff0_9*dmats0[9][14] + coeff0_10*dmats0[10][14] + coeff0_11*dmats0[11][14] + coeff0_12*dmats0[12][14] + coeff0_13*dmats0[13][14] + coeff0_14*dmats0[14][14] + coeff0_15*dmats0[15][14] + coeff0_16*dmats0[16][14] + coeff0_17*dmats0[17][14] + coeff0_18*dmats0[18][14] + coeff0_19*dmats0[19][14] + coeff0_20*dmats0[20][14] + coeff0_21*dmats0[21][14] + coeff0_22*dmats0[22][14] + coeff0_23*dmats0[23][14] + coeff0_24*dmats0[24][14] + coeff0_25*dmats0[25][14] + coeff0_26*dmats0[26][14] + coeff0_27*dmats0[27][14] + coeff0_28*dmats0[28][14] + coeff0_29*dmats0[29][14] + coeff0_30*dmats0[30][14] + coeff0_31*dmats0[31][14] + coeff0_32*dmats0[32][14] + coeff0_33*dmats0[33][14] + coeff0_34*dmats0[34][14];

903

new_coeff0_15 = coeff0_0*dmats0[0][15] + coeff0_1*dmats0[1][15] + coeff0_2*dmats0[2][15] + coeff0_3*dmats0[3][15] + coeff0_4*dmats0[4][15] + coeff0_5*dmats0[5][15] + coeff0_6*dmats0[6][15] + coeff0_7*dmats0[7][15] + coeff0_8*dmats0[8][15] + coeff0_9*dmats0[9][15] + coeff0_10*dmats0[10][15] + coeff0_11*dmats0[11][15] + coeff0_12*dmats0[12][15] + coeff0_13*dmats0[13][15] + coeff0_14*dmats0[14][15] + coeff0_15*dmats0[15][15] + coeff0_16*dmats0[16][15] + coeff0_17*dmats0[17][15] + coeff0_18*dmats0[18][15] + coeff0_19*dmats0[19][15] + coeff0_20*dmats0[20][15] + coeff0_21*dmats0[21][15] + coeff0_22*dmats0[22][15] + coeff0_23*dmats0[23][15] + coeff0_24*dmats0[24][15] + coeff0_25*dmats0[25][15] + coeff0_26*dmats0[26][15] + coeff0_27*dmats0[27][15] + coeff0_28*dmats0[28][15] + coeff0_29*dmats0[29][15] + coeff0_30*dmats0[30][15] + coeff0_31*dmats0[31][15] + coeff0_32*dmats0[32][15] + coeff0_33*dmats0[33][15] + coeff0_34*dmats0[34][15];

904

new_coeff0_16 = coeff0_0*dmats0[0][16] + coeff0_1*dmats0[1][16] + coeff0_2*dmats0[2][16] + coeff0_3*dmats0[3][16] + coeff0_4*dmats0[4][16] + coeff0_5*dmats0[5][16] + coeff0_6*dmats0[6][16] + coeff0_7*dmats0[7][16] + coeff0_8*dmats0[8][16] + coeff0_9*dmats0[9][16] + coeff0_10*dmats0[10][16] + coeff0_11*dmats0[11][16] + coeff0_12*dmats0[12][16] + coeff0_13*dmats0[13][16] + coeff0_14*dmats0[14][16] + coeff0_15*dmats0[15][16] + coeff0_16*dmats0[16][16] + coeff0_17*dmats0[17][16] + coeff0_18*dmats0[18][16] + coeff0_19*dmats0[19][16] + coeff0_20*dmats0[20][16] + coeff0_21*dmats0[21][16] + coeff0_22*dmats0[22][16] + coeff0_23*dmats0[23][16] + coeff0_24*dmats0[24][16] + coeff0_25*dmats0[25][16] + coeff0_26*dmats0[26][16] + coeff0_27*dmats0[27][16] + coeff0_28*dmats0[28][16] + coeff0_29*dmats0[29][16] + coeff0_30*dmats0[30][16] + coeff0_31*dmats0[31][16] + coeff0_32*dmats0[32][16] + coeff0_33*dmats0[33][16] + coeff0_34*dmats0[34][16];

905

new_coeff0_17 = coeff0_0*dmats0[0][17] + coeff0_1*dmats0[1][17] + coeff0_2*dmats0[2][17] + coeff0_3*dmats0[3][17] + coeff0_4*dmats0[4][17] + coeff0_5*dmats0[5][17] + coeff0_6*dmats0[6][17] + coeff0_7*dmats0[7][17] + coeff0_8*dmats0[8][17] + coeff0_9*dmats0[9][17] + coeff0_10*dmats0[10][17] + coeff0_11*dmats0[11][17] + coeff0_12*dmats0[12][17] + coeff0_13*dmats0[13][17] + coeff0_14*dmats0[14][17] + coeff0_15*dmats0[15][17] + coeff0_16*dmats0[16][17] + coeff0_17*dmats0[17][17] + coeff0_18*dmats0[18][17] + coeff0_19*dmats0[19][17] + coeff0_20*dmats0[20][17] + coeff0_21*dmats0[21][17] + coeff0_22*dmats0[22][17] + coeff0_23*dmats0[23][17] + coeff0_24*dmats0[24][17] + coeff0_25*dmats0[25][17] + coeff0_26*dmats0[26][17] + coeff0_27*dmats0[27][17] + coeff0_28*dmats0[28][17] + coeff0_29*dmats0[29][17] + coeff0_30*dmats0[30][17] + coeff0_31*dmats0[31][17] + coeff0_32*dmats0[32][17] + coeff0_33*dmats0[33][17] + coeff0_34*dmats0[34][17];

906

new_coeff0_18 = coeff0_0*dmats0[0][18] + coeff0_1*dmats0[1][18] + coeff0_2*dmats0[2][18] + coeff0_3*dmats0[3][18] + coeff0_4*dmats0[4][18] + coeff0_5*dmats0[5][18] + coeff0_6*dmats0[6][18] + coeff0_7*dmats0[7][18] + coeff0_8*dmats0[8][18] + coeff0_9*dmats0[9][18] + coeff0_10*dmats0[10][18] + coeff0_11*dmats0[11][18] + coeff0_12*dmats0[12][18] + coeff0_13*dmats0[13][18] + coeff0_14*dmats0[14][18] + coeff0_15*dmats0[15][18] + coeff0_16*dmats0[16][18] + coeff0_17*dmats0[17][18] + coeff0_18*dmats0[18][18] + coeff0_19*dmats0[19][18] + coeff0_20*dmats0[20][18] + coeff0_21*dmats0[21][18] + coeff0_22*dmats0[22][18] + coeff0_23*dmats0[23][18] + coeff0_24*dmats0[24][18] + coeff0_25*dmats0[25][18] + coeff0_26*dmats0[26][18] + coeff0_27*dmats0[27][18] + coeff0_28*dmats0[28][18] + coeff0_29*dmats0[29][18] + coeff0_30*dmats0[30][18] + coeff0_31*dmats0[31][18] + coeff0_32*dmats0[32][18] + coeff0_33*dmats0[33][18] + coeff0_34*dmats0[34][18];

907

new_coeff0_19 = coeff0_0*dmats0[0][19] + coeff0_1*dmats0[1][19] + coeff0_2*dmats0[2][19] + coeff0_3*dmats0[3][19] + coeff0_4*dmats0[4][19] + coeff0_5*dmats0[5][19] + coeff0_6*dmats0[6][19] + coeff0_7*dmats0[7][19] + coeff0_8*dmats0[8][19] + coeff0_9*dmats0[9][19] + coeff0_10*dmats0[10][19] + coeff0_11*dmats0[11][19] + coeff0_12*dmats0[12][19] + coeff0_13*dmats0[13][19] + coeff0_14*dmats0[14][19] + coeff0_15*dmats0[15][19] + coeff0_16*dmats0[16][19] + coeff0_17*dmats0[17][19] + coeff0_18*dmats0[18][19] + coeff0_19*dmats0[19][19] + coeff0_20*dmats0[20][19] + coeff0_21*dmats0[21][19] + coeff0_22*dmats0[22][19] + coeff0_23*dmats0[23][19] + coeff0_24*dmats0[24][19] + coeff0_25*dmats0[25][19] + coeff0_26*dmats0[26][19] + coeff0_27*dmats0[27][19] + coeff0_28*dmats0[28][19] + coeff0_29*dmats0[29][19] + coeff0_30*dmats0[30][19] + coeff0_31*dmats0[31][19] + coeff0_32*dmats0[32][19] + coeff0_33*dmats0[33][19] + coeff0_34*dmats0[34][19];

908

new_coeff0_20 = coeff0_0*dmats0[0][20] + coeff0_1*dmats0[1][20] + coeff0_2*dmats0[2][20] + coeff0_3*dmats0[3][20] + coeff0_4*dmats0[4][20] + coeff0_5*dmats0[5][20] + coeff0_6*dmats0[6][20] + coeff0_7*dmats0[7][20] + coeff0_8*dmats0[8][20] + coeff0_9*dmats0[9][20] + coeff0_10*dmats0[10][20] + coeff0_11*dmats0[11][20] + coeff0_12*dmats0[12][20] + coeff0_13*dmats0[13][20] + coeff0_14*dmats0[14][20] + coeff0_15*dmats0[15][20] + coeff0_16*dmats0[16][20] + coeff0_17*dmats0[17][20] + coeff0_18*dmats0[18][20] + coeff0_19*dmats0[19][20] + coeff0_20*dmats0[20][20] + coeff0_21*dmats0[21][20] + coeff0_22*dmats0[22][20] + coeff0_23*dmats0[23][20] + coeff0_24*dmats0[24][20] + coeff0_25*dmats0[25][20] + coeff0_26*dmats0[26][20] + coeff0_27*dmats0[27][20] + coeff0_28*dmats0[28][20] + coeff0_29*dmats0[29][20] + coeff0_30*dmats0[30][20] + coeff0_31*dmats0[31][20] + coeff0_32*dmats0[32][20] + coeff0_33*dmats0[33][20] + coeff0_34*dmats0[34][20];

909

new_coeff0_21 = coeff0_0*dmats0[0][21] + coeff0_1*dmats0[1][21] + coeff0_2*dmats0[2][21] + coeff0_3*dmats0[3][21] + coeff0_4*dmats0[4][21] + coeff0_5*dmats0[5][21] + coeff0_6*dmats0[6][21] + coeff0_7*dmats0[7][21] + coeff0_8*dmats0[8][21] + coeff0_9*dmats0[9][21] + coeff0_10*dmats0[10][21] + coeff0_11*dmats0[11][21] + coeff0_12*dmats0[12][21] + coeff0_13*dmats0[13][21] + coeff0_14*dmats0[14][21] + coeff0_15*dmats0[15][21] + coeff0_16*dmats0[16][21] + coeff0_17*dmats0[17][21] + coeff0_18*dmats0[18][21] + coeff0_19*dmats0[19][21] + coeff0_20*dmats0[20][21] + coeff0_21*dmats0[21][21] + coeff0_22*dmats0[22][21] + coeff0_23*dmats0[23][21] + coeff0_24*dmats0[24][21] + coeff0_25*dmats0[25][21] + coeff0_26*dmats0[26][21] + coeff0_27*dmats0[27][21] + coeff0_28*dmats0[28][21] + coeff0_29*dmats0[29][21] + coeff0_30*dmats0[30][21] + coeff0_31*dmats0[31][21] + coeff0_32*dmats0[32][21] + coeff0_33*dmats0[33][21] + coeff0_34*dmats0[34][21];

910

new_coeff0_22 = coeff0_0*dmats0[0][22] + coeff0_1*dmats0[1][22] + coeff0_2*dmats0[2][22] + coeff0_3*dmats0[3][22] + coeff0_4*dmats0[4][22] + coeff0_5*dmats0[5][22] + coeff0_6*dmats0[6][22] + coeff0_7*dmats0[7][22] + coeff0_8*dmats0[8][22] + coeff0_9*dmats0[9][22] + coeff0_10*dmats0[10][22] + coeff0_11*dmats0[11][22] + coeff0_12*dmats0[12][22] + coeff0_13*dmats0[13][22] + coeff0_14*dmats0[14][22] + coeff0_15*dmats0[15][22] + coeff0_16*dmats0[16][22] + coeff0_17*dmats0[17][22] + coeff0_18*dmats0[18][22] + coeff0_19*dmats0[19][22] + coeff0_20*dmats0[20][22] + coeff0_21*dmats0[21][22] + coeff0_22*dmats0[22][22] + coeff0_23*dmats0[23][22] + coeff0_24*dmats0[24][22] + coeff0_25*dmats0[25][22] + coeff0_26*dmats0[26][22] + coeff0_27*dmats0[27][22] + coeff0_28*dmats0[28][22] + coeff0_29*dmats0[29][22] + coeff0_30*dmats0[30][22] + coeff0_31*dmats0[31][22] + coeff0_32*dmats0[32][22] + coeff0_33*dmats0[33][22] + coeff0_34*dmats0[34][22];

911

new_coeff0_23 = coeff0_0*dmats0[0][23] + coeff0_1*dmats0[1][23] + coeff0_2*dmats0[2][23] + coeff0_3*dmats0[3][23] + coeff0_4*dmats0[4][23] + coeff0_5*dmats0[5][23] + coeff0_6*dmats0[6][23] + coeff0_7*dmats0[7][23] + coeff0_8*dmats0[8][23] + coeff0_9*dmats0[9][23] + coeff0_10*dmats0[10][23] + coeff0_11*dmats0[11][23] + coeff0_12*dmats0[12][23] + coeff0_13*dmats0[13][23] + coeff0_14*dmats0[14][23] + coeff0_15*dmats0[15][23] + coeff0_16*dmats0[16][23] + coeff0_17*dmats0[17][23] + coeff0_18*dmats0[18][23] + coeff0_19*dmats0[19][23] + coeff0_20*dmats0[20][23] + coeff0_21*dmats0[21][23] + coeff0_22*dmats0[22][23] + coeff0_23*dmats0[23][23] + coeff0_24*dmats0[24][23] + coeff0_25*dmats0[25][23] + coeff0_26*dmats0[26][23] + coeff0_27*dmats0[27][23] + coeff0_28*dmats0[28][23] + coeff0_29*dmats0[29][23] + coeff0_30*dmats0[30][23] + coeff0_31*dmats0[31][23] + coeff0_32*dmats0[32][23] + coeff0_33*dmats0[33][23] + coeff0_34*dmats0[34][23];

912

new_coeff0_24 = coeff0_0*dmats0[0][24] + coeff0_1*dmats0[1][24] + coeff0_2*dmats0[2][24] + coeff0_3*dmats0[3][24] + coeff0_4*dmats0[4][24] + coeff0_5*dmats0[5][24] + coeff0_6*dmats0[6][24] + coeff0_7*dmats0[7][24] + coeff0_8*dmats0[8][24] + coeff0_9*dmats0[9][24] + coeff0_10*dmats0[10][24] + coeff0_11*dmats0[11][24] + coeff0_12*dmats0[12][24] + coeff0_13*dmats0[13][24] + coeff0_14*dmats0[14][24] + coeff0_15*dmats0[15][24] + coeff0_16*dmats0[16][24] + coeff0_17*dmats0[17][24] + coeff0_18*dmats0[18][24] + coeff0_19*dmats0[19][24] + coeff0_20*dmats0[20][24] + coeff0_21*dmats0[21][24] + coeff0_22*dmats0[22][24] + coeff0_23*dmats0[23][24] + coeff0_24*dmats0[24][24] + coeff0_25*dmats0[25][24] + coeff0_26*dmats0[26][24] + coeff0_27*dmats0[27][24] + coeff0_28*dmats0[28][24] + coeff0_29*dmats0[29][24] + coeff0_30*dmats0[30][24] + coeff0_31*dmats0[31][24] + coeff0_32*dmats0[32][24] + coeff0_33*dmats0[33][24] + coeff0_34*dmats0[34][24];

913

new_coeff0_25 = coeff0_0*dmats0[0][25] + coeff0_1*dmats0[1][25] + coeff0_2*dmats0[2][25] + coeff0_3*dmats0[3][25] + coeff0_4*dmats0[4][25] + coeff0_5*dmats0[5][25] + coeff0_6*dmats0[6][25] + coeff0_7*dmats0[7][25] + coeff0_8*dmats0[8][25] + coeff0_9*dmats0[9][25] + coeff0_10*dmats0[10][25] + coeff0_11*dmats0[11][25] + coeff0_12*dmats0[12][25] + coeff0_13*dmats0[13][25] + coeff0_14*dmats0[14][25] + coeff0_15*dmats0[15][25] + coeff0_16*dmats0[16][25] + coeff0_17*dmats0[17][25] + coeff0_18*dmats0[18][25] + coeff0_19*dmats0[19][25] + coeff0_20*dmats0[20][25] + coeff0_21*dmats0[21][25] + coeff0_22*dmats0[22][25] + coeff0_23*dmats0[23][25] + coeff0_24*dmats0[24][25] + coeff0_25*dmats0[25][25] + coeff0_26*dmats0[26][25] + coeff0_27*dmats0[27][25] + coeff0_28*dmats0[28][25] + coeff0_29*dmats0[29][25] + coeff0_30*dmats0[30][25] + coeff0_31*dmats0[31][25] + coeff0_32*dmats0[32][25] + coeff0_33*dmats0[33][25] + coeff0_34*dmats0[34][25];

914

new_coeff0_26 = coeff0_0*dmats0[0][26] + coeff0_1*dmats0[1][26] + coeff0_2*dmats0[2][26] + coeff0_3*dmats0[3][26] + coeff0_4*dmats0[4][26] + coeff0_5*dmats0[5][26] + coeff0_6*dmats0[6][26] + coeff0_7*dmats0[7][26] + coeff0_8*dmats0[8][26] + coeff0_9*dmats0[9][26] + coeff0_10*dmats0[10][26] + coeff0_11*dmats0[11][26] + coeff0_12*dmats0[12][26] + coeff0_13*dmats0[13][26] + coeff0_14*dmats0[14][26] + coeff0_15*dmats0[15][26] + coeff0_16*dmats0[16][26] + coeff0_17*dmats0[17][26] + coeff0_18*dmats0[18][26] + coeff0_19*dmats0[19][26] + coeff0_20*dmats0[20][26] + coeff0_21*dmats0[21][26] + coeff0_22*dmats0[22][26] + coeff0_23*dmats0[23][26] + coeff0_24*dmats0[24][26] + coeff0_25*dmats0[25][26] + coeff0_26*dmats0[26][26] + coeff0_27*dmats0[27][26] + coeff0_28*dmats0[28][26] + coeff0_29*dmats0[29][26] + coeff0_30*dmats0[30][26] + coeff0_31*dmats0[31][26] + coeff0_32*dmats0[32][26] + coeff0_33*dmats0[33][26] + coeff0_34*dmats0[34][26];

915

new_coeff0_27 = coeff0_0*dmats0[0][27] + coeff0_1*dmats0[1][27] + coeff0_2*dmats0[2][27] + coeff0_3*dmats0[3][27] + coeff0_4*dmats0[4][27] + coeff0_5*dmats0[5][27] + coeff0_6*dmats0[6][27] + coeff0_7*dmats0[7][27] + coeff0_8*dmats0[8][27] + coeff0_9*dmats0[9][27] + coeff0_10*dmats0[10][27] + coeff0_11*dmats0[11][27] + coeff0_12*dmats0[12][27] + coeff0_13*dmats0[13][27] + coeff0_14*dmats0[14][27] + coeff0_15*dmats0[15][27] + coeff0_16*dmats0[16][27] + coeff0_17*dmats0[17][27] + coeff0_18*dmats0[18][27] + coeff0_19*dmats0[19][27] + coeff0_20*dmats0[20][27] + coeff0_21*dmats0[21][27] + coeff0_22*dmats0[22][27] + coeff0_23*dmats0[23][27] + coeff0_24*dmats0[24][27] + coeff0_25*dmats0[25][27] + coeff0_26*dmats0[26][27] + coeff0_27*dmats0[27][27] + coeff0_28*dmats0[28][27] + coeff0_29*dmats0[29][27] + coeff0_30*dmats0[30][27] + coeff0_31*dmats0[31][27] + coeff0_32*dmats0[32][27] + coeff0_33*dmats0[33][27] + coeff0_34*dmats0[34][27];

916

new_coeff0_28 = coeff0_0*dmats0[0][28] + coeff0_1*dmats0[1][28] + coeff0_2*dmats0[2][28] + coeff0_3*dmats0[3][28] + coeff0_4*dmats0[4][28] + coeff0_5*dmats0[5][28] + coeff0_6*dmats0[6][28] + coeff0_7*dmats0[7][28] + coeff0_8*dmats0[8][28] + coeff0_9*dmats0[9][28] + coeff0_10*dmats0[10][28] + coeff0_11*dmats0[11][28] + coeff0_12*dmats0[12][28] + coeff0_13*dmats0[13][28] + coeff0_14*dmats0[14][28] + coeff0_15*dmats0[15][28] + coeff0_16*dmats0[16][28] + coeff0_17*dmats0[17][28] + coeff0_18*dmats0[18][28] + coeff0_19*dmats0[19][28] + coeff0_20*dmats0[20][28] + coeff0_21*dmats0[21][28] + coeff0_22*dmats0[22][28] + coeff0_23*dmats0[23][28] + coeff0_24*dmats0[24][28] + coeff0_25*dmats0[25][28] + coeff0_26*dmats0[26][28] + coeff0_27*dmats0[27][28] + coeff0_28*dmats0[28][28] + coeff0_29*dmats0[29][28] + coeff0_30*dmats0[30][28] + coeff0_31*dmats0[31][28] + coeff0_32*dmats0[32][28] + coeff0_33*dmats0[33][28] + coeff0_34*dmats0[34][28];

917

new_coeff0_29 = coeff0_0*dmats0[0][29] + coeff0_1*dmats0[1][29] + coeff0_2*dmats0[2][29] + coeff0_3*dmats0[3][29] + coeff0_4*dmats0[4][29] + coeff0_5*dmats0[5][29] + coeff0_6*dmats0[6][29] + coeff0_7*dmats0[7][29] + coeff0_8*dmats0[8][29] + coeff0_9*dmats0[9][29] + coeff0_10*dmats0[10][29] + coeff0_11*dmats0[11][29] + coeff0_12*dmats0[12][29] + coeff0_13*dmats0[13][29] + coeff0_14*dmats0[14][29] + coeff0_15*dmats0[15][29] + coeff0_16*dmats0[16][29] + coeff0_17*dmats0[17][29] + coeff0_18*dmats0[18][29] + coeff0_19*dmats0[19][29] + coeff0_20*dmats0[20][29] + coeff0_21*dmats0[21][29] + coeff0_22*dmats0[22][29] + coeff0_23*dmats0[23][29] + coeff0_24*dmats0[24][29] + coeff0_25*dmats0[25][29] + coeff0_26*dmats0[26][29] + coeff0_27*dmats0[27][29] + coeff0_28*dmats0[28][29] + coeff0_29*dmats0[29][29] + coeff0_30*dmats0[30][29] + coeff0_31*dmats0[31][29] + coeff0_32*dmats0[32][29] + coeff0_33*dmats0[33][29] + coeff0_34*dmats0[34][29];

918

new_coeff0_30 = coeff0_0*dmats0[0][30] + coeff0_1*dmats0[1][30] + coeff0_2*dmats0[2][30] + coeff0_3*dmats0[3][30] + coeff0_4*dmats0[4][30] + coeff0_5*dmats0[5][30] + coeff0_6*dmats0[6][30] + coeff0_7*dmats0[7][30] + coeff0_8*dmats0[8][30] + coeff0_9*dmats0[9][30] + coeff0_10*dmats0[10][30] + coeff0_11*dmats0[11][30] + coeff0_12*dmats0[12][30] + coeff0_13*dmats0[13][30] + coeff0_14*dmats0[14][30] + coeff0_15*dmats0[15][30] + coeff0_16*dmats0[16][30] + coeff0_17*dmats0[17][30] + coeff0_18*dmats0[18][30] + coeff0_19*dmats0[19][30] + coeff0_20*dmats0[20][30] + coeff0_21*dmats0[21][30] + coeff0_22*dmats0[22][30] + coeff0_23*dmats0[23][30] + coeff0_24*dmats0[24][30] + coeff0_25*dmats0[25][30] + coeff0_26*dmats0[26][30] + coeff0_27*dmats0[27][30] + coeff0_28*dmats0[28][30] + coeff0_29*dmats0[29][30] + coeff0_30*dmats0[30][30] + coeff0_31*dmats0[31][30] + coeff0_32*dmats0[32][30] + coeff0_33*dmats0[33][30] + coeff0_34*dmats0[34][30];

919

new_coeff0_31 = coeff0_0*dmats0[0][31] + coeff0_1*dmats0[1][31] + coeff0_2*dmats0[2][31] + coeff0_3*dmats0[3][31] + coeff0_4*dmats0[4][31] + coeff0_5*dmats0[5][31] + coeff0_6*dmats0[6][31] + coeff0_7*dmats0[7][31] + coeff0_8*dmats0[8][31] + coeff0_9*dmats0[9][31] + coeff0_10*dmats0[10][31] + coeff0_11*dmats0[11][31] + coeff0_12*dmats0[12][31] + coeff0_13*dmats0[13][31] + coeff0_14*dmats0[14][31] + coeff0_15*dmats0[15][31] + coeff0_16*dmats0[16][31] + coeff0_17*dmats0[17][31] + coeff0_18*dmats0[18][31] + coeff0_19*dmats0[19][31] + coeff0_20*dmats0[20][31] + coeff0_21*dmats0[21][31] + coeff0_22*dmats0[22][31] + coeff0_23*dmats0[23][31] + coeff0_24*dmats0[24][31] + coeff0_25*dmats0[25][31] + coeff0_26*dmats0[26][31] + coeff0_27*dmats0[27][31] + coeff0_28*dmats0[28][31] + coeff0_29*dmats0[29][31] + coeff0_30*dmats0[30][31] + coeff0_31*dmats0[31][31] + coeff0_32*dmats0[32][31] + coeff0_33*dmats0[33][31] + coeff0_34*dmats0[34][31];

920

new_coeff0_32 = coeff0_0*dmats0[0][32] + coeff0_1*dmats0[1][32] + coeff0_2*dmats0[2][32] + coeff0_3*dmats0[3][32] + coeff0_4*dmats0[4][32] + coeff0_5*dmats0[5][32] + coeff0_6*dmats0[6][32] + coeff0_7*dmats0[7][32] + coeff0_8*dmats0[8][32] + coeff0_9*dmats0[9][32] + coeff0_10*dmats0[10][32] + coeff0_11*dmats0[11][32] + coeff0_12*dmats0[12][32] + coeff0_13*dmats0[13][32] + coeff0_14*dmats0[14][32] + coeff0_15*dmats0[15][32] + coeff0_16*dmats0[16][32] + coeff0_17*dmats0[17][32] + coeff0_18*dmats0[18][32] + coeff0_19*dmats0[19][32] + coeff0_20*dmats0[20][32] + coeff0_21*dmats0[21][32] + coeff0_22*dmats0[22][32] + coeff0_23*dmats0[23][32] + coeff0_24*dmats0[24][32] + coeff0_25*dmats0[25][32] + coeff0_26*dmats0[26][32] + coeff0_27*dmats0[27][32] + coeff0_28*dmats0[28][32] + coeff0_29*dmats0[29][32] + coeff0_30*dmats0[30][32] + coeff0_31*dmats0[31][32] + coeff0_32*dmats0[32][32] + coeff0_33*dmats0[33][32] + coeff0_34*dmats0[34][32];

921

new_coeff0_33 = coeff0_0*dmats0[0][33] + coeff0_1*dmats0[1][33] + coeff0_2*dmats0[2][33] + coeff0_3*dmats0[3][33] + coeff0_4*dmats0[4][33] + coeff0_5*dmats0[5][33] + coeff0_6*dmats0[6][33] + coeff0_7*dmats0[7][33] + coeff0_8*dmats0[8][33] + coeff0_9*dmats0[9][33] + coeff0_10*dmats0[10][33] + coeff0_11*dmats0[11][33] + coeff0_12*dmats0[12][33] + coeff0_13*dmats0[13][33] + coeff0_14*dmats0[14][33] + coeff0_15*dmats0[15][33] + coeff0_16*dmats0[16][33] + coeff0_17*dmats0[17][33] + coeff0_18*dmats0[18][33] + coeff0_19*dmats0[19][33] + coeff0_20*dmats0[20][33] + coeff0_21*dmats0[21][33] + coeff0_22*dmats0[22][33] + coeff0_23*dmats0[23][33] + coeff0_24*dmats0[24][33] + coeff0_25*dmats0[25][33] + coeff0_26*dmats0[26][33] + coeff0_27*dmats0[27][33] + coeff0_28*dmats0[28][33] + coeff0_29*dmats0[29][33] + coeff0_30*dmats0[30][33] + coeff0_31*dmats0[31][33] + coeff0_32*dmats0[32][33] + coeff0_33*dmats0[33][33] + coeff0_34*dmats0[34][33];

922

new_coeff0_34 = coeff0_0*dmats0[0][34] + coeff0_1*dmats0[1][34] + coeff0_2*dmats0[2][34] + coeff0_3*dmats0[3][34] + coeff0_4*dmats0[4][34] + coeff0_5*dmats0[5][34] + coeff0_6*dmats0[6][34] + coeff0_7*dmats0[7][34] + coeff0_8*dmats0[8][34] + coeff0_9*dmats0[9][34] + coeff0_10*dmats0[10][34] + coeff0_11*dmats0[11][34] + coeff0_12*dmats0[12][34] + coeff0_13*dmats0[13][34] + coeff0_14*dmats0[14][34] + coeff0_15*dmats0[15][34] + coeff0_16*dmats0[16][34] + coeff0_17*dmats0[17][34] + coeff0_18*dmats0[18][34] + coeff0_19*dmats0[19][34] + coeff0_20*dmats0[20][34] + coeff0_21*dmats0[21][34] + coeff0_22*dmats0[22][34] + coeff0_23*dmats0[23][34] + coeff0_24*dmats0[24][34] + coeff0_25*dmats0[25][34] + coeff0_26*dmats0[26][34] + coeff0_27*dmats0[27][34] + coeff0_28*dmats0[28][34] + coeff0_29*dmats0[29][34] + coeff0_30*dmats0[30][34] + coeff0_31*dmats0[31][34] + coeff0_32*dmats0[32][34] + coeff0_33*dmats0[33][34] + coeff0_34*dmats0[34][34];

923

}

924

if(combinations[deriv_num][j] == 1)

925

{

926

new_coeff0_0 = coeff0_0*dmats1[0][0] + coeff0_1*dmats1[1][0] + coeff0_2*dmats1[2][0] + coeff0_3*dmats1[3][0] + coeff0_4*dmats1[4][0] + coeff0_5*dmats1[5][0] + coeff0_6*dmats1[6][0] + coeff0_7*dmats1[7][0] + coeff0_8*dmats1[8][0] + coeff0_9*dmats1[9][0] + coeff0_10*dmats1[10][0] + coeff0_11*dmats1[11][0] + coeff0_12*dmats1[12][0] + coeff0_13*dmats1[13][0] + coeff0_14*dmats1[14][0] + coeff0_15*dmats1[15][0] + coeff0_16*dmats1[16][0] + coeff0_17*dmats1[17][0] + coeff0_18*dmats1[18][0] + coeff0_19*dmats1[19][0] + coeff0_20*dmats1[20][0] + coeff0_21*dmats1[21][0] + coeff0_22*dmats1[22][0] + coeff0_23*dmats1[23][0] + coeff0_24*dmats1[24][0] + coeff0_25*dmats1[25][0] + coeff0_26*dmats1[26][0] + coeff0_27*dmats1[27][0] + coeff0_28*dmats1[28][0] + coeff0_29*dmats1[29][0] + coeff0_30*dmats1[30][0] + coeff0_31*dmats1[31][0] + coeff0_32*dmats1[32][0] + coeff0_33*dmats1[33][0] + coeff0_34*dmats1[34][0];

927

new_coeff0_1 = coeff0_0*dmats1[0][1] + coeff0_1*dmats1[1][1] + coeff0_2*dmats1[2][1] + coeff0_3*dmats1[3][1] + coeff0_4*dmats1[4][1] + coeff0_5*dmats1[5][1] + coeff0_6*dmats1[6][1] + coeff0_7*dmats1[7][1] + coeff0_8*dmats1[8][1] + coeff0_9*dmats1[9][1] + coeff0_10*dmats1[10][1] + coeff0_11*dmats1[11][1] + coeff0_12*dmats1[12][1] + coeff0_13*dmats1[13][1] + coeff0_14*dmats1[14][1] + coeff0_15*dmats1[15][1] + coeff0_16*dmats1[16][1] + coeff0_17*dmats1[17][1] + coeff0_18*dmats1[18][1] + coeff0_19*dmats1[19][1] + coeff0_20*dmats1[20][1] + coeff0_21*dmats1[21][1] + coeff0_22*dmats1[22][1] + coeff0_23*dmats1[23][1] + coeff0_24*dmats1[24][1] + coeff0_25*dmats1[25][1] + coeff0_26*dmats1[26][1] + coeff0_27*dmats1[27][1] + coeff0_28*dmats1[28][1] + coeff0_29*dmats1[29][1] + coeff0_30*dmats1[30][1] + coeff0_31*dmats1[31][1] + coeff0_32*dmats1[32][1] + coeff0_33*dmats1[33][1] + coeff0_34*dmats1[34][1];

928

new_coeff0_2 = coeff0_0*dmats1[0][2] + coeff0_1*dmats1[1][2] + coeff0_2*dmats1[2][2] + coeff0_3*dmats1[3][2] + coeff0_4*dmats1[4][2] + coeff0_5*dmats1[5][2] + coeff0_6*dmats1[6][2] + coeff0_7*dmats1[7][2] + coeff0_8*dmats1[8][2] + coeff0_9*dmats1[9][2] + coeff0_10*dmats1[10][2] + coeff0_11*dmats1[11][2] + coeff0_12*dmats1[12][2] + coeff0_13*dmats1[13][2] + coeff0_14*dmats1[14][2] + coeff0_15*dmats1[15][2] + coeff0_16*dmats1[16][2] + coeff0_17*dmats1[17][2] + coeff0_18*dmats1[18][2] + coeff0_19*dmats1[19][2] + coeff0_20*dmats1[20][2] + coeff0_21*dmats1[21][2] + coeff0_22*dmats1[22][2] + coeff0_23*dmats1[23][2] + coeff0_24*dmats1[24][2] + coeff0_25*dmats1[25][2] + coeff0_26*dmats1[26][2] + coeff0_27*dmats1[27][2] + coeff0_28*dmats1[28][2] + coeff0_29*dmats1[29][2] + coeff0_30*dmats1[30][2] + coeff0_31*dmats1[31][2] + coeff0_32*dmats1[32][2] + coeff0_33*dmats1[33][2] + coeff0_34*dmats1[34][2];

929

new_coeff0_3 = coeff0_0*dmats1[0][3] + coeff0_1*dmats1[1][3] + coeff0_2*dmats1[2][3] + coeff0_3*dmats1[3][3] + coeff0_4*dmats1[4][3] + coeff0_5*dmats1[5][3] + coeff0_6*dmats1[6][3] + coeff0_7*dmats1[7][3] + coeff0_8*dmats1[8][3] + coeff0_9*dmats1[9][3] + coeff0_10*dmats1[10][3] + coeff0_11*dmats1[11][3] + coeff0_12*dmats1[12][3] + coeff0_13*dmats1[13][3] + coeff0_14*dmats1[14][3] + coeff0_15*dmats1[15][3] + coeff0_16*dmats1[16][3] + coeff0_17*dmats1[17][3] + coeff0_18*dmats1[18][3] + coeff0_19*dmats1[19][3] + coeff0_20*dmats1[20][3] + coeff0_21*dmats1[21][3] + coeff0_22*dmats1[22][3] + coeff0_23*dmats1[23][3] + coeff0_24*dmats1[24][3] + coeff0_25*dmats1[25][3] + coeff0_26*dmats1[26][3] + coeff0_27*dmats1[27][3] + coeff0_28*dmats1[28][3] + coeff0_29*dmats1[29][3] + coeff0_30*dmats1[30][3] + coeff0_31*dmats1[31][3] + coeff0_32*dmats1[32][3] + coeff0_33*dmats1[33][3] + coeff0_34*dmats1[34][3];

930

new_coeff0_4 = coeff0_0*dmats1[0][4] + coeff0_1*dmats1[1][4] + coeff0_2*dmats1[2][4] + coeff0_3*dmats1[3][4] + coeff0_4*dmats1[4][4] + coeff0_5*dmats1[5][4] + coeff0_6*dmats1[6][4] + coeff0_7*dmats1[7][4] + coeff0_8*dmats1[8][4] + coeff0_9*dmats1[9][4] + coeff0_10*dmats1[10][4] + coeff0_11*dmats1[11][4] + coeff0_12*dmats1[12][4] + coeff0_13*dmats1[13][4] + coeff0_14*dmats1[14][4] + coeff0_15*dmats1[15][4] + coeff0_16*dmats1[16][4] + coeff0_17*dmats1[17][4] + coeff0_18*dmats1[18][4] + coeff0_19*dmats1[19][4] + coeff0_20*dmats1[20][4] + coeff0_21*dmats1[21][4] + coeff0_22*dmats1[22][4] + coeff0_23*dmats1[23][4] + coeff0_24*dmats1[24][4] + coeff0_25*dmats1[25][4] + coeff0_26*dmats1[26][4] + coeff0_27*dmats1[27][4] + coeff0_28*dmats1[28][4] + coeff0_29*dmats1[29][4] + coeff0_30*dmats1[30][4] + coeff0_31*dmats1[31][4] + coeff0_32*dmats1[32][4] + coeff0_33*dmats1[33][4] + coeff0_34*dmats1[34][4];

931

new_coeff0_5 = coeff0_0*dmats1[0][5] + coeff0_1*dmats1[1][5] + coeff0_2*dmats1[2][5] + coeff0_3*dmats1[3][5] + coeff0_4*dmats1[4][5] + coeff0_5*dmats1[5][5] + coeff0_6*dmats1[6][5] + coeff0_7*dmats1[7][5] + coeff0_8*dmats1[8][5] + coeff0_9*dmats1[9][5] + coeff0_10*dmats1[10][5] + coeff0_11*dmats1[11][5] + coeff0_12*dmats1[12][5] + coeff0_13*dmats1[13][5] + coeff0_14*dmats1[14][5] + coeff0_15*dmats1[15][5] + coeff0_16*dmats1[16][5] + coeff0_17*dmats1[17][5] + coeff0_18*dmats1[18][5] + coeff0_19*dmats1[19][5] + coeff0_20*dmats1[20][5] + coeff0_21*dmats1[21][5] + coeff0_22*dmats1[22][5] + coeff0_23*dmats1[23][5] + coeff0_24*dmats1[24][5] + coeff0_25*dmats1[25][5] + coeff0_26*dmats1[26][5] + coeff0_27*dmats1[27][5] + coeff0_28*dmats1[28][5] + coeff0_29*dmats1[29][5] + coeff0_30*dmats1[30][5] + coeff0_31*dmats1[31][5] + coeff0_32*dmats1[32][5] + coeff0_33*dmats1[33][5] + coeff0_34*dmats1[34][5];

932

new_coeff0_6 = coeff0_0*dmats1[0][6] + coeff0_1*dmats1[1][6] + coeff0_2*dmats1[2][6] + coeff0_3*dmats1[3][6] + coeff0_4*dmats1[4][6] + coeff0_5*dmats1[5][6] + coeff0_6*dmats1[6][6] + coeff0_7*dmats1[7][6] + coeff0_8*dmats1[8][6] + coeff0_9*dmats1[9][6] + coeff0_10*dmats1[10][6] + coeff0_11*dmats1[11][6] + coeff0_12*dmats1[12][6] + coeff0_13*dmats1[13][6] + coeff0_14*dmats1[14][6] + coeff0_15*dmats1[15][6] + coeff0_16*dmats1[16][6] + coeff0_17*dmats1[17][6] + coeff0_18*dmats1[18][6] + coeff0_19*dmats1[19][6] + coeff0_20*dmats1[20][6] + coeff0_21*dmats1[21][6] + coeff0_22*dmats1[22][6] + coeff0_23*dmats1[23][6] + coeff0_24*dmats1[24][6] + coeff0_25*dmats1[25][6] + coeff0_26*dmats1[26][6] + coeff0_27*dmats1[27][6] + coeff0_28*dmats1[28][6] + coeff0_29*dmats1[29][6] + coeff0_30*dmats1[30][6] + coeff0_31*dmats1[31][6] + coeff0_32*dmats1[32][6] + coeff0_33*dmats1[33][6] + coeff0_34*dmats1[34][6];

933

new_coeff0_7 = coeff0_0*dmats1[0][7] + coeff0_1*dmats1[1][7] + coeff0_2*dmats1[2][7] + coeff0_3*dmats1[3][7] + coeff0_4*dmats1[4][7] + coeff0_5*dmats1[5][7] + coeff0_6*dmats1[6][7] + coeff0_7*dmats1[7][7] + coeff0_8*dmats1[8][7] + coeff0_9*dmats1[9][7] + coeff0_10*dmats1[10][7] + coeff0_11*dmats1[11][7] + coeff0_12*dmats1[12][7] + coeff0_13*dmats1[13][7] + coeff0_14*dmats1[14][7] + coeff0_15*dmats1[15][7] + coeff0_16*dmats1[16][7] + coeff0_17*dmats1[17][7] + coeff0_18*dmats1[18][7] + coeff0_19*dmats1[19][7] + coeff0_20*dmats1[20][7] + coeff0_21*dmats1[21][7] + coeff0_22*dmats1[22][7] + coeff0_23*dmats1[23][7] + coeff0_24*dmats1[24][7] + coeff0_25*dmats1[25][7] + coeff0_26*dmats1[26][7] + coeff0_27*dmats1[27][7] + coeff0_28*dmats1[28][7] + coeff0_29*dmats1[29][7] + coeff0_30*dmats1[30][7] + coeff0_31*dmats1[31][7] + coeff0_32*dmats1[32][7] + coeff0_33*dmats1[33][7] + coeff0_34*dmats1[34][7];

934

new_coeff0_8 = coeff0_0*dmats1[0][8] + coeff0_1*dmats1[1][8] + coeff0_2*dmats1[2][8] + coeff0_3*dmats1[3][8] + coeff0_4*dmats1[4][8] + coeff0_5*dmats1[5][8] + coeff0_6*dmats1[6][8] + coeff0_7*dmats1[7][8] + coeff0_8*dmats1[8][8] + coeff0_9*dmats1[9][8] + coeff0_10*dmats1[10][8] + coeff0_11*dmats1[11][8] + coeff0_12*dmats1[12][8] + coeff0_13*dmats1[13][8] + coeff0_14*dmats1[14][8] + coeff0_15*dmats1[15][8] + coeff0_16*dmats1[16][8] + coeff0_17*dmats1[17][8] + coeff0_18*dmats1[18][8] + coeff0_19*dmats1[19][8] + coeff0_20*dmats1[20][8] + coeff0_21*dmats1[21][8] + coeff0_22*dmats1[22][8] + coeff0_23*dmats1[23][8] + coeff0_24*dmats1[24][8] + coeff0_25*dmats1[25][8] + coeff0_26*dmats1[26][8] + coeff0_27*dmats1[27][8] + coeff0_28*dmats1[28][8] + coeff0_29*dmats1[29][8] + coeff0_30*dmats1[30][8] + coeff0_31*dmats1[31][8] + coeff0_32*dmats1[32][8] + coeff0_33*dmats1[33][8] + coeff0_34*dmats1[34][8];

935

new_coeff0_9 = coeff0_0*dmats1[0][9] + coeff0_1*dmats1[1][9] + coeff0_2*dmats1[2][9] + coeff0_3*dmats1[3][9] + coeff0_4*dmats1[4][9] + coeff0_5*dmats1[5][9] + coeff0_6*dmats1[6][9] + coeff0_7*dmats1[7][9] + coeff0_8*dmats1[8][9] + coeff0_9*dmats1[9][9] + coeff0_10*dmats1[10][9] + coeff0_11*dmats1[11][9] + coeff0_12*dmats1[12][9] + coeff0_13*dmats1[13][9] + coeff0_14*dmats1[14][9] + coeff0_15*dmats1[15][9] + coeff0_16*dmats1[16][9] + coeff0_17*dmats1[17][9] + coeff0_18*dmats1[18][9] + coeff0_19*dmats1[19][9] + coeff0_20*dmats1[20][9] + coeff0_21*dmats1[21][9] + coeff0_22*dmats1[22][9] + coeff0_23*dmats1[23][9] + coeff0_24*dmats1[24][9] + coeff0_25*dmats1[25][9] + coeff0_26*dmats1[26][9] + coeff0_27*dmats1[27][9] + coeff0_28*dmats1[28][9] + coeff0_29*dmats1[29][9] + coeff0_30*dmats1[30][9] + coeff0_31*dmats1[31][9] + coeff0_32*dmats1[32][9] + coeff0_33*dmats1[33][9] + coeff0_34*dmats1[34][9];

936

new_coeff0_10 = coeff0_0*dmats1[0][10] + coeff0_1*dmats1[1][10] + coeff0_2*dmats1[2][10] + coeff0_3*dmats1[3][10] + coeff0_4*dmats1[4][10] + coeff0_5*dmats1[5][10] + coeff0_6*dmats1[6][10] + coeff0_7*dmats1[7][10] + coeff0_8*dmats1[8][10] + coeff0_9*dmats1[9][10] + coeff0_10*dmats1[10][10] + coeff0_11*dmats1[11][10] + coeff0_12*dmats1[12][10] + coeff0_13*dmats1[13][10] + coeff0_14*dmats1[14][10] + coeff0_15*dmats1[15][10] + coeff0_16*dmats1[16][10] + coeff0_17*dmats1[17][10] + coeff0_18*dmats1[18][10] + coeff0_19*dmats1[19][10] + coeff0_20*dmats1[20][10] + coeff0_21*dmats1[21][10] + coeff0_22*dmats1[22][10] + coeff0_23*dmats1[23][10] + coeff0_24*dmats1[24][10] + coeff0_25*dmats1[25][10] + coeff0_26*dmats1[26][10] + coeff0_27*dmats1[27][10] + coeff0_28*dmats1[28][10] + coeff0_29*dmats1[29][10] + coeff0_30*dmats1[30][10] + coeff0_31*dmats1[31][10] + coeff0_32*dmats1[32][10] + coeff0_33*dmats1[33][10] + coeff0_34*dmats1[34][10];

937

new_coeff0_11 = coeff0_0*dmats1[0][11] + coeff0_1*dmats1[1][11] + coeff0_2*dmats1[2][11] + coeff0_3*dmats1[3][11] + coeff0_4*dmats1[4][11] + coeff0_5*dmats1[5][11] + coeff0_6*dmats1[6][11] + coeff0_7*dmats1[7][11] + coeff0_8*dmats1[8][11] + coeff0_9*dmats1[9][11] + coeff0_10*dmats1[10][11] + coeff0_11*dmats1[11][11] + coeff0_12*dmats1[12][11] + coeff0_13*dmats1[13][11] + coeff0_14*dmats1[14][11] + coeff0_15*dmats1[15][11] + coeff0_16*dmats1[16][11] + coeff0_17*dmats1[17][11] + coeff0_18*dmats1[18][11] + coeff0_19*dmats1[19][11] + coeff0_20*dmats1[20][11] + coeff0_21*dmats1[21][11] + coeff0_22*dmats1[22][11] + coeff0_23*dmats1[23][11] + coeff0_24*dmats1[24][11] + coeff0_25*dmats1[25][11] + coeff0_26*dmats1[26][11] + coeff0_27*dmats1[27][11] + coeff0_28*dmats1[28][11] + coeff0_29*dmats1[29][11] + coeff0_30*dmats1[30][11] + coeff0_31*dmats1[31][11] + coeff0_32*dmats1[32][11] + coeff0_33*dmats1[33][11] + coeff0_34*dmats1[34][11];

938

new_coeff0_12 = coeff0_0*dmats1[0][12] + coeff0_1*dmats1[1][12] + coeff0_2*dmats1[2][12] + coeff0_3*dmats1[3][12] + coeff0_4*dmats1[4][12] + coeff0_5*dmats1[5][12] + coeff0_6*dmats1[6][12] + coeff0_7*dmats1[7][12] + coeff0_8*dmats1[8][12] + coeff0_9*dmats1[9][12] + coeff0_10*dmats1[10][12] + coeff0_11*dmats1[11][12] + coeff0_12*dmats1[12][12] + coeff0_13*dmats1[13][12] + coeff0_14*dmats1[14][12] + coeff0_15*dmats1[15][12] + coeff0_16*dmats1[16][12] + coeff0_17*dmats1[17][12] + coeff0_18*dmats1[18][12] + coeff0_19*dmats1[19][12] + coeff0_20*dmats1[20][12] + coeff0_21*dmats1[21][12] + coeff0_22*dmats1[22][12] + coeff0_23*dmats1[23][12] + coeff0_24*dmats1[24][12] + coeff0_25*dmats1[25][12] + coeff0_26*dmats1[26][12] + coeff0_27*dmats1[27][12] + coeff0_28*dmats1[28][12] + coeff0_29*dmats1[29][12] + coeff0_30*dmats1[30][12] + coeff0_31*dmats1[31][12] + coeff0_32*dmats1[32][12] + coeff0_33*dmats1[33][12] + coeff0_34*dmats1[34][12];

939

new_coeff0_13 = coeff0_0*dmats1[0][13] + coeff0_1*dmats1[1][13] + coeff0_2*dmats1[2][13] + coeff0_3*dmats1[3][13] + coeff0_4*dmats1[4][13] + coeff0_5*dmats1[5][13] + coeff0_6*dmats1[6][13] + coeff0_7*dmats1[7][13] + coeff0_8*dmats1[8][13] + coeff0_9*dmats1[9][13] + coeff0_10*dmats1[10][13] + coeff0_11*dmats1[11][13] + coeff0_12*dmats1[12][13] + coeff0_13*dmats1[13][13] + coeff0_14*dmats1[14][13] + coeff0_15*dmats1[15][13] + coeff0_16*dmats1[16][13] + coeff0_17*dmats1[17][13] + coeff0_18*dmats1[18][13] + coeff0_19*dmats1[19][13] + coeff0_20*dmats1[20][13] + coeff0_21*dmats1[21][13] + coeff0_22*dmats1[22][13] + coeff0_23*dmats1[23][13] + coeff0_24*dmats1[24][13] + coeff0_25*dmats1[25][13] + coeff0_26*dmats1[26][13] + coeff0_27*dmats1[27][13] + coeff0_28*dmats1[28][13] + coeff0_29*dmats1[29][13] + coeff0_30*dmats1[30][13] + coeff0_31*dmats1[31][13] + coeff0_32*dmats1[32][13] + coeff0_33*dmats1[33][13] + coeff0_34*dmats1[34][13];

940

new_coeff0_14 = coeff0_0*dmats1[0][14] + coeff0_1*dmats1[1][14] + coeff0_2*dmats1[2][14] + coeff0_3*dmats1[3][14] + coeff0_4*dmats1[4][14] + coeff0_5*dmats1[5][14] + coeff0_6*dmats1[6][14] + coeff0_7*dmats1[7][14] + coeff0_8*dmats1[8][14] + coeff0_9*dmats1[9][14] + coeff0_10*dmats1[10][14] + coeff0_11*dmats1[11][14] + coeff0_12*dmats1[12][14] + coeff0_13*dmats1[13][14] + coeff0_14*dmats1[14][14] + coeff0_15*dmats1[15][14] + coeff0_16*dmats1[16][14] + coeff0_17*dmats1[17][14] + coeff0_18*dmats1[18][14] + coeff0_19*dmats1[19][14] + coeff0_20*dmats1[20][14] + coeff0_21*dmats1[21][14] + coeff0_22*dmats1[22][14] + coeff0_23*dmats1[23][14] + coeff0_24*dmats1[24][14] + coeff0_25*dmats1[25][14] + coeff0_26*dmats1[26][14] + coeff0_27*dmats1[27][14] + coeff0_28*dmats1[28][14] + coeff0_29*dmats1[29][14] + coeff0_30*dmats1[30][14] + coeff0_31*dmats1[31][14] + coeff0_32*dmats1[32][14] + coeff0_33*dmats1[33][14] + coeff0_34*dmats1[34][14];

941

new_coeff0_15 = coeff0_0*dmats1[0][15] + coeff0_1*dmats1[1][15] + coeff0_2*dmats1[2][15] + coeff0_3*dmats1[3][15] + coeff0_4*dmats1[4][15] + coeff0_5*dmats1[5][15] + coeff0_6*dmats1[6][15] + coeff0_7*dmats1[7][15] + coeff0_8*dmats1[8][15] + coeff0_9*dmats1[9][15] + coeff0_10*dmats1[10][15] + coeff0_11*dmats1[11][15] + coeff0_12*dmats1[12][15] + coeff0_13*dmats1[13][15] + coeff0_14*dmats1[14][15] + coeff0_15*dmats1[15][15] + coeff0_16*dmats1[16][15] + coeff0_17*dmats1[17][15] + coeff0_18*dmats1[18][15] + coeff0_19*dmats1[19][15] + coeff0_20*dmats1[20][15] + coeff0_21*dmats1[21][15] + coeff0_22*dmats1[22][15] + coeff0_23*dmats1[23][15] + coeff0_24*dmats1[24][15] + coeff0_25*dmats1[25][15] + coeff0_26*dmats1[26][15] + coeff0_27*dmats1[27][15] + coeff0_28*dmats1[28][15] + coeff0_29*dmats1[29][15] + coeff0_30*dmats1[30][15] + coeff0_31*dmats1[31][15] + coeff0_32*dmats1[32][15] + coeff0_33*dmats1[33][15] + coeff0_34*dmats1[34][15];

942

new_coeff0_16 = coeff0_0*dmats1[0][16] + coeff0_1*dmats1[1][16] + coeff0_2*dmats1[2][16] + coeff0_3*dmats1[3][16] + coeff0_4*dmats1[4][16] + coeff0_5*dmats1[5][16] + coeff0_6*dmats1[6][16] + coeff0_7*dmats1[7][16] + coeff0_8*dmats1[8][16] + coeff0_9*dmats1[9][16] + coeff0_10*dmats1[10][16] + coeff0_11*dmats1[11][16] + coeff0_12*dmats1[12][16] + coeff0_13*dmats1[13][16] + coeff0_14*dmats1[14][16] + coeff0_15*dmats1[15][16] + coeff0_16*dmats1[16][16] + coeff0_17*dmats1[17][16] + coeff0_18*dmats1[18][16] + coeff0_19*dmats1[19][16] + coeff0_20*dmats1[20][16] + coeff0_21*dmats1[21][16] + coeff0_22*dmats1[22][16] + coeff0_23*dmats1[23][16] + coeff0_24*dmats1[24][16] + coeff0_25*dmats1[25][16] + coeff0_26*dmats1[26][16] + coeff0_27*dmats1[27][16] + coeff0_28*dmats1[28][16] + coeff0_29*dmats1[29][16] + coeff0_30*dmats1[30][16] + coeff0_31*dmats1[31][16] + coeff0_32*dmats1[32][16] + coeff0_33*dmats1[33][16] + coeff0_34*dmats1[34][16];

943

new_coeff0_17 = coeff0_0*dmats1[0][17] + coeff0_1*dmats1[1][17] + coeff0_2*dmats1[2][17] + coeff0_3*dmats1[3][17] + coeff0_4*dmats1[4][17] + coeff0_5*dmats1[5][17] + coeff0_6*dmats1[6][17] + coeff0_7*dmats1[7][17] + coeff0_8*dmats1[8][17] + coeff0_9*dmats1[9][17] + coeff0_10*dmats1[10][17] + coeff0_11*dmats1[11][17] + coeff0_12*dmats1[12][17] + coeff0_13*dmats1[13][17] + coeff0_14*dmats1[14][17] + coeff0_15*dmats1[15][17] + coeff0_16*dmats1[16][17] + coeff0_17*dmats1[17][17] + coeff0_18*dmats1[18][17] + coeff0_19*dmats1[19][17] + coeff0_20*dmats1[20][17] + coeff0_21*dmats1[21][17] + coeff0_22*dmats1[22][17] + coeff0_23*dmats1[23][17] + coeff0_24*dmats1[24][17] + coeff0_25*dmats1[25][17] + coeff0_26*dmats1[26][17] + coeff0_27*dmats1[27][17] + coeff0_28*dmats1[28][17] + coeff0_29*dmats1[29][17] + coeff0_30*dmats1[30][17] + coeff0_31*dmats1[31][17] + coeff0_32*dmats1[32][17] + coeff0_33*dmats1[33][17] + coeff0_34*dmats1[34][17];

944

new_coeff0_18 = coeff0_0*dmats1[0][18] + coeff0_1*dmats1[1][18] + coeff0_2*dmats1[2][18] + coeff0_3*dmats1[3][18] + coeff0_4*dmats1[4][18] + coeff0_5*dmats1[5][18] + coeff0_6*dmats1[6][18] + coeff0_7*dmats1[7][18] + coeff0_8*dmats1[8][18] + coeff0_9*dmats1[9][18] + coeff0_10*dmats1[10][18] + coeff0_11*dmats1[11][18] + coeff0_12*dmats1[12][18] + coeff0_13*dmats1[13][18] + coeff0_14*dmats1[14][18] + coeff0_15*dmats1[15][18] + coeff0_16*dmats1[16][18] + coeff0_17*dmats1[17][18] + coeff0_18*dmats1[18][18] + coeff0_19*dmats1[19][18] + coeff0_20*dmats1[20][18] + coeff0_21*dmats1[21][18] + coeff0_22*dmats1[22][18] + coeff0_23*dmats1[23][18] + coeff0_24*dmats1[24][18] + coeff0_25*dmats1[25][18] + coeff0_26*dmats1[26][18] + coeff0_27*dmats1[27][18] + coeff0_28*dmats1[28][18] + coeff0_29*dmats1[29][18] + coeff0_30*dmats1[30][18] + coeff0_31*dmats1[31][18] + coeff0_32*dmats1[32][18] + coeff0_33*dmats1[33][18] + coeff0_34*dmats1[34][18];

945

new_coeff0_19 = coeff0_0*dmats1[0][19] + coeff0_1*dmats1[1][19] + coeff0_2*dmats1[2][19] + coeff0_3*dmats1[3][19] + coeff0_4*dmats1[4][19] + coeff0_5*dmats1[5][19] + coeff0_6*dmats1[6][19] + coeff0_7*dmats1[7][19] + coeff0_8*dmats1[8][19] + coeff0_9*dmats1[9][19] + coeff0_10*dmats1[10][19] + coeff0_11*dmats1[11][19] + coeff0_12*dmats1[12][19] + coeff0_13*dmats1[13][19] + coeff0_14*dmats1[14][19] + coeff0_15*dmats1[15][19] + coeff0_16*dmats1[16][19] + coeff0_17*dmats1[17][19] + coeff0_18*dmats1[18][19] + coeff0_19*dmats1[19][19] + coeff0_20*dmats1[20][19] + coeff0_21*dmats1[21][19] + coeff0_22*dmats1[22][19] + coeff0_23*dmats1[23][19] + coeff0_24*dmats1[24][19] + coeff0_25*dmats1[25][19] + coeff0_26*dmats1[26][19] + coeff0_27*dmats1[27][19] + coeff0_28*dmats1[28][19] + coeff0_29*dmats1[29][19] + coeff0_30*dmats1[30][19] + coeff0_31*dmats1[31][19] + coeff0_32*dmats1[32][19] + coeff0_33*dmats1[33][19] + coeff0_34*dmats1[34][19];

946

new_coeff0_20 = coeff0_0*dmats1[0][20] + coeff0_1*dmats1[1][20] + coeff0_2*dmats1[2][20] + coeff0_3*dmats1[3][20] + coeff0_4*dmats1[4][20] + coeff0_5*dmats1[5][20] + coeff0_6*dmats1[6][20] + coeff0_7*dmats1[7][20] + coeff0_8*dmats1[8][20] + coeff0_9*dmats1[9][20] + coeff0_10*dmats1[10][20] + coeff0_11*dmats1[11][20] + coeff0_12*dmats1[12][20] + coeff0_13*dmats1[13][20] + coeff0_14*dmats1[14][20] + coeff0_15*dmats1[15][20] + coeff0_16*dmats1[16][20] + coeff0_17*dmats1[17][20] + coeff0_18*dmats1[18][20] + coeff0_19*dmats1[19][20] + coeff0_20*dmats1[20][20] + coeff0_21*dmats1[21][20] + coeff0_22*dmats1[22][20] + coeff0_23*dmats1[23][20] + coeff0_24*dmats1[24][20] + coeff0_25*dmats1[25][20] + coeff0_26*dmats1[26][20] + coeff0_27*dmats1[27][20] + coeff0_28*dmats1[28][20] + coeff0_29*dmats1[29][20] + coeff0_30*dmats1[30][20] + coeff0_31*dmats1[31][20] + coeff0_32*dmats1[32][20] + coeff0_33*dmats1[33][20] + coeff0_34*dmats1[34][20];

947

new_coeff0_21 = coeff0_0*dmats1[0][21] + coeff0_1*dmats1[1][21] + coeff0_2*dmats1[2][21] + coeff0_3*dmats1[3][21] + coeff0_4*dmats1[4][21] + coeff0_5*dmats1[5][21] + coeff0_6*dmats1[6][21] + coeff0_7*dmats1[7][21] + coeff0_8*dmats1[8][21] + coeff0_9*dmats1[9][21] + coeff0_10*dmats1[10][21] + coeff0_11*dmats1[11][21] + coeff0_12*dmats1[12][21] + coeff0_13*dmats1[13][21] + coeff0_14*dmats1[14][21] + coeff0_15*dmats1[15][21] + coeff0_16*dmats1[16][21] + coeff0_17*dmats1[17][21] + coeff0_18*dmats1[18][21] + coeff0_19*dmats1[19][21] + coeff0_20*dmats1[20][21] + coeff0_21*dmats1[21][21] + coeff0_22*dmats1[22][21] + coeff0_23*dmats1[23][21] + coeff0_24*dmats1[24][21] + coeff0_25*dmats1[25][21] + coeff0_26*dmats1[26][21] + coeff0_27*dmats1[27][21] + coeff0_28*dmats1[28][21] + coeff0_29*dmats1[29][21] + coeff0_30*dmats1[30][21] + coeff0_31*dmats1[31][21] + coeff0_32*dmats1[32][21] + coeff0_33*dmats1[33][21] + coeff0_34*dmats1[34][21];

948

new_coeff0_22 = coeff0_0*dmats1[0][22] + coeff0_1*dmats1[1][22] + coeff0_2*dmats1[2][22] + coeff0_3*dmats1[3][22] + coeff0_4*dmats1[4][22] + coeff0_5*dmats1[5][22] + coeff0_6*dmats1[6][22] + coeff0_7*dmats1[7][22] + coeff0_8*dmats1[8][22] + coeff0_9*dmats1[9][22] + coeff0_10*dmats1[10][22] + coeff0_11*dmats1[11][22] + coeff0_12*dmats1[12][22] + coeff0_13*dmats1[13][22] + coeff0_14*dmats1[14][22] + coeff0_15*dmats1[15][22] + coeff0_16*dmats1[16][22] + coeff0_17*dmats1[17][22] + coeff0_18*dmats1[18][22] + coeff0_19*dmats1[19][22] + coeff0_20*dmats1[20][22] + coeff0_21*dmats1[21][22] + coeff0_22*dmats1[22][22] + coeff0_23*dmats1[23][22] + coeff0_24*dmats1[24][22] + coeff0_25*dmats1[25][22] + coeff0_26*dmats1[26][22] + coeff0_27*dmats1[27][22] + coeff0_28*dmats1[28][22] + coeff0_29*dmats1[29][22] + coeff0_30*dmats1[30][22] + coeff0_31*dmats1[31][22] + coeff0_32*dmats1[32][22] + coeff0_33*dmats1[33][22] + coeff0_34*dmats1[34][22];

949

new_coeff0_23 = coeff0_0*dmats1[0][23] + coeff0_1*dmats1[1][23] + coeff0_2*dmats1[2][23] + coeff0_3*dmats1[3][23] + coeff0_4*dmats1[4][23] + coeff0_5*dmats1[5][23] + coeff0_6*dmats1[6][23] + coeff0_7*dmats1[7][23] + coeff0_8*dmats1[8][23] + coeff0_9*dmats1[9][23] + coeff0_10*dmats1[10][23] + coeff0_11*dmats1[11][23] + coeff0_12*dmats1[12][23] + coeff0_13*dmats1[13][23] + coeff0_14*dmats1[14][23] + coeff0_15*dmats1[15][23] + coeff0_16*dmats1[16][23] + coeff0_17*dmats1[17][23] + coeff0_18*dmats1[18][23] + coeff0_19*dmats1[19][23] + coeff0_20*dmats1[20][23] + coeff0_21*dmats1[21][23] + coeff0_22*dmats1[22][23] + coeff0_23*dmats1[23][23] + coeff0_24*dmats1[24][23] + coeff0_25*dmats1[25][23] + coeff0_26*dmats1[26][23] + coeff0_27*dmats1[27][23] + coeff0_28*dmats1[28][23] + coeff0_29*dmats1[29][23] + coeff0_30*dmats1[30][23] + coeff0_31*dmats1[31][23] + coeff0_32*dmats1[32][23] + coeff0_33*dmats1[33][23] + coeff0_34*dmats1[34][23];

950

new_coeff0_24 = coeff0_0*dmats1[0][24] + coeff0_1*dmats1[1][24] + coeff0_2*dmats1[2][24] + coeff0_3*dmats1[3][24] + coeff0_4*dmats1[4][24] + coeff0_5*dmats1[5][24] + coeff0_6*dmats1[6][24] + coeff0_7*dmats1[7][24] + coeff0_8*dmats1[8][24] + coeff0_9*dmats1[9][24] + coeff0_10*dmats1[10][24] + coeff0_11*dmats1[11][24] + coeff0_12*dmats1[12][24] + coeff0_13*dmats1[13][24] + coeff0_14*dmats1[14][24] + coeff0_15*dmats1[15][24] + coeff0_16*dmats1[16][24] + coeff0_17*dmats1[17][24] + coeff0_18*dmats1[18][24] + coeff0_19*dmats1[19][24] + coeff0_20*dmats1[20][24] + coeff0_21*dmats1[21][24] + coeff0_22*dmats1[22][24] + coeff0_23*dmats1[23][24] + coeff0_24*dmats1[24][24] + coeff0_25*dmats1[25][24] + coeff0_26*dmats1[26][24] + coeff0_27*dmats1[27][24] + coeff0_28*dmats1[28][24] + coeff0_29*dmats1[29][24] + coeff0_30*dmats1[30][24] + coeff0_31*dmats1[31][24] + coeff0_32*dmats1[32][24] + coeff0_33*dmats1[33][24] + coeff0_34*dmats1[34][24];

951

new_coeff0_25 = coeff0_0*dmats1[0][25] + coeff0_1*dmats1[1][25] + coeff0_2*dmats1[2][25] + coeff0_3*dmats1[3][25] + coeff0_4*dmats1[4][25] + coeff0_5*dmats1[5][25] + coeff0_6*dmats1[6][25] + coeff0_7*dmats1[7][25] + coeff0_8*dmats1[8][25] + coeff0_9*dmats1[9][25] + coeff0_10*dmats1[10][25] + coeff0_11*dmats1[11][25] + coeff0_12*dmats1[12][25] + coeff0_13*dmats1[13][25] + coeff0_14*dmats1[14][25] + coeff0_15*dmats1[15][25] + coeff0_16*dmats1[16][25] + coeff0_17*dmats1[17][25] + coeff0_18*dmats1[18][25] + coeff0_19*dmats1[19][25] + coeff0_20*dmats1[20][25] + coeff0_21*dmats1[21][25] + coeff0_22*dmats1[22][25] + coeff0_23*dmats1[23][25] + coeff0_24*dmats1[24][25] + coeff0_25*dmats1[25][25] + coeff0_26*dmats1[26][25] + coeff0_27*dmats1[27][25] + coeff0_28*dmats1[28][25] + coeff0_29*dmats1[29][25] + coeff0_30*dmats1[30][25] + coeff0_31*dmats1[31][25] + coeff0_32*dmats1[32][25] + coeff0_33*dmats1[33][25] + coeff0_34*dmats1[34][25];

952

new_coeff0_26 = coeff0_0*dmats1[0][26] + coeff0_1*dmats1[1][26] + coeff0_2*dmats1[2][26] + coeff0_3*dmats1[3][26] + coeff0_4*dmats1[4][26] + coeff0_5*dmats1[5][26] + coeff0_6*dmats1[6][26] + coeff0_7*dmats1[7][26] + coeff0_8*dmats1[8][26] + coeff0_9*dmats1[9][26] + coeff0_10*dmats1[10][26] + coeff0_11*dmats1[11][26] + coeff0_12*dmats1[12][26] + coeff0_13*dmats1[13][26] + coeff0_14*dmats1[14][26] + coeff0_15*dmats1[15][26] + coeff0_16*dmats1[16][26] + coeff0_17*dmats1[17][26] + coeff0_18*dmats1[18][26] + coeff0_19*dmats1[19][26] + coeff0_20*dmats1[20][26] + coeff0_21*dmats1[21][26] + coeff0_22*dmats1[22][26] + coeff0_23*dmats1[23][26] + coeff0_24*dmats1[24][26] + coeff0_25*dmats1[25][26] + coeff0_26*dmats1[26][26] + coeff0_27*dmats1[27][26] + coeff0_28*dmats1[28][26] + coeff0_29*dmats1[29][26] + coeff0_30*dmats1[30][26] + coeff0_31*dmats1[31][26] + coeff0_32*dmats1[32][26] + coeff0_33*dmats1[33][26] + coeff0_34*dmats1[34][26];

953

new_coeff0_27 = coeff0_0*dmats1[0][27] + coeff0_1*dmats1[1][27] + coeff0_2*dmats1[2][27] + coeff0_3*dmats1[3][27] + coeff0_4*dmats1[4][27] + coeff0_5*dmats1[5][27] + coeff0_6*dmats1[6][27] + coeff0_7*dmats1[7][27] + coeff0_8*dmats1[8][27] + coeff0_9*dmats1[9][27] + coeff0_10*dmats1[10][27] + coeff0_11*dmats1[11][27] + coeff0_12*dmats1[12][27] + coeff0_13*dmats1[13][27] + coeff0_14*dmats1[14][27] + coeff0_15*dmats1[15][27] + coeff0_16*dmats1[16][27] + coeff0_17*dmats1[17][27] + coeff0_18*dmats1[18][27] + coeff0_19*dmats1[19][27] + coeff0_20*dmats1[20][27] + coeff0_21*dmats1[21][27] + coeff0_22*dmats1[22][27] + coeff0_23*dmats1[23][27] + coeff0_24*dmats1[24][27] + coeff0_25*dmats1[25][27] + coeff0_26*dmats1[26][27] + coeff0_27*dmats1[27][27] + coeff0_28*dmats1[28][27] + coeff0_29*dmats1[29][27] + coeff0_30*dmats1[30][27] + coeff0_31*dmats1[31][27] + coeff0_32*dmats1[32][27] + coeff0_33*dmats1[33][27] + coeff0_34*dmats1[34][27];

954

new_coeff0_28 = coeff0_0*dmats1[0][28] + coeff0_1*dmats1[1][28] + coeff0_2*dmats1[2][28] + coeff0_3*dmats1[3][28] + coeff0_4*dmats1[4][28] + coeff0_5*dmats1[5][28] + coeff0_6*dmats1[6][28] + coeff0_7*dmats1[7][28] + coeff0_8*dmats1[8][28] + coeff0_9*dmats1[9][28] + coeff0_10*dmats1[10][28] + coeff0_11*dmats1[11][28] + coeff0_12*dmats1[12][28] + coeff0_13*dmats1[13][28] + coeff0_14*dmats1[14][28] + coeff0_15*dmats1[15][28] + coeff0_16*dmats1[16][28] + coeff0_17*dmats1[17][28] + coeff0_18*dmats1[18][28] + coeff0_19*dmats1[19][28] + coeff0_20*dmats1[20][28] + coeff0_21*dmats1[21][28] + coeff0_22*dmats1[22][28] + coeff0_23*dmats1[23][28] + coeff0_24*dmats1[24][28] + coeff0_25*dmats1[25][28] + coeff0_26*dmats1[26][28] + coeff0_27*dmats1[27][28] + coeff0_28*dmats1[28][28] + coeff0_29*dmats1[29][28] + coeff0_30*dmats1[30][28] + coeff0_31*dmats1[31][28] + coeff0_32*dmats1[32][28] + coeff0_33*dmats1[33][28] + coeff0_34*dmats1[34][28];

955

new_coeff0_29 = coeff0_0*dmats1[0][29] + coeff0_1*dmats1[1][29] + coeff0_2*dmats1[2][29] + coeff0_3*dmats1[3][29] + coeff0_4*dmats1[4][29] + coeff0_5*dmats1[5][29] + coeff0_6*dmats1[6][29] + coeff0_7*dmats1[7][29] + coeff0_8*dmats1[8][29] + coeff0_9*dmats1[9][29] + coeff0_10*dmats1[10][29] + coeff0_11*dmats1[11][29] + coeff0_12*dmats1[12][29] + coeff0_13*dmats1[13][29] + coeff0_14*dmats1[14][29] + coeff0_15*dmats1[15][29] + coeff0_16*dmats1[16][29] + coeff0_17*dmats1[17][29] + coeff0_18*dmats1[18][29] + coeff0_19*dmats1[19][29] + coeff0_20*dmats1[20][29] + coeff0_21*dmats1[21][29] + coeff0_22*dmats1[22][29] + coeff0_23*dmats1[23][29] + coeff0_24*dmats1[24][29] + coeff0_25*dmats1[25][29] + coeff0_26*dmats1[26][29] + coeff0_27*dmats1[27][29] + coeff0_28*dmats1[28][29] + coeff0_29*dmats1[29][29] + coeff0_30*dmats1[30][29] + coeff0_31*dmats1[31][29] + coeff0_32*dmats1[32][29] + coeff0_33*dmats1[33][29] + coeff0_34*dmats1[34][29];

956

new_coeff0_30 = coeff0_0*dmats1[0][30] + coeff0_1*dmats1[1][30] + coeff0_2*dmats1[2][30] + coeff0_3*dmats1[3][30] + coeff0_4*dmats1[4][30] + coeff0_5*dmats1[5][30] + coeff0_6*dmats1[6][30] + coeff0_7*dmats1[7][30] + coeff0_8*dmats1[8][30] + coeff0_9*dmats1[9][30] + coeff0_10*dmats1[10][30] + coeff0_11*dmats1[11][30] + coeff0_12*dmats1[12][30] + coeff0_13*dmats1[13][30] + coeff0_14*dmats1[14][30] + coeff0_15*dmats1[15][30] + coeff0_16*dmats1[16][30] + coeff0_17*dmats1[17][30] + coeff0_18*dmats1[18][30] + coeff0_19*dmats1[19][30] + coeff0_20*dmats1[20][30] + coeff0_21*dmats1[21][30] + coeff0_22*dmats1[22][30] + coeff0_23*dmats1[23][30] + coeff0_24*dmats1[24][30] + coeff0_25*dmats1[25][30] + coeff0_26*dmats1[26][30] + coeff0_27*dmats1[27][30] + coeff0_28*dmats1[28][30] + coeff0_29*dmats1[29][30] + coeff0_30*dmats1[30][30] + coeff0_31*dmats1[31][30] + coeff0_32*dmats1[32][30] + coeff0_33*dmats1[33][30] + coeff0_34*dmats1[34][30];

957

new_coeff0_31 = coeff0_0*dmats1[0][31] + coeff0_1*dmats1[1][31] + coeff0_2*dmats1[2][31] + coeff0_3*dmats1[3][31] + coeff0_4*dmats1[4][31] + coeff0_5*dmats1[5][31] + coeff0_6*dmats1[6][31] + coeff0_7*dmats1[7][31] + coeff0_8*dmats1[8][31] + coeff0_9*dmats1[9][31] + coeff0_10*dmats1[10][31] + coeff0_11*dmats1[11][31] + coeff0_12*dmats1[12][31] + coeff0_13*dmats1[13][31] + coeff0_14*dmats1[14][31] + coeff0_15*dmats1[15][31] + coeff0_16*dmats1[16][31] + coeff0_17*dmats1[17][31] + coeff0_18*dmats1[18][31] + coeff0_19*dmats1[19][31] + coeff0_20*dmats1[20][31] + coeff0_21*dmats1[21][31] + coeff0_22*dmats1[22][31] + coeff0_23*dmats1[23][31] + coeff0_24*dmats1[24][31] + coeff0_25*dmats1[25][31] + coeff0_26*dmats1[26][31] + coeff0_27*dmats1[27][31] + coeff0_28*dmats1[28][31] + coeff0_29*dmats1[29][31] + coeff0_30*dmats1[30][31] + coeff0_31*dmats1[31][31] + coeff0_32*dmats1[32][31] + coeff0_33*dmats1[33][31] + coeff0_34*dmats1[34][31];

958

new_coeff0_32 = coeff0_0*dmats1[0][32] + coeff0_1*dmats1[1][32] + coeff0_2*dmats1[2][32] + coeff0_3*dmats1[3][32] + coeff0_4*dmats1[4][32] + coeff0_5*dmats1[5][32] + coeff0_6*dmats1[6][32] + coeff0_7*dmats1[7][32] + coeff0_8*dmats1[8][32] + coeff0_9*dmats1[9][32] + coeff0_10*dmats1[10][32] + coeff0_11*dmats1[11][32] + coeff0_12*dmats1[12][32] + coeff0_13*dmats1[13][32] + coeff0_14*dmats1[14][32] + coeff0_15*dmats1[15][32] + coeff0_16*dmats1[16][32] + coeff0_17*dmats1[17][32] + coeff0_18*dmats1[18][32] + coeff0_19*dmats1[19][32] + coeff0_20*dmats1[20][32] + coeff0_21*dmats1[21][32] + coeff0_22*dmats1[22][32] + coeff0_23*dmats1[23][32] + coeff0_24*dmats1[24][32] + coeff0_25*dmats1[25][32] + coeff0_26*dmats1[26][32] + coeff0_27*dmats1[27][32] + coeff0_28*dmats1[28][32] + coeff0_29*dmats1[29][32] + coeff0_30*dmats1[30][32] + coeff0_31*dmats1[31][32] + coeff0_32*dmats1[32][32] + coeff0_33*dmats1[33][32] + coeff0_34*dmats1[34][32];

959

new_coeff0_33 = coeff0_0*dmats1[0][33] + coeff0_1*dmats1[1][33] + coeff0_2*dmats1[2][33] + coeff0_3*dmats1[3][33] + coeff0_4*dmats1[4][33] + coeff0_5*dmats1[5][33] + coeff0_6*dmats1[6][33] + coeff0_7*dmats1[7][33] + coeff0_8*dmats1[8][33] + coeff0_9*dmats1[9][33] + coeff0_10*dmats1[10][33] + coeff0_11*dmats1[11][33] + coeff0_12*dmats1[12][33] + coeff0_13*dmats1[13][33] + coeff0_14*dmats1[14][33] + coeff0_15*dmats1[15][33] + coeff0_16*dmats1[16][33] + coeff0_17*dmats1[17][33] + coeff0_18*dmats1[18][33] + coeff0_19*dmats1[19][33] + coeff0_20*dmats1[20][33] + coeff0_21*dmats1[21][33] + coeff0_22*dmats1[22][33] + coeff0_23*dmats1[23][33] + coeff0_24*dmats1[24][33] + coeff0_25*dmats1[25][33] + coeff0_26*dmats1[26][33] + coeff0_27*dmats1[27][33] + coeff0_28*dmats1[28][33] + coeff0_29*dmats1[29][33] + coeff0_30*dmats1[30][33] + coeff0_31*dmats1[31][33] + coeff0_32*dmats1[32][33] + coeff0_33*dmats1[33][33] + coeff0_34*dmats1[34][33];

960

new_coeff0_34 = coeff0_0*dmats1[0][34] + coeff0_1*dmats1[1][34] + coeff0_2*dmats1[2][34] + coeff0_3*dmats1[3][34] + coeff0_4*dmats1[4][34] + coeff0_5*dmats1[5][34] + coeff0_6*dmats1[6][34] + coeff0_7*dmats1[7][34] + coeff0_8*dmats1[8][34] + coeff0_9*dmats1[9][34] + coeff0_10*dmats1[10][34] + coeff0_11*dmats1[11][34] + coeff0_12*dmats1[12][34] + coeff0_13*dmats1[13][34] + coeff0_14*dmats1[14][34] + coeff0_15*dmats1[15][34] + coeff0_16*dmats1[16][34] + coeff0_17*dmats1[17][34] + coeff0_18*dmats1[18][34] + coeff0_19*dmats1[19][34] + coeff0_20*dmats1[20][34] + coeff0_21*dmats1[21][34] + coeff0_22*dmats1[22][34] + coeff0_23*dmats1[23][34] + coeff0_24*dmats1[24][34] + coeff0_25*dmats1[25][34] + coeff0_26*dmats1[26][34] + coeff0_27*dmats1[27][34] + coeff0_28*dmats1[28][34] + coeff0_29*dmats1[29][34] + coeff0_30*dmats1[30][34] + coeff0_31*dmats1[31][34] + coeff0_32*dmats1[32][34] + coeff0_33*dmats1[33][34] + coeff0_34*dmats1[34][34];

961

}

962

if(combinations[deriv_num][j] == 2)

963

{

964

new_coeff0_0 = coeff0_0*dmats2[0][0] + coeff0_1*dmats2[1][0] + coeff0_2*dmats2[2][0] + coeff0_3*dmats2[3][0] + coeff0_4*dmats2[4][0] + coeff0_5*dmats2[5][0] + coeff0_6*dmats2[6][0] + coeff0_7*dmats2[7][0] + coeff0_8*dmats2[8][0] + coeff0_9*dmats2[9][0] + coeff0_10*dmats2[10][0] + coeff0_11*dmats2[11][0] + coeff0_12*dmats2[12][0] + coeff0_13*dmats2[13][0] + coeff0_14*dmats2[14][0] + coeff0_15*dmats2[15][0] + coeff0_16*dmats2[16][0] + coeff0_17*dmats2[17][0] + coeff0_18*dmats2[18][0] + coeff0_19*dmats2[19][0] + coeff0_20*dmats2[20][0] + coeff0_21*dmats2[21][0] + coeff0_22*dmats2[22][0] + coeff0_23*dmats2[23][0] + coeff0_24*dmats2[24][0] + coeff0_25*dmats2[25][0] + coeff0_26*dmats2[26][0] + coeff0_27*dmats2[27][0] + coeff0_28*dmats2[28][0] + coeff0_29*dmats2[29][0] + coeff0_30*dmats2[30][0] + coeff0_31*dmats2[31][0] + coeff0_32*dmats2[32][0] + coeff0_33*dmats2[33][0] + coeff0_34*dmats2[34][0];

965

new_coeff0_1 = coeff0_0*dmats2[0][1] + coeff0_1*dmats2[1][1] + coeff0_2*dmats2[2][1] + coeff0_3*dmats2[3][1] + coeff0_4*dmats2[4][1] + coeff0_5*dmats2[5][1] + coeff0_6*dmats2[6][1] + coeff0_7*dmats2[7][1] + coeff0_8*dmats2[8][1] + coeff0_9*dmats2[9][1] + coeff0_10*dmats2[10][1] + coeff0_11*dmats2[11][1] + coeff0_12*dmats2[12][1] + coeff0_13*dmats2[13][1] + coeff0_14*dmats2[14][1] + coeff0_15*dmats2[15][1] + coeff0_16*dmats2[16][1] + coeff0_17*dmats2[17][1] + coeff0_18*dmats2[18][1] + coeff0_19*dmats2[19][1] + coeff0_20*dmats2[20][1] + coeff0_21*dmats2[21][1] + coeff0_22*dmats2[22][1] + coeff0_23*dmats2[23][1] + coeff0_24*dmats2[24][1] + coeff0_25*dmats2[25][1] + coeff0_26*dmats2[26][1] + coeff0_27*dmats2[27][1] + coeff0_28*dmats2[28][1] + coeff0_29*dmats2[29][1] + coeff0_30*dmats2[30][1] + coeff0_31*dmats2[31][1] + coeff0_32*dmats2[32][1] + coeff0_33*dmats2[33][1] + coeff0_34*dmats2[34][1];

966

new_coeff0_2 = coeff0_0*dmats2[0][2] + coeff0_1*dmats2[1][2] + coeff0_2*dmats2[2][2] + coeff0_3*dmats2[3][2] + coeff0_4*dmats2[4][2] + coeff0_5*dmats2[5][2] + coeff0_6*dmats2[6][2] + coeff0_7*dmats2[7][2] + coeff0_8*dmats2[8][2] + coeff0_9*dmats2[9][2] + coeff0_10*dmats2[10][2] + coeff0_11*dmats2[11][2] + coeff0_12*dmats2[12][2] + coeff0_13*dmats2[13][2] + coeff0_14*dmats2[14][2] + coeff0_15*dmats2[15][2] + coeff0_16*dmats2[16][2] + coeff0_17*dmats2[17][2] + coeff0_18*dmats2[18][2] + coeff0_19*dmats2[19][2] + coeff0_20*dmats2[20][2] + coeff0_21*dmats2[21][2] + coeff0_22*dmats2[22][2] + coeff0_23*dmats2[23][2] + coeff0_24*dmats2[24][2] + coeff0_25*dmats2[25][2] + coeff0_26*dmats2[26][2] + coeff0_27*dmats2[27][2] + coeff0_28*dmats2[28][2] + coeff0_29*dmats2[29][2] + coeff0_30*dmats2[30][2] + coeff0_31*dmats2[31][2] + coeff0_32*dmats2[32][2] + coeff0_33*dmats2[33][2] + coeff0_34*dmats2[34][2];

967

new_coeff0_3 = coeff0_0*dmats2[0][3] + coeff0_1*dmats2[1][3] + coeff0_2*dmats2[2][3] + coeff0_3*dmats2[3][3] + coeff0_4*dmats2[4][3] + coeff0_5*dmats2[5][3] + coeff0_6*dmats2[6][3] + coeff0_7*dmats2[7][3] + coeff0_8*dmats2[8][3] + coeff0_9*dmats2[9][3] + coeff0_10*dmats2[10][3] + coeff0_11*dmats2[11][3] + coeff0_12*dmats2[12][3] + coeff0_13*dmats2[13][3] + coeff0_14*dmats2[14][3] + coeff0_15*dmats2[15][3] + coeff0_16*dmats2[16][3] + coeff0_17*dmats2[17][3] + coeff0_18*dmats2[18][3] + coeff0_19*dmats2[19][3] + coeff0_20*dmats2[20][3] + coeff0_21*dmats2[21][3] + coeff0_22*dmats2[22][3] + coeff0_23*dmats2[23][3] + coeff0_24*dmats2[24][3] + coeff0_25*dmats2[25][3] + coeff0_26*dmats2[26][3] + coeff0_27*dmats2[27][3] + coeff0_28*dmats2[28][3] + coeff0_29*dmats2[29][3] + coeff0_30*dmats2[30][3] + coeff0_31*dmats2[31][3] + coeff0_32*dmats2[32][3] + coeff0_33*dmats2[33][3] + coeff0_34*dmats2[34][3];

968

new_coeff0_4 = coeff0_0*dmats2[0][4] + coeff0_1*dmats2[1][4] + coeff0_2*dmats2[2][4] + coeff0_3*dmats2[3][4] + coeff0_4*dmats2[4][4] + coeff0_5*dmats2[5][4] + coeff0_6*dmats2[6][4] + coeff0_7*dmats2[7][4] + coeff0_8*dmats2[8][4] + coeff0_9*dmats2[9][4] + coeff0_10*dmats2[10][4] + coeff0_11*dmats2[11][4] + coeff0_12*dmats2[12][4] + coeff0_13*dmats2[13][4] + coeff0_14*dmats2[14][4] + coeff0_15*dmats2[15][4] + coeff0_16*dmats2[16][4] + coeff0_17*dmats2[17][4] + coeff0_18*dmats2[18][4] + coeff0_19*dmats2[19][4] + coeff0_20*dmats2[20][4] + coeff0_21*dmats2[21][4] + coeff0_22*dmats2[22][4] + coeff0_23*dmats2[23][4] + coeff0_24*dmats2[24][4] + coeff0_25*dmats2[25][4] + coeff0_26*dmats2[26][4] + coeff0_27*dmats2[27][4] + coeff0_28*dmats2[28][4] + coeff0_29*dmats2[29][4] + coeff0_30*dmats2[30][4] + coeff0_31*dmats2[31][4] + coeff0_32*dmats2[32][4] + coeff0_33*dmats2[33][4] + coeff0_34*dmats2[34][4];

969

new_coeff0_5 = coeff0_0*dmats2[0][5] + coeff0_1*dmats2[1][5] + coeff0_2*dmats2[2][5] + coeff0_3*dmats2[3][5] + coeff0_4*dmats2[4][5] + coeff0_5*dmats2[5][5] + coeff0_6*dmats2[6][5] + coeff0_7*dmats2[7][5] + coeff0_8*dmats2[8][5] + coeff0_9*dmats2[9][5] + coeff0_10*dmats2[10][5] + coeff0_11*dmats2[11][5] + coeff0_12*dmats2[12][5] + coeff0_13*dmats2[13][5] + coeff0_14*dmats2[14][5] + coeff0_15*dmats2[15][5] + coeff0_16*dmats2[16][5] + coeff0_17*dmats2[17][5] + coeff0_18*dmats2[18][5] + coeff0_19*dmats2[19][5] + coeff0_20*dmats2[20][5] + coeff0_21*dmats2[21][5] + coeff0_22*dmats2[22][5] + coeff0_23*dmats2[23][5] + coeff0_24*dmats2[24][5] + coeff0_25*dmats2[25][5] + coeff0_26*dmats2[26][5] + coeff0_27*dmats2[27][5] + coeff0_28*dmats2[28][5] + coeff0_29*dmats2[29][5] + coeff0_30*dmats2[30][5] + coeff0_31*dmats2[31][5] + coeff0_32*dmats2[32][5] + coeff0_33*dmats2[33][5] + coeff0_34*dmats2[34][5];

970

new_coeff0_6 = coeff0_0*dmats2[0][6] + coeff0_1*dmats2[1][6] + coeff0_2*dmats2[2][6] + coeff0_3*dmats2[3][6] + coeff0_4*dmats2[4][6] + coeff0_5*dmats2[5][6] + coeff0_6*dmats2[6][6] + coeff0_7*dmats2[7][6] + coeff0_8*dmats2[8][6] + coeff0_9*dmats2[9][6] + coeff0_10*dmats2[10][6] + coeff0_11*dmats2[11][6] + coeff0_12*dmats2[12][6] + coeff0_13*dmats2[13][6] + coeff0_14*dmats2[14][6] + coeff0_15*dmats2[15][6] + coeff0_16*dmats2[16][6] + coeff0_17*dmats2[17][6] + coeff0_18*dmats2[18][6] + coeff0_19*dmats2[19][6] + coeff0_20*dmats2[20][6] + coeff0_21*dmats2[21][6] + coeff0_22*dmats2[22][6] + coeff0_23*dmats2[23][6] + coeff0_24*dmats2[24][6] + coeff0_25*dmats2[25][6] + coeff0_26*dmats2[26][6] + coeff0_27*dmats2[27][6] + coeff0_28*dmats2[28][6] + coeff0_29*dmats2[29][6] + coeff0_30*dmats2[30][6] + coeff0_31*dmats2[31][6] + coeff0_32*dmats2[32][6] + coeff0_33*dmats2[33][6] + coeff0_34*dmats2[34][6];

971

new_coeff0_7 = coeff0_0*dmats2[0][7] + coeff0_1*dmats2[1][7] + coeff0_2*dmats2[2][7] + coeff0_3*dmats2[3][7] + coeff0_4*dmats2[4][7] + coeff0_5*dmats2[5][7] + coeff0_6*dmats2[6][7] + coeff0_7*dmats2[7][7] + coeff0_8*dmats2[8][7] + coeff0_9*dmats2[9][7] + coeff0_10*dmats2[10][7] + coeff0_11*dmats2[11][7] + coeff0_12*dmats2[12][7] + coeff0_13*dmats2[13][7] + coeff0_14*dmats2[14][7] + coeff0_15*dmats2[15][7] + coeff0_16*dmats2[16][7] + coeff0_17*dmats2[17][7] + coeff0_18*dmats2[18][7] + coeff0_19*dmats2[19][7] + coeff0_20*dmats2[20][7] + coeff0_21*dmats2[21][7] + coeff0_22*dmats2[22][7] + coeff0_23*dmats2[23][7] + coeff0_24*dmats2[24][7] + coeff0_25*dmats2[25][7] + coeff0_26*dmats2[26][7] + coeff0_27*dmats2[27][7] + coeff0_28*dmats2[28][7] + coeff0_29*dmats2[29][7] + coeff0_30*dmats2[30][7] + coeff0_31*dmats2[31][7] + coeff0_32*dmats2[32][7] + coeff0_33*dmats2[33][7] + coeff0_34*dmats2[34][7];

972

new_coeff0_8 = coeff0_0*dmats2[0][8] + coeff0_1*dmats2[1][8] + coeff0_2*dmats2[2][8] + coeff0_3*dmats2[3][8] + coeff0_4*dmats2[4][8] + coeff0_5*dmats2[5][8] + coeff0_6*dmats2[6][8] + coeff0_7*dmats2[7][8] + coeff0_8*dmats2[8][8] + coeff0_9*dmats2[9][8] + coeff0_10*dmats2[10][8] + coeff0_11*dmats2[11][8] + coeff0_12*dmats2[12][8] + coeff0_13*dmats2[13][8] + coeff0_14*dmats2[14][8] + coeff0_15*dmats2[15][8] + coeff0_16*dmats2[16][8] + coeff0_17*dmats2[17][8] + coeff0_18*dmats2[18][8] + coeff0_19*dmats2[19][8] + coeff0_20*dmats2[20][8] + coeff0_21*dmats2[21][8] + coeff0_22*dmats2[22][8] + coeff0_23*dmats2[23][8] + coeff0_24*dmats2[24][8] + coeff0_25*dmats2[25][8] + coeff0_26*dmats2[26][8] + coeff0_27*dmats2[27][8] + coeff0_28*dmats2[28][8] + coeff0_29*dmats2[29][8] + coeff0_30*dmats2[30][8] + coeff0_31*dmats2[31][8] + coeff0_32*dmats2[32][8] + coeff0_33*dmats2[33][8] + coeff0_34*dmats2[34][8];

973

new_coeff0_9 = coeff0_0*dmats2[0][9] + coeff0_1*dmats2[1][9] + coeff0_2*dmats2[2][9] + coeff0_3*dmats2[3][9] + coeff0_4*dmats2[4][9] + coeff0_5*dmats2[5][9] + coeff0_6*dmats2[6][9] + coeff0_7*dmats2[7][9] + coeff0_8*dmats2[8][9] + coeff0_9*dmats2[9][9] + coeff0_10*dmats2[10][9] + coeff0_11*dmats2[11][9] + coeff0_12*dmats2[12][9] + coeff0_13*dmats2[13][9] + coeff0_14*dmats2[14][9] + coeff0_15*dmats2[15][9] + coeff0_16*dmats2[16][9] + coeff0_17*dmats2[17][9] + coeff0_18*dmats2[18][9] + coeff0_19*dmats2[19][9] + coeff0_20*dmats2[20][9] + coeff0_21*dmats2[21][9] + coeff0_22*dmats2[22][9] + coeff0_23*dmats2[23][9] + coeff0_24*dmats2[24][9] + coeff0_25*dmats2[25][9] + coeff0_26*dmats2[26][9] + coeff0_27*dmats2[27][9] + coeff0_28*dmats2[28][9] + coeff0_29*dmats2[29][9] + coeff0_30*dmats2[30][9] + coeff0_31*dmats2[31][9] + coeff0_32*dmats2[32][9] + coeff0_33*dmats2[33][9] + coeff0_34*dmats2[34][9];

974

new_coeff0_10 = coeff0_0*dmats2[0][10] + coeff0_1*dmats2[1][10] + coeff0_2*dmats2[2][10] + coeff0_3*dmats2[3][10] + coeff0_4*dmats2[4][10] + coeff0_5*dmats2[5][10] + coeff0_6*dmats2[6][10] + coeff0_7*dmats2[7][10] + coeff0_8*dmats2[8][10] + coeff0_9*dmats2[9][10] + coeff0_10*dmats2[10][10] + coeff0_11*dmats2[11][10] + coeff0_12*dmats2[12][10] + coeff0_13*dmats2[13][10] + coeff0_14*dmats2[14][10] + coeff0_15*dmats2[15][10] + coeff0_16*dmats2[16][10] + coeff0_17*dmats2[17][10] + coeff0_18*dmats2[18][10] + coeff0_19*dmats2[19][10] + coeff0_20*dmats2[20][10] + coeff0_21*dmats2[21][10] + coeff0_22*dmats2[22][10] + coeff0_23*dmats2[23][10] + coeff0_24*dmats2[24][10] + coeff0_25*dmats2[25][10] + coeff0_26*dmats2[26][10] + coeff0_27*dmats2[27][10] + coeff0_28*dmats2[28][10] + coeff0_29*dmats2[29][10] + coeff0_30*dmats2[30][10] + coeff0_31*dmats2[31][10] + coeff0_32*dmats2[32][10] + coeff0_33*dmats2[33][10] + coeff0_34*dmats2[34][10];

975

new_coeff0_11 = coeff0_0*dmats2[0][11] + coeff0_1*dmats2[1][11] + coeff0_2*dmats2[2][11] + coeff0_3*dmats2[3][11] + coeff0_4*dmats2[4][11] + coeff0_5*dmats2[5][11] + coeff0_6*dmats2[6][11] + coeff0_7*dmats2[7][11] + coeff0_8*dmats2[8][11] + coeff0_9*dmats2[9][11] + coeff0_10*dmats2[10][11] + coeff0_11*dmats2[11][11] + coeff0_12*dmats2[12][11] + coeff0_13*dmats2[13][11] + coeff0_14*dmats2[14][11] + coeff0_15*dmats2[15][11] + coeff0_16*dmats2[16][11] + coeff0_17*dmats2[17][11] + coeff0_18*dmats2[18][11] + coeff0_19*dmats2[19][11] + coeff0_20*dmats2[20][11] + coeff0_21*dmats2[21][11] + coeff0_22*dmats2[22][11] + coeff0_23*dmats2[23][11] + coeff0_24*dmats2[24][11] + coeff0_25*dmats2[25][11] + coeff0_26*dmats2[26][11] + coeff0_27*dmats2[27][11] + coeff0_28*dmats2[28][11] + coeff0_29*dmats2[29][11] + coeff0_30*dmats2[30][11] + coeff0_31*dmats2[31][11] + coeff0_32*dmats2[32][11] + coeff0_33*dmats2[33][11] + coeff0_34*dmats2[34][11];

976

new_coeff0_12 = coeff0_0*dmats2[0][12] + coeff0_1*dmats2[1][12] + coeff0_2*dmats2[2][12] + coeff0_3*dmats2[3][12] + coeff0_4*dmats2[4][12] + coeff0_5*dmats2[5][12] + coeff0_6*dmats2[6][12] + coeff0_7*dmats2[7][12] + coeff0_8*dmats2[8][12] + coeff0_9*dmats2[9][12] + coeff0_10*dmats2[10][12] + coeff0_11*dmats2[11][12] + coeff0_12*dmats2[12][12] + coeff0_13*dmats2[13][12] + coeff0_14*dmats2[14][12] + coeff0_15*dmats2[15][12] + coeff0_16*dmats2[16][12] + coeff0_17*dmats2[17][12] + coeff0_18*dmats2[18][12] + coeff0_19*dmats2[19][12] + coeff0_20*dmats2[20][12] + coeff0_21*dmats2[21][12] + coeff0_22*dmats2[22][12] + coeff0_23*dmats2[23][12] + coeff0_24*dmats2[24][12] + coeff0_25*dmats2[25][12] + coeff0_26*dmats2[26][12] + coeff0_27*dmats2[27][12] + coeff0_28*dmats2[28][12] + coeff0_29*dmats2[29][12] + coeff0_30*dmats2[30][12] + coeff0_31*dmats2[31][12] + coeff0_32*dmats2[32][12] + coeff0_33*dmats2[33][12] + coeff0_34*dmats2[34][12];

977

new_coeff0_13 = coeff0_0*dmats2[0][13] + coeff0_1*dmats2[1][13] + coeff0_2*dmats2[2][13] + coeff0_3*dmats2[3][13] + coeff0_4*dmats2[4][13] + coeff0_5*dmats2[5][13] + coeff0_6*dmats2[6][13] + coeff0_7*dmats2[7][13] + coeff0_8*dmats2[8][13] + coeff0_9*dmats2[9][13] + coeff0_10*dmats2[10][13] + coeff0_11*dmats2[11][13] + coeff0_12*dmats2[12][13] + coeff0_13*dmats2[13][13] + coeff0_14*dmats2[14][13] + coeff0_15*dmats2[15][13] + coeff0_16*dmats2[16][13] + coeff0_17*dmats2[17][13] + coeff0_18*dmats2[18][13] + coeff0_19*dmats2[19][13] + coeff0_20*dmats2[20][13] + coeff0_21*dmats2[21][13] + coeff0_22*dmats2[22][13] + coeff0_23*dmats2[23][13] + coeff0_24*dmats2[24][13] + coeff0_25*dmats2[25][13] + coeff0_26*dmats2[26][13] + coeff0_27*dmats2[27][13] + coeff0_28*dmats2[28][13] + coeff0_29*dmats2[29][13] + coeff0_30*dmats2[30][13] + coeff0_31*dmats2[31][13] + coeff0_32*dmats2[32][13] + coeff0_33*dmats2[33][13] + coeff0_34*dmats2[34][13];

978

new_coeff0_14 = coeff0_0*dmats2[0][14] + coeff0_1*dmats2[1][14] + coeff0_2*dmats2[2][14] + coeff0_3*dmats2[3][14] + coeff0_4*dmats2[4][14] + coeff0_5*dmats2[5][14] + coeff0_6*dmats2[6][14] + coeff0_7*dmats2[7][14] + coeff0_8*dmats2[8][14] + coeff0_9*dmats2[9][14] + coeff0_10*dmats2[10][14] + coeff0_11*dmats2[11][14] + coeff0_12*dmats2[12][14] + coeff0_13*dmats2[13][14] + coeff0_14*dmats2[14][14] + coeff0_15*dmats2[15][14] + coeff0_16*dmats2[16][14] + coeff0_17*dmats2[17][14] + coeff0_18*dmats2[18][14] + coeff0_19*dmats2[19][14] + coeff0_20*dmats2[20][14] + coeff0_21*dmats2[21][14] + coeff0_22*dmats2[22][14] + coeff0_23*dmats2[23][14] + coeff0_24*dmats2[24][14] + coeff0_25*dmats2[25][14] + coeff0_26*dmats2[26][14] + coeff0_27*dmats2[27][14] + coeff0_28*dmats2[28][14] + coeff0_29*dmats2[29][14] + coeff0_30*dmats2[30][14] + coeff0_31*dmats2[31][14] + coeff0_32*dmats2[32][14] + coeff0_33*dmats2[33][14] + coeff0_34*dmats2[34][14];

979

new_coeff0_15 = coeff0_0*dmats2[0][15] + coeff0_1*dmats2[1][15] + coeff0_2*dmats2[2][15] + coeff0_3*dmats2[3][15] + coeff0_4*dmats2[4][15] + coeff0_5*dmats2[5][15] + coeff0_6*dmats2[6][15] + coeff0_7*dmats2[7][15] + coeff0_8*dmats2[8][15] + coeff0_9*dmats2[9][15] + coeff0_10*dmats2[10][15] + coeff0_11*dmats2[11][15] + coeff0_12*dmats2[12][15] + coeff0_13*dmats2[13][15] + coeff0_14*dmats2[14][15] + coeff0_15*dmats2[15][15] + coeff0_16*dmats2[16][15] + coeff0_17*dmats2[17][15] + coeff0_18*dmats2[18][15] + coeff0_19*dmats2[19][15] + coeff0_20*dmats2[20][15] + coeff0_21*dmats2[21][15] + coeff0_22*dmats2[22][15] + coeff0_23*dmats2[23][15] + coeff0_24*dmats2[24][15] + coeff0_25*dmats2[25][15] + coeff0_26*dmats2[26][15] + coeff0_27*dmats2[27][15] + coeff0_28*dmats2[28][15] + coeff0_29*dmats2[29][15] + coeff0_30*dmats2[30][15] + coeff0_31*dmats2[31][15] + coeff0_32*dmats2[32][15] + coeff0_33*dmats2[33][15] + coeff0_34*dmats2[34][15];

980

new_coeff0_16 = coeff0_0*dmats2[0][16] + coeff0_1*dmats2[1][16] + coeff0_2*dmats2[2][16] + coeff0_3*dmats2[3][16] + coeff0_4*dmats2[4][16] + coeff0_5*dmats2[5][16] + coeff0_6*dmats2[6][16] + coeff0_7*dmats2[7][16] + coeff0_8*dmats2[8][16] + coeff0_9*dmats2[9][16] + coeff0_10*dmats2[10][16] + coeff0_11*dmats2[11][16] + coeff0_12*dmats2[12][16] + coeff0_13*dmats2[13][16] + coeff0_14*dmats2[14][16] + coeff0_15*dmats2[15][16] + coeff0_16*dmats2[16][16] + coeff0_17*dmats2[17][16] + coeff0_18*dmats2[18][16] + coeff0_19*dmats2[19][16] + coeff0_20*dmats2[20][16] + coeff0_21*dmats2[21][16] + coeff0_22*dmats2[22][16] + coeff0_23*dmats2[23][16] + coeff0_24*dmats2[24][16] + coeff0_25*dmats2[25][16] + coeff0_26*dmats2[26][16] + coeff0_27*dmats2[27][16] + coeff0_28*dmats2[28][16] + coeff0_29*dmats2[29][16] + coeff0_30*dmats2[30][16] + coeff0_31*dmats2[31][16] + coeff0_32*dmats2[32][16] + coeff0_33*dmats2[33][16] + coeff0_34*dmats2[34][16];

981

new_coeff0_17 = coeff0_0*dmats2[0][17] + coeff0_1*dmats2[1][17] + coeff0_2*dmats2[2][17] + coeff0_3*dmats2[3][17] + coeff0_4*dmats2[4][17] + coeff0_5*dmats2[5][17] + coeff0_6*dmats2[6][17] + coeff0_7*dmats2[7][17] + coeff0_8*dmats2[8][17] + coeff0_9*dmats2[9][17] + coeff0_10*dmats2[10][17] + coeff0_11*dmats2[11][17] + coeff0_12*dmats2[12][17] + coeff0_13*dmats2[13][17] + coeff0_14*dmats2[14][17] + coeff0_15*dmats2[15][17] + coeff0_16*dmats2[16][17] + coeff0_17*dmats2[17][17] + coeff0_18*dmats2[18][17] + coeff0_19*dmats2[19][17] + coeff0_20*dmats2[20][17] + coeff0_21*dmats2[21][17] + coeff0_22*dmats2[22][17] + coeff0_23*dmats2[23][17] + coeff0_24*dmats2[24][17] + coeff0_25*dmats2[25][17] + coeff0_26*dmats2[26][17] + coeff0_27*dmats2[27][17] + coeff0_28*dmats2[28][17] + coeff0_29*dmats2[29][17] + coeff0_30*dmats2[30][17] + coeff0_31*dmats2[31][17] + coeff0_32*dmats2[32][17] + coeff0_33*dmats2[33][17] + coeff0_34*dmats2[34][17];

982

new_coeff0_18 = coeff0_0*dmats2[0][18] + coeff0_1*dmats2[1][18] + coeff0_2*dmats2[2][18] + coeff0_3*dmats2[3][18] + coeff0_4*dmats2[4][18] + coeff0_5*dmats2[5][18] + coeff0_6*dmats2[6][18] + coeff0_7*dmats2[7][18] + coeff0_8*dmats2[8][18] + coeff0_9*dmats2[9][18] + coeff0_10*dmats2[10][18] + coeff0_11*dmats2[11][18] + coeff0_12*dmats2[12][18] + coeff0_13*dmats2[13][18] + coeff0_14*dmats2[14][18] + coeff0_15*dmats2[15][18] + coeff0_16*dmats2[16][18] + coeff0_17*dmats2[17][18] + coeff0_18*dmats2[18][18] + coeff0_19*dmats2[19][18] + coeff0_20*dmats2[20][18] + coeff0_21*dmats2[21][18] + coeff0_22*dmats2[22][18] + coeff0_23*dmats2[23][18] + coeff0_24*dmats2[24][18] + coeff0_25*dmats2[25][18] + coeff0_26*dmats2[26][18] + coeff0_27*dmats2[27][18] + coeff0_28*dmats2[28][18] + coeff0_29*dmats2[29][18] + coeff0_30*dmats2[30][18] + coeff0_31*dmats2[31][18] + coeff0_32*dmats2[32][18] + coeff0_33*dmats2[33][18] + coeff0_34*dmats2[34][18];

983

new_coeff0_19 = coeff0_0*dmats2[0][19] + coeff0_1*dmats2[1][19] + coeff0_2*dmats2[2][19] + coeff0_3*dmats2[3][19] + coeff0_4*dmats2[4][19] + coeff0_5*dmats2[5][19] + coeff0_6*dmats2[6][19] + coeff0_7*dmats2[7][19] + coeff0_8*dmats2[8][19] + coeff0_9*dmats2[9][19] + coeff0_10*dmats2[10][19] + coeff0_11*dmats2[11][19] + coeff0_12*dmats2[12][19] + coeff0_13*dmats2[13][19] + coeff0_14*dmats2[14][19] + coeff0_15*dmats2[15][19] + coeff0_16*dmats2[16][19] + coeff0_17*dmats2[17][19] + coeff0_18*dmats2[18][19] + coeff0_19*dmats2[19][19] + coeff0_20*dmats2[20][19] + coeff0_21*dmats2[21][19] + coeff0_22*dmats2[22][19] + coeff0_23*dmats2[23][19] + coeff0_24*dmats2[24][19] + coeff0_25*dmats2[25][19] + coeff0_26*dmats2[26][19] + coeff0_27*dmats2[27][19] + coeff0_28*dmats2[28][19] + coeff0_29*dmats2[29][19] + coeff0_30*dmats2[30][19] + coeff0_31*dmats2[31][19] + coeff0_32*dmats2[32][19] + coeff0_33*dmats2[33][19] + coeff0_34*dmats2[34][19];

984

new_coeff0_20 = coeff0_0*dmats2[0][20] + coeff0_1*dmats2[1][20] + coeff0_2*dmats2[2][20] + coeff0_3*dmats2[3][20] + coeff0_4*dmats2[4][20] + coeff0_5*dmats2[5][20] + coeff0_6*dmats2[6][20] + coeff0_7*dmats2[7][20] + coeff0_8*dmats2[8][20] + coeff0_9*dmats2[9][20] + coeff0_10*dmats2[10][20] + coeff0_11*dmats2[11][20] + coeff0_12*dmats2[12][20] + coeff0_13*dmats2[13][20] + coeff0_14*dmats2[14][20] + coeff0_15*dmats2[15][20] + coeff0_16*dmats2[16][20] + coeff0_17*dmats2[17][20] + coeff0_18*dmats2[18][20] + coeff0_19*dmats2[19][20] + coeff0_20*dmats2[20][20] + coeff0_21*dmats2[21][20] + coeff0_22*dmats2[22][20] + coeff0_23*dmats2[23][20] + coeff0_24*dmats2[24][20] + coeff0_25*dmats2[25][20] + coeff0_26*dmats2[26][20] + coeff0_27*dmats2[27][20] + coeff0_28*dmats2[28][20] + coeff0_29*dmats2[29][20] + coeff0_30*dmats2[30][20] + coeff0_31*dmats2[31][20] + coeff0_32*dmats2[32][20] + coeff0_33*dmats2[33][20] + coeff0_34*dmats2[34][20];

985

new_coeff0_21 = coeff0_0*dmats2[0][21] + coeff0_1*dmats2[1][21] + coeff0_2*dmats2[2][21] + coeff0_3*dmats2[3][21] + coeff0_4*dmats2[4][21] + coeff0_5*dmats2[5][21] + coeff0_6*dmats2[6][21] + coeff0_7*dmats2[7][21] + coeff0_8*dmats2[8][21] + coeff0_9*dmats2[9][21] + coeff0_10*dmats2[10][21] + coeff0_11*dmats2[11][21] + coeff0_12*dmats2[12][21] + coeff0_13*dmats2[13][21] + coeff0_14*dmats2[14][21] + coeff0_15*dmats2[15][21] + coeff0_16*dmats2[16][21] + coeff0_17*dmats2[17][21] + coeff0_18*dmats2[18][21] + coeff0_19*dmats2[19][21] + coeff0_20*dmats2[20][21] + coeff0_21*dmats2[21][21] + coeff0_22*dmats2[22][21] + coeff0_23*dmats2[23][21] + coeff0_24*dmats2[24][21] + coeff0_25*dmats2[25][21] + coeff0_26*dmats2[26][21] + coeff0_27*dmats2[27][21] + coeff0_28*dmats2[28][21] + coeff0_29*dmats2[29][21] + coeff0_30*dmats2[30][21] + coeff0_31*dmats2[31][21] + coeff0_32*dmats2[32][21] + coeff0_33*dmats2[33][21] + coeff0_34*dmats2[34][21];

986

new_coeff0_22 = coeff0_0*dmats2[0][22] + coeff0_1*dmats2[1][22] + coeff0_2*dmats2[2][22] + coeff0_3*dmats2[3][22] + coeff0_4*dmats2[4][22] + coeff0_5*dmats2[5][22] + coeff0_6*dmats2[6][22] + coeff0_7*dmats2[7][22] + coeff0_8*dmats2[8][22] + coeff0_9*dmats2[9][22] + coeff0_10*dmats2[10][22] + coeff0_11*dmats2[11][22] + coeff0_12*dmats2[12][22] + coeff0_13*dmats2[13][22] + coeff0_14*dmats2[14][22] + coeff0_15*dmats2[15][22] + coeff0_16*dmats2[16][22] + coeff0_17*dmats2[17][22] + coeff0_18*dmats2[18][22] + coeff0_19*dmats2[19][22] + coeff0_20*dmats2[20][22] + coeff0_21*dmats2[21][22] + coeff0_22*dmats2[22][22] + coeff0_23*dmats2[23][22] + coeff0_24*dmats2[24][22] + coeff0_25*dmats2[25][22] + coeff0_26*dmats2[26][22] + coeff0_27*dmats2[27][22] + coeff0_28*dmats2[28][22] + coeff0_29*dmats2[29][22] + coeff0_30*dmats2[30][22] + coeff0_31*dmats2[31][22] + coeff0_32*dmats2[32][22] + coeff0_33*dmats2[33][22] + coeff0_34*dmats2[34][22];

987

new_coeff0_23 = coeff0_0*dmats2[0][23] + coeff0_1*dmats2[1][23] + coeff0_2*dmats2[2][23] + coeff0_3*dmats2[3][23] + coeff0_4*dmats2[4][23] + coeff0_5*dmats2[5][23] + coeff0_6*dmats2[6][23] + coeff0_7*dmats2[7][23] + coeff0_8*dmats2[8][23] + coeff0_9*dmats2[9][23] + coeff0_10*dmats2[10][23] + coeff0_11*dmats2[11][23] + coeff0_12*dmats2[12][23] + coeff0_13*dmats2[13][23] + coeff0_14*dmats2[14][23] + coeff0_15*dmats2[15][23] + coeff0_16*dmats2[16][23] + coeff0_17*dmats2[17][23] + coeff0_18*dmats2[18][23] + coeff0_19*dmats2[19][23] + coeff0_20*dmats2[20][23] + coeff0_21*dmats2[21][23] + coeff0_22*dmats2[22][23] + coeff0_23*dmats2[23][23] + coeff0_24*dmats2[24][23] + coeff0_25*dmats2[25][23] + coeff0_26*dmats2[26][23] + coeff0_27*dmats2[27][23] + coeff0_28*dmats2[28][23] + coeff0_29*dmats2[29][23] + coeff0_30*dmats2[30][23] + coeff0_31*dmats2[31][23] + coeff0_32*dmats2[32][23] + coeff0_33*dmats2[33][23] + coeff0_34*dmats2[34][23];

988

new_coeff0_24 = coeff0_0*dmats2[0][24] + coeff0_1*dmats2[1][24] + coeff0_2*dmats2[2][24] + coeff0_3*dmats2[3][24] + coeff0_4*dmats2[4][24] + coeff0_5*dmats2[5][24] + coeff0_6*dmats2[6][24] + coeff0_7*dmats2[7][24] + coeff0_8*dmats2[8][24] + coeff0_9*dmats2[9][24] + coeff0_10*dmats2[10][24] + coeff0_11*dmats2[11][24] + coeff0_12*dmats2[12][24] + coeff0_13*dmats2[13][24] + coeff0_14*dmats2[14][24] + coeff0_15*dmats2[15][24] + coeff0_16*dmats2[16][24] + coeff0_17*dmats2[17][24] + coeff0_18*dmats2[18][24] + coeff0_19*dmats2[19][24] + coeff0_20*dmats2[20][24] + coeff0_21*dmats2[21][24] + coeff0_22*dmats2[22][24] + coeff0_23*dmats2[23][24] + coeff0_24*dmats2[24][24] + coeff0_25*dmats2[25][24] + coeff0_26*dmats2[26][24] + coeff0_27*dmats2[27][24] + coeff0_28*dmats2[28][24] + coeff0_29*dmats2[29][24] + coeff0_30*dmats2[30][24] + coeff0_31*dmats2[31][24] + coeff0_32*dmats2[32][24] + coeff0_33*dmats2[33][24] + coeff0_34*dmats2[34][24];

989

new_coeff0_25 = coeff0_0*dmats2[0][25] + coeff0_1*dmats2[1][25] + coeff0_2*dmats2[2][25] + coeff0_3*dmats2[3][25] + coeff0_4*dmats2[4][25] + coeff0_5*dmats2[5][25] + coeff0_6*dmats2[6][25] + coeff0_7*dmats2[7][25] + coeff0_8*dmats2[8][25] + coeff0_9*dmats2[9][25] + coeff0_10*dmats2[10][25] + coeff0_11*dmats2[11][25] + coeff0_12*dmats2[12][25] + coeff0_13*dmats2[13][25] + coeff0_14*dmats2[14][25] + coeff0_15*dmats2[15][25] + coeff0_16*dmats2[16][25] + coeff0_17*dmats2[17][25] + coeff0_18*dmats2[18][25] + coeff0_19*dmats2[19][25] + coeff0_20*dmats2[20][25] + coeff0_21*dmats2[21][25] + coeff0_22*dmats2[22][25] + coeff0_23*dmats2[23][25] + coeff0_24*dmats2[24][25] + coeff0_25*dmats2[25][25] + coeff0_26*dmats2[26][25] + coeff0_27*dmats2[27][25] + coeff0_28*dmats2[28][25] + coeff0_29*dmats2[29][25] + coeff0_30*dmats2[30][25] + coeff0_31*dmats2[31][25] + coeff0_32*dmats2[32][25] + coeff0_33*dmats2[33][25] + coeff0_34*dmats2[34][25];

990

new_coeff0_26 = coeff0_0*dmats2[0][26] + coeff0_1*dmats2[1][26] + coeff0_2*dmats2[2][26] + coeff0_3*dmats2[3][26] + coeff0_4*dmats2[4][26] + coeff0_5*dmats2[5][26] + coeff0_6*dmats2[6][26] + coeff0_7*dmats2[7][26] + coeff0_8*dmats2[8][26] + coeff0_9*dmats2[9][26] + coeff0_10*dmats2[10][26] + coeff0_11*dmats2[11][26] + coeff0_12*dmats2[12][26] + coeff0_13*dmats2[13][26] + coeff0_14*dmats2[14][26] + coeff0_15*dmats2[15][26] + coeff0_16*dmats2[16][26] + coeff0_17*dmats2[17][26] + coeff0_18*dmats2[18][26] + coeff0_19*dmats2[19][26] + coeff0_20*dmats2[20][26] + coeff0_21*dmats2[21][26] + coeff0_22*dmats2[22][26] + coeff0_23*dmats2[23][26] + coeff0_24*dmats2[24][26] + coeff0_25*dmats2[25][26] + coeff0_26*dmats2[26][26] + coeff0_27*dmats2[27][26] + coeff0_28*dmats2[28][26] + coeff0_29*dmats2[29][26] + coeff0_30*dmats2[30][26] + coeff0_31*dmats2[31][26] + coeff0_32*dmats2[32][26] + coeff0_33*dmats2[33][26] + coeff0_34*dmats2[34][26];

991

new_coeff0_27 = coeff0_0*dmats2[0][27] + coeff0_1*dmats2[1][27] + coeff0_2*dmats2[2][27] + coeff0_3*dmats2[3][27] + coeff0_4*dmats2[4][27] + coeff0_5*dmats2[5][27] + coeff0_6*dmats2[6][27] + coeff0_7*dmats2[7][27] + coeff0_8*dmats2[8][27] + coeff0_9*dmats2[9][27] + coeff0_10*dmats2[10][27] + coeff0_11*dmats2[11][27] + coeff0_12*dmats2[12][27] + coeff0_13*dmats2[13][27] + coeff0_14*dmats2[14][27] + coeff0_15*dmats2[15][27] + coeff0_16*dmats2[16][27] + coeff0_17*dmats2[17][27] + coeff0_18*dmats2[18][27] + coeff0_19*dmats2[19][27] + coeff0_20*dmats2[20][27] + coeff0_21*dmats2[21][27] + coeff0_22*dmats2[22][27] + coeff0_23*dmats2[23][27] + coeff0_24*dmats2[24][27] + coeff0_25*dmats2[25][27] + coeff0_26*dmats2[26][27] + coeff0_27*dmats2[27][27] + coeff0_28*dmats2[28][27] + coeff0_29*dmats2[29][27] + coeff0_30*dmats2[30][27] + coeff0_31*dmats2[31][27] + coeff0_32*dmats2[32][27] + coeff0_33*dmats2[33][27] + coeff0_34*dmats2[34][27];

992

new_coeff0_28 = coeff0_0*dmats2[0][28] + coeff0_1*dmats2[1][28] + coeff0_2*dmats2[2][28] + coeff0_3*dmats2[3][28] + coeff0_4*dmats2[4][28] + coeff0_5*dmats2[5][28] + coeff0_6*dmats2[6][28] + coeff0_7*dmats2[7][28] + coeff0_8*dmats2[8][28] + coeff0_9*dmats2[9][28] + coeff0_10*dmats2[10][28] + coeff0_11*dmats2[11][28] + coeff0_12*dmats2[12][28] + coeff0_13*dmats2[13][28] + coeff0_14*dmats2[14][28] + coeff0_15*dmats2[15][28] + coeff0_16*dmats2[16][28] + coeff0_17*dmats2[17][28] + coeff0_18*dmats2[18][28] + coeff0_19*dmats2[19][28] + coeff0_20*dmats2[20][28] + coeff0_21*dmats2[21][28] + coeff0_22*dmats2[22][28] + coeff0_23*dmats2[23][28] + coeff0_24*dmats2[24][28] + coeff0_25*dmats2[25][28] + coeff0_26*dmats2[26][28] + coeff0_27*dmats2[27][28] + coeff0_28*dmats2[28][28] + coeff0_29*dmats2[29][28] + coeff0_30*dmats2[30][28] + coeff0_31*dmats2[31][28] + coeff0_32*dmats2[32][28] + coeff0_33*dmats2[33][28] + coeff0_34*dmats2[34][28];

993

new_coeff0_29 = coeff0_0*dmats2[0][29] + coeff0_1*dmats2[1][29] + coeff0_2*dmats2[2][29] + coeff0_3*dmats2[3][29] + coeff0_4*dmats2[4][29] + coeff0_5*dmats2[5][29] + coeff0_6*dmats2[6][29] + coeff0_7*dmats2[7][29] + coeff0_8*dmats2[8][29] + coeff0_9*dmats2[9][29] + coeff0_10*dmats2[10][29] + coeff0_11*dmats2[11][29] + coeff0_12*dmats2[12][29] + coeff0_13*dmats2[13][29] + coeff0_14*dmats2[14][29] + coeff0_15*dmats2[15][29] + coeff0_16*dmats2[16][29] + coeff0_17*dmats2[17][29] + coeff0_18*dmats2[18][29] + coeff0_19*dmats2[19][29] + coeff0_20*dmats2[20][29] + coeff0_21*dmats2[21][29] + coeff0_22*dmats2[22][29] + coeff0_23*dmats2[23][29] + coeff0_24*dmats2[24][29] + coeff0_25*dmats2[25][29] + coeff0_26*dmats2[26][29] + coeff0_27*dmats2[27][29] + coeff0_28*dmats2[28][29] + coeff0_29*dmats2[29][29] + coeff0_30*dmats2[30][29] + coeff0_31*dmats2[31][29] + coeff0_32*dmats2[32][29] + coeff0_33*dmats2[33][29] + coeff0_34*dmats2[34][29];

994

new_coeff0_30 = coeff0_0*dmats2[0][30] + coeff0_1*dmats2[1][30] + coeff0_2*dmats2[2][30] + coeff0_3*dmats2[3][30] + coeff0_4*dmats2[4][30] + coeff0_5*dmats2[5][30] + coeff0_6*dmats2[6][30] + coeff0_7*dmats2[7][30] + coeff0_8*dmats2[8][30] + coeff0_9*dmats2[9][30] + coeff0_10*dmats2[10][30] + coeff0_11*dmats2[11][30] + coeff0_12*dmats2[12][30] + coeff0_13*dmats2[13][30] + coeff0_14*dmats2[14][30] + coeff0_15*dmats2[15][30] + coeff0_16*dmats2[16][30] + coeff0_17*dmats2[17][30] + coeff0_18*dmats2[18][30] + coeff0_19*dmats2[19][30] + coeff0_20*dmats2[20][30] + coeff0_21*dmats2[21][30] + coeff0_22*dmats2[22][30] + coeff0_23*dmats2[23][30] + coeff0_24*dmats2[24][30] + coeff0_25*dmats2[25][30] + coeff0_26*dmats2[26][30] + coeff0_27*dmats2[27][30] + coeff0_28*dmats2[28][30] + coeff0_29*dmats2[29][30] + coeff0_30*dmats2[30][30] + coeff0_31*dmats2[31][30] + coeff0_32*dmats2[32][30] + coeff0_33*dmats2[33][30] + coeff0_34*dmats2[34][30];

995

new_coeff0_31 = coeff0_0*dmats2[0][31] + coeff0_1*dmats2[1][31] + coeff0_2*dmats2[2][31] + coeff0_3*dmats2[3][31] + coeff0_4*dmats2[4][31] + coeff0_5*dmats2[5][31] + coeff0_6*dmats2[6][31] + coeff0_7*dmats2[7][31] + coeff0_8*dmats2[8][31] + coeff0_9*dmats2[9][31] + coeff0_10*dmats2[10][31] + coeff0_11*dmats2[11][31] + coeff0_12*dmats2[12][31] + coeff0_13*dmats2[13][31] + coeff0_14*dmats2[14][31] + coeff0_15*dmats2[15][31] + coeff0_16*dmats2[16][31] + coeff0_17*dmats2[17][31] + coeff0_18*dmats2[18][31] + coeff0_19*dmats2[19][31] + coeff0_20*dmats2[20][31] + coeff0_21*dmats2[21][31] + coeff0_22*dmats2[22][31] + coeff0_23*dmats2[23][31] + coeff0_24*dmats2[24][31] + coeff0_25*dmats2[25][31] + coeff0_26*dmats2[26][31] + coeff0_27*dmats2[27][31] + coeff0_28*dmats2[28][31] + coeff0_29*dmats2[29][31] + coeff0_30*dmats2[30][31] + coeff0_31*dmats2[31][31] + coeff0_32*dmats2[32][31] + coeff0_33*dmats2[33][31] + coeff0_34*dmats2[34][31];

996

new_coeff0_32 = coeff0_0*dmats2[0][32] + coeff0_1*dmats2[1][32] + coeff0_2*dmats2[2][32] + coeff0_3*dmats2[3][32] + coeff0_4*dmats2[4][32] + coeff0_5*dmats2[5][32] + coeff0_6*dmats2[6][32] + coeff0_7*dmats2[7][32] + coeff0_8*dmats2[8][32] + coeff0_9*dmats2[9][32] + coeff0_10*dmats2[10][32] + coeff0_11*dmats2[11][32] + coeff0_12*dmats2[12][32] + coeff0_13*dmats2[13][32] + coeff0_14*dmats2[14][32] + coeff0_15*dmats2[15][32] + coeff0_16*dmats2[16][32] + coeff0_17*dmats2[17][32] + coeff0_18*dmats2[18][32] + coeff0_19*dmats2[19][32] + coeff0_20*dmats2[20][32] + coeff0_21*dmats2[21][32] + coeff0_22*dmats2[22][32] + coeff0_23*dmats2[23][32] + coeff0_24*dmats2[24][32] + coeff0_25*dmats2[25][32] + coeff0_26*dmats2[26][32] + coeff0_27*dmats2[27][32] + coeff0_28*dmats2[28][32] + coeff0_29*dmats2[29][32] + coeff0_30*dmats2[30][32] + coeff0_31*dmats2[31][32] + coeff0_32*dmats2[32][32] + coeff0_33*dmats2[33][32] + coeff0_34*dmats2[34][32];

997

new_coeff0_33 = coeff0_0*dmats2[0][33] + coeff0_1*dmats2[1][33] + coeff0_2*dmats2[2][33] + coeff0_3*dmats2[3][33] + coeff0_4*dmats2[4][33] + coeff0_5*dmats2[5][33] + coeff0_6*dmats2[6][33] + coeff0_7*dmats2[7][33] + coeff0_8*dmats2[8][33] + coeff0_9*dmats2[9][33] + coeff0_10*dmats2[10][33] + coeff0_11*dmats2[11][33] + coeff0_12*dmats2[12][33] + coeff0_13*dmats2[13][33] + coeff0_14*dmats2[14][33] + coeff0_15*dmats2[15][33] + coeff0_16*dmats2[16][33] + coeff0_17*dmats2[17][33] + coeff0_18*dmats2[18][33] + coeff0_19*dmats2[19][33] + coeff0_20*dmats2[20][33] + coeff0_21*dmats2[21][33] + coeff0_22*dmats2[22][33] + coeff0_23*dmats2[23][33] + coeff0_24*dmats2[24][33] + coeff0_25*dmats2[25][33] + coeff0_26*dmats2[26][33] + coeff0_27*dmats2[27][33] + coeff0_28*dmats2[28][33] + coeff0_29*dmats2[29][33] + coeff0_30*dmats2[30][33] + coeff0_31*dmats2[31][33] + coeff0_32*dmats2[32][33] + coeff0_33*dmats2[33][33] + coeff0_34*dmats2[34][33];

998

new_coeff0_34 = coeff0_0*dmats2[0][34] + coeff0_1*dmats2[1][34] + coeff0_2*dmats2[2][34] + coeff0_3*dmats2[3][34] + coeff0_4*dmats2[4][34] + coeff0_5*dmats2[5][34] + coeff0_6*dmats2[6][34] + coeff0_7*dmats2[7][34] + coeff0_8*dmats2[8][34] + coeff0_9*dmats2[9][34] + coeff0_10*dmats2[10][34] + coeff0_11*dmats2[11][34] + coeff0_12*dmats2[12][34] + coeff0_13*dmats2[13][34] + coeff0_14*dmats2[14][34] + coeff0_15*dmats2[15][34] + coeff0_16*dmats2[16][34] + coeff0_17*dmats2[17][34] + coeff0_18*dmats2[18][34] + coeff0_19*dmats2[19][34] + coeff0_20*dmats2[20][34] + coeff0_21*dmats2[21][34] + coeff0_22*dmats2[22][34] + coeff0_23*dmats2[23][34] + coeff0_24*dmats2[24][34] + coeff0_25*dmats2[25][34] + coeff0_26*dmats2[26][34] + coeff0_27*dmats2[27][34] + coeff0_28*dmats2[28][34] + coeff0_29*dmats2[29][34] + coeff0_30*dmats2[30][34] + coeff0_31*dmats2[31][34] + coeff0_32*dmats2[32][34] + coeff0_33*dmats2[33][34] + coeff0_34*dmats2[34][34];

999

}

1000

1001

}

1002

// Compute derivatives on reference element as dot product of coefficients and basisvalues

1003

derivatives[deriv_num] = new_coeff0_0*basisvalue0 + new_coeff0_1*basisvalue1 + new_coeff0_2*basisvalue2 + new_coeff0_3*basisvalue3 + new_coeff0_4*basisvalue4 + new_coeff0_5*basisvalue5 + new_coeff0_6*basisvalue6 + new_coeff0_7*basisvalue7 + new_coeff0_8*basisvalue8 + new_coeff0_9*basisvalue9 + new_coeff0_10*basisvalue10 + new_coeff0_11*basisvalue11 + new_coeff0_12*basisvalue12 + new_coeff0_13*basisvalue13 + new_coeff0_14*basisvalue14 + new_coeff0_15*basisvalue15 + new_coeff0_16*basisvalue16 + new_coeff0_17*basisvalue17 + new_coeff0_18*basisvalue18 + new_coeff0_19*basisvalue19 + new_coeff0_20*basisvalue20 + new_coeff0_21*basisvalue21 + new_coeff0_22*basisvalue22 + new_coeff0_23*basisvalue23 + new_coeff0_24*basisvalue24 + new_coeff0_25*basisvalue25 + new_coeff0_26*basisvalue26 + new_coeff0_27*basisvalue27 + new_coeff0_28*basisvalue28 + new_coeff0_29*basisvalue29 + new_coeff0_30*basisvalue30 + new_coeff0_31*basisvalue31 + new_coeff0_32*basisvalue32 + new_coeff0_33*basisvalue33 + new_coeff0_34*basisvalue34;

1004

}

1005

1006

// Transform derivatives back to physical element

1007

for (unsigned int row = 0; row < num_derivatives; row++)

1008

{

1009

for (unsigned int col = 0; col < num_derivatives; col++)

1010

{

1011

values[row] += transform[row][col]*derivatives[col];

1012

}

1013

}

1014

// Delete pointer to array of derivatives on FIAT element

1015

delete [] derivatives;

1016

1017

// Delete pointer to array of combinations of derivatives and transform

1018

for (unsigned int row = 0; row < num_derivatives; row++)

1019

{

1020

delete [] combinations[row];

1021

delete [] transform[row];

1022

}

1023

1024

delete [] combinations;

1025

delete [] transform;

1026

}

1027

1028

/// Evaluate order n derivatives of all basis functions at given point in cell

1029

virtual void evaluate_basis_derivatives_all(unsigned int n,

1030

double* values,

1031

const double* coordinates,

1032

const ufc::cell& c) const

1033

{

1034

throw std::runtime_error("The vectorised version of evaluate_basis_derivatives() is not yet implemented.");

1035

}

1036

1037

/// Evaluate linear functional for dof i on the function f

1038

virtual double evaluate_dof(unsigned int i,

1039

const ufc::function& f,

1040

const ufc::cell& c) const

1041

{

1042

// The reference points, direction and weights:

1043

const static double X[35][1][3] = {{{0, 0, 0}}, {{1, 0, 0}}, {{0, 1, 0}}, {{0, 0, 1}}, {{0, 0.75, 0.25}}, {{0, 0.5, 0.5}}, {{0, 0.25, 0.75}}, {{0.75, 0, 0.25}}, {{0.5, 0, 0.5}}, {{0.25, 0, 0.75}}, {{0.75, 0.25, 0}}, {{0.5, 0.5, 0}}, {{0.25, 0.75, 0}}, {{0, 0, 0.25}}, {{0, 0, 0.5}}, {{0, 0, 0.75}}, {{0, 0.25, 0}}, {{0, 0.5, 0}}, {{0, 0.75, 0}}, {{0.25, 0, 0}}, {{0.5, 0, 0}}, {{0.75, 0, 0}}, {{0.5, 0.25, 0.25}}, {{0.25, 0.5, 0.25}}, {{0.25, 0.25, 0.5}}, {{0, 0.25, 0.25}}, {{0, 0.5, 0.25}}, {{0, 0.25, 0.5}}, {{0.25, 0, 0.25}}, {{0.5, 0, 0.25}}, {{0.25, 0, 0.5}}, {{0.25, 0.25, 0}}, {{0.5, 0.25, 0}}, {{0.25, 0.5, 0}}, {{0.25, 0.25, 0.25}}};

1044

const static double W[35][1] = {{1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}};

1045

const static double D[35][1][1] = {{{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}};

1046

1047

const double * const * x = c.coordinates;

1048

double result = 0.0;

1049

// Iterate over the points:

1050

// Evaluate basis functions for affine mapping

1051

const double w0 = 1.0 - X[i][0][0] - X[i][0][1] - X[i][0][2];

1052

const double w1 = X[i][0][0];

1053

const double w2 = X[i][0][1];

1054

const double w3 = X[i][0][2];

1055

1056

// Compute affine mapping y = F(X)

1057

double y[3];

1058

y[0] = w0*x[0][0] + w1*x[1][0] + w2*x[2][0] + w3*x[3][0];

1059

y[1] = w0*x[0][1] + w1*x[1][1] + w2*x[2][1] + w3*x[3][1];

1060

y[2] = w0*x[0][2] + w1*x[1][2] + w2*x[2][2] + w3*x[3][2];

1061

1062

// Evaluate function at physical points

1063

double values[1];

1064

f.evaluate(values, y, c);

1065

1066

// Map function values using appropriate mapping

1067

// Affine map: Do nothing

1068

1069

// Note that we do not map the weights (yet).

1070

1071

// Take directional components

1072

for(int k = 0; k < 1; k++)

1073

result += values[k]*D[i][0][k];

1074

// Multiply by weights

1075

result *= W[i][0];

1076

1077

return result;

1078

}

1079

1080

/// Evaluate linear functionals for all dofs on the function f

1081

virtual void evaluate_dofs(double* values,

1082

const ufc::function& f,

1083

const ufc::cell& c) const

1084

{

1085

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

1086

}

1087

1088

/// Interpolate vertex values from dof values

1089

virtual void interpolate_vertex_values(double* vertex_values,

1090

const double* dof_values,

1091

const ufc::cell& c) const

1092

{

1093

// Evaluate at vertices and use affine mapping

1094

vertex_values[0] = dof_values[0];

1095

vertex_values[1] = dof_values[1];

1096

vertex_values[2] = dof_values[2];

1097

vertex_values[3] = dof_values[3];

1098

}

1099

1100

/// Return the number of sub elements (for a mixed element)

1101

virtual unsigned int num_sub_elements() const

1102

{

1103

return 1;

1104

}

1105

1106

/// Create a new finite element for sub element i (for a mixed element)

1107

virtual ufc::finite_element* create_sub_element(unsigned int i) const

1108

{

1109

return new UFC_Poisson3D_4BilinearForm_finite_element_0();

1110

}

1111

1112

};

1113

1114

/// This class defines the interface for a finite element.

1115

1116

class UFC_Poisson3D_4BilinearForm_finite_element_1: public ufc::finite_element

1117

{

1118

public:

1119

1120

/// Constructor

1121

UFC_Poisson3D_4BilinearForm_finite_element_1() : ufc::finite_element()

1122

{

1123

// Do nothing

1124

}

1125

1126

/// Destructor

1127

virtual ~UFC_Poisson3D_4BilinearForm_finite_element_1()

1128

{

1129

// Do nothing

1130

}

1131

1132

/// Return a string identifying the finite element

1133

virtual const char* signature() const

1134

{

1135

return "FiniteElement('Lagrange', 'tetrahedron', 4)";

1136

}

1137

1138

/// Return the cell shape

1139

virtual ufc::shape cell_shape() const

1140

{

1141

return ufc::tetrahedron;

1142

}

1143

1144

/// Return the dimension of the finite element function space

1145

virtual unsigned int space_dimension() const

1146

{

1147

return 35;

1148

}

1149

1150

/// Return the rank of the value space

1151

virtual unsigned int value_rank() const

1152

{

1153

return 0;

1154

}

1155

1156

/// Return the dimension of the value space for axis i

1157

virtual unsigned int value_dimension(unsigned int i) const

1158

{

1159

return 1;

1160

}

1161

1162

/// Evaluate basis function i at given point in cell

1163

virtual void evaluate_basis(unsigned int i,

1164

double* values,

1165

const double* coordinates,

1166

const ufc::cell& c) const

1167

{

1168

// Extract vertex coordinates

1169

const double * const * element_coordinates = c.coordinates;

1170

1171

// Compute Jacobian of affine map from reference cell

1172

const double J_00 = element_coordinates[1][0] - element_coordinates[0][0];

1173

const double J_01 = element_coordinates[2][0] - element_coordinates[0][0];

1174

const double J_02 = element_coordinates[3][0] - element_coordinates[0][0];

1175

const double J_10 = element_coordinates[1][1] - element_coordinates[0][1];

1176

const double J_11 = element_coordinates[2][1] - element_coordinates[0][1];

1177

const double J_12 = element_coordinates[3][1] - element_coordinates[0][1];

1178

const double J_20 = element_coordinates[1][2] - element_coordinates[0][2];

1179

const double J_21 = element_coordinates[2][2] - element_coordinates[0][2];

1180

const double J_22 = element_coordinates[3][2] - element_coordinates[0][2];

1181

1182

// Compute sub determinants

1183

const double d00 = J_11*J_22 - J_12*J_21;

1184

const double d01 = J_12*J_20 - J_10*J_22;

1185

const double d02 = J_10*J_21 - J_11*J_20;

1186

1187

const double d10 = J_02*J_21 - J_01*J_22;

1188

const double d11 = J_00*J_22 - J_02*J_20;

1189

const double d12 = J_01*J_20 - J_00*J_21;

1190

1191

const double d20 = J_01*J_12 - J_02*J_11;

1192

const double d21 = J_02*J_10 - J_00*J_12;

1193

const double d22 = J_00*J_11 - J_01*J_10;

1194

1195

// Compute determinant of Jacobian

1196

double detJ = J_00*d00 + J_10*d10 + J_20*d20;

1197

1198

// Compute inverse of Jacobian

1199

1200

// Compute constants

1201

const double C0 = d00*(element_coordinates[0][0] - element_coordinates[2][0] - element_coordinates[3][0]) \

1202

+ d10*(element_coordinates[0][1] - element_coordinates[2][1] - element_coordinates[3][1]) \

1203

+ d20*(element_coordinates[0][2] - element_coordinates[2][2] - element_coordinates[3][2]);

1204

1205

const double C1 = d01*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[3][0]) \

1206

+ d11*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[3][1]) \

1207

+ d21*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[3][2]);

1208

1209

const double C2 = d02*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[2][0]) \

1210

+ d12*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[2][1]) \

1211

+ d22*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[2][2]);

1212

1213

// Get coordinates and map to the UFC reference element

1214

double x = (C0 + d00*coordinates[0] + d10*coordinates[1] + d20*coordinates[2]) / detJ;

1215

double y = (C1 + d01*coordinates[0] + d11*coordinates[1] + d21*coordinates[2]) / detJ;

1216

double z = (C2 + d02*coordinates[0] + d12*coordinates[1] + d22*coordinates[2]) / detJ;

1217

1218

// Map coordinates to the reference cube

1219

if (std::abs(y + z - 1.0) < 1e-14)

1220

x = 1.0;

1221

else

1222

x = -2.0 * x/(y + z - 1.0) - 1.0;

1223

if (std::abs(z - 1.0) < 1e-14)

1224

y = -1.0;

1225

else

1226

y = 2.0 * y/(1.0 - z) - 1.0;

1227

z = 2.0 * z - 1.0;

1228

1229

// Reset values

1230

*values = 0;

1231

1232

// Map degree of freedom to element degree of freedom

1233

const unsigned int dof = i;

1234

1235

// Generate scalings

1236

const double scalings_y_0 = 1;

1237

const double scalings_y_1 = scalings_y_0*(0.5 - 0.5*y);

1238

const double scalings_y_2 = scalings_y_1*(0.5 - 0.5*y);

1239

const double scalings_y_3 = scalings_y_2*(0.5 - 0.5*y);

1240

const double scalings_y_4 = scalings_y_3*(0.5 - 0.5*y);

1241

const double scalings_z_0 = 1;

1242

const double scalings_z_1 = scalings_z_0*(0.5 - 0.5*z);

1243

const double scalings_z_2 = scalings_z_1*(0.5 - 0.5*z);

1244

const double scalings_z_3 = scalings_z_2*(0.5 - 0.5*z);

1245

const double scalings_z_4 = scalings_z_3*(0.5 - 0.5*z);

1246

1247

// Compute psitilde_a

1248

const double psitilde_a_0 = 1;

1249

const double psitilde_a_1 = x;

1250

const double psitilde_a_2 = 1.5*x*psitilde_a_1 - 0.5*psitilde_a_0;

1251

const double psitilde_a_3 = 1.66666666666667*x*psitilde_a_2 - 0.666666666666667*psitilde_a_1;

1252

const double psitilde_a_4 = 1.75*x*psitilde_a_3 - 0.75*psitilde_a_2;

1253

1254

// Compute psitilde_bs

1255

const double psitilde_bs_0_0 = 1;

1256

const double psitilde_bs_0_1 = 1.5*y + 0.5;

1257

const double psitilde_bs_0_2 = 0.111111111111111*psitilde_bs_0_1 + 1.66666666666667*y*psitilde_bs_0_1 - 0.555555555555556*psitilde_bs_0_0;

1258

const double psitilde_bs_0_3 = 0.05*psitilde_bs_0_2 + 1.75*y*psitilde_bs_0_2 - 0.7*psitilde_bs_0_1;

1259

const double psitilde_bs_0_4 = 0.0285714285714286*psitilde_bs_0_3 + 1.8*y*psitilde_bs_0_3 - 0.771428571428571*psitilde_bs_0_2;

1260

const double psitilde_bs_1_0 = 1;

1261

const double psitilde_bs_1_1 = 2.5*y + 1.5;

1262

const double psitilde_bs_1_2 = 0.54*psitilde_bs_1_1 + 2.1*y*psitilde_bs_1_1 - 0.56*psitilde_bs_1_0;

1263

const double psitilde_bs_1_3 = 0.285714285714286*psitilde_bs_1_2 + 2*y*psitilde_bs_1_2 - 0.714285714285714*psitilde_bs_1_1;

1264

const double psitilde_bs_2_0 = 1;

1265

const double psitilde_bs_2_1 = 3.5*y + 2.5;

1266

const double psitilde_bs_2_2 = 1.02040816326531*psitilde_bs_2_1 + 2.57142857142857*y*psitilde_bs_2_1 - 0.551020408163265*psitilde_bs_2_0;

1267

const double psitilde_bs_3_0 = 1;

1268

const double psitilde_bs_3_1 = 4.5*y + 3.5;

1269

const double psitilde_bs_4_0 = 1;

1270

1271

// Compute psitilde_cs

1272

const double psitilde_cs_00_0 = 1;

1273

const double psitilde_cs_00_1 = 2*z + 1;

1274

const double psitilde_cs_00_2 = 0.3125*psitilde_cs_00_1 + 1.875*z*psitilde_cs_00_1 - 0.5625*psitilde_cs_00_0;

1275

const double psitilde_cs_00_3 = 0.155555555555556*psitilde_cs_00_2 + 1.86666666666667*z*psitilde_cs_00_2 - 0.711111111111111*psitilde_cs_00_1;

1276

const double psitilde_cs_00_4 = 0.09375*psitilde_cs_00_3 + 1.875*z*psitilde_cs_00_3 - 0.78125*psitilde_cs_00_2;

1277

const double psitilde_cs_01_0 = 1;

1278

const double psitilde_cs_01_1 = 3*z + 2;

1279

const double psitilde_cs_01_2 = 0.777777777777778*psitilde_cs_01_1 + 2.33333333333333*z*psitilde_cs_01_1 - 0.555555555555556*psitilde_cs_01_0;

1280

const double psitilde_cs_01_3 = 0.428571428571429*psitilde_cs_01_2 + 2.14285714285714*z*psitilde_cs_01_2 - 0.714285714285714*psitilde_cs_01_1;

1281

const double psitilde_cs_02_0 = 1;

1282

const double psitilde_cs_02_1 = 4*z + 3;

1283

const double psitilde_cs_02_2 = 1.265625*psitilde_cs_02_1 + 2.8125*z*psitilde_cs_02_1 - 0.546875*psitilde_cs_02_0;

1284

const double psitilde_cs_03_0 = 1;

1285

const double psitilde_cs_03_1 = 5*z + 4;

1286

const double psitilde_cs_04_0 = 1;

1287

const double psitilde_cs_10_0 = 1;

1288

const double psitilde_cs_10_1 = 3*z + 2;

1289

const double psitilde_cs_10_2 = 0.777777777777778*psitilde_cs_10_1 + 2.33333333333333*z*psitilde_cs_10_1 - 0.555555555555556*psitilde_cs_10_0;

1290

const double psitilde_cs_10_3 = 0.428571428571429*psitilde_cs_10_2 + 2.14285714285714*z*psitilde_cs_10_2 - 0.714285714285714*psitilde_cs_10_1;

1291

const double psitilde_cs_11_0 = 1;

1292

const double psitilde_cs_11_1 = 4*z + 3;

1293

const double psitilde_cs_11_2 = 1.265625*psitilde_cs_11_1 + 2.8125*z*psitilde_cs_11_1 - 0.546875*psitilde_cs_11_0;

1294

const double psitilde_cs_12_0 = 1;

1295

const double psitilde_cs_12_1 = 5*z + 4;

1296

const double psitilde_cs_13_0 = 1;

1297

const double psitilde_cs_20_0 = 1;

1298

const double psitilde_cs_20_1 = 4*z + 3;

1299

const double psitilde_cs_20_2 = 1.265625*psitilde_cs_20_1 + 2.8125*z*psitilde_cs_20_1 - 0.546875*psitilde_cs_20_0;

1300

const double psitilde_cs_21_0 = 1;

1301

const double psitilde_cs_21_1 = 5*z + 4;

1302

const double psitilde_cs_22_0 = 1;

1303

const double psitilde_cs_30_0 = 1;

1304

const double psitilde_cs_30_1 = 5*z + 4;

1305

const double psitilde_cs_31_0 = 1;

1306

const double psitilde_cs_40_0 = 1;

1307

1308

// Compute basisvalues

1309

const double basisvalue0 = 0.866025403784439*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_0;

1310

const double basisvalue1 = 2.73861278752583*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_0;

1311

const double basisvalue2 = 1.58113883008419*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_0;

1312

const double basisvalue3 = 1.11803398874989*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_1;

1313

const double basisvalue4 = 5.1234753829798*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_0;

1314

const double basisvalue5 = 3.96862696659689*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_0;

1315

const double basisvalue6 = 2.29128784747792*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_0;

1316

const double basisvalue7 = 3.24037034920393*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_1;

1317

const double basisvalue8 = 1.87082869338697*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_1;

1318

const double basisvalue9 = 1.3228756555323*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_2;

1319

const double basisvalue10 = 7.93725393319377*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_0;

1320

const double basisvalue11 = 6.70820393249937*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_0;

1321

const double basisvalue12 = 5.19615242270663*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_0;

1322

const double basisvalue13 = 3*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_0;

1323

const double basisvalue14 = 5.80947501931113*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_1;

1324

const double basisvalue15 = 4.5*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_1;

1325

const double basisvalue16 = 2.59807621135332*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_1;

1326

const double basisvalue17 = 3.67423461417477*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_2;

1327

const double basisvalue18 = 2.12132034355964*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_2;

1328

const double basisvalue19 = 1.5*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_3;

1329

const double basisvalue20 = 11.1242977306435*psitilde_a_4*scalings_y_4*psitilde_bs_4_0*scalings_z_4*psitilde_cs_40_0;

1330

const double basisvalue21 = 9.81070843517429*psitilde_a_3*scalings_y_3*psitilde_bs_3_1*scalings_z_4*psitilde_cs_31_0;

1331

const double basisvalue22 = 8.2915619758885*psitilde_a_2*scalings_y_2*psitilde_bs_2_2*scalings_z_4*psitilde_cs_22_0;

1332

const double basisvalue23 = 6.42261628933256*psitilde_a_1*scalings_y_1*psitilde_bs_1_3*scalings_z_4*psitilde_cs_13_0;

1333

const double basisvalue24 = 3.70809924354783*psitilde_a_0*scalings_y_0*psitilde_bs_0_4*scalings_z_4*psitilde_cs_04_0;

1334

const double basisvalue25 = 8.77496438739212*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_1;

1335

const double basisvalue26 = 7.41619848709566*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_1;

1336

const double basisvalue27 = 5.74456264653803*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_1;

1337

const double basisvalue28 = 3.3166247903554*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_1;

1338

const double basisvalue29 = 6.42261628933256*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_2;

1339

const double basisvalue30 = 4.9749371855331*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_2;

1340

const double basisvalue31 = 2.87228132326901*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_2;

1341

const double basisvalue32 = 4.06201920231798*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_3;

1342

const double basisvalue33 = 2.34520787991171*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_3;

1343

const double basisvalue34 = 1.6583123951777*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_4;

1344

1345

// Table(s) of coefficients

1346

const static double coefficients0[35][35] = \

1347

{{-0.0137464349807051, -0.0144900147488139, -0.00836581391578937, -0.00591552374999941, 0, 0, 0, 0, 0, 0, -0.00671936840905293, -0.00567890279999946, -0.00439885919382571, -0.00253968253968254, -0.00491807409042211, -0.00380952380952381, -0.00219942959691287, -0.00311046316543895, -0.0017958267458706, -0.00126984126984128, 0.0136980289516341, 0.0120805260192622, 0.010209907964538, 0.00790856070259325, 0.00456600965054471, 0.0108051509532101, 0.00913201930108942, 0.00707363173407281, 0.00408396318581522, 0.00790856070259324, 0.00612594477872282, 0.0035368158670364, 0.00500181296677924, 0.00288779806280616, 0.00204198159290761},

1348

{-0.0137464349807054, 0.0144900147488139, -0.00836581391578934, -0.00591552374999945, 0, 0, 0, 0, 0, 0, 0.00671936840905293, -0.00567890279999946, 0.00439885919382572, -0.00253968253968254, -0.00491807409042213, 0.00380952380952382, -0.00219942959691286, 0.00311046316543897, -0.0017958267458706, -0.00126984126984127, 0.0136980289516341, -0.0120805260192622, 0.010209907964538, -0.00790856070259325, 0.00456600965054471, -0.0108051509532101, 0.00913201930108941, -0.0070736317340728, 0.00408396318581521, 0.00790856070259325, -0.00612594477872282, 0.0035368158670364, -0.00500181296677924, 0.00288779806280615, 0.00204198159290761},

1349

{-0.0137464349807053, 0, 0.0167316278315787, -0.00591552374999946, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0101587301587302, 0, 0, -0.00659828879073857, 0, 0.00359165349174119, -0.00126984126984127, 0, 0, 0, 0, 0.0228300482527235, 0, 0, 0, -0.0163358527432608, 0, 0, 0.0106104476011092, 0, -0.0057755961256123, 0.00204198159290761},

1350

{-0.0137464349807054, 0, 0, 0.0177465712499983, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0126984126984127, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0306297238936141},

1351

{0.0439885919382572, 0, 0.026770604530526, 0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0, 0.0406349206349206, 0, 0, 0.00439885919382572, 0, -0.0143666139669648, 0.00761904761904763, 0, 0, 0, 0, 0, 0, 0, 0, 0.0367556686723369, 0, 0, -0.0424417904044368, 0, 0.0303218796594646, -0.0122518895574456},

1352

{-0.0329914439536931, 0, -0.0200779533978945, -0.0141972569999986, 0, 0, -0.00969857289937744, 0, 0.0712696645099798, -0.050395263067897, 0, 0, 0, 0, 0, 0, 0.0461880215351701, 0, 0.0107749604752236, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0495154221385096, 0, -0.0606437593189292, 0.0306297238936141},

1353

{0.0439885919382573, 0, 0.0267706045305259, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0, 0.0359165349174119, 0.0253968253968254, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0505364660991076, -0.0408396318581522},

1354

{0.0439885919382573, 0.0231840235981023, -0.0133853022652629, 0.0189296759999982, 0.0433733365754904, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, -0.0227156111999979, 0.0175954367753029, -0.0101587301587302, 0.00327871606028141, -0.00253968253968255, 0.0014662863979419, -0.0124418526617558, 0.00718330698348238, 0.00761904761904763, 0, 0, 0, 0, 0, 0.0243115896447228, -0.0205470434274512, 0.0159156714016638, -0.00918891716808423, -0.031634242810373, 0.0245037791148913, -0.0141472634681456, 0.026259518075591, -0.0151609398297323, -0.0122518895574456},

1355

{-0.0329914439536929, -0.0173880176985766, 0.0100389766989472, -0.0141972569999986, -0.00722888942924838, 0.00559947367421081, -0.00323285763312582, 0.0617213399848368, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, -0.0266666666666667, 0.01539600717839, 0.00933138949631686, -0.00538748023761177, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, -0.0285877423007065, 0.0165051407128365, -0.052519036151182, 0.0303218796594646, 0.0306297238936141},

1356

{0.0439885919382573, 0.0231840235981023, -0.013385302265263, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0.0311046316543895, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

1357

{0.0439885919382572, 0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754903, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, 0, -0.0117302911835353, 0.0101587301587302, -0.0229510124219699, 0.00761904761904761, -0.00146628639794191, 0.0165891368823411, -0.0071833069834824, -0.00761904761904763, 0, 0.0241610520385245, -0.0357346778758831, 0.0355885231616696, -0.0228300482527235, -0.00270128773830253, -0.0114150241263618, 0.0159156714016638, -0.0112308987609918, 0.00395428035129663, 0.00306297238936141, -0.0035368158670364, -0.00375135972508443, 0.00072194951570154, 0.00204198159290761},

1358

{-0.0329914439536929, -0.0173880176985768, -0.0100389766989472, 0.0141972569999986, -0.00722888942924839, 0.0615942104163185, -0.0614242950293904, -0.00685792666498187, -0.00395942580611001, 0.00559947367421077, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, -0.0266666666666667, 0.0175954367753029, 0.00933138949631688, 0.00538748023761179, -0.00761904761904761, 0, 0, 0.0357346778758831, -0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.00408396318581521, 0.00131809345043221, 0.00714693557517662, -0.00471575448938186, -0.00250090648338962, -0.00144389903140307, 0.00204198159290761},

1359

{0.0439885919382572, 0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0.0293257279588382, 0.0101587301587302, 0, -0.0101587301587302, -0.0219942959691286, 0.00207364211029264, 0.017958267458706, -0.00761904761904762, 0, 0, 0, 0.0395428035129662, -0.0456600965054471, 0, 0, -0.017684079335182, 0.0142938711503532, 0, 0.00612594477872282, 0, -0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

1360

{0.043988591938257, -0.0231840235981023, -0.0133853022652629, 0.0189296759999983, 0.0433733365754903, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, -0.0227156111999979, -0.0175954367753029, -0.0101587301587302, 0.00327871606028139, 0.00253968253968253, 0.0014662863979419, 0.0124418526617558, 0.00718330698348236, 0.00761904761904761, 0, 0, 0, 0, 0, -0.0243115896447228, -0.0205470434274512, -0.0159156714016638, -0.00918891716808424, -0.031634242810373, -0.0245037791148913, -0.0141472634681456, -0.026259518075591, -0.0151609398297323, -0.0122518895574456},

1361

{-0.0329914439536929, 0.0173880176985768, 0.0100389766989471, -0.0141972569999987, -0.00722888942924838, -0.00559947367421082, -0.00323285763312581, -0.0617213399848367, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, 0.0266666666666667, 0.01539600717839, -0.00933138949631689, -0.00538748023761178, -0.019047619047619, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, 0.0285877423007065, 0.0165051407128365, 0.0525190361511819, 0.0303218796594646, 0.0306297238936141},

1362

{0.0439885919382572, -0.0231840235981023, -0.0133853022652629, 0.0189296759999981, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, -0.0311046316543896, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

1363

{0.0439885919382572, -0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, 0, 0.0117302911835352, 0.0101587301587302, -0.0229510124219699, -0.00761904761904762, -0.00146628639794191, -0.0165891368823411, -0.00718330698348239, -0.00761904761904763, 0, -0.0241610520385245, -0.0357346778758831, -0.0355885231616696, -0.0228300482527235, 0.00270128773830254, -0.0114150241263618, -0.0159156714016638, -0.0112308987609918, 0.00395428035129662, -0.00306297238936141, -0.0035368158670364, 0.00375135972508443, 0.000721949515701533, 0.00204198159290761},

1364

{-0.0329914439536929, 0.0173880176985766, -0.0100389766989472, 0.0141972569999987, -0.00722888942924841, -0.0615942104163186, -0.0614242950293904, 0.00685792666498186, -0.00395942580610998, 0.00559947367421075, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, 0.0266666666666667, 0.0175954367753029, -0.00933138949631688, 0.00538748023761179, -0.00761904761904763, 0, 0, 0.0357346778758831, 0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.0040839631858152, 0.00131809345043222, -0.00714693557517663, -0.00471575448938187, 0.00250090648338962, -0.00144389903140308, 0.00204198159290761},

1365

{0.0439885919382573, -0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, -0.0293257279588382, 0.0101587301587302, 0, 0.0101587301587301, -0.0219942959691286, -0.00207364211029265, 0.017958267458706, -0.00761904761904761, 0, 0, 0, -0.0395428035129663, -0.0456600965054471, 0, 0, 0.017684079335182, 0.0142938711503532, 0, -0.00612594477872281, 0, 0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

1366

{0.0439885919382571, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484215, 0.0134387368181058, -0.0113578055999989, -0.0205280095711867, -0.0152380952380952, -0.00983614818084424, -0.0177777777777778, -0.0131965775814772, -0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, -0.0241610520385245, -0.00510495398226901, 0.00395428035129663, 0.00456600965054471, -0.0216103019064202, -0.00456600965054471, 0.00353681586703639, 0.00408396318581521, -0.00395428035129661, 0.0030629723893614, 0.0035368158670364, 0.00250090648338961, 0.00288779806280615, 0.00204198159290761},

1367

{-0.0329914439536931, 0, 0.0200779533978945, 0.0141972569999987, -0.0867466731509807, 0, 0.00969857289937743, 0, 0.00791885161221998, 0.00559947367421076, 0, 0.0340734167999968, 0, -0.0152380952380953, 0.0295084445425327, 0, -0.0131965775814772, 0, -0.0107749604752236, -0.00761904761904762, 0.0821881737098047, 0, -0.010209907964538, 0, 0.00456600965054471, 0, -0.00913201930108944, 0, 0.00408396318581521, -0.00790856070259326, 0, 0.0035368158670364, 0, 0.00288779806280615, 0.00204198159290761},

1368

{0.0439885919382573, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754903, -0.0335968420452646, 0.0193971457987549, -0.0274317066599274, 0.01583770322444, 0.0111989473484215, -0.0134387368181058, -0.0113578055999989, 0.0205280095711867, -0.0152380952380952, -0.00983614818084423, 0.0177777777777778, -0.0131965775814772, 0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, 0.0241610520385245, -0.005104953982269, -0.00395428035129662, 0.00456600965054471, 0.0216103019064202, -0.0045660096505447, -0.0035368158670364, 0.00408396318581521, -0.00395428035129662, -0.00306297238936141, 0.00353681586703641, -0.00250090648338962, 0.00288779806280615, 0.00204198159290761},

1369

{0.0439885919382573, 0.139104141588614, -0.080311813591578, -0.0567890279999947, 0.0578311154339872, 0.0335968420452646, -0.0420271492306356, 0.0274317066599275, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, -0.0586514559176763, 0.0406349206349207, 0.039344592723377, 0.00253968253968254, -0.0109971479845643, -0.0601356211984865, 0.017958267458706, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, -0.053052238005546, 0.0367556686723369, -0.0105447476034577, -0.0245037791148913, 0.0235787724469093, 0.0175063453837273, 0, -0.0122518895574457},

1370

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0, 0.0783926314389509, 0.0096985728993774, -0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, 0.0586514559176763, -0.0609523809523809, 0, 0.033015873015873, 0.0241937255660415, -0.0145154947720485, -0.0610581093596003, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0, 0.053052238005546, -0.0551335030085053, 0, -0.0326717054865217, 0.0141472634681456, 0.00875317269186366, 0.0151609398297323, -0.0122518895574456},

1371

{0.0439885919382571, 0, 0, 0.170367083999984, 0, -0.0111989473484216, 0.00969857289937744, 0.0822951199797824, 0.0475131096733199, -0.0167984210226324, 0, 0, 0, 0, 0, 0.0533333333333333, -0.0461880215351701, 0.0435464843161454, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.057175484601413, -0.0495154221385096, -0.026259518075591, -0.0151609398297323, 0.0306297238936141},

1372

{0.0439885919382571, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, 0.0578311154339871, -0.0335968420452646, -0.0420271492306356, -0.0274317066599274, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, 0.0586514559176763, 0.0406349206349206, 0.0393445927233769, -0.00253968253968253, -0.0109971479845643, 0.0601356211984865, 0.0179582674587059, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, 0.053052238005546, 0.0367556686723369, -0.0105447476034577, 0.0245037791148913, 0.0235787724469093, -0.0175063453837273, 0, -0.0122518895574457},

1373

{0.0439885919382571, 0, 0.160623627183156, -0.0567890279999946, 0, -0.0783926314389509, 0.00969857289937745, 0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, -0.0586514559176763, -0.0609523809523809, 0, -0.033015873015873, 0.0241937255660415, 0.0145154947720485, -0.0610581093596003, 0.0393650793650793, 0, 0, 0, 0, 0, 0, 0, -0.053052238005546, -0.0551335030085053, 0, 0.0326717054865217, 0.0141472634681456, -0.00875317269186368, 0.0151609398297323, -0.0122518895574456},

1374

{0.0439885919382572, 0, 0, 0.170367083999984, 0, 0.0111989473484215, 0.00969857289937745, -0.0822951199797824, 0.0475131096733199, -0.0167984210226323, 0, 0, 0, 0, 0, -0.0533333333333333, -0.0461880215351701, -0.0435464843161453, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0571754846014129, -0.0495154221385096, 0.026259518075591, -0.0151609398297323, 0.0306297238936141},

1375

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999946, -0.0433733365754903, 0.0447957893936862, 0.0484928644968872, -0.0548634133198549, 0, -0.0167984210226323, 0.0806324209086351, 0.0227156111999979, -0.0058651455917676, -0.0101587301587302, -0.00327871606028142, 0.0304761904761905, 0.0271262983619253, 0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, 0.0729347689341683, 0.0205470434274512, -0.00530522380055458, -0.00918891716808423, 0.031634242810373, -0.00816792637163039, -0.0141472634681456, -0.00875317269186365, -0.0151609398297323, -0.0122518895574456},

1376

{0.0439885919382571, 0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754904, -0.0447957893936862, 0.0484928644968873, 0.0548634133198549, 0, -0.0167984210226323, -0.0806324209086351, 0.0227156111999979, 0.0058651455917676, -0.0101587301587302, -0.00327871606028142, -0.0304761904761905, 0.0271262983619253, -0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, -0.0729347689341683, 0.0205470434274512, 0.00530522380055459, -0.00918891716808424, 0.031634242810373, 0.00816792637163042, -0.0141472634681456, 0.00875317269186367, -0.0151609398297323, -0.0122518895574456},

1377

{0.0439885919382572, 0, 0, 0.170367083999984, 0.0144577788584968, 0, -0.00323285763312585, 0, -0.0950262193466398, -0.0167984210226323, 0, 0, 0, 0, -0.0688530372659096, 0, 0.01539600717839, 0, -0.0502831488843767, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0738132332242036, 0, 0.0165051407128365, 0, 0.0303218796594646, 0.0306297238936141},

1378

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754903, -0.0447957893936862, -0.00969857289937743, 0.0548634133198549, 0.03167540644888, 0.0391963157194754, 0.0806324209086351, 0, 0.0527863103259086, 0.0609523809523809, 0.0229510124219699, 0.0101587301587302, 0.0168622935763319, -0.0124418526617558, -0.00718330698348239, -0.013968253968254, 0, 0.0724831561155734, 0.0357346778758831, -0.0118628410538899, -0.0228300482527235, -0.00810386321490759, 0.0114150241263618, -0.00530522380055459, -0.0112308987609918, -0.00395428035129662, -0.00102099079645379, -0.0035368158670364, 0.00125045324169481, 0.000721949515701537, 0.00204198159290762},

1379

{0.0439885919382571, 0.139104141588614, -0.080311813591578, -0.0567890279999947, -0.0433733365754904, 0.0447957893936862, -0.00969857289937742, -0.0548634133198549, 0.0316754064488799, 0.0391963157194754, -0.0806324209086351, 0, -0.0527863103259086, 0.060952380952381, 0.0229510124219699, -0.0101587301587302, 0.0168622935763319, 0.0124418526617558, -0.00718330698348236, -0.013968253968254, 0, -0.0724831561155734, 0.0357346778758831, 0.0118628410538899, -0.0228300482527236, 0.00810386321490761, 0.0114150241263618, 0.00530522380055459, -0.0112308987609918, -0.00395428035129662, 0.00102099079645379, -0.0035368158670364, -0.0012504532416948, 0.000721949515701528, 0.0020419815929076},

1380

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0.0144577788584968, 0, -0.0614242950293905, 0, -0.0633508128977598, 0.0391963157194754, 0, -0.0681468335999936, 0, -0.0914285714285715, 0.00983614818084423, 0, 0.0285925847598672, 0, 0.0143666139669647, -0.0139682539682539, 0, 0, -0.0714693557517662, 0, 0.0456600965054471, 0, 0.0182640386021788, 0, 0.0040839631858152, -0.00263618690086443, 0, -0.00471575448938186, 0, -0.00144389903140306, 0.00204198159290759},

1381

{0.351908735506058, 0, 0, 0, -0.115662230867974, 0, -0.129314305325032, 0, 0, -0.134387368181059, 0, -0.0908624447999914, 0, 0.0406349206349206, -0.0786891854467539, 0, -0.0879771838765144, 0, 0, 0.0711111111111111, 0, 0, 0, 0, 0, 0, -0.0821881737098047, 0, 0.0367556686723369, 0.0210894952069153, 0, 0.0235787724469093, 0, 0, -0.0122518895574456}};

1382

1383

// Extract relevant coefficients

1384

const double coeff0_0 = coefficients0[dof][0];

1385

const double coeff0_1 = coefficients0[dof][1];

1386

const double coeff0_2 = coefficients0[dof][2];

1387

const double coeff0_3 = coefficients0[dof][3];

1388

const double coeff0_4 = coefficients0[dof][4];

1389

const double coeff0_5 = coefficients0[dof][5];

1390

const double coeff0_6 = coefficients0[dof][6];

1391

const double coeff0_7 = coefficients0[dof][7];

1392

const double coeff0_8 = coefficients0[dof][8];

1393

const double coeff0_9 = coefficients0[dof][9];

1394

const double coeff0_10 = coefficients0[dof][10];

1395

const double coeff0_11 = coefficients0[dof][11];

1396

const double coeff0_12 = coefficients0[dof][12];

1397

const double coeff0_13 = coefficients0[dof][13];

1398

const double coeff0_14 = coefficients0[dof][14];

1399

const double coeff0_15 = coefficients0[dof][15];

1400

const double coeff0_16 = coefficients0[dof][16];

1401

const double coeff0_17 = coefficients0[dof][17];

1402

const double coeff0_18 = coefficients0[dof][18];

1403

const double coeff0_19 = coefficients0[dof][19];

1404

const double coeff0_20 = coefficients0[dof][20];

1405

const double coeff0_21 = coefficients0[dof][21];

1406

const double coeff0_22 = coefficients0[dof][22];

1407

const double coeff0_23 = coefficients0[dof][23];

1408

const double coeff0_24 = coefficients0[dof][24];

1409

const double coeff0_25 = coefficients0[dof][25];

1410

const double coeff0_26 = coefficients0[dof][26];

1411

const double coeff0_27 = coefficients0[dof][27];

1412

const double coeff0_28 = coefficients0[dof][28];

1413

const double coeff0_29 = coefficients0[dof][29];

1414

const double coeff0_30 = coefficients0[dof][30];

1415

const double coeff0_31 = coefficients0[dof][31];

1416

const double coeff0_32 = coefficients0[dof][32];

1417

const double coeff0_33 = coefficients0[dof][33];

1418

const double coeff0_34 = coefficients0[dof][34];

1419

1420

// Compute value(s)

1421

*values = coeff0_0*basisvalue0 + coeff0_1*basisvalue1 + coeff0_2*basisvalue2 + coeff0_3*basisvalue3 + coeff0_4*basisvalue4 + coeff0_5*basisvalue5 + coeff0_6*basisvalue6 + coeff0_7*basisvalue7 + coeff0_8*basisvalue8 + coeff0_9*basisvalue9 + coeff0_10*basisvalue10 + coeff0_11*basisvalue11 + coeff0_12*basisvalue12 + coeff0_13*basisvalue13 + coeff0_14*basisvalue14 + coeff0_15*basisvalue15 + coeff0_16*basisvalue16 + coeff0_17*basisvalue17 + coeff0_18*basisvalue18 + coeff0_19*basisvalue19 + coeff0_20*basisvalue20 + coeff0_21*basisvalue21 + coeff0_22*basisvalue22 + coeff0_23*basisvalue23 + coeff0_24*basisvalue24 + coeff0_25*basisvalue25 + coeff0_26*basisvalue26 + coeff0_27*basisvalue27 + coeff0_28*basisvalue28 + coeff0_29*basisvalue29 + coeff0_30*basisvalue30 + coeff0_31*basisvalue31 + coeff0_32*basisvalue32 + coeff0_33*basisvalue33 + coeff0_34*basisvalue34;

1422

}

1423

1424

/// Evaluate all basis functions at given point in cell

1425

virtual void evaluate_basis_all(double* values,

1426

const double* coordinates,

1427

const ufc::cell& c) const

1428

{

1429

throw std::runtime_error("The vectorised version of evaluate_basis() is not yet implemented.");

1430

}

1431

1432

/// Evaluate order n derivatives of basis function i at given point in cell

1433

virtual void evaluate_basis_derivatives(unsigned int i,

1434

unsigned int n,

1435

double* values,

1436

const double* coordinates,

1437

const ufc::cell& c) const

1438

{

1439

// Extract vertex coordinates

1440

const double * const * element_coordinates = c.coordinates;

1441

1442

// Compute Jacobian of affine map from reference cell

1443

const double J_00 = element_coordinates[1][0] - element_coordinates[0][0];

1444

const double J_01 = element_coordinates[2][0] - element_coordinates[0][0];

1445

const double J_02 = element_coordinates[3][0] - element_coordinates[0][0];

1446

const double J_10 = element_coordinates[1][1] - element_coordinates[0][1];

1447

const double J_11 = element_coordinates[2][1] - element_coordinates[0][1];

1448

const double J_12 = element_coordinates[3][1] - element_coordinates[0][1];

1449

const double J_20 = element_coordinates[1][2] - element_coordinates[0][2];

1450

const double J_21 = element_coordinates[2][2] - element_coordinates[0][2];

1451

const double J_22 = element_coordinates[3][2] - element_coordinates[0][2];

1452

1453

// Compute sub determinants

1454

const double d00 = J_11*J_22 - J_12*J_21;

1455

const double d01 = J_12*J_20 - J_10*J_22;

1456

const double d02 = J_10*J_21 - J_11*J_20;

1457

1458

const double d10 = J_02*J_21 - J_01*J_22;

1459

const double d11 = J_00*J_22 - J_02*J_20;

1460

const double d12 = J_01*J_20 - J_00*J_21;

1461

1462

const double d20 = J_01*J_12 - J_02*J_11;

1463

const double d21 = J_02*J_10 - J_00*J_12;

1464

const double d22 = J_00*J_11 - J_01*J_10;

1465

1466

// Compute determinant of Jacobian

1467

double detJ = J_00*d00 + J_10*d10 + J_20*d20;

1468

1469

// Compute inverse of Jacobian

1470

1471

// Compute constants

1472

const double C0 = d00*(element_coordinates[0][0] - element_coordinates[2][0] - element_coordinates[3][0]) \

1473

+ d10*(element_coordinates[0][1] - element_coordinates[2][1] - element_coordinates[3][1]) \

1474

+ d20*(element_coordinates[0][2] - element_coordinates[2][2] - element_coordinates[3][2]);

1475

1476

const double C1 = d01*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[3][0]) \

1477

+ d11*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[3][1]) \

1478

+ d21*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[3][2]);

1479

1480

const double C2 = d02*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[2][0]) \

1481

+ d12*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[2][1]) \

1482

+ d22*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[2][2]);

1483

1484

// Get coordinates and map to the UFC reference element

1485

double x = (C0 + d00*coordinates[0] + d10*coordinates[1] + d20*coordinates[2]) / detJ;

1486

double y = (C1 + d01*coordinates[0] + d11*coordinates[1] + d21*coordinates[2]) / detJ;

1487

double z = (C2 + d02*coordinates[0] + d12*coordinates[1] + d22*coordinates[2]) / detJ;

1488

1489

// Map coordinates to the reference cube

1490

if (std::abs(y + z - 1.0) < 1e-14)

1491

x = 1.0;

1492

else

1493

x = -2.0 * x/(y + z - 1.0) - 1.0;

1494

if (std::abs(z - 1.0) < 1e-14)

1495

y = -1.0;

1496

else

1497

y = 2.0 * y/(1.0 - z) - 1.0;

1498

z = 2.0 * z - 1.0;

1499

1500

// Compute number of derivatives

1501

unsigned int num_derivatives = 1;

1502

1503

for (unsigned int j = 0; j < n; j++)

1504

num_derivatives *= 3;

1505

1506

1507

// Declare pointer to two dimensional array that holds combinations of derivatives and initialise

1508

unsigned int **combinations = new unsigned int *[num_derivatives];

1509

1510

for (unsigned int j = 0; j < num_derivatives; j++)

1511

{

1512

combinations[j] = new unsigned int [n];

1513

for (unsigned int k = 0; k < n; k++)

1514

combinations[j][k] = 0;

1515

}

1516

1517

// Generate combinations of derivatives

1518

for (unsigned int row = 1; row < num_derivatives; row++)

1519

{

1520

for (unsigned int num = 0; num < row; num++)

1521

{

1522

for (unsigned int col = n-1; col+1 > 0; col--)

1523

{

1524

if (combinations[row][col] + 1 > 2)

1525

combinations[row][col] = 0;

1526

else

1527

{

1528

combinations[row][col] += 1;

1529

break;

1530

}

1531

}

1532

}

1533

}

1534

1535

// Compute inverse of Jacobian

1536

const double Jinv[3][3] ={{d00 / detJ, d10 / detJ, d20 / detJ}, {d01 / detJ, d11 / detJ, d21 / detJ}, {d02 / detJ, d12 / detJ, d22 / detJ}};

1537

1538

// Declare transformation matrix

1539

// Declare pointer to two dimensional array and initialise

1540

double **transform = new double *[num_derivatives];

1541

1542

for (unsigned int j = 0; j < num_derivatives; j++)

1543

{

1544

transform[j] = new double [num_derivatives];

1545

for (unsigned int k = 0; k < num_derivatives; k++)

1546

transform[j][k] = 1;

1547

}

1548

1549

// Construct transformation matrix

1550

for (unsigned int row = 0; row < num_derivatives; row++)

1551

{

1552

for (unsigned int col = 0; col < num_derivatives; col++)

1553

{

1554

for (unsigned int k = 0; k < n; k++)

1555

transform[row][col] *= Jinv[combinations[col][k]][combinations[row][k]];

1556

}

1557

}

1558

1559

// Reset values

1560

for (unsigned int j = 0; j < 1*num_derivatives; j++)

1561

values[j] = 0;

1562

1563

// Map degree of freedom to element degree of freedom

1564

const unsigned int dof = i;

1565

1566

// Generate scalings

1567

const double scalings_y_0 = 1;

1568

const double scalings_y_1 = scalings_y_0*(0.5 - 0.5*y);

1569

const double scalings_y_2 = scalings_y_1*(0.5 - 0.5*y);

1570

const double scalings_y_3 = scalings_y_2*(0.5 - 0.5*y);

1571

const double scalings_y_4 = scalings_y_3*(0.5 - 0.5*y);

1572

const double scalings_z_0 = 1;

1573

const double scalings_z_1 = scalings_z_0*(0.5 - 0.5*z);

1574

const double scalings_z_2 = scalings_z_1*(0.5 - 0.5*z);

1575

const double scalings_z_3 = scalings_z_2*(0.5 - 0.5*z);

1576

const double scalings_z_4 = scalings_z_3*(0.5 - 0.5*z);

1577

1578

// Compute psitilde_a

1579

const double psitilde_a_0 = 1;

1580

const double psitilde_a_1 = x;

1581

const double psitilde_a_2 = 1.5*x*psitilde_a_1 - 0.5*psitilde_a_0;

1582

const double psitilde_a_3 = 1.66666666666667*x*psitilde_a_2 - 0.666666666666667*psitilde_a_1;

1583

const double psitilde_a_4 = 1.75*x*psitilde_a_3 - 0.75*psitilde_a_2;

1584

1585

// Compute psitilde_bs

1586

const double psitilde_bs_0_0 = 1;

1587

const double psitilde_bs_0_1 = 1.5*y + 0.5;

1588

const double psitilde_bs_0_2 = 0.111111111111111*psitilde_bs_0_1 + 1.66666666666667*y*psitilde_bs_0_1 - 0.555555555555556*psitilde_bs_0_0;

1589

const double psitilde_bs_0_3 = 0.05*psitilde_bs_0_2 + 1.75*y*psitilde_bs_0_2 - 0.7*psitilde_bs_0_1;

1590

const double psitilde_bs_0_4 = 0.0285714285714286*psitilde_bs_0_3 + 1.8*y*psitilde_bs_0_3 - 0.771428571428571*psitilde_bs_0_2;

1591

const double psitilde_bs_1_0 = 1;

1592

const double psitilde_bs_1_1 = 2.5*y + 1.5;

1593

const double psitilde_bs_1_2 = 0.54*psitilde_bs_1_1 + 2.1*y*psitilde_bs_1_1 - 0.56*psitilde_bs_1_0;

1594

const double psitilde_bs_1_3 = 0.285714285714286*psitilde_bs_1_2 + 2*y*psitilde_bs_1_2 - 0.714285714285714*psitilde_bs_1_1;

1595

const double psitilde_bs_2_0 = 1;

1596

const double psitilde_bs_2_1 = 3.5*y + 2.5;

1597

const double psitilde_bs_2_2 = 1.02040816326531*psitilde_bs_2_1 + 2.57142857142857*y*psitilde_bs_2_1 - 0.551020408163265*psitilde_bs_2_0;

1598

const double psitilde_bs_3_0 = 1;

1599

const double psitilde_bs_3_1 = 4.5*y + 3.5;

1600

const double psitilde_bs_4_0 = 1;

1601

1602

// Compute psitilde_cs

1603

const double psitilde_cs_00_0 = 1;

1604

const double psitilde_cs_00_1 = 2*z + 1;

1605

const double psitilde_cs_00_2 = 0.3125*psitilde_cs_00_1 + 1.875*z*psitilde_cs_00_1 - 0.5625*psitilde_cs_00_0;

1606

const double psitilde_cs_00_3 = 0.155555555555556*psitilde_cs_00_2 + 1.86666666666667*z*psitilde_cs_00_2 - 0.711111111111111*psitilde_cs_00_1;

1607

const double psitilde_cs_00_4 = 0.09375*psitilde_cs_00_3 + 1.875*z*psitilde_cs_00_3 - 0.78125*psitilde_cs_00_2;

1608

const double psitilde_cs_01_0 = 1;

1609

const double psitilde_cs_01_1 = 3*z + 2;

1610

const double psitilde_cs_01_2 = 0.777777777777778*psitilde_cs_01_1 + 2.33333333333333*z*psitilde_cs_01_1 - 0.555555555555556*psitilde_cs_01_0;

1611

const double psitilde_cs_01_3 = 0.428571428571429*psitilde_cs_01_2 + 2.14285714285714*z*psitilde_cs_01_2 - 0.714285714285714*psitilde_cs_01_1;

1612

const double psitilde_cs_02_0 = 1;

1613

const double psitilde_cs_02_1 = 4*z + 3;

1614

const double psitilde_cs_02_2 = 1.265625*psitilde_cs_02_1 + 2.8125*z*psitilde_cs_02_1 - 0.546875*psitilde_cs_02_0;

1615

const double psitilde_cs_03_0 = 1;

1616

const double psitilde_cs_03_1 = 5*z + 4;

1617

const double psitilde_cs_04_0 = 1;

1618

const double psitilde_cs_10_0 = 1;

1619

const double psitilde_cs_10_1 = 3*z + 2;

1620

const double psitilde_cs_10_2 = 0.777777777777778*psitilde_cs_10_1 + 2.33333333333333*z*psitilde_cs_10_1 - 0.555555555555556*psitilde_cs_10_0;

1621

const double psitilde_cs_10_3 = 0.428571428571429*psitilde_cs_10_2 + 2.14285714285714*z*psitilde_cs_10_2 - 0.714285714285714*psitilde_cs_10_1;

1622

const double psitilde_cs_11_0 = 1;

1623

const double psitilde_cs_11_1 = 4*z + 3;

1624

const double psitilde_cs_11_2 = 1.265625*psitilde_cs_11_1 + 2.8125*z*psitilde_cs_11_1 - 0.546875*psitilde_cs_11_0;

1625

const double psitilde_cs_12_0 = 1;

1626

const double psitilde_cs_12_1 = 5*z + 4;

1627

const double psitilde_cs_13_0 = 1;

1628

const double psitilde_cs_20_0 = 1;

1629

const double psitilde_cs_20_1 = 4*z + 3;

1630

const double psitilde_cs_20_2 = 1.265625*psitilde_cs_20_1 + 2.8125*z*psitilde_cs_20_1 - 0.546875*psitilde_cs_20_0;

1631

const double psitilde_cs_21_0 = 1;

1632

const double psitilde_cs_21_1 = 5*z + 4;

1633

const double psitilde_cs_22_0 = 1;

1634

const double psitilde_cs_30_0 = 1;

1635

const double psitilde_cs_30_1 = 5*z + 4;

1636

const double psitilde_cs_31_0 = 1;

1637

const double psitilde_cs_40_0 = 1;

1638

1639

// Compute basisvalues

1640

const double basisvalue0 = 0.866025403784439*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_0;

1641

const double basisvalue1 = 2.73861278752583*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_0;

1642

const double basisvalue2 = 1.58113883008419*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_0;

1643

const double basisvalue3 = 1.11803398874989*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_1;

1644

const double basisvalue4 = 5.1234753829798*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_0;

1645

const double basisvalue5 = 3.96862696659689*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_0;

1646

const double basisvalue6 = 2.29128784747792*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_0;

1647

const double basisvalue7 = 3.24037034920393*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_1;

1648

const double basisvalue8 = 1.87082869338697*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_1;

1649

const double basisvalue9 = 1.3228756555323*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_2;

1650

const double basisvalue10 = 7.93725393319377*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_0;

1651

const double basisvalue11 = 6.70820393249937*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_0;

1652

const double basisvalue12 = 5.19615242270663*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_0;

1653

const double basisvalue13 = 3*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_0;

1654

const double basisvalue14 = 5.80947501931113*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_1;

1655

const double basisvalue15 = 4.5*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_1;

1656

const double basisvalue16 = 2.59807621135332*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_1;

1657

const double basisvalue17 = 3.67423461417477*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_2;

1658

const double basisvalue18 = 2.12132034355964*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_2;

1659

const double basisvalue19 = 1.5*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_3;

1660

const double basisvalue20 = 11.1242977306435*psitilde_a_4*scalings_y_4*psitilde_bs_4_0*scalings_z_4*psitilde_cs_40_0;

1661

const double basisvalue21 = 9.81070843517429*psitilde_a_3*scalings_y_3*psitilde_bs_3_1*scalings_z_4*psitilde_cs_31_0;

1662

const double basisvalue22 = 8.2915619758885*psitilde_a_2*scalings_y_2*psitilde_bs_2_2*scalings_z_4*psitilde_cs_22_0;

1663

const double basisvalue23 = 6.42261628933256*psitilde_a_1*scalings_y_1*psitilde_bs_1_3*scalings_z_4*psitilde_cs_13_0;

1664

const double basisvalue24 = 3.70809924354783*psitilde_a_0*scalings_y_0*psitilde_bs_0_4*scalings_z_4*psitilde_cs_04_0;

1665

const double basisvalue25 = 8.77496438739212*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_1;

1666

const double basisvalue26 = 7.41619848709566*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_1;

1667

const double basisvalue27 = 5.74456264653803*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_1;

1668

const double basisvalue28 = 3.3166247903554*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_1;

1669

const double basisvalue29 = 6.42261628933256*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_2;

1670

const double basisvalue30 = 4.9749371855331*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_2;

1671

const double basisvalue31 = 2.87228132326901*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_2;

1672

const double basisvalue32 = 4.06201920231798*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_3;

1673

const double basisvalue33 = 2.34520787991171*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_3;

1674

const double basisvalue34 = 1.6583123951777*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_4;

1675

1676

// Table(s) of coefficients

1677

const static double coefficients0[35][35] = \

1678

{{-0.0137464349807051, -0.0144900147488139, -0.00836581391578937, -0.00591552374999941, 0, 0, 0, 0, 0, 0, -0.00671936840905293, -0.00567890279999946, -0.00439885919382571, -0.00253968253968254, -0.00491807409042211, -0.00380952380952381, -0.00219942959691287, -0.00311046316543895, -0.0017958267458706, -0.00126984126984128, 0.0136980289516341, 0.0120805260192622, 0.010209907964538, 0.00790856070259325, 0.00456600965054471, 0.0108051509532101, 0.00913201930108942, 0.00707363173407281, 0.00408396318581522, 0.00790856070259324, 0.00612594477872282, 0.0035368158670364, 0.00500181296677924, 0.00288779806280616, 0.00204198159290761},

1679

{-0.0137464349807054, 0.0144900147488139, -0.00836581391578934, -0.00591552374999945, 0, 0, 0, 0, 0, 0, 0.00671936840905293, -0.00567890279999946, 0.00439885919382572, -0.00253968253968254, -0.00491807409042213, 0.00380952380952382, -0.00219942959691286, 0.00311046316543897, -0.0017958267458706, -0.00126984126984127, 0.0136980289516341, -0.0120805260192622, 0.010209907964538, -0.00790856070259325, 0.00456600965054471, -0.0108051509532101, 0.00913201930108941, -0.0070736317340728, 0.00408396318581521, 0.00790856070259325, -0.00612594477872282, 0.0035368158670364, -0.00500181296677924, 0.00288779806280615, 0.00204198159290761},

1680

{-0.0137464349807053, 0, 0.0167316278315787, -0.00591552374999946, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0101587301587302, 0, 0, -0.00659828879073857, 0, 0.00359165349174119, -0.00126984126984127, 0, 0, 0, 0, 0.0228300482527235, 0, 0, 0, -0.0163358527432608, 0, 0, 0.0106104476011092, 0, -0.0057755961256123, 0.00204198159290761},

1681

{-0.0137464349807054, 0, 0, 0.0177465712499983, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0126984126984127, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0306297238936141},

1682

{0.0439885919382572, 0, 0.026770604530526, 0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0, 0.0406349206349206, 0, 0, 0.00439885919382572, 0, -0.0143666139669648, 0.00761904761904763, 0, 0, 0, 0, 0, 0, 0, 0, 0.0367556686723369, 0, 0, -0.0424417904044368, 0, 0.0303218796594646, -0.0122518895574456},

1683

{-0.0329914439536931, 0, -0.0200779533978945, -0.0141972569999986, 0, 0, -0.00969857289937744, 0, 0.0712696645099798, -0.050395263067897, 0, 0, 0, 0, 0, 0, 0.0461880215351701, 0, 0.0107749604752236, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0495154221385096, 0, -0.0606437593189292, 0.0306297238936141},

1684

{0.0439885919382573, 0, 0.0267706045305259, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0, 0.0359165349174119, 0.0253968253968254, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0505364660991076, -0.0408396318581522},

1685

{0.0439885919382573, 0.0231840235981023, -0.0133853022652629, 0.0189296759999982, 0.0433733365754904, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, -0.0227156111999979, 0.0175954367753029, -0.0101587301587302, 0.00327871606028141, -0.00253968253968255, 0.0014662863979419, -0.0124418526617558, 0.00718330698348238, 0.00761904761904763, 0, 0, 0, 0, 0, 0.0243115896447228, -0.0205470434274512, 0.0159156714016638, -0.00918891716808423, -0.031634242810373, 0.0245037791148913, -0.0141472634681456, 0.026259518075591, -0.0151609398297323, -0.0122518895574456},

1686

{-0.0329914439536929, -0.0173880176985766, 0.0100389766989472, -0.0141972569999986, -0.00722888942924838, 0.00559947367421081, -0.00323285763312582, 0.0617213399848368, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, -0.0266666666666667, 0.01539600717839, 0.00933138949631686, -0.00538748023761177, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, -0.0285877423007065, 0.0165051407128365, -0.052519036151182, 0.0303218796594646, 0.0306297238936141},

1687

{0.0439885919382573, 0.0231840235981023, -0.013385302265263, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0.0311046316543895, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

1688

{0.0439885919382572, 0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754903, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, 0, -0.0117302911835353, 0.0101587301587302, -0.0229510124219699, 0.00761904761904761, -0.00146628639794191, 0.0165891368823411, -0.0071833069834824, -0.00761904761904763, 0, 0.0241610520385245, -0.0357346778758831, 0.0355885231616696, -0.0228300482527235, -0.00270128773830253, -0.0114150241263618, 0.0159156714016638, -0.0112308987609918, 0.00395428035129663, 0.00306297238936141, -0.0035368158670364, -0.00375135972508443, 0.00072194951570154, 0.00204198159290761},

1689

{-0.0329914439536929, -0.0173880176985768, -0.0100389766989472, 0.0141972569999986, -0.00722888942924839, 0.0615942104163185, -0.0614242950293904, -0.00685792666498187, -0.00395942580611001, 0.00559947367421077, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, -0.0266666666666667, 0.0175954367753029, 0.00933138949631688, 0.00538748023761179, -0.00761904761904761, 0, 0, 0.0357346778758831, -0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.00408396318581521, 0.00131809345043221, 0.00714693557517662, -0.00471575448938186, -0.00250090648338962, -0.00144389903140307, 0.00204198159290761},

1690

{0.0439885919382572, 0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0.0293257279588382, 0.0101587301587302, 0, -0.0101587301587302, -0.0219942959691286, 0.00207364211029264, 0.017958267458706, -0.00761904761904762, 0, 0, 0, 0.0395428035129662, -0.0456600965054471, 0, 0, -0.017684079335182, 0.0142938711503532, 0, 0.00612594477872282, 0, -0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

1691

{0.043988591938257, -0.0231840235981023, -0.0133853022652629, 0.0189296759999983, 0.0433733365754903, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, -0.0227156111999979, -0.0175954367753029, -0.0101587301587302, 0.00327871606028139, 0.00253968253968253, 0.0014662863979419, 0.0124418526617558, 0.00718330698348236, 0.00761904761904761, 0, 0, 0, 0, 0, -0.0243115896447228, -0.0205470434274512, -0.0159156714016638, -0.00918891716808424, -0.031634242810373, -0.0245037791148913, -0.0141472634681456, -0.026259518075591, -0.0151609398297323, -0.0122518895574456},

1692

{-0.0329914439536929, 0.0173880176985768, 0.0100389766989471, -0.0141972569999987, -0.00722888942924838, -0.00559947367421082, -0.00323285763312581, -0.0617213399848367, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, 0.0266666666666667, 0.01539600717839, -0.00933138949631689, -0.00538748023761178, -0.019047619047619, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, 0.0285877423007065, 0.0165051407128365, 0.0525190361511819, 0.0303218796594646, 0.0306297238936141},

1693

{0.0439885919382572, -0.0231840235981023, -0.0133853022652629, 0.0189296759999981, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, -0.0311046316543896, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

1694

{0.0439885919382572, -0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, 0, 0.0117302911835352, 0.0101587301587302, -0.0229510124219699, -0.00761904761904762, -0.00146628639794191, -0.0165891368823411, -0.00718330698348239, -0.00761904761904763, 0, -0.0241610520385245, -0.0357346778758831, -0.0355885231616696, -0.0228300482527235, 0.00270128773830254, -0.0114150241263618, -0.0159156714016638, -0.0112308987609918, 0.00395428035129662, -0.00306297238936141, -0.0035368158670364, 0.00375135972508443, 0.000721949515701533, 0.00204198159290761},

1695

{-0.0329914439536929, 0.0173880176985766, -0.0100389766989472, 0.0141972569999987, -0.00722888942924841, -0.0615942104163186, -0.0614242950293904, 0.00685792666498186, -0.00395942580610998, 0.00559947367421075, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, 0.0266666666666667, 0.0175954367753029, -0.00933138949631688, 0.00538748023761179, -0.00761904761904763, 0, 0, 0.0357346778758831, 0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.0040839631858152, 0.00131809345043222, -0.00714693557517663, -0.00471575448938187, 0.00250090648338962, -0.00144389903140308, 0.00204198159290761},

1696

{0.0439885919382573, -0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, -0.0293257279588382, 0.0101587301587302, 0, 0.0101587301587301, -0.0219942959691286, -0.00207364211029265, 0.017958267458706, -0.00761904761904761, 0, 0, 0, -0.0395428035129663, -0.0456600965054471, 0, 0, 0.017684079335182, 0.0142938711503532, 0, -0.00612594477872281, 0, 0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

1697

{0.0439885919382571, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484215, 0.0134387368181058, -0.0113578055999989, -0.0205280095711867, -0.0152380952380952, -0.00983614818084424, -0.0177777777777778, -0.0131965775814772, -0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, -0.0241610520385245, -0.00510495398226901, 0.00395428035129663, 0.00456600965054471, -0.0216103019064202, -0.00456600965054471, 0.00353681586703639, 0.00408396318581521, -0.00395428035129661, 0.0030629723893614, 0.0035368158670364, 0.00250090648338961, 0.00288779806280615, 0.00204198159290761},

1698

{-0.0329914439536931, 0, 0.0200779533978945, 0.0141972569999987, -0.0867466731509807, 0, 0.00969857289937743, 0, 0.00791885161221998, 0.00559947367421076, 0, 0.0340734167999968, 0, -0.0152380952380953, 0.0295084445425327, 0, -0.0131965775814772, 0, -0.0107749604752236, -0.00761904761904762, 0.0821881737098047, 0, -0.010209907964538, 0, 0.00456600965054471, 0, -0.00913201930108944, 0, 0.00408396318581521, -0.00790856070259326, 0, 0.0035368158670364, 0, 0.00288779806280615, 0.00204198159290761},

1699

{0.0439885919382573, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754903, -0.0335968420452646, 0.0193971457987549, -0.0274317066599274, 0.01583770322444, 0.0111989473484215, -0.0134387368181058, -0.0113578055999989, 0.0205280095711867, -0.0152380952380952, -0.00983614818084423, 0.0177777777777778, -0.0131965775814772, 0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, 0.0241610520385245, -0.005104953982269, -0.00395428035129662, 0.00456600965054471, 0.0216103019064202, -0.0045660096505447, -0.0035368158670364, 0.00408396318581521, -0.00395428035129662, -0.00306297238936141, 0.00353681586703641, -0.00250090648338962, 0.00288779806280615, 0.00204198159290761},

1700

{0.0439885919382573, 0.139104141588614, -0.080311813591578, -0.0567890279999947, 0.0578311154339872, 0.0335968420452646, -0.0420271492306356, 0.0274317066599275, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, -0.0586514559176763, 0.0406349206349207, 0.039344592723377, 0.00253968253968254, -0.0109971479845643, -0.0601356211984865, 0.017958267458706, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, -0.053052238005546, 0.0367556686723369, -0.0105447476034577, -0.0245037791148913, 0.0235787724469093, 0.0175063453837273, 0, -0.0122518895574457},

1701

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0, 0.0783926314389509, 0.0096985728993774, -0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, 0.0586514559176763, -0.0609523809523809, 0, 0.033015873015873, 0.0241937255660415, -0.0145154947720485, -0.0610581093596003, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0, 0.053052238005546, -0.0551335030085053, 0, -0.0326717054865217, 0.0141472634681456, 0.00875317269186366, 0.0151609398297323, -0.0122518895574456},

1702

{0.0439885919382571, 0, 0, 0.170367083999984, 0, -0.0111989473484216, 0.00969857289937744, 0.0822951199797824, 0.0475131096733199, -0.0167984210226324, 0, 0, 0, 0, 0, 0.0533333333333333, -0.0461880215351701, 0.0435464843161454, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.057175484601413, -0.0495154221385096, -0.026259518075591, -0.0151609398297323, 0.0306297238936141},

1703

{0.0439885919382571, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, 0.0578311154339871, -0.0335968420452646, -0.0420271492306356, -0.0274317066599274, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, 0.0586514559176763, 0.0406349206349206, 0.0393445927233769, -0.00253968253968253, -0.0109971479845643, 0.0601356211984865, 0.0179582674587059, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, 0.053052238005546, 0.0367556686723369, -0.0105447476034577, 0.0245037791148913, 0.0235787724469093, -0.0175063453837273, 0, -0.0122518895574457},

1704

{0.0439885919382571, 0, 0.160623627183156, -0.0567890279999946, 0, -0.0783926314389509, 0.00969857289937745, 0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, -0.0586514559176763, -0.0609523809523809, 0, -0.033015873015873, 0.0241937255660415, 0.0145154947720485, -0.0610581093596003, 0.0393650793650793, 0, 0, 0, 0, 0, 0, 0, -0.053052238005546, -0.0551335030085053, 0, 0.0326717054865217, 0.0141472634681456, -0.00875317269186368, 0.0151609398297323, -0.0122518895574456},

1705

{0.0439885919382572, 0, 0, 0.170367083999984, 0, 0.0111989473484215, 0.00969857289937745, -0.0822951199797824, 0.0475131096733199, -0.0167984210226323, 0, 0, 0, 0, 0, -0.0533333333333333, -0.0461880215351701, -0.0435464843161453, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0571754846014129, -0.0495154221385096, 0.026259518075591, -0.0151609398297323, 0.0306297238936141},

1706

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999946, -0.0433733365754903, 0.0447957893936862, 0.0484928644968872, -0.0548634133198549, 0, -0.0167984210226323, 0.0806324209086351, 0.0227156111999979, -0.0058651455917676, -0.0101587301587302, -0.00327871606028142, 0.0304761904761905, 0.0271262983619253, 0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, 0.0729347689341683, 0.0205470434274512, -0.00530522380055458, -0.00918891716808423, 0.031634242810373, -0.00816792637163039, -0.0141472634681456, -0.00875317269186365, -0.0151609398297323, -0.0122518895574456},

1707

{0.0439885919382571, 0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754904, -0.0447957893936862, 0.0484928644968873, 0.0548634133198549, 0, -0.0167984210226323, -0.0806324209086351, 0.0227156111999979, 0.0058651455917676, -0.0101587301587302, -0.00327871606028142, -0.0304761904761905, 0.0271262983619253, -0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, -0.0729347689341683, 0.0205470434274512, 0.00530522380055459, -0.00918891716808424, 0.031634242810373, 0.00816792637163042, -0.0141472634681456, 0.00875317269186367, -0.0151609398297323, -0.0122518895574456},

1708

{0.0439885919382572, 0, 0, 0.170367083999984, 0.0144577788584968, 0, -0.00323285763312585, 0, -0.0950262193466398, -0.0167984210226323, 0, 0, 0, 0, -0.0688530372659096, 0, 0.01539600717839, 0, -0.0502831488843767, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0738132332242036, 0, 0.0165051407128365, 0, 0.0303218796594646, 0.0306297238936141},

1709

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754903, -0.0447957893936862, -0.00969857289937743, 0.0548634133198549, 0.03167540644888, 0.0391963157194754, 0.0806324209086351, 0, 0.0527863103259086, 0.0609523809523809, 0.0229510124219699, 0.0101587301587302, 0.0168622935763319, -0.0124418526617558, -0.00718330698348239, -0.013968253968254, 0, 0.0724831561155734, 0.0357346778758831, -0.0118628410538899, -0.0228300482527235, -0.00810386321490759, 0.0114150241263618, -0.00530522380055459, -0.0112308987609918, -0.00395428035129662, -0.00102099079645379, -0.0035368158670364, 0.00125045324169481, 0.000721949515701537, 0.00204198159290762},

1710

{0.0439885919382571, 0.139104141588614, -0.080311813591578, -0.0567890279999947, -0.0433733365754904, 0.0447957893936862, -0.00969857289937742, -0.0548634133198549, 0.0316754064488799, 0.0391963157194754, -0.0806324209086351, 0, -0.0527863103259086, 0.060952380952381, 0.0229510124219699, -0.0101587301587302, 0.0168622935763319, 0.0124418526617558, -0.00718330698348236, -0.013968253968254, 0, -0.0724831561155734, 0.0357346778758831, 0.0118628410538899, -0.0228300482527236, 0.00810386321490761, 0.0114150241263618, 0.00530522380055459, -0.0112308987609918, -0.00395428035129662, 0.00102099079645379, -0.0035368158670364, -0.0012504532416948, 0.000721949515701528, 0.0020419815929076},

1711

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0.0144577788584968, 0, -0.0614242950293905, 0, -0.0633508128977598, 0.0391963157194754, 0, -0.0681468335999936, 0, -0.0914285714285715, 0.00983614818084423, 0, 0.0285925847598672, 0, 0.0143666139669647, -0.0139682539682539, 0, 0, -0.0714693557517662, 0, 0.0456600965054471, 0, 0.0182640386021788, 0, 0.0040839631858152, -0.00263618690086443, 0, -0.00471575448938186, 0, -0.00144389903140306, 0.00204198159290759},

1712

{0.351908735506058, 0, 0, 0, -0.115662230867974, 0, -0.129314305325032, 0, 0, -0.134387368181059, 0, -0.0908624447999914, 0, 0.0406349206349206, -0.0786891854467539, 0, -0.0879771838765144, 0, 0, 0.0711111111111111, 0, 0, 0, 0, 0, 0, -0.0821881737098047, 0, 0.0367556686723369, 0.0210894952069153, 0, 0.0235787724469093, 0, 0, -0.0122518895574456}};

1713

1714

// Interesting (new) part

1715

// Tables of derivatives of the polynomial base (transpose)

1716

const static double dmats0[35][35] = \

1717

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1718

{6.32455532033677, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1719

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1720

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1721

{0, 11.2249721603218, 0, 0, 0, 1.70793006049707e-14, 0, 0, 1.16063842564573e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1722

{4.58257569495585, 0, 8.36660026534076, -1.18321595661992, 0, 0, 1.04642314135461e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1723

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1724

{3.74165738677394, 0, 0, 8.69482604771366, 0, 0, 0, -1.66625972279159e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1725

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1726

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1727

{5.49909083394701, 0, -3.34664010613631, -2.36643191323985, 15.4919333848297, 0, 0.692820323027549, 0, 0.56568542494924, 0.400000000000009, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1728

{0, 4.89897948556635, 0, 0, 0, 14.1985914794391, 0, -0.828078671210828, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1729

{3.60000000000001, 0, 8.76356092008266, -1.54919333848296, 0, 0, 9.52470471983254, 0, -1.48131215963609, 0.261861468283193, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1730

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1731

{0, 4.24264068711929, 0, 0, 0, 0, 0, 14.3427433120127, 2.84156378982381e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1732

{3.11769145362398, 0, 3.16227766016838, 4.91934955049954, 0, 0, 0, -1.2538531175753e-14, 10.690449676497, -2.41897262725905, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1733

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1734

{2.54558441227157, 0, 0, 7.66811580507232, 0, 0, 0, 0, 0, 10.3691851174526, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1735

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1736

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1737

{0, 11.6057691494799, 0, 0, 0, -4.20458932936041, 0, -3.43303281162798, 0, 0, 19.6214168703486, 0, 0.611677741841197, 0, 0, 0.529728463363978, 0, 0.432521479156785, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1738

{4.53137212479103, 0, 3.54562104171167, -2.50713268211203, 4.78713553878169, 0, -5.56626745075493, 0, -1.04880884817015, 0.741619848709563, 0, 18.8034951158403, 0, 1.68183573174416, -0.603122387046455, 0, 0.701283781217662, 0, 0.132137494528683, -0.0934353184302337, 0, 0, 0, 0, -2.04851899834062e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1739

{1.12802291379194e-14, 2.59512887494071, 0, 0, 0, 10.0285307284481, 1.48509074345102e-14, -0.767649473578742, 0, 0, 0, 0, 16.4130361329658, 0, 0, -1.26347611061158, 0, 0.0967147429123335, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1740

{2.96647939483827, 0, 8.12403840463597, -1.64130361329658, 0, 0, 11.7728501222091, 0, -2.40312296813959, 0.485504156227609, 0, 0, 0, 10.2761860629321, 0, 0, -1.48323969741914, 0, 0.30276503540975, -0.0611677741841184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1741

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1742

{4.05298244095217, 0, -1.58564993434419, 4.4848952846511, 4.28174419288837, 0, 0.191485421551264, 0, -3.75233260785875, -4.31161222746203, 0, 0, 0, 0, 18.8807171866294, 0, 0.844371341865038, 0, 1.18187368057056, 1.04463861754668, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1743

{0, 2.32115382989598, 0, 0, 0, 3.92428337406973, 0, 5.49285249860476, 1.21484853427001e-14, 0, 0, 0, 0, 0, 0, 17.3044631365565, 0, -1.73008591662714, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1744

{2.65329983228433, 0, 4.15220619990513, 2.93605316083776, 0, 0, 2.63248931621764, 0, 9.82591326180785, -2.8226127713774, 0, 0, 0, 0, 0, 0, 11.6081867662439, 0, -3.09487177319466, 0.683876505540249, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1745

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1746

{0, 2.01017818278148, 0, 0, 0, 0, 0, 8.91928088068602, 1.76356325376492e-14, 0, 0, 0, 0, 0, 0, 0, 0, 16.8558564884489, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1747

{2.29782505861521, 0, 1.49829835452879, 5.50917601898535, 0, 0, 0, 0, 6.64803945320938, 4.13676892548485, 0, 0, 0, 0, 0, 0, 0, 0, 12.5636136423842, -3.55352656109507, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1748

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1749

{1.87616630392938, 0, 0, 6.2283092998577, 0, 0, 0, 0, 0, 11.0541524195338, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11.6057691494799, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1750

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1751

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

1752

1753

const static double dmats1[35][35] = \

1754

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1755

{3.16227766016838, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1756

{5.47722557505166, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1757

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1758

{2.95803989154981, 5.61248608016091, -1.08012344973464, -0.763762615825977, 0, 1.12766252988532e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1759

{2.29128784747793, 7.24568837309472, 4.18330013267038, -0.591607978309962, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1760

{-2.64575131106459, 0, 9.66091783079296, 0.683130051063976, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1761

{1.87082869338697, 0, 0, 4.34741302385683, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1762

{3.24037034920392, 0, 0, 7.52994023880667, 0, 0, 0, -1.40420976242894e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1763

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1764

{2.74954541697351, 5.79655069847578, -1.67332005306815, -1.18321595661993, 7.74596669241484, -1.2, 0.346410161513776, -0.979795897113278, 0.282842712474625, 0.200000000000005, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1765

{2.32379000772444, 2.44948974278317, 2.82842712474619, -0.999999999999997, 9.16515138991168, 7.09929573971955, -2.04939015319192, -0.414039335605417, -0.478091443733761, 0.169030850945703, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1766

{1.80000000000001, -5.69209978830309, 4.38178046004133, -0.77459666924148, 0, 10.998181667894, 4.76235235991628, 0.962140470884725, -0.740656079818049, 0.130930734141596, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1767

{5.19615242270664, 0, -3.16227766016837, -2.23606797749979, 0, 0, 13.7477270848675, 0, 0.534522483824846, 0.377964473009225, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1768

{2.01246117974981, 2.12132034355964, -0.408248290463859, 3.17542648054293, 0, 0, 0, 7.17137165600634, -1.3801311186847, -1.56144011671765, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1769

{1.55884572681199, 2.73861278752583, 1.5811388300842, 2.45967477524977, 0, 0, 0, 9.2582009977255, 5.3452248382485, -1.20948631362952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1770

{-1.79999999999999, 0, 3.65148371670111, -2.84018778721876, 0, 0, 0, 0, 12.3442679969673, 1.39659449751036, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1771

{1.27279220613578, 0, 0, 3.83405790253616, 0, 0, 0, 0, 0, 5.18459255872629, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1772

{2.20454076850485, 0, 0, 6.64078308635359, 0, 0, 0, 0, 0, 8.97997772825746, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1773

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1774

{2.56904651573303, 5.80288457473998, -2.01017818278148, -1.42141062443803, 8.14215222512715, -2.10229466468021, 0.728256234341421, -1.71651640581399, 0.594618725379067, 0.420458932936047, 9.81070843517429, -1.18450885369836, 0.3058388709206, -0.105945692672795, -1.02581475831036, 0.264864231681991, -0.0917516612761804, 0.216260739578394, -0.0749149177264392, -0.0529728463363962, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1775

{2.26568606239552, 3.07059789431495, 1.77281052085584, -1.25356634105601, 2.39356776939085, 6.30376871403133, -2.78313372537746, -0.908295106229249, -0.524404424085077, 0.370809924354783, 11.1242977306435, 9.40174755792013, -2.42752078113806, 0.840917865872083, -0.301561193523227, -0.794200206656967, 0.350641890608831, 0.114434427054266, 0.0660687472643429, -0.0467176592151151, 0, 0, 0, 1.18413955033316e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1776

{1.91485421551268, 1.29756443747035, 3.74574588632197, -1.05945692672795, -8.09173593712687, 5.01426536422407, 1.80936716113936, -0.383824736789366, -1.1080065755349, 0.313391585264, 0, 12.7134831207354, 8.2065180664829, -2.84282124887606, 1.01946290306866, -0.631738055305791, -0.227958835180081, 0.0483573714561658, 0.139595707137601, -0.0394836284566112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1777

{1.48323969741914, 7.03562363973515, 4.06201920231798, -0.820651806648292, 0, -6.79705818718658, 5.88642506110457, -2.08116553882674, -1.2015614840698, 0.242752078113806, 0, 0, 14.8323969741913, 5.13809303146605, 0, 0.856348838577678, -0.741619848709567, 0.262202212042541, 0.151382517704874, -0.0305838870920586, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1778

{-3.42539535431071, 0, 9.38083151964686, 1.89521416591737, 0, 1.48502651407619e-14, -3.39852909359332, 0, -2.77488738510233, -0.560611910581396, 0, 0, 0, 17.7988763690296, 0, 0, 0.42817441928884, 0, 0.349602949390053, 0.0706304617818605, 0, 0, 0, 0, -1.76908227133537e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1779

{2.02649122047609, 2.74642624930238, -0.792824967172093, 2.24244764232555, 2.14087209644419, -0.331662479035538, 0.095742710775634, 6.49923072370876, -1.87616630392936, -2.15580611373101, 0, 0, 0, 0, 9.44035859331469, -1.46249406456536, 0.42218567093252, -2.04706526287664, 0.59093684028528, 0.522319308773337, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1780

{1.71269767715535, 1.16057691494799, 1.34011878852098, 1.89521416591738, 2.53311402559511, 1.96214168703486, -0.566421515598881, 2.74642624930237, 3.17129986868837, -1.82198870938951, 0, 0, 0, 0, 11.1699829238239, 8.65223156827827, -2.49768411251822, -0.865042958313569, -0.998865569685858, 0.441440386136648, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1781

{1.32664991614216, -2.69693703815182, 2.07610309995257, 1.46802658041888, 0, 3.03973683071413, 1.31624465810882, -6.382117875081, 4.91295663090391, -1.4113063856887, 0, 0, 0, 0, 0, 13.4039795085887, 5.80409338312195, 2.01017818278147, -1.54743588659732, 0.341938252770131, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1782

{3.82970843102535, 0, -1.49829835452879, 4.23782770691181, 0, 0, 3.79967103839267, 0, -3.54562104171168, -4.07409060843206, 0, 0, 0, 0, 0, 0, 16.7549743857359, 0, 1.11676565710082, 0.987090711415304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1783

{1.48323969741913, 1.00508909139074, -0.193429485824663, 3.55615782880925, 0, 0, 0, 4.459640440343, -0.858258202906983, 2.67027285925187, 0, 0, 0, 0, 0, 0, 0, 8.42792824422443, -1.62195554683794, -2.29379153190448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1784

{1.14891252930761, 1.29756443747036, 0.749149177264399, 2.75458800949267, 0, 0, 0, 5.75737105184053, 3.3240197266047, 2.06838446274242, 0, 0, 0, 0, 0, 0, 0, 10.8804085776374, 6.2818068211921, -1.77676328054753, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1.02006749648391e-14, 0, 0},

1785

{-1.32664991614216, 0, 1.73008591662714, -3.18072425757422, 0, 0, 0, 1.15266449376351e-14, 7.67649473578738, -2.38836465270397, 0, 0, 0, 0, 0, 0, 0, 0, 14.5072114368499, 2.05162951662072, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1786

{0.938083151964688, 0, 0, 3.11415464992885, 0, 0, 0, 0, 0, 5.52707620976692, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5.80288457473997, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1787

{1.6248076809272, 0, 0, 5.39387407630363, 0, 0, 0, 0, 0, 9.57317681262152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10.0508909139073, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1788

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

1789

1790

const static double dmats2[35][35] = \

1791

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1792

{3.16227766016838, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1793

{1.82574185835056, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1794

{5.16397779494323, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1795

{2.95803989154981, 5.61248608016091, -1.08012344973464, -0.763762615825976, 0, 1.39411605579536e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1796

{2.29128784747792, 1.44913767461894, 4.18330013267038, -0.591607978309961, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1797

{1.3228756555323, 0, 3.86436713231718, -0.341565025531985, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1798

{1.87082869338697, 7.09929573971954, 0, 4.34741302385683, 0, 1.2137796469483e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1799

{1.08012344973464, 0, 7.09929573971954, 2.50998007960223, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1800

{-3.81881307912987, 0, 0, 8.87411967464942, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1801

{2.74954541697351, 5.79655069847578, -1.67332005306815, -1.18321595661993, 7.74596669241484, -1.19999999999999, 0.346410161513777, -0.97979589711328, 0.282842712474624, 0.200000000000005, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1802

{2.32379000772445, 2.44948974278317, 2.82842712474619, -0.999999999999998, 1.30930734141596, 7.09929573971955, -2.04939015319192, -0.414039335605417, -0.478091443733761, 0.169030850945707, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1803

{1.80000000000001, 0.632455532033672, 4.38178046004133, -0.774596669241482, 0, 3.14233761939829, 4.76235235991627, -0.106904496764972, -0.740656079818045, 0.130930734141597, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1804

{1.03923048454133, 0, 3.16227766016838, -0.447213595499956, 0, 0, 5.8918830363718, 0, -0.534522483824849, 0.0755928946018436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1805

{2.0124611797498, 2.12132034355964, -0.408248290463861, 3.17542648054293, 9.07114735222144, 0, 0, 7.17137165600635, -1.3801311186847, -1.56144011671765, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1806

{1.558845726812, 0.547722557505166, 1.5811388300842, 2.45967477524977, 0, 9.07114735222146, 0, 1.85164019954509, 5.34522483824849, -1.20948631362952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1807

{0.900000000000005, 0, 1.46059348668045, 1.42009389360939, 0, 0, 9.07114735222146, 0, 4.93770719878694, -0.698297248755174, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1808

{1.27279220613578, -6.26099033699941, 0, 3.83405790253616, 0, -1.33471233241901e-14, 0, 10.5830052442584, 1.61529151756054e-14, 5.18459255872629, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1809

{0.734846922834955, 0, -6.26099033699941, 2.21359436211787, 0, 0, 0, 0, 10.5830052442584, 2.99332590941916, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1810

{5.7157676649773, 0, 0, -4.69574275274955, 0, 0, 0, 0, 0, 12.69960629311, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1811

{2.56904651573303, 5.80288457473998, -2.01017818278148, -1.42141062443803, 8.14215222512715, -2.10229466468021, 0.72825623434142, -1.71651640581399, 0.594618725379067, 0.420458932936046, 9.81070843517429, -1.18450885369836, 0.305838870920599, -0.105945692672794, -1.02581475831036, 0.264864231681991, -0.0917516612761805, 0.216260739578394, -0.0749149177264392, -0.052972846336396, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1812

{2.26568606239552, 3.07059789431495, 1.77281052085584, -1.25356634105602, 2.39356776939084, 6.30376871403133, -2.78313372537746, -0.908295106229248, -0.524404424085073, 0.370809924354783, 1.23603308118261, 9.40174755792013, -2.42752078113806, 0.840917865872083, -0.301561193523226, -0.794200206656968, 0.350641890608831, 0.114434427054266, 0.0660687472643423, -0.0467176592151165, 0, 0, 0, 1.09746923696279e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1813

{1.91485421551268, 1.29756443747035, 3.74574588632197, -1.05945692672795, 0.404586796856347, 5.01426536422407, 1.80936716113937, -0.383824736789372, -1.1080065755349, 0.313391585264004, 0, 2.82521847127454, 8.2065180664829, -2.84282124887606, -0.0509731451534344, -0.631738055305788, -0.227958835180082, 0.0483573714561684, 0.139595707137601, -0.039483628456609, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1814

{1.48323969741914, 0.335029697130247, 4.06201920231798, -0.820651806648289, 0, 1.69926454679664, 5.88642506110457, -0.099103120896514, -1.2015614840698, 0.242752078113805, 0, 0, 4.94413232473044, 5.13809303146605, 0, -0.214087209644418, -0.741619848709568, 0.0124858196210747, 0.151382517704876, -0.0305838870920584, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1815

{0.856348838577678, 0, 2.68023757704196, -0.473803541479345, 0, 0, 5.09779364038992, 0, -0.792824967172097, 0.140152977645345, 0, 0, 0, 7.91061171956871, 0, 0, -0.642261628933257, 0, 0.0998865569685871, -0.0176576154454654, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1816

{2.02649122047609, 2.74642624930238, -0.792824967172095, 2.24244764232555, 2.14087209644419, -0.331662479035546, 0.0957427107756332, 6.49923072370876, -1.87616630392937, -2.15580611373101, 11.0554159678513, 0, 0, 0, 9.44035859331468, -1.46249406456535, 0.42218567093252, -2.04706526287664, 0.59093684028528, 0.522319308773341, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1817

{1.71269767715534, 1.16057691494799, 1.34011878852098, 1.89521416591737, 0.36187343222787, 1.96214168703486, -0.566421515598891, 2.74642624930238, 3.17129986868838, -1.82198870938951, 0, 11.0554159678513, 0, 0, 1.59571184626056, 8.65223156827827, -2.49768411251822, -0.865042958313572, -0.998865569685858, 0.441440386136647, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1818

{1.32664991614217, 0.299659670905757, 2.07610309995256, 1.46802658041888, 0, 0.868496237346881, 1.31624465810882, 0.709124208342336, 4.91295663090392, -1.4113063856887, 0, 0, 11.0554159678513, 0, 0, 3.82970843102535, 5.80409338312195, -0.223353131420161, -1.54743588659733, 0.341938252770126, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1819

{0.765941686205071, 0, 1.49829835452879, 0.847565541382364, 0, 0, 1.62843044502542, 0, 3.54562104171167, -0.814818121686411, 0, 0, 0, 11.0554159678513, 0, 0, 7.18070330817254, 0, -1.11676565710082, 0.197418142283063, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1820

{1.48323969741914, 1.00508909139074, -0.193429485824663, 3.55615782880926, -8.46157280212812, 0, 0, 4.45964044034301, -0.858258202906987, 2.67027285925186, 0, 0, 0, 0, 12.4373429638327, 0, 0, 8.42792824422443, -1.62195554683794, -2.29379153190448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1821

{1.1489125293076, 0.259512887494073, 0.749149177264395, 2.75458800949267, 0, -8.46157280212812, 0, 1.15147421036811, 3.32401972660469, 2.06838446274243, 0, 0, 0, 0, 0, 12.4373429638327, 0, 2.17608171552749, 6.2818068211921, -1.77676328054754, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1822

{0.663324958071074, 0, 0.692034366650849, 1.59036212878711, 0, 0, -8.46157280212813, 0, 3.07059789431495, 1.19418232635198, 0, 0, 0, 0, 0, 0, 12.4373429638327, 0, 5.80288457473997, -1.02581475831036, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1823

{0.938083151964688, 7.62808987244126, 0, 3.11415464992885, 0, 0, 0, -7.5213980463361, 0, 5.52707620976691, 0, 0, 0, 0, 0, 0, 0, 14.2141062443803, 0, 5.80288457473998, 0, 0, 0, 0, 0, 1.03455020940032e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1824

{0.541602560309059, 0, 7.62808987244125, 1.79795802543454, 0, 0, 0, 0, -7.52139804633611, 3.1910589375405, 0, 0, 0, 0, 0, 0, 0, 0, 14.2141062443803, 3.35029697130244, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

1825

{-5.36159180343549, 0, 0, 8.8994381845148, 0, 0, 0, 0, -1.07784467308941e-14, -5.26497863243527, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16.583123951777, 0, 0, 0, 0, 0, 1.2461107758246e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

1826

1827

// Compute reference derivatives

1828

// Declare pointer to array of derivatives on FIAT element

1829

double *derivatives = new double [num_derivatives];

1830

1831

// Declare coefficients

1832

double coeff0_0 = 0;

1833

double coeff0_1 = 0;

1834

double coeff0_2 = 0;

1835

double coeff0_3 = 0;

1836

double coeff0_4 = 0;

1837

double coeff0_5 = 0;

1838

double coeff0_6 = 0;

1839

double coeff0_7 = 0;

1840

double coeff0_8 = 0;

1841

double coeff0_9 = 0;

1842

double coeff0_10 = 0;

1843

double coeff0_11 = 0;

1844

double coeff0_12 = 0;

1845

double coeff0_13 = 0;

1846

double coeff0_14 = 0;

1847

double coeff0_15 = 0;

1848

double coeff0_16 = 0;

1849

double coeff0_17 = 0;

1850

double coeff0_18 = 0;

1851

double coeff0_19 = 0;

1852

double coeff0_20 = 0;

1853

double coeff0_21 = 0;

1854

double coeff0_22 = 0;

1855

double coeff0_23 = 0;

1856

double coeff0_24 = 0;

1857

double coeff0_25 = 0;

1858

double coeff0_26 = 0;

1859

double coeff0_27 = 0;

1860

double coeff0_28 = 0;

1861

double coeff0_29 = 0;

1862

double coeff0_30 = 0;

1863

double coeff0_31 = 0;

1864

double coeff0_32 = 0;

1865

double coeff0_33 = 0;

1866

double coeff0_34 = 0;

1867

1868

// Declare new coefficients

1869

double new_coeff0_0 = 0;

1870

double new_coeff0_1 = 0;

1871

double new_coeff0_2 = 0;

1872

double new_coeff0_3 = 0;

1873

double new_coeff0_4 = 0;

1874

double new_coeff0_5 = 0;

1875

double new_coeff0_6 = 0;

1876

double new_coeff0_7 = 0;

1877

double new_coeff0_8 = 0;

1878

double new_coeff0_9 = 0;

1879

double new_coeff0_10 = 0;

1880

double new_coeff0_11 = 0;

1881

double new_coeff0_12 = 0;

1882

double new_coeff0_13 = 0;

1883

double new_coeff0_14 = 0;

1884

double new_coeff0_15 = 0;

1885

double new_coeff0_16 = 0;

1886

double new_coeff0_17 = 0;

1887

double new_coeff0_18 = 0;

1888

double new_coeff0_19 = 0;

1889

double new_coeff0_20 = 0;

1890

double new_coeff0_21 = 0;

1891

double new_coeff0_22 = 0;

1892

double new_coeff0_23 = 0;

1893

double new_coeff0_24 = 0;

1894

double new_coeff0_25 = 0;

1895

double new_coeff0_26 = 0;

1896

double new_coeff0_27 = 0;

1897

double new_coeff0_28 = 0;

1898

double new_coeff0_29 = 0;

1899

double new_coeff0_30 = 0;

1900

double new_coeff0_31 = 0;

1901

double new_coeff0_32 = 0;

1902

double new_coeff0_33 = 0;

1903

double new_coeff0_34 = 0;

1904

1905

// Loop possible derivatives

1906

for (unsigned int deriv_num = 0; deriv_num < num_derivatives; deriv_num++)

1907

{

1908

// Get values from coefficients array

1909

new_coeff0_0 = coefficients0[dof][0];

1910

new_coeff0_1 = coefficients0[dof][1];

1911

new_coeff0_2 = coefficients0[dof][2];

1912

new_coeff0_3 = coefficients0[dof][3];

1913

new_coeff0_4 = coefficients0[dof][4];

1914

new_coeff0_5 = coefficients0[dof][5];

1915

new_coeff0_6 = coefficients0[dof][6];

1916

new_coeff0_7 = coefficients0[dof][7];

1917

new_coeff0_8 = coefficients0[dof][8];

1918

new_coeff0_9 = coefficients0[dof][9];

1919

new_coeff0_10 = coefficients0[dof][10];

1920

new_coeff0_11 = coefficients0[dof][11];

1921

new_coeff0_12 = coefficients0[dof][12];

1922

new_coeff0_13 = coefficients0[dof][13];

1923

new_coeff0_14 = coefficients0[dof][14];

1924

new_coeff0_15 = coefficients0[dof][15];

1925

new_coeff0_16 = coefficients0[dof][16];

1926

new_coeff0_17 = coefficients0[dof][17];

1927

new_coeff0_18 = coefficients0[dof][18];

1928

new_coeff0_19 = coefficients0[dof][19];

1929

new_coeff0_20 = coefficients0[dof][20];

1930

new_coeff0_21 = coefficients0[dof][21];

1931

new_coeff0_22 = coefficients0[dof][22];

1932

new_coeff0_23 = coefficients0[dof][23];

1933

new_coeff0_24 = coefficients0[dof][24];

1934

new_coeff0_25 = coefficients0[dof][25];

1935

new_coeff0_26 = coefficients0[dof][26];

1936

new_coeff0_27 = coefficients0[dof][27];

1937

new_coeff0_28 = coefficients0[dof][28];

1938

new_coeff0_29 = coefficients0[dof][29];

1939

new_coeff0_30 = coefficients0[dof][30];

1940

new_coeff0_31 = coefficients0[dof][31];

1941

new_coeff0_32 = coefficients0[dof][32];

1942

new_coeff0_33 = coefficients0[dof][33];

1943

new_coeff0_34 = coefficients0[dof][34];

1944

1945

// Loop derivative order

1946

for (unsigned int j = 0; j < n; j++)

1947

{

1948

// Update old coefficients

1949

coeff0_0 = new_coeff0_0;

1950

coeff0_1 = new_coeff0_1;

1951

coeff0_2 = new_coeff0_2;

1952

coeff0_3 = new_coeff0_3;

1953

coeff0_4 = new_coeff0_4;

1954

coeff0_5 = new_coeff0_5;

1955

coeff0_6 = new_coeff0_6;

1956

coeff0_7 = new_coeff0_7;

1957

coeff0_8 = new_coeff0_8;

1958

coeff0_9 = new_coeff0_9;

1959

coeff0_10 = new_coeff0_10;

1960

coeff0_11 = new_coeff0_11;

1961

coeff0_12 = new_coeff0_12;

1962

coeff0_13 = new_coeff0_13;

1963

coeff0_14 = new_coeff0_14;

1964

coeff0_15 = new_coeff0_15;

1965

coeff0_16 = new_coeff0_16;

1966

coeff0_17 = new_coeff0_17;

1967

coeff0_18 = new_coeff0_18;

1968

coeff0_19 = new_coeff0_19;

1969

coeff0_20 = new_coeff0_20;

1970

coeff0_21 = new_coeff0_21;

1971

coeff0_22 = new_coeff0_22;

1972

coeff0_23 = new_coeff0_23;

1973

coeff0_24 = new_coeff0_24;

1974

coeff0_25 = new_coeff0_25;

1975

coeff0_26 = new_coeff0_26;

1976

coeff0_27 = new_coeff0_27;

1977

coeff0_28 = new_coeff0_28;

1978

coeff0_29 = new_coeff0_29;

1979

coeff0_30 = new_coeff0_30;

1980

coeff0_31 = new_coeff0_31;

1981

coeff0_32 = new_coeff0_32;

1982

coeff0_33 = new_coeff0_33;

1983

coeff0_34 = new_coeff0_34;

1984

1985

if(combinations[deriv_num][j] == 0)

1986

{

1987

new_coeff0_0 = coeff0_0*dmats0[0][0] + coeff0_1*dmats0[1][0] + coeff0_2*dmats0[2][0] + coeff0_3*dmats0[3][0] + coeff0_4*dmats0[4][0] + coeff0_5*dmats0[5][0] + coeff0_6*dmats0[6][0] + coeff0_7*dmats0[7][0] + coeff0_8*dmats0[8][0] + coeff0_9*dmats0[9][0] + coeff0_10*dmats0[10][0] + coeff0_11*dmats0[11][0] + coeff0_12*dmats0[12][0] + coeff0_13*dmats0[13][0] + coeff0_14*dmats0[14][0] + coeff0_15*dmats0[15][0] + coeff0_16*dmats0[16][0] + coeff0_17*dmats0[17][0] + coeff0_18*dmats0[18][0] + coeff0_19*dmats0[19][0] + coeff0_20*dmats0[20][0] + coeff0_21*dmats0[21][0] + coeff0_22*dmats0[22][0] + coeff0_23*dmats0[23][0] + coeff0_24*dmats0[24][0] + coeff0_25*dmats0[25][0] + coeff0_26*dmats0[26][0] + coeff0_27*dmats0[27][0] + coeff0_28*dmats0[28][0] + coeff0_29*dmats0[29][0] + coeff0_30*dmats0[30][0] + coeff0_31*dmats0[31][0] + coeff0_32*dmats0[32][0] + coeff0_33*dmats0[33][0] + coeff0_34*dmats0[34][0];

1988

new_coeff0_1 = coeff0_0*dmats0[0][1] + coeff0_1*dmats0[1][1] + coeff0_2*dmats0[2][1] + coeff0_3*dmats0[3][1] + coeff0_4*dmats0[4][1] + coeff0_5*dmats0[5][1] + coeff0_6*dmats0[6][1] + coeff0_7*dmats0[7][1] + coeff0_8*dmats0[8][1] + coeff0_9*dmats0[9][1] + coeff0_10*dmats0[10][1] + coeff0_11*dmats0[11][1] + coeff0_12*dmats0[12][1] + coeff0_13*dmats0[13][1] + coeff0_14*dmats0[14][1] + coeff0_15*dmats0[15][1] + coeff0_16*dmats0[16][1] + coeff0_17*dmats0[17][1] + coeff0_18*dmats0[18][1] + coeff0_19*dmats0[19][1] + coeff0_20*dmats0[20][1] + coeff0_21*dmats0[21][1] + coeff0_22*dmats0[22][1] + coeff0_23*dmats0[23][1] + coeff0_24*dmats0[24][1] + coeff0_25*dmats0[25][1] + coeff0_26*dmats0[26][1] + coeff0_27*dmats0[27][1] + coeff0_28*dmats0[28][1] + coeff0_29*dmats0[29][1] + coeff0_30*dmats0[30][1] + coeff0_31*dmats0[31][1] + coeff0_32*dmats0[32][1] + coeff0_33*dmats0[33][1] + coeff0_34*dmats0[34][1];

1989

new_coeff0_2 = coeff0_0*dmats0[0][2] + coeff0_1*dmats0[1][2] + coeff0_2*dmats0[2][2] + coeff0_3*dmats0[3][2] + coeff0_4*dmats0[4][2] + coeff0_5*dmats0[5][2] + coeff0_6*dmats0[6][2] + coeff0_7*dmats0[7][2] + coeff0_8*dmats0[8][2] + coeff0_9*dmats0[9][2] + coeff0_10*dmats0[10][2] + coeff0_11*dmats0[11][2] + coeff0_12*dmats0[12][2] + coeff0_13*dmats0[13][2] + coeff0_14*dmats0[14][2] + coeff0_15*dmats0[15][2] + coeff0_16*dmats0[16][2] + coeff0_17*dmats0[17][2] + coeff0_18*dmats0[18][2] + coeff0_19*dmats0[19][2] + coeff0_20*dmats0[20][2] + coeff0_21*dmats0[21][2] + coeff0_22*dmats0[22][2] + coeff0_23*dmats0[23][2] + coeff0_24*dmats0[24][2] + coeff0_25*dmats0[25][2] + coeff0_26*dmats0[26][2] + coeff0_27*dmats0[27][2] + coeff0_28*dmats0[28][2] + coeff0_29*dmats0[29][2] + coeff0_30*dmats0[30][2] + coeff0_31*dmats0[31][2] + coeff0_32*dmats0[32][2] + coeff0_33*dmats0[33][2] + coeff0_34*dmats0[34][2];

1990

new_coeff0_3 = coeff0_0*dmats0[0][3] + coeff0_1*dmats0[1][3] + coeff0_2*dmats0[2][3] + coeff0_3*dmats0[3][3] + coeff0_4*dmats0[4][3] + coeff0_5*dmats0[5][3] + coeff0_6*dmats0[6][3] + coeff0_7*dmats0[7][3] + coeff0_8*dmats0[8][3] + coeff0_9*dmats0[9][3] + coeff0_10*dmats0[10][3] + coeff0_11*dmats0[11][3] + coeff0_12*dmats0[12][3] + coeff0_13*dmats0[13][3] + coeff0_14*dmats0[14][3] + coeff0_15*dmats0[15][3] + coeff0_16*dmats0[16][3] + coeff0_17*dmats0[17][3] + coeff0_18*dmats0[18][3] + coeff0_19*dmats0[19][3] + coeff0_20*dmats0[20][3] + coeff0_21*dmats0[21][3] + coeff0_22*dmats0[22][3] + coeff0_23*dmats0[23][3] + coeff0_24*dmats0[24][3] + coeff0_25*dmats0[25][3] + coeff0_26*dmats0[26][3] + coeff0_27*dmats0[27][3] + coeff0_28*dmats0[28][3] + coeff0_29*dmats0[29][3] + coeff0_30*dmats0[30][3] + coeff0_31*dmats0[31][3] + coeff0_32*dmats0[32][3] + coeff0_33*dmats0[33][3] + coeff0_34*dmats0[34][3];

1991

new_coeff0_4 = coeff0_0*dmats0[0][4] + coeff0_1*dmats0[1][4] + coeff0_2*dmats0[2][4] + coeff0_3*dmats0[3][4] + coeff0_4*dmats0[4][4] + coeff0_5*dmats0[5][4] + coeff0_6*dmats0[6][4] + coeff0_7*dmats0[7][4] + coeff0_8*dmats0[8][4] + coeff0_9*dmats0[9][4] + coeff0_10*dmats0[10][4] + coeff0_11*dmats0[11][4] + coeff0_12*dmats0[12][4] + coeff0_13*dmats0[13][4] + coeff0_14*dmats0[14][4] + coeff0_15*dmats0[15][4] + coeff0_16*dmats0[16][4] + coeff0_17*dmats0[17][4] + coeff0_18*dmats0[18][4] + coeff0_19*dmats0[19][4] + coeff0_20*dmats0[20][4] + coeff0_21*dmats0[21][4] + coeff0_22*dmats0[22][4] + coeff0_23*dmats0[23][4] + coeff0_24*dmats0[24][4] + coeff0_25*dmats0[25][4] + coeff0_26*dmats0[26][4] + coeff0_27*dmats0[27][4] + coeff0_28*dmats0[28][4] + coeff0_29*dmats0[29][4] + coeff0_30*dmats0[30][4] + coeff0_31*dmats0[31][4] + coeff0_32*dmats0[32][4] + coeff0_33*dmats0[33][4] + coeff0_34*dmats0[34][4];

1992

new_coeff0_5 = coeff0_0*dmats0[0][5] + coeff0_1*dmats0[1][5] + coeff0_2*dmats0[2][5] + coeff0_3*dmats0[3][5] + coeff0_4*dmats0[4][5] + coeff0_5*dmats0[5][5] + coeff0_6*dmats0[6][5] + coeff0_7*dmats0[7][5] + coeff0_8*dmats0[8][5] + coeff0_9*dmats0[9][5] + coeff0_10*dmats0[10][5] + coeff0_11*dmats0[11][5] + coeff0_12*dmats0[12][5] + coeff0_13*dmats0[13][5] + coeff0_14*dmats0[14][5] + coeff0_15*dmats0[15][5] + coeff0_16*dmats0[16][5] + coeff0_17*dmats0[17][5] + coeff0_18*dmats0[18][5] + coeff0_19*dmats0[19][5] + coeff0_20*dmats0[20][5] + coeff0_21*dmats0[21][5] + coeff0_22*dmats0[22][5] + coeff0_23*dmats0[23][5] + coeff0_24*dmats0[24][5] + coeff0_25*dmats0[25][5] + coeff0_26*dmats0[26][5] + coeff0_27*dmats0[27][5] + coeff0_28*dmats0[28][5] + coeff0_29*dmats0[29][5] + coeff0_30*dmats0[30][5] + coeff0_31*dmats0[31][5] + coeff0_32*dmats0[32][5] + coeff0_33*dmats0[33][5] + coeff0_34*dmats0[34][5];

1993

new_coeff0_6 = coeff0_0*dmats0[0][6] + coeff0_1*dmats0[1][6] + coeff0_2*dmats0[2][6] + coeff0_3*dmats0[3][6] + coeff0_4*dmats0[4][6] + coeff0_5*dmats0[5][6] + coeff0_6*dmats0[6][6] + coeff0_7*dmats0[7][6] + coeff0_8*dmats0[8][6] + coeff0_9*dmats0[9][6] + coeff0_10*dmats0[10][6] + coeff0_11*dmats0[11][6] + coeff0_12*dmats0[12][6] + coeff0_13*dmats0[13][6] + coeff0_14*dmats0[14][6] + coeff0_15*dmats0[15][6] + coeff0_16*dmats0[16][6] + coeff0_17*dmats0[17][6] + coeff0_18*dmats0[18][6] + coeff0_19*dmats0[19][6] + coeff0_20*dmats0[20][6] + coeff0_21*dmats0[21][6] + coeff0_22*dmats0[22][6] + coeff0_23*dmats0[23][6] + coeff0_24*dmats0[24][6] + coeff0_25*dmats0[25][6] + coeff0_26*dmats0[26][6] + coeff0_27*dmats0[27][6] + coeff0_28*dmats0[28][6] + coeff0_29*dmats0[29][6] + coeff0_30*dmats0[30][6] + coeff0_31*dmats0[31][6] + coeff0_32*dmats0[32][6] + coeff0_33*dmats0[33][6] + coeff0_34*dmats0[34][6];

1994

new_coeff0_7 = coeff0_0*dmats0[0][7] + coeff0_1*dmats0[1][7] + coeff0_2*dmats0[2][7] + coeff0_3*dmats0[3][7] + coeff0_4*dmats0[4][7] + coeff0_5*dmats0[5][7] + coeff0_6*dmats0[6][7] + coeff0_7*dmats0[7][7] + coeff0_8*dmats0[8][7] + coeff0_9*dmats0[9][7] + coeff0_10*dmats0[10][7] + coeff0_11*dmats0[11][7] + coeff0_12*dmats0[12][7] + coeff0_13*dmats0[13][7] + coeff0_14*dmats0[14][7] + coeff0_15*dmats0[15][7] + coeff0_16*dmats0[16][7] + coeff0_17*dmats0[17][7] + coeff0_18*dmats0[18][7] + coeff0_19*dmats0[19][7] + coeff0_20*dmats0[20][7] + coeff0_21*dmats0[21][7] + coeff0_22*dmats0[22][7] + coeff0_23*dmats0[23][7] + coeff0_24*dmats0[24][7] + coeff0_25*dmats0[25][7] + coeff0_26*dmats0[26][7] + coeff0_27*dmats0[27][7] + coeff0_28*dmats0[28][7] + coeff0_29*dmats0[29][7] + coeff0_30*dmats0[30][7] + coeff0_31*dmats0[31][7] + coeff0_32*dmats0[32][7] + coeff0_33*dmats0[33][7] + coeff0_34*dmats0[34][7];

1995

new_coeff0_8 = coeff0_0*dmats0[0][8] + coeff0_1*dmats0[1][8] + coeff0_2*dmats0[2][8] + coeff0_3*dmats0[3][8] + coeff0_4*dmats0[4][8] + coeff0_5*dmats0[5][8] + coeff0_6*dmats0[6][8] + coeff0_7*dmats0[7][8] + coeff0_8*dmats0[8][8] + coeff0_9*dmats0[9][8] + coeff0_10*dmats0[10][8] + coeff0_11*dmats0[11][8] + coeff0_12*dmats0[12][8] + coeff0_13*dmats0[13][8] + coeff0_14*dmats0[14][8] + coeff0_15*dmats0[15][8] + coeff0_16*dmats0[16][8] + coeff0_17*dmats0[17][8] + coeff0_18*dmats0[18][8] + coeff0_19*dmats0[19][8] + coeff0_20*dmats0[20][8] + coeff0_21*dmats0[21][8] + coeff0_22*dmats0[22][8] + coeff0_23*dmats0[23][8] + coeff0_24*dmats0[24][8] + coeff0_25*dmats0[25][8] + coeff0_26*dmats0[26][8] + coeff0_27*dmats0[27][8] + coeff0_28*dmats0[28][8] + coeff0_29*dmats0[29][8] + coeff0_30*dmats0[30][8] + coeff0_31*dmats0[31][8] + coeff0_32*dmats0[32][8] + coeff0_33*dmats0[33][8] + coeff0_34*dmats0[34][8];

1996

new_coeff0_9 = coeff0_0*dmats0[0][9] + coeff0_1*dmats0[1][9] + coeff0_2*dmats0[2][9] + coeff0_3*dmats0[3][9] + coeff0_4*dmats0[4][9] + coeff0_5*dmats0[5][9] + coeff0_6*dmats0[6][9] + coeff0_7*dmats0[7][9] + coeff0_8*dmats0[8][9] + coeff0_9*dmats0[9][9] + coeff0_10*dmats0[10][9] + coeff0_11*dmats0[11][9] + coeff0_12*dmats0[12][9] + coeff0_13*dmats0[13][9] + coeff0_14*dmats0[14][9] + coeff0_15*dmats0[15][9] + coeff0_16*dmats0[16][9] + coeff0_17*dmats0[17][9] + coeff0_18*dmats0[18][9] + coeff0_19*dmats0[19][9] + coeff0_20*dmats0[20][9] + coeff0_21*dmats0[21][9] + coeff0_22*dmats0[22][9] + coeff0_23*dmats0[23][9] + coeff0_24*dmats0[24][9] + coeff0_25*dmats0[25][9] + coeff0_26*dmats0[26][9] + coeff0_27*dmats0[27][9] + coeff0_28*dmats0[28][9] + coeff0_29*dmats0[29][9] + coeff0_30*dmats0[30][9] + coeff0_31*dmats0[31][9] + coeff0_32*dmats0[32][9] + coeff0_33*dmats0[33][9] + coeff0_34*dmats0[34][9];

1997

new_coeff0_10 = coeff0_0*dmats0[0][10] + coeff0_1*dmats0[1][10] + coeff0_2*dmats0[2][10] + coeff0_3*dmats0[3][10] + coeff0_4*dmats0[4][10] + coeff0_5*dmats0[5][10] + coeff0_6*dmats0[6][10] + coeff0_7*dmats0[7][10] + coeff0_8*dmats0[8][10] + coeff0_9*dmats0[9][10] + coeff0_10*dmats0[10][10] + coeff0_11*dmats0[11][10] + coeff0_12*dmats0[12][10] + coeff0_13*dmats0[13][10] + coeff0_14*dmats0[14][10] + coeff0_15*dmats0[15][10] + coeff0_16*dmats0[16][10] + coeff0_17*dmats0[17][10] + coeff0_18*dmats0[18][10] + coeff0_19*dmats0[19][10] + coeff0_20*dmats0[20][10] + coeff0_21*dmats0[21][10] + coeff0_22*dmats0[22][10] + coeff0_23*dmats0[23][10] + coeff0_24*dmats0[24][10] + coeff0_25*dmats0[25][10] + coeff0_26*dmats0[26][10] + coeff0_27*dmats0[27][10] + coeff0_28*dmats0[28][10] + coeff0_29*dmats0[29][10] + coeff0_30*dmats0[30][10] + coeff0_31*dmats0[31][10] + coeff0_32*dmats0[32][10] + coeff0_33*dmats0[33][10] + coeff0_34*dmats0[34][10];

1998

new_coeff0_11 = coeff0_0*dmats0[0][11] + coeff0_1*dmats0[1][11] + coeff0_2*dmats0[2][11] + coeff0_3*dmats0[3][11] + coeff0_4*dmats0[4][11] + coeff0_5*dmats0[5][11] + coeff0_6*dmats0[6][11] + coeff0_7*dmats0[7][11] + coeff0_8*dmats0[8][11] + coeff0_9*dmats0[9][11] + coeff0_10*dmats0[10][11] + coeff0_11*dmats0[11][11] + coeff0_12*dmats0[12][11] + coeff0_13*dmats0[13][11] + coeff0_14*dmats0[14][11] + coeff0_15*dmats0[15][11] + coeff0_16*dmats0[16][11] + coeff0_17*dmats0[17][11] + coeff0_18*dmats0[18][11] + coeff0_19*dmats0[19][11] + coeff0_20*dmats0[20][11] + coeff0_21*dmats0[21][11] + coeff0_22*dmats0[22][11] + coeff0_23*dmats0[23][11] + coeff0_24*dmats0[24][11] + coeff0_25*dmats0[25][11] + coeff0_26*dmats0[26][11] + coeff0_27*dmats0[27][11] + coeff0_28*dmats0[28][11] + coeff0_29*dmats0[29][11] + coeff0_30*dmats0[30][11] + coeff0_31*dmats0[31][11] + coeff0_32*dmats0[32][11] + coeff0_33*dmats0[33][11] + coeff0_34*dmats0[34][11];

1999

new_coeff0_12 = coeff0_0*dmats0[0][12] + coeff0_1*dmats0[1][12] + coeff0_2*dmats0[2][12] + coeff0_3*dmats0[3][12] + coeff0_4*dmats0[4][12] + coeff0_5*dmats0[5][12] + coeff0_6*dmats0[6][12] + coeff0_7*dmats0[7][12] + coeff0_8*dmats0[8][12] + coeff0_9*dmats0[9][12] + coeff0_10*dmats0[10][12] + coeff0_11*dmats0[11][12] + coeff0_12*dmats0[12][12] + coeff0_13*dmats0[13][12] + coeff0_14*dmats0[14][12] + coeff0_15*dmats0[15][12] + coeff0_16*dmats0[16][12] + coeff0_17*dmats0[17][12] + coeff0_18*dmats0[18][12] + coeff0_19*dmats0[19][12] + coeff0_20*dmats0[20][12] + coeff0_21*dmats0[21][12] + coeff0_22*dmats0[22][12] + coeff0_23*dmats0[23][12] + coeff0_24*dmats0[24][12] + coeff0_25*dmats0[25][12] + coeff0_26*dmats0[26][12] + coeff0_27*dmats0[27][12] + coeff0_28*dmats0[28][12] + coeff0_29*dmats0[29][12] + coeff0_30*dmats0[30][12] + coeff0_31*dmats0[31][12] + coeff0_32*dmats0[32][12] + coeff0_33*dmats0[33][12] + coeff0_34*dmats0[34][12];

2000

new_coeff0_13 = coeff0_0*dmats0[0][13] + coeff0_1*dmats0[1][13] + coeff0_2*dmats0[2][13] + coeff0_3*dmats0[3][13] + coeff0_4*dmats0[4][13] + coeff0_5*dmats0[5][13] + coeff0_6*dmats0[6][13] + coeff0_7*dmats0[7][13] + coeff0_8*dmats0[8][13] + coeff0_9*dmats0[9][13] + coeff0_10*dmats0[10][13] + coeff0_11*dmats0[11][13] + coeff0_12*dmats0[12][13] + coeff0_13*dmats0[13][13] + coeff0_14*dmats0[14][13] + coeff0_15*dmats0[15][13] + coeff0_16*dmats0[16][13] + coeff0_17*dmats0[17][13] + coeff0_18*dmats0[18][13] + coeff0_19*dmats0[19][13] + coeff0_20*dmats0[20][13] + coeff0_21*dmats0[21][13] + coeff0_22*dmats0[22][13] + coeff0_23*dmats0[23][13] + coeff0_24*dmats0[24][13] + coeff0_25*dmats0[25][13] + coeff0_26*dmats0[26][13] + coeff0_27*dmats0[27][13] + coeff0_28*dmats0[28][13] + coeff0_29*dmats0[29][13] + coeff0_30*dmats0[30][13] + coeff0_31*dmats0[31][13] + coeff0_32*dmats0[32][13] + coeff0_33*dmats0[33][13] + coeff0_34*dmats0[34][13];

2001

new_coeff0_14 = coeff0_0*dmats0[0][14] + coeff0_1*dmats0[1][14] + coeff0_2*dmats0[2][14] + coeff0_3*dmats0[3][14] + coeff0_4*dmats0[4][14] + coeff0_5*dmats0[5][14] + coeff0_6*dmats0[6][14] + coeff0_7*dmats0[7][14] + coeff0_8*dmats0[8][14] + coeff0_9*dmats0[9][14] + coeff0_10*dmats0[10][14] + coeff0_11*dmats0[11][14] + coeff0_12*dmats0[12][14] + coeff0_13*dmats0[13][14] + coeff0_14*dmats0[14][14] + coeff0_15*dmats0[15][14] + coeff0_16*dmats0[16][14] + coeff0_17*dmats0[17][14] + coeff0_18*dmats0[18][14] + coeff0_19*dmats0[19][14] + coeff0_20*dmats0[20][14] + coeff0_21*dmats0[21][14] + coeff0_22*dmats0[22][14] + coeff0_23*dmats0[23][14] + coeff0_24*dmats0[24][14] + coeff0_25*dmats0[25][14] + coeff0_26*dmats0[26][14] + coeff0_27*dmats0[27][14] + coeff0_28*dmats0[28][14] + coeff0_29*dmats0[29][14] + coeff0_30*dmats0[30][14] + coeff0_31*dmats0[31][14] + coeff0_32*dmats0[32][14] + coeff0_33*dmats0[33][14] + coeff0_34*dmats0[34][14];

2002

new_coeff0_15 = coeff0_0*dmats0[0][15] + coeff0_1*dmats0[1][15] + coeff0_2*dmats0[2][15] + coeff0_3*dmats0[3][15] + coeff0_4*dmats0[4][15] + coeff0_5*dmats0[5][15] + coeff0_6*dmats0[6][15] + coeff0_7*dmats0[7][15] + coeff0_8*dmats0[8][15] + coeff0_9*dmats0[9][15] + coeff0_10*dmats0[10][15] + coeff0_11*dmats0[11][15] + coeff0_12*dmats0[12][15] + coeff0_13*dmats0[13][15] + coeff0_14*dmats0[14][15] + coeff0_15*dmats0[15][15] + coeff0_16*dmats0[16][15] + coeff0_17*dmats0[17][15] + coeff0_18*dmats0[18][15] + coeff0_19*dmats0[19][15] + coeff0_20*dmats0[20][15] + coeff0_21*dmats0[21][15] + coeff0_22*dmats0[22][15] + coeff0_23*dmats0[23][15] + coeff0_24*dmats0[24][15] + coeff0_25*dmats0[25][15] + coeff0_26*dmats0[26][15] + coeff0_27*dmats0[27][15] + coeff0_28*dmats0[28][15] + coeff0_29*dmats0[29][15] + coeff0_30*dmats0[30][15] + coeff0_31*dmats0[31][15] + coeff0_32*dmats0[32][15] + coeff0_33*dmats0[33][15] + coeff0_34*dmats0[34][15];

2003

new_coeff0_16 = coeff0_0*dmats0[0][16] + coeff0_1*dmats0[1][16] + coeff0_2*dmats0[2][16] + coeff0_3*dmats0[3][16] + coeff0_4*dmats0[4][16] + coeff0_5*dmats0[5][16] + coeff0_6*dmats0[6][16] + coeff0_7*dmats0[7][16] + coeff0_8*dmats0[8][16] + coeff0_9*dmats0[9][16] + coeff0_10*dmats0[10][16] + coeff0_11*dmats0[11][16] + coeff0_12*dmats0[12][16] + coeff0_13*dmats0[13][16] + coeff0_14*dmats0[14][16] + coeff0_15*dmats0[15][16] + coeff0_16*dmats0[16][16] + coeff0_17*dmats0[17][16] + coeff0_18*dmats0[18][16] + coeff0_19*dmats0[19][16] + coeff0_20*dmats0[20][16] + coeff0_21*dmats0[21][16] + coeff0_22*dmats0[22][16] + coeff0_23*dmats0[23][16] + coeff0_24*dmats0[24][16] + coeff0_25*dmats0[25][16] + coeff0_26*dmats0[26][16] + coeff0_27*dmats0[27][16] + coeff0_28*dmats0[28][16] + coeff0_29*dmats0[29][16] + coeff0_30*dmats0[30][16] + coeff0_31*dmats0[31][16] + coeff0_32*dmats0[32][16] + coeff0_33*dmats0[33][16] + coeff0_34*dmats0[34][16];

2004

new_coeff0_17 = coeff0_0*dmats0[0][17] + coeff0_1*dmats0[1][17] + coeff0_2*dmats0[2][17] + coeff0_3*dmats0[3][17] + coeff0_4*dmats0[4][17] + coeff0_5*dmats0[5][17] + coeff0_6*dmats0[6][17] + coeff0_7*dmats0[7][17] + coeff0_8*dmats0[8][17] + coeff0_9*dmats0[9][17] + coeff0_10*dmats0[10][17] + coeff0_11*dmats0[11][17] + coeff0_12*dmats0[12][17] + coeff0_13*dmats0[13][17] + coeff0_14*dmats0[14][17] + coeff0_15*dmats0[15][17] + coeff0_16*dmats0[16][17] + coeff0_17*dmats0[17][17] + coeff0_18*dmats0[18][17] + coeff0_19*dmats0[19][17] + coeff0_20*dmats0[20][17] + coeff0_21*dmats0[21][17] + coeff0_22*dmats0[22][17] + coeff0_23*dmats0[23][17] + coeff0_24*dmats0[24][17] + coeff0_25*dmats0[25][17] + coeff0_26*dmats0[26][17] + coeff0_27*dmats0[27][17] + coeff0_28*dmats0[28][17] + coeff0_29*dmats0[29][17] + coeff0_30*dmats0[30][17] + coeff0_31*dmats0[31][17] + coeff0_32*dmats0[32][17] + coeff0_33*dmats0[33][17] + coeff0_34*dmats0[34][17];

2005

new_coeff0_18 = coeff0_0*dmats0[0][18] + coeff0_1*dmats0[1][18] + coeff0_2*dmats0[2][18] + coeff0_3*dmats0[3][18] + coeff0_4*dmats0[4][18] + coeff0_5*dmats0[5][18] + coeff0_6*dmats0[6][18] + coeff0_7*dmats0[7][18] + coeff0_8*dmats0[8][18] + coeff0_9*dmats0[9][18] + coeff0_10*dmats0[10][18] + coeff0_11*dmats0[11][18] + coeff0_12*dmats0[12][18] + coeff0_13*dmats0[13][18] + coeff0_14*dmats0[14][18] + coeff0_15*dmats0[15][18] + coeff0_16*dmats0[16][18] + coeff0_17*dmats0[17][18] + coeff0_18*dmats0[18][18] + coeff0_19*dmats0[19][18] + coeff0_20*dmats0[20][18] + coeff0_21*dmats0[21][18] + coeff0_22*dmats0[22][18] + coeff0_23*dmats0[23][18] + coeff0_24*dmats0[24][18] + coeff0_25*dmats0[25][18] + coeff0_26*dmats0[26][18] + coeff0_27*dmats0[27][18] + coeff0_28*dmats0[28][18] + coeff0_29*dmats0[29][18] + coeff0_30*dmats0[30][18] + coeff0_31*dmats0[31][18] + coeff0_32*dmats0[32][18] + coeff0_33*dmats0[33][18] + coeff0_34*dmats0[34][18];

2006

new_coeff0_19 = coeff0_0*dmats0[0][19] + coeff0_1*dmats0[1][19] + coeff0_2*dmats0[2][19] + coeff0_3*dmats0[3][19] + coeff0_4*dmats0[4][19] + coeff0_5*dmats0[5][19] + coeff0_6*dmats0[6][19] + coeff0_7*dmats0[7][19] + coeff0_8*dmats0[8][19] + coeff0_9*dmats0[9][19] + coeff0_10*dmats0[10][19] + coeff0_11*dmats0[11][19] + coeff0_12*dmats0[12][19] + coeff0_13*dmats0[13][19] + coeff0_14*dmats0[14][19] + coeff0_15*dmats0[15][19] + coeff0_16*dmats0[16][19] + coeff0_17*dmats0[17][19] + coeff0_18*dmats0[18][19] + coeff0_19*dmats0[19][19] + coeff0_20*dmats0[20][19] + coeff0_21*dmats0[21][19] + coeff0_22*dmats0[22][19] + coeff0_23*dmats0[23][19] + coeff0_24*dmats0[24][19] + coeff0_25*dmats0[25][19] + coeff0_26*dmats0[26][19] + coeff0_27*dmats0[27][19] + coeff0_28*dmats0[28][19] + coeff0_29*dmats0[29][19] + coeff0_30*dmats0[30][19] + coeff0_31*dmats0[31][19] + coeff0_32*dmats0[32][19] + coeff0_33*dmats0[33][19] + coeff0_34*dmats0[34][19];

2007

new_coeff0_20 = coeff0_0*dmats0[0][20] + coeff0_1*dmats0[1][20] + coeff0_2*dmats0[2][20] + coeff0_3*dmats0[3][20] + coeff0_4*dmats0[4][20] + coeff0_5*dmats0[5][20] + coeff0_6*dmats0[6][20] + coeff0_7*dmats0[7][20] + coeff0_8*dmats0[8][20] + coeff0_9*dmats0[9][20] + coeff0_10*dmats0[10][20] + coeff0_11*dmats0[11][20] + coeff0_12*dmats0[12][20] + coeff0_13*dmats0[13][20] + coeff0_14*dmats0[14][20] + coeff0_15*dmats0[15][20] + coeff0_16*dmats0[16][20] + coeff0_17*dmats0[17][20] + coeff0_18*dmats0[18][20] + coeff0_19*dmats0[19][20] + coeff0_20*dmats0[20][20] + coeff0_21*dmats0[21][20] + coeff0_22*dmats0[22][20] + coeff0_23*dmats0[23][20] + coeff0_24*dmats0[24][20] + coeff0_25*dmats0[25][20] + coeff0_26*dmats0[26][20] + coeff0_27*dmats0[27][20] + coeff0_28*dmats0[28][20] + coeff0_29*dmats0[29][20] + coeff0_30*dmats0[30][20] + coeff0_31*dmats0[31][20] + coeff0_32*dmats0[32][20] + coeff0_33*dmats0[33][20] + coeff0_34*dmats0[34][20];

2008

new_coeff0_21 = coeff0_0*dmats0[0][21] + coeff0_1*dmats0[1][21] + coeff0_2*dmats0[2][21] + coeff0_3*dmats0[3][21] + coeff0_4*dmats0[4][21] + coeff0_5*dmats0[5][21] + coeff0_6*dmats0[6][21] + coeff0_7*dmats0[7][21] + coeff0_8*dmats0[8][21] + coeff0_9*dmats0[9][21] + coeff0_10*dmats0[10][21] + coeff0_11*dmats0[11][21] + coeff0_12*dmats0[12][21] + coeff0_13*dmats0[13][21] + coeff0_14*dmats0[14][21] + coeff0_15*dmats0[15][21] + coeff0_16*dmats0[16][21] + coeff0_17*dmats0[17][21] + coeff0_18*dmats0[18][21] + coeff0_19*dmats0[19][21] + coeff0_20*dmats0[20][21] + coeff0_21*dmats0[21][21] + coeff0_22*dmats0[22][21] + coeff0_23*dmats0[23][21] + coeff0_24*dmats0[24][21] + coeff0_25*dmats0[25][21] + coeff0_26*dmats0[26][21] + coeff0_27*dmats0[27][21] + coeff0_28*dmats0[28][21] + coeff0_29*dmats0[29][21] + coeff0_30*dmats0[30][21] + coeff0_31*dmats0[31][21] + coeff0_32*dmats0[32][21] + coeff0_33*dmats0[33][21] + coeff0_34*dmats0[34][21];

2009

new_coeff0_22 = coeff0_0*dmats0[0][22] + coeff0_1*dmats0[1][22] + coeff0_2*dmats0[2][22] + coeff0_3*dmats0[3][22] + coeff0_4*dmats0[4][22] + coeff0_5*dmats0[5][22] + coeff0_6*dmats0[6][22] + coeff0_7*dmats0[7][22] + coeff0_8*dmats0[8][22] + coeff0_9*dmats0[9][22] + coeff0_10*dmats0[10][22] + coeff0_11*dmats0[11][22] + coeff0_12*dmats0[12][22] + coeff0_13*dmats0[13][22] + coeff0_14*dmats0[14][22] + coeff0_15*dmats0[15][22] + coeff0_16*dmats0[16][22] + coeff0_17*dmats0[17][22] + coeff0_18*dmats0[18][22] + coeff0_19*dmats0[19][22] + coeff0_20*dmats0[20][22] + coeff0_21*dmats0[21][22] + coeff0_22*dmats0[22][22] + coeff0_23*dmats0[23][22] + coeff0_24*dmats0[24][22] + coeff0_25*dmats0[25][22] + coeff0_26*dmats0[26][22] + coeff0_27*dmats0[27][22] + coeff0_28*dmats0[28][22] + coeff0_29*dmats0[29][22] + coeff0_30*dmats0[30][22] + coeff0_31*dmats0[31][22] + coeff0_32*dmats0[32][22] + coeff0_33*dmats0[33][22] + coeff0_34*dmats0[34][22];

2010

new_coeff0_23 = coeff0_0*dmats0[0][23] + coeff0_1*dmats0[1][23] + coeff0_2*dmats0[2][23] + coeff0_3*dmats0[3][23] + coeff0_4*dmats0[4][23] + coeff0_5*dmats0[5][23] + coeff0_6*dmats0[6][23] + coeff0_7*dmats0[7][23] + coeff0_8*dmats0[8][23] + coeff0_9*dmats0[9][23] + coeff0_10*dmats0[10][23] + coeff0_11*dmats0[11][23] + coeff0_12*dmats0[12][23] + coeff0_13*dmats0[13][23] + coeff0_14*dmats0[14][23] + coeff0_15*dmats0[15][23] + coeff0_16*dmats0[16][23] + coeff0_17*dmats0[17][23] + coeff0_18*dmats0[18][23] + coeff0_19*dmats0[19][23] + coeff0_20*dmats0[20][23] + coeff0_21*dmats0[21][23] + coeff0_22*dmats0[22][23] + coeff0_23*dmats0[23][23] + coeff0_24*dmats0[24][23] + coeff0_25*dmats0[25][23] + coeff0_26*dmats0[26][23] + coeff0_27*dmats0[27][23] + coeff0_28*dmats0[28][23] + coeff0_29*dmats0[29][23] + coeff0_30*dmats0[30][23] + coeff0_31*dmats0[31][23] + coeff0_32*dmats0[32][23] + coeff0_33*dmats0[33][23] + coeff0_34*dmats0[34][23];

2011

new_coeff0_24 = coeff0_0*dmats0[0][24] + coeff0_1*dmats0[1][24] + coeff0_2*dmats0[2][24] + coeff0_3*dmats0[3][24] + coeff0_4*dmats0[4][24] + coeff0_5*dmats0[5][24] + coeff0_6*dmats0[6][24] + coeff0_7*dmats0[7][24] + coeff0_8*dmats0[8][24] + coeff0_9*dmats0[9][24] + coeff0_10*dmats0[10][24] + coeff0_11*dmats0[11][24] + coeff0_12*dmats0[12][24] + coeff0_13*dmats0[13][24] + coeff0_14*dmats0[14][24] + coeff0_15*dmats0[15][24] + coeff0_16*dmats0[16][24] + coeff0_17*dmats0[17][24] + coeff0_18*dmats0[18][24] + coeff0_19*dmats0[19][24] + coeff0_20*dmats0[20][24] + coeff0_21*dmats0[21][24] + coeff0_22*dmats0[22][24] + coeff0_23*dmats0[23][24] + coeff0_24*dmats0[24][24] + coeff0_25*dmats0[25][24] + coeff0_26*dmats0[26][24] + coeff0_27*dmats0[27][24] + coeff0_28*dmats0[28][24] + coeff0_29*dmats0[29][24] + coeff0_30*dmats0[30][24] + coeff0_31*dmats0[31][24] + coeff0_32*dmats0[32][24] + coeff0_33*dmats0[33][24] + coeff0_34*dmats0[34][24];

2012

new_coeff0_25 = coeff0_0*dmats0[0][25] + coeff0_1*dmats0[1][25] + coeff0_2*dmats0[2][25] + coeff0_3*dmats0[3][25] + coeff0_4*dmats0[4][25] + coeff0_5*dmats0[5][25] + coeff0_6*dmats0[6][25] + coeff0_7*dmats0[7][25] + coeff0_8*dmats0[8][25] + coeff0_9*dmats0[9][25] + coeff0_10*dmats0[10][25] + coeff0_11*dmats0[11][25] + coeff0_12*dmats0[12][25] + coeff0_13*dmats0[13][25] + coeff0_14*dmats0[14][25] + coeff0_15*dmats0[15][25] + coeff0_16*dmats0[16][25] + coeff0_17*dmats0[17][25] + coeff0_18*dmats0[18][25] + coeff0_19*dmats0[19][25] + coeff0_20*dmats0[20][25] + coeff0_21*dmats0[21][25] + coeff0_22*dmats0[22][25] + coeff0_23*dmats0[23][25] + coeff0_24*dmats0[24][25] + coeff0_25*dmats0[25][25] + coeff0_26*dmats0[26][25] + coeff0_27*dmats0[27][25] + coeff0_28*dmats0[28][25] + coeff0_29*dmats0[29][25] + coeff0_30*dmats0[30][25] + coeff0_31*dmats0[31][25] + coeff0_32*dmats0[32][25] + coeff0_33*dmats0[33][25] + coeff0_34*dmats0[34][25];

2013

new_coeff0_26 = coeff0_0*dmats0[0][26] + coeff0_1*dmats0[1][26] + coeff0_2*dmats0[2][26] + coeff0_3*dmats0[3][26] + coeff0_4*dmats0[4][26] + coeff0_5*dmats0[5][26] + coeff0_6*dmats0[6][26] + coeff0_7*dmats0[7][26] + coeff0_8*dmats0[8][26] + coeff0_9*dmats0[9][26] + coeff0_10*dmats0[10][26] + coeff0_11*dmats0[11][26] + coeff0_12*dmats0[12][26] + coeff0_13*dmats0[13][26] + coeff0_14*dmats0[14][26] + coeff0_15*dmats0[15][26] + coeff0_16*dmats0[16][26] + coeff0_17*dmats0[17][26] + coeff0_18*dmats0[18][26] + coeff0_19*dmats0[19][26] + coeff0_20*dmats0[20][26] + coeff0_21*dmats0[21][26] + coeff0_22*dmats0[22][26] + coeff0_23*dmats0[23][26] + coeff0_24*dmats0[24][26] + coeff0_25*dmats0[25][26] + coeff0_26*dmats0[26][26] + coeff0_27*dmats0[27][26] + coeff0_28*dmats0[28][26] + coeff0_29*dmats0[29][26] + coeff0_30*dmats0[30][26] + coeff0_31*dmats0[31][26] + coeff0_32*dmats0[32][26] + coeff0_33*dmats0[33][26] + coeff0_34*dmats0[34][26];

2014

new_coeff0_27 = coeff0_0*dmats0[0][27] + coeff0_1*dmats0[1][27] + coeff0_2*dmats0[2][27] + coeff0_3*dmats0[3][27] + coeff0_4*dmats0[4][27] + coeff0_5*dmats0[5][27] + coeff0_6*dmats0[6][27] + coeff0_7*dmats0[7][27] + coeff0_8*dmats0[8][27] + coeff0_9*dmats0[9][27] + coeff0_10*dmats0[10][27] + coeff0_11*dmats0[11][27] + coeff0_12*dmats0[12][27] + coeff0_13*dmats0[13][27] + coeff0_14*dmats0[14][27] + coeff0_15*dmats0[15][27] + coeff0_16*dmats0[16][27] + coeff0_17*dmats0[17][27] + coeff0_18*dmats0[18][27] + coeff0_19*dmats0[19][27] + coeff0_20*dmats0[20][27] + coeff0_21*dmats0[21][27] + coeff0_22*dmats0[22][27] + coeff0_23*dmats0[23][27] + coeff0_24*dmats0[24][27] + coeff0_25*dmats0[25][27] + coeff0_26*dmats0[26][27] + coeff0_27*dmats0[27][27] + coeff0_28*dmats0[28][27] + coeff0_29*dmats0[29][27] + coeff0_30*dmats0[30][27] + coeff0_31*dmats0[31][27] + coeff0_32*dmats0[32][27] + coeff0_33*dmats0[33][27] + coeff0_34*dmats0[34][27];

2015

new_coeff0_28 = coeff0_0*dmats0[0][28] + coeff0_1*dmats0[1][28] + coeff0_2*dmats0[2][28] + coeff0_3*dmats0[3][28] + coeff0_4*dmats0[4][28] + coeff0_5*dmats0[5][28] + coeff0_6*dmats0[6][28] + coeff0_7*dmats0[7][28] + coeff0_8*dmats0[8][28] + coeff0_9*dmats0[9][28] + coeff0_10*dmats0[10][28] + coeff0_11*dmats0[11][28] + coeff0_12*dmats0[12][28] + coeff0_13*dmats0[13][28] + coeff0_14*dmats0[14][28] + coeff0_15*dmats0[15][28] + coeff0_16*dmats0[16][28] + coeff0_17*dmats0[17][28] + coeff0_18*dmats0[18][28] + coeff0_19*dmats0[19][28] + coeff0_20*dmats0[20][28] + coeff0_21*dmats0[21][28] + coeff0_22*dmats0[22][28] + coeff0_23*dmats0[23][28] + coeff0_24*dmats0[24][28] + coeff0_25*dmats0[25][28] + coeff0_26*dmats0[26][28] + coeff0_27*dmats0[27][28] + coeff0_28*dmats0[28][28] + coeff0_29*dmats0[29][28] + coeff0_30*dmats0[30][28] + coeff0_31*dmats0[31][28] + coeff0_32*dmats0[32][28] + coeff0_33*dmats0[33][28] + coeff0_34*dmats0[34][28];

2016

new_coeff0_29 = coeff0_0*dmats0[0][29] + coeff0_1*dmats0[1][29] + coeff0_2*dmats0[2][29] + coeff0_3*dmats0[3][29] + coeff0_4*dmats0[4][29] + coeff0_5*dmats0[5][29] + coeff0_6*dmats0[6][29] + coeff0_7*dmats0[7][29] + coeff0_8*dmats0[8][29] + coeff0_9*dmats0[9][29] + coeff0_10*dmats0[10][29] + coeff0_11*dmats0[11][29] + coeff0_12*dmats0[12][29] + coeff0_13*dmats0[13][29] + coeff0_14*dmats0[14][29] + coeff0_15*dmats0[15][29] + coeff0_16*dmats0[16][29] + coeff0_17*dmats0[17][29] + coeff0_18*dmats0[18][29] + coeff0_19*dmats0[19][29] + coeff0_20*dmats0[20][29] + coeff0_21*dmats0[21][29] + coeff0_22*dmats0[22][29] + coeff0_23*dmats0[23][29] + coeff0_24*dmats0[24][29] + coeff0_25*dmats0[25][29] + coeff0_26*dmats0[26][29] + coeff0_27*dmats0[27][29] + coeff0_28*dmats0[28][29] + coeff0_29*dmats0[29][29] + coeff0_30*dmats0[30][29] + coeff0_31*dmats0[31][29] + coeff0_32*dmats0[32][29] + coeff0_33*dmats0[33][29] + coeff0_34*dmats0[34][29];

2017

new_coeff0_30 = coeff0_0*dmats0[0][30] + coeff0_1*dmats0[1][30] + coeff0_2*dmats0[2][30] + coeff0_3*dmats0[3][30] + coeff0_4*dmats0[4][30] + coeff0_5*dmats0[5][30] + coeff0_6*dmats0[6][30] + coeff0_7*dmats0[7][30] + coeff0_8*dmats0[8][30] + coeff0_9*dmats0[9][30] + coeff0_10*dmats0[10][30] + coeff0_11*dmats0[11][30] + coeff0_12*dmats0[12][30] + coeff0_13*dmats0[13][30] + coeff0_14*dmats0[14][30] + coeff0_15*dmats0[15][30] + coeff0_16*dmats0[16][30] + coeff0_17*dmats0[17][30] + coeff0_18*dmats0[18][30] + coeff0_19*dmats0[19][30] + coeff0_20*dmats0[20][30] + coeff0_21*dmats0[21][30] + coeff0_22*dmats0[22][30] + coeff0_23*dmats0[23][30] + coeff0_24*dmats0[24][30] + coeff0_25*dmats0[25][30] + coeff0_26*dmats0[26][30] + coeff0_27*dmats0[27][30] + coeff0_28*dmats0[28][30] + coeff0_29*dmats0[29][30] + coeff0_30*dmats0[30][30] + coeff0_31*dmats0[31][30] + coeff0_32*dmats0[32][30] + coeff0_33*dmats0[33][30] + coeff0_34*dmats0[34][30];

2018

new_coeff0_31 = coeff0_0*dmats0[0][31] + coeff0_1*dmats0[1][31] + coeff0_2*dmats0[2][31] + coeff0_3*dmats0[3][31] + coeff0_4*dmats0[4][31] + coeff0_5*dmats0[5][31] + coeff0_6*dmats0[6][31] + coeff0_7*dmats0[7][31] + coeff0_8*dmats0[8][31] + coeff0_9*dmats0[9][31] + coeff0_10*dmats0[10][31] + coeff0_11*dmats0[11][31] + coeff0_12*dmats0[12][31] + coeff0_13*dmats0[13][31] + coeff0_14*dmats0[14][31] + coeff0_15*dmats0[15][31] + coeff0_16*dmats0[16][31] + coeff0_17*dmats0[17][31] + coeff0_18*dmats0[18][31] + coeff0_19*dmats0[19][31] + coeff0_20*dmats0[20][31] + coeff0_21*dmats0[21][31] + coeff0_22*dmats0[22][31] + coeff0_23*dmats0[23][31] + coeff0_24*dmats0[24][31] + coeff0_25*dmats0[25][31] + coeff0_26*dmats0[26][31] + coeff0_27*dmats0[27][31] + coeff0_28*dmats0[28][31] + coeff0_29*dmats0[29][31] + coeff0_30*dmats0[30][31] + coeff0_31*dmats0[31][31] + coeff0_32*dmats0[32][31] + coeff0_33*dmats0[33][31] + coeff0_34*dmats0[34][31];

2019

new_coeff0_32 = coeff0_0*dmats0[0][32] + coeff0_1*dmats0[1][32] + coeff0_2*dmats0[2][32] + coeff0_3*dmats0[3][32] + coeff0_4*dmats0[4][32] + coeff0_5*dmats0[5][32] + coeff0_6*dmats0[6][32] + coeff0_7*dmats0[7][32] + coeff0_8*dmats0[8][32] + coeff0_9*dmats0[9][32] + coeff0_10*dmats0[10][32] + coeff0_11*dmats0[11][32] + coeff0_12*dmats0[12][32] + coeff0_13*dmats0[13][32] + coeff0_14*dmats0[14][32] + coeff0_15*dmats0[15][32] + coeff0_16*dmats0[16][32] + coeff0_17*dmats0[17][32] + coeff0_18*dmats0[18][32] + coeff0_19*dmats0[19][32] + coeff0_20*dmats0[20][32] + coeff0_21*dmats0[21][32] + coeff0_22*dmats0[22][32] + coeff0_23*dmats0[23][32] + coeff0_24*dmats0[24][32] + coeff0_25*dmats0[25][32] + coeff0_26*dmats0[26][32] + coeff0_27*dmats0[27][32] + coeff0_28*dmats0[28][32] + coeff0_29*dmats0[29][32] + coeff0_30*dmats0[30][32] + coeff0_31*dmats0[31][32] + coeff0_32*dmats0[32][32] + coeff0_33*dmats0[33][32] + coeff0_34*dmats0[34][32];

2020

new_coeff0_33 = coeff0_0*dmats0[0][33] + coeff0_1*dmats0[1][33] + coeff0_2*dmats0[2][33] + coeff0_3*dmats0[3][33] + coeff0_4*dmats0[4][33] + coeff0_5*dmats0[5][33] + coeff0_6*dmats0[6][33] + coeff0_7*dmats0[7][33] + coeff0_8*dmats0[8][33] + coeff0_9*dmats0[9][33] + coeff0_10*dmats0[10][33] + coeff0_11*dmats0[11][33] + coeff0_12*dmats0[12][33] + coeff0_13*dmats0[13][33] + coeff0_14*dmats0[14][33] + coeff0_15*dmats0[15][33] + coeff0_16*dmats0[16][33] + coeff0_17*dmats0[17][33] + coeff0_18*dmats0[18][33] + coeff0_19*dmats0[19][33] + coeff0_20*dmats0[20][33] + coeff0_21*dmats0[21][33] + coeff0_22*dmats0[22][33] + coeff0_23*dmats0[23][33] + coeff0_24*dmats0[24][33] + coeff0_25*dmats0[25][33] + coeff0_26*dmats0[26][33] + coeff0_27*dmats0[27][33] + coeff0_28*dmats0[28][33] + coeff0_29*dmats0[29][33] + coeff0_30*dmats0[30][33] + coeff0_31*dmats0[31][33] + coeff0_32*dmats0[32][33] + coeff0_33*dmats0[33][33] + coeff0_34*dmats0[34][33];

2021

new_coeff0_34 = coeff0_0*dmats0[0][34] + coeff0_1*dmats0[1][34] + coeff0_2*dmats0[2][34] + coeff0_3*dmats0[3][34] + coeff0_4*dmats0[4][34] + coeff0_5*dmats0[5][34] + coeff0_6*dmats0[6][34] + coeff0_7*dmats0[7][34] + coeff0_8*dmats0[8][34] + coeff0_9*dmats0[9][34] + coeff0_10*dmats0[10][34] + coeff0_11*dmats0[11][34] + coeff0_12*dmats0[12][34] + coeff0_13*dmats0[13][34] + coeff0_14*dmats0[14][34] + coeff0_15*dmats0[15][34] + coeff0_16*dmats0[16][34] + coeff0_17*dmats0[17][34] + coeff0_18*dmats0[18][34] + coeff0_19*dmats0[19][34] + coeff0_20*dmats0[20][34] + coeff0_21*dmats0[21][34] + coeff0_22*dmats0[22][34] + coeff0_23*dmats0[23][34] + coeff0_24*dmats0[24][34] + coeff0_25*dmats0[25][34] + coeff0_26*dmats0[26][34] + coeff0_27*dmats0[27][34] + coeff0_28*dmats0[28][34] + coeff0_29*dmats0[29][34] + coeff0_30*dmats0[30][34] + coeff0_31*dmats0[31][34] + coeff0_32*dmats0[32][34] + coeff0_33*dmats0[33][34] + coeff0_34*dmats0[34][34];

2022

}

2023

if(combinations[deriv_num][j] == 1)

2024

{

2025

new_coeff0_0 = coeff0_0*dmats1[0][0] + coeff0_1*dmats1[1][0] + coeff0_2*dmats1[2][0] + coeff0_3*dmats1[3][0] + coeff0_4*dmats1[4][0] + coeff0_5*dmats1[5][0] + coeff0_6*dmats1[6][0] + coeff0_7*dmats1[7][0] + coeff0_8*dmats1[8][0] + coeff0_9*dmats1[9][0] + coeff0_10*dmats1[10][0] + coeff0_11*dmats1[11][0] + coeff0_12*dmats1[12][0] + coeff0_13*dmats1[13][0] + coeff0_14*dmats1[14][0] + coeff0_15*dmats1[15][0] + coeff0_16*dmats1[16][0] + coeff0_17*dmats1[17][0] + coeff0_18*dmats1[18][0] + coeff0_19*dmats1[19][0] + coeff0_20*dmats1[20][0] + coeff0_21*dmats1[21][0] + coeff0_22*dmats1[22][0] + coeff0_23*dmats1[23][0] + coeff0_24*dmats1[24][0] + coeff0_25*dmats1[25][0] + coeff0_26*dmats1[26][0] + coeff0_27*dmats1[27][0] + coeff0_28*dmats1[28][0] + coeff0_29*dmats1[29][0] + coeff0_30*dmats1[30][0] + coeff0_31*dmats1[31][0] + coeff0_32*dmats1[32][0] + coeff0_33*dmats1[33][0] + coeff0_34*dmats1[34][0];

2026

new_coeff0_1 = coeff0_0*dmats1[0][1] + coeff0_1*dmats1[1][1] + coeff0_2*dmats1[2][1] + coeff0_3*dmats1[3][1] + coeff0_4*dmats1[4][1] + coeff0_5*dmats1[5][1] + coeff0_6*dmats1[6][1] + coeff0_7*dmats1[7][1] + coeff0_8*dmats1[8][1] + coeff0_9*dmats1[9][1] + coeff0_10*dmats1[10][1] + coeff0_11*dmats1[11][1] + coeff0_12*dmats1[12][1] + coeff0_13*dmats1[13][1] + coeff0_14*dmats1[14][1] + coeff0_15*dmats1[15][1] + coeff0_16*dmats1[16][1] + coeff0_17*dmats1[17][1] + coeff0_18*dmats1[18][1] + coeff0_19*dmats1[19][1] + coeff0_20*dmats1[20][1] + coeff0_21*dmats1[21][1] + coeff0_22*dmats1[22][1] + coeff0_23*dmats1[23][1] + coeff0_24*dmats1[24][1] + coeff0_25*dmats1[25][1] + coeff0_26*dmats1[26][1] + coeff0_27*dmats1[27][1] + coeff0_28*dmats1[28][1] + coeff0_29*dmats1[29][1] + coeff0_30*dmats1[30][1] + coeff0_31*dmats1[31][1] + coeff0_32*dmats1[32][1] + coeff0_33*dmats1[33][1] + coeff0_34*dmats1[34][1];

2027

new_coeff0_2 = coeff0_0*dmats1[0][2] + coeff0_1*dmats1[1][2] + coeff0_2*dmats1[2][2] + coeff0_3*dmats1[3][2] + coeff0_4*dmats1[4][2] + coeff0_5*dmats1[5][2] + coeff0_6*dmats1[6][2] + coeff0_7*dmats1[7][2] + coeff0_8*dmats1[8][2] + coeff0_9*dmats1[9][2] + coeff0_10*dmats1[10][2] + coeff0_11*dmats1[11][2] + coeff0_12*dmats1[12][2] + coeff0_13*dmats1[13][2] + coeff0_14*dmats1[14][2] + coeff0_15*dmats1[15][2] + coeff0_16*dmats1[16][2] + coeff0_17*dmats1[17][2] + coeff0_18*dmats1[18][2] + coeff0_19*dmats1[19][2] + coeff0_20*dmats1[20][2] + coeff0_21*dmats1[21][2] + coeff0_22*dmats1[22][2] + coeff0_23*dmats1[23][2] + coeff0_24*dmats1[24][2] + coeff0_25*dmats1[25][2] + coeff0_26*dmats1[26][2] + coeff0_27*dmats1[27][2] + coeff0_28*dmats1[28][2] + coeff0_29*dmats1[29][2] + coeff0_30*dmats1[30][2] + coeff0_31*dmats1[31][2] + coeff0_32*dmats1[32][2] + coeff0_33*dmats1[33][2] + coeff0_34*dmats1[34][2];

2028

new_coeff0_3 = coeff0_0*dmats1[0][3] + coeff0_1*dmats1[1][3] + coeff0_2*dmats1[2][3] + coeff0_3*dmats1[3][3] + coeff0_4*dmats1[4][3] + coeff0_5*dmats1[5][3] + coeff0_6*dmats1[6][3] + coeff0_7*dmats1[7][3] + coeff0_8*dmats1[8][3] + coeff0_9*dmats1[9][3] + coeff0_10*dmats1[10][3] + coeff0_11*dmats1[11][3] + coeff0_12*dmats1[12][3] + coeff0_13*dmats1[13][3] + coeff0_14*dmats1[14][3] + coeff0_15*dmats1[15][3] + coeff0_16*dmats1[16][3] + coeff0_17*dmats1[17][3] + coeff0_18*dmats1[18][3] + coeff0_19*dmats1[19][3] + coeff0_20*dmats1[20][3] + coeff0_21*dmats1[21][3] + coeff0_22*dmats1[22][3] + coeff0_23*dmats1[23][3] + coeff0_24*dmats1[24][3] + coeff0_25*dmats1[25][3] + coeff0_26*dmats1[26][3] + coeff0_27*dmats1[27][3] + coeff0_28*dmats1[28][3] + coeff0_29*dmats1[29][3] + coeff0_30*dmats1[30][3] + coeff0_31*dmats1[31][3] + coeff0_32*dmats1[32][3] + coeff0_33*dmats1[33][3] + coeff0_34*dmats1[34][3];

2029

new_coeff0_4 = coeff0_0*dmats1[0][4] + coeff0_1*dmats1[1][4] + coeff0_2*dmats1[2][4] + coeff0_3*dmats1[3][4] + coeff0_4*dmats1[4][4] + coeff0_5*dmats1[5][4] + coeff0_6*dmats1[6][4] + coeff0_7*dmats1[7][4] + coeff0_8*dmats1[8][4] + coeff0_9*dmats1[9][4] + coeff0_10*dmats1[10][4] + coeff0_11*dmats1[11][4] + coeff0_12*dmats1[12][4] + coeff0_13*dmats1[13][4] + coeff0_14*dmats1[14][4] + coeff0_15*dmats1[15][4] + coeff0_16*dmats1[16][4] + coeff0_17*dmats1[17][4] + coeff0_18*dmats1[18][4] + coeff0_19*dmats1[19][4] + coeff0_20*dmats1[20][4] + coeff0_21*dmats1[21][4] + coeff0_22*dmats1[22][4] + coeff0_23*dmats1[23][4] + coeff0_24*dmats1[24][4] + coeff0_25*dmats1[25][4] + coeff0_26*dmats1[26][4] + coeff0_27*dmats1[27][4] + coeff0_28*dmats1[28][4] + coeff0_29*dmats1[29][4] + coeff0_30*dmats1[30][4] + coeff0_31*dmats1[31][4] + coeff0_32*dmats1[32][4] + coeff0_33*dmats1[33][4] + coeff0_34*dmats1[34][4];

2030

new_coeff0_5 = coeff0_0*dmats1[0][5] + coeff0_1*dmats1[1][5] + coeff0_2*dmats1[2][5] + coeff0_3*dmats1[3][5] + coeff0_4*dmats1[4][5] + coeff0_5*dmats1[5][5] + coeff0_6*dmats1[6][5] + coeff0_7*dmats1[7][5] + coeff0_8*dmats1[8][5] + coeff0_9*dmats1[9][5] + coeff0_10*dmats1[10][5] + coeff0_11*dmats1[11][5] + coeff0_12*dmats1[12][5] + coeff0_13*dmats1[13][5] + coeff0_14*dmats1[14][5] + coeff0_15*dmats1[15][5] + coeff0_16*dmats1[16][5] + coeff0_17*dmats1[17][5] + coeff0_18*dmats1[18][5] + coeff0_19*dmats1[19][5] + coeff0_20*dmats1[20][5] + coeff0_21*dmats1[21][5] + coeff0_22*dmats1[22][5] + coeff0_23*dmats1[23][5] + coeff0_24*dmats1[24][5] + coeff0_25*dmats1[25][5] + coeff0_26*dmats1[26][5] + coeff0_27*dmats1[27][5] + coeff0_28*dmats1[28][5] + coeff0_29*dmats1[29][5] + coeff0_30*dmats1[30][5] + coeff0_31*dmats1[31][5] + coeff0_32*dmats1[32][5] + coeff0_33*dmats1[33][5] + coeff0_34*dmats1[34][5];

2031

new_coeff0_6 = coeff0_0*dmats1[0][6] + coeff0_1*dmats1[1][6] + coeff0_2*dmats1[2][6] + coeff0_3*dmats1[3][6] + coeff0_4*dmats1[4][6] + coeff0_5*dmats1[5][6] + coeff0_6*dmats1[6][6] + coeff0_7*dmats1[7][6] + coeff0_8*dmats1[8][6] + coeff0_9*dmats1[9][6] + coeff0_10*dmats1[10][6] + coeff0_11*dmats1[11][6] + coeff0_12*dmats1[12][6] + coeff0_13*dmats1[13][6] + coeff0_14*dmats1[14][6] + coeff0_15*dmats1[15][6] + coeff0_16*dmats1[16][6] + coeff0_17*dmats1[17][6] + coeff0_18*dmats1[18][6] + coeff0_19*dmats1[19][6] + coeff0_20*dmats1[20][6] + coeff0_21*dmats1[21][6] + coeff0_22*dmats1[22][6] + coeff0_23*dmats1[23][6] + coeff0_24*dmats1[24][6] + coeff0_25*dmats1[25][6] + coeff0_26*dmats1[26][6] + coeff0_27*dmats1[27][6] + coeff0_28*dmats1[28][6] + coeff0_29*dmats1[29][6] + coeff0_30*dmats1[30][6] + coeff0_31*dmats1[31][6] + coeff0_32*dmats1[32][6] + coeff0_33*dmats1[33][6] + coeff0_34*dmats1[34][6];

2032

new_coeff0_7 = coeff0_0*dmats1[0][7] + coeff0_1*dmats1[1][7] + coeff0_2*dmats1[2][7] + coeff0_3*dmats1[3][7] + coeff0_4*dmats1[4][7] + coeff0_5*dmats1[5][7] + coeff0_6*dmats1[6][7] + coeff0_7*dmats1[7][7] + coeff0_8*dmats1[8][7] + coeff0_9*dmats1[9][7] + coeff0_10*dmats1[10][7] + coeff0_11*dmats1[11][7] + coeff0_12*dmats1[12][7] + coeff0_13*dmats1[13][7] + coeff0_14*dmats1[14][7] + coeff0_15*dmats1[15][7] + coeff0_16*dmats1[16][7] + coeff0_17*dmats1[17][7] + coeff0_18*dmats1[18][7] + coeff0_19*dmats1[19][7] + coeff0_20*dmats1[20][7] + coeff0_21*dmats1[21][7] + coeff0_22*dmats1[22][7] + coeff0_23*dmats1[23][7] + coeff0_24*dmats1[24][7] + coeff0_25*dmats1[25][7] + coeff0_26*dmats1[26][7] + coeff0_27*dmats1[27][7] + coeff0_28*dmats1[28][7] + coeff0_29*dmats1[29][7] + coeff0_30*dmats1[30][7] + coeff0_31*dmats1[31][7] + coeff0_32*dmats1[32][7] + coeff0_33*dmats1[33][7] + coeff0_34*dmats1[34][7];

2033

new_coeff0_8 = coeff0_0*dmats1[0][8] + coeff0_1*dmats1[1][8] + coeff0_2*dmats1[2][8] + coeff0_3*dmats1[3][8] + coeff0_4*dmats1[4][8] + coeff0_5*dmats1[5][8] + coeff0_6*dmats1[6][8] + coeff0_7*dmats1[7][8] + coeff0_8*dmats1[8][8] + coeff0_9*dmats1[9][8] + coeff0_10*dmats1[10][8] + coeff0_11*dmats1[11][8] + coeff0_12*dmats1[12][8] + coeff0_13*dmats1[13][8] + coeff0_14*dmats1[14][8] + coeff0_15*dmats1[15][8] + coeff0_16*dmats1[16][8] + coeff0_17*dmats1[17][8] + coeff0_18*dmats1[18][8] + coeff0_19*dmats1[19][8] + coeff0_20*dmats1[20][8] + coeff0_21*dmats1[21][8] + coeff0_22*dmats1[22][8] + coeff0_23*dmats1[23][8] + coeff0_24*dmats1[24][8] + coeff0_25*dmats1[25][8] + coeff0_26*dmats1[26][8] + coeff0_27*dmats1[27][8] + coeff0_28*dmats1[28][8] + coeff0_29*dmats1[29][8] + coeff0_30*dmats1[30][8] + coeff0_31*dmats1[31][8] + coeff0_32*dmats1[32][8] + coeff0_33*dmats1[33][8] + coeff0_34*dmats1[34][8];

2034

new_coeff0_9 = coeff0_0*dmats1[0][9] + coeff0_1*dmats1[1][9] + coeff0_2*dmats1[2][9] + coeff0_3*dmats1[3][9] + coeff0_4*dmats1[4][9] + coeff0_5*dmats1[5][9] + coeff0_6*dmats1[6][9] + coeff0_7*dmats1[7][9] + coeff0_8*dmats1[8][9] + coeff0_9*dmats1[9][9] + coeff0_10*dmats1[10][9] + coeff0_11*dmats1[11][9] + coeff0_12*dmats1[12][9] + coeff0_13*dmats1[13][9] + coeff0_14*dmats1[14][9] + coeff0_15*dmats1[15][9] + coeff0_16*dmats1[16][9] + coeff0_17*dmats1[17][9] + coeff0_18*dmats1[18][9] + coeff0_19*dmats1[19][9] + coeff0_20*dmats1[20][9] + coeff0_21*dmats1[21][9] + coeff0_22*dmats1[22][9] + coeff0_23*dmats1[23][9] + coeff0_24*dmats1[24][9] + coeff0_25*dmats1[25][9] + coeff0_26*dmats1[26][9] + coeff0_27*dmats1[27][9] + coeff0_28*dmats1[28][9] + coeff0_29*dmats1[29][9] + coeff0_30*dmats1[30][9] + coeff0_31*dmats1[31][9] + coeff0_32*dmats1[32][9] + coeff0_33*dmats1[33][9] + coeff0_34*dmats1[34][9];

2035

new_coeff0_10 = coeff0_0*dmats1[0][10] + coeff0_1*dmats1[1][10] + coeff0_2*dmats1[2][10] + coeff0_3*dmats1[3][10] + coeff0_4*dmats1[4][10] + coeff0_5*dmats1[5][10] + coeff0_6*dmats1[6][10] + coeff0_7*dmats1[7][10] + coeff0_8*dmats1[8][10] + coeff0_9*dmats1[9][10] + coeff0_10*dmats1[10][10] + coeff0_11*dmats1[11][10] + coeff0_12*dmats1[12][10] + coeff0_13*dmats1[13][10] + coeff0_14*dmats1[14][10] + coeff0_15*dmats1[15][10] + coeff0_16*dmats1[16][10] + coeff0_17*dmats1[17][10] + coeff0_18*dmats1[18][10] + coeff0_19*dmats1[19][10] + coeff0_20*dmats1[20][10] + coeff0_21*dmats1[21][10] + coeff0_22*dmats1[22][10] + coeff0_23*dmats1[23][10] + coeff0_24*dmats1[24][10] + coeff0_25*dmats1[25][10] + coeff0_26*dmats1[26][10] + coeff0_27*dmats1[27][10] + coeff0_28*dmats1[28][10] + coeff0_29*dmats1[29][10] + coeff0_30*dmats1[30][10] + coeff0_31*dmats1[31][10] + coeff0_32*dmats1[32][10] + coeff0_33*dmats1[33][10] + coeff0_34*dmats1[34][10];

2036

new_coeff0_11 = coeff0_0*dmats1[0][11] + coeff0_1*dmats1[1][11] + coeff0_2*dmats1[2][11] + coeff0_3*dmats1[3][11] + coeff0_4*dmats1[4][11] + coeff0_5*dmats1[5][11] + coeff0_6*dmats1[6][11] + coeff0_7*dmats1[7][11] + coeff0_8*dmats1[8][11] + coeff0_9*dmats1[9][11] + coeff0_10*dmats1[10][11] + coeff0_11*dmats1[11][11] + coeff0_12*dmats1[12][11] + coeff0_13*dmats1[13][11] + coeff0_14*dmats1[14][11] + coeff0_15*dmats1[15][11] + coeff0_16*dmats1[16][11] + coeff0_17*dmats1[17][11] + coeff0_18*dmats1[18][11] + coeff0_19*dmats1[19][11] + coeff0_20*dmats1[20][11] + coeff0_21*dmats1[21][11] + coeff0_22*dmats1[22][11] + coeff0_23*dmats1[23][11] + coeff0_24*dmats1[24][11] + coeff0_25*dmats1[25][11] + coeff0_26*dmats1[26][11] + coeff0_27*dmats1[27][11] + coeff0_28*dmats1[28][11] + coeff0_29*dmats1[29][11] + coeff0_30*dmats1[30][11] + coeff0_31*dmats1[31][11] + coeff0_32*dmats1[32][11] + coeff0_33*dmats1[33][11] + coeff0_34*dmats1[34][11];

2037

new_coeff0_12 = coeff0_0*dmats1[0][12] + coeff0_1*dmats1[1][12] + coeff0_2*dmats1[2][12] + coeff0_3*dmats1[3][12] + coeff0_4*dmats1[4][12] + coeff0_5*dmats1[5][12] + coeff0_6*dmats1[6][12] + coeff0_7*dmats1[7][12] + coeff0_8*dmats1[8][12] + coeff0_9*dmats1[9][12] + coeff0_10*dmats1[10][12] + coeff0_11*dmats1[11][12] + coeff0_12*dmats1[12][12] + coeff0_13*dmats1[13][12] + coeff0_14*dmats1[14][12] + coeff0_15*dmats1[15][12] + coeff0_16*dmats1[16][12] + coeff0_17*dmats1[17][12] + coeff0_18*dmats1[18][12] + coeff0_19*dmats1[19][12] + coeff0_20*dmats1[20][12] + coeff0_21*dmats1[21][12] + coeff0_22*dmats1[22][12] + coeff0_23*dmats1[23][12] + coeff0_24*dmats1[24][12] + coeff0_25*dmats1[25][12] + coeff0_26*dmats1[26][12] + coeff0_27*dmats1[27][12] + coeff0_28*dmats1[28][12] + coeff0_29*dmats1[29][12] + coeff0_30*dmats1[30][12] + coeff0_31*dmats1[31][12] + coeff0_32*dmats1[32][12] + coeff0_33*dmats1[33][12] + coeff0_34*dmats1[34][12];

2038

new_coeff0_13 = coeff0_0*dmats1[0][13] + coeff0_1*dmats1[1][13] + coeff0_2*dmats1[2][13] + coeff0_3*dmats1[3][13] + coeff0_4*dmats1[4][13] + coeff0_5*dmats1[5][13] + coeff0_6*dmats1[6][13] + coeff0_7*dmats1[7][13] + coeff0_8*dmats1[8][13] + coeff0_9*dmats1[9][13] + coeff0_10*dmats1[10][13] + coeff0_11*dmats1[11][13] + coeff0_12*dmats1[12][13] + coeff0_13*dmats1[13][13] + coeff0_14*dmats1[14][13] + coeff0_15*dmats1[15][13] + coeff0_16*dmats1[16][13] + coeff0_17*dmats1[17][13] + coeff0_18*dmats1[18][13] + coeff0_19*dmats1[19][13] + coeff0_20*dmats1[20][13] + coeff0_21*dmats1[21][13] + coeff0_22*dmats1[22][13] + coeff0_23*dmats1[23][13] + coeff0_24*dmats1[24][13] + coeff0_25*dmats1[25][13] + coeff0_26*dmats1[26][13] + coeff0_27*dmats1[27][13] + coeff0_28*dmats1[28][13] + coeff0_29*dmats1[29][13] + coeff0_30*dmats1[30][13] + coeff0_31*dmats1[31][13] + coeff0_32*dmats1[32][13] + coeff0_33*dmats1[33][13] + coeff0_34*dmats1[34][13];

2039

new_coeff0_14 = coeff0_0*dmats1[0][14] + coeff0_1*dmats1[1][14] + coeff0_2*dmats1[2][14] + coeff0_3*dmats1[3][14] + coeff0_4*dmats1[4][14] + coeff0_5*dmats1[5][14] + coeff0_6*dmats1[6][14] + coeff0_7*dmats1[7][14] + coeff0_8*dmats1[8][14] + coeff0_9*dmats1[9][14] + coeff0_10*dmats1[10][14] + coeff0_11*dmats1[11][14] + coeff0_12*dmats1[12][14] + coeff0_13*dmats1[13][14] + coeff0_14*dmats1[14][14] + coeff0_15*dmats1[15][14] + coeff0_16*dmats1[16][14] + coeff0_17*dmats1[17][14] + coeff0_18*dmats1[18][14] + coeff0_19*dmats1[19][14] + coeff0_20*dmats1[20][14] + coeff0_21*dmats1[21][14] + coeff0_22*dmats1[22][14] + coeff0_23*dmats1[23][14] + coeff0_24*dmats1[24][14] + coeff0_25*dmats1[25][14] + coeff0_26*dmats1[26][14] + coeff0_27*dmats1[27][14] + coeff0_28*dmats1[28][14] + coeff0_29*dmats1[29][14] + coeff0_30*dmats1[30][14] + coeff0_31*dmats1[31][14] + coeff0_32*dmats1[32][14] + coeff0_33*dmats1[33][14] + coeff0_34*dmats1[34][14];

2040

new_coeff0_15 = coeff0_0*dmats1[0][15] + coeff0_1*dmats1[1][15] + coeff0_2*dmats1[2][15] + coeff0_3*dmats1[3][15] + coeff0_4*dmats1[4][15] + coeff0_5*dmats1[5][15] + coeff0_6*dmats1[6][15] + coeff0_7*dmats1[7][15] + coeff0_8*dmats1[8][15] + coeff0_9*dmats1[9][15] + coeff0_10*dmats1[10][15] + coeff0_11*dmats1[11][15] + coeff0_12*dmats1[12][15] + coeff0_13*dmats1[13][15] + coeff0_14*dmats1[14][15] + coeff0_15*dmats1[15][15] + coeff0_16*dmats1[16][15] + coeff0_17*dmats1[17][15] + coeff0_18*dmats1[18][15] + coeff0_19*dmats1[19][15] + coeff0_20*dmats1[20][15] + coeff0_21*dmats1[21][15] + coeff0_22*dmats1[22][15] + coeff0_23*dmats1[23][15] + coeff0_24*dmats1[24][15] + coeff0_25*dmats1[25][15] + coeff0_26*dmats1[26][15] + coeff0_27*dmats1[27][15] + coeff0_28*dmats1[28][15] + coeff0_29*dmats1[29][15] + coeff0_30*dmats1[30][15] + coeff0_31*dmats1[31][15] + coeff0_32*dmats1[32][15] + coeff0_33*dmats1[33][15] + coeff0_34*dmats1[34][15];

2041

new_coeff0_16 = coeff0_0*dmats1[0][16] + coeff0_1*dmats1[1][16] + coeff0_2*dmats1[2][16] + coeff0_3*dmats1[3][16] + coeff0_4*dmats1[4][16] + coeff0_5*dmats1[5][16] + coeff0_6*dmats1[6][16] + coeff0_7*dmats1[7][16] + coeff0_8*dmats1[8][16] + coeff0_9*dmats1[9][16] + coeff0_10*dmats1[10][16] + coeff0_11*dmats1[11][16] + coeff0_12*dmats1[12][16] + coeff0_13*dmats1[13][16] + coeff0_14*dmats1[14][16] + coeff0_15*dmats1[15][16] + coeff0_16*dmats1[16][16] + coeff0_17*dmats1[17][16] + coeff0_18*dmats1[18][16] + coeff0_19*dmats1[19][16] + coeff0_20*dmats1[20][16] + coeff0_21*dmats1[21][16] + coeff0_22*dmats1[22][16] + coeff0_23*dmats1[23][16] + coeff0_24*dmats1[24][16] + coeff0_25*dmats1[25][16] + coeff0_26*dmats1[26][16] + coeff0_27*dmats1[27][16] + coeff0_28*dmats1[28][16] + coeff0_29*dmats1[29][16] + coeff0_30*dmats1[30][16] + coeff0_31*dmats1[31][16] + coeff0_32*dmats1[32][16] + coeff0_33*dmats1[33][16] + coeff0_34*dmats1[34][16];

2042

new_coeff0_17 = coeff0_0*dmats1[0][17] + coeff0_1*dmats1[1][17] + coeff0_2*dmats1[2][17] + coeff0_3*dmats1[3][17] + coeff0_4*dmats1[4][17] + coeff0_5*dmats1[5][17] + coeff0_6*dmats1[6][17] + coeff0_7*dmats1[7][17] + coeff0_8*dmats1[8][17] + coeff0_9*dmats1[9][17] + coeff0_10*dmats1[10][17] + coeff0_11*dmats1[11][17] + coeff0_12*dmats1[12][17] + coeff0_13*dmats1[13][17] + coeff0_14*dmats1[14][17] + coeff0_15*dmats1[15][17] + coeff0_16*dmats1[16][17] + coeff0_17*dmats1[17][17] + coeff0_18*dmats1[18][17] + coeff0_19*dmats1[19][17] + coeff0_20*dmats1[20][17] + coeff0_21*dmats1[21][17] + coeff0_22*dmats1[22][17] + coeff0_23*dmats1[23][17] + coeff0_24*dmats1[24][17] + coeff0_25*dmats1[25][17] + coeff0_26*dmats1[26][17] + coeff0_27*dmats1[27][17] + coeff0_28*dmats1[28][17] + coeff0_29*dmats1[29][17] + coeff0_30*dmats1[30][17] + coeff0_31*dmats1[31][17] + coeff0_32*dmats1[32][17] + coeff0_33*dmats1[33][17] + coeff0_34*dmats1[34][17];

2043

new_coeff0_18 = coeff0_0*dmats1[0][18] + coeff0_1*dmats1[1][18] + coeff0_2*dmats1[2][18] + coeff0_3*dmats1[3][18] + coeff0_4*dmats1[4][18] + coeff0_5*dmats1[5][18] + coeff0_6*dmats1[6][18] + coeff0_7*dmats1[7][18] + coeff0_8*dmats1[8][18] + coeff0_9*dmats1[9][18] + coeff0_10*dmats1[10][18] + coeff0_11*dmats1[11][18] + coeff0_12*dmats1[12][18] + coeff0_13*dmats1[13][18] + coeff0_14*dmats1[14][18] + coeff0_15*dmats1[15][18] + coeff0_16*dmats1[16][18] + coeff0_17*dmats1[17][18] + coeff0_18*dmats1[18][18] + coeff0_19*dmats1[19][18] + coeff0_20*dmats1[20][18] + coeff0_21*dmats1[21][18] + coeff0_22*dmats1[22][18] + coeff0_23*dmats1[23][18] + coeff0_24*dmats1[24][18] + coeff0_25*dmats1[25][18] + coeff0_26*dmats1[26][18] + coeff0_27*dmats1[27][18] + coeff0_28*dmats1[28][18] + coeff0_29*dmats1[29][18] + coeff0_30*dmats1[30][18] + coeff0_31*dmats1[31][18] + coeff0_32*dmats1[32][18] + coeff0_33*dmats1[33][18] + coeff0_34*dmats1[34][18];

2044

new_coeff0_19 = coeff0_0*dmats1[0][19] + coeff0_1*dmats1[1][19] + coeff0_2*dmats1[2][19] + coeff0_3*dmats1[3][19] + coeff0_4*dmats1[4][19] + coeff0_5*dmats1[5][19] + coeff0_6*dmats1[6][19] + coeff0_7*dmats1[7][19] + coeff0_8*dmats1[8][19] + coeff0_9*dmats1[9][19] + coeff0_10*dmats1[10][19] + coeff0_11*dmats1[11][19] + coeff0_12*dmats1[12][19] + coeff0_13*dmats1[13][19] + coeff0_14*dmats1[14][19] + coeff0_15*dmats1[15][19] + coeff0_16*dmats1[16][19] + coeff0_17*dmats1[17][19] + coeff0_18*dmats1[18][19] + coeff0_19*dmats1[19][19] + coeff0_20*dmats1[20][19] + coeff0_21*dmats1[21][19] + coeff0_22*dmats1[22][19] + coeff0_23*dmats1[23][19] + coeff0_24*dmats1[24][19] + coeff0_25*dmats1[25][19] + coeff0_26*dmats1[26][19] + coeff0_27*dmats1[27][19] + coeff0_28*dmats1[28][19] + coeff0_29*dmats1[29][19] + coeff0_30*dmats1[30][19] + coeff0_31*dmats1[31][19] + coeff0_32*dmats1[32][19] + coeff0_33*dmats1[33][19] + coeff0_34*dmats1[34][19];

2045

new_coeff0_20 = coeff0_0*dmats1[0][20] + coeff0_1*dmats1[1][20] + coeff0_2*dmats1[2][20] + coeff0_3*dmats1[3][20] + coeff0_4*dmats1[4][20] + coeff0_5*dmats1[5][20] + coeff0_6*dmats1[6][20] + coeff0_7*dmats1[7][20] + coeff0_8*dmats1[8][20] + coeff0_9*dmats1[9][20] + coeff0_10*dmats1[10][20] + coeff0_11*dmats1[11][20] + coeff0_12*dmats1[12][20] + coeff0_13*dmats1[13][20] + coeff0_14*dmats1[14][20] + coeff0_15*dmats1[15][20] + coeff0_16*dmats1[16][20] + coeff0_17*dmats1[17][20] + coeff0_18*dmats1[18][20] + coeff0_19*dmats1[19][20] + coeff0_20*dmats1[20][20] + coeff0_21*dmats1[21][20] + coeff0_22*dmats1[22][20] + coeff0_23*dmats1[23][20] + coeff0_24*dmats1[24][20] + coeff0_25*dmats1[25][20] + coeff0_26*dmats1[26][20] + coeff0_27*dmats1[27][20] + coeff0_28*dmats1[28][20] + coeff0_29*dmats1[29][20] + coeff0_30*dmats1[30][20] + coeff0_31*dmats1[31][20] + coeff0_32*dmats1[32][20] + coeff0_33*dmats1[33][20] + coeff0_34*dmats1[34][20];

2046

new_coeff0_21 = coeff0_0*dmats1[0][21] + coeff0_1*dmats1[1][21] + coeff0_2*dmats1[2][21] + coeff0_3*dmats1[3][21] + coeff0_4*dmats1[4][21] + coeff0_5*dmats1[5][21] + coeff0_6*dmats1[6][21] + coeff0_7*dmats1[7][21] + coeff0_8*dmats1[8][21] + coeff0_9*dmats1[9][21] + coeff0_10*dmats1[10][21] + coeff0_11*dmats1[11][21] + coeff0_12*dmats1[12][21] + coeff0_13*dmats1[13][21] + coeff0_14*dmats1[14][21] + coeff0_15*dmats1[15][21] + coeff0_16*dmats1[16][21] + coeff0_17*dmats1[17][21] + coeff0_18*dmats1[18][21] + coeff0_19*dmats1[19][21] + coeff0_20*dmats1[20][21] + coeff0_21*dmats1[21][21] + coeff0_22*dmats1[22][21] + coeff0_23*dmats1[23][21] + coeff0_24*dmats1[24][21] + coeff0_25*dmats1[25][21] + coeff0_26*dmats1[26][21] + coeff0_27*dmats1[27][21] + coeff0_28*dmats1[28][21] + coeff0_29*dmats1[29][21] + coeff0_30*dmats1[30][21] + coeff0_31*dmats1[31][21] + coeff0_32*dmats1[32][21] + coeff0_33*dmats1[33][21] + coeff0_34*dmats1[34][21];

2047

new_coeff0_22 = coeff0_0*dmats1[0][22] + coeff0_1*dmats1[1][22] + coeff0_2*dmats1[2][22] + coeff0_3*dmats1[3][22] + coeff0_4*dmats1[4][22] + coeff0_5*dmats1[5][22] + coeff0_6*dmats1[6][22] + coeff0_7*dmats1[7][22] + coeff0_8*dmats1[8][22] + coeff0_9*dmats1[9][22] + coeff0_10*dmats1[10][22] + coeff0_11*dmats1[11][22] + coeff0_12*dmats1[12][22] + coeff0_13*dmats1[13][22] + coeff0_14*dmats1[14][22] + coeff0_15*dmats1[15][22] + coeff0_16*dmats1[16][22] + coeff0_17*dmats1[17][22] + coeff0_18*dmats1[18][22] + coeff0_19*dmats1[19][22] + coeff0_20*dmats1[20][22] + coeff0_21*dmats1[21][22] + coeff0_22*dmats1[22][22] + coeff0_23*dmats1[23][22] + coeff0_24*dmats1[24][22] + coeff0_25*dmats1[25][22] + coeff0_26*dmats1[26][22] + coeff0_27*dmats1[27][22] + coeff0_28*dmats1[28][22] + coeff0_29*dmats1[29][22] + coeff0_30*dmats1[30][22] + coeff0_31*dmats1[31][22] + coeff0_32*dmats1[32][22] + coeff0_33*dmats1[33][22] + coeff0_34*dmats1[34][22];

2048

new_coeff0_23 = coeff0_0*dmats1[0][23] + coeff0_1*dmats1[1][23] + coeff0_2*dmats1[2][23] + coeff0_3*dmats1[3][23] + coeff0_4*dmats1[4][23] + coeff0_5*dmats1[5][23] + coeff0_6*dmats1[6][23] + coeff0_7*dmats1[7][23] + coeff0_8*dmats1[8][23] + coeff0_9*dmats1[9][23] + coeff0_10*dmats1[10][23] + coeff0_11*dmats1[11][23] + coeff0_12*dmats1[12][23] + coeff0_13*dmats1[13][23] + coeff0_14*dmats1[14][23] + coeff0_15*dmats1[15][23] + coeff0_16*dmats1[16][23] + coeff0_17*dmats1[17][23] + coeff0_18*dmats1[18][23] + coeff0_19*dmats1[19][23] + coeff0_20*dmats1[20][23] + coeff0_21*dmats1[21][23] + coeff0_22*dmats1[22][23] + coeff0_23*dmats1[23][23] + coeff0_24*dmats1[24][23] + coeff0_25*dmats1[25][23] + coeff0_26*dmats1[26][23] + coeff0_27*dmats1[27][23] + coeff0_28*dmats1[28][23] + coeff0_29*dmats1[29][23] + coeff0_30*dmats1[30][23] + coeff0_31*dmats1[31][23] + coeff0_32*dmats1[32][23] + coeff0_33*dmats1[33][23] + coeff0_34*dmats1[34][23];

2049

new_coeff0_24 = coeff0_0*dmats1[0][24] + coeff0_1*dmats1[1][24] + coeff0_2*dmats1[2][24] + coeff0_3*dmats1[3][24] + coeff0_4*dmats1[4][24] + coeff0_5*dmats1[5][24] + coeff0_6*dmats1[6][24] + coeff0_7*dmats1[7][24] + coeff0_8*dmats1[8][24] + coeff0_9*dmats1[9][24] + coeff0_10*dmats1[10][24] + coeff0_11*dmats1[11][24] + coeff0_12*dmats1[12][24] + coeff0_13*dmats1[13][24] + coeff0_14*dmats1[14][24] + coeff0_15*dmats1[15][24] + coeff0_16*dmats1[16][24] + coeff0_17*dmats1[17][24] + coeff0_18*dmats1[18][24] + coeff0_19*dmats1[19][24] + coeff0_20*dmats1[20][24] + coeff0_21*dmats1[21][24] + coeff0_22*dmats1[22][24] + coeff0_23*dmats1[23][24] + coeff0_24*dmats1[24][24] + coeff0_25*dmats1[25][24] + coeff0_26*dmats1[26][24] + coeff0_27*dmats1[27][24] + coeff0_28*dmats1[28][24] + coeff0_29*dmats1[29][24] + coeff0_30*dmats1[30][24] + coeff0_31*dmats1[31][24] + coeff0_32*dmats1[32][24] + coeff0_33*dmats1[33][24] + coeff0_34*dmats1[34][24];

2050

new_coeff0_25 = coeff0_0*dmats1[0][25] + coeff0_1*dmats1[1][25] + coeff0_2*dmats1[2][25] + coeff0_3*dmats1[3][25] + coeff0_4*dmats1[4][25] + coeff0_5*dmats1[5][25] + coeff0_6*dmats1[6][25] + coeff0_7*dmats1[7][25] + coeff0_8*dmats1[8][25] + coeff0_9*dmats1[9][25] + coeff0_10*dmats1[10][25] + coeff0_11*dmats1[11][25] + coeff0_12*dmats1[12][25] + coeff0_13*dmats1[13][25] + coeff0_14*dmats1[14][25] + coeff0_15*dmats1[15][25] + coeff0_16*dmats1[16][25] + coeff0_17*dmats1[17][25] + coeff0_18*dmats1[18][25] + coeff0_19*dmats1[19][25] + coeff0_20*dmats1[20][25] + coeff0_21*dmats1[21][25] + coeff0_22*dmats1[22][25] + coeff0_23*dmats1[23][25] + coeff0_24*dmats1[24][25] + coeff0_25*dmats1[25][25] + coeff0_26*dmats1[26][25] + coeff0_27*dmats1[27][25] + coeff0_28*dmats1[28][25] + coeff0_29*dmats1[29][25] + coeff0_30*dmats1[30][25] + coeff0_31*dmats1[31][25] + coeff0_32*dmats1[32][25] + coeff0_33*dmats1[33][25] + coeff0_34*dmats1[34][25];

2051

new_coeff0_26 = coeff0_0*dmats1[0][26] + coeff0_1*dmats1[1][26] + coeff0_2*dmats1[2][26] + coeff0_3*dmats1[3][26] + coeff0_4*dmats1[4][26] + coeff0_5*dmats1[5][26] + coeff0_6*dmats1[6][26] + coeff0_7*dmats1[7][26] + coeff0_8*dmats1[8][26] + coeff0_9*dmats1[9][26] + coeff0_10*dmats1[10][26] + coeff0_11*dmats1[11][26] + coeff0_12*dmats1[12][26] + coeff0_13*dmats1[13][26] + coeff0_14*dmats1[14][26] + coeff0_15*dmats1[15][26] + coeff0_16*dmats1[16][26] + coeff0_17*dmats1[17][26] + coeff0_18*dmats1[18][26] + coeff0_19*dmats1[19][26] + coeff0_20*dmats1[20][26] + coeff0_21*dmats1[21][26] + coeff0_22*dmats1[22][26] + coeff0_23*dmats1[23][26] + coeff0_24*dmats1[24][26] + coeff0_25*dmats1[25][26] + coeff0_26*dmats1[26][26] + coeff0_27*dmats1[27][26] + coeff0_28*dmats1[28][26] + coeff0_29*dmats1[29][26] + coeff0_30*dmats1[30][26] + coeff0_31*dmats1[31][26] + coeff0_32*dmats1[32][26] + coeff0_33*dmats1[33][26] + coeff0_34*dmats1[34][26];

2052

new_coeff0_27 = coeff0_0*dmats1[0][27] + coeff0_1*dmats1[1][27] + coeff0_2*dmats1[2][27] + coeff0_3*dmats1[3][27] + coeff0_4*dmats1[4][27] + coeff0_5*dmats1[5][27] + coeff0_6*dmats1[6][27] + coeff0_7*dmats1[7][27] + coeff0_8*dmats1[8][27] + coeff0_9*dmats1[9][27] + coeff0_10*dmats1[10][27] + coeff0_11*dmats1[11][27] + coeff0_12*dmats1[12][27] + coeff0_13*dmats1[13][27] + coeff0_14*dmats1[14][27] + coeff0_15*dmats1[15][27] + coeff0_16*dmats1[16][27] + coeff0_17*dmats1[17][27] + coeff0_18*dmats1[18][27] + coeff0_19*dmats1[19][27] + coeff0_20*dmats1[20][27] + coeff0_21*dmats1[21][27] + coeff0_22*dmats1[22][27] + coeff0_23*dmats1[23][27] + coeff0_24*dmats1[24][27] + coeff0_25*dmats1[25][27] + coeff0_26*dmats1[26][27] + coeff0_27*dmats1[27][27] + coeff0_28*dmats1[28][27] + coeff0_29*dmats1[29][27] + coeff0_30*dmats1[30][27] + coeff0_31*dmats1[31][27] + coeff0_32*dmats1[32][27] + coeff0_33*dmats1[33][27] + coeff0_34*dmats1[34][27];

2053

new_coeff0_28 = coeff0_0*dmats1[0][28] + coeff0_1*dmats1[1][28] + coeff0_2*dmats1[2][28] + coeff0_3*dmats1[3][28] + coeff0_4*dmats1[4][28] + coeff0_5*dmats1[5][28] + coeff0_6*dmats1[6][28] + coeff0_7*dmats1[7][28] + coeff0_8*dmats1[8][28] + coeff0_9*dmats1[9][28] + coeff0_10*dmats1[10][28] + coeff0_11*dmats1[11][28] + coeff0_12*dmats1[12][28] + coeff0_13*dmats1[13][28] + coeff0_14*dmats1[14][28] + coeff0_15*dmats1[15][28] + coeff0_16*dmats1[16][28] + coeff0_17*dmats1[17][28] + coeff0_18*dmats1[18][28] + coeff0_19*dmats1[19][28] + coeff0_20*dmats1[20][28] + coeff0_21*dmats1[21][28] + coeff0_22*dmats1[22][28] + coeff0_23*dmats1[23][28] + coeff0_24*dmats1[24][28] + coeff0_25*dmats1[25][28] + coeff0_26*dmats1[26][28] + coeff0_27*dmats1[27][28] + coeff0_28*dmats1[28][28] + coeff0_29*dmats1[29][28] + coeff0_30*dmats1[30][28] + coeff0_31*dmats1[31][28] + coeff0_32*dmats1[32][28] + coeff0_33*dmats1[33][28] + coeff0_34*dmats1[34][28];

2054

new_coeff0_29 = coeff0_0*dmats1[0][29] + coeff0_1*dmats1[1][29] + coeff0_2*dmats1[2][29] + coeff0_3*dmats1[3][29] + coeff0_4*dmats1[4][29] + coeff0_5*dmats1[5][29] + coeff0_6*dmats1[6][29] + coeff0_7*dmats1[7][29] + coeff0_8*dmats1[8][29] + coeff0_9*dmats1[9][29] + coeff0_10*dmats1[10][29] + coeff0_11*dmats1[11][29] + coeff0_12*dmats1[12][29] + coeff0_13*dmats1[13][29] + coeff0_14*dmats1[14][29] + coeff0_15*dmats1[15][29] + coeff0_16*dmats1[16][29] + coeff0_17*dmats1[17][29] + coeff0_18*dmats1[18][29] + coeff0_19*dmats1[19][29] + coeff0_20*dmats1[20][29] + coeff0_21*dmats1[21][29] + coeff0_22*dmats1[22][29] + coeff0_23*dmats1[23][29] + coeff0_24*dmats1[24][29] + coeff0_25*dmats1[25][29] + coeff0_26*dmats1[26][29] + coeff0_27*dmats1[27][29] + coeff0_28*dmats1[28][29] + coeff0_29*dmats1[29][29] + coeff0_30*dmats1[30][29] + coeff0_31*dmats1[31][29] + coeff0_32*dmats1[32][29] + coeff0_33*dmats1[33][29] + coeff0_34*dmats1[34][29];

2055

new_coeff0_30 = coeff0_0*dmats1[0][30] + coeff0_1*dmats1[1][30] + coeff0_2*dmats1[2][30] + coeff0_3*dmats1[3][30] + coeff0_4*dmats1[4][30] + coeff0_5*dmats1[5][30] + coeff0_6*dmats1[6][30] + coeff0_7*dmats1[7][30] + coeff0_8*dmats1[8][30] + coeff0_9*dmats1[9][30] + coeff0_10*dmats1[10][30] + coeff0_11*dmats1[11][30] + coeff0_12*dmats1[12][30] + coeff0_13*dmats1[13][30] + coeff0_14*dmats1[14][30] + coeff0_15*dmats1[15][30] + coeff0_16*dmats1[16][30] + coeff0_17*dmats1[17][30] + coeff0_18*dmats1[18][30] + coeff0_19*dmats1[19][30] + coeff0_20*dmats1[20][30] + coeff0_21*dmats1[21][30] + coeff0_22*dmats1[22][30] + coeff0_23*dmats1[23][30] + coeff0_24*dmats1[24][30] + coeff0_25*dmats1[25][30] + coeff0_26*dmats1[26][30] + coeff0_27*dmats1[27][30] + coeff0_28*dmats1[28][30] + coeff0_29*dmats1[29][30] + coeff0_30*dmats1[30][30] + coeff0_31*dmats1[31][30] + coeff0_32*dmats1[32][30] + coeff0_33*dmats1[33][30] + coeff0_34*dmats1[34][30];

2056

new_coeff0_31 = coeff0_0*dmats1[0][31] + coeff0_1*dmats1[1][31] + coeff0_2*dmats1[2][31] + coeff0_3*dmats1[3][31] + coeff0_4*dmats1[4][31] + coeff0_5*dmats1[5][31] + coeff0_6*dmats1[6][31] + coeff0_7*dmats1[7][31] + coeff0_8*dmats1[8][31] + coeff0_9*dmats1[9][31] + coeff0_10*dmats1[10][31] + coeff0_11*dmats1[11][31] + coeff0_12*dmats1[12][31] + coeff0_13*dmats1[13][31] + coeff0_14*dmats1[14][31] + coeff0_15*dmats1[15][31] + coeff0_16*dmats1[16][31] + coeff0_17*dmats1[17][31] + coeff0_18*dmats1[18][31] + coeff0_19*dmats1[19][31] + coeff0_20*dmats1[20][31] + coeff0_21*dmats1[21][31] + coeff0_22*dmats1[22][31] + coeff0_23*dmats1[23][31] + coeff0_24*dmats1[24][31] + coeff0_25*dmats1[25][31] + coeff0_26*dmats1[26][31] + coeff0_27*dmats1[27][31] + coeff0_28*dmats1[28][31] + coeff0_29*dmats1[29][31] + coeff0_30*dmats1[30][31] + coeff0_31*dmats1[31][31] + coeff0_32*dmats1[32][31] + coeff0_33*dmats1[33][31] + coeff0_34*dmats1[34][31];

2057

new_coeff0_32 = coeff0_0*dmats1[0][32] + coeff0_1*dmats1[1][32] + coeff0_2*dmats1[2][32] + coeff0_3*dmats1[3][32] + coeff0_4*dmats1[4][32] + coeff0_5*dmats1[5][32] + coeff0_6*dmats1[6][32] + coeff0_7*dmats1[7][32] + coeff0_8*dmats1[8][32] + coeff0_9*dmats1[9][32] + coeff0_10*dmats1[10][32] + coeff0_11*dmats1[11][32] + coeff0_12*dmats1[12][32] + coeff0_13*dmats1[13][32] + coeff0_14*dmats1[14][32] + coeff0_15*dmats1[15][32] + coeff0_16*dmats1[16][32] + coeff0_17*dmats1[17][32] + coeff0_18*dmats1[18][32] + coeff0_19*dmats1[19][32] + coeff0_20*dmats1[20][32] + coeff0_21*dmats1[21][32] + coeff0_22*dmats1[22][32] + coeff0_23*dmats1[23][32] + coeff0_24*dmats1[24][32] + coeff0_25*dmats1[25][32] + coeff0_26*dmats1[26][32] + coeff0_27*dmats1[27][32] + coeff0_28*dmats1[28][32] + coeff0_29*dmats1[29][32] + coeff0_30*dmats1[30][32] + coeff0_31*dmats1[31][32] + coeff0_32*dmats1[32][32] + coeff0_33*dmats1[33][32] + coeff0_34*dmats1[34][32];

2058

new_coeff0_33 = coeff0_0*dmats1[0][33] + coeff0_1*dmats1[1][33] + coeff0_2*dmats1[2][33] + coeff0_3*dmats1[3][33] + coeff0_4*dmats1[4][33] + coeff0_5*dmats1[5][33] + coeff0_6*dmats1[6][33] + coeff0_7*dmats1[7][33] + coeff0_8*dmats1[8][33] + coeff0_9*dmats1[9][33] + coeff0_10*dmats1[10][33] + coeff0_11*dmats1[11][33] + coeff0_12*dmats1[12][33] + coeff0_13*dmats1[13][33] + coeff0_14*dmats1[14][33] + coeff0_15*dmats1[15][33] + coeff0_16*dmats1[16][33] + coeff0_17*dmats1[17][33] + coeff0_18*dmats1[18][33] + coeff0_19*dmats1[19][33] + coeff0_20*dmats1[20][33] + coeff0_21*dmats1[21][33] + coeff0_22*dmats1[22][33] + coeff0_23*dmats1[23][33] + coeff0_24*dmats1[24][33] + coeff0_25*dmats1[25][33] + coeff0_26*dmats1[26][33] + coeff0_27*dmats1[27][33] + coeff0_28*dmats1[28][33] + coeff0_29*dmats1[29][33] + coeff0_30*dmats1[30][33] + coeff0_31*dmats1[31][33] + coeff0_32*dmats1[32][33] + coeff0_33*dmats1[33][33] + coeff0_34*dmats1[34][33];

2059

new_coeff0_34 = coeff0_0*dmats1[0][34] + coeff0_1*dmats1[1][34] + coeff0_2*dmats1[2][34] + coeff0_3*dmats1[3][34] + coeff0_4*dmats1[4][34] + coeff0_5*dmats1[5][34] + coeff0_6*dmats1[6][34] + coeff0_7*dmats1[7][34] + coeff0_8*dmats1[8][34] + coeff0_9*dmats1[9][34] + coeff0_10*dmats1[10][34] + coeff0_11*dmats1[11][34] + coeff0_12*dmats1[12][34] + coeff0_13*dmats1[13][34] + coeff0_14*dmats1[14][34] + coeff0_15*dmats1[15][34] + coeff0_16*dmats1[16][34] + coeff0_17*dmats1[17][34] + coeff0_18*dmats1[18][34] + coeff0_19*dmats1[19][34] + coeff0_20*dmats1[20][34] + coeff0_21*dmats1[21][34] + coeff0_22*dmats1[22][34] + coeff0_23*dmats1[23][34] + coeff0_24*dmats1[24][34] + coeff0_25*dmats1[25][34] + coeff0_26*dmats1[26][34] + coeff0_27*dmats1[27][34] + coeff0_28*dmats1[28][34] + coeff0_29*dmats1[29][34] + coeff0_30*dmats1[30][34] + coeff0_31*dmats1[31][34] + coeff0_32*dmats1[32][34] + coeff0_33*dmats1[33][34] + coeff0_34*dmats1[34][34];

2060

}

2061

if(combinations[deriv_num][j] == 2)

2062

{

2063

new_coeff0_0 = coeff0_0*dmats2[0][0] + coeff0_1*dmats2[1][0] + coeff0_2*dmats2[2][0] + coeff0_3*dmats2[3][0] + coeff0_4*dmats2[4][0] + coeff0_5*dmats2[5][0] + coeff0_6*dmats2[6][0] + coeff0_7*dmats2[7][0] + coeff0_8*dmats2[8][0] + coeff0_9*dmats2[9][0] + coeff0_10*dmats2[10][0] + coeff0_11*dmats2[11][0] + coeff0_12*dmats2[12][0] + coeff0_13*dmats2[13][0] + coeff0_14*dmats2[14][0] + coeff0_15*dmats2[15][0] + coeff0_16*dmats2[16][0] + coeff0_17*dmats2[17][0] + coeff0_18*dmats2[18][0] + coeff0_19*dmats2[19][0] + coeff0_20*dmats2[20][0] + coeff0_21*dmats2[21][0] + coeff0_22*dmats2[22][0] + coeff0_23*dmats2[23][0] + coeff0_24*dmats2[24][0] + coeff0_25*dmats2[25][0] + coeff0_26*dmats2[26][0] + coeff0_27*dmats2[27][0] + coeff0_28*dmats2[28][0] + coeff0_29*dmats2[29][0] + coeff0_30*dmats2[30][0] + coeff0_31*dmats2[31][0] + coeff0_32*dmats2[32][0] + coeff0_33*dmats2[33][0] + coeff0_34*dmats2[34][0];

2064

new_coeff0_1 = coeff0_0*dmats2[0][1] + coeff0_1*dmats2[1][1] + coeff0_2*dmats2[2][1] + coeff0_3*dmats2[3][1] + coeff0_4*dmats2[4][1] + coeff0_5*dmats2[5][1] + coeff0_6*dmats2[6][1] + coeff0_7*dmats2[7][1] + coeff0_8*dmats2[8][1] + coeff0_9*dmats2[9][1] + coeff0_10*dmats2[10][1] + coeff0_11*dmats2[11][1] + coeff0_12*dmats2[12][1] + coeff0_13*dmats2[13][1] + coeff0_14*dmats2[14][1] + coeff0_15*dmats2[15][1] + coeff0_16*dmats2[16][1] + coeff0_17*dmats2[17][1] + coeff0_18*dmats2[18][1] + coeff0_19*dmats2[19][1] + coeff0_20*dmats2[20][1] + coeff0_21*dmats2[21][1] + coeff0_22*dmats2[22][1] + coeff0_23*dmats2[23][1] + coeff0_24*dmats2[24][1] + coeff0_25*dmats2[25][1] + coeff0_26*dmats2[26][1] + coeff0_27*dmats2[27][1] + coeff0_28*dmats2[28][1] + coeff0_29*dmats2[29][1] + coeff0_30*dmats2[30][1] + coeff0_31*dmats2[31][1] + coeff0_32*dmats2[32][1] + coeff0_33*dmats2[33][1] + coeff0_34*dmats2[34][1];

2065

new_coeff0_2 = coeff0_0*dmats2[0][2] + coeff0_1*dmats2[1][2] + coeff0_2*dmats2[2][2] + coeff0_3*dmats2[3][2] + coeff0_4*dmats2[4][2] + coeff0_5*dmats2[5][2] + coeff0_6*dmats2[6][2] + coeff0_7*dmats2[7][2] + coeff0_8*dmats2[8][2] + coeff0_9*dmats2[9][2] + coeff0_10*dmats2[10][2] + coeff0_11*dmats2[11][2] + coeff0_12*dmats2[12][2] + coeff0_13*dmats2[13][2] + coeff0_14*dmats2[14][2] + coeff0_15*dmats2[15][2] + coeff0_16*dmats2[16][2] + coeff0_17*dmats2[17][2] + coeff0_18*dmats2[18][2] + coeff0_19*dmats2[19][2] + coeff0_20*dmats2[20][2] + coeff0_21*dmats2[21][2] + coeff0_22*dmats2[22][2] + coeff0_23*dmats2[23][2] + coeff0_24*dmats2[24][2] + coeff0_25*dmats2[25][2] + coeff0_26*dmats2[26][2] + coeff0_27*dmats2[27][2] + coeff0_28*dmats2[28][2] + coeff0_29*dmats2[29][2] + coeff0_30*dmats2[30][2] + coeff0_31*dmats2[31][2] + coeff0_32*dmats2[32][2] + coeff0_33*dmats2[33][2] + coeff0_34*dmats2[34][2];

2066

new_coeff0_3 = coeff0_0*dmats2[0][3] + coeff0_1*dmats2[1][3] + coeff0_2*dmats2[2][3] + coeff0_3*dmats2[3][3] + coeff0_4*dmats2[4][3] + coeff0_5*dmats2[5][3] + coeff0_6*dmats2[6][3] + coeff0_7*dmats2[7][3] + coeff0_8*dmats2[8][3] + coeff0_9*dmats2[9][3] + coeff0_10*dmats2[10][3] + coeff0_11*dmats2[11][3] + coeff0_12*dmats2[12][3] + coeff0_13*dmats2[13][3] + coeff0_14*dmats2[14][3] + coeff0_15*dmats2[15][3] + coeff0_16*dmats2[16][3] + coeff0_17*dmats2[17][3] + coeff0_18*dmats2[18][3] + coeff0_19*dmats2[19][3] + coeff0_20*dmats2[20][3] + coeff0_21*dmats2[21][3] + coeff0_22*dmats2[22][3] + coeff0_23*dmats2[23][3] + coeff0_24*dmats2[24][3] + coeff0_25*dmats2[25][3] + coeff0_26*dmats2[26][3] + coeff0_27*dmats2[27][3] + coeff0_28*dmats2[28][3] + coeff0_29*dmats2[29][3] + coeff0_30*dmats2[30][3] + coeff0_31*dmats2[31][3] + coeff0_32*dmats2[32][3] + coeff0_33*dmats2[33][3] + coeff0_34*dmats2[34][3];

2067

new_coeff0_4 = coeff0_0*dmats2[0][4] + coeff0_1*dmats2[1][4] + coeff0_2*dmats2[2][4] + coeff0_3*dmats2[3][4] + coeff0_4*dmats2[4][4] + coeff0_5*dmats2[5][4] + coeff0_6*dmats2[6][4] + coeff0_7*dmats2[7][4] + coeff0_8*dmats2[8][4] + coeff0_9*dmats2[9][4] + coeff0_10*dmats2[10][4] + coeff0_11*dmats2[11][4] + coeff0_12*dmats2[12][4] + coeff0_13*dmats2[13][4] + coeff0_14*dmats2[14][4] + coeff0_15*dmats2[15][4] + coeff0_16*dmats2[16][4] + coeff0_17*dmats2[17][4] + coeff0_18*dmats2[18][4] + coeff0_19*dmats2[19][4] + coeff0_20*dmats2[20][4] + coeff0_21*dmats2[21][4] + coeff0_22*dmats2[22][4] + coeff0_23*dmats2[23][4] + coeff0_24*dmats2[24][4] + coeff0_25*dmats2[25][4] + coeff0_26*dmats2[26][4] + coeff0_27*dmats2[27][4] + coeff0_28*dmats2[28][4] + coeff0_29*dmats2[29][4] + coeff0_30*dmats2[30][4] + coeff0_31*dmats2[31][4] + coeff0_32*dmats2[32][4] + coeff0_33*dmats2[33][4] + coeff0_34*dmats2[34][4];

2068

new_coeff0_5 = coeff0_0*dmats2[0][5] + coeff0_1*dmats2[1][5] + coeff0_2*dmats2[2][5] + coeff0_3*dmats2[3][5] + coeff0_4*dmats2[4][5] + coeff0_5*dmats2[5][5] + coeff0_6*dmats2[6][5] + coeff0_7*dmats2[7][5] + coeff0_8*dmats2[8][5] + coeff0_9*dmats2[9][5] + coeff0_10*dmats2[10][5] + coeff0_11*dmats2[11][5] + coeff0_12*dmats2[12][5] + coeff0_13*dmats2[13][5] + coeff0_14*dmats2[14][5] + coeff0_15*dmats2[15][5] + coeff0_16*dmats2[16][5] + coeff0_17*dmats2[17][5] + coeff0_18*dmats2[18][5] + coeff0_19*dmats2[19][5] + coeff0_20*dmats2[20][5] + coeff0_21*dmats2[21][5] + coeff0_22*dmats2[22][5] + coeff0_23*dmats2[23][5] + coeff0_24*dmats2[24][5] + coeff0_25*dmats2[25][5] + coeff0_26*dmats2[26][5] + coeff0_27*dmats2[27][5] + coeff0_28*dmats2[28][5] + coeff0_29*dmats2[29][5] + coeff0_30*dmats2[30][5] + coeff0_31*dmats2[31][5] + coeff0_32*dmats2[32][5] + coeff0_33*dmats2[33][5] + coeff0_34*dmats2[34][5];

2069

new_coeff0_6 = coeff0_0*dmats2[0][6] + coeff0_1*dmats2[1][6] + coeff0_2*dmats2[2][6] + coeff0_3*dmats2[3][6] + coeff0_4*dmats2[4][6] + coeff0_5*dmats2[5][6] + coeff0_6*dmats2[6][6] + coeff0_7*dmats2[7][6] + coeff0_8*dmats2[8][6] + coeff0_9*dmats2[9][6] + coeff0_10*dmats2[10][6] + coeff0_11*dmats2[11][6] + coeff0_12*dmats2[12][6] + coeff0_13*dmats2[13][6] + coeff0_14*dmats2[14][6] + coeff0_15*dmats2[15][6] + coeff0_16*dmats2[16][6] + coeff0_17*dmats2[17][6] + coeff0_18*dmats2[18][6] + coeff0_19*dmats2[19][6] + coeff0_20*dmats2[20][6] + coeff0_21*dmats2[21][6] + coeff0_22*dmats2[22][6] + coeff0_23*dmats2[23][6] + coeff0_24*dmats2[24][6] + coeff0_25*dmats2[25][6] + coeff0_26*dmats2[26][6] + coeff0_27*dmats2[27][6] + coeff0_28*dmats2[28][6] + coeff0_29*dmats2[29][6] + coeff0_30*dmats2[30][6] + coeff0_31*dmats2[31][6] + coeff0_32*dmats2[32][6] + coeff0_33*dmats2[33][6] + coeff0_34*dmats2[34][6];

2070

new_coeff0_7 = coeff0_0*dmats2[0][7] + coeff0_1*dmats2[1][7] + coeff0_2*dmats2[2][7] + coeff0_3*dmats2[3][7] + coeff0_4*dmats2[4][7] + coeff0_5*dmats2[5][7] + coeff0_6*dmats2[6][7] + coeff0_7*dmats2[7][7] + coeff0_8*dmats2[8][7] + coeff0_9*dmats2[9][7] + coeff0_10*dmats2[10][7] + coeff0_11*dmats2[11][7] + coeff0_12*dmats2[12][7] + coeff0_13*dmats2[13][7] + coeff0_14*dmats2[14][7] + coeff0_15*dmats2[15][7] + coeff0_16*dmats2[16][7] + coeff0_17*dmats2[17][7] + coeff0_18*dmats2[18][7] + coeff0_19*dmats2[19][7] + coeff0_20*dmats2[20][7] + coeff0_21*dmats2[21][7] + coeff0_22*dmats2[22][7] + coeff0_23*dmats2[23][7] + coeff0_24*dmats2[24][7] + coeff0_25*dmats2[25][7] + coeff0_26*dmats2[26][7] + coeff0_27*dmats2[27][7] + coeff0_28*dmats2[28][7] + coeff0_29*dmats2[29][7] + coeff0_30*dmats2[30][7] + coeff0_31*dmats2[31][7] + coeff0_32*dmats2[32][7] + coeff0_33*dmats2[33][7] + coeff0_34*dmats2[34][7];

2071

new_coeff0_8 = coeff0_0*dmats2[0][8] + coeff0_1*dmats2[1][8] + coeff0_2*dmats2[2][8] + coeff0_3*dmats2[3][8] + coeff0_4*dmats2[4][8] + coeff0_5*dmats2[5][8] + coeff0_6*dmats2[6][8] + coeff0_7*dmats2[7][8] + coeff0_8*dmats2[8][8] + coeff0_9*dmats2[9][8] + coeff0_10*dmats2[10][8] + coeff0_11*dmats2[11][8] + coeff0_12*dmats2[12][8] + coeff0_13*dmats2[13][8] + coeff0_14*dmats2[14][8] + coeff0_15*dmats2[15][8] + coeff0_16*dmats2[16][8] + coeff0_17*dmats2[17][8] + coeff0_18*dmats2[18][8] + coeff0_19*dmats2[19][8] + coeff0_20*dmats2[20][8] + coeff0_21*dmats2[21][8] + coeff0_22*dmats2[22][8] + coeff0_23*dmats2[23][8] + coeff0_24*dmats2[24][8] + coeff0_25*dmats2[25][8] + coeff0_26*dmats2[26][8] + coeff0_27*dmats2[27][8] + coeff0_28*dmats2[28][8] + coeff0_29*dmats2[29][8] + coeff0_30*dmats2[30][8] + coeff0_31*dmats2[31][8] + coeff0_32*dmats2[32][8] + coeff0_33*dmats2[33][8] + coeff0_34*dmats2[34][8];

2072

new_coeff0_9 = coeff0_0*dmats2[0][9] + coeff0_1*dmats2[1][9] + coeff0_2*dmats2[2][9] + coeff0_3*dmats2[3][9] + coeff0_4*dmats2[4][9] + coeff0_5*dmats2[5][9] + coeff0_6*dmats2[6][9] + coeff0_7*dmats2[7][9] + coeff0_8*dmats2[8][9] + coeff0_9*dmats2[9][9] + coeff0_10*dmats2[10][9] + coeff0_11*dmats2[11][9] + coeff0_12*dmats2[12][9] + coeff0_13*dmats2[13][9] + coeff0_14*dmats2[14][9] + coeff0_15*dmats2[15][9] + coeff0_16*dmats2[16][9] + coeff0_17*dmats2[17][9] + coeff0_18*dmats2[18][9] + coeff0_19*dmats2[19][9] + coeff0_20*dmats2[20][9] + coeff0_21*dmats2[21][9] + coeff0_22*dmats2[22][9] + coeff0_23*dmats2[23][9] + coeff0_24*dmats2[24][9] + coeff0_25*dmats2[25][9] + coeff0_26*dmats2[26][9] + coeff0_27*dmats2[27][9] + coeff0_28*dmats2[28][9] + coeff0_29*dmats2[29][9] + coeff0_30*dmats2[30][9] + coeff0_31*dmats2[31][9] + coeff0_32*dmats2[32][9] + coeff0_33*dmats2[33][9] + coeff0_34*dmats2[34][9];

2073

new_coeff0_10 = coeff0_0*dmats2[0][10] + coeff0_1*dmats2[1][10] + coeff0_2*dmats2[2][10] + coeff0_3*dmats2[3][10] + coeff0_4*dmats2[4][10] + coeff0_5*dmats2[5][10] + coeff0_6*dmats2[6][10] + coeff0_7*dmats2[7][10] + coeff0_8*dmats2[8][10] + coeff0_9*dmats2[9][10] + coeff0_10*dmats2[10][10] + coeff0_11*dmats2[11][10] + coeff0_12*dmats2[12][10] + coeff0_13*dmats2[13][10] + coeff0_14*dmats2[14][10] + coeff0_15*dmats2[15][10] + coeff0_16*dmats2[16][10] + coeff0_17*dmats2[17][10] + coeff0_18*dmats2[18][10] + coeff0_19*dmats2[19][10] + coeff0_20*dmats2[20][10] + coeff0_21*dmats2[21][10] + coeff0_22*dmats2[22][10] + coeff0_23*dmats2[23][10] + coeff0_24*dmats2[24][10] + coeff0_25*dmats2[25][10] + coeff0_26*dmats2[26][10] + coeff0_27*dmats2[27][10] + coeff0_28*dmats2[28][10] + coeff0_29*dmats2[29][10] + coeff0_30*dmats2[30][10] + coeff0_31*dmats2[31][10] + coeff0_32*dmats2[32][10] + coeff0_33*dmats2[33][10] + coeff0_34*dmats2[34][10];

2074

new_coeff0_11 = coeff0_0*dmats2[0][11] + coeff0_1*dmats2[1][11] + coeff0_2*dmats2[2][11] + coeff0_3*dmats2[3][11] + coeff0_4*dmats2[4][11] + coeff0_5*dmats2[5][11] + coeff0_6*dmats2[6][11] + coeff0_7*dmats2[7][11] + coeff0_8*dmats2[8][11] + coeff0_9*dmats2[9][11] + coeff0_10*dmats2[10][11] + coeff0_11*dmats2[11][11] + coeff0_12*dmats2[12][11] + coeff0_13*dmats2[13][11] + coeff0_14*dmats2[14][11] + coeff0_15*dmats2[15][11] + coeff0_16*dmats2[16][11] + coeff0_17*dmats2[17][11] + coeff0_18*dmats2[18][11] + coeff0_19*dmats2[19][11] + coeff0_20*dmats2[20][11] + coeff0_21*dmats2[21][11] + coeff0_22*dmats2[22][11] + coeff0_23*dmats2[23][11] + coeff0_24*dmats2[24][11] + coeff0_25*dmats2[25][11] + coeff0_26*dmats2[26][11] + coeff0_27*dmats2[27][11] + coeff0_28*dmats2[28][11] + coeff0_29*dmats2[29][11] + coeff0_30*dmats2[30][11] + coeff0_31*dmats2[31][11] + coeff0_32*dmats2[32][11] + coeff0_33*dmats2[33][11] + coeff0_34*dmats2[34][11];

2075

new_coeff0_12 = coeff0_0*dmats2[0][12] + coeff0_1*dmats2[1][12] + coeff0_2*dmats2[2][12] + coeff0_3*dmats2[3][12] + coeff0_4*dmats2[4][12] + coeff0_5*dmats2[5][12] + coeff0_6*dmats2[6][12] + coeff0_7*dmats2[7][12] + coeff0_8*dmats2[8][12] + coeff0_9*dmats2[9][12] + coeff0_10*dmats2[10][12] + coeff0_11*dmats2[11][12] + coeff0_12*dmats2[12][12] + coeff0_13*dmats2[13][12] + coeff0_14*dmats2[14][12] + coeff0_15*dmats2[15][12] + coeff0_16*dmats2[16][12] + coeff0_17*dmats2[17][12] + coeff0_18*dmats2[18][12] + coeff0_19*dmats2[19][12] + coeff0_20*dmats2[20][12] + coeff0_21*dmats2[21][12] + coeff0_22*dmats2[22][12] + coeff0_23*dmats2[23][12] + coeff0_24*dmats2[24][12] + coeff0_25*dmats2[25][12] + coeff0_26*dmats2[26][12] + coeff0_27*dmats2[27][12] + coeff0_28*dmats2[28][12] + coeff0_29*dmats2[29][12] + coeff0_30*dmats2[30][12] + coeff0_31*dmats2[31][12] + coeff0_32*dmats2[32][12] + coeff0_33*dmats2[33][12] + coeff0_34*dmats2[34][12];

2076

new_coeff0_13 = coeff0_0*dmats2[0][13] + coeff0_1*dmats2[1][13] + coeff0_2*dmats2[2][13] + coeff0_3*dmats2[3][13] + coeff0_4*dmats2[4][13] + coeff0_5*dmats2[5][13] + coeff0_6*dmats2[6][13] + coeff0_7*dmats2[7][13] + coeff0_8*dmats2[8][13] + coeff0_9*dmats2[9][13] + coeff0_10*dmats2[10][13] + coeff0_11*dmats2[11][13] + coeff0_12*dmats2[12][13] + coeff0_13*dmats2[13][13] + coeff0_14*dmats2[14][13] + coeff0_15*dmats2[15][13] + coeff0_16*dmats2[16][13] + coeff0_17*dmats2[17][13] + coeff0_18*dmats2[18][13] + coeff0_19*dmats2[19][13] + coeff0_20*dmats2[20][13] + coeff0_21*dmats2[21][13] + coeff0_22*dmats2[22][13] + coeff0_23*dmats2[23][13] + coeff0_24*dmats2[24][13] + coeff0_25*dmats2[25][13] + coeff0_26*dmats2[26][13] + coeff0_27*dmats2[27][13] + coeff0_28*dmats2[28][13] + coeff0_29*dmats2[29][13] + coeff0_30*dmats2[30][13] + coeff0_31*dmats2[31][13] + coeff0_32*dmats2[32][13] + coeff0_33*dmats2[33][13] + coeff0_34*dmats2[34][13];

2077

new_coeff0_14 = coeff0_0*dmats2[0][14] + coeff0_1*dmats2[1][14] + coeff0_2*dmats2[2][14] + coeff0_3*dmats2[3][14] + coeff0_4*dmats2[4][14] + coeff0_5*dmats2[5][14] + coeff0_6*dmats2[6][14] + coeff0_7*dmats2[7][14] + coeff0_8*dmats2[8][14] + coeff0_9*dmats2[9][14] + coeff0_10*dmats2[10][14] + coeff0_11*dmats2[11][14] + coeff0_12*dmats2[12][14] + coeff0_13*dmats2[13][14] + coeff0_14*dmats2[14][14] + coeff0_15*dmats2[15][14] + coeff0_16*dmats2[16][14] + coeff0_17*dmats2[17][14] + coeff0_18*dmats2[18][14] + coeff0_19*dmats2[19][14] + coeff0_20*dmats2[20][14] + coeff0_21*dmats2[21][14] + coeff0_22*dmats2[22][14] + coeff0_23*dmats2[23][14] + coeff0_24*dmats2[24][14] + coeff0_25*dmats2[25][14] + coeff0_26*dmats2[26][14] + coeff0_27*dmats2[27][14] + coeff0_28*dmats2[28][14] + coeff0_29*dmats2[29][14] + coeff0_30*dmats2[30][14] + coeff0_31*dmats2[31][14] + coeff0_32*dmats2[32][14] + coeff0_33*dmats2[33][14] + coeff0_34*dmats2[34][14];

2078

new_coeff0_15 = coeff0_0*dmats2[0][15] + coeff0_1*dmats2[1][15] + coeff0_2*dmats2[2][15] + coeff0_3*dmats2[3][15] + coeff0_4*dmats2[4][15] + coeff0_5*dmats2[5][15] + coeff0_6*dmats2[6][15] + coeff0_7*dmats2[7][15] + coeff0_8*dmats2[8][15] + coeff0_9*dmats2[9][15] + coeff0_10*dmats2[10][15] + coeff0_11*dmats2[11][15] + coeff0_12*dmats2[12][15] + coeff0_13*dmats2[13][15] + coeff0_14*dmats2[14][15] + coeff0_15*dmats2[15][15] + coeff0_16*dmats2[16][15] + coeff0_17*dmats2[17][15] + coeff0_18*dmats2[18][15] + coeff0_19*dmats2[19][15] + coeff0_20*dmats2[20][15] + coeff0_21*dmats2[21][15] + coeff0_22*dmats2[22][15] + coeff0_23*dmats2[23][15] + coeff0_24*dmats2[24][15] + coeff0_25*dmats2[25][15] + coeff0_26*dmats2[26][15] + coeff0_27*dmats2[27][15] + coeff0_28*dmats2[28][15] + coeff0_29*dmats2[29][15] + coeff0_30*dmats2[30][15] + coeff0_31*dmats2[31][15] + coeff0_32*dmats2[32][15] + coeff0_33*dmats2[33][15] + coeff0_34*dmats2[34][15];

2079

new_coeff0_16 = coeff0_0*dmats2[0][16] + coeff0_1*dmats2[1][16] + coeff0_2*dmats2[2][16] + coeff0_3*dmats2[3][16] + coeff0_4*dmats2[4][16] + coeff0_5*dmats2[5][16] + coeff0_6*dmats2[6][16] + coeff0_7*dmats2[7][16] + coeff0_8*dmats2[8][16] + coeff0_9*dmats2[9][16] + coeff0_10*dmats2[10][16] + coeff0_11*dmats2[11][16] + coeff0_12*dmats2[12][16] + coeff0_13*dmats2[13][16] + coeff0_14*dmats2[14][16] + coeff0_15*dmats2[15][16] + coeff0_16*dmats2[16][16] + coeff0_17*dmats2[17][16] + coeff0_18*dmats2[18][16] + coeff0_19*dmats2[19][16] + coeff0_20*dmats2[20][16] + coeff0_21*dmats2[21][16] + coeff0_22*dmats2[22][16] + coeff0_23*dmats2[23][16] + coeff0_24*dmats2[24][16] + coeff0_25*dmats2[25][16] + coeff0_26*dmats2[26][16] + coeff0_27*dmats2[27][16] + coeff0_28*dmats2[28][16] + coeff0_29*dmats2[29][16] + coeff0_30*dmats2[30][16] + coeff0_31*dmats2[31][16] + coeff0_32*dmats2[32][16] + coeff0_33*dmats2[33][16] + coeff0_34*dmats2[34][16];

2080

new_coeff0_17 = coeff0_0*dmats2[0][17] + coeff0_1*dmats2[1][17] + coeff0_2*dmats2[2][17] + coeff0_3*dmats2[3][17] + coeff0_4*dmats2[4][17] + coeff0_5*dmats2[5][17] + coeff0_6*dmats2[6][17] + coeff0_7*dmats2[7][17] + coeff0_8*dmats2[8][17] + coeff0_9*dmats2[9][17] + coeff0_10*dmats2[10][17] + coeff0_11*dmats2[11][17] + coeff0_12*dmats2[12][17] + coeff0_13*dmats2[13][17] + coeff0_14*dmats2[14][17] + coeff0_15*dmats2[15][17] + coeff0_16*dmats2[16][17] + coeff0_17*dmats2[17][17] + coeff0_18*dmats2[18][17] + coeff0_19*dmats2[19][17] + coeff0_20*dmats2[20][17] + coeff0_21*dmats2[21][17] + coeff0_22*dmats2[22][17] + coeff0_23*dmats2[23][17] + coeff0_24*dmats2[24][17] + coeff0_25*dmats2[25][17] + coeff0_26*dmats2[26][17] + coeff0_27*dmats2[27][17] + coeff0_28*dmats2[28][17] + coeff0_29*dmats2[29][17] + coeff0_30*dmats2[30][17] + coeff0_31*dmats2[31][17] + coeff0_32*dmats2[32][17] + coeff0_33*dmats2[33][17] + coeff0_34*dmats2[34][17];

2081

new_coeff0_18 = coeff0_0*dmats2[0][18] + coeff0_1*dmats2[1][18] + coeff0_2*dmats2[2][18] + coeff0_3*dmats2[3][18] + coeff0_4*dmats2[4][18] + coeff0_5*dmats2[5][18] + coeff0_6*dmats2[6][18] + coeff0_7*dmats2[7][18] + coeff0_8*dmats2[8][18] + coeff0_9*dmats2[9][18] + coeff0_10*dmats2[10][18] + coeff0_11*dmats2[11][18] + coeff0_12*dmats2[12][18] + coeff0_13*dmats2[13][18] + coeff0_14*dmats2[14][18] + coeff0_15*dmats2[15][18] + coeff0_16*dmats2[16][18] + coeff0_17*dmats2[17][18] + coeff0_18*dmats2[18][18] + coeff0_19*dmats2[19][18] + coeff0_20*dmats2[20][18] + coeff0_21*dmats2[21][18] + coeff0_22*dmats2[22][18] + coeff0_23*dmats2[23][18] + coeff0_24*dmats2[24][18] + coeff0_25*dmats2[25][18] + coeff0_26*dmats2[26][18] + coeff0_27*dmats2[27][18] + coeff0_28*dmats2[28][18] + coeff0_29*dmats2[29][18] + coeff0_30*dmats2[30][18] + coeff0_31*dmats2[31][18] + coeff0_32*dmats2[32][18] + coeff0_33*dmats2[33][18] + coeff0_34*dmats2[34][18];

2082

new_coeff0_19 = coeff0_0*dmats2[0][19] + coeff0_1*dmats2[1][19] + coeff0_2*dmats2[2][19] + coeff0_3*dmats2[3][19] + coeff0_4*dmats2[4][19] + coeff0_5*dmats2[5][19] + coeff0_6*dmats2[6][19] + coeff0_7*dmats2[7][19] + coeff0_8*dmats2[8][19] + coeff0_9*dmats2[9][19] + coeff0_10*dmats2[10][19] + coeff0_11*dmats2[11][19] + coeff0_12*dmats2[12][19] + coeff0_13*dmats2[13][19] + coeff0_14*dmats2[14][19] + coeff0_15*dmats2[15][19] + coeff0_16*dmats2[16][19] + coeff0_17*dmats2[17][19] + coeff0_18*dmats2[18][19] + coeff0_19*dmats2[19][19] + coeff0_20*dmats2[20][19] + coeff0_21*dmats2[21][19] + coeff0_22*dmats2[22][19] + coeff0_23*dmats2[23][19] + coeff0_24*dmats2[24][19] + coeff0_25*dmats2[25][19] + coeff0_26*dmats2[26][19] + coeff0_27*dmats2[27][19] + coeff0_28*dmats2[28][19] + coeff0_29*dmats2[29][19] + coeff0_30*dmats2[30][19] + coeff0_31*dmats2[31][19] + coeff0_32*dmats2[32][19] + coeff0_33*dmats2[33][19] + coeff0_34*dmats2[34][19];

2083

new_coeff0_20 = coeff0_0*dmats2[0][20] + coeff0_1*dmats2[1][20] + coeff0_2*dmats2[2][20] + coeff0_3*dmats2[3][20] + coeff0_4*dmats2[4][20] + coeff0_5*dmats2[5][20] + coeff0_6*dmats2[6][20] + coeff0_7*dmats2[7][20] + coeff0_8*dmats2[8][20] + coeff0_9*dmats2[9][20] + coeff0_10*dmats2[10][20] + coeff0_11*dmats2[11][20] + coeff0_12*dmats2[12][20] + coeff0_13*dmats2[13][20] + coeff0_14*dmats2[14][20] + coeff0_15*dmats2[15][20] + coeff0_16*dmats2[16][20] + coeff0_17*dmats2[17][20] + coeff0_18*dmats2[18][20] + coeff0_19*dmats2[19][20] + coeff0_20*dmats2[20][20] + coeff0_21*dmats2[21][20] + coeff0_22*dmats2[22][20] + coeff0_23*dmats2[23][20] + coeff0_24*dmats2[24][20] + coeff0_25*dmats2[25][20] + coeff0_26*dmats2[26][20] + coeff0_27*dmats2[27][20] + coeff0_28*dmats2[28][20] + coeff0_29*dmats2[29][20] + coeff0_30*dmats2[30][20] + coeff0_31*dmats2[31][20] + coeff0_32*dmats2[32][20] + coeff0_33*dmats2[33][20] + coeff0_34*dmats2[34][20];

2084

new_coeff0_21 = coeff0_0*dmats2[0][21] + coeff0_1*dmats2[1][21] + coeff0_2*dmats2[2][21] + coeff0_3*dmats2[3][21] + coeff0_4*dmats2[4][21] + coeff0_5*dmats2[5][21] + coeff0_6*dmats2[6][21] + coeff0_7*dmats2[7][21] + coeff0_8*dmats2[8][21] + coeff0_9*dmats2[9][21] + coeff0_10*dmats2[10][21] + coeff0_11*dmats2[11][21] + coeff0_12*dmats2[12][21] + coeff0_13*dmats2[13][21] + coeff0_14*dmats2[14][21] + coeff0_15*dmats2[15][21] + coeff0_16*dmats2[16][21] + coeff0_17*dmats2[17][21] + coeff0_18*dmats2[18][21] + coeff0_19*dmats2[19][21] + coeff0_20*dmats2[20][21] + coeff0_21*dmats2[21][21] + coeff0_22*dmats2[22][21] + coeff0_23*dmats2[23][21] + coeff0_24*dmats2[24][21] + coeff0_25*dmats2[25][21] + coeff0_26*dmats2[26][21] + coeff0_27*dmats2[27][21] + coeff0_28*dmats2[28][21] + coeff0_29*dmats2[29][21] + coeff0_30*dmats2[30][21] + coeff0_31*dmats2[31][21] + coeff0_32*dmats2[32][21] + coeff0_33*dmats2[33][21] + coeff0_34*dmats2[34][21];

2085

new_coeff0_22 = coeff0_0*dmats2[0][22] + coeff0_1*dmats2[1][22] + coeff0_2*dmats2[2][22] + coeff0_3*dmats2[3][22] + coeff0_4*dmats2[4][22] + coeff0_5*dmats2[5][22] + coeff0_6*dmats2[6][22] + coeff0_7*dmats2[7][22] + coeff0_8*dmats2[8][22] + coeff0_9*dmats2[9][22] + coeff0_10*dmats2[10][22] + coeff0_11*dmats2[11][22] + coeff0_12*dmats2[12][22] + coeff0_13*dmats2[13][22] + coeff0_14*dmats2[14][22] + coeff0_15*dmats2[15][22] + coeff0_16*dmats2[16][22] + coeff0_17*dmats2[17][22] + coeff0_18*dmats2[18][22] + coeff0_19*dmats2[19][22] + coeff0_20*dmats2[20][22] + coeff0_21*dmats2[21][22] + coeff0_22*dmats2[22][22] + coeff0_23*dmats2[23][22] + coeff0_24*dmats2[24][22] + coeff0_25*dmats2[25][22] + coeff0_26*dmats2[26][22] + coeff0_27*dmats2[27][22] + coeff0_28*dmats2[28][22] + coeff0_29*dmats2[29][22] + coeff0_30*dmats2[30][22] + coeff0_31*dmats2[31][22] + coeff0_32*dmats2[32][22] + coeff0_33*dmats2[33][22] + coeff0_34*dmats2[34][22];

2086

new_coeff0_23 = coeff0_0*dmats2[0][23] + coeff0_1*dmats2[1][23] + coeff0_2*dmats2[2][23] + coeff0_3*dmats2[3][23] + coeff0_4*dmats2[4][23] + coeff0_5*dmats2[5][23] + coeff0_6*dmats2[6][23] + coeff0_7*dmats2[7][23] + coeff0_8*dmats2[8][23] + coeff0_9*dmats2[9][23] + coeff0_10*dmats2[10][23] + coeff0_11*dmats2[11][23] + coeff0_12*dmats2[12][23] + coeff0_13*dmats2[13][23] + coeff0_14*dmats2[14][23] + coeff0_15*dmats2[15][23] + coeff0_16*dmats2[16][23] + coeff0_17*dmats2[17][23] + coeff0_18*dmats2[18][23] + coeff0_19*dmats2[19][23] + coeff0_20*dmats2[20][23] + coeff0_21*dmats2[21][23] + coeff0_22*dmats2[22][23] + coeff0_23*dmats2[23][23] + coeff0_24*dmats2[24][23] + coeff0_25*dmats2[25][23] + coeff0_26*dmats2[26][23] + coeff0_27*dmats2[27][23] + coeff0_28*dmats2[28][23] + coeff0_29*dmats2[29][23] + coeff0_30*dmats2[30][23] + coeff0_31*dmats2[31][23] + coeff0_32*dmats2[32][23] + coeff0_33*dmats2[33][23] + coeff0_34*dmats2[34][23];

2087

new_coeff0_24 = coeff0_0*dmats2[0][24] + coeff0_1*dmats2[1][24] + coeff0_2*dmats2[2][24] + coeff0_3*dmats2[3][24] + coeff0_4*dmats2[4][24] + coeff0_5*dmats2[5][24] + coeff0_6*dmats2[6][24] + coeff0_7*dmats2[7][24] + coeff0_8*dmats2[8][24] + coeff0_9*dmats2[9][24] + coeff0_10*dmats2[10][24] + coeff0_11*dmats2[11][24] + coeff0_12*dmats2[12][24] + coeff0_13*dmats2[13][24] + coeff0_14*dmats2[14][24] + coeff0_15*dmats2[15][24] + coeff0_16*dmats2[16][24] + coeff0_17*dmats2[17][24] + coeff0_18*dmats2[18][24] + coeff0_19*dmats2[19][24] + coeff0_20*dmats2[20][24] + coeff0_21*dmats2[21][24] + coeff0_22*dmats2[22][24] + coeff0_23*dmats2[23][24] + coeff0_24*dmats2[24][24] + coeff0_25*dmats2[25][24] + coeff0_26*dmats2[26][24] + coeff0_27*dmats2[27][24] + coeff0_28*dmats2[28][24] + coeff0_29*dmats2[29][24] + coeff0_30*dmats2[30][24] + coeff0_31*dmats2[31][24] + coeff0_32*dmats2[32][24] + coeff0_33*dmats2[33][24] + coeff0_34*dmats2[34][24];

2088

new_coeff0_25 = coeff0_0*dmats2[0][25] + coeff0_1*dmats2[1][25] + coeff0_2*dmats2[2][25] + coeff0_3*dmats2[3][25] + coeff0_4*dmats2[4][25] + coeff0_5*dmats2[5][25] + coeff0_6*dmats2[6][25] + coeff0_7*dmats2[7][25] + coeff0_8*dmats2[8][25] + coeff0_9*dmats2[9][25] + coeff0_10*dmats2[10][25] + coeff0_11*dmats2[11][25] + coeff0_12*dmats2[12][25] + coeff0_13*dmats2[13][25] + coeff0_14*dmats2[14][25] + coeff0_15*dmats2[15][25] + coeff0_16*dmats2[16][25] + coeff0_17*dmats2[17][25] + coeff0_18*dmats2[18][25] + coeff0_19*dmats2[19][25] + coeff0_20*dmats2[20][25] + coeff0_21*dmats2[21][25] + coeff0_22*dmats2[22][25] + coeff0_23*dmats2[23][25] + coeff0_24*dmats2[24][25] + coeff0_25*dmats2[25][25] + coeff0_26*dmats2[26][25] + coeff0_27*dmats2[27][25] + coeff0_28*dmats2[28][25] + coeff0_29*dmats2[29][25] + coeff0_30*dmats2[30][25] + coeff0_31*dmats2[31][25] + coeff0_32*dmats2[32][25] + coeff0_33*dmats2[33][25] + coeff0_34*dmats2[34][25];

2089

new_coeff0_26 = coeff0_0*dmats2[0][26] + coeff0_1*dmats2[1][26] + coeff0_2*dmats2[2][26] + coeff0_3*dmats2[3][26] + coeff0_4*dmats2[4][26] + coeff0_5*dmats2[5][26] + coeff0_6*dmats2[6][26] + coeff0_7*dmats2[7][26] + coeff0_8*dmats2[8][26] + coeff0_9*dmats2[9][26] + coeff0_10*dmats2[10][26] + coeff0_11*dmats2[11][26] + coeff0_12*dmats2[12][26] + coeff0_13*dmats2[13][26] + coeff0_14*dmats2[14][26] + coeff0_15*dmats2[15][26] + coeff0_16*dmats2[16][26] + coeff0_17*dmats2[17][26] + coeff0_18*dmats2[18][26] + coeff0_19*dmats2[19][26] + coeff0_20*dmats2[20][26] + coeff0_21*dmats2[21][26] + coeff0_22*dmats2[22][26] + coeff0_23*dmats2[23][26] + coeff0_24*dmats2[24][26] + coeff0_25*dmats2[25][26] + coeff0_26*dmats2[26][26] + coeff0_27*dmats2[27][26] + coeff0_28*dmats2[28][26] + coeff0_29*dmats2[29][26] + coeff0_30*dmats2[30][26] + coeff0_31*dmats2[31][26] + coeff0_32*dmats2[32][26] + coeff0_33*dmats2[33][26] + coeff0_34*dmats2[34][26];

2090

new_coeff0_27 = coeff0_0*dmats2[0][27] + coeff0_1*dmats2[1][27] + coeff0_2*dmats2[2][27] + coeff0_3*dmats2[3][27] + coeff0_4*dmats2[4][27] + coeff0_5*dmats2[5][27] + coeff0_6*dmats2[6][27] + coeff0_7*dmats2[7][27] + coeff0_8*dmats2[8][27] + coeff0_9*dmats2[9][27] + coeff0_10*dmats2[10][27] + coeff0_11*dmats2[11][27] + coeff0_12*dmats2[12][27] + coeff0_13*dmats2[13][27] + coeff0_14*dmats2[14][27] + coeff0_15*dmats2[15][27] + coeff0_16*dmats2[16][27] + coeff0_17*dmats2[17][27] + coeff0_18*dmats2[18][27] + coeff0_19*dmats2[19][27] + coeff0_20*dmats2[20][27] + coeff0_21*dmats2[21][27] + coeff0_22*dmats2[22][27] + coeff0_23*dmats2[23][27] + coeff0_24*dmats2[24][27] + coeff0_25*dmats2[25][27] + coeff0_26*dmats2[26][27] + coeff0_27*dmats2[27][27] + coeff0_28*dmats2[28][27] + coeff0_29*dmats2[29][27] + coeff0_30*dmats2[30][27] + coeff0_31*dmats2[31][27] + coeff0_32*dmats2[32][27] + coeff0_33*dmats2[33][27] + coeff0_34*dmats2[34][27];

2091

new_coeff0_28 = coeff0_0*dmats2[0][28] + coeff0_1*dmats2[1][28] + coeff0_2*dmats2[2][28] + coeff0_3*dmats2[3][28] + coeff0_4*dmats2[4][28] + coeff0_5*dmats2[5][28] + coeff0_6*dmats2[6][28] + coeff0_7*dmats2[7][28] + coeff0_8*dmats2[8][28] + coeff0_9*dmats2[9][28] + coeff0_10*dmats2[10][28] + coeff0_11*dmats2[11][28] + coeff0_12*dmats2[12][28] + coeff0_13*dmats2[13][28] + coeff0_14*dmats2[14][28] + coeff0_15*dmats2[15][28] + coeff0_16*dmats2[16][28] + coeff0_17*dmats2[17][28] + coeff0_18*dmats2[18][28] + coeff0_19*dmats2[19][28] + coeff0_20*dmats2[20][28] + coeff0_21*dmats2[21][28] + coeff0_22*dmats2[22][28] + coeff0_23*dmats2[23][28] + coeff0_24*dmats2[24][28] + coeff0_25*dmats2[25][28] + coeff0_26*dmats2[26][28] + coeff0_27*dmats2[27][28] + coeff0_28*dmats2[28][28] + coeff0_29*dmats2[29][28] + coeff0_30*dmats2[30][28] + coeff0_31*dmats2[31][28] + coeff0_32*dmats2[32][28] + coeff0_33*dmats2[33][28] + coeff0_34*dmats2[34][28];

2092

new_coeff0_29 = coeff0_0*dmats2[0][29] + coeff0_1*dmats2[1][29] + coeff0_2*dmats2[2][29] + coeff0_3*dmats2[3][29] + coeff0_4*dmats2[4][29] + coeff0_5*dmats2[5][29] + coeff0_6*dmats2[6][29] + coeff0_7*dmats2[7][29] + coeff0_8*dmats2[8][29] + coeff0_9*dmats2[9][29] + coeff0_10*dmats2[10][29] + coeff0_11*dmats2[11][29] + coeff0_12*dmats2[12][29] + coeff0_13*dmats2[13][29] + coeff0_14*dmats2[14][29] + coeff0_15*dmats2[15][29] + coeff0_16*dmats2[16][29] + coeff0_17*dmats2[17][29] + coeff0_18*dmats2[18][29] + coeff0_19*dmats2[19][29] + coeff0_20*dmats2[20][29] + coeff0_21*dmats2[21][29] + coeff0_22*dmats2[22][29] + coeff0_23*dmats2[23][29] + coeff0_24*dmats2[24][29] + coeff0_25*dmats2[25][29] + coeff0_26*dmats2[26][29] + coeff0_27*dmats2[27][29] + coeff0_28*dmats2[28][29] + coeff0_29*dmats2[29][29] + coeff0_30*dmats2[30][29] + coeff0_31*dmats2[31][29] + coeff0_32*dmats2[32][29] + coeff0_33*dmats2[33][29] + coeff0_34*dmats2[34][29];

2093

new_coeff0_30 = coeff0_0*dmats2[0][30] + coeff0_1*dmats2[1][30] + coeff0_2*dmats2[2][30] + coeff0_3*dmats2[3][30] + coeff0_4*dmats2[4][30] + coeff0_5*dmats2[5][30] + coeff0_6*dmats2[6][30] + coeff0_7*dmats2[7][30] + coeff0_8*dmats2[8][30] + coeff0_9*dmats2[9][30] + coeff0_10*dmats2[10][30] + coeff0_11*dmats2[11][30] + coeff0_12*dmats2[12][30] + coeff0_13*dmats2[13][30] + coeff0_14*dmats2[14][30] + coeff0_15*dmats2[15][30] + coeff0_16*dmats2[16][30] + coeff0_17*dmats2[17][30] + coeff0_18*dmats2[18][30] + coeff0_19*dmats2[19][30] + coeff0_20*dmats2[20][30] + coeff0_21*dmats2[21][30] + coeff0_22*dmats2[22][30] + coeff0_23*dmats2[23][30] + coeff0_24*dmats2[24][30] + coeff0_25*dmats2[25][30] + coeff0_26*dmats2[26][30] + coeff0_27*dmats2[27][30] + coeff0_28*dmats2[28][30] + coeff0_29*dmats2[29][30] + coeff0_30*dmats2[30][30] + coeff0_31*dmats2[31][30] + coeff0_32*dmats2[32][30] + coeff0_33*dmats2[33][30] + coeff0_34*dmats2[34][30];

2094

new_coeff0_31 = coeff0_0*dmats2[0][31] + coeff0_1*dmats2[1][31] + coeff0_2*dmats2[2][31] + coeff0_3*dmats2[3][31] + coeff0_4*dmats2[4][31] + coeff0_5*dmats2[5][31] + coeff0_6*dmats2[6][31] + coeff0_7*dmats2[7][31] + coeff0_8*dmats2[8][31] + coeff0_9*dmats2[9][31] + coeff0_10*dmats2[10][31] + coeff0_11*dmats2[11][31] + coeff0_12*dmats2[12][31] + coeff0_13*dmats2[13][31] + coeff0_14*dmats2[14][31] + coeff0_15*dmats2[15][31] + coeff0_16*dmats2[16][31] + coeff0_17*dmats2[17][31] + coeff0_18*dmats2[18][31] + coeff0_19*dmats2[19][31] + coeff0_20*dmats2[20][31] + coeff0_21*dmats2[21][31] + coeff0_22*dmats2[22][31] + coeff0_23*dmats2[23][31] + coeff0_24*dmats2[24][31] + coeff0_25*dmats2[25][31] + coeff0_26*dmats2[26][31] + coeff0_27*dmats2[27][31] + coeff0_28*dmats2[28][31] + coeff0_29*dmats2[29][31] + coeff0_30*dmats2[30][31] + coeff0_31*dmats2[31][31] + coeff0_32*dmats2[32][31] + coeff0_33*dmats2[33][31] + coeff0_34*dmats2[34][31];

2095

new_coeff0_32 = coeff0_0*dmats2[0][32] + coeff0_1*dmats2[1][32] + coeff0_2*dmats2[2][32] + coeff0_3*dmats2[3][32] + coeff0_4*dmats2[4][32] + coeff0_5*dmats2[5][32] + coeff0_6*dmats2[6][32] + coeff0_7*dmats2[7][32] + coeff0_8*dmats2[8][32] + coeff0_9*dmats2[9][32] + coeff0_10*dmats2[10][32] + coeff0_11*dmats2[11][32] + coeff0_12*dmats2[12][32] + coeff0_13*dmats2[13][32] + coeff0_14*dmats2[14][32] + coeff0_15*dmats2[15][32] + coeff0_16*dmats2[16][32] + coeff0_17*dmats2[17][32] + coeff0_18*dmats2[18][32] + coeff0_19*dmats2[19][32] + coeff0_20*dmats2[20][32] + coeff0_21*dmats2[21][32] + coeff0_22*dmats2[22][32] + coeff0_23*dmats2[23][32] + coeff0_24*dmats2[24][32] + coeff0_25*dmats2[25][32] + coeff0_26*dmats2[26][32] + coeff0_27*dmats2[27][32] + coeff0_28*dmats2[28][32] + coeff0_29*dmats2[29][32] + coeff0_30*dmats2[30][32] + coeff0_31*dmats2[31][32] + coeff0_32*dmats2[32][32] + coeff0_33*dmats2[33][32] + coeff0_34*dmats2[34][32];

2096

new_coeff0_33 = coeff0_0*dmats2[0][33] + coeff0_1*dmats2[1][33] + coeff0_2*dmats2[2][33] + coeff0_3*dmats2[3][33] + coeff0_4*dmats2[4][33] + coeff0_5*dmats2[5][33] + coeff0_6*dmats2[6][33] + coeff0_7*dmats2[7][33] + coeff0_8*dmats2[8][33] + coeff0_9*dmats2[9][33] + coeff0_10*dmats2[10][33] + coeff0_11*dmats2[11][33] + coeff0_12*dmats2[12][33] + coeff0_13*dmats2[13][33] + coeff0_14*dmats2[14][33] + coeff0_15*dmats2[15][33] + coeff0_16*dmats2[16][33] + coeff0_17*dmats2[17][33] + coeff0_18*dmats2[18][33] + coeff0_19*dmats2[19][33] + coeff0_20*dmats2[20][33] + coeff0_21*dmats2[21][33] + coeff0_22*dmats2[22][33] + coeff0_23*dmats2[23][33] + coeff0_24*dmats2[24][33] + coeff0_25*dmats2[25][33] + coeff0_26*dmats2[26][33] + coeff0_27*dmats2[27][33] + coeff0_28*dmats2[28][33] + coeff0_29*dmats2[29][33] + coeff0_30*dmats2[30][33] + coeff0_31*dmats2[31][33] + coeff0_32*dmats2[32][33] + coeff0_33*dmats2[33][33] + coeff0_34*dmats2[34][33];

2097

new_coeff0_34 = coeff0_0*dmats2[0][34] + coeff0_1*dmats2[1][34] + coeff0_2*dmats2[2][34] + coeff0_3*dmats2[3][34] + coeff0_4*dmats2[4][34] + coeff0_5*dmats2[5][34] + coeff0_6*dmats2[6][34] + coeff0_7*dmats2[7][34] + coeff0_8*dmats2[8][34] + coeff0_9*dmats2[9][34] + coeff0_10*dmats2[10][34] + coeff0_11*dmats2[11][34] + coeff0_12*dmats2[12][34] + coeff0_13*dmats2[13][34] + coeff0_14*dmats2[14][34] + coeff0_15*dmats2[15][34] + coeff0_16*dmats2[16][34] + coeff0_17*dmats2[17][34] + coeff0_18*dmats2[18][34] + coeff0_19*dmats2[19][34] + coeff0_20*dmats2[20][34] + coeff0_21*dmats2[21][34] + coeff0_22*dmats2[22][34] + coeff0_23*dmats2[23][34] + coeff0_24*dmats2[24][34] + coeff0_25*dmats2[25][34] + coeff0_26*dmats2[26][34] + coeff0_27*dmats2[27][34] + coeff0_28*dmats2[28][34] + coeff0_29*dmats2[29][34] + coeff0_30*dmats2[30][34] + coeff0_31*dmats2[31][34] + coeff0_32*dmats2[32][34] + coeff0_33*dmats2[33][34] + coeff0_34*dmats2[34][34];

2098

}

2099

2100

}

2101

// Compute derivatives on reference element as dot product of coefficients and basisvalues

2102

derivatives[deriv_num] = new_coeff0_0*basisvalue0 + new_coeff0_1*basisvalue1 + new_coeff0_2*basisvalue2 + new_coeff0_3*basisvalue3 + new_coeff0_4*basisvalue4 + new_coeff0_5*basisvalue5 + new_coeff0_6*basisvalue6 + new_coeff0_7*basisvalue7 + new_coeff0_8*basisvalue8 + new_coeff0_9*basisvalue9 + new_coeff0_10*basisvalue10 + new_coeff0_11*basisvalue11 + new_coeff0_12*basisvalue12 + new_coeff0_13*basisvalue13 + new_coeff0_14*basisvalue14 + new_coeff0_15*basisvalue15 + new_coeff0_16*basisvalue16 + new_coeff0_17*basisvalue17 + new_coeff0_18*basisvalue18 + new_coeff0_19*basisvalue19 + new_coeff0_20*basisvalue20 + new_coeff0_21*basisvalue21 + new_coeff0_22*basisvalue22 + new_coeff0_23*basisvalue23 + new_coeff0_24*basisvalue24 + new_coeff0_25*basisvalue25 + new_coeff0_26*basisvalue26 + new_coeff0_27*basisvalue27 + new_coeff0_28*basisvalue28 + new_coeff0_29*basisvalue29 + new_coeff0_30*basisvalue30 + new_coeff0_31*basisvalue31 + new_coeff0_32*basisvalue32 + new_coeff0_33*basisvalue33 + new_coeff0_34*basisvalue34;

2103

}

2104

2105

// Transform derivatives back to physical element

2106

for (unsigned int row = 0; row < num_derivatives; row++)

2107

{

2108

for (unsigned int col = 0; col < num_derivatives; col++)

2109

{

2110

values[row] += transform[row][col]*derivatives[col];

2111

}

2112

}

2113

// Delete pointer to array of derivatives on FIAT element

2114

delete [] derivatives;

2115

2116

// Delete pointer to array of combinations of derivatives and transform

2117

for (unsigned int row = 0; row < num_derivatives; row++)

2118

{

2119

delete [] combinations[row];

2120

delete [] transform[row];

2121

}

2122

2123

delete [] combinations;

2124

delete [] transform;

2125

}

2126

2127

/// Evaluate order n derivatives of all basis functions at given point in cell

2128

virtual void evaluate_basis_derivatives_all(unsigned int n,

2129

double* values,

2130

const double* coordinates,

2131

const ufc::cell& c) const

2132

{

2133

throw std::runtime_error("The vectorised version of evaluate_basis_derivatives() is not yet implemented.");

2134

}

2135

2136

/// Evaluate linear functional for dof i on the function f

2137

virtual double evaluate_dof(unsigned int i,

2138

const ufc::function& f,

2139

const ufc::cell& c) const

2140

{

2141

// The reference points, direction and weights:

2142

const static double X[35][1][3] = {{{0, 0, 0}}, {{1, 0, 0}}, {{0, 1, 0}}, {{0, 0, 1}}, {{0, 0.75, 0.25}}, {{0, 0.5, 0.5}}, {{0, 0.25, 0.75}}, {{0.75, 0, 0.25}}, {{0.5, 0, 0.5}}, {{0.25, 0, 0.75}}, {{0.75, 0.25, 0}}, {{0.5, 0.5, 0}}, {{0.25, 0.75, 0}}, {{0, 0, 0.25}}, {{0, 0, 0.5}}, {{0, 0, 0.75}}, {{0, 0.25, 0}}, {{0, 0.5, 0}}, {{0, 0.75, 0}}, {{0.25, 0, 0}}, {{0.5, 0, 0}}, {{0.75, 0, 0}}, {{0.5, 0.25, 0.25}}, {{0.25, 0.5, 0.25}}, {{0.25, 0.25, 0.5}}, {{0, 0.25, 0.25}}, {{0, 0.5, 0.25}}, {{0, 0.25, 0.5}}, {{0.25, 0, 0.25}}, {{0.5, 0, 0.25}}, {{0.25, 0, 0.5}}, {{0.25, 0.25, 0}}, {{0.5, 0.25, 0}}, {{0.25, 0.5, 0}}, {{0.25, 0.25, 0.25}}};

2143

const static double W[35][1] = {{1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}};

2144

const static double D[35][1][1] = {{{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}};

2145

2146

const double * const * x = c.coordinates;

2147

double result = 0.0;

2148

// Iterate over the points:

2149

// Evaluate basis functions for affine mapping

2150

const double w0 = 1.0 - X[i][0][0] - X[i][0][1] - X[i][0][2];

2151

const double w1 = X[i][0][0];

2152

const double w2 = X[i][0][1];

2153

const double w3 = X[i][0][2];

2154

2155

// Compute affine mapping y = F(X)

2156

double y[3];

2157

y[0] = w0*x[0][0] + w1*x[1][0] + w2*x[2][0] + w3*x[3][0];

2158

y[1] = w0*x[0][1] + w1*x[1][1] + w2*x[2][1] + w3*x[3][1];

2159

y[2] = w0*x[0][2] + w1*x[1][2] + w2*x[2][2] + w3*x[3][2];

2160

2161

// Evaluate function at physical points

2162

double values[1];

2163

f.evaluate(values, y, c);

2164

2165

// Map function values using appropriate mapping

2166

// Affine map: Do nothing

2167

2168

// Note that we do not map the weights (yet).

2169

2170

// Take directional components

2171

for(int k = 0; k < 1; k++)

2172

result += values[k]*D[i][0][k];

2173

// Multiply by weights

2174

result *= W[i][0];

2175

2176

return result;

2177

}

2178

2179

/// Evaluate linear functionals for all dofs on the function f

2180

virtual void evaluate_dofs(double* values,

2181

const ufc::function& f,

2182

const ufc::cell& c) const

2183

{

2184

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

2185

}

2186

2187

/// Interpolate vertex values from dof values

2188

virtual void interpolate_vertex_values(double* vertex_values,

2189

const double* dof_values,

2190

const ufc::cell& c) const

2191

{

2192

// Evaluate at vertices and use affine mapping

2193

vertex_values[0] = dof_values[0];

2194

vertex_values[1] = dof_values[1];

2195

vertex_values[2] = dof_values[2];

2196

vertex_values[3] = dof_values[3];

2197

}

2198

2199

/// Return the number of sub elements (for a mixed element)

2200

virtual unsigned int num_sub_elements() const

2201

{

2202

return 1;

2203

}

2204

2205

/// Create a new finite element for sub element i (for a mixed element)

2206

virtual ufc::finite_element* create_sub_element(unsigned int i) const

2207

{

2208

return new UFC_Poisson3D_4BilinearForm_finite_element_1();

2209

}

2210

2211

};

2212

2213

/// This class defines the interface for a local-to-global mapping of

2214

/// degrees of freedom (dofs).

2215

2216

class UFC_Poisson3D_4BilinearForm_dof_map_0: public ufc::dof_map

2217

{

2218

private:

2219

2220

unsigned int __global_dimension;

2221

2222

public:

2223

2224

/// Constructor

2225

UFC_Poisson3D_4BilinearForm_dof_map_0() : ufc::dof_map()

2226

{

2227

__global_dimension = 0;

2228

}

2229

2230

/// Destructor

2231

virtual ~UFC_Poisson3D_4BilinearForm_dof_map_0()

2232

{

2233

// Do nothing

2234

}

2235

2236

/// Return a string identifying the dof map

2237

virtual const char* signature() const

2238

{

2239

return "FFC dof map for FiniteElement('Lagrange', 'tetrahedron', 4)";

2240

}

2241

2242

/// Return true iff mesh entities of topological dimension d are needed

2243

virtual bool needs_mesh_entities(unsigned int d) const

2244

{

2245

switch ( d )

2246

{

2247

case 0:

2248

return true;

2249

break;

2250

case 1:

2251

return true;

2252

break;

2253

case 2:

2254

return true;

2255

break;

2256

case 3:

2257

return true;

2258

break;

2259

}

2260

return false;

2261

}

2262

2263

/// Initialize dof map for mesh (return true iff init_cell() is needed)

2264

virtual bool init_mesh(const ufc::mesh& m)

2265

{

2266

__global_dimension = m.num_entities[0] + 3*m.num_entities[1] + 3*m.num_entities[2] + m.num_entities[3];

2267

return false;

2268

}

2269

2270

/// Initialize dof map for given cell

2271

virtual void init_cell(const ufc::mesh& m,

2272

const ufc::cell& c)

2273

{

2274

// Do nothing

2275

}

2276

2277

/// Finish initialization of dof map for cells

2278

virtual void init_cell_finalize()

2279

{

2280

// Do nothing

2281

}

2282

2283

/// Return the dimension of the global finite element function space

2284

virtual unsigned int global_dimension() const

2285

{

2286

return __global_dimension;

2287

}

2288

2289

/// Return the dimension of the local finite element function space

2290

virtual unsigned int local_dimension() const

2291

{

2292

return 35;

2293

}

2294

2295

// Return the geometric dimension of the coordinates this dof map provides

2296

virtual unsigned int geometric_dimension() const

2297

{

2298

return 3;

2299

}

2300

2301

/// Return the number of dofs on each cell facet

2302

virtual unsigned int num_facet_dofs() const

2303

{

2304

return 15;

2305

}

2306

2307

/// Return the number of dofs associated with each cell entity of dimension d

2308

virtual unsigned int num_entity_dofs(unsigned int d) const

2309

{

2310

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

2311

}

2312

2313

/// Tabulate the local-to-global mapping of dofs on a cell

2314

virtual void tabulate_dofs(unsigned int* dofs,

2315

const ufc::mesh& m,

2316

const ufc::cell& c) const

2317

{

2318

dofs[0] = c.entity_indices[0][0];

2319

dofs[1] = c.entity_indices[0][1];

2320

dofs[2] = c.entity_indices[0][2];

2321

dofs[3] = c.entity_indices[0][3];

2322

unsigned int offset = m.num_entities[0];

2323

dofs[4] = offset + 3*c.entity_indices[1][0];

2324

dofs[5] = offset + 3*c.entity_indices[1][0] + 1;

2325

dofs[6] = offset + 3*c.entity_indices[1][0] + 2;

2326

dofs[7] = offset + 3*c.entity_indices[1][1];

2327

dofs[8] = offset + 3*c.entity_indices[1][1] + 1;

2328

dofs[9] = offset + 3*c.entity_indices[1][1] + 2;

2329

dofs[10] = offset + 3*c.entity_indices[1][2];

2330

dofs[11] = offset + 3*c.entity_indices[1][2] + 1;

2331

dofs[12] = offset + 3*c.entity_indices[1][2] + 2;

2332

dofs[13] = offset + 3*c.entity_indices[1][3];

2333

dofs[14] = offset + 3*c.entity_indices[1][3] + 1;

2334

dofs[15] = offset + 3*c.entity_indices[1][3] + 2;

2335

dofs[16] = offset + 3*c.entity_indices[1][4];

2336

dofs[17] = offset + 3*c.entity_indices[1][4] + 1;

2337

dofs[18] = offset + 3*c.entity_indices[1][4] + 2;

2338

dofs[19] = offset + 3*c.entity_indices[1][5];

2339

dofs[20] = offset + 3*c.entity_indices[1][5] + 1;

2340

dofs[21] = offset + 3*c.entity_indices[1][5] + 2;

2341

offset = offset + 3*m.num_entities[1];

2342

dofs[22] = offset + 3*c.entity_indices[2][0];

2343

dofs[23] = offset + 3*c.entity_indices[2][0] + 1;

2344

dofs[24] = offset + 3*c.entity_indices[2][0] + 2;

2345

dofs[25] = offset + 3*c.entity_indices[2][1];

2346

dofs[26] = offset + 3*c.entity_indices[2][1] + 1;

2347

dofs[27] = offset + 3*c.entity_indices[2][1] + 2;

2348

dofs[28] = offset + 3*c.entity_indices[2][2];

2349

dofs[29] = offset + 3*c.entity_indices[2][2] + 1;

2350

dofs[30] = offset + 3*c.entity_indices[2][2] + 2;

2351

dofs[31] = offset + 3*c.entity_indices[2][3];

2352

dofs[32] = offset + 3*c.entity_indices[2][3] + 1;

2353

dofs[33] = offset + 3*c.entity_indices[2][3] + 2;

2354

offset = offset + 3*m.num_entities[2];

2355

dofs[34] = offset + c.entity_indices[3][0];

2356

}

2357

2358

/// Tabulate the local-to-local mapping from facet dofs to cell dofs

2359

virtual void tabulate_facet_dofs(unsigned int* dofs,

2360

unsigned int facet) const

2361

{

2362

switch ( facet )

2363

{

2364

case 0:

2365

dofs[0] = 1;

2366

dofs[1] = 2;

2367

dofs[2] = 3;

2368

dofs[3] = 4;

2369

dofs[4] = 5;

2370

dofs[5] = 6;

2371

dofs[6] = 7;

2372

dofs[7] = 8;

2373

dofs[8] = 9;

2374

dofs[9] = 10;

2375

dofs[10] = 11;

2376

dofs[11] = 12;

2377

dofs[12] = 22;

2378

dofs[13] = 23;

2379

dofs[14] = 24;

2380

break;

2381

case 1:

2382

dofs[0] = 0;

2383

dofs[1] = 2;

2384

dofs[2] = 3;

2385

dofs[3] = 4;

2386

dofs[4] = 5;

2387

dofs[5] = 6;

2388

dofs[6] = 13;

2389

dofs[7] = 14;

2390

dofs[8] = 15;

2391

dofs[9] = 16;

2392

dofs[10] = 17;

2393

dofs[11] = 18;

2394

dofs[12] = 25;

2395

dofs[13] = 26;

2396

dofs[14] = 27;

2397

break;

2398

case 2:

2399

dofs[0] = 0;

2400

dofs[1] = 1;

2401

dofs[2] = 3;

2402

dofs[3] = 7;

2403

dofs[4] = 8;

2404

dofs[5] = 9;

2405

dofs[6] = 13;

2406

dofs[7] = 14;

2407

dofs[8] = 15;

2408

dofs[9] = 19;

2409

dofs[10] = 20;

2410

dofs[11] = 21;

2411

dofs[12] = 28;

2412

dofs[13] = 29;

2413

dofs[14] = 30;

2414

break;

2415

case 3:

2416

dofs[0] = 0;

2417

dofs[1] = 1;

2418

dofs[2] = 2;

2419

dofs[3] = 10;

2420

dofs[4] = 11;

2421

dofs[5] = 12;

2422

dofs[6] = 16;

2423

dofs[7] = 17;

2424

dofs[8] = 18;

2425

dofs[9] = 19;

2426

dofs[10] = 20;

2427

dofs[11] = 21;

2428

dofs[12] = 31;

2429

dofs[13] = 32;

2430

dofs[14] = 33;

2431

break;

2432

}

2433

}

2434

2435

/// Tabulate the local-to-local mapping of dofs on entity (d, i)

2436

virtual void tabulate_entity_dofs(unsigned int* dofs,

2437

unsigned int d, unsigned int i) const

2438

{

2439

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

2440

}

2441

2442

/// Tabulate the coordinates of all dofs on a cell

2443

virtual void tabulate_coordinates(double** coordinates,

2444

const ufc::cell& c) const

2445

{

2446

const double * const * x = c.coordinates;

2447

coordinates[0][0] = x[0][0];

2448

coordinates[0][1] = x[0][1];

2449

coordinates[0][2] = x[0][2];

2450

coordinates[1][0] = x[1][0];

2451

coordinates[1][1] = x[1][1];

2452

coordinates[1][2] = x[1][2];

2453

coordinates[2][0] = x[2][0];

2454

coordinates[2][1] = x[2][1];

2455

coordinates[2][2] = x[2][2];

2456

coordinates[3][0] = x[3][0];

2457

coordinates[3][1] = x[3][1];

2458

coordinates[3][2] = x[3][2];

2459

coordinates[4][0] = 0.75*x[2][0] + 0.25*x[3][0];

2460

coordinates[4][1] = 0.75*x[2][1] + 0.25*x[3][1];

2461

coordinates[4][2] = 0.75*x[2][2] + 0.25*x[3][2];

2462

coordinates[5][0] = 0.5*x[2][0] + 0.5*x[3][0];

2463

coordinates[5][1] = 0.5*x[2][1] + 0.5*x[3][1];

2464

coordinates[5][2] = 0.5*x[2][2] + 0.5*x[3][2];

2465

coordinates[6][0] = 0.25*x[2][0] + 0.75*x[3][0];

2466

coordinates[6][1] = 0.25*x[2][1] + 0.75*x[3][1];

2467

coordinates[6][2] = 0.25*x[2][2] + 0.75*x[3][2];

2468

coordinates[7][0] = 0.75*x[1][0] + 0.25*x[3][0];

2469

coordinates[7][1] = 0.75*x[1][1] + 0.25*x[3][1];

2470

coordinates[7][2] = 0.75*x[1][2] + 0.25*x[3][2];

2471

coordinates[8][0] = 0.5*x[1][0] + 0.5*x[3][0];

2472

coordinates[8][1] = 0.5*x[1][1] + 0.5*x[3][1];

2473

coordinates[8][2] = 0.5*x[1][2] + 0.5*x[3][2];

2474

coordinates[9][0] = 0.25*x[1][0] + 0.75*x[3][0];

2475

coordinates[9][1] = 0.25*x[1][1] + 0.75*x[3][1];

2476

coordinates[9][2] = 0.25*x[1][2] + 0.75*x[3][2];

2477

coordinates[10][0] = 0.75*x[1][0] + 0.25*x[2][0];

2478

coordinates[10][1] = 0.75*x[1][1] + 0.25*x[2][1];

2479

coordinates[10][2] = 0.75*x[1][2] + 0.25*x[2][2];

2480

coordinates[11][0] = 0.5*x[1][0] + 0.5*x[2][0];

2481

coordinates[11][1] = 0.5*x[1][1] + 0.5*x[2][1];

2482

coordinates[11][2] = 0.5*x[1][2] + 0.5*x[2][2];

2483

coordinates[12][0] = 0.25*x[1][0] + 0.75*x[2][0];

2484

coordinates[12][1] = 0.25*x[1][1] + 0.75*x[2][1];

2485

coordinates[12][2] = 0.25*x[1][2] + 0.75*x[2][2];

2486

coordinates[13][0] = 0.75*x[0][0] + 0.25*x[3][0];

2487

coordinates[13][1] = 0.75*x[0][1] + 0.25*x[3][1];

2488

coordinates[13][2] = 0.75*x[0][2] + 0.25*x[3][2];

2489

coordinates[14][0] = 0.5*x[0][0] + 0.5*x[3][0];

2490

coordinates[14][1] = 0.5*x[0][1] + 0.5*x[3][1];

2491

coordinates[14][2] = 0.5*x[0][2] + 0.5*x[3][2];

2492

coordinates[15][0] = 0.25*x[0][0] + 0.75*x[3][0];

2493

coordinates[15][1] = 0.25*x[0][1] + 0.75*x[3][1];

2494

coordinates[15][2] = 0.25*x[0][2] + 0.75*x[3][2];

2495

coordinates[16][0] = 0.75*x[0][0] + 0.25*x[2][0];

2496

coordinates[16][1] = 0.75*x[0][1] + 0.25*x[2][1];

2497

coordinates[16][2] = 0.75*x[0][2] + 0.25*x[2][2];

2498

coordinates[17][0] = 0.5*x[0][0] + 0.5*x[2][0];

2499

coordinates[17][1] = 0.5*x[0][1] + 0.5*x[2][1];

2500

coordinates[17][2] = 0.5*x[0][2] + 0.5*x[2][2];

2501

coordinates[18][0] = 0.25*x[0][0] + 0.75*x[2][0];

2502

coordinates[18][1] = 0.25*x[0][1] + 0.75*x[2][1];

2503

coordinates[18][2] = 0.25*x[0][2] + 0.75*x[2][2];

2504

coordinates[19][0] = 0.75*x[0][0] + 0.25*x[1][0];

2505

coordinates[19][1] = 0.75*x[0][1] + 0.25*x[1][1];

2506

coordinates[19][2] = 0.75*x[0][2] + 0.25*x[1][2];

2507

coordinates[20][0] = 0.5*x[0][0] + 0.5*x[1][0];

2508

coordinates[20][1] = 0.5*x[0][1] + 0.5*x[1][1];

2509

coordinates[20][2] = 0.5*x[0][2] + 0.5*x[1][2];

2510

coordinates[21][0] = 0.25*x[0][0] + 0.75*x[1][0];

2511

coordinates[21][1] = 0.25*x[0][1] + 0.75*x[1][1];

2512

coordinates[21][2] = 0.25*x[0][2] + 0.75*x[1][2];

2513

coordinates[22][0] = 0.5*x[1][0] + 0.25*x[2][0] + 0.25*x[3][0];

2514

coordinates[22][1] = 0.5*x[1][1] + 0.25*x[2][1] + 0.25*x[3][1];

2515

coordinates[22][2] = 0.5*x[1][2] + 0.25*x[2][2] + 0.25*x[3][2];

2516

coordinates[23][0] = 0.25*x[1][0] + 0.5*x[2][0] + 0.25*x[3][0];

2517

coordinates[23][1] = 0.25*x[1][1] + 0.5*x[2][1] + 0.25*x[3][1];

2518

coordinates[23][2] = 0.25*x[1][2] + 0.5*x[2][2] + 0.25*x[3][2];

2519

coordinates[24][0] = 0.25*x[1][0] + 0.25*x[2][0] + 0.5*x[3][0];

2520

coordinates[24][1] = 0.25*x[1][1] + 0.25*x[2][1] + 0.5*x[3][1];

2521

coordinates[24][2] = 0.25*x[1][2] + 0.25*x[2][2] + 0.5*x[3][2];

2522

coordinates[25][0] = 0.5*x[0][0] + 0.25*x[2][0] + 0.25*x[3][0];

2523

coordinates[25][1] = 0.5*x[0][1] + 0.25*x[2][1] + 0.25*x[3][1];

2524

coordinates[25][2] = 0.5*x[0][2] + 0.25*x[2][2] + 0.25*x[3][2];

2525

coordinates[26][0] = 0.25*x[0][0] + 0.5*x[2][0] + 0.25*x[3][0];

2526

coordinates[26][1] = 0.25*x[0][1] + 0.5*x[2][1] + 0.25*x[3][1];

2527

coordinates[26][2] = 0.25*x[0][2] + 0.5*x[2][2] + 0.25*x[3][2];

2528

coordinates[27][0] = 0.25*x[0][0] + 0.25*x[2][0] + 0.5*x[3][0];

2529

coordinates[27][1] = 0.25*x[0][1] + 0.25*x[2][1] + 0.5*x[3][1];

2530

coordinates[27][2] = 0.25*x[0][2] + 0.25*x[2][2] + 0.5*x[3][2];

2531

coordinates[28][0] = 0.5*x[0][0] + 0.25*x[1][0] + 0.25*x[3][0];

2532

coordinates[28][1] = 0.5*x[0][1] + 0.25*x[1][1] + 0.25*x[3][1];

2533

coordinates[28][2] = 0.5*x[0][2] + 0.25*x[1][2] + 0.25*x[3][2];

2534

coordinates[29][0] = 0.25*x[0][0] + 0.5*x[1][0] + 0.25*x[3][0];

2535

coordinates[29][1] = 0.25*x[0][1] + 0.5*x[1][1] + 0.25*x[3][1];

2536

coordinates[29][2] = 0.25*x[0][2] + 0.5*x[1][2] + 0.25*x[3][2];

2537

coordinates[30][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.5*x[3][0];

2538

coordinates[30][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.5*x[3][1];

2539

coordinates[30][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.5*x[3][2];

2540

coordinates[31][0] = 0.5*x[0][0] + 0.25*x[1][0] + 0.25*x[2][0];

2541

coordinates[31][1] = 0.5*x[0][1] + 0.25*x[1][1] + 0.25*x[2][1];

2542

coordinates[31][2] = 0.5*x[0][2] + 0.25*x[1][2] + 0.25*x[2][2];

2543

coordinates[32][0] = 0.25*x[0][0] + 0.5*x[1][0] + 0.25*x[2][0];

2544

coordinates[32][1] = 0.25*x[0][1] + 0.5*x[1][1] + 0.25*x[2][1];

2545

coordinates[32][2] = 0.25*x[0][2] + 0.5*x[1][2] + 0.25*x[2][2];

2546

coordinates[33][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.5*x[2][0];

2547

coordinates[33][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.5*x[2][1];

2548

coordinates[33][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.5*x[2][2];

2549

coordinates[34][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.25*x[2][0] + 0.25*x[3][0];

2550

coordinates[34][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.25*x[2][1] + 0.25*x[3][1];

2551

coordinates[34][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.25*x[2][2] + 0.25*x[3][2];

2552

}

2553

2554

/// Return the number of sub dof maps (for a mixed element)

2555

virtual unsigned int num_sub_dof_maps() const

2556

{

2557

return 1;

2558

}

2559

2560

/// Create a new dof_map for sub dof map i (for a mixed element)

2561

virtual ufc::dof_map* create_sub_dof_map(unsigned int i) const

2562

{

2563

return new UFC_Poisson3D_4BilinearForm_dof_map_0();

2564

}

2565

2566

};

2567

2568

/// This class defines the interface for a local-to-global mapping of

2569

/// degrees of freedom (dofs).

2570

2571

class UFC_Poisson3D_4BilinearForm_dof_map_1: public ufc::dof_map

2572

{

2573

private:

2574

2575

unsigned int __global_dimension;

2576

2577

public:

2578

2579

/// Constructor

2580

UFC_Poisson3D_4BilinearForm_dof_map_1() : ufc::dof_map()

2581

{

2582

__global_dimension = 0;

2583

}

2584

2585

/// Destructor

2586

virtual ~UFC_Poisson3D_4BilinearForm_dof_map_1()

2587

{

2588

// Do nothing

2589

}

2590

2591

/// Return a string identifying the dof map

2592

virtual const char* signature() const

2593

{

2594

return "FFC dof map for FiniteElement('Lagrange', 'tetrahedron', 4)";

2595

}

2596

2597

/// Return true iff mesh entities of topological dimension d are needed

2598

virtual bool needs_mesh_entities(unsigned int d) const

2599

{

2600

switch ( d )

2601

{

2602

case 0:

2603

return true;

2604

break;

2605

case 1:

2606

return true;

2607

break;

2608

case 2:

2609

return true;

2610

break;

2611

case 3:

2612

return true;

2613

break;

2614

}

2615

return false;

2616

}

2617

2618

/// Initialize dof map for mesh (return true iff init_cell() is needed)

2619

virtual bool init_mesh(const ufc::mesh& m)

2620

{

2621

__global_dimension = m.num_entities[0] + 3*m.num_entities[1] + 3*m.num_entities[2] + m.num_entities[3];

2622

return false;

2623

}

2624

2625

/// Initialize dof map for given cell

2626

virtual void init_cell(const ufc::mesh& m,

2627

const ufc::cell& c)

2628

{

2629

// Do nothing

2630

}

2631

2632

/// Finish initialization of dof map for cells

2633

virtual void init_cell_finalize()

2634

{

2635

// Do nothing

2636

}

2637

2638

/// Return the dimension of the global finite element function space

2639

virtual unsigned int global_dimension() const

2640

{

2641

return __global_dimension;

2642

}

2643

2644

/// Return the dimension of the local finite element function space

2645

virtual unsigned int local_dimension() const

2646

{

2647

return 35;

2648

}

2649

2650

// Return the geometric dimension of the coordinates this dof map provides

2651

virtual unsigned int geometric_dimension() const

2652

{

2653

return 3;

2654

}

2655

2656

/// Return the number of dofs on each cell facet

2657

virtual unsigned int num_facet_dofs() const

2658

{

2659

return 15;

2660

}

2661

2662

/// Return the number of dofs associated with each cell entity of dimension d

2663

virtual unsigned int num_entity_dofs(unsigned int d) const

2664

{

2665

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

2666

}

2667

2668

/// Tabulate the local-to-global mapping of dofs on a cell

2669

virtual void tabulate_dofs(unsigned int* dofs,

2670

const ufc::mesh& m,

2671

const ufc::cell& c) const

2672

{

2673

dofs[0] = c.entity_indices[0][0];

2674

dofs[1] = c.entity_indices[0][1];

2675

dofs[2] = c.entity_indices[0][2];

2676

dofs[3] = c.entity_indices[0][3];

2677

unsigned int offset = m.num_entities[0];

2678

dofs[4] = offset + 3*c.entity_indices[1][0];

2679

dofs[5] = offset + 3*c.entity_indices[1][0] + 1;

2680

dofs[6] = offset + 3*c.entity_indices[1][0] + 2;

2681

dofs[7] = offset + 3*c.entity_indices[1][1];

2682

dofs[8] = offset + 3*c.entity_indices[1][1] + 1;

2683

dofs[9] = offset + 3*c.entity_indices[1][1] + 2;

2684

dofs[10] = offset + 3*c.entity_indices[1][2];

2685

dofs[11] = offset + 3*c.entity_indices[1][2] + 1;

2686

dofs[12] = offset + 3*c.entity_indices[1][2] + 2;

2687

dofs[13] = offset + 3*c.entity_indices[1][3];

2688

dofs[14] = offset + 3*c.entity_indices[1][3] + 1;

2689

dofs[15] = offset + 3*c.entity_indices[1][3] + 2;

2690

dofs[16] = offset + 3*c.entity_indices[1][4];

2691

dofs[17] = offset + 3*c.entity_indices[1][4] + 1;

2692

dofs[18] = offset + 3*c.entity_indices[1][4] + 2;

2693

dofs[19] = offset + 3*c.entity_indices[1][5];

2694

dofs[20] = offset + 3*c.entity_indices[1][5] + 1;

2695

dofs[21] = offset + 3*c.entity_indices[1][5] + 2;

2696

offset = offset + 3*m.num_entities[1];

2697

dofs[22] = offset + 3*c.entity_indices[2][0];

2698

dofs[23] = offset + 3*c.entity_indices[2][0] + 1;

2699

dofs[24] = offset + 3*c.entity_indices[2][0] + 2;

2700

dofs[25] = offset + 3*c.entity_indices[2][1];

2701

dofs[26] = offset + 3*c.entity_indices[2][1] + 1;

2702

dofs[27] = offset + 3*c.entity_indices[2][1] + 2;

2703

dofs[28] = offset + 3*c.entity_indices[2][2];

2704

dofs[29] = offset + 3*c.entity_indices[2][2] + 1;

2705

dofs[30] = offset + 3*c.entity_indices[2][2] + 2;

2706

dofs[31] = offset + 3*c.entity_indices[2][3];

2707

dofs[32] = offset + 3*c.entity_indices[2][3] + 1;

2708

dofs[33] = offset + 3*c.entity_indices[2][3] + 2;

2709

offset = offset + 3*m.num_entities[2];

2710

dofs[34] = offset + c.entity_indices[3][0];

2711

}

2712

2713

/// Tabulate the local-to-local mapping from facet dofs to cell dofs

2714

virtual void tabulate_facet_dofs(unsigned int* dofs,

2715

unsigned int facet) const

2716

{

2717

switch ( facet )

2718

{

2719

case 0:

2720

dofs[0] = 1;

2721

dofs[1] = 2;

2722

dofs[2] = 3;

2723

dofs[3] = 4;

2724

dofs[4] = 5;

2725

dofs[5] = 6;

2726

dofs[6] = 7;

2727

dofs[7] = 8;

2728

dofs[8] = 9;

2729

dofs[9] = 10;

2730

dofs[10] = 11;

2731

dofs[11] = 12;

2732

dofs[12] = 22;

2733

dofs[13] = 23;

2734

dofs[14] = 24;

2735

break;

2736

case 1:

2737

dofs[0] = 0;

2738

dofs[1] = 2;

2739

dofs[2] = 3;

2740

dofs[3] = 4;

2741

dofs[4] = 5;

2742

dofs[5] = 6;

2743

dofs[6] = 13;

2744

dofs[7] = 14;

2745

dofs[8] = 15;

2746

dofs[9] = 16;

2747

dofs[10] = 17;

2748

dofs[11] = 18;

2749

dofs[12] = 25;

2750

dofs[13] = 26;

2751

dofs[14] = 27;

2752

break;

2753

case 2:

2754

dofs[0] = 0;

2755

dofs[1] = 1;

2756

dofs[2] = 3;

2757

dofs[3] = 7;

2758

dofs[4] = 8;

2759

dofs[5] = 9;

2760

dofs[6] = 13;

2761

dofs[7] = 14;

2762

dofs[8] = 15;

2763

dofs[9] = 19;

2764

dofs[10] = 20;

2765

dofs[11] = 21;

2766

dofs[12] = 28;

2767

dofs[13] = 29;

2768

dofs[14] = 30;

2769

break;

2770

case 3:

2771

dofs[0] = 0;

2772

dofs[1] = 1;

2773

dofs[2] = 2;

2774

dofs[3] = 10;

2775

dofs[4] = 11;

2776

dofs[5] = 12;

2777

dofs[6] = 16;

2778

dofs[7] = 17;

2779

dofs[8] = 18;

2780

dofs[9] = 19;

2781

dofs[10] = 20;

2782

dofs[11] = 21;

2783

dofs[12] = 31;

2784

dofs[13] = 32;

2785

dofs[14] = 33;

2786

break;

2787

}

2788

}

2789

2790

/// Tabulate the local-to-local mapping of dofs on entity (d, i)

2791

virtual void tabulate_entity_dofs(unsigned int* dofs,

2792

unsigned int d, unsigned int i) const

2793

{

2794

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

2795

}

2796

2797

/// Tabulate the coordinates of all dofs on a cell

2798

virtual void tabulate_coordinates(double** coordinates,

2799

const ufc::cell& c) const

2800

{

2801

const double * const * x = c.coordinates;

2802

coordinates[0][0] = x[0][0];

2803

coordinates[0][1] = x[0][1];

2804

coordinates[0][2] = x[0][2];

2805

coordinates[1][0] = x[1][0];

2806

coordinates[1][1] = x[1][1];

2807

coordinates[1][2] = x[1][2];

2808

coordinates[2][0] = x[2][0];

2809

coordinates[2][1] = x[2][1];

2810

coordinates[2][2] = x[2][2];

2811

coordinates[3][0] = x[3][0];

2812

coordinates[3][1] = x[3][1];

2813

coordinates[3][2] = x[3][2];

2814

coordinates[4][0] = 0.75*x[2][0] + 0.25*x[3][0];

2815

coordinates[4][1] = 0.75*x[2][1] + 0.25*x[3][1];

2816

coordinates[4][2] = 0.75*x[2][2] + 0.25*x[3][2];

2817

coordinates[5][0] = 0.5*x[2][0] + 0.5*x[3][0];

2818

coordinates[5][1] = 0.5*x[2][1] + 0.5*x[3][1];

2819

coordinates[5][2] = 0.5*x[2][2] + 0.5*x[3][2];

2820

coordinates[6][0] = 0.25*x[2][0] + 0.75*x[3][0];

2821

coordinates[6][1] = 0.25*x[2][1] + 0.75*x[3][1];

2822

coordinates[6][2] = 0.25*x[2][2] + 0.75*x[3][2];

2823

coordinates[7][0] = 0.75*x[1][0] + 0.25*x[3][0];

2824

coordinates[7][1] = 0.75*x[1][1] + 0.25*x[3][1];

2825

coordinates[7][2] = 0.75*x[1][2] + 0.25*x[3][2];

2826

coordinates[8][0] = 0.5*x[1][0] + 0.5*x[3][0];

2827

coordinates[8][1] = 0.5*x[1][1] + 0.5*x[3][1];

2828

coordinates[8][2] = 0.5*x[1][2] + 0.5*x[3][2];

2829

coordinates[9][0] = 0.25*x[1][0] + 0.75*x[3][0];

2830

coordinates[9][1] = 0.25*x[1][1] + 0.75*x[3][1];

2831

coordinates[9][2] = 0.25*x[1][2] + 0.75*x[3][2];

2832

coordinates[10][0] = 0.75*x[1][0] + 0.25*x[2][0];

2833

coordinates[10][1] = 0.75*x[1][1] + 0.25*x[2][1];

2834

coordinates[10][2] = 0.75*x[1][2] + 0.25*x[2][2];

2835

coordinates[11][0] = 0.5*x[1][0] + 0.5*x[2][0];

2836

coordinates[11][1] = 0.5*x[1][1] + 0.5*x[2][1];

2837

coordinates[11][2] = 0.5*x[1][2] + 0.5*x[2][2];

2838

coordinates[12][0] = 0.25*x[1][0] + 0.75*x[2][0];

2839

coordinates[12][1] = 0.25*x[1][1] + 0.75*x[2][1];

2840

coordinates[12][2] = 0.25*x[1][2] + 0.75*x[2][2];

2841

coordinates[13][0] = 0.75*x[0][0] + 0.25*x[3][0];

2842

coordinates[13][1] = 0.75*x[0][1] + 0.25*x[3][1];

2843

coordinates[13][2] = 0.75*x[0][2] + 0.25*x[3][2];

2844

coordinates[14][0] = 0.5*x[0][0] + 0.5*x[3][0];

2845

coordinates[14][1] = 0.5*x[0][1] + 0.5*x[3][1];

2846

coordinates[14][2] = 0.5*x[0][2] + 0.5*x[3][2];

2847

coordinates[15][0] = 0.25*x[0][0] + 0.75*x[3][0];

2848

coordinates[15][1] = 0.25*x[0][1] + 0.75*x[3][1];

2849

coordinates[15][2] = 0.25*x[0][2] + 0.75*x[3][2];

2850

coordinates[16][0] = 0.75*x[0][0] + 0.25*x[2][0];

2851

coordinates[16][1] = 0.75*x[0][1] + 0.25*x[2][1];

2852

coordinates[16][2] = 0.75*x[0][2] + 0.25*x[2][2];

2853

coordinates[17][0] = 0.5*x[0][0] + 0.5*x[2][0];

2854

coordinates[17][1] = 0.5*x[0][1] + 0.5*x[2][1];

2855

coordinates[17][2] = 0.5*x[0][2] + 0.5*x[2][2];

2856

coordinates[18][0] = 0.25*x[0][0] + 0.75*x[2][0];

2857

coordinates[18][1] = 0.25*x[0][1] + 0.75*x[2][1];

2858

coordinates[18][2] = 0.25*x[0][2] + 0.75*x[2][2];

2859

coordinates[19][0] = 0.75*x[0][0] + 0.25*x[1][0];

2860

coordinates[19][1] = 0.75*x[0][1] + 0.25*x[1][1];

2861

coordinates[19][2] = 0.75*x[0][2] + 0.25*x[1][2];

2862

coordinates[20][0] = 0.5*x[0][0] + 0.5*x[1][0];

2863

coordinates[20][1] = 0.5*x[0][1] + 0.5*x[1][1];

2864

coordinates[20][2] = 0.5*x[0][2] + 0.5*x[1][2];

2865

coordinates[21][0] = 0.25*x[0][0] + 0.75*x[1][0];

2866

coordinates[21][1] = 0.25*x[0][1] + 0.75*x[1][1];

2867

coordinates[21][2] = 0.25*x[0][2] + 0.75*x[1][2];

2868

coordinates[22][0] = 0.5*x[1][0] + 0.25*x[2][0] + 0.25*x[3][0];

2869

coordinates[22][1] = 0.5*x[1][1] + 0.25*x[2][1] + 0.25*x[3][1];

2870

coordinates[22][2] = 0.5*x[1][2] + 0.25*x[2][2] + 0.25*x[3][2];

2871

coordinates[23][0] = 0.25*x[1][0] + 0.5*x[2][0] + 0.25*x[3][0];

2872

coordinates[23][1] = 0.25*x[1][1] + 0.5*x[2][1] + 0.25*x[3][1];

2873

coordinates[23][2] = 0.25*x[1][2] + 0.5*x[2][2] + 0.25*x[3][2];

2874

coordinates[24][0] = 0.25*x[1][0] + 0.25*x[2][0] + 0.5*x[3][0];

2875

coordinates[24][1] = 0.25*x[1][1] + 0.25*x[2][1] + 0.5*x[3][1];

2876

coordinates[24][2] = 0.25*x[1][2] + 0.25*x[2][2] + 0.5*x[3][2];

2877

coordinates[25][0] = 0.5*x[0][0] + 0.25*x[2][0] + 0.25*x[3][0];

2878

coordinates[25][1] = 0.5*x[0][1] + 0.25*x[2][1] + 0.25*x[3][1];

2879

coordinates[25][2] = 0.5*x[0][2] + 0.25*x[2][2] + 0.25*x[3][2];

2880

coordinates[26][0] = 0.25*x[0][0] + 0.5*x[2][0] + 0.25*x[3][0];

2881

coordinates[26][1] = 0.25*x[0][1] + 0.5*x[2][1] + 0.25*x[3][1];

2882

coordinates[26][2] = 0.25*x[0][2] + 0.5*x[2][2] + 0.25*x[3][2];

2883

coordinates[27][0] = 0.25*x[0][0] + 0.25*x[2][0] + 0.5*x[3][0];

2884

coordinates[27][1] = 0.25*x[0][1] + 0.25*x[2][1] + 0.5*x[3][1];

2885

coordinates[27][2] = 0.25*x[0][2] + 0.25*x[2][2] + 0.5*x[3][2];

2886

coordinates[28][0] = 0.5*x[0][0] + 0.25*x[1][0] + 0.25*x[3][0];

2887

coordinates[28][1] = 0.5*x[0][1] + 0.25*x[1][1] + 0.25*x[3][1];

2888

coordinates[28][2] = 0.5*x[0][2] + 0.25*x[1][2] + 0.25*x[3][2];

2889

coordinates[29][0] = 0.25*x[0][0] + 0.5*x[1][0] + 0.25*x[3][0];

2890

coordinates[29][1] = 0.25*x[0][1] + 0.5*x[1][1] + 0.25*x[3][1];

2891

coordinates[29][2] = 0.25*x[0][2] + 0.5*x[1][2] + 0.25*x[3][2];

2892

coordinates[30][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.5*x[3][0];

2893

coordinates[30][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.5*x[3][1];

2894

coordinates[30][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.5*x[3][2];

2895

coordinates[31][0] = 0.5*x[0][0] + 0.25*x[1][0] + 0.25*x[2][0];

2896

coordinates[31][1] = 0.5*x[0][1] + 0.25*x[1][1] + 0.25*x[2][1];

2897

coordinates[31][2] = 0.5*x[0][2] + 0.25*x[1][2] + 0.25*x[2][2];

2898

coordinates[32][0] = 0.25*x[0][0] + 0.5*x[1][0] + 0.25*x[2][0];

2899

coordinates[32][1] = 0.25*x[0][1] + 0.5*x[1][1] + 0.25*x[2][1];

2900

coordinates[32][2] = 0.25*x[0][2] + 0.5*x[1][2] + 0.25*x[2][2];

2901

coordinates[33][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.5*x[2][0];

2902

coordinates[33][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.5*x[2][1];

2903

coordinates[33][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.5*x[2][2];

2904

coordinates[34][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.25*x[2][0] + 0.25*x[3][0];

2905

coordinates[34][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.25*x[2][1] + 0.25*x[3][1];

2906

coordinates[34][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.25*x[2][2] + 0.25*x[3][2];

2907

}

2908

2909

/// Return the number of sub dof maps (for a mixed element)

2910

virtual unsigned int num_sub_dof_maps() const

2911

{

2912

return 1;

2913

}

2914

2915

/// Create a new dof_map for sub dof map i (for a mixed element)

2916

virtual ufc::dof_map* create_sub_dof_map(unsigned int i) const

2917

{

2918

return new UFC_Poisson3D_4BilinearForm_dof_map_1();

2919

}

2920

2921

};

2922

2923

/// This class defines the interface for the tabulation of the cell

2924

/// tensor corresponding to the local contribution to a form from

2925

/// the integral over a cell.

2926

2927

class UFC_Poisson3D_4BilinearForm_cell_integral_0: public ufc::cell_integral

2928

{

2929

public:

2930

2931

/// Constructor

2932

UFC_Poisson3D_4BilinearForm_cell_integral_0() : ufc::cell_integral()

2933

{

2934

// Do nothing

2935

}

2936

2937

/// Destructor

2938

virtual ~UFC_Poisson3D_4BilinearForm_cell_integral_0()

2939

{

2940

// Do nothing

2941

}

2942

2943

/// Tabulate the tensor for the contribution from a local cell

2944

virtual void tabulate_tensor(double* A,

2945

const double * const * w,

2946

const ufc::cell& c) const

2947

{

2948

// Extract vertex coordinates

2949

const double * const * x = c.coordinates;

2950

2951

// Compute Jacobian of affine map from reference cell

2952

const double J_00 = x[1][0] - x[0][0];

2953

const double J_01 = x[2][0] - x[0][0];

2954

const double J_02 = x[3][0] - x[0][0];

2955

const double J_10 = x[1][1] - x[0][1];

2956

const double J_11 = x[2][1] - x[0][1];

2957

const double J_12 = x[3][1] - x[0][1];

2958

const double J_20 = x[1][2] - x[0][2];

2959

const double J_21 = x[2][2] - x[0][2];

2960

const double J_22 = x[3][2] - x[0][2];

2961

2962

// Compute sub determinants

2963

const double d_00 = J_11*J_22 - J_12*J_21;

2964

const double d_01 = J_12*J_20 - J_10*J_22;

2965

const double d_02 = J_10*J_21 - J_11*J_20;

2966

2967

const double d_10 = J_02*J_21 - J_01*J_22;

2968

const double d_11 = J_00*J_22 - J_02*J_20;

2969

const double d_12 = J_01*J_20 - J_00*J_21;

2970

2971

const double d_20 = J_01*J_12 - J_02*J_11;

2972

const double d_21 = J_02*J_10 - J_00*J_12;

2973

const double d_22 = J_00*J_11 - J_01*J_10;

2974

2975

// Compute determinant of Jacobian

2976

double detJ = J_00*d_00 + J_10*d_10 + J_20*d_20;

2977

2978

// Compute inverse of Jacobian

2979

const double Jinv_00 = d_00 / detJ;

2980

const double Jinv_01 = d_10 / detJ;

2981

const double Jinv_02 = d_20 / detJ;

2982

const double Jinv_10 = d_01 / detJ;

2983

const double Jinv_11 = d_11 / detJ;

2984

const double Jinv_12 = d_21 / detJ;

2985

const double Jinv_20 = d_02 / detJ;

2986

const double Jinv_21 = d_12 / detJ;

2987

const double Jinv_22 = d_22 / detJ;

2988

2989

// Set scale factor

2990

const double det = std::abs(detJ);

2991

2992

// Number of operations to compute element tensor = 12677

2993

// Compute geometry tensors

2994

// Number of operations to compute decalrations = 54

2995

const double G0_0_0 = det*(Jinv_00*Jinv_00 + Jinv_01*Jinv_01 + Jinv_02*Jinv_02);

2996

const double G0_0_1 = det*(Jinv_00*Jinv_10 + Jinv_01*Jinv_11 + Jinv_02*Jinv_12);

2997

const double G0_0_2 = det*(Jinv_00*Jinv_20 + Jinv_01*Jinv_21 + Jinv_02*Jinv_22);

2998

const double G0_1_0 = det*(Jinv_10*Jinv_00 + Jinv_11*Jinv_01 + Jinv_12*Jinv_02);

2999

const double G0_1_1 = det*(Jinv_10*Jinv_10 + Jinv_11*Jinv_11 + Jinv_12*Jinv_12);

3000

const double G0_1_2 = det*(Jinv_10*Jinv_20 + Jinv_11*Jinv_21 + Jinv_12*Jinv_22);

3001

const double G0_2_0 = det*(Jinv_20*Jinv_00 + Jinv_21*Jinv_01 + Jinv_22*Jinv_02);

3002

const double G0_2_1 = det*(Jinv_20*Jinv_10 + Jinv_21*Jinv_11 + Jinv_22*Jinv_12);

3003

const double G0_2_2 = det*(Jinv_20*Jinv_20 + Jinv_21*Jinv_21 + Jinv_22*Jinv_22);

3004

3005

// Compute element tensor

3006

// Number of operations to compute tensor = 12623

3007

A[0] = 0.0379188712522045*G0_0_0 + 0.0379188712522045*G0_0_1 + 0.0379188712522045*G0_0_2 + 0.0379188712522045*G0_1_0 + 0.0379188712522045*G0_1_1 + 0.0379188712522045*G0_1_2 + 0.0379188712522045*G0_2_0 + 0.0379188712522045*G0_2_1 + 0.0379188712522045*G0_2_2;

3008

A[1] = 0.00511463844797179*G0_0_0 + 0.00511463844797177*G0_1_0 + 0.00511463844797178*G0_2_0;

3009

A[2] = 0.00511463844797177*G0_0_1 + 0.00511463844797176*G0_1_1 + 0.00511463844797177*G0_2_1;

3010

A[3] = 0.00511463844797176*G0_0_2 + 0.00511463844797176*G0_1_2 + 0.00511463844797177*G0_2_2;

3011

A[4] = 0.00776014109347435*G0_0_1 + 0.00776014109347437*G0_0_2 + 0.00776014109347437*G0_1_1 + 0.00776014109347437*G0_1_2 + 0.00776014109347435*G0_2_1 + 0.00776014109347437*G0_2_2;

3012

A[5] = 0.00511463844797184*G0_0_1 + 0.00511463844797176*G0_0_2 + 0.00511463844797184*G0_1_1 + 0.00511463844797176*G0_1_2 + 0.00511463844797184*G0_2_1 + 0.00511463844797177*G0_2_2;

3013

A[6] = 0.00776014109347437*G0_0_1 + 0.00776014109347444*G0_0_2 + 0.00776014109347439*G0_1_1 + 0.00776014109347445*G0_1_2 + 0.00776014109347438*G0_2_1 + 0.00776014109347443*G0_2_2;

3014

A[7] = 0.00776014109347433*G0_0_0 + 0.00776014109347437*G0_0_2 + 0.00776014109347433*G0_1_0 + 0.00776014109347437*G0_1_2 + 0.00776014109347432*G0_2_0 + 0.00776014109347437*G0_2_2;

3015

A[8] = 0.00511463844797189*G0_0_0 + 0.00511463844797185*G0_0_2 + 0.00511463844797188*G0_1_0 + 0.00511463844797184*G0_1_2 + 0.0051146384479719*G0_2_0 + 0.00511463844797185*G0_2_2;

3016

A[9] = 0.00776014109347437*G0_0_0 + 0.00776014109347441*G0_0_2 + 0.00776014109347439*G0_1_0 + 0.00776014109347443*G0_1_2 + 0.00776014109347438*G0_2_0 + 0.00776014109347441*G0_2_2;

3017

A[10] = 0.0077601410934743*G0_0_0 + 0.00776014109347437*G0_0_1 + 0.0077601410934743*G0_1_0 + 0.00776014109347437*G0_1_1 + 0.0077601410934743*G0_2_0 + 0.00776014109347437*G0_2_1;

3018

A[11] = 0.00511463844797178*G0_0_0 + 0.0051146384479717*G0_0_1 + 0.0051146384479718*G0_1_0 + 0.00511463844797171*G0_1_1 + 0.00511463844797179*G0_2_0 + 0.0051146384479717*G0_2_1;

3019

A[12] = 0.00776014109347439*G0_0_0 + 0.00776014109347441*G0_0_1 + 0.0077601410934744*G0_1_0 + 0.00776014109347444*G0_1_1 + 0.00776014109347439*G0_2_0 + 0.00776014109347442*G0_2_1;

3020

A[13] = -0.0246913580246914*G0_0_0 - 0.0246913580246914*G0_0_1 - 0.0705467372134038*G0_0_2 - 0.0246913580246914*G0_1_0 - 0.0246913580246914*G0_1_1 - 0.0705467372134038*G0_1_2 - 0.0246913580246914*G0_2_0 - 0.0246913580246914*G0_2_1 - 0.0705467372134038*G0_2_2;

3021

A[14] = 0.0202821869488536*G0_0_0 + 0.0202821869488536*G0_0_1 + 0.0529100529100528*G0_0_2 + 0.0202821869488536*G0_1_0 + 0.0202821869488536*G0_1_1 + 0.0529100529100529*G0_1_2 + 0.0202821869488536*G0_2_0 + 0.0202821869488536*G0_2_1 + 0.0529100529100528*G0_2_2;

3022

A[15] = -0.00776014109347437*G0_0_0 - 0.00776014109347437*G0_0_1 - 0.0253968253968253*G0_0_2 - 0.00776014109347439*G0_1_0 - 0.00776014109347439*G0_1_1 - 0.0253968253968254*G0_1_2 - 0.00776014109347438*G0_2_0 - 0.00776014109347439*G0_2_1 - 0.0253968253968254*G0_2_2;

3023

A[16] = -0.0246913580246913*G0_0_0 - 0.0705467372134038*G0_0_1 - 0.0246913580246913*G0_0_2 - 0.0246913580246914*G0_1_0 - 0.0705467372134038*G0_1_1 - 0.0246913580246914*G0_1_2 - 0.0246913580246914*G0_2_0 - 0.0705467372134038*G0_2_1 - 0.0246913580246914*G0_2_2;

3024

A[17] = 0.0202821869488536*G0_0_0 + 0.0529100529100529*G0_0_1 + 0.0202821869488536*G0_0_2 + 0.0202821869488536*G0_1_0 + 0.0529100529100528*G0_1_1 + 0.0202821869488536*G0_1_2 + 0.0202821869488536*G0_2_0 + 0.0529100529100529*G0_2_1 + 0.0202821869488536*G0_2_2;

3025

A[18] = -0.0077601410934744*G0_0_0 - 0.0253968253968254*G0_0_1 - 0.0077601410934744*G0_0_2 - 0.0077601410934744*G0_1_0 - 0.0253968253968254*G0_1_1 - 0.00776014109347441*G0_1_2 - 0.0077601410934744*G0_2_0 - 0.0253968253968254*G0_2_1 - 0.0077601410934744*G0_2_2;

3026

A[19] = -0.0705467372134038*G0_0_0 - 0.0246913580246913*G0_0_1 - 0.0246913580246913*G0_0_2 - 0.0705467372134037*G0_1_0 - 0.0246913580246913*G0_1_1 - 0.0246913580246913*G0_1_2 - 0.0705467372134038*G0_2_0 - 0.0246913580246913*G0_2_1 - 0.0246913580246913*G0_2_2;

3027

A[20] = 0.0529100529100528*G0_0_0 + 0.0202821869488536*G0_0_1 + 0.0202821869488536*G0_0_2 + 0.0529100529100528*G0_1_0 + 0.0202821869488536*G0_1_1 + 0.0202821869488536*G0_1_2 + 0.0529100529100528*G0_2_0 + 0.0202821869488536*G0_2_1 + 0.0202821869488536*G0_2_2;

3028

A[21] = -0.0253968253968254*G0_0_0 - 0.00776014109347437*G0_0_1 - 0.00776014109347438*G0_0_2 - 0.0253968253968253*G0_1_0 - 0.00776014109347437*G0_1_1 - 0.00776014109347438*G0_1_2 - 0.0253968253968254*G0_2_0 - 0.00776014109347436*G0_2_1 - 0.00776014109347437*G0_2_2;

3029

A[22] = 0.0183421516754849*G0_0_0 + 0.0183421516754849*G0_0_1 + 0.0183421516754848*G0_0_2 + 0.0183421516754849*G0_1_0 + 0.0183421516754849*G0_1_1 + 0.0183421516754848*G0_1_2 + 0.0183421516754849*G0_2_0 + 0.0183421516754849*G0_2_1 + 0.0183421516754848*G0_2_2;

3030

A[23] = 0.0183421516754849*G0_0_0 + 0.0183421516754849*G0_0_1 + 0.0183421516754849*G0_0_2 + 0.0183421516754849*G0_1_0 + 0.0183421516754849*G0_1_1 + 0.018342151675485*G0_1_2 + 0.0183421516754849*G0_2_0 + 0.0183421516754849*G0_2_1 + 0.0183421516754849*G0_2_2;

3031

A[24] = 0.0183421516754851*G0_0_0 + 0.0183421516754851*G0_0_1 + 0.0183421516754851*G0_0_2 + 0.0183421516754851*G0_1_0 + 0.0183421516754851*G0_1_1 + 0.0183421516754851*G0_1_2 + 0.0183421516754851*G0_2_0 + 0.0183421516754851*G0_2_1 + 0.0183421516754851*G0_2_2;

3032

A[25] = 0.0493827160493827*G0_0_0 + 0.0423280423280423*G0_0_1 + 0.0423280423280423*G0_0_2 + 0.0493827160493826*G0_1_0 + 0.0423280423280424*G0_1_1 + 0.0423280423280424*G0_1_2 + 0.0493827160493826*G0_2_0 + 0.0423280423280424*G0_2_1 + 0.0423280423280424*G0_2_2;

3033

A[26] = -0.0183421516754849*G0_0_0 - 0.0253968253968253*G0_0_1 - 0.0253968253968254*G0_0_2 - 0.0183421516754849*G0_1_0 - 0.0253968253968254*G0_1_1 - 0.0253968253968254*G0_1_2 - 0.0183421516754849*G0_2_0 - 0.0253968253968253*G0_2_1 - 0.0253968253968254*G0_2_2;

3034

A[27] = -0.0183421516754851*G0_0_0 - 0.0253968253968254*G0_0_1 - 0.0253968253968254*G0_0_2 - 0.0183421516754851*G0_1_0 - 0.0253968253968254*G0_1_1 - 0.0253968253968254*G0_1_2 - 0.0183421516754851*G0_2_0 - 0.0253968253968254*G0_2_1 - 0.0253968253968254*G0_2_2;

3035

A[28] = 0.0423280423280423*G0_0_0 + 0.0493827160493826*G0_0_1 + 0.0423280423280422*G0_0_2 + 0.0423280423280423*G0_1_0 + 0.0493827160493826*G0_1_1 + 0.0423280423280422*G0_1_2 + 0.0423280423280423*G0_2_0 + 0.0493827160493826*G0_2_1 + 0.0423280423280422*G0_2_2;

3036

A[29] = -0.0253968253968253*G0_0_0 - 0.0183421516754849*G0_0_1 - 0.0253968253968254*G0_0_2 - 0.0253968253968253*G0_1_0 - 0.0183421516754849*G0_1_1 - 0.0253968253968254*G0_1_2 - 0.0253968253968253*G0_2_0 - 0.0183421516754849*G0_2_1 - 0.0253968253968254*G0_2_2;

3037

A[30] = -0.0253968253968254*G0_0_0 - 0.0183421516754851*G0_0_1 - 0.0253968253968254*G0_0_2 - 0.0253968253968255*G0_1_0 - 0.0183421516754851*G0_1_1 - 0.0253968253968254*G0_1_2 - 0.0253968253968255*G0_2_0 - 0.0183421516754851*G0_2_1 - 0.0253968253968253*G0_2_2;

3038

A[31] = 0.0423280423280422*G0_0_0 + 0.0423280423280422*G0_0_1 + 0.0493827160493827*G0_0_2 + 0.0423280423280423*G0_1_0 + 0.0423280423280423*G0_1_1 + 0.0493827160493826*G0_1_2 + 0.0423280423280423*G0_2_0 + 0.0423280423280423*G0_2_1 + 0.0493827160493826*G0_2_2;

3039

A[32] = -0.0253968253968252*G0_0_0 - 0.0253968253968253*G0_0_1 - 0.0183421516754848*G0_0_2 - 0.0253968253968253*G0_1_0 - 0.0253968253968253*G0_1_1 - 0.0183421516754848*G0_1_2 - 0.0253968253968253*G0_2_0 - 0.0253968253968253*G0_2_1 - 0.0183421516754848*G0_2_2;

3040

A[33] = -0.0253968253968254*G0_0_0 - 0.0253968253968253*G0_0_1 - 0.0183421516754849*G0_0_2 - 0.0253968253968254*G0_1_0 - 0.0253968253968254*G0_1_1 - 0.018342151675485*G0_1_2 - 0.0253968253968254*G0_2_0 - 0.0253968253968254*G0_2_1 - 0.0183421516754849*G0_2_2;

3041

A[34] = -0.0677248677248676*G0_0_0 - 0.0677248677248675*G0_0_1 - 0.0677248677248677*G0_0_2 - 0.0677248677248675*G0_1_0 - 0.0677248677248675*G0_1_1 - 0.0677248677248677*G0_1_2 - 0.0677248677248675*G0_2_0 - 0.0677248677248675*G0_2_1 - 0.0677248677248678*G0_2_2;

3042

A[35] = 0.00511463844797179*G0_0_0 + 0.00511463844797177*G0_0_1 + 0.00511463844797178*G0_0_2;

3043

A[36] = 0.0379188712522045*G0_0_0;

3044

A[37] = -0.00511463844797177*G0_0_1;

3045

A[38] = -0.00511463844797178*G0_0_2;

3046

A[39] = -0.00776014109347435*G0_0_1 - 0.00776014109347434*G0_0_2;

3047

A[40] = -0.00511463844797179*G0_0_1 - 0.00511463844797181*G0_0_2;

3048

A[41] = -0.00776014109347437*G0_0_1 - 0.00776014109347435*G0_0_2;

3049

A[42] = -0.0246913580246912*G0_0_0 + 0.0458553791887125*G0_0_2;

3050

A[43] = 0.0202821869488536*G0_0_0 - 0.0326278659611993*G0_0_2;

3051

A[44] = -0.00776014109347435*G0_0_0 + 0.017636684303351*G0_0_2;

3052

A[45] = -0.0246913580246912*G0_0_0 + 0.0458553791887125*G0_0_1;

3053

A[46] = 0.0202821869488535*G0_0_0 - 0.0326278659611993*G0_0_1;

3054

A[47] = -0.00776014109347435*G0_0_0 + 0.017636684303351*G0_0_1;

3055

A[48] = 0.00776014109347436*G0_0_0 + 0.00776014109347438*G0_0_1;

3056

A[49] = 0.0051146384479718*G0_0_0 + 0.00511463844797177*G0_0_1;

3057

A[50] = 0.00776014109347437*G0_0_0 + 0.00776014109347437*G0_0_1;

3058

A[51] = 0.00776014109347436*G0_0_0 + 0.00776014109347436*G0_0_2;

3059

A[52] = 0.00511463844797176*G0_0_0 + 0.00511463844797178*G0_0_2;

3060

A[53] = 0.00776014109347437*G0_0_0 + 0.00776014109347435*G0_0_2;

3061

A[54] = -0.0253968253968253*G0_0_0 - 0.017636684303351*G0_0_1 - 0.017636684303351*G0_0_2;

3062

A[55] = 0.0529100529100528*G0_0_0 + 0.0326278659611993*G0_0_1 + 0.0326278659611993*G0_0_2;

3063

A[56] = -0.0705467372134038*G0_0_0 - 0.0458553791887125*G0_0_1 - 0.0458553791887125*G0_0_2;

3064

A[57] = 0.0493827160493825*G0_0_0 + 0.00705467372134032*G0_0_1 + 0.0070546737213403*G0_0_2;

3065

A[58] = -0.0183421516754849*G0_0_0 + 0.00705467372134036*G0_0_1 + 0.00705467372134039*G0_0_2;

3066

A[59] = -0.0183421516754849*G0_0_0 + 0.00705467372134042*G0_0_1 + 0.00705467372134036*G0_0_2;

3067

A[60] = 0.0183421516754849*G0_0_0;

3068

A[61] = 0.0183421516754849*G0_0_0;

3069

A[62] = 0.0183421516754849*G0_0_0;

3070

A[63] = -0.0253968253968253*G0_0_0 - 0.00705467372134033*G0_0_1;

3071

A[64] = 0.0423280423280422*G0_0_0 - 0.00705467372134039*G0_0_1;

3072

A[65] = -0.0253968253968253*G0_0_0 - 0.0070546737213404*G0_0_1;

3073

A[66] = -0.0253968253968252*G0_0_0 - 0.0070546737213403*G0_0_2;

3074

A[67] = 0.0423280423280421*G0_0_0 - 0.00705467372134034*G0_0_2;

3075

A[68] = -0.0253968253968253*G0_0_0 - 0.00705467372134038*G0_0_2;

3076

A[69] = -0.0677248677248673*G0_0_0;

3077

A[70] = 0.00511463844797177*G0_1_0 + 0.00511463844797176*G0_1_1 + 0.00511463844797177*G0_1_2;

3078

A[71] = -0.00511463844797177*G0_1_0;

3079

A[72] = 0.0379188712522046*G0_1_1;

3080

A[73] = -0.0051146384479718*G0_1_2;

3081

A[74] = -0.0246913580246914*G0_1_1 + 0.0458553791887124*G0_1_2;

3082

A[75] = 0.0202821869488537*G0_1_1 - 0.0326278659611993*G0_1_2;

3083

A[76] = -0.00776014109347447*G0_1_1 + 0.017636684303351*G0_1_2;

3084

A[77] = -0.00776014109347445*G0_1_0 - 0.00776014109347446*G0_1_2;

3085

A[78] = -0.00511463844797178*G0_1_0 - 0.00511463844797172*G0_1_2;

3086

A[79] = -0.00776014109347448*G0_1_0 - 0.00776014109347447*G0_1_2;

3087

A[80] = 0.0176366843033509*G0_1_0 - 0.00776014109347445*G0_1_1;

3088

A[81] = -0.0326278659611991*G0_1_0 + 0.0202821869488536*G0_1_1;

3089

A[82] = 0.0458553791887124*G0_1_0 - 0.0246913580246913*G0_1_1;

3090

A[83] = 0.00776014109347442*G0_1_0 + 0.00776014109347443*G0_1_1;

3091

A[84] = 0.00511463844797175*G0_1_0 + 0.00511463844797176*G0_1_1;

3092

A[85] = 0.00776014109347448*G0_1_0 + 0.00776014109347449*G0_1_1;

3093

A[86] = -0.0176366843033509*G0_1_0 - 0.0253968253968253*G0_1_1 - 0.0176366843033509*G0_1_2;

3094

A[87] = 0.0326278659611993*G0_1_0 + 0.0529100529100528*G0_1_1 + 0.0326278659611993*G0_1_2;

3095

A[88] = -0.0458553791887124*G0_1_0 - 0.0705467372134037*G0_1_1 - 0.0458553791887124*G0_1_2;

3096

A[89] = 0.00776014109347444*G0_1_1 + 0.00776014109347442*G0_1_2;

3097

A[90] = 0.00511463844797178*G0_1_1 + 0.00511463844797179*G0_1_2;

3098

A[91] = 0.00776014109347449*G0_1_1 + 0.00776014109347448*G0_1_2;

3099

A[92] = 0.00705467372134055*G0_1_0 - 0.018342151675485*G0_1_1 + 0.00705467372134044*G0_1_2;

3100

A[93] = 0.00705467372134026*G0_1_0 + 0.0493827160493828*G0_1_1 + 0.00705467372134044*G0_1_2;

3101

A[94] = 0.00705467372134038*G0_1_0 - 0.018342151675485*G0_1_1 + 0.00705467372134035*G0_1_2;

3102

A[95] = -0.00705467372134027*G0_1_0 - 0.0253968253968253*G0_1_1;

3103

A[96] = -0.00705467372134026*G0_1_0 + 0.0423280423280424*G0_1_1;

3104

A[97] = -0.00705467372134038*G0_1_0 - 0.0253968253968254*G0_1_1;

3105

A[98] = 0.0183421516754851*G0_1_1;

3106

A[99] = 0.018342151675485*G0_1_1;

3107

A[100] = 0.018342151675485*G0_1_1;

3108

A[101] = -0.0253968253968253*G0_1_1 - 0.00705467372134027*G0_1_2;

3109

A[102] = -0.0253968253968255*G0_1_1 - 0.00705467372134044*G0_1_2;

3110

A[103] = 0.0423280423280423*G0_1_1 - 0.00705467372134043*G0_1_2;

3111

A[104] = -0.0677248677248679*G0_1_1;

3112

A[105] = 0.00511463844797176*G0_2_0 + 0.00511463844797176*G0_2_1 + 0.00511463844797177*G0_2_2;

3113

A[106] = -0.00511463844797178*G0_2_0;

3114

A[107] = -0.0051146384479718*G0_2_1;

3115

A[108] = 0.0379188712522046*G0_2_2;

3116

A[109] = 0.0176366843033511*G0_2_1 - 0.00776014109347443*G0_2_2;

3117

A[110] = -0.0326278659611993*G0_2_1 + 0.0202821869488537*G0_2_2;

3118

A[111] = 0.0458553791887125*G0_2_1 - 0.0246913580246914*G0_2_2;

3119

A[112] = 0.0176366843033509*G0_2_0 - 0.00776014109347444*G0_2_2;

3120

A[113] = -0.0326278659611992*G0_2_0 + 0.0202821869488536*G0_2_2;

3121

A[114] = 0.0458553791887125*G0_2_0 - 0.0246913580246914*G0_2_2;

3122

A[115] = -0.00776014109347441*G0_2_0 - 0.00776014109347442*G0_2_1;

3123

A[116] = -0.00511463844797178*G0_2_0 - 0.00511463844797176*G0_2_1;

3124

A[117] = -0.00776014109347441*G0_2_0 - 0.00776014109347438*G0_2_1;

3125

A[118] = -0.017636684303351*G0_2_0 - 0.017636684303351*G0_2_1 - 0.0253968253968253*G0_2_2;

3126

A[119] = 0.0326278659611992*G0_2_0 + 0.0326278659611992*G0_2_1 + 0.0529100529100528*G0_2_2;

3127

A[120] = -0.0458553791887125*G0_2_0 - 0.0458553791887125*G0_2_1 - 0.0705467372134038*G0_2_2;

3128

A[121] = 0.0077601410934744*G0_2_0 + 0.00776014109347441*G0_2_2;

3129

A[122] = 0.00511463844797178*G0_2_0 + 0.00511463844797178*G0_2_2;

3130

A[123] = 0.00776014109347441*G0_2_0 + 0.0077601410934744*G0_2_2;

3131

A[124] = 0.00776014109347441*G0_2_1 + 0.00776014109347441*G0_2_2;

3132

A[125] = 0.00511463844797177*G0_2_1 + 0.00511463844797176*G0_2_2;

3133

A[126] = 0.00776014109347441*G0_2_1 + 0.00776014109347441*G0_2_2;

3134

A[127] = 0.00705467372134035*G0_2_0 + 0.00705467372134035*G0_2_1 - 0.018342151675485*G0_2_2;

3135

A[128] = 0.00705467372134047*G0_2_0 + 0.00705467372134036*G0_2_1 - 0.0183421516754849*G0_2_2;

3136

A[129] = 0.00705467372134031*G0_2_0 + 0.00705467372134038*G0_2_1 + 0.0493827160493827*G0_2_2;

3137

A[130] = -0.00705467372134038*G0_2_0 - 0.0253968253968254*G0_2_2;

3138

A[131] = -0.00705467372134048*G0_2_0 - 0.0253968253968254*G0_2_2;

3139

A[132] = -0.00705467372134032*G0_2_0 + 0.0423280423280424*G0_2_2;

3140

A[133] = -0.00705467372134043*G0_2_1 - 0.0253968253968254*G0_2_2;

3141

A[134] = -0.00705467372134034*G0_2_1 - 0.0253968253968253*G0_2_2;

3142

A[135] = -0.0070546737213404*G0_2_1 + 0.0423280423280423*G0_2_2;

3143

A[136] = 0.018342151675485*G0_2_2;

3144

A[137] = 0.018342151675485*G0_2_2;

3145

A[138] = 0.0183421516754849*G0_2_2;

3146

A[139] = -0.0677248677248677*G0_2_2;

3147

A[140] = 0.00776014109347435*G0_1_0 + 0.00776014109347437*G0_1_1 + 0.00776014109347435*G0_1_2 + 0.00776014109347436*G0_2_0 + 0.00776014109347437*G0_2_1 + 0.00776014109347437*G0_2_2;

3148

A[141] = -0.00776014109347434*G0_1_0 - 0.00776014109347434*G0_2_0;

3149

A[142] = -0.0246913580246914*G0_1_1 + 0.0458553791887124*G0_2_1;

3150

A[143] = 0.0176366843033511*G0_1_2 - 0.00776014109347443*G0_2_2;

3151

A[144] = 0.203174603174603*G0_1_1 + 0.0790123456790123*G0_1_2 + 0.0790123456790123*G0_2_1 + 0.158024691358025*G0_2_2;

3152

A[145] = -0.118518518518519*G0_1_1 + 0.0423280423280424*G0_1_2 - 0.0310405643738977*G0_2_1 - 0.090299823633157*G0_2_2;

3153

A[146] = 0.0451499118165786*G0_1_1 - 0.033862433862434*G0_1_2 + 0.0112874779541446*G0_2_1 + 0.0451499118165784*G0_2_2;

3154

A[147] = 0.0225749559082892*G0_1_0 + 0.0112874779541448*G0_1_2 + 0.0112874779541446*G0_2_0 + 0.0112874779541447*G0_2_2;

3155

A[148] = 0.0169312169312168*G0_1_0 + 0.0141093474426806*G0_1_2 + 0.00282186948853605*G0_2_0 + 0.00282186948853609*G0_2_2;

3156

A[149] = 0.0451499118165786*G0_1_0 + 0.0338624338624339*G0_1_2 + 0.0112874779541446*G0_2_0 + 0.0112874779541446*G0_2_2;

3157

A[150] = 0.0338624338624337*G0_1_0 + 0.0112874779541447*G0_1_1 + 0.0451499118165782*G0_2_0 + 0.0112874779541447*G0_2_1;

3158

A[151] = -0.0592592592592593*G0_1_0 - 0.0423280423280426*G0_1_1 - 0.0902998236331568*G0_2_0 - 0.031040564373898*G0_2_1;

3159

A[152] = 0.0790123456790124*G0_1_0 + 0.101587301587302*G0_1_1 + 0.158024691358025*G0_2_0 + 0.0790123456790125*G0_2_1;

3160

A[153] = -0.0225749559082892*G0_1_0 - 0.0225749559082892*G0_1_1 - 0.0112874779541445*G0_1_2 - 0.0112874779541446*G0_2_0 - 0.0112874779541446*G0_2_1;

3161

A[154] = -0.016931216931217*G0_1_0 - 0.0169312169312169*G0_1_1 - 0.00282186948853615*G0_1_2 - 0.00282186948853626*G0_2_0 - 0.00282186948853626*G0_2_1;

3162

A[155] = -0.0451499118165785*G0_1_0 - 0.0451499118165786*G0_1_1 - 0.0112874779541448*G0_1_2 - 0.0112874779541446*G0_2_0 - 0.0112874779541446*G0_2_1;

3163

A[156] = -0.0338624338624337*G0_1_0 - 0.022574955908289*G0_1_1 - 0.0338624338624337*G0_1_2 - 0.0451499118165783*G0_2_0 - 0.0338624338624336*G0_2_1 - 0.0451499118165783*G0_2_2;

3164

A[157] = 0.0592592592592593*G0_1_0 + 0.0169312169312168*G0_1_1 + 0.0592592592592593*G0_1_2 + 0.0902998236331569*G0_2_0 + 0.0592592592592589*G0_2_1 + 0.0902998236331569*G0_2_2;

3165

A[158] = -0.0790123456790124*G0_1_0 + 0.0225749559082892*G0_1_1 - 0.0790123456790124*G0_1_2 - 0.158024691358025*G0_2_0 - 0.0790123456790121*G0_2_1 - 0.158024691358025*G0_2_2;

3166

A[159] = -0.0112874779541446*G0_1_1 - 0.0112874779541446*G0_1_2 - 0.0112874779541446*G0_2_1 - 0.0112874779541446*G0_2_2;

3167

A[160] = -0.00282186948853622*G0_1_1 - 0.0028218694885362*G0_1_2 - 0.00282186948853619*G0_2_1 - 0.00282186948853616*G0_2_2;

3168

A[161] = -0.0112874779541448*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0112874779541447*G0_2_2;

3169

A[162] = -0.0677248677248676*G0_1_0 + 0.0225749559082892*G0_1_1 - 0.033862433862434*G0_1_2 - 0.0225749559082891*G0_2_0 + 0.0112874779541446*G0_2_1 - 0.0225749559082893*G0_2_2;

3170

A[163] = 0.203174603174604*G0_1_0 - 0.0677248677248673*G0_1_1 + 0.101587301587302*G0_1_2 + 0.112874779541446*G0_2_0 + 0.0112874779541449*G0_2_1 + 0.112874779541446*G0_2_2;

3171

A[164] = -0.0677248677248678*G0_1_0 + 0.0677248677248676*G0_1_1 - 0.0338624338624337*G0_1_2 - 0.0225749559082893*G0_2_0 + 0.0112874779541444*G0_2_1 - 0.0225749559082893*G0_2_2;

3172

A[165] = 0.0677248677248672*G0_1_0 + 0.0902998236331565*G0_1_1 + 0.0338624338624335*G0_1_2 + 0.0225749559082891*G0_2_0 + 0.0338624338624337*G0_2_1;

3173

A[166] = -0.203174603174603*G0_1_0 - 0.270899470899471*G0_1_1 - 0.101587301587302*G0_1_2 - 0.112874779541446*G0_2_0 - 0.101587301587302*G0_2_1;

3174

A[167] = 0.0677248677248677*G0_1_0 + 0.135449735449735*G0_1_1 + 0.0338624338624343*G0_1_2 + 0.0225749559082893*G0_2_0 + 0.0338624338624339*G0_2_1;

3175

A[168] = -0.0225749559082897*G0_1_1 - 0.0112874779541448*G0_1_2 - 0.0112874779541449*G0_2_1;

3176

A[169] = -0.0225749559082892*G0_1_1 - 0.0112874779541445*G0_1_2 - 0.0112874779541447*G0_2_1;

3177

A[170] = -0.0677248677248677*G0_1_1 - 0.0112874779541444*G0_1_2 - 0.0112874779541444*G0_2_1;

3178

A[171] = 0.0451499118165782*G0_1_1 + 0.0338624338624333*G0_1_2 + 0.0338624338624336*G0_2_1 + 0.022574955908289*G0_2_2;

3179

A[172] = 0.0451499118165788*G0_1_1 + 0.0338624338624339*G0_1_2 + 0.0338624338624341*G0_2_1 + 0.0225749559082892*G0_2_2;

3180

A[173] = -0.135449735449735*G0_1_1 - 0.101587301587302*G0_1_2 - 0.101587301587302*G0_2_1 - 0.112874779541446*G0_2_2;

3181

A[174] = 0.0902998236331573*G0_1_1;

3182

A[175] = 0.00511463844797184*G0_1_0 + 0.00511463844797184*G0_1_1 + 0.00511463844797184*G0_1_2 + 0.00511463844797176*G0_2_0 + 0.00511463844797176*G0_2_1 + 0.00511463844797177*G0_2_2;

3183

A[176] = -0.00511463844797179*G0_1_0 - 0.00511463844797181*G0_2_0;

3184

A[177] = 0.0202821869488537*G0_1_1 - 0.0326278659611993*G0_2_1;

3185

A[178] = -0.0326278659611994*G0_1_2 + 0.0202821869488537*G0_2_2;

3186

A[179] = -0.118518518518519*G0_1_1 - 0.0310405643738977*G0_1_2 + 0.0423280423280424*G0_2_1 - 0.090299823633157*G0_2_2;

3187

A[180] = 0.24973544973545*G0_1_1 + 0.0825396825396823*G0_1_2 + 0.0825396825396823*G0_2_1 + 0.24973544973545*G0_2_2;

3188

A[181] = -0.090299823633157*G0_1_1 + 0.0423280423280424*G0_1_2 - 0.0310405643738975*G0_2_1 - 0.118518518518519*G0_2_2;

3189

A[182] = 0.0169312169312167*G0_1_0 + 0.00282186948853597*G0_1_2 + 0.0141093474426805*G0_2_0 + 0.00282186948853595*G0_2_2;

3190

A[183] = -0.0211640211640208*G0_1_0 - 0.0105820105820104*G0_1_2 - 0.0105820105820102*G0_2_0 - 0.0134038800705465*G0_2_2;

3191

A[184] = -0.090299823633157*G0_1_0 - 0.0592592592592592*G0_1_2 - 0.0310405643738975*G0_2_0 - 0.0423280423280422*G0_2_2;

3192

A[185] = 0.0141093474426806*G0_1_0 + 0.00282186948853597*G0_1_1 + 0.0169312169312168*G0_2_0 + 0.00282186948853597*G0_2_1;

3193

A[186] = -0.0105820105820105*G0_1_0 - 0.0134038800705466*G0_1_1 - 0.0211640211640212*G0_2_0 - 0.0105820105820106*G0_2_1;

3194

A[187] = -0.0310405643738977*G0_1_0 - 0.0423280423280423*G0_1_1 - 0.090299823633157*G0_2_0 - 0.0592592592592592*G0_2_1;

3195

A[188] = -0.0169312169312169*G0_1_0 - 0.0169312169312169*G0_1_1 - 0.0141093474426809*G0_1_2 - 0.0141093474426808*G0_2_0 - 0.0141093474426808*G0_2_1 - 0.0112874779541446*G0_2_2;

3196

A[189] = 0.0211640211640212*G0_1_0 + 0.0211640211640213*G0_1_1 + 0.0105820105820107*G0_1_2 + 0.0105820105820107*G0_2_0 + 0.0105820105820108*G0_2_1 - 0.00282186948853619*G0_2_2;

3197

A[190] = 0.090299823633157*G0_1_0 + 0.090299823633157*G0_1_1 + 0.0310405643738977*G0_1_2 + 0.0310405643738976*G0_2_0 + 0.0310405643738975*G0_2_1 - 0.0112874779541448*G0_2_2;

3198

A[191] = -0.0141093474426808*G0_1_0 - 0.0112874779541447*G0_1_1 - 0.0141093474426808*G0_1_2 - 0.0169312169312169*G0_2_0 - 0.0141093474426807*G0_2_1 - 0.0169312169312169*G0_2_2;

3199

A[192] = 0.0105820105820105*G0_1_0 - 0.00282186948853623*G0_1_1 + 0.0105820105820105*G0_1_2 + 0.0211640211640211*G0_2_0 + 0.0105820105820105*G0_2_1 + 0.021164021164021*G0_2_2;

3200

A[193] = 0.0310405643738977*G0_1_0 - 0.0112874779541446*G0_1_1 + 0.0310405643738977*G0_1_2 + 0.0902998236331569*G0_2_0 + 0.0310405643738978*G0_2_1 + 0.0902998236331569*G0_2_2;

3201

A[194] = -0.00282186948853607*G0_1_1 - 0.0028218694885361*G0_1_2 - 0.00282186948853611*G0_2_1 - 0.0028218694885361*G0_2_2;

3202

A[195] = -0.0091710758377426*G0_1_1 - 0.0091710758377426*G0_1_2 - 0.00917107583774263*G0_2_1 - 0.00917107583774263*G0_2_2;

3203

A[196] = -0.00282186948853592*G0_1_1 - 0.00282186948853597*G0_1_2 - 0.00282186948853597*G0_2_1 - 0.002821869488536*G0_2_2;

3204

A[197] = -0.0846560846560843*G0_1_0 - 0.0169312169312168*G0_1_1 - 0.0197530864197531*G0_1_2 - 0.0846560846560845*G0_2_0 - 0.019753086419753*G0_2_1 - 0.0169312169312172*G0_2_2;

3205

A[198] = 0.0507936507936505*G0_1_0 + 0.118518518518518*G0_1_1 - 0.0423280423280423*G0_1_2 + 0.186243386243386*G0_2_0 + 0.0931216931216929*G0_2_1 - 0.0846560846560846*G0_2_2;

3206

A[199] = 0.186243386243386*G0_1_0 - 0.0846560846560844*G0_1_1 + 0.0931216931216931*G0_1_2 + 0.0507936507936506*G0_2_0 - 0.0423280423280419*G0_2_1 + 0.118518518518519*G0_2_2;

3207

A[200] = 0.0846560846560852*G0_1_0 + 0.0677248677248679*G0_1_1 + 0.0649029982363318*G0_1_2 + 0.0846560846560848*G0_2_0 + 0.0649029982363315*G0_2_1 + 0.0677248677248677*G0_2_2;

3208

A[201] = -0.0507936507936505*G0_1_0 + 0.0677248677248675*G0_1_1 - 0.0931216931216928*G0_1_2 - 0.186243386243386*G0_2_0 - 0.0931216931216932*G0_2_1 - 0.270899470899471*G0_2_2;

3209

A[202] = -0.186243386243386*G0_1_0 - 0.270899470899471*G0_1_1 - 0.0931216931216934*G0_1_2 - 0.0507936507936506*G0_2_0 - 0.093121693121693*G0_2_1 + 0.0677248677248677*G0_2_2;

3210

A[203] = 0.0169312169312174*G0_1_1 + 0.0197530864197532*G0_1_2 + 0.0197530864197534*G0_2_1 + 0.0225749559082894*G0_2_2;

3211

A[204] = 0.0169312169312168*G0_1_1 + 0.0197530864197529*G0_1_2 + 0.0197530864197531*G0_2_1 + 0.0225749559082891*G0_2_2;

3212

A[205] = 0.0846560846560844*G0_1_1 + 0.0423280423280421*G0_1_2 + 0.0423280423280418*G0_2_1 + 0.0225749559082889*G0_2_2;

3213

A[206] = 0.0225749559082894*G0_1_1 + 0.0197530864197536*G0_1_2 + 0.0197530864197532*G0_2_1 + 0.0169312169312172*G0_2_2;

3214

A[207] = 0.0225749559082892*G0_1_1 + 0.0197530864197532*G0_1_2 + 0.0197530864197532*G0_2_1 + 0.0169312169312173*G0_2_2;

3215

A[208] = 0.022574955908289*G0_1_1 + 0.0423280423280422*G0_1_2 + 0.0423280423280421*G0_2_1 + 0.0846560846560845*G0_2_2;

3216

A[209] = -0.135449735449736*G0_1_1 - 0.112874779541447*G0_1_2 - 0.112874779541446*G0_2_1 - 0.135449735449736*G0_2_2;

3217

A[210] = 0.00776014109347437*G0_1_0 + 0.00776014109347439*G0_1_1 + 0.00776014109347438*G0_1_2 + 0.00776014109347444*G0_2_0 + 0.00776014109347445*G0_2_1 + 0.00776014109347443*G0_2_2;

3218

A[211] = -0.00776014109347437*G0_1_0 - 0.00776014109347436*G0_2_0;

3219

A[212] = -0.00776014109347447*G0_1_1 + 0.017636684303351*G0_2_1;

3220

A[213] = 0.0458553791887125*G0_1_2 - 0.0246913580246914*G0_2_2;

3221

A[214] = 0.0451499118165785*G0_1_1 + 0.0112874779541446*G0_1_2 - 0.033862433862434*G0_2_1 + 0.0451499118165784*G0_2_2;

3222

A[215] = -0.090299823633157*G0_1_1 - 0.0310405643738975*G0_1_2 + 0.0423280423280424*G0_2_1 - 0.118518518518519*G0_2_2;

3223

A[216] = 0.158024691358024*G0_1_1 + 0.0790123456790122*G0_1_2 + 0.0790123456790122*G0_2_1 + 0.203174603174603*G0_2_2;

3224

A[217] = 0.0451499118165784*G0_1_0 + 0.0112874779541447*G0_1_2 + 0.0338624338624339*G0_2_0 + 0.0112874779541447*G0_2_2;

3225

A[218] = -0.0902998236331568*G0_1_0 - 0.0310405643738977*G0_1_2 - 0.0592592592592593*G0_2_0 - 0.0423280423280424*G0_2_2;

3226

A[219] = 0.158024691358024*G0_1_0 + 0.0790123456790122*G0_1_2 + 0.0790123456790122*G0_2_0 + 0.101587301587302*G0_2_2;

3227

A[220] = 0.0112874779541446*G0_1_0 + 0.0112874779541447*G0_1_1 + 0.0225749559082892*G0_2_0 + 0.0112874779541447*G0_2_1;

3228

A[221] = 0.00282186948853621*G0_1_0 + 0.0028218694885361*G0_1_1 + 0.0169312169312171*G0_2_0 + 0.0141093474426808*G0_2_1;

3229

A[222] = 0.0112874779541446*G0_1_0 + 0.0112874779541447*G0_1_1 + 0.0451499118165784*G0_2_0 + 0.0338624338624338*G0_2_1;

3230

A[223] = -0.0451499118165785*G0_1_0 - 0.0451499118165785*G0_1_1 - 0.0338624338624338*G0_1_2 - 0.0338624338624339*G0_2_0 - 0.0338624338624339*G0_2_1 - 0.0225749559082893*G0_2_2;

3231

A[224] = 0.0902998236331567*G0_1_0 + 0.0902998236331567*G0_1_1 + 0.059259259259259*G0_1_2 + 0.0592592592592593*G0_2_0 + 0.0592592592592592*G0_2_1 + 0.0169312169312169*G0_2_2;

3232

A[225] = -0.158024691358024*G0_1_0 - 0.158024691358024*G0_1_1 - 0.0790123456790122*G0_1_2 - 0.0790123456790123*G0_2_0 - 0.0790123456790122*G0_2_1 + 0.0225749559082894*G0_2_2;

3233

A[226] = -0.0112874779541447*G0_1_0 - 0.0112874779541447*G0_1_2 - 0.0225749559082893*G0_2_0 - 0.0112874779541447*G0_2_1 - 0.0225749559082893*G0_2_2;

3234

A[227] = -0.00282186948853613*G0_1_0 - 0.0028218694885361*G0_1_2 - 0.0169312169312169*G0_2_0 - 0.00282186948853613*G0_2_1 - 0.0169312169312169*G0_2_2;

3235

A[228] = -0.0112874779541446*G0_1_0 - 0.0112874779541446*G0_1_2 - 0.0451499118165783*G0_2_0 - 0.0112874779541446*G0_2_1 - 0.0451499118165783*G0_2_2;

3236

A[229] = -0.0112874779541447*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0112874779541447*G0_2_2;

3237

A[230] = -0.00282186948853617*G0_1_1 - 0.00282186948853616*G0_1_2 - 0.00282186948853618*G0_2_1 - 0.00282186948853616*G0_2_2;

3238

A[231] = -0.0112874779541447*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0112874779541447*G0_2_2;

3239

A[232] = -0.0225749559082892*G0_1_0 - 0.0225749559082893*G0_1_1 + 0.0112874779541447*G0_1_2 - 0.0677248677248674*G0_2_0 - 0.0338624338624339*G0_2_1 + 0.0225749559082895*G0_2_2;

3240

A[233] = -0.0225749559082889*G0_1_0 - 0.022574955908289*G0_1_1 + 0.0112874779541448*G0_1_2 - 0.0677248677248678*G0_2_0 - 0.0338624338624336*G0_2_1 + 0.0677248677248676*G0_2_2;

3241

A[234] = 0.112874779541446*G0_1_0 + 0.112874779541446*G0_1_1 + 0.0112874779541445*G0_1_2 + 0.203174603174603*G0_2_0 + 0.101587301587301*G0_2_1 - 0.0677248677248677*G0_2_2;

3242

A[235] = 0.0225749559082893*G0_1_0 + 0.0338624338624339*G0_1_2 + 0.0677248677248678*G0_2_0 + 0.0338624338624339*G0_2_1 + 0.0902998236331571*G0_2_2;

3243

A[236] = 0.0225749559082889*G0_1_0 + 0.0338624338624335*G0_1_2 + 0.0677248677248677*G0_2_0 + 0.0338624338624339*G0_2_1 + 0.135449735449735*G0_2_2;

3244

A[237] = -0.112874779541446*G0_1_0 - 0.101587301587301*G0_1_2 - 0.203174603174603*G0_2_0 - 0.101587301587302*G0_2_1 - 0.270899470899471*G0_2_2;

3245

A[238] = 0.0225749559082893*G0_1_1 + 0.033862433862434*G0_1_2 + 0.033862433862434*G0_2_1 + 0.0451499118165787*G0_2_2;

3246

A[239] = 0.0225749559082893*G0_1_1 + 0.0338624338624341*G0_1_2 + 0.0338624338624338*G0_2_1 + 0.0451499118165786*G0_2_2;

3247

A[240] = -0.112874779541446*G0_1_1 - 0.101587301587302*G0_1_2 - 0.101587301587301*G0_2_1 - 0.135449735449735*G0_2_2;

3248

A[241] = -0.0112874779541447*G0_1_2 - 0.0112874779541446*G0_2_1 - 0.0225749559082893*G0_2_2;

3249

A[242] = -0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0225749559082895*G0_2_2;

3250

A[243] = -0.0112874779541447*G0_1_2 - 0.0112874779541445*G0_2_1 - 0.0677248677248676*G0_2_2;

3251

A[244] = 0.090299823633157*G0_2_2;

3252

A[245] = 0.00776014109347433*G0_0_0 + 0.00776014109347433*G0_0_1 + 0.00776014109347432*G0_0_2 + 0.00776014109347437*G0_2_0 + 0.00776014109347437*G0_2_1 + 0.00776014109347437*G0_2_2;

3253

A[246] = -0.0246913580246912*G0_0_0 + 0.0458553791887125*G0_2_0;

3254

A[247] = -0.00776014109347445*G0_0_1 - 0.00776014109347446*G0_2_1;

3255

A[248] = 0.0176366843033509*G0_0_2 - 0.00776014109347444*G0_2_2;

3256

A[249] = 0.0225749559082892*G0_0_1 + 0.0112874779541446*G0_0_2 + 0.0112874779541448*G0_2_1 + 0.0112874779541447*G0_2_2;

3257

A[250] = 0.0169312169312167*G0_0_1 + 0.0141093474426805*G0_0_2 + 0.00282186948853597*G0_2_1 + 0.00282186948853595*G0_2_2;

3258

A[251] = 0.0451499118165784*G0_0_1 + 0.0338624338624339*G0_0_2 + 0.0112874779541447*G0_2_1 + 0.0112874779541447*G0_2_2;

3259

A[252] = 0.203174603174603*G0_0_0 + 0.0790123456790121*G0_0_2 + 0.0790123456790121*G0_2_0 + 0.158024691358024*G0_2_2;

3260

A[253] = -0.118518518518518*G0_0_0 + 0.0423280423280424*G0_0_2 - 0.0310405643738975*G0_2_0 - 0.0902998236331568*G0_2_2;

3261

A[254] = 0.0451499118165784*G0_0_0 - 0.0338624338624338*G0_0_2 + 0.0112874779541446*G0_2_0 + 0.0451499118165785*G0_2_2;

3262

A[255] = 0.101587301587301*G0_0_0 + 0.079012345679012*G0_0_1 + 0.0790123456790119*G0_2_0 + 0.158024691358024*G0_2_1;

3263

A[256] = -0.0423280423280421*G0_0_0 - 0.0592592592592593*G0_0_1 - 0.0310405643738976*G0_2_0 - 0.0902998236331571*G0_2_1;

3264

A[257] = 0.0112874779541446*G0_0_0 + 0.033862433862434*G0_0_1 + 0.0112874779541447*G0_2_0 + 0.0451499118165786*G0_2_1;

3265

A[258] = -0.0225749559082892*G0_0_0 - 0.0225749559082893*G0_0_1 - 0.0112874779541445*G0_0_2 - 0.0112874779541447*G0_2_0 - 0.0112874779541447*G0_2_1;

3266

A[259] = -0.0169312169312168*G0_0_0 - 0.0169312169312168*G0_0_1 - 0.00282186948853617*G0_0_2 - 0.00282186948853604*G0_2_0 - 0.00282186948853606*G0_2_1;

3267

A[260] = -0.0451499118165784*G0_0_0 - 0.0451499118165785*G0_0_1 - 0.0112874779541446*G0_0_2 - 0.0112874779541447*G0_2_0 - 0.0112874779541447*G0_2_1;

3268

A[261] = -0.0112874779541446*G0_0_0 - 0.0112874779541447*G0_0_2 - 0.0112874779541447*G0_2_0 - 0.0112874779541447*G0_2_2;

3269

A[262] = -0.00282186948853607*G0_0_0 - 0.00282186948853609*G0_0_2 - 0.0028218694885361*G0_2_0 - 0.0028218694885361*G0_2_2;

3270

A[263] = -0.0112874779541447*G0_0_0 - 0.0112874779541446*G0_0_2 - 0.0112874779541447*G0_2_0 - 0.0112874779541447*G0_2_2;

3271

A[264] = -0.0225749559082891*G0_0_0 - 0.0338624338624338*G0_0_1 - 0.0338624338624338*G0_0_2 - 0.0338624338624337*G0_2_0 - 0.0451499118165784*G0_2_1 - 0.0451499118165784*G0_2_2;

3272

A[265] = 0.0169312169312168*G0_0_0 + 0.0592592592592591*G0_0_1 + 0.0592592592592591*G0_0_2 + 0.0592592592592591*G0_2_0 + 0.0902998236331567*G0_2_1 + 0.0902998236331568*G0_2_2;

3273

A[266] = 0.0225749559082892*G0_0_0 - 0.0790123456790122*G0_0_1 - 0.0790123456790121*G0_0_2 - 0.0790123456790122*G0_2_0 - 0.158024691358024*G0_2_1 - 0.158024691358024*G0_2_2;

3274

A[267] = -0.0677248677248674*G0_0_0 + 0.203174603174603*G0_0_1 + 0.101587301587301*G0_0_2 + 0.0112874779541446*G0_2_0 + 0.112874779541446*G0_2_1 + 0.112874779541445*G0_2_2;

3275

A[268] = 0.0225749559082891*G0_0_0 - 0.0677248677248676*G0_0_1 - 0.0338624338624336*G0_0_2 + 0.0112874779541449*G0_2_0 - 0.0225749559082891*G0_2_1 - 0.0225749559082889*G0_2_2;

3276

A[269] = 0.0677248677248676*G0_0_0 - 0.0677248677248674*G0_0_1 - 0.0338624338624337*G0_0_2 + 0.0112874779541446*G0_2_0 - 0.0225749559082889*G0_2_1 - 0.0225749559082891*G0_2_2;

3277

A[270] = -0.0225749559082893*G0_0_0 - 0.0112874779541446*G0_0_2 - 0.0112874779541448*G0_2_0;

3278

A[271] = -0.0225749559082893*G0_0_0 - 0.0112874779541446*G0_0_2 - 0.0112874779541449*G0_2_0;

3279

A[272] = -0.0677248677248676*G0_0_0 - 0.0112874779541447*G0_0_2 - 0.0112874779541446*G0_2_0;

3280

A[273] = 0.0902998236331566*G0_0_0 + 0.0677248677248673*G0_0_1 + 0.0338624338624339*G0_0_2 + 0.0338624338624337*G0_2_0 + 0.0225749559082891*G0_2_1;

3281

A[274] = -0.27089947089947*G0_0_0 - 0.203174603174603*G0_0_1 - 0.101587301587301*G0_0_2 - 0.101587301587301*G0_2_0 - 0.112874779541446*G0_2_1;

3282

A[275] = 0.135449735449735*G0_0_0 + 0.0677248677248673*G0_0_1 + 0.0338624338624337*G0_0_2 + 0.0338624338624334*G0_2_0 + 0.022574955908289*G0_2_1;

3283

A[276] = 0.0451499118165781*G0_0_0 + 0.0338624338624333*G0_0_2 + 0.0338624338624336*G0_2_0 + 0.0225749559082889*G0_2_2;

3284

A[277] = -0.135449735449734*G0_0_0 - 0.101587301587301*G0_0_2 - 0.101587301587301*G0_2_0 - 0.112874779541446*G0_2_2;

3285

A[278] = 0.0451499118165783*G0_0_0 + 0.0338624338624337*G0_0_2 + 0.0338624338624337*G0_2_0 + 0.022574955908289*G0_2_2;

3286

A[279] = 0.0902998236331567*G0_0_0;

3287

A[280] = 0.00511463844797189*G0_0_0 + 0.00511463844797188*G0_0_1 + 0.0051146384479719*G0_0_2 + 0.00511463844797185*G0_2_0 + 0.00511463844797184*G0_2_1 + 0.00511463844797185*G0_2_2;

3288

A[281] = 0.0202821869488536*G0_0_0 - 0.0326278659611993*G0_2_0;

3289

A[282] = -0.00511463844797178*G0_0_1 - 0.00511463844797172*G0_2_1;

3290

A[283] = -0.0326278659611992*G0_0_2 + 0.0202821869488536*G0_2_2;

3291

A[284] = 0.0169312169312168*G0_0_1 + 0.00282186948853605*G0_0_2 + 0.0141093474426806*G0_2_1 + 0.00282186948853609*G0_2_2;

3292

A[285] = -0.0211640211640208*G0_0_1 - 0.0105820105820102*G0_0_2 - 0.0105820105820104*G0_2_1 - 0.0134038800705465*G0_2_2;

3293

A[286] = -0.0902998236331568*G0_0_1 - 0.0592592592592593*G0_0_2 - 0.0310405643738977*G0_2_1 - 0.0423280423280424*G0_2_2;

3294

A[287] = -0.118518518518518*G0_0_0 - 0.0310405643738975*G0_0_2 + 0.0423280423280424*G0_2_0 - 0.0902998236331567*G0_2_2;

3295

A[288] = 0.249735449735449*G0_0_0 + 0.0825396825396821*G0_0_2 + 0.0825396825396821*G0_2_0 + 0.249735449735449*G0_2_2;

3296

A[289] = -0.0902998236331567*G0_0_0 + 0.0423280423280422*G0_0_2 - 0.0310405643738977*G0_2_0 - 0.118518518518518*G0_2_2;

3297

A[290] = -0.0423280423280421*G0_0_0 - 0.0310405643738975*G0_0_1 - 0.059259259259259*G0_2_0 - 0.0902998236331568*G0_2_1;

3298

A[291] = -0.0134038800705468*G0_0_0 - 0.0105820105820105*G0_0_1 - 0.0105820105820106*G0_2_0 - 0.0211640211640209*G0_2_1;

3299

A[292] = 0.00282186948853606*G0_0_0 + 0.0141093474426806*G0_0_1 + 0.00282186948853613*G0_2_0 + 0.0169312169312167*G0_2_1;

3300

A[293] = -0.0169312169312169*G0_0_0 - 0.0169312169312169*G0_0_1 - 0.014109347442681*G0_0_2 - 0.0141093474426808*G0_2_0 - 0.0141093474426808*G0_2_1 - 0.0112874779541447*G0_2_2;

3301

A[294] = 0.0211640211640212*G0_0_0 + 0.0211640211640212*G0_0_1 + 0.0105820105820109*G0_0_2 + 0.0105820105820105*G0_2_0 + 0.0105820105820105*G0_2_1 - 0.00282186948853589*G0_2_2;

3302

A[295] = 0.0902998236331568*G0_0_0 + 0.0902998236331568*G0_0_1 + 0.0310405643738974*G0_0_2 + 0.0310405643738977*G0_2_0 + 0.0310405643738977*G0_2_1 - 0.0112874779541449*G0_2_2;

3303

A[296] = -0.00282186948853601*G0_0_0 - 0.00282186948853599*G0_0_2 - 0.00282186948853615*G0_2_0 - 0.00282186948853613*G0_2_2;

3304

A[297] = -0.00917107583774251*G0_0_0 - 0.00917107583774253*G0_0_2 - 0.00917107583774246*G0_2_0 - 0.00917107583774248*G0_2_2;

3305

A[298] = -0.00282186948853602*G0_0_0 - 0.00282186948853604*G0_0_2 - 0.00282186948853608*G0_2_0 - 0.00282186948853612*G0_2_2;

3306

A[299] = -0.0112874779541448*G0_0_0 - 0.0141093474426806*G0_0_1 - 0.0141093474426806*G0_0_2 - 0.0141093474426808*G0_2_0 - 0.0169312169312168*G0_2_1 - 0.0169312169312168*G0_2_2;

3307

A[300] = -0.00282186948853607*G0_0_0 + 0.0105820105820105*G0_0_1 + 0.0105820105820104*G0_0_2 + 0.0105820105820105*G0_2_0 + 0.021164021164021*G0_2_1 + 0.021164021164021*G0_2_2;

3308

A[301] = -0.0112874779541446*G0_0_0 + 0.0310405643738976*G0_0_1 + 0.0310405643738976*G0_0_2 + 0.0310405643738978*G0_2_0 + 0.0902998236331568*G0_2_1 + 0.0902998236331568*G0_2_2;

3309

A[302] = 0.118518518518518*G0_0_0 + 0.0507936507936506*G0_0_1 - 0.042328042328042*G0_0_2 + 0.0931216931216929*G0_2_0 + 0.186243386243386*G0_2_1 - 0.0846560846560841*G0_2_2;

3310

A[303] = -0.0169312169312166*G0_0_0 - 0.0846560846560842*G0_0_1 - 0.0197530864197531*G0_0_2 - 0.0197530864197532*G0_2_0 - 0.0846560846560844*G0_2_1 - 0.016931216931217*G0_2_2;

3311

A[304] = -0.0846560846560846*G0_0_0 + 0.186243386243385*G0_0_1 + 0.0931216931216927*G0_0_2 - 0.0423280423280425*G0_2_0 + 0.0507936507936501*G0_2_1 + 0.118518518518518*G0_2_2;

3312

A[305] = 0.0169312169312168*G0_0_0 + 0.019753086419753*G0_0_2 + 0.019753086419753*G0_2_0 + 0.0225749559082894*G0_2_2;

3313

A[306] = 0.0169312169312168*G0_0_0 + 0.0197530864197529*G0_0_2 + 0.0197530864197532*G0_2_0 + 0.0225749559082891*G0_2_2;

3314

A[307] = 0.0846560846560845*G0_0_0 + 0.0423280423280424*G0_0_2 + 0.0423280423280424*G0_2_0 + 0.0225749559082894*G0_2_2;

3315

A[308] = 0.0677248677248674*G0_0_0 + 0.0846560846560842*G0_0_1 + 0.0649029982363311*G0_0_2 + 0.0649029982363313*G0_2_0 + 0.0846560846560839*G0_2_1 + 0.0677248677248672*G0_2_2;

3316

A[309] = 0.0677248677248675*G0_0_0 - 0.0507936507936507*G0_0_1 - 0.0931216931216926*G0_0_2 - 0.0931216931216929*G0_2_0 - 0.186243386243386*G0_2_1 - 0.27089947089947*G0_2_2;

3317

A[310] = -0.27089947089947*G0_0_0 - 0.186243386243385*G0_0_1 - 0.0931216931216927*G0_0_2 - 0.0931216931216926*G0_2_0 - 0.0507936507936501*G0_2_1 + 0.067724867724868*G0_2_2;

3318

A[311] = 0.022574955908289*G0_0_0 + 0.019753086419753*G0_0_2 + 0.019753086419753*G0_2_0 + 0.0169312169312167*G0_2_2;

3319

A[312] = 0.0225749559082891*G0_0_0 + 0.042328042328042*G0_0_2 + 0.0423280423280421*G0_2_0 + 0.0846560846560841*G0_2_2;

3320

A[313] = 0.0225749559082892*G0_0_0 + 0.019753086419753*G0_0_2 + 0.019753086419753*G0_2_0 + 0.016931216931217*G0_2_2;

3321

A[314] = -0.135449735449735*G0_0_0 - 0.112874779541446*G0_0_2 - 0.112874779541446*G0_2_0 - 0.135449735449735*G0_2_2;

3322

A[315] = 0.00776014109347437*G0_0_0 + 0.00776014109347439*G0_0_1 + 0.00776014109347438*G0_0_2 + 0.00776014109347441*G0_2_0 + 0.00776014109347442*G0_2_1 + 0.00776014109347441*G0_2_2;

3323

A[316] = -0.00776014109347435*G0_0_0 + 0.017636684303351*G0_2_0;

3324

A[317] = -0.00776014109347448*G0_0_1 - 0.00776014109347447*G0_2_1;

3325

A[318] = 0.0458553791887125*G0_0_2 - 0.0246913580246914*G0_2_2;

3326

A[319] = 0.0451499118165786*G0_0_1 + 0.0112874779541446*G0_0_2 + 0.0338624338624339*G0_2_1 + 0.0112874779541446*G0_2_2;

3327

A[320] = -0.090299823633157*G0_0_1 - 0.0310405643738975*G0_0_2 - 0.0592592592592592*G0_2_1 - 0.0423280423280422*G0_2_2;

3328

A[321] = 0.158024691358024*G0_0_1 + 0.0790123456790122*G0_0_2 + 0.0790123456790122*G0_2_1 + 0.101587301587302*G0_2_2;

3329

A[322] = 0.0451499118165783*G0_0_0 + 0.0112874779541446*G0_0_2 - 0.0338624338624338*G0_2_0 + 0.0451499118165785*G0_2_2;

3330

A[323] = -0.0902998236331568*G0_0_0 - 0.0310405643738977*G0_0_2 + 0.0423280423280422*G0_2_0 - 0.118518518518518*G0_2_2;

3331

A[324] = 0.158024691358024*G0_0_0 + 0.0790123456790123*G0_0_2 + 0.0790123456790123*G0_2_0 + 0.203174603174603*G0_2_2;

3332

A[325] = 0.0112874779541446*G0_0_0 + 0.0112874779541447*G0_0_1 + 0.0338624338624338*G0_2_0 + 0.0451499118165785*G0_2_1;

3333

A[326] = 0.0028218694885362*G0_0_0 + 0.0028218694885361*G0_0_1 + 0.0141093474426808*G0_2_0 + 0.0169312169312168*G0_2_1;

3334

A[327] = 0.0112874779541446*G0_0_0 + 0.0112874779541447*G0_0_1 + 0.0112874779541446*G0_2_0 + 0.0225749559082893*G0_2_1;

3335

A[328] = -0.0451499118165785*G0_0_0 - 0.0451499118165785*G0_0_1 - 0.0338624338624338*G0_0_2 - 0.0338624338624339*G0_2_0 - 0.0338624338624339*G0_2_1 - 0.0225749559082893*G0_2_2;

3336

A[329] = 0.0902998236331567*G0_0_0 + 0.0902998236331568*G0_0_1 + 0.059259259259259*G0_0_2 + 0.0592592592592592*G0_2_0 + 0.0592592592592592*G0_2_1 + 0.0169312169312169*G0_2_2;

3337

A[330] = -0.158024691358024*G0_0_0 - 0.158024691358024*G0_0_1 - 0.0790123456790121*G0_0_2 - 0.0790123456790123*G0_2_0 - 0.0790123456790122*G0_2_1 + 0.0225749559082893*G0_2_2;

3338

A[331] = -0.0112874779541447*G0_0_0 - 0.0112874779541447*G0_0_2 - 0.0112874779541446*G0_2_0 - 0.0112874779541446*G0_2_2;

3339

A[332] = -0.00282186948853611*G0_0_0 - 0.00282186948853608*G0_0_2 - 0.0028218694885361*G0_2_0 - 0.00282186948853608*G0_2_2;

3340

A[333] = -0.0112874779541446*G0_0_0 - 0.0112874779541446*G0_0_2 - 0.0112874779541446*G0_2_0 - 0.0112874779541445*G0_2_2;

3341

A[334] = -0.0112874779541447*G0_0_1 - 0.0112874779541447*G0_0_2 - 0.0112874779541446*G0_2_0 - 0.0225749559082893*G0_2_1 - 0.0225749559082892*G0_2_2;

3342

A[335] = -0.00282186948853618*G0_0_1 - 0.00282186948853617*G0_0_2 - 0.00282186948853619*G0_2_0 - 0.0169312169312171*G0_2_1 - 0.016931216931217*G0_2_2;

3343

A[336] = -0.0112874779541447*G0_0_1 - 0.0112874779541447*G0_0_2 - 0.0112874779541446*G0_2_0 - 0.0451499118165785*G0_2_1 - 0.0451499118165785*G0_2_2;

3344

A[337] = -0.0225749559082891*G0_0_0 - 0.0225749559082893*G0_0_1 + 0.0112874779541447*G0_0_2 - 0.0338624338624339*G0_2_0 - 0.0677248677248678*G0_2_1 + 0.0677248677248677*G0_2_2;

3345

A[338] = -0.0225749559082889*G0_0_0 - 0.022574955908289*G0_0_1 + 0.0112874779541448*G0_0_2 - 0.0338624338624334*G0_2_0 - 0.0677248677248673*G0_2_1 + 0.0225749559082894*G0_2_2;

3346

A[339] = 0.112874779541446*G0_0_0 + 0.112874779541446*G0_0_1 + 0.0112874779541446*G0_0_2 + 0.101587301587302*G0_2_0 + 0.203174603174603*G0_2_1 - 0.0677248677248677*G0_2_2;

3347

A[340] = 0.0225749559082893*G0_0_0 + 0.0338624338624339*G0_0_2 + 0.0338624338624338*G0_2_0 + 0.0451499118165784*G0_2_2;

3348

A[341] = 0.0225749559082888*G0_0_0 + 0.0338624338624335*G0_0_2 + 0.0338624338624334*G0_2_0 + 0.0451499118165781*G0_2_2;

3349

A[342] = -0.112874779541446*G0_0_0 - 0.101587301587301*G0_0_2 - 0.101587301587302*G0_2_0 - 0.135449735449735*G0_2_2;

3350

A[343] = 0.0225749559082892*G0_0_1 + 0.033862433862434*G0_0_2 + 0.0338624338624337*G0_2_0 + 0.0677248677248677*G0_2_1 + 0.090299823633157*G0_2_2;

3351

A[344] = 0.0225749559082893*G0_0_1 + 0.033862433862434*G0_0_2 + 0.0338624338624338*G0_2_0 + 0.0677248677248676*G0_2_1 + 0.135449735449736*G0_2_2;

3352

A[345] = -0.112874779541446*G0_0_1 - 0.101587301587302*G0_0_2 - 0.101587301587301*G0_2_0 - 0.203174603174603*G0_2_1 - 0.270899470899471*G0_2_2;

3353

A[346] = -0.0112874779541447*G0_0_2 - 0.0112874779541448*G0_2_0 - 0.0225749559082893*G0_2_2;

3354

A[347] = -0.0112874779541447*G0_0_2 - 0.0112874779541444*G0_2_0 - 0.0677248677248677*G0_2_2;

3355

A[348] = -0.0112874779541448*G0_0_2 - 0.0112874779541448*G0_2_0 - 0.0225749559082893*G0_2_2;

3356

A[349] = 0.0902998236331571*G0_2_2;

3357

A[350] = 0.0077601410934743*G0_0_0 + 0.0077601410934743*G0_0_1 + 0.00776014109347429*G0_0_2 + 0.00776014109347437*G0_1_0 + 0.00776014109347437*G0_1_1 + 0.00776014109347437*G0_1_2;

3358

A[351] = -0.0246913580246912*G0_0_0 + 0.0458553791887125*G0_1_0;

3359

A[352] = 0.0176366843033509*G0_0_1 - 0.00776014109347445*G0_1_1;

3360

A[353] = -0.00776014109347441*G0_0_2 - 0.00776014109347442*G0_1_2;

3361

A[354] = 0.0338624338624337*G0_0_1 + 0.0451499118165782*G0_0_2 + 0.0112874779541447*G0_1_1 + 0.0112874779541447*G0_1_2;

3362

A[355] = 0.0141093474426806*G0_0_1 + 0.0169312169312168*G0_0_2 + 0.00282186948853597*G0_1_1 + 0.00282186948853597*G0_1_2;

3363

A[356] = 0.0112874779541446*G0_0_1 + 0.0225749559082892*G0_0_2 + 0.0112874779541447*G0_1_1 + 0.0112874779541447*G0_1_2;

3364

A[357] = 0.101587301587301*G0_0_0 + 0.0790123456790119*G0_0_2 + 0.079012345679012*G0_1_0 + 0.158024691358024*G0_1_2;

3365

A[358] = -0.0423280423280421*G0_0_0 - 0.059259259259259*G0_0_2 - 0.0310405643738975*G0_1_0 - 0.0902998236331568*G0_1_2;

3366

A[359] = 0.0112874779541446*G0_0_0 + 0.0338624338624338*G0_0_2 + 0.0112874779541447*G0_1_0 + 0.0451499118165785*G0_1_2;

3367

A[360] = 0.203174603174602*G0_0_0 + 0.0790123456790119*G0_0_1 + 0.0790123456790119*G0_1_0 + 0.158024691358024*G0_1_1;

3368

A[361] = -0.118518518518518*G0_0_0 + 0.0423280423280421*G0_0_1 - 0.0310405643738976*G0_1_0 - 0.0902998236331571*G0_1_1;

3369

A[362] = 0.0451499118165782*G0_0_0 - 0.0338624338624337*G0_0_1 + 0.0112874779541447*G0_1_0 + 0.0451499118165786*G0_1_1;

3370

A[363] = -0.0112874779541445*G0_0_0 - 0.0112874779541446*G0_0_1 - 0.0112874779541446*G0_1_0 - 0.0112874779541447*G0_1_1;

3371

A[364] = -0.00282186948853601*G0_0_0 - 0.00282186948853598*G0_0_1 - 0.00282186948853601*G0_1_0 - 0.00282186948853603*G0_1_1;

3372

A[365] = -0.0112874779541446*G0_0_0 - 0.0112874779541446*G0_0_1 - 0.0112874779541447*G0_1_0 - 0.0112874779541447*G0_1_1;

3373

A[366] = -0.0225749559082891*G0_0_0 - 0.0112874779541444*G0_0_1 - 0.0225749559082891*G0_0_2 - 0.0112874779541446*G0_1_0 - 0.0112874779541447*G0_1_2;

3374

A[367] = -0.0169312169312168*G0_0_0 - 0.00282186948853628*G0_0_1 - 0.0169312169312169*G0_0_2 - 0.00282186948853605*G0_1_0 - 0.00282186948853606*G0_1_2;

3375

A[368] = -0.0451499118165784*G0_0_0 - 0.0112874779541446*G0_0_1 - 0.0451499118165782*G0_0_2 - 0.0112874779541447*G0_1_0 - 0.0112874779541447*G0_1_2;

3376

A[369] = -0.0225749559082889*G0_0_0 - 0.0338624338624336*G0_0_1 - 0.0338624338624336*G0_0_2 - 0.0338624338624337*G0_1_0 - 0.0451499118165783*G0_1_1 - 0.0451499118165784*G0_1_2;

3377

A[370] = 0.0169312169312168*G0_0_0 + 0.0592592592592589*G0_0_1 + 0.0592592592592589*G0_0_2 + 0.0592592592592591*G0_1_0 + 0.0902998236331567*G0_1_1 + 0.0902998236331567*G0_1_2;

3378

A[371] = 0.0225749559082891*G0_0_0 - 0.079012345679012*G0_0_1 - 0.079012345679012*G0_0_2 - 0.0790123456790122*G0_1_0 - 0.158024691358024*G0_1_1 - 0.158024691358024*G0_1_2;

3379

A[372] = -0.0677248677248674*G0_0_0 + 0.101587301587301*G0_0_1 + 0.203174603174602*G0_0_2 + 0.0112874779541446*G0_1_0 + 0.112874779541446*G0_1_1 + 0.112874779541445*G0_1_2;

3380

A[373] = 0.0677248677248675*G0_0_0 - 0.0338624338624335*G0_0_1 - 0.0677248677248673*G0_0_2 + 0.0112874779541448*G0_1_0 - 0.0225749559082891*G0_1_1 - 0.022574955908289*G0_1_2;

3381

A[374] = 0.0225749559082891*G0_0_0 - 0.0338624338624336*G0_0_1 - 0.0677248677248675*G0_0_2 + 0.0112874779541446*G0_1_0 - 0.0225749559082889*G0_1_1 - 0.0225749559082891*G0_1_2;

3382

A[375] = -0.0225749559082893*G0_0_0 - 0.0112874779541449*G0_0_1 - 0.0112874779541448*G0_1_0;

3383

A[376] = -0.0677248677248675*G0_0_0 - 0.0112874779541444*G0_0_1 - 0.0112874779541449*G0_1_0;

3384

A[377] = -0.0225749559082891*G0_0_0 - 0.0112874779541448*G0_0_1 - 0.0112874779541447*G0_1_0;

3385

A[378] = 0.0451499118165781*G0_0_0 + 0.0338624338624336*G0_0_1 + 0.0338624338624336*G0_1_0 + 0.0225749559082891*G0_1_1;

3386

A[379] = -0.135449735449735*G0_0_0 - 0.101587301587301*G0_0_1 - 0.101587301587301*G0_1_0 - 0.112874779541446*G0_1_1;

3387

A[380] = 0.0451499118165779*G0_0_0 + 0.0338624338624336*G0_0_1 + 0.0338624338624334*G0_1_0 + 0.022574955908289*G0_1_1;

3388

A[381] = 0.0902998236331561*G0_0_0 + 0.0338624338624332*G0_0_1 + 0.067724867724867*G0_0_2 + 0.0338624338624335*G0_1_0 + 0.0225749559082889*G0_1_2;

3389

A[382] = -0.270899470899469*G0_0_0 - 0.101587301587301*G0_0_1 - 0.203174603174602*G0_0_2 - 0.101587301587301*G0_1_0 - 0.112874779541446*G0_1_2;

3390

A[383] = 0.135449735449735*G0_0_0 + 0.0338624338624341*G0_0_1 + 0.0677248677248674*G0_0_2 + 0.0338624338624337*G0_1_0 + 0.022574955908289*G0_1_2;

3391

A[384] = 0.0902998236331567*G0_0_0;

3392

A[385] = 0.00511463844797178*G0_0_0 + 0.0051146384479718*G0_0_1 + 0.00511463844797179*G0_0_2 + 0.0051146384479717*G0_1_0 + 0.00511463844797171*G0_1_1 + 0.0051146384479717*G0_1_2;

3393

A[386] = 0.0202821869488535*G0_0_0 - 0.0326278659611993*G0_1_0;

3394

A[387] = -0.0326278659611991*G0_0_1 + 0.0202821869488536*G0_1_1;

3395

A[388] = -0.00511463844797178*G0_0_2 - 0.00511463844797176*G0_1_2;

3396

A[389] = -0.0592592592592593*G0_0_1 - 0.0902998236331567*G0_0_2 - 0.0423280423280426*G0_1_1 - 0.031040564373898*G0_1_2;

3397

A[390] = -0.0105820105820105*G0_0_1 - 0.0211640211640212*G0_0_2 - 0.0134038800705466*G0_1_1 - 0.0105820105820106*G0_1_2;

3398

A[391] = 0.00282186948853621*G0_0_1 + 0.0169312169312171*G0_0_2 + 0.0028218694885361*G0_1_1 + 0.0141093474426808*G0_1_2;

3399

A[392] = -0.0423280423280421*G0_0_0 - 0.0310405643738976*G0_0_2 - 0.0592592592592593*G0_1_0 - 0.0902998236331571*G0_1_2;

3400

A[393] = -0.0134038800705468*G0_0_0 - 0.0105820105820105*G0_0_2 - 0.0105820105820105*G0_1_0 - 0.0211640211640209*G0_1_2;

3401

A[394] = 0.0028218694885362*G0_0_0 + 0.0141093474426808*G0_0_2 + 0.0028218694885361*G0_1_0 + 0.0169312169312168*G0_1_2;

3402

A[395] = -0.118518518518518*G0_0_0 - 0.0310405643738976*G0_0_1 + 0.0423280423280421*G0_1_0 - 0.0902998236331571*G0_1_1;

3403

A[396] = 0.249735449735449*G0_0_0 + 0.0825396825396827*G0_0_1 + 0.0825396825396827*G0_1_0 + 0.24973544973545*G0_1_1;

3404

A[397] = -0.0902998236331567*G0_0_0 + 0.0423280423280419*G0_0_1 - 0.0310405643738979*G0_1_0 - 0.118518518518519*G0_1_1;

3405

A[398] = -0.00282186948853627*G0_0_0 - 0.00282186948853625*G0_0_1 - 0.00282186948853615*G0_1_0 - 0.00282186948853611*G0_1_1;

3406

A[399] = -0.00917107583774251*G0_0_0 - 0.00917107583774257*G0_0_1 - 0.00917107583774257*G0_1_0 - 0.00917107583774261*G0_1_1;

3407

A[400] = -0.00282186948853623*G0_0_0 - 0.00282186948853618*G0_0_1 - 0.00282186948853611*G0_1_0 - 0.00282186948853606*G0_1_1;

3408

A[401] = -0.0169312169312169*G0_0_0 - 0.0141093474426809*G0_0_1 - 0.0169312169312169*G0_0_2 - 0.0141093474426806*G0_1_0 - 0.0112874779541446*G0_1_1 - 0.0141093474426806*G0_1_2;

3409

A[402] = 0.021164021164021*G0_0_0 + 0.0105820105820108*G0_0_1 + 0.0211640211640212*G0_0_2 + 0.0105820105820106*G0_1_0 - 0.00282186948853601*G0_1_1 + 0.0105820105820106*G0_1_2;

3410

A[403] = 0.0902998236331568*G0_0_0 + 0.0310405643738975*G0_0_1 + 0.0902998236331567*G0_0_2 + 0.0310405643738979*G0_1_0 - 0.0112874779541447*G0_1_1 + 0.0310405643738978*G0_1_2;

3411

A[404] = -0.0112874779541446*G0_0_0 - 0.0141093474426809*G0_0_1 - 0.0141093474426808*G0_0_2 - 0.0141093474426805*G0_1_0 - 0.0169312169312167*G0_1_1 - 0.0169312169312166*G0_1_2;

3412

A[405] = -0.00282186948853623*G0_0_0 + 0.0105820105820107*G0_0_1 + 0.0105820105820107*G0_0_2 + 0.0105820105820103*G0_1_0 + 0.021164021164021*G0_1_1 + 0.021164021164021*G0_1_2;

3413

A[406] = -0.0112874779541444*G0_0_0 + 0.0310405643738976*G0_0_1 + 0.0310405643738976*G0_0_2 + 0.0310405643738978*G0_1_0 + 0.0902998236331571*G0_1_1 + 0.0902998236331571*G0_1_2;

3414

A[407] = 0.118518518518518*G0_0_0 - 0.0423280423280419*G0_0_1 + 0.0507936507936513*G0_0_2 + 0.0931216931216934*G0_1_0 - 0.0846560846560845*G0_1_1 + 0.186243386243386*G0_1_2;

3415

A[408] = -0.0846560846560849*G0_0_0 + 0.0931216931216925*G0_0_1 + 0.186243386243385*G0_0_2 - 0.0423280423280429*G0_1_0 + 0.118518518518518*G0_1_1 + 0.0507936507936505*G0_1_2;

3416

A[409] = -0.0169312169312167*G0_0_0 - 0.019753086419753*G0_0_1 - 0.0846560846560846*G0_0_2 - 0.0197530864197531*G0_1_0 - 0.016931216931217*G0_1_1 - 0.0846560846560846*G0_1_2;

3417

A[410] = 0.0169312169312168*G0_0_0 + 0.0197530864197533*G0_0_1 + 0.0197530864197531*G0_1_0 + 0.0225749559082894*G0_1_1;

3418

A[411] = 0.084656084656085*G0_0_0 + 0.0423280423280424*G0_0_1 + 0.0423280423280429*G0_1_0 + 0.0225749559082895*G0_1_1;

3419

A[412] = 0.0169312169312167*G0_0_0 + 0.0197530864197531*G0_0_1 + 0.0197530864197531*G0_1_0 + 0.0225749559082893*G0_1_1;

3420

A[413] = 0.0225749559082894*G0_0_0 + 0.0197530864197531*G0_0_1 + 0.019753086419753*G0_1_0 + 0.0169312169312168*G0_1_1;

3421

A[414] = 0.0225749559082889*G0_0_0 + 0.042328042328042*G0_0_1 + 0.0423280423280424*G0_1_0 + 0.0846560846560846*G0_1_1;

3422

A[415] = 0.0225749559082894*G0_0_0 + 0.019753086419753*G0_0_1 + 0.0197530864197532*G0_1_0 + 0.016931216931217*G0_1_1;

3423

A[416] = 0.067724867724868*G0_0_0 + 0.0649029982363317*G0_0_1 + 0.0846560846560847*G0_0_2 + 0.0649029982363313*G0_1_0 + 0.0677248677248673*G0_1_1 + 0.0846560846560844*G0_1_2;

3424

A[417] = 0.0677248677248668*G0_0_0 - 0.0931216931216933*G0_0_1 - 0.0507936507936512*G0_0_2 - 0.0931216931216927*G0_1_0 - 0.270899470899471*G0_1_1 - 0.186243386243386*G0_1_2;

3425

A[418] = -0.27089947089947*G0_0_0 - 0.0931216931216928*G0_0_1 - 0.186243386243385*G0_0_2 - 0.0931216931216932*G0_1_0 + 0.0677248677248681*G0_1_1 - 0.0507936507936506*G0_1_2;

3426

A[419] = -0.135449735449735*G0_0_0 - 0.112874779541446*G0_0_1 - 0.112874779541446*G0_1_0 - 0.135449735449736*G0_1_1;

3427

A[420] = 0.00776014109347439*G0_0_0 + 0.0077601410934744*G0_0_1 + 0.00776014109347439*G0_0_2 + 0.00776014109347441*G0_1_0 + 0.00776014109347444*G0_1_1 + 0.00776014109347442*G0_1_2;

3428

A[421] = -0.00776014109347435*G0_0_0 + 0.017636684303351*G0_1_0;

3429

A[422] = 0.0458553791887124*G0_0_1 - 0.0246913580246913*G0_1_1;

3430

A[423] = -0.00776014109347441*G0_0_2 - 0.00776014109347439*G0_1_2;

3431

A[424] = 0.0790123456790124*G0_0_1 + 0.158024691358025*G0_0_2 + 0.101587301587302*G0_1_1 + 0.0790123456790125*G0_1_2;

3432

A[425] = -0.0310405643738977*G0_0_1 - 0.090299823633157*G0_0_2 - 0.0423280423280423*G0_1_1 - 0.0592592592592592*G0_1_2;

3433

A[426] = 0.0112874779541446*G0_0_1 + 0.0451499118165784*G0_0_2 + 0.0112874779541447*G0_1_1 + 0.0338624338624338*G0_1_2;

3434

A[427] = 0.0112874779541446*G0_0_0 + 0.0112874779541447*G0_0_2 + 0.033862433862434*G0_1_0 + 0.0451499118165786*G0_1_2;

3435

A[428] = 0.00282186948853606*G0_0_0 + 0.00282186948853613*G0_0_2 + 0.0141093474426806*G0_1_0 + 0.0169312169312167*G0_1_2;

3436

A[429] = 0.0112874779541446*G0_0_0 + 0.0112874779541446*G0_0_2 + 0.0112874779541447*G0_1_0 + 0.0225749559082893*G0_1_2;

3437

A[430] = 0.0451499118165782*G0_0_0 + 0.0112874779541447*G0_0_1 - 0.0338624338624337*G0_1_0 + 0.0451499118165786*G0_1_1;

3438

A[431] = -0.0902998236331567*G0_0_0 - 0.0310405643738979*G0_0_1 + 0.0423280423280419*G0_1_0 - 0.118518518518519*G0_1_1;

3439

A[432] = 0.158024691358025*G0_0_0 + 0.0790123456790125*G0_0_1 + 0.0790123456790125*G0_1_0 + 0.203174603174603*G0_1_1;

3440

A[433] = -0.0112874779541447*G0_0_0 - 0.0112874779541446*G0_0_1 - 0.0112874779541447*G0_1_0 - 0.0112874779541447*G0_1_1;

3441

A[434] = -0.00282186948853624*G0_0_0 - 0.00282186948853623*G0_0_1 - 0.00282186948853613*G0_1_0 - 0.00282186948853612*G0_1_1;

3442

A[435] = -0.0112874779541446*G0_0_0 - 0.0112874779541446*G0_0_1 - 0.0112874779541447*G0_1_0 - 0.0112874779541447*G0_1_1;

3443

A[436] = -0.0451499118165784*G0_0_0 - 0.0338624338624337*G0_0_1 - 0.0451499118165784*G0_0_2 - 0.0338624338624338*G0_1_0 - 0.0225749559082892*G0_1_1 - 0.0338624338624339*G0_1_2;

3444

A[437] = 0.090299823633157*G0_0_0 + 0.059259259259259*G0_0_1 + 0.090299823633157*G0_0_2 + 0.0592592592592593*G0_1_0 + 0.0169312169312168*G0_1_1 + 0.0592592592592593*G0_1_2;

3445

A[438] = -0.158024691358025*G0_0_0 - 0.0790123456790122*G0_0_1 - 0.158024691358025*G0_0_2 - 0.0790123456790125*G0_1_0 + 0.0225749559082892*G0_1_1 - 0.0790123456790125*G0_1_2;

3446

A[439] = -0.0112874779541446*G0_0_1 - 0.0112874779541446*G0_0_2 - 0.0112874779541446*G0_1_0 - 0.0225749559082893*G0_1_1 - 0.0225749559082893*G0_1_2;

3447

A[440] = -0.00282186948853617*G0_0_1 - 0.00282186948853614*G0_0_2 - 0.00282186948853603*G0_1_0 - 0.0169312169312169*G0_1_1 - 0.0169312169312169*G0_1_2;

3448

A[441] = -0.0112874779541446*G0_0_1 - 0.0112874779541446*G0_0_2 - 0.0112874779541447*G0_1_0 - 0.0451499118165786*G0_1_1 - 0.0451499118165786*G0_1_2;

3449

A[442] = -0.022574955908289*G0_0_0 + 0.0112874779541446*G0_0_1 - 0.0225749559082893*G0_0_2 - 0.033862433862434*G0_1_0 + 0.0677248677248677*G0_1_1 - 0.0677248677248677*G0_1_2;

3450

A[443] = 0.112874779541446*G0_0_0 + 0.0112874779541449*G0_0_1 + 0.112874779541446*G0_0_2 + 0.101587301587302*G0_1_0 - 0.0677248677248675*G0_1_1 + 0.203174603174603*G0_1_2;

3451

A[444] = -0.0225749559082894*G0_0_0 + 0.0112874779541445*G0_0_1 - 0.0225749559082893*G0_0_2 - 0.0338624338624338*G0_1_0 + 0.0225749559082892*G0_1_1 - 0.0677248677248675*G0_1_2;

3452

A[445] = 0.0225749559082892*G0_0_0 + 0.0338624338624338*G0_0_1 + 0.0338624338624337*G0_1_0 + 0.0451499118165784*G0_1_1;

3453

A[446] = -0.112874779541446*G0_0_0 - 0.101587301587302*G0_0_1 - 0.101587301587302*G0_1_0 - 0.135449735449736*G0_1_1;

3454

A[447] = 0.0225749559082893*G0_0_0 + 0.0338624338624339*G0_0_1 + 0.0338624338624337*G0_1_0 + 0.0451499118165783*G0_1_1;

3455

A[448] = -0.0112874779541448*G0_0_1 - 0.0112874779541447*G0_1_0 - 0.0225749559082896*G0_1_1;

3456

A[449] = -0.0112874779541447*G0_0_1 - 0.0112874779541445*G0_1_0 - 0.0677248677248678*G0_1_1;

3457

A[450] = -0.0112874779541445*G0_0_1 - 0.0112874779541446*G0_1_0 - 0.0225749559082892*G0_1_1;

3458

A[451] = 0.0338624338624337*G0_0_1 + 0.0225749559082891*G0_0_2 + 0.0338624338624336*G0_1_0 + 0.090299823633157*G0_1_1 + 0.0677248677248674*G0_1_2;

3459

A[452] = 0.033862433862434*G0_0_1 + 0.0225749559082892*G0_0_2 + 0.0338624338624339*G0_1_0 + 0.135449735449736*G0_1_1 + 0.0677248677248676*G0_1_2;

3460

A[453] = -0.101587301587302*G0_0_1 - 0.112874779541446*G0_0_2 - 0.101587301587301*G0_1_0 - 0.270899470899471*G0_1_1 - 0.203174603174603*G0_1_2;

3461

A[454] = 0.0902998236331573*G0_1_1;

3462

A[455] = -0.0246913580246914*G0_0_0 - 0.0246913580246914*G0_0_1 - 0.0246913580246914*G0_0_2 - 0.0246913580246914*G0_1_0 - 0.0246913580246914*G0_1_1 - 0.0246913580246914*G0_1_2 - 0.0705467372134038*G0_2_0 - 0.0705467372134038*G0_2_1 - 0.0705467372134038*G0_2_2;

3463

A[456] = 0.00776014109347437*G0_0_0 + 0.00776014109347438*G0_1_0;

3464

A[457] = 0.00776014109347442*G0_0_1 + 0.00776014109347443*G0_1_1;

3465

A[458] = -0.017636684303351*G0_0_2 - 0.017636684303351*G0_1_2 - 0.0253968253968254*G0_2_2;

3466

A[459] = -0.0225749559082892*G0_0_1 - 0.0112874779541446*G0_0_2 - 0.0225749559082892*G0_1_1 - 0.0112874779541446*G0_1_2 - 0.0112874779541446*G0_2_1;

3467

A[460] = -0.0169312169312169*G0_0_1 - 0.0141093474426808*G0_0_2 - 0.0169312169312169*G0_1_1 - 0.0141093474426808*G0_1_2 - 0.0141093474426809*G0_2_1 - 0.0112874779541446*G0_2_2;

3468

A[461] = -0.0451499118165785*G0_0_1 - 0.0338624338624339*G0_0_2 - 0.0451499118165785*G0_1_1 - 0.0338624338624339*G0_1_2 - 0.0338624338624338*G0_2_1 - 0.0225749559082893*G0_2_2;

3469

A[462] = -0.0225749559082892*G0_0_0 - 0.0112874779541447*G0_0_2 - 0.0225749559082893*G0_1_0 - 0.0112874779541447*G0_1_2 - 0.0112874779541445*G0_2_0;

3470

A[463] = -0.0169312169312169*G0_0_0 - 0.0141093474426808*G0_0_2 - 0.0169312169312169*G0_1_0 - 0.0141093474426808*G0_1_2 - 0.014109347442681*G0_2_0 - 0.0112874779541447*G0_2_2;

3471

A[464] = -0.0451499118165785*G0_0_0 - 0.0338624338624339*G0_0_2 - 0.0451499118165785*G0_1_0 - 0.0338624338624339*G0_1_2 - 0.0338624338624338*G0_2_0 - 0.0225749559082893*G0_2_2;

3472

A[465] = -0.0112874779541445*G0_0_0 - 0.0112874779541446*G0_0_1 - 0.0112874779541446*G0_1_0 - 0.0112874779541447*G0_1_1;

3473

A[466] = -0.00282186948853627*G0_0_0 - 0.00282186948853614*G0_0_1 - 0.00282186948853625*G0_1_0 - 0.00282186948853611*G0_1_1;

3474

A[467] = -0.0112874779541447*G0_0_0 - 0.0112874779541447*G0_0_1 - 0.0112874779541446*G0_1_0 - 0.0112874779541447*G0_1_1;

3475

A[468] = 0.203174603174603*G0_0_0 + 0.203174603174603*G0_0_1 + 0.124162257495591*G0_0_2 + 0.203174603174603*G0_1_0 + 0.203174603174603*G0_1_1 + 0.124162257495591*G0_1_2 + 0.124162257495591*G0_2_0 + 0.124162257495591*G0_2_1 + 0.203174603174603*G0_2_2;

3476

A[469] = -0.118518518518518*G0_0_0 - 0.118518518518519*G0_0_1 - 0.160846560846561*G0_0_2 - 0.118518518518518*G0_1_0 - 0.118518518518519*G0_1_1 - 0.160846560846561*G0_1_2 - 0.0874779541446208*G0_2_0 - 0.0874779541446208*G0_2_1 - 0.22010582010582*G0_2_2;

3477

A[470] = 0.0451499118165785*G0_0_0 + 0.0451499118165785*G0_0_1 + 0.0790123456790123*G0_0_2 + 0.0451499118165785*G0_1_0 + 0.0451499118165785*G0_1_1 + 0.0790123456790124*G0_1_2 + 0.0338624338624338*G0_2_0 + 0.0338624338624338*G0_2_1 + 0.112874779541446*G0_2_2;

3478

A[471] = 0.101587301587301*G0_0_0 + 0.0225749559082893*G0_0_1 + 0.101587301587301*G0_0_2 + 0.101587301587301*G0_1_0 + 0.0225749559082893*G0_1_1 + 0.101587301587301*G0_1_2 + 0.0225749559082894*G0_2_0 + 0.101587301587301*G0_2_1 + 0.0225749559082894*G0_2_2;

3479

A[472] = -0.0423280423280424*G0_0_0 + 0.0169312169312169*G0_0_1 - 0.0423280423280424*G0_0_2 - 0.0423280423280423*G0_1_0 + 0.0169312169312169*G0_1_1 - 0.0423280423280423*G0_1_2 - 0.0112874779541447*G0_2_0 - 0.0423280423280423*G0_2_1 - 0.0112874779541447*G0_2_2;

3480

A[473] = 0.0112874779541447*G0_0_0 - 0.0225749559082892*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0112874779541446*G0_1_0 - 0.0225749559082892*G0_1_1 + 0.0112874779541446*G0_1_2 + 0.0112874779541447*G0_2_1;

3481

A[474] = 0.0225749559082892*G0_0_0 + 0.101587301587302*G0_0_1 + 0.101587301587302*G0_0_2 + 0.0225749559082893*G0_1_0 + 0.101587301587302*G0_1_1 + 0.101587301587302*G0_1_2 + 0.101587301587301*G0_2_0 + 0.0225749559082893*G0_2_1 + 0.0225749559082893*G0_2_2;

3482

A[475] = 0.016931216931217*G0_0_0 - 0.0423280423280422*G0_0_1 - 0.0423280423280422*G0_0_2 + 0.016931216931217*G0_1_0 - 0.0423280423280422*G0_1_1 - 0.0423280423280422*G0_1_2 - 0.0423280423280422*G0_2_0 - 0.0112874779541447*G0_2_1 - 0.0112874779541447*G0_2_2;

3483

A[476] = -0.0225749559082892*G0_0_0 + 0.0112874779541446*G0_0_1 + 0.0112874779541446*G0_0_2 - 0.0225749559082892*G0_1_0 + 0.0112874779541447*G0_1_1 + 0.0112874779541447*G0_1_2 + 0.0112874779541446*G0_2_0;

3484

A[477] = -0.0225749559082896*G0_0_0 - 0.0225749559082894*G0_0_1 - 0.0112874779541449*G0_0_2 - 0.0225749559082895*G0_1_0 - 0.0225749559082894*G0_1_1 - 0.0112874779541449*G0_1_2 - 0.0112874779541445*G0_2_0 - 0.0112874779541447*G0_2_1;

3485

A[478] = -0.0225749559082895*G0_0_0 - 0.0225749559082895*G0_0_1 - 0.0112874779541448*G0_0_2 - 0.0225749559082894*G0_1_0 - 0.0225749559082894*G0_1_1 - 0.0112874779541448*G0_1_2 - 0.0112874779541445*G0_2_0 - 0.0112874779541444*G0_2_1;

3486

A[479] = -0.0677248677248677*G0_0_0 - 0.0677248677248675*G0_0_1 - 0.0564373897707231*G0_0_2 - 0.0677248677248676*G0_1_0 - 0.0677248677248675*G0_1_1 - 0.056437389770723*G0_1_2 - 0.0564373897707233*G0_2_0 - 0.0564373897707234*G0_2_1 - 0.0451499118165787*G0_2_2;

3487

A[480] = -0.0677248677248681*G0_0_0 - 0.270899470899471*G0_0_1 - 0.169312169312169*G0_0_2 - 0.067724867724868*G0_1_0 - 0.270899470899471*G0_1_1 - 0.169312169312169*G0_1_2 - 0.0790123456790122*G0_2_0 - 0.169312169312169*G0_2_1 - 0.0677248677248679*G0_2_2;

3488

A[481] = 0.0225749559082894*G0_0_0 + 0.0902998236331572*G0_0_1 + 0.0564373897707231*G0_0_2 + 0.0225749559082894*G0_1_0 + 0.0902998236331571*G0_1_1 + 0.0564373897707231*G0_1_2 + 0.0112874779541445*G0_2_0 + 0.056437389770723*G0_2_1 + 0.0225749559082892*G0_2_2;

3489

A[482] = 0.0677248677248677*G0_0_0 + 0.135449735449735*G0_0_1 + 0.101587301587302*G0_0_2 + 0.0677248677248677*G0_1_0 + 0.135449735449735*G0_1_1 + 0.101587301587302*G0_1_2 + 0.0564373897707234*G0_2_0 + 0.101587301587302*G0_2_1 + 0.0677248677248678*G0_2_2;

3490

A[483] = -0.270899470899471*G0_0_0 - 0.0677248677248677*G0_0_1 - 0.169312169312169*G0_0_2 - 0.270899470899471*G0_1_0 - 0.0677248677248679*G0_1_1 - 0.169312169312169*G0_1_2 - 0.169312169312169*G0_2_0 - 0.0790123456790123*G0_2_1 - 0.0677248677248677*G0_2_2;

3491

A[484] = 0.0902998236331568*G0_0_0 + 0.0225749559082895*G0_0_1 + 0.056437389770723*G0_0_2 + 0.090299823633157*G0_1_0 + 0.0225749559082895*G0_1_1 + 0.056437389770723*G0_1_2 + 0.056437389770723*G0_2_0 + 0.0112874779541447*G0_2_1 + 0.0225749559082894*G0_2_2;

3492

A[485] = 0.135449735449735*G0_0_0 + 0.0677248677248676*G0_0_1 + 0.101587301587302*G0_0_2 + 0.135449735449735*G0_1_0 + 0.0677248677248675*G0_1_1 + 0.101587301587302*G0_1_2 + 0.101587301587302*G0_2_0 + 0.0564373897707234*G0_2_1 + 0.0677248677248677*G0_2_2;

3493

A[486] = -0.135449735449735*G0_0_0 - 0.135449735449735*G0_0_1 - 0.0338624338624339*G0_0_2 - 0.135449735449735*G0_1_0 - 0.135449735449735*G0_1_1 - 0.0338624338624339*G0_1_2 - 0.0338624338624341*G0_2_0 - 0.0338624338624339*G0_2_1 - 0.0451499118165786*G0_2_2;

3494

A[487] = 0.045149911816578*G0_0_0 + 0.0451499118165783*G0_0_1 + 0.0112874779541448*G0_0_2 + 0.0451499118165782*G0_1_0 + 0.0451499118165783*G0_1_1 + 0.0112874779541448*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0112874779541447*G0_2_1;

3495

A[488] = 0.0451499118165787*G0_0_0 + 0.0451499118165785*G0_0_1 + 0.0112874779541448*G0_0_2 + 0.0451499118165786*G0_1_0 + 0.0451499118165784*G0_1_1 + 0.0112874779541448*G0_1_2 + 0.0112874779541446*G0_2_0 + 0.0112874779541446*G0_2_1;

3496

A[489] = 0.0902998236331577*G0_0_0 + 0.0902998236331572*G0_0_1 + 0.090299823633157*G0_0_2 + 0.0902998236331575*G0_1_0 + 0.0902998236331572*G0_1_1 + 0.0902998236331569*G0_1_2 + 0.0902998236331568*G0_2_0 + 0.0902998236331567*G0_2_1 + 0.0902998236331572*G0_2_2;

3497

A[490] = 0.0202821869488536*G0_0_0 + 0.0202821869488536*G0_0_1 + 0.0202821869488536*G0_0_2 + 0.0202821869488536*G0_1_0 + 0.0202821869488536*G0_1_1 + 0.0202821869488536*G0_1_2 + 0.0529100529100528*G0_2_0 + 0.0529100529100529*G0_2_1 + 0.0529100529100528*G0_2_2;

3498

A[491] = 0.0051146384479718*G0_0_0 + 0.00511463844797177*G0_1_0;

3499

A[492] = 0.00511463844797175*G0_0_1 + 0.00511463844797176*G0_1_1;

3500

A[493] = 0.0326278659611992*G0_0_2 + 0.0326278659611992*G0_1_2 + 0.0529100529100528*G0_2_2;

3501

A[494] = -0.016931216931217*G0_0_1 - 0.00282186948853626*G0_0_2 - 0.0169312169312169*G0_1_1 - 0.00282186948853626*G0_1_2 - 0.00282186948853615*G0_2_1;

3502

A[495] = 0.0211640211640212*G0_0_1 + 0.0105820105820107*G0_0_2 + 0.0211640211640213*G0_1_1 + 0.0105820105820108*G0_1_2 + 0.0105820105820107*G0_2_1 - 0.00282186948853619*G0_2_2;

3503

A[496] = 0.0902998236331567*G0_0_1 + 0.0592592592592593*G0_0_2 + 0.0902998236331567*G0_1_1 + 0.0592592592592592*G0_1_2 + 0.059259259259259*G0_2_1 + 0.0169312169312169*G0_2_2;

3504

A[497] = -0.0169312169312168*G0_0_0 - 0.00282186948853604*G0_0_2 - 0.0169312169312168*G0_1_0 - 0.00282186948853606*G0_1_2 - 0.00282186948853617*G0_2_0;

3505

A[498] = 0.0211640211640212*G0_0_0 + 0.0105820105820105*G0_0_2 + 0.0211640211640212*G0_1_0 + 0.0105820105820106*G0_1_2 + 0.0105820105820109*G0_2_0 - 0.00282186948853589*G0_2_2;

3506

A[499] = 0.0902998236331568*G0_0_0 + 0.0592592592592592*G0_0_2 + 0.0902998236331568*G0_1_0 + 0.0592592592592592*G0_1_2 + 0.059259259259259*G0_2_0 + 0.0169312169312169*G0_2_2;

3507

A[500] = -0.00282186948853601*G0_0_0 - 0.00282186948853601*G0_0_1 - 0.00282186948853598*G0_1_0 - 0.00282186948853603*G0_1_1;

3508

A[501] = -0.00917107583774251*G0_0_0 - 0.00917107583774257*G0_0_1 - 0.00917107583774257*G0_1_0 - 0.00917107583774261*G0_1_1;

3509

A[502] = -0.00282186948853624*G0_0_0 - 0.00282186948853613*G0_0_1 - 0.00282186948853623*G0_1_0 - 0.00282186948853612*G0_1_1;

3510

A[503] = -0.118518518518518*G0_0_0 - 0.118518518518518*G0_0_1 - 0.0874779541446208*G0_0_2 - 0.118518518518519*G0_1_0 - 0.118518518518519*G0_1_1 - 0.0874779541446208*G0_1_2 - 0.160846560846561*G0_2_0 - 0.160846560846561*G0_2_1 - 0.22010582010582*G0_2_2;

3511

A[504] = 0.249735449735449*G0_0_0 + 0.24973544973545*G0_0_1 + 0.167195767195767*G0_0_2 + 0.24973544973545*G0_1_0 + 0.24973544973545*G0_1_1 + 0.167195767195767*G0_1_2 + 0.167195767195767*G0_2_0 + 0.167195767195767*G0_2_1 + 0.334391534391534*G0_2_2;

3512

A[505] = -0.0902998236331567*G0_0_0 - 0.0902998236331568*G0_0_1 - 0.132627865961199*G0_0_2 - 0.0902998236331568*G0_1_0 - 0.0902998236331567*G0_1_1 - 0.132627865961199*G0_1_2 - 0.059259259259259*G0_2_0 - 0.059259259259259*G0_2_1 - 0.22010582010582*G0_2_2;

3513

A[506] = -0.0423280423280423*G0_0_0 - 0.0112874779541446*G0_0_1 - 0.0423280423280423*G0_0_2 - 0.0423280423280424*G0_1_0 - 0.0112874779541446*G0_1_1 - 0.0423280423280424*G0_1_2 + 0.0169312169312168*G0_2_0 - 0.0423280423280423*G0_2_1 + 0.0169312169312168*G0_2_2;

3514

A[507] = -0.0134038800705468*G0_0_0 - 0.00282186948853633*G0_0_1 - 0.0134038800705468*G0_0_2 - 0.0134038800705468*G0_1_0 - 0.00282186948853631*G0_1_1 - 0.0134038800705468*G0_1_2 - 0.00282186948853619*G0_2_0 - 0.0134038800705468*G0_2_1 - 0.00282186948853617*G0_2_2;

3515

A[508] = 0.00282186948853625*G0_0_0 - 0.0112874779541445*G0_0_1 + 0.00282186948853625*G0_0_2 + 0.00282186948853624*G0_1_0 - 0.0112874779541445*G0_1_1 + 0.00282186948853624*G0_1_2 + 0.00282186948853617*G0_2_1;

3516

A[509] = -0.0112874779541446*G0_0_0 - 0.0423280423280423*G0_0_1 - 0.0423280423280424*G0_0_2 - 0.0112874779541445*G0_1_0 - 0.0423280423280423*G0_1_1 - 0.0423280423280423*G0_1_2 - 0.0423280423280423*G0_2_0 + 0.0169312169312168*G0_2_1 + 0.0169312169312168*G0_2_2;

3517

A[510] = -0.00282186948853631*G0_0_0 - 0.0134038800705468*G0_0_1 - 0.0134038800705468*G0_0_2 - 0.00282186948853635*G0_1_0 - 0.0134038800705469*G0_1_1 - 0.0134038800705468*G0_1_2 - 0.0134038800705468*G0_2_0 - 0.00282186948853605*G0_2_1 - 0.00282186948853604*G0_2_2;

3518

A[511] = -0.0112874779541445*G0_0_0 + 0.00282186948853605*G0_0_1 + 0.00282186948853602*G0_0_2 - 0.0112874779541445*G0_1_0 + 0.00282186948853607*G0_1_1 + 0.00282186948853604*G0_1_2 + 0.00282186948853621*G0_2_0;

3519

A[512] = 0.0169312169312169*G0_0_0 + 0.016931216931217*G0_0_1 - 0.00282186948853588*G0_0_2 + 0.0169312169312166*G0_1_0 + 0.0169312169312169*G0_1_1 - 0.00282186948853602*G0_1_2 - 0.00282186948853615*G0_2_0 - 0.00282186948853586*G0_2_1;

3520

A[513] = 0.016931216931217*G0_0_0 + 0.0169312169312169*G0_0_1 - 0.00282186948853633*G0_0_2 + 0.0169312169312171*G0_1_0 + 0.0169312169312169*G0_1_1 - 0.00282186948853631*G0_1_2 - 0.00282186948853624*G0_2_0 - 0.00282186948853649*G0_2_1;

3521

A[514] = 0.0846560846560846*G0_0_0 + 0.0846560846560843*G0_0_1 + 0.0423280423280422*G0_0_2 + 0.0846560846560845*G0_1_0 + 0.0846560846560842*G0_1_1 + 0.042328042328042*G0_1_2 + 0.0423280423280423*G0_2_0 + 0.0423280423280424*G0_2_1 + 0.0225749559082893*G0_2_2;

3522

A[515] = 0.118518518518519*G0_0_0 + 0.0677248677248679*G0_0_1 + 0.160846560846561*G0_0_2 + 0.118518518518519*G0_1_0 + 0.0677248677248679*G0_1_1 + 0.160846560846561*G0_1_2 + 0.0253968253968253*G0_2_0 + 0.160846560846561*G0_2_1 - 0.0169312169312166*G0_2_2;

3523

A[516] = -0.016931216931217*G0_0_0 + 0.0677248677248675*G0_0_1 + 0.00282186948853603*G0_0_2 - 0.0169312169312171*G0_1_0 + 0.0677248677248675*G0_1_1 + 0.002821869488536*G0_1_2 + 0.00282186948853624*G0_2_0 + 0.00282186948853604*G0_2_1 + 0.0056437389770724*G0_2_2;

3524

A[517] = -0.0846560846560846*G0_0_0 - 0.270899470899471*G0_0_1 - 0.177777777777778*G0_0_2 - 0.0846560846560845*G0_1_0 - 0.270899470899471*G0_1_1 - 0.177777777777778*G0_1_2 - 0.0423280423280423*G0_2_0 - 0.177777777777778*G0_2_1 - 0.0169312169312171*G0_2_2;

3525

A[518] = 0.0677248677248677*G0_0_0 + 0.118518518518519*G0_0_1 + 0.160846560846561*G0_0_2 + 0.0677248677248678*G0_1_0 + 0.118518518518519*G0_1_1 + 0.160846560846561*G0_1_2 + 0.160846560846561*G0_2_0 + 0.0253968253968254*G0_2_1 - 0.0169312169312168*G0_2_2;

3526

A[519] = 0.0677248677248676*G0_0_0 - 0.016931216931217*G0_0_1 + 0.00282186948853642*G0_0_2 + 0.0677248677248675*G0_1_0 - 0.016931216931217*G0_1_1 + 0.0028218694885364*G0_1_2 + 0.00282186948853601*G0_2_0 + 0.00282186948853582*G0_2_1 + 0.00564373897707204*G0_2_2;

3527

A[520] = -0.270899470899471*G0_0_0 - 0.0846560846560843*G0_0_1 - 0.177777777777778*G0_0_2 - 0.270899470899471*G0_1_0 - 0.0846560846560841*G0_1_1 - 0.177777777777778*G0_1_2 - 0.177777777777778*G0_2_0 - 0.0423280423280425*G0_2_1 - 0.016931216931217*G0_2_2;

3528

A[521] = 0.0225749559082892*G0_0_0 + 0.0225749559082893*G0_0_1 - 0.019753086419753*G0_0_2 + 0.0225749559082893*G0_1_0 + 0.0225749559082893*G0_1_1 - 0.0197530864197531*G0_1_2 - 0.0197530864197529*G0_2_0 - 0.019753086419753*G0_2_1 + 0.0225749559082893*G0_2_2;

3529

A[522] = 0.0225749559082891*G0_0_0 + 0.0225749559082893*G0_0_1 + 0.00282186948853588*G0_0_2 + 0.0225749559082891*G0_1_0 + 0.0225749559082894*G0_1_1 + 0.00282186948853602*G0_1_2 + 0.002821869488536*G0_2_0 + 0.00282186948853604*G0_2_1;

3530

A[523] = 0.0225749559082892*G0_0_0 + 0.0225749559082892*G0_0_1 + 0.00282186948853629*G0_0_2 + 0.0225749559082893*G0_1_0 + 0.0225749559082892*G0_1_1 + 0.00282186948853627*G0_1_2 + 0.00282186948853627*G0_2_0 + 0.00282186948853621*G0_2_1;

3531

A[524] = -0.135449735449735*G0_0_0 - 0.135449735449736*G0_0_1 - 0.0225749559082892*G0_0_2 - 0.135449735449735*G0_1_0 - 0.135449735449736*G0_1_1 - 0.022574955908289*G0_1_2 - 0.0225749559082892*G0_2_0 - 0.0225749559082889*G0_2_1 - 0.0451499118165785*G0_2_2;

3532

A[525] = -0.00776014109347437*G0_0_0 - 0.00776014109347439*G0_0_1 - 0.00776014109347438*G0_0_2 - 0.00776014109347437*G0_1_0 - 0.00776014109347439*G0_1_1 - 0.00776014109347439*G0_1_2 - 0.0253968253968253*G0_2_0 - 0.0253968253968254*G0_2_1 - 0.0253968253968254*G0_2_2;

3533

A[526] = 0.00776014109347437*G0_0_0 + 0.00776014109347437*G0_1_0;

3534

A[527] = 0.00776014109347448*G0_0_1 + 0.00776014109347449*G0_1_1;

3535

A[528] = -0.0458553791887125*G0_0_2 - 0.0458553791887125*G0_1_2 - 0.0705467372134038*G0_2_2;

3536

A[529] = -0.0451499118165785*G0_0_1 - 0.0112874779541446*G0_0_2 - 0.0451499118165786*G0_1_1 - 0.0112874779541446*G0_1_2 - 0.0112874779541448*G0_2_1;

3537

A[530] = 0.090299823633157*G0_0_1 + 0.0310405643738976*G0_0_2 + 0.090299823633157*G0_1_1 + 0.0310405643738975*G0_1_2 + 0.0310405643738977*G0_2_1 - 0.0112874779541448*G0_2_2;

3538

A[531] = -0.158024691358024*G0_0_1 - 0.0790123456790123*G0_0_2 - 0.158024691358024*G0_1_1 - 0.0790123456790122*G0_1_2 - 0.0790123456790122*G0_2_1 + 0.0225749559082894*G0_2_2;

3539

A[532] = -0.0451499118165784*G0_0_0 - 0.0112874779541447*G0_0_2 - 0.0451499118165785*G0_1_0 - 0.0112874779541447*G0_1_2 - 0.0112874779541446*G0_2_0;

3540

A[533] = 0.0902998236331568*G0_0_0 + 0.0310405643738977*G0_0_2 + 0.0902998236331568*G0_1_0 + 0.0310405643738977*G0_1_2 + 0.0310405643738974*G0_2_0 - 0.0112874779541449*G0_2_2;

3541

A[534] = -0.158024691358024*G0_0_0 - 0.0790123456790123*G0_0_2 - 0.158024691358024*G0_1_0 - 0.0790123456790122*G0_1_2 - 0.0790123456790121*G0_2_0 + 0.0225749559082893*G0_2_2;

3542

A[535] = -0.0112874779541446*G0_0_0 - 0.0112874779541447*G0_0_1 - 0.0112874779541446*G0_1_0 - 0.0112874779541447*G0_1_1;

3543

A[536] = -0.00282186948853623*G0_0_0 - 0.00282186948853611*G0_0_1 - 0.00282186948853618*G0_1_0 - 0.00282186948853607*G0_1_1;

3544

A[537] = -0.0112874779541446*G0_0_0 - 0.0112874779541447*G0_0_1 - 0.0112874779541446*G0_1_0 - 0.0112874779541447*G0_1_1;

3545

A[538] = 0.0451499118165785*G0_0_0 + 0.0451499118165785*G0_0_1 + 0.0338624338624338*G0_0_2 + 0.0451499118165785*G0_1_0 + 0.0451499118165785*G0_1_1 + 0.0338624338624338*G0_1_2 + 0.0790123456790123*G0_2_0 + 0.0790123456790124*G0_2_1 + 0.112874779541446*G0_2_2;

3546

A[539] = -0.0902998236331568*G0_0_0 - 0.0902998236331568*G0_0_1 - 0.059259259259259*G0_0_2 - 0.0902998236331568*G0_1_0 - 0.0902998236331567*G0_1_1 - 0.059259259259259*G0_1_2 - 0.132627865961199*G0_2_0 - 0.132627865961199*G0_2_1 - 0.22010582010582*G0_2_2;

3547

A[540] = 0.158024691358025*G0_0_0 + 0.158024691358024*G0_0_1 + 0.0790123456790121*G0_0_2 + 0.158024691358024*G0_1_0 + 0.158024691358024*G0_1_1 + 0.0790123456790121*G0_1_2 + 0.0790123456790121*G0_2_0 + 0.0790123456790121*G0_2_1 + 0.203174603174603*G0_2_2;

3548

A[541] = 0.0112874779541447*G0_0_0 + 0.0112874779541447*G0_0_2 + 0.0112874779541447*G0_1_0 + 0.0112874779541447*G0_1_2 - 0.0225749559082891*G0_2_0 + 0.0112874779541446*G0_2_1 - 0.0225749559082891*G0_2_2;

3549

A[542] = 0.00282186948853612*G0_0_0 + 0.00282186948853609*G0_0_2 + 0.00282186948853613*G0_1_0 + 0.0028218694885361*G0_1_2 - 0.0112874779541446*G0_2_0 + 0.00282186948853623*G0_2_1 - 0.0112874779541446*G0_2_2;

3550

A[543] = 0.0112874779541446*G0_0_0 + 0.0112874779541446*G0_0_2 + 0.0112874779541446*G0_1_0 + 0.0112874779541446*G0_1_2 + 0.0112874779541445*G0_2_1;

3551

A[544] = 0.0112874779541447*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0112874779541447*G0_1_1 + 0.0112874779541447*G0_1_2 + 0.0112874779541446*G0_2_0 - 0.0225749559082891*G0_2_1 - 0.0225749559082891*G0_2_2;

3552

A[545] = 0.00282186948853617*G0_0_1 + 0.00282186948853615*G0_0_2 + 0.00282186948853615*G0_1_1 + 0.00282186948853614*G0_1_2 + 0.00282186948853622*G0_2_0 - 0.0112874779541447*G0_2_1 - 0.0112874779541447*G0_2_2;

3553

A[546] = 0.0112874779541447*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0112874779541448*G0_1_1 + 0.0112874779541447*G0_1_2 + 0.0112874779541446*G0_2_0;

3554

A[547] = 0.0225749559082891*G0_0_0 + 0.0225749559082893*G0_0_1 - 0.0112874779541447*G0_0_2 + 0.0225749559082892*G0_1_0 + 0.0225749559082892*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_0 - 0.0112874779541448*G0_2_1;

3555

A[548] = 0.022574955908289*G0_0_0 + 0.022574955908289*G0_0_1 - 0.0112874779541447*G0_0_2 + 0.0225749559082889*G0_1_0 + 0.0225749559082891*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_0 - 0.0112874779541444*G0_2_1;

3556

A[549] = -0.112874779541446*G0_0_0 - 0.112874779541446*G0_0_1 - 0.0112874779541446*G0_0_2 - 0.112874779541446*G0_1_0 - 0.112874779541446*G0_1_1 - 0.0112874779541445*G0_1_2 - 0.0112874779541446*G0_2_0 - 0.0112874779541448*G0_2_1 - 0.0451499118165786*G0_2_2;

3557

A[550] = -0.0225749559082894*G0_0_0 - 0.0338624338624339*G0_0_2 - 0.0225749559082893*G0_1_0 - 0.0338624338624339*G0_1_2 + 0.0112874779541445*G0_2_0 - 0.0338624338624341*G0_2_1 + 0.0677248677248675*G0_2_2;

3558

A[551] = -0.0225749559082889*G0_0_0 - 0.0338624338624336*G0_0_2 - 0.0225749559082889*G0_1_0 - 0.0338624338624335*G0_1_2 + 0.0112874779541447*G0_2_0 - 0.0338624338624336*G0_2_1 + 0.0225749559082893*G0_2_2;

3559

A[552] = 0.112874779541446*G0_0_0 + 0.101587301587302*G0_0_2 + 0.112874779541446*G0_1_0 + 0.101587301587301*G0_1_2 + 0.0112874779541446*G0_2_0 + 0.101587301587301*G0_2_1 - 0.0677248677248677*G0_2_2;

3560

A[553] = -0.0225749559082893*G0_0_1 - 0.033862433862434*G0_0_2 - 0.0225749559082893*G0_1_1 - 0.033862433862434*G0_1_2 - 0.0338624338624341*G0_2_0 + 0.0112874779541445*G0_2_1 + 0.0677248677248675*G0_2_2;

3561

A[554] = -0.0225749559082893*G0_0_1 - 0.033862433862434*G0_0_2 - 0.0225749559082892*G0_1_1 - 0.033862433862434*G0_1_2 - 0.0338624338624337*G0_2_0 + 0.0112874779541448*G0_2_1 + 0.0225749559082894*G0_2_2;

3562

A[555] = 0.112874779541446*G0_0_1 + 0.101587301587302*G0_0_2 + 0.112874779541446*G0_1_1 + 0.101587301587302*G0_1_2 + 0.101587301587302*G0_2_0 + 0.0112874779541448*G0_2_1 - 0.0677248677248676*G0_2_2;

3563

A[556] = 0.0112874779541447*G0_0_2 + 0.0112874779541447*G0_1_2 + 0.0112874779541444*G0_2_0 + 0.0112874779541445*G0_2_1 - 0.0451499118165785*G0_2_2;

3564

A[557] = 0.0112874779541448*G0_0_2 + 0.0112874779541447*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0112874779541447*G0_2_1;

3565

A[558] = 0.0112874779541447*G0_0_2 + 0.0112874779541447*G0_1_2 + 0.0112874779541446*G0_2_0 + 0.0112874779541446*G0_2_1;

3566

A[559] = 0.090299823633157*G0_2_2;

3567

A[560] = -0.0246913580246913*G0_0_0 - 0.0246913580246914*G0_0_1 - 0.0246913580246914*G0_0_2 - 0.0705467372134038*G0_1_0 - 0.0705467372134038*G0_1_1 - 0.0705467372134038*G0_1_2 - 0.0246913580246913*G0_2_0 - 0.0246913580246914*G0_2_1 - 0.0246913580246914*G0_2_2;

3568

A[561] = 0.00776014109347436*G0_0_0 + 0.00776014109347436*G0_2_0;

3569

A[562] = -0.0176366843033509*G0_0_1 - 0.0253968253968253*G0_1_1 - 0.0176366843033509*G0_2_1;

3570

A[563] = 0.0077601410934744*G0_0_2 + 0.00776014109347441*G0_2_2;

3571

A[564] = -0.0338624338624337*G0_0_1 - 0.0451499118165783*G0_0_2 - 0.022574955908289*G0_1_1 - 0.0338624338624336*G0_1_2 - 0.0338624338624337*G0_2_1 - 0.0451499118165783*G0_2_2;

3572

A[565] = -0.0141093474426808*G0_0_1 - 0.0169312169312169*G0_0_2 - 0.0112874779541447*G0_1_1 - 0.0141093474426807*G0_1_2 - 0.0141093474426808*G0_2_1 - 0.0169312169312169*G0_2_2;

3573

A[566] = -0.0112874779541447*G0_0_1 - 0.0225749559082893*G0_0_2 - 0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0225749559082893*G0_2_2;

3574

A[567] = -0.0112874779541447*G0_0_0 - 0.0112874779541447*G0_0_2 - 0.0112874779541447*G0_2_0 - 0.0112874779541447*G0_2_2;

3575

A[568] = -0.00282186948853602*G0_0_0 - 0.00282186948853615*G0_0_2 - 0.00282186948853599*G0_2_0 - 0.00282186948853613*G0_2_2;

3576

A[569] = -0.0112874779541447*G0_0_0 - 0.0112874779541446*G0_0_2 - 0.0112874779541447*G0_2_0 - 0.0112874779541446*G0_2_2;

3577

A[570] = -0.0225749559082891*G0_0_0 - 0.0112874779541446*G0_0_1 - 0.0112874779541444*G0_1_0 - 0.0225749559082891*G0_2_0 - 0.0112874779541447*G0_2_1;

3578

A[571] = -0.0169312169312169*G0_0_0 - 0.0141093474426806*G0_0_1 - 0.0141093474426809*G0_1_0 - 0.0112874779541446*G0_1_1 - 0.0169312169312169*G0_2_0 - 0.0141093474426806*G0_2_1;

3579

A[572] = -0.0451499118165784*G0_0_0 - 0.0338624338624339*G0_0_1 - 0.0338624338624337*G0_1_0 - 0.0225749559082892*G0_1_1 - 0.0451499118165784*G0_2_0 - 0.0338624338624339*G0_2_1;

3580

A[573] = 0.101587301587301*G0_0_0 + 0.101587301587301*G0_0_1 + 0.0225749559082894*G0_0_2 + 0.0225749559082893*G0_1_0 + 0.0225749559082893*G0_1_1 + 0.101587301587301*G0_1_2 + 0.101587301587302*G0_2_0 + 0.101587301587301*G0_2_1 + 0.0225749559082894*G0_2_2;

3581

A[574] = -0.0423280423280423*G0_0_0 - 0.0423280423280424*G0_0_1 + 0.0169312169312168*G0_0_2 - 0.0112874779541446*G0_1_0 - 0.0112874779541446*G0_1_1 - 0.0423280423280423*G0_1_2 - 0.0423280423280423*G0_2_0 - 0.0423280423280424*G0_2_1 + 0.0169312169312168*G0_2_2;

3582

A[575] = 0.0112874779541447*G0_0_0 + 0.0112874779541447*G0_0_1 - 0.0225749559082891*G0_0_2 + 0.0112874779541446*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0112874779541447*G0_2_1 - 0.0225749559082891*G0_2_2;

3583

A[576] = 0.203174603174603*G0_0_0 + 0.124162257495591*G0_0_1 + 0.203174603174603*G0_0_2 + 0.124162257495591*G0_1_0 + 0.203174603174603*G0_1_1 + 0.124162257495591*G0_1_2 + 0.203174603174603*G0_2_0 + 0.124162257495591*G0_2_1 + 0.203174603174603*G0_2_2;

3584

A[577] = -0.118518518518518*G0_0_0 - 0.160846560846561*G0_0_1 - 0.118518518518518*G0_0_2 - 0.0874779541446207*G0_1_0 - 0.22010582010582*G0_1_1 - 0.0874779541446206*G0_1_2 - 0.118518518518518*G0_2_0 - 0.160846560846561*G0_2_1 - 0.118518518518518*G0_2_2;

3585

A[578] = 0.0451499118165784*G0_0_0 + 0.0790123456790122*G0_0_1 + 0.0451499118165784*G0_0_2 + 0.0338624338624337*G0_1_0 + 0.112874779541446*G0_1_1 + 0.0338624338624337*G0_1_2 + 0.0451499118165784*G0_2_0 + 0.0790123456790122*G0_2_1 + 0.0451499118165784*G0_2_2;

3586

A[579] = 0.0225749559082892*G0_0_0 + 0.101587301587301*G0_0_1 + 0.101587301587301*G0_0_2 + 0.101587301587301*G0_1_0 + 0.0225749559082891*G0_1_1 + 0.0225749559082892*G0_1_2 + 0.0225749559082892*G0_2_0 + 0.101587301587301*G0_2_1 + 0.101587301587301*G0_2_2;

3587

A[580] = 0.0169312169312169*G0_0_0 - 0.0423280423280421*G0_0_1 - 0.0423280423280421*G0_0_2 - 0.0423280423280422*G0_1_0 - 0.0112874779541447*G0_1_1 - 0.0112874779541447*G0_1_2 + 0.016931216931217*G0_2_0 - 0.0423280423280421*G0_2_1 - 0.0423280423280421*G0_2_2;

3588

A[581] = -0.0225749559082892*G0_0_0 + 0.0112874779541446*G0_0_1 + 0.0112874779541446*G0_0_2 + 0.0112874779541446*G0_1_0 - 0.0225749559082892*G0_2_0 + 0.0112874779541447*G0_2_1 + 0.0112874779541447*G0_2_2;

3589

A[582] = -0.0225749559082894*G0_0_0 - 0.0112874779541447*G0_0_1 - 0.0225749559082894*G0_0_2 - 0.0112874779541446*G0_1_0 - 0.0112874779541445*G0_1_2 - 0.0225749559082894*G0_2_0 - 0.0112874779541447*G0_2_1 - 0.0225749559082893*G0_2_2;

3590

A[583] = -0.0677248677248677*G0_0_0 - 0.0564373897707232*G0_0_1 - 0.0677248677248676*G0_0_2 - 0.0564373897707228*G0_1_0 - 0.0451499118165784*G0_1_1 - 0.056437389770723*G0_1_2 - 0.0677248677248677*G0_2_0 - 0.0564373897707232*G0_2_1 - 0.0677248677248677*G0_2_2;

3591

A[584] = -0.0225749559082892*G0_0_0 - 0.0112874779541444*G0_0_1 - 0.0225749559082891*G0_0_2 - 0.0112874779541448*G0_1_0 - 0.0112874779541447*G0_1_2 - 0.0225749559082891*G0_2_0 - 0.0112874779541443*G0_2_1 - 0.022574955908289*G0_2_2;

3592

A[585] = -0.0677248677248679*G0_0_0 - 0.169312169312169*G0_0_1 - 0.27089947089947*G0_0_2 - 0.0790123456790122*G0_1_0 - 0.0677248677248677*G0_1_1 - 0.169312169312169*G0_1_2 - 0.0677248677248679*G0_2_0 - 0.169312169312169*G0_2_1 - 0.270899470899471*G0_2_2;

3593

A[586] = 0.0677248677248676*G0_0_0 + 0.101587301587301*G0_0_1 + 0.135449735449735*G0_0_2 + 0.0564373897707227*G0_1_0 + 0.0677248677248674*G0_1_1 + 0.101587301587301*G0_1_2 + 0.0677248677248677*G0_2_0 + 0.101587301587301*G0_2_1 + 0.135449735449735*G0_2_2;

3594

A[587] = 0.0225749559082893*G0_0_0 + 0.0564373897707231*G0_0_1 + 0.090299823633157*G0_0_2 + 0.0112874779541448*G0_1_0 + 0.0225749559082893*G0_1_1 + 0.0564373897707232*G0_1_2 + 0.0225749559082892*G0_2_0 + 0.0564373897707232*G0_2_1 + 0.090299823633157*G0_2_2;

3595

A[588] = -0.135449735449735*G0_0_0 - 0.0338624338624339*G0_0_1 - 0.135449735449735*G0_0_2 - 0.0338624338624339*G0_1_0 - 0.0451499118165785*G0_1_1 - 0.0338624338624337*G0_1_2 - 0.135449735449735*G0_2_0 - 0.0338624338624339*G0_2_1 - 0.135449735449735*G0_2_2;

3596

A[589] = 0.0451499118165784*G0_0_0 + 0.0112874779541448*G0_0_1 + 0.0451499118165784*G0_0_2 + 0.0112874779541445*G0_1_0 + 0.0112874779541448*G0_1_2 + 0.0451499118165784*G0_2_0 + 0.0112874779541448*G0_2_1 + 0.0451499118165783*G0_2_2;

3597

A[590] = 0.0451499118165783*G0_0_0 + 0.0112874779541445*G0_0_1 + 0.0451499118165784*G0_0_2 + 0.0112874779541447*G0_1_0 + 0.0112874779541446*G0_1_2 + 0.0451499118165783*G0_2_0 + 0.0112874779541444*G0_2_1 + 0.0451499118165785*G0_2_2;

3598

A[591] = -0.27089947089947*G0_0_0 - 0.169312169312169*G0_0_1 - 0.0677248677248675*G0_0_2 - 0.169312169312169*G0_1_0 - 0.0677248677248675*G0_1_1 - 0.0790123456790123*G0_1_2 - 0.27089947089947*G0_2_0 - 0.169312169312169*G0_2_1 - 0.0677248677248675*G0_2_2;

3599

A[592] = 0.0902998236331564*G0_0_0 + 0.0564373897707228*G0_0_1 + 0.0225749559082893*G0_0_2 + 0.0564373897707229*G0_1_0 + 0.0225749559082893*G0_1_1 + 0.0112874779541445*G0_1_2 + 0.0902998236331564*G0_2_0 + 0.0564373897707227*G0_2_1 + 0.0225749559082893*G0_2_2;

3600

A[593] = 0.135449735449735*G0_0_0 + 0.101587301587301*G0_0_1 + 0.0677248677248675*G0_0_2 + 0.101587301587302*G0_1_0 + 0.0677248677248675*G0_1_1 + 0.0564373897707229*G0_1_2 + 0.135449735449735*G0_2_0 + 0.101587301587301*G0_2_1 + 0.0677248677248675*G0_2_2;

3601

A[594] = 0.0902998236331573*G0_0_0 + 0.0902998236331569*G0_0_1 + 0.0902998236331567*G0_0_2 + 0.0902998236331569*G0_1_0 + 0.0902998236331568*G0_1_1 + 0.0902998236331571*G0_1_2 + 0.0902998236331573*G0_2_0 + 0.090299823633157*G0_2_1 + 0.0902998236331566*G0_2_2;

3602

A[595] = 0.0202821869488536*G0_0_0 + 0.0202821869488536*G0_0_1 + 0.0202821869488536*G0_0_2 + 0.0529100529100528*G0_1_0 + 0.0529100529100528*G0_1_1 + 0.0529100529100529*G0_1_2 + 0.0202821869488536*G0_2_0 + 0.0202821869488536*G0_2_1 + 0.0202821869488536*G0_2_2;

3603

A[596] = 0.00511463844797176*G0_0_0 + 0.00511463844797179*G0_2_0;

3604

A[597] = 0.0326278659611993*G0_0_1 + 0.0529100529100528*G0_1_1 + 0.0326278659611993*G0_2_1;

3605

A[598] = 0.00511463844797178*G0_0_2 + 0.00511463844797179*G0_2_2;

3606

A[599] = 0.0592592592592593*G0_0_1 + 0.0902998236331569*G0_0_2 + 0.0169312169312168*G0_1_1 + 0.0592592592592589*G0_1_2 + 0.0592592592592593*G0_2_1 + 0.0902998236331569*G0_2_2;

3607

A[600] = 0.0105820105820105*G0_0_1 + 0.0211640211640211*G0_0_2 - 0.00282186948853623*G0_1_1 + 0.0105820105820105*G0_1_2 + 0.0105820105820105*G0_2_1 + 0.021164021164021*G0_2_2;

3608

A[601] = -0.00282186948853613*G0_0_1 - 0.0169312169312169*G0_0_2 - 0.00282186948853614*G0_1_2 - 0.0028218694885361*G0_2_1 - 0.0169312169312169*G0_2_2;

3609

A[602] = -0.00282186948853607*G0_0_0 - 0.0028218694885361*G0_0_2 - 0.00282186948853609*G0_2_0 - 0.0028218694885361*G0_2_2;

3610

A[603] = -0.00917107583774251*G0_0_0 - 0.00917107583774246*G0_0_2 - 0.00917107583774253*G0_2_0 - 0.00917107583774248*G0_2_2;

3611

A[604] = -0.00282186948853611*G0_0_0 - 0.0028218694885361*G0_0_2 - 0.00282186948853608*G0_2_0 - 0.00282186948853608*G0_2_2;

3612

A[605] = -0.0169312169312168*G0_0_0 - 0.00282186948853605*G0_0_1 - 0.00282186948853628*G0_1_0 - 0.0169312169312169*G0_2_0 - 0.00282186948853606*G0_2_1;

3613

A[606] = 0.021164021164021*G0_0_0 + 0.0105820105820106*G0_0_1 + 0.0105820105820108*G0_1_0 - 0.00282186948853601*G0_1_1 + 0.0211640211640212*G0_2_0 + 0.0105820105820106*G0_2_1;

3614

A[607] = 0.090299823633157*G0_0_0 + 0.0592592592592593*G0_0_1 + 0.059259259259259*G0_1_0 + 0.0169312169312168*G0_1_1 + 0.090299823633157*G0_2_0 + 0.0592592592592594*G0_2_1;

3615

A[608] = -0.0423280423280424*G0_0_0 - 0.0423280423280423*G0_0_1 - 0.0112874779541447*G0_0_2 + 0.0169312169312169*G0_1_0 + 0.0169312169312169*G0_1_1 - 0.0423280423280423*G0_1_2 - 0.0423280423280424*G0_2_0 - 0.0423280423280423*G0_2_1 - 0.0112874779541447*G0_2_2;

3616

A[609] = -0.0134038800705468*G0_0_0 - 0.0134038800705468*G0_0_1 - 0.00282186948853619*G0_0_2 - 0.00282186948853633*G0_1_0 - 0.00282186948853631*G0_1_1 - 0.0134038800705467*G0_1_2 - 0.0134038800705468*G0_2_0 - 0.0134038800705468*G0_2_1 - 0.00282186948853617*G0_2_2;

3617

A[610] = 0.00282186948853612*G0_0_0 + 0.00282186948853613*G0_0_1 - 0.0112874779541446*G0_0_2 + 0.00282186948853623*G0_1_2 + 0.00282186948853609*G0_2_0 + 0.0028218694885361*G0_2_1 - 0.0112874779541446*G0_2_2;

3618

A[611] = -0.118518518518518*G0_0_0 - 0.0874779541446207*G0_0_1 - 0.118518518518518*G0_0_2 - 0.160846560846561*G0_1_0 - 0.22010582010582*G0_1_1 - 0.160846560846561*G0_1_2 - 0.118518518518518*G0_2_0 - 0.0874779541446206*G0_2_1 - 0.118518518518518*G0_2_2;

3619

A[612] = 0.249735449735449*G0_0_0 + 0.167195767195767*G0_0_1 + 0.24973544973545*G0_0_2 + 0.167195767195767*G0_1_0 + 0.334391534391534*G0_1_1 + 0.167195767195767*G0_1_2 + 0.24973544973545*G0_2_0 + 0.167195767195767*G0_2_1 + 0.24973544973545*G0_2_2;

3620

A[613] = -0.090299823633157*G0_0_0 - 0.132627865961199*G0_0_1 - 0.0902998236331571*G0_0_2 - 0.059259259259259*G0_1_0 - 0.22010582010582*G0_1_1 - 0.0592592592592591*G0_1_2 - 0.090299823633157*G0_2_0 - 0.132627865961199*G0_2_1 - 0.090299823633157*G0_2_2;

3621

A[614] = -0.0112874779541445*G0_0_0 - 0.0423280423280423*G0_0_1 - 0.0423280423280423*G0_0_2 - 0.0423280423280423*G0_1_0 + 0.0169312169312169*G0_1_1 + 0.0169312169312169*G0_1_2 - 0.0112874779541445*G0_2_0 - 0.0423280423280423*G0_2_1 - 0.0423280423280423*G0_2_2;

3622

A[615] = -0.00282186948853629*G0_0_0 - 0.0134038800705467*G0_0_1 - 0.0134038800705467*G0_0_2 - 0.0134038800705466*G0_1_0 - 0.00282186948853595*G0_1_1 - 0.00282186948853593*G0_1_2 - 0.00282186948853631*G0_2_0 - 0.0134038800705467*G0_2_1 - 0.0134038800705467*G0_2_2;

3623

A[616] = -0.0112874779541446*G0_0_0 + 0.00282186948853612*G0_0_1 + 0.0028218694885361*G0_0_2 + 0.00282186948853612*G0_1_0 - 0.0112874779541446*G0_2_0 + 0.00282186948853612*G0_2_1 + 0.0028218694885361*G0_2_2;

3624

A[617] = 0.0169312169312172*G0_0_0 - 0.00282186948853592*G0_0_1 + 0.0169312169312173*G0_0_2 - 0.00282186948853588*G0_1_0 - 0.002821869488536*G0_1_2 + 0.0169312169312174*G0_2_0 - 0.00282186948853589*G0_2_1 + 0.0169312169312174*G0_2_2;

3625

A[618] = 0.0846560846560849*G0_0_0 + 0.0423280423280426*G0_0_1 + 0.0846560846560849*G0_0_2 + 0.0423280423280419*G0_1_0 + 0.0225749559082892*G0_1_1 + 0.0423280423280424*G0_1_2 + 0.0846560846560849*G0_2_0 + 0.0423280423280427*G0_2_1 + 0.0846560846560851*G0_2_2;

3626

A[619] = 0.0169312169312168*G0_0_0 - 0.00282186948853629*G0_0_1 + 0.0169312169312167*G0_0_2 - 0.00282186948853627*G0_1_0 - 0.00282186948853631*G0_1_2 + 0.0169312169312168*G0_2_0 - 0.00282186948853626*G0_2_1 + 0.0169312169312167*G0_2_2;

3627

A[620] = 0.118518518518519*G0_0_0 + 0.160846560846561*G0_0_1 + 0.0677248677248676*G0_0_2 + 0.0253968253968254*G0_1_0 - 0.0169312169312169*G0_1_1 + 0.160846560846561*G0_1_2 + 0.118518518518519*G0_2_0 + 0.160846560846561*G0_2_1 + 0.0677248677248675*G0_2_2;

3628

A[621] = -0.0846560846560848*G0_0_0 - 0.177777777777778*G0_0_1 - 0.27089947089947*G0_0_2 - 0.0423280423280419*G0_1_0 - 0.0169312169312167*G0_1_1 - 0.177777777777777*G0_1_2 - 0.0846560846560848*G0_2_0 - 0.177777777777778*G0_2_1 - 0.27089947089947*G0_2_2;

3629

A[622] = -0.0169312169312168*G0_0_0 + 0.00282186948853631*G0_0_1 + 0.0677248677248677*G0_0_2 + 0.00282186948853626*G0_1_0 + 0.00564373897707252*G0_1_1 + 0.00282186948853616*G0_1_2 - 0.0169312169312169*G0_2_0 + 0.00282186948853633*G0_2_1 + 0.0677248677248677*G0_2_2;

3630

A[623] = 0.0225749559082894*G0_0_0 - 0.0197530864197529*G0_0_1 + 0.022574955908289*G0_0_2 - 0.0197530864197529*G0_1_0 + 0.0225749559082894*G0_1_1 - 0.0197530864197532*G0_1_2 + 0.0225749559082893*G0_2_0 - 0.0197530864197529*G0_2_1 + 0.0225749559082889*G0_2_2;

3631

A[624] = 0.022574955908289*G0_0_0 + 0.00282186948853588*G0_0_1 + 0.0225749559082891*G0_0_2 + 0.0028218694885361*G0_1_0 + 0.00282186948853573*G0_1_2 + 0.0225749559082891*G0_2_0 + 0.00282186948853585*G0_2_1 + 0.0225749559082891*G0_2_2;

3632

A[625] = 0.0225749559082893*G0_0_0 + 0.00282186948853622*G0_0_1 + 0.0225749559082894*G0_0_2 + 0.00282186948853622*G0_1_0 + 0.00282186948853635*G0_1_2 + 0.0225749559082894*G0_2_0 + 0.00282186948853618*G0_2_1 + 0.0225749559082894*G0_2_2;

3633

A[626] = 0.0677248677248676*G0_0_0 + 0.160846560846561*G0_0_1 + 0.118518518518519*G0_0_2 + 0.160846560846561*G0_1_0 - 0.0169312169312168*G0_1_1 + 0.0253968253968256*G0_1_2 + 0.0677248677248675*G0_2_0 + 0.160846560846561*G0_2_1 + 0.118518518518519*G0_2_2;

3634

A[627] = 0.0677248677248675*G0_0_0 + 0.00282186948853603*G0_0_1 - 0.0169312169312172*G0_0_2 + 0.002821869488536*G0_1_0 + 0.00564373897707182*G0_1_1 + 0.00282186948853607*G0_1_2 + 0.0677248677248677*G0_2_0 + 0.00282186948853599*G0_2_1 - 0.0169312169312173*G0_2_2;

3635

A[628] = -0.270899470899471*G0_0_0 - 0.177777777777778*G0_0_1 - 0.0846560846560847*G0_0_2 - 0.177777777777778*G0_1_0 - 0.0169312169312168*G0_1_1 - 0.0423280423280422*G0_1_2 - 0.270899470899471*G0_2_0 - 0.177777777777778*G0_2_1 - 0.0846560846560849*G0_2_2;

3636

A[629] = -0.135449735449736*G0_0_0 - 0.0225749559082895*G0_0_1 - 0.135449735449735*G0_0_2 - 0.0225749559082895*G0_1_0 - 0.0451499118165785*G0_1_1 - 0.0225749559082894*G0_1_2 - 0.135449735449736*G0_2_0 - 0.0225749559082896*G0_2_1 - 0.135449735449735*G0_2_2;

3637

A[630] = -0.0077601410934744*G0_0_0 - 0.00776014109347441*G0_0_1 - 0.0077601410934744*G0_0_2 - 0.0253968253968254*G0_1_0 - 0.0253968253968254*G0_1_1 - 0.0253968253968254*G0_1_2 - 0.0077601410934744*G0_2_0 - 0.00776014109347441*G0_2_1 - 0.0077601410934744*G0_2_2;

3638

A[631] = 0.00776014109347437*G0_0_0 + 0.00776014109347435*G0_2_0;

3639

A[632] = -0.0458553791887124*G0_0_1 - 0.0705467372134037*G0_1_1 - 0.0458553791887124*G0_2_1;

3640

A[633] = 0.00776014109347441*G0_0_2 + 0.0077601410934744*G0_2_2;

3641

A[634] = -0.0790123456790124*G0_0_1 - 0.158024691358025*G0_0_2 + 0.0225749559082892*G0_1_1 - 0.0790123456790121*G0_1_2 - 0.0790123456790124*G0_2_1 - 0.158024691358025*G0_2_2;

3642

A[635] = 0.0310405643738977*G0_0_1 + 0.0902998236331569*G0_0_2 - 0.0112874779541446*G0_1_1 + 0.0310405643738977*G0_1_2 + 0.0310405643738977*G0_2_1 + 0.0902998236331569*G0_2_2;

3643

A[636] = -0.0112874779541446*G0_0_1 - 0.0451499118165783*G0_0_2 - 0.0112874779541446*G0_1_2 - 0.0112874779541446*G0_2_1 - 0.0451499118165783*G0_2_2;

3644

A[637] = -0.0112874779541447*G0_0_0 - 0.0112874779541448*G0_0_2 - 0.0112874779541446*G0_2_0 - 0.0112874779541447*G0_2_2;

3645

A[638] = -0.00282186948853602*G0_0_0 - 0.00282186948853608*G0_0_2 - 0.00282186948853604*G0_2_0 - 0.00282186948853612*G0_2_2;

3646

A[639] = -0.0112874779541446*G0_0_0 - 0.0112874779541446*G0_0_2 - 0.0112874779541446*G0_2_0 - 0.0112874779541445*G0_2_2;

3647

A[640] = -0.0451499118165784*G0_0_0 - 0.0112874779541447*G0_0_1 - 0.0112874779541446*G0_1_0 - 0.0451499118165782*G0_2_0 - 0.0112874779541447*G0_2_1;

3648

A[641] = 0.0902998236331568*G0_0_0 + 0.0310405643738979*G0_0_1 + 0.0310405643738975*G0_1_0 - 0.0112874779541448*G0_1_1 + 0.0902998236331567*G0_2_0 + 0.0310405643738978*G0_2_1;

3649

A[642] = -0.158024691358025*G0_0_0 - 0.0790123456790125*G0_0_1 - 0.0790123456790122*G0_1_0 + 0.0225749559082892*G0_1_1 - 0.158024691358025*G0_2_0 - 0.0790123456790125*G0_2_1;

3650

A[643] = 0.0112874779541447*G0_0_0 + 0.0112874779541446*G0_0_1 - 0.0225749559082892*G0_1_0 - 0.0225749559082892*G0_1_1 + 0.0112874779541447*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0112874779541446*G0_2_1;

3651

A[644] = 0.00282186948853625*G0_0_0 + 0.00282186948853624*G0_0_1 - 0.0112874779541444*G0_1_0 - 0.0112874779541445*G0_1_1 + 0.00282186948853617*G0_1_2 + 0.00282186948853625*G0_2_0 + 0.00282186948853624*G0_2_1;

3652

A[645] = 0.0112874779541446*G0_0_0 + 0.0112874779541446*G0_0_1 + 0.0112874779541445*G0_1_2 + 0.0112874779541446*G0_2_0 + 0.0112874779541446*G0_2_1;

3653

A[646] = 0.0451499118165784*G0_0_0 + 0.0338624338624337*G0_0_1 + 0.0451499118165784*G0_0_2 + 0.0790123456790122*G0_1_0 + 0.112874779541446*G0_1_1 + 0.0790123456790122*G0_1_2 + 0.0451499118165784*G0_2_0 + 0.0338624338624337*G0_2_1 + 0.0451499118165784*G0_2_2;

3654

A[647] = -0.090299823633157*G0_0_0 - 0.059259259259259*G0_0_1 - 0.090299823633157*G0_0_2 - 0.132627865961199*G0_1_0 - 0.22010582010582*G0_1_1 - 0.132627865961199*G0_1_2 - 0.0902998236331571*G0_2_0 - 0.0592592592592591*G0_2_1 - 0.090299823633157*G0_2_2;

3655

A[648] = 0.158024691358025*G0_0_0 + 0.0790123456790122*G0_0_1 + 0.158024691358025*G0_0_2 + 0.0790123456790122*G0_1_0 + 0.203174603174603*G0_1_1 + 0.0790123456790122*G0_1_2 + 0.158024691358025*G0_2_0 + 0.0790123456790122*G0_2_1 + 0.158024691358025*G0_2_2;

3656

A[649] = 0.0112874779541446*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0112874779541447*G0_1_0 - 0.0225749559082892*G0_1_1 - 0.0225749559082892*G0_1_2 + 0.0112874779541446*G0_2_1 + 0.0112874779541447*G0_2_2;

3657

A[650] = 0.00282186948853612*G0_0_1 + 0.00282186948853609*G0_0_2 + 0.00282186948853612*G0_1_0 - 0.0112874779541448*G0_1_1 - 0.0112874779541448*G0_1_2 + 0.00282186948853614*G0_2_1 + 0.00282186948853611*G0_2_2;

3658

A[651] = 0.0112874779541447*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0112874779541446*G0_1_0 + 0.0112874779541447*G0_2_1 + 0.0112874779541447*G0_2_2;

3659

A[652] = 0.0225749559082891*G0_0_0 - 0.0112874779541447*G0_0_1 + 0.0225749559082891*G0_0_2 - 0.0112874779541449*G0_1_0 - 0.0112874779541449*G0_1_2 + 0.0225749559082889*G0_2_0 - 0.0112874779541447*G0_2_1 + 0.0225749559082892*G0_2_2;

3660

A[653] = -0.112874779541447*G0_0_0 - 0.0112874779541449*G0_0_1 - 0.112874779541446*G0_0_2 - 0.0112874779541444*G0_1_0 - 0.0451499118165786*G0_1_1 - 0.0112874779541448*G0_1_2 - 0.112874779541446*G0_2_0 - 0.0112874779541451*G0_2_1 - 0.112874779541446*G0_2_2;

3661

A[654] = 0.0225749559082894*G0_0_0 - 0.0112874779541444*G0_0_1 + 0.0225749559082893*G0_0_2 - 0.0112874779541444*G0_1_0 - 0.0112874779541443*G0_1_2 + 0.0225749559082894*G0_2_0 - 0.0112874779541444*G0_2_1 + 0.0225749559082892*G0_2_2;

3662

A[655] = -0.0225749559082892*G0_0_0 - 0.0338624338624338*G0_0_1 + 0.0112874779541443*G0_1_0 + 0.0677248677248675*G0_1_1 - 0.0338624338624338*G0_1_2 - 0.0225749559082892*G0_2_0 - 0.0338624338624339*G0_2_1;

3663

A[656] = 0.112874779541447*G0_0_0 + 0.101587301587302*G0_0_1 + 0.0112874779541445*G0_1_0 - 0.0677248677248675*G0_1_1 + 0.101587301587301*G0_1_2 + 0.112874779541446*G0_2_0 + 0.101587301587302*G0_2_1;

3664

A[657] = -0.0225749559082893*G0_0_0 - 0.0338624338624339*G0_0_1 + 0.0112874779541444*G0_1_0 + 0.0225749559082891*G0_1_1 - 0.0338624338624337*G0_1_2 - 0.0225749559082893*G0_2_0 - 0.0338624338624339*G0_2_1;

3665

A[658] = 0.0112874779541448*G0_0_1 + 0.0112874779541444*G0_1_0 - 0.0451499118165787*G0_1_1 + 0.0112874779541448*G0_1_2 + 0.0112874779541448*G0_2_1;

3666

A[659] = 0.0112874779541448*G0_0_1 + 0.0112874779541448*G0_1_0 + 0.0112874779541449*G0_1_2 + 0.0112874779541447*G0_2_1;

3667

A[660] = 0.0112874779541444*G0_0_1 + 0.0112874779541445*G0_1_0 + 0.0112874779541444*G0_1_2 + 0.0112874779541444*G0_2_1;

3668

A[661] = -0.0338624338624338*G0_0_1 - 0.0225749559082891*G0_0_2 - 0.0338624338624339*G0_1_0 + 0.0677248677248676*G0_1_1 + 0.0112874779541443*G0_1_2 - 0.0338624338624337*G0_2_1 - 0.0225749559082891*G0_2_2;

3669

A[662] = -0.0338624338624339*G0_0_1 - 0.022574955908289*G0_0_2 - 0.0338624338624336*G0_1_0 + 0.0225749559082897*G0_1_1 + 0.0112874779541449*G0_1_2 - 0.0338624338624339*G0_2_1 - 0.0225749559082891*G0_2_2;

3670

A[663] = 0.101587301587302*G0_0_1 + 0.112874779541446*G0_0_2 + 0.101587301587302*G0_1_0 - 0.0677248677248677*G0_1_1 + 0.0112874779541447*G0_1_2 + 0.101587301587302*G0_2_1 + 0.112874779541446*G0_2_2;

3671

A[664] = 0.0902998236331573*G0_1_1;

3672

A[665] = -0.0705467372134038*G0_0_0 - 0.0705467372134037*G0_0_1 - 0.0705467372134037*G0_0_2 - 0.0246913580246913*G0_1_0 - 0.0246913580246913*G0_1_1 - 0.0246913580246913*G0_1_2 - 0.0246913580246913*G0_2_0 - 0.0246913580246913*G0_2_1 - 0.0246913580246913*G0_2_2;

3673

A[666] = -0.0253968253968253*G0_0_0 - 0.017636684303351*G0_1_0 - 0.017636684303351*G0_2_0;

3674

A[667] = 0.00776014109347444*G0_1_1 + 0.00776014109347442*G0_2_1;

3675

A[668] = 0.00776014109347442*G0_1_2 + 0.00776014109347442*G0_2_2;

3676

A[669] = -0.0112874779541446*G0_1_1 - 0.0112874779541446*G0_1_2 - 0.0112874779541446*G0_2_1 - 0.0112874779541446*G0_2_2;

3677

A[670] = -0.00282186948853607*G0_1_1 - 0.00282186948853611*G0_1_2 - 0.0028218694885361*G0_2_1 - 0.0028218694885361*G0_2_2;

3678

A[671] = -0.0112874779541447*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0112874779541447*G0_2_2;

3679

A[672] = -0.0225749559082891*G0_0_0 - 0.0338624338624337*G0_0_2 - 0.0338624338624338*G0_1_0 - 0.0451499118165784*G0_1_2 - 0.0338624338624338*G0_2_0 - 0.0451499118165784*G0_2_2;

3680

A[673] = -0.0112874779541448*G0_0_0 - 0.0141093474426808*G0_0_2 - 0.0141093474426806*G0_1_0 - 0.0169312169312168*G0_1_2 - 0.0141093474426806*G0_2_0 - 0.0169312169312168*G0_2_2;

3681

A[674] = -0.0112874779541446*G0_0_2 - 0.0112874779541447*G0_1_0 - 0.0225749559082893*G0_1_2 - 0.0112874779541447*G0_2_0 - 0.0225749559082892*G0_2_2;

3682

A[675] = -0.0225749559082889*G0_0_0 - 0.0338624338624337*G0_0_1 - 0.0338624338624336*G0_1_0 - 0.0451499118165783*G0_1_1 - 0.0338624338624336*G0_2_0 - 0.0451499118165784*G0_2_1;

3683

A[676] = -0.0112874779541446*G0_0_0 - 0.0141093474426805*G0_0_1 - 0.0141093474426809*G0_1_0 - 0.0169312169312167*G0_1_1 - 0.0141093474426808*G0_2_0 - 0.0169312169312166*G0_2_1;

3684

A[677] = -0.0112874779541446*G0_0_1 - 0.0112874779541446*G0_1_0 - 0.0225749559082893*G0_1_1 - 0.0112874779541446*G0_2_0 - 0.0225749559082894*G0_2_1;

3685

A[678] = 0.0225749559082892*G0_0_0 + 0.0225749559082893*G0_0_1 + 0.101587301587301*G0_0_2 + 0.101587301587302*G0_1_0 + 0.101587301587302*G0_1_1 + 0.0225749559082893*G0_1_2 + 0.101587301587302*G0_2_0 + 0.101587301587302*G0_2_1 + 0.0225749559082893*G0_2_2;

3686

A[679] = -0.0112874779541446*G0_0_0 - 0.0112874779541445*G0_0_1 - 0.0423280423280423*G0_0_2 - 0.0423280423280423*G0_1_0 - 0.0423280423280423*G0_1_1 + 0.0169312169312168*G0_1_2 - 0.0423280423280424*G0_2_0 - 0.0423280423280423*G0_2_1 + 0.0169312169312168*G0_2_2;

3687

A[680] = 0.0112874779541446*G0_0_2 + 0.0112874779541447*G0_1_0 + 0.0112874779541447*G0_1_1 - 0.0225749559082891*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0112874779541447*G0_2_1 - 0.0225749559082891*G0_2_2;

3688

A[681] = 0.0225749559082892*G0_0_0 + 0.101587301587301*G0_0_1 + 0.0225749559082892*G0_0_2 + 0.101587301587301*G0_1_0 + 0.0225749559082891*G0_1_1 + 0.101587301587301*G0_1_2 + 0.101587301587301*G0_2_0 + 0.0225749559082892*G0_2_1 + 0.101587301587301*G0_2_2;

3689

A[682] = -0.0112874779541445*G0_0_0 - 0.0423280423280424*G0_0_1 - 0.0112874779541445*G0_0_2 - 0.0423280423280423*G0_1_0 + 0.0169312169312169*G0_1_1 - 0.0423280423280423*G0_1_2 - 0.0423280423280423*G0_2_0 + 0.0169312169312169*G0_2_1 - 0.0423280423280423*G0_2_2;

3690

A[683] = 0.0112874779541446*G0_0_1 + 0.0112874779541446*G0_1_0 - 0.0225749559082892*G0_1_1 + 0.0112874779541446*G0_1_2 + 0.0112874779541447*G0_2_0 - 0.0225749559082892*G0_2_1 + 0.0112874779541447*G0_2_2;

3691

A[684] = 0.203174603174603*G0_0_0 + 0.12416225749559*G0_0_1 + 0.12416225749559*G0_0_2 + 0.12416225749559*G0_1_0 + 0.203174603174603*G0_1_1 + 0.203174603174603*G0_1_2 + 0.12416225749559*G0_2_0 + 0.203174603174603*G0_2_1 + 0.203174603174603*G0_2_2;

3692

A[685] = -0.22010582010582*G0_0_0 - 0.0874779541446206*G0_0_1 - 0.0874779541446207*G0_0_2 - 0.16084656084656*G0_1_0 - 0.118518518518518*G0_1_1 - 0.118518518518518*G0_1_2 - 0.16084656084656*G0_2_0 - 0.118518518518518*G0_2_1 - 0.118518518518518*G0_2_2;

3693

A[686] = 0.112874779541446*G0_0_0 + 0.0338624338624337*G0_0_1 + 0.0338624338624337*G0_0_2 + 0.0790123456790122*G0_1_0 + 0.0451499118165784*G0_1_1 + 0.0451499118165784*G0_1_2 + 0.0790123456790122*G0_2_0 + 0.0451499118165784*G0_2_1 + 0.0451499118165784*G0_2_2;

3694

A[687] = -0.0451499118165781*G0_0_0 - 0.0564373897707227*G0_0_1 - 0.0564373897707224*G0_0_2 - 0.0564373897707231*G0_1_0 - 0.0677248677248675*G0_1_1 - 0.0677248677248674*G0_1_2 - 0.056437389770723*G0_2_0 - 0.0677248677248675*G0_2_1 - 0.0677248677248674*G0_2_2;

3695

A[688] = -0.0112874779541444*G0_0_1 - 0.0112874779541445*G0_0_2 - 0.0112874779541447*G0_1_0 - 0.0225749559082893*G0_1_1 - 0.0225749559082893*G0_1_2 - 0.0112874779541448*G0_2_0 - 0.0225749559082893*G0_2_1 - 0.0225749559082893*G0_2_2;

3696

A[689] = -0.0112874779541449*G0_0_1 - 0.0112874779541448*G0_0_2 - 0.0112874779541445*G0_1_0 - 0.0225749559082891*G0_1_1 - 0.0225749559082891*G0_1_2 - 0.0112874779541446*G0_2_0 - 0.0225749559082891*G0_2_1 - 0.0225749559082891*G0_2_2;

3697

A[690] = -0.0451499118165781*G0_0_0 - 0.0338624338624337*G0_0_1 - 0.0338624338624338*G0_0_2 - 0.0338624338624339*G0_1_0 - 0.135449735449735*G0_1_1 - 0.135449735449735*G0_1_2 - 0.0338624338624339*G0_2_0 - 0.135449735449735*G0_2_1 - 0.135449735449735*G0_2_2;

3698

A[691] = 0.0112874779541444*G0_0_1 + 0.0112874779541444*G0_0_2 + 0.0112874779541447*G0_1_0 + 0.0451499118165785*G0_1_1 + 0.0451499118165784*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0451499118165785*G0_2_1 + 0.0451499118165784*G0_2_2;

3699

A[692] = 0.0112874779541446*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0112874779541446*G0_1_0 + 0.0451499118165784*G0_1_1 + 0.0451499118165785*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0451499118165785*G0_2_1 + 0.0451499118165786*G0_2_2;

3700

A[693] = -0.0677248677248676*G0_0_0 - 0.0790123456790121*G0_0_1 - 0.169312169312169*G0_0_2 - 0.169312169312169*G0_1_0 - 0.0677248677248675*G0_1_1 - 0.27089947089947*G0_1_2 - 0.169312169312169*G0_2_0 - 0.0677248677248676*G0_2_1 - 0.27089947089947*G0_2_2;

3701

A[694] = 0.0677248677248675*G0_0_0 + 0.0564373897707227*G0_0_1 + 0.101587301587301*G0_0_2 + 0.101587301587301*G0_1_0 + 0.0677248677248676*G0_1_1 + 0.135449735449735*G0_1_2 + 0.101587301587301*G0_2_0 + 0.0677248677248676*G0_2_1 + 0.135449735449735*G0_2_2;

3702

A[695] = 0.0225749559082893*G0_0_0 + 0.0112874779541449*G0_0_1 + 0.056437389770723*G0_0_2 + 0.056437389770723*G0_1_0 + 0.0225749559082891*G0_1_1 + 0.0902998236331569*G0_1_2 + 0.056437389770723*G0_2_0 + 0.0225749559082891*G0_2_1 + 0.0902998236331569*G0_2_2;

3703

A[696] = -0.0677248677248676*G0_0_0 - 0.169312169312169*G0_0_1 - 0.0790123456790121*G0_0_2 - 0.169312169312169*G0_1_0 - 0.27089947089947*G0_1_1 - 0.0677248677248674*G0_1_2 - 0.169312169312169*G0_2_0 - 0.27089947089947*G0_2_1 - 0.0677248677248674*G0_2_2;

3704

A[697] = 0.0677248677248674*G0_0_0 + 0.101587301587301*G0_0_1 + 0.0564373897707224*G0_0_2 + 0.101587301587301*G0_1_0 + 0.135449735449735*G0_1_1 + 0.0677248677248674*G0_1_2 + 0.101587301587301*G0_2_0 + 0.135449735449735*G0_2_1 + 0.0677248677248673*G0_2_2;

3705

A[698] = 0.0225749559082891*G0_0_0 + 0.056437389770723*G0_0_1 + 0.0112874779541445*G0_0_2 + 0.0564373897707232*G0_1_0 + 0.0902998236331568*G0_1_1 + 0.0225749559082892*G0_1_2 + 0.0564373897707231*G0_2_0 + 0.0902998236331568*G0_2_1 + 0.0225749559082892*G0_2_2;

3706

A[699] = 0.0902998236331563*G0_0_0 + 0.0902998236331565*G0_0_1 + 0.0902998236331569*G0_0_2 + 0.090299823633157*G0_1_0 + 0.0902998236331568*G0_1_1 + 0.0902998236331566*G0_1_2 + 0.090299823633157*G0_2_0 + 0.0902998236331568*G0_2_1 + 0.0902998236331566*G0_2_2;

3707

A[700] = 0.0529100529100528*G0_0_0 + 0.0529100529100528*G0_0_1 + 0.0529100529100528*G0_0_2 + 0.0202821869488536*G0_1_0 + 0.0202821869488536*G0_1_1 + 0.0202821869488536*G0_1_2 + 0.0202821869488536*G0_2_0 + 0.0202821869488536*G0_2_1 + 0.0202821869488536*G0_2_2;

3708

A[701] = 0.0529100529100528*G0_0_0 + 0.0326278659611993*G0_1_0 + 0.0326278659611993*G0_2_0;

3709

A[702] = 0.00511463844797178*G0_1_1 + 0.00511463844797179*G0_2_1;

3710

A[703] = 0.00511463844797177*G0_1_2 + 0.00511463844797176*G0_2_2;

3711

A[704] = -0.00282186948853623*G0_1_1 - 0.00282186948853619*G0_1_2 - 0.0028218694885362*G0_2_1 - 0.00282186948853616*G0_2_2;

3712

A[705] = -0.0091710758377426*G0_1_1 - 0.00917107583774263*G0_1_2 - 0.0091710758377426*G0_2_1 - 0.00917107583774263*G0_2_2;

3713

A[706] = -0.00282186948853617*G0_1_1 - 0.00282186948853619*G0_1_2 - 0.00282186948853616*G0_2_1 - 0.00282186948853616*G0_2_2;

3714

A[707] = 0.0169312169312168*G0_0_0 + 0.0592592592592591*G0_0_2 + 0.0592592592592591*G0_1_0 + 0.0902998236331567*G0_1_2 + 0.0592592592592591*G0_2_0 + 0.0902998236331568*G0_2_2;

3715

A[708] = -0.00282186948853607*G0_0_0 + 0.0105820105820105*G0_0_2 + 0.0105820105820105*G0_1_0 + 0.021164021164021*G0_1_2 + 0.0105820105820104*G0_2_0 + 0.021164021164021*G0_2_2;

3716

A[709] = -0.00282186948853619*G0_0_2 - 0.00282186948853619*G0_1_0 - 0.0169312169312171*G0_1_2 - 0.00282186948853617*G0_2_0 - 0.016931216931217*G0_2_2;

3717

A[710] = 0.0169312169312168*G0_0_0 + 0.0592592592592591*G0_0_1 + 0.0592592592592589*G0_1_0 + 0.0902998236331567*G0_1_1 + 0.0592592592592589*G0_2_0 + 0.0902998236331567*G0_2_1;

3718

A[711] = -0.00282186948853623*G0_0_0 + 0.0105820105820103*G0_0_1 + 0.0105820105820107*G0_1_0 + 0.0211640211640211*G0_1_1 + 0.0105820105820107*G0_2_0 + 0.0211640211640211*G0_2_1;

3719

A[712] = -0.00282186948853602*G0_0_1 - 0.00282186948853617*G0_1_0 - 0.0169312169312169*G0_1_1 - 0.00282186948853614*G0_2_0 - 0.0169312169312169*G0_2_1;

3720

A[713] = 0.016931216931217*G0_0_0 + 0.016931216931217*G0_0_1 - 0.0423280423280422*G0_0_2 - 0.0423280423280422*G0_1_0 - 0.0423280423280422*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0423280423280422*G0_2_0 - 0.0423280423280422*G0_2_1 - 0.0112874779541447*G0_2_2;

3721

A[714] = -0.00282186948853632*G0_0_0 - 0.00282186948853635*G0_0_1 - 0.0134038800705468*G0_0_2 - 0.0134038800705469*G0_1_0 - 0.0134038800705469*G0_1_1 - 0.00282186948853605*G0_1_2 - 0.0134038800705468*G0_2_0 - 0.0134038800705468*G0_2_1 - 0.00282186948853604*G0_2_2;

3722

A[715] = 0.00282186948853622*G0_0_2 + 0.00282186948853617*G0_1_0 + 0.00282186948853615*G0_1_1 - 0.0112874779541447*G0_1_2 + 0.00282186948853615*G0_2_0 + 0.00282186948853614*G0_2_1 - 0.0112874779541447*G0_2_2;

3723

A[716] = 0.0169312169312169*G0_0_0 - 0.0423280423280422*G0_0_1 + 0.016931216931217*G0_0_2 - 0.0423280423280421*G0_1_0 - 0.0112874779541447*G0_1_1 - 0.0423280423280421*G0_1_2 - 0.0423280423280421*G0_2_0 - 0.0112874779541447*G0_2_1 - 0.0423280423280421*G0_2_2;

3724

A[717] = -0.00282186948853629*G0_0_0 - 0.0134038800705466*G0_0_1 - 0.00282186948853631*G0_0_2 - 0.0134038800705467*G0_1_0 - 0.00282186948853596*G0_1_1 - 0.0134038800705467*G0_1_2 - 0.0134038800705467*G0_2_0 - 0.00282186948853593*G0_2_1 - 0.0134038800705467*G0_2_2;

3725

A[718] = 0.00282186948853613*G0_0_1 + 0.00282186948853612*G0_1_0 - 0.0112874779541448*G0_1_1 + 0.00282186948853614*G0_1_2 + 0.00282186948853609*G0_2_0 - 0.0112874779541448*G0_2_1 + 0.00282186948853611*G0_2_2;

3726

A[719] = -0.22010582010582*G0_0_0 - 0.16084656084656*G0_0_1 - 0.16084656084656*G0_0_2 - 0.0874779541446206*G0_1_0 - 0.118518518518518*G0_1_1 - 0.118518518518518*G0_1_2 - 0.0874779541446207*G0_2_0 - 0.118518518518518*G0_2_1 - 0.118518518518518*G0_2_2;

3727

A[720] = 0.334391534391534*G0_0_0 + 0.167195767195767*G0_0_1 + 0.167195767195767*G0_0_2 + 0.167195767195767*G0_1_0 + 0.249735449735449*G0_1_1 + 0.249735449735449*G0_1_2 + 0.167195767195767*G0_2_0 + 0.249735449735449*G0_2_1 + 0.249735449735449*G0_2_2;

3728

A[721] = -0.22010582010582*G0_0_0 - 0.0592592592592591*G0_0_1 - 0.0592592592592591*G0_0_2 - 0.132627865961199*G0_1_0 - 0.0902998236331568*G0_1_1 - 0.0902998236331568*G0_1_2 - 0.132627865961199*G0_2_0 - 0.0902998236331568*G0_2_1 - 0.0902998236331568*G0_2_2;

3729

A[722] = 0.0225749559082887*G0_0_0 + 0.0423280423280419*G0_0_1 + 0.0423280423280416*G0_0_2 + 0.0423280423280422*G0_1_0 + 0.0846560846560843*G0_1_1 + 0.0846560846560842*G0_1_2 + 0.0423280423280421*G0_2_0 + 0.0846560846560843*G0_2_1 + 0.0846560846560843*G0_2_2;

3730

A[723] = -0.00282186948853655*G0_0_1 - 0.00282186948853627*G0_0_2 - 0.00282186948853641*G0_1_0 + 0.0169312169312168*G0_1_1 + 0.0169312169312168*G0_1_2 - 0.00282186948853633*G0_2_0 + 0.0169312169312168*G0_2_1 + 0.0169312169312169*G0_2_2;

3731

A[724] = -0.00282186948853601*G0_0_1 - 0.0028218694885362*G0_0_2 - 0.00282186948853642*G0_1_0 + 0.0169312169312167*G0_1_1 + 0.0169312169312167*G0_1_2 - 0.00282186948853641*G0_2_0 + 0.0169312169312166*G0_2_1 + 0.0169312169312166*G0_2_2;

3732

A[725] = 0.0225749559082888*G0_0_0 - 0.0197530864197533*G0_0_1 - 0.0197530864197532*G0_0_2 - 0.0197530864197534*G0_1_0 + 0.0225749559082891*G0_1_1 + 0.0225749559082889*G0_1_2 - 0.0197530864197534*G0_2_0 + 0.0225749559082891*G0_2_1 + 0.0225749559082889*G0_2_2;

3733

A[726] = 0.00282186948853624*G0_0_1 + 0.00282186948853644*G0_0_2 + 0.00282186948853641*G0_1_0 + 0.0225749559082893*G0_1_1 + 0.0225749559082894*G0_1_2 + 0.00282186948853633*G0_2_0 + 0.0225749559082893*G0_2_1 + 0.0225749559082894*G0_2_2;

3734

A[727] = 0.0028218694885364*G0_0_1 + 0.00282186948853619*G0_0_2 + 0.00282186948853636*G0_1_0 + 0.0225749559082894*G0_1_1 + 0.0225749559082893*G0_1_2 + 0.00282186948853635*G0_2_0 + 0.0225749559082894*G0_2_1 + 0.0225749559082893*G0_2_2;

3735

A[728] = -0.016931216931217*G0_0_0 + 0.0253968253968252*G0_0_1 + 0.16084656084656*G0_0_2 + 0.16084656084656*G0_1_0 + 0.118518518518518*G0_1_1 + 0.0677248677248674*G0_1_2 + 0.16084656084656*G0_2_0 + 0.118518518518518*G0_2_1 + 0.0677248677248674*G0_2_2;

3736

A[729] = -0.0169312169312169*G0_0_0 - 0.042328042328042*G0_0_1 - 0.177777777777777*G0_0_2 - 0.177777777777777*G0_1_0 - 0.0846560846560845*G0_1_1 - 0.27089947089947*G0_1_2 - 0.177777777777777*G0_2_0 - 0.0846560846560845*G0_2_1 - 0.27089947089947*G0_2_2;

3737

A[730] = 0.00564373897707238*G0_0_0 + 0.00282186948853601*G0_0_1 + 0.00282186948853617*G0_0_2 + 0.00282186948853631*G0_1_0 - 0.0169312169312167*G0_1_1 + 0.0677248677248678*G0_1_2 + 0.00282186948853631*G0_2_0 - 0.0169312169312167*G0_2_1 + 0.0677248677248678*G0_2_2;

3738

A[731] = -0.0169312169312168*G0_0_0 + 0.16084656084656*G0_0_1 + 0.0253968253968252*G0_0_2 + 0.16084656084656*G0_1_0 + 0.0677248677248671*G0_1_1 + 0.118518518518518*G0_1_2 + 0.16084656084656*G0_2_0 + 0.0677248677248671*G0_2_1 + 0.118518518518518*G0_2_2;

3739

A[732] = -0.0169312169312169*G0_0_0 - 0.177777777777777*G0_0_1 - 0.0423280423280416*G0_0_2 - 0.177777777777777*G0_1_0 - 0.27089947089947*G0_1_1 - 0.0846560846560842*G0_1_2 - 0.177777777777777*G0_2_0 - 0.27089947089947*G0_2_1 - 0.0846560846560842*G0_2_2;

3740

A[733] = 0.00564373897707253*G0_0_0 + 0.00282186948853607*G0_0_1 + 0.00282186948853626*G0_0_2 + 0.00282186948853607*G0_1_0 + 0.0677248677248678*G0_1_1 - 0.0169312169312169*G0_1_2 + 0.0028218694885361*G0_2_0 + 0.0677248677248678*G0_2_1 - 0.016931216931217*G0_2_2;

3741

A[734] = -0.0451499118165775*G0_0_0 - 0.0225749559082886*G0_0_1 - 0.022574955908289*G0_0_2 - 0.0225749559082888*G0_1_0 - 0.135449735449735*G0_1_1 - 0.135449735449735*G0_1_2 - 0.0225749559082888*G0_2_0 - 0.135449735449735*G0_2_1 - 0.135449735449734*G0_2_2;

3742

A[735] = -0.0253968253968254*G0_0_0 - 0.0253968253968253*G0_0_1 - 0.0253968253968254*G0_0_2 - 0.00776014109347437*G0_1_0 - 0.00776014109347437*G0_1_1 - 0.00776014109347436*G0_1_2 - 0.00776014109347438*G0_2_0 - 0.00776014109347438*G0_2_1 - 0.00776014109347437*G0_2_2;

3743

A[736] = -0.0705467372134038*G0_0_0 - 0.0458553791887125*G0_1_0 - 0.0458553791887125*G0_2_0;

3744

A[737] = 0.00776014109347449*G0_1_1 + 0.00776014109347448*G0_2_1;

3745

A[738] = 0.00776014109347441*G0_1_2 + 0.00776014109347441*G0_2_2;

3746

A[739] = -0.0112874779541448*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0112874779541447*G0_2_2;

3747

A[740] = -0.00282186948853592*G0_1_1 - 0.00282186948853597*G0_1_2 - 0.00282186948853597*G0_2_1 - 0.002821869488536*G0_2_2;

3748

A[741] = -0.0112874779541447*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0112874779541447*G0_2_2;

3749

A[742] = 0.0225749559082892*G0_0_0 - 0.0790123456790122*G0_0_2 - 0.0790123456790122*G0_1_0 - 0.158024691358024*G0_1_2 - 0.0790123456790121*G0_2_0 - 0.158024691358024*G0_2_2;

3750

A[743] = -0.0112874779541446*G0_0_0 + 0.0310405643738977*G0_0_2 + 0.0310405643738976*G0_1_0 + 0.0902998236331568*G0_1_2 + 0.0310405643738976*G0_2_0 + 0.0902998236331568*G0_2_2;

3751

A[744] = -0.0112874779541446*G0_0_2 - 0.0112874779541447*G0_1_0 - 0.0451499118165785*G0_1_2 - 0.0112874779541447*G0_2_0 - 0.0451499118165785*G0_2_2;

3752

A[745] = 0.0225749559082891*G0_0_0 - 0.0790123456790122*G0_0_1 - 0.079012345679012*G0_1_0 - 0.158024691358024*G0_1_1 - 0.079012345679012*G0_2_0 - 0.158024691358024*G0_2_1;

3753

A[746] = -0.0112874779541444*G0_0_0 + 0.0310405643738978*G0_0_1 + 0.0310405643738976*G0_1_0 + 0.0902998236331571*G0_1_1 + 0.0310405643738976*G0_2_0 + 0.0902998236331571*G0_2_1;

3754

A[747] = -0.0112874779541447*G0_0_1 - 0.0112874779541446*G0_1_0 - 0.0451499118165786*G0_1_1 - 0.0112874779541446*G0_2_0 - 0.0451499118165786*G0_2_1;

3755

A[748] = -0.0225749559082892*G0_0_0 - 0.0225749559082892*G0_0_1 + 0.0112874779541446*G0_0_2 + 0.0112874779541446*G0_1_0 + 0.0112874779541447*G0_1_1 + 0.0112874779541446*G0_2_0 + 0.0112874779541447*G0_2_1;

3756

A[749] = -0.0112874779541445*G0_0_0 - 0.0112874779541445*G0_0_1 + 0.00282186948853621*G0_0_2 + 0.00282186948853605*G0_1_0 + 0.00282186948853607*G0_1_1 + 0.00282186948853601*G0_2_0 + 0.00282186948853604*G0_2_1;

3757

A[750] = 0.0112874779541446*G0_0_2 + 0.0112874779541447*G0_1_0 + 0.0112874779541448*G0_1_1 + 0.0112874779541447*G0_2_0 + 0.0112874779541447*G0_2_1;

3758

A[751] = -0.0225749559082892*G0_0_0 + 0.0112874779541446*G0_0_1 - 0.0225749559082892*G0_0_2 + 0.0112874779541446*G0_1_0 + 0.0112874779541447*G0_1_2 + 0.0112874779541446*G0_2_0 + 0.0112874779541447*G0_2_2;

3759

A[752] = -0.0112874779541446*G0_0_0 + 0.00282186948853612*G0_0_1 - 0.0112874779541446*G0_0_2 + 0.00282186948853612*G0_1_0 + 0.00282186948853612*G0_1_2 + 0.0028218694885361*G0_2_0 + 0.0028218694885361*G0_2_2;

3760

A[753] = 0.0112874779541446*G0_0_1 + 0.0112874779541447*G0_1_0 + 0.0112874779541447*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0112874779541447*G0_2_2;

3761

A[754] = 0.112874779541446*G0_0_0 + 0.0790123456790122*G0_0_1 + 0.0790123456790122*G0_0_2 + 0.0338624338624337*G0_1_0 + 0.0451499118165784*G0_1_1 + 0.0451499118165784*G0_1_2 + 0.0338624338624337*G0_2_0 + 0.0451499118165784*G0_2_1 + 0.0451499118165784*G0_2_2;

3762

A[755] = -0.22010582010582*G0_0_0 - 0.132627865961199*G0_0_1 - 0.132627865961199*G0_0_2 - 0.0592592592592591*G0_1_0 - 0.0902998236331568*G0_1_1 - 0.0902998236331568*G0_1_2 - 0.0592592592592591*G0_2_0 - 0.0902998236331568*G0_2_1 - 0.0902998236331568*G0_2_2;

3763

A[756] = 0.203174603174603*G0_0_0 + 0.0790123456790122*G0_0_1 + 0.0790123456790122*G0_0_2 + 0.0790123456790122*G0_1_0 + 0.158024691358025*G0_1_1 + 0.158024691358025*G0_1_2 + 0.0790123456790123*G0_2_0 + 0.158024691358025*G0_2_1 + 0.158024691358025*G0_2_2;

3764

A[757] = -0.0451499118165781*G0_0_0 - 0.0112874779541445*G0_0_1 - 0.0112874779541443*G0_0_2 - 0.0112874779541446*G0_1_0 - 0.112874779541446*G0_1_1 - 0.112874779541446*G0_1_2 - 0.0112874779541446*G0_2_0 - 0.112874779541446*G0_2_1 - 0.112874779541446*G0_2_2;

3765

A[758] = -0.0112874779541444*G0_0_1 - 0.0112874779541446*G0_0_2 - 0.0112874779541448*G0_1_0 + 0.0225749559082891*G0_1_1 + 0.022574955908289*G0_1_2 - 0.0112874779541449*G0_2_0 + 0.0225749559082891*G0_2_1 + 0.022574955908289*G0_2_2;

3766

A[759] = -0.0112874779541447*G0_0_1 - 0.0112874779541445*G0_0_2 - 0.0112874779541446*G0_1_0 + 0.0225749559082889*G0_1_1 + 0.0225749559082891*G0_1_2 - 0.0112874779541447*G0_2_0 + 0.0225749559082889*G0_2_1 + 0.022574955908289*G0_2_2;

3767

A[760] = -0.0451499118165783*G0_0_0 + 0.0112874779541446*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0112874779541448*G0_1_0 + 0.0112874779541448*G0_2_0;

3768

A[761] = 0.0112874779541448*G0_0_1 + 0.0112874779541445*G0_0_2 + 0.0112874779541449*G0_1_0 + 0.0112874779541449*G0_2_0;

3769

A[762] = 0.0112874779541444*G0_0_1 + 0.0112874779541446*G0_0_2 + 0.0112874779541447*G0_1_0 + 0.0112874779541447*G0_2_0;

3770

A[763] = 0.0677248677248677*G0_0_0 + 0.0112874779541448*G0_0_1 - 0.0338624338624337*G0_0_2 - 0.0338624338624337*G0_1_0 - 0.0225749559082892*G0_1_1 - 0.0338624338624337*G0_2_0 - 0.0225749559082892*G0_2_1;

3771

A[764] = -0.0677248677248676*G0_0_0 + 0.0112874779541445*G0_0_1 + 0.101587301587301*G0_0_2 + 0.101587301587301*G0_1_0 + 0.112874779541446*G0_1_1 + 0.101587301587301*G0_2_0 + 0.112874779541446*G0_2_1;

3772

A[765] = 0.0225749559082891*G0_0_0 + 0.0112874779541447*G0_0_1 - 0.0338624338624338*G0_0_2 - 0.0338624338624336*G0_1_0 - 0.022574955908289*G0_1_1 - 0.0338624338624335*G0_2_0 - 0.022574955908289*G0_2_1;

3773

A[766] = 0.0677248677248676*G0_0_0 - 0.0338624338624338*G0_0_1 + 0.0112874779541447*G0_0_2 - 0.0338624338624336*G0_1_0 - 0.0225749559082889*G0_1_2 - 0.0338624338624336*G0_2_0 - 0.022574955908289*G0_2_2;

3774

A[767] = -0.0677248677248676*G0_0_0 + 0.101587301587301*G0_0_1 + 0.0112874779541443*G0_0_2 + 0.101587301587301*G0_1_0 + 0.112874779541446*G0_1_2 + 0.101587301587301*G0_2_0 + 0.112874779541446*G0_2_2;

3775

A[768] = 0.022574955908289*G0_0_0 - 0.0338624338624336*G0_0_1 + 0.0112874779541446*G0_0_2 - 0.0338624338624338*G0_1_0 - 0.0225749559082891*G0_1_2 - 0.0338624338624337*G0_2_0 - 0.0225749559082891*G0_2_2;

3776

A[769] = 0.0902998236331563*G0_0_0;

3777

A[770] = 0.0183421516754849*G0_0_0 + 0.0183421516754849*G0_0_1 + 0.0183421516754849*G0_0_2 + 0.0183421516754849*G0_1_0 + 0.0183421516754849*G0_1_1 + 0.0183421516754849*G0_1_2 + 0.0183421516754848*G0_2_0 + 0.0183421516754848*G0_2_1 + 0.0183421516754848*G0_2_2;

3778

A[771] = 0.0493827160493824*G0_0_0 + 0.00705467372134032*G0_1_0 + 0.0070546737213403*G0_2_0;

3779

A[772] = 0.00705467372134054*G0_0_1 - 0.018342151675485*G0_1_1 + 0.00705467372134044*G0_2_1;

3780

A[773] = 0.00705467372134035*G0_0_2 + 0.00705467372134035*G0_1_2 - 0.018342151675485*G0_2_2;

3781

A[774] = -0.0677248677248676*G0_0_1 - 0.0225749559082891*G0_0_2 + 0.0225749559082892*G0_1_1 + 0.0112874779541446*G0_1_2 - 0.033862433862434*G0_2_1 - 0.0225749559082893*G0_2_2;

3782

A[775] = -0.0846560846560843*G0_0_1 - 0.0846560846560845*G0_0_2 - 0.0169312169312168*G0_1_1 - 0.019753086419753*G0_1_2 - 0.0197530864197531*G0_2_1 - 0.0169312169312172*G0_2_2;

3783

A[776] = -0.0225749559082892*G0_0_1 - 0.0677248677248675*G0_0_2 - 0.0225749559082893*G0_1_1 - 0.0338624338624339*G0_1_2 + 0.0112874779541447*G0_2_1 + 0.0225749559082895*G0_2_2;

3784

A[777] = -0.0677248677248674*G0_0_0 + 0.0112874779541446*G0_0_2 + 0.203174603174603*G0_1_0 + 0.112874779541446*G0_1_2 + 0.101587301587301*G0_2_0 + 0.112874779541445*G0_2_2;

3785

A[778] = 0.118518518518518*G0_0_0 + 0.0931216931216929*G0_0_2 + 0.0507936507936506*G0_1_0 + 0.186243386243386*G0_1_2 - 0.042328042328042*G0_2_0 - 0.0846560846560841*G0_2_2;

3786

A[779] = -0.0225749559082891*G0_0_0 - 0.0338624338624339*G0_0_2 - 0.0225749559082893*G0_1_0 - 0.0677248677248678*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0677248677248677*G0_2_2;

3787

A[780] = -0.0677248677248674*G0_0_0 + 0.0112874779541446*G0_0_1 + 0.101587301587301*G0_1_0 + 0.112874779541446*G0_1_1 + 0.203174603174602*G0_2_0 + 0.112874779541445*G0_2_1;

3788

A[781] = 0.118518518518518*G0_0_0 + 0.0931216931216934*G0_0_1 - 0.0423280423280419*G0_1_0 - 0.0846560846560845*G0_1_1 + 0.0507936507936513*G0_2_0 + 0.186243386243386*G0_2_1;

3789

A[782] = -0.022574955908289*G0_0_0 - 0.033862433862434*G0_0_1 + 0.0112874779541446*G0_1_0 + 0.0677248677248677*G0_1_1 - 0.0225749559082893*G0_2_0 - 0.0677248677248677*G0_2_1;

3790

A[783] = -0.0225749559082896*G0_0_0 - 0.0225749559082894*G0_0_1 - 0.0112874779541445*G0_0_2 - 0.0225749559082894*G0_1_0 - 0.0225749559082894*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0112874779541449*G0_2_0 - 0.0112874779541449*G0_2_1;

3791

A[784] = 0.0169312169312169*G0_0_0 + 0.0169312169312166*G0_0_1 - 0.00282186948853615*G0_0_2 + 0.016931216931217*G0_1_0 + 0.0169312169312169*G0_1_1 - 0.00282186948853586*G0_1_2 - 0.00282186948853588*G0_2_0 - 0.00282186948853602*G0_2_1;

3792

A[785] = 0.0225749559082891*G0_0_0 + 0.0225749559082892*G0_0_1 - 0.0112874779541447*G0_0_2 + 0.0225749559082893*G0_1_0 + 0.0225749559082892*G0_1_1 - 0.0112874779541448*G0_1_2 - 0.0112874779541447*G0_2_0 - 0.0112874779541447*G0_2_1;

3793

A[786] = -0.0225749559082894*G0_0_0 - 0.0112874779541446*G0_0_1 - 0.0225749559082894*G0_0_2 - 0.0112874779541447*G0_1_0 - 0.0112874779541447*G0_1_2 - 0.0225749559082894*G0_2_0 - 0.0112874779541445*G0_2_1 - 0.0225749559082893*G0_2_2;

3794

A[787] = 0.0169312169312172*G0_0_0 - 0.00282186948853588*G0_0_1 + 0.0169312169312174*G0_0_2 - 0.00282186948853592*G0_1_0 - 0.00282186948853589*G0_1_2 + 0.0169312169312173*G0_2_0 - 0.002821869488536*G0_2_1 + 0.0169312169312174*G0_2_2;

3795

A[788] = 0.0225749559082891*G0_0_0 - 0.0112874779541449*G0_0_1 + 0.0225749559082889*G0_0_2 - 0.0112874779541447*G0_1_0 - 0.0112874779541447*G0_1_2 + 0.0225749559082891*G0_2_0 - 0.0112874779541449*G0_2_1 + 0.0225749559082892*G0_2_2;

3796

A[789] = -0.0451499118165781*G0_0_0 - 0.0564373897707231*G0_0_1 - 0.056437389770723*G0_0_2 - 0.0564373897707227*G0_1_0 - 0.0677248677248675*G0_1_1 - 0.0677248677248675*G0_1_2 - 0.0564373897707224*G0_2_0 - 0.0677248677248674*G0_2_1 - 0.0677248677248674*G0_2_2;

3797

A[790] = 0.0225749559082887*G0_0_0 + 0.0423280423280422*G0_0_1 + 0.0423280423280421*G0_0_2 + 0.0423280423280419*G0_1_0 + 0.0846560846560843*G0_1_1 + 0.0846560846560843*G0_1_2 + 0.0423280423280416*G0_2_0 + 0.0846560846560842*G0_2_1 + 0.0846560846560842*G0_2_2;

3798

A[791] = -0.0451499118165781*G0_0_0 - 0.0112874779541446*G0_0_1 - 0.0112874779541446*G0_0_2 - 0.0112874779541445*G0_1_0 - 0.112874779541446*G0_1_1 - 0.112874779541446*G0_1_2 - 0.0112874779541443*G0_2_0 - 0.112874779541446*G0_2_1 - 0.112874779541446*G0_2_2;

3799

A[792] = 0.632098765432098*G0_0_0 + 0.270899470899471*G0_0_1 + 0.270899470899471*G0_0_2 + 0.270899470899471*G0_1_0 + 0.54179894179894*G0_1_1 + 0.27089947089947*G0_1_2 + 0.270899470899471*G0_2_0 + 0.27089947089947*G0_2_1 + 0.541798941798941*G0_2_2;

3800

A[793] = -0.135449735449735*G0_0_0 + 0.225749559082893*G0_0_1 + 0.0677248677248681*G0_0_2 - 0.045149911816578*G0_1_0 - 0.135449735449735*G0_1_1 - 0.067724867724867*G0_1_2 - 0.0677248677248676*G0_2_0 + 0.0677248677248684*G0_2_1;

3801

A[794] = -0.135449735449735*G0_0_0 + 0.0677248677248667*G0_0_1 + 0.225749559082892*G0_0_2 - 0.067724867724868*G0_1_0 + 0.0677248677248673*G0_1_2 - 0.0451499118165783*G0_2_0 - 0.0677248677248674*G0_2_1 - 0.135449735449735*G0_2_2;

3802

A[795] = 0.0902998236331565*G0_0_0 + 0.0451499118165788*G0_0_1 + 0.0451499118165783*G0_0_2 + 0.045149911816578*G0_1_0 + 0.0225749559082892*G0_1_2 + 0.0451499118165782*G0_2_0 + 0.0225749559082891*G0_2_1;

3803

A[796] = 0.135449735449735*G0_0_0 + 0.0451499118165782*G0_0_1 + 0.0677248677248672*G0_0_2 + 0.045149911816578*G0_1_0 + 0.0225749559082889*G0_1_2 + 0.0677248677248678*G0_2_0 + 0.0225749559082894*G0_2_1;

3804

A[797] = 0.135449735449735*G0_0_0 + 0.0677248677248676*G0_0_1 + 0.0451499118165784*G0_0_2 + 0.0677248677248678*G0_1_0 + 0.0225749559082892*G0_1_2 + 0.0451499118165781*G0_2_0 + 0.022574955908289*G0_2_1;

3805

A[798] = 0.0451499118165783*G0_0_0 + 0.0902998236331563*G0_0_1 + 0.0451499118165779*G0_0_2 + 0.0902998236331563*G0_1_0 + 0.135449735449734*G0_1_1 + 0.0677248677248672*G0_1_2 + 0.0451499118165783*G0_2_0 + 0.0677248677248674*G0_2_1;

3806

A[799] = 0.0451499118165784*G0_0_0 - 0.270899470899471*G0_0_1 - 0.135449735449735*G0_0_2 - 0.27089947089947*G0_1_0 - 0.541798941798941*G0_1_1 - 0.27089947089947*G0_1_2 - 0.135449735449735*G0_2_0 - 0.27089947089947*G0_2_1;

3807

A[800] = -0.135449735449734*G0_0_0 - 0.0677248677248669*G0_0_1 + 0.0451499118165788*G0_0_2 - 0.0677248677248677*G0_1_0 + 0.067724867724868*G0_1_2 + 0.045149911816578*G0_2_0 + 0.0677248677248673*G0_2_1;

3808

A[801] = 0.0451499118165781*G0_0_0 + 0.0451499118165784*G0_0_1 + 0.0902998236331566*G0_0_2 + 0.0451499118165779*G0_1_0 + 0.0677248677248669*G0_1_2 + 0.0902998236331563*G0_2_0 + 0.0677248677248671*G0_2_1 + 0.135449735449735*G0_2_2;

3809

A[802] = 0.0451499118165785*G0_0_0 - 0.135449735449735*G0_0_1 - 0.270899470899471*G0_0_2 - 0.135449735449734*G0_1_0 - 0.27089947089947*G0_1_2 - 0.270899470899469*G0_2_0 - 0.27089947089947*G0_2_1 - 0.541798941798941*G0_2_2;

3810

A[803] = -0.135449735449736*G0_0_0 + 0.0451499118165785*G0_0_1 - 0.0677248677248682*G0_0_2 + 0.0451499118165778*G0_1_0 + 0.0677248677248671*G0_1_2 - 0.0677248677248685*G0_2_0 + 0.0677248677248681*G0_2_1;

3811

A[804] = -0.722398589065254*G0_0_0 - 0.316049382716049*G0_0_1 - 0.316049382716048*G0_0_2 - 0.316049382716048*G0_1_0 - 0.135449735449734*G0_1_2 - 0.316049382716049*G0_2_0 - 0.135449735449735*G0_2_1;

3812

A[805] = 0.0183421516754849*G0_0_0 + 0.0183421516754849*G0_0_1 + 0.0183421516754849*G0_0_2 + 0.0183421516754849*G0_1_0 + 0.0183421516754849*G0_1_1 + 0.0183421516754849*G0_1_2 + 0.0183421516754849*G0_2_0 + 0.018342151675485*G0_2_1 + 0.0183421516754849*G0_2_2;

3813

A[806] = -0.0183421516754849*G0_0_0 + 0.00705467372134036*G0_1_0 + 0.00705467372134039*G0_2_0;

3814

A[807] = 0.00705467372134026*G0_0_1 + 0.0493827160493828*G0_1_1 + 0.00705467372134044*G0_2_1;

3815

A[808] = 0.00705467372134047*G0_0_2 + 0.00705467372134035*G0_1_2 - 0.0183421516754849*G0_2_2;

3816

A[809] = 0.203174603174604*G0_0_1 + 0.112874779541446*G0_0_2 - 0.0677248677248673*G0_1_1 + 0.0112874779541449*G0_1_2 + 0.101587301587302*G0_2_1 + 0.112874779541446*G0_2_2;

3817

A[810] = 0.0507936507936505*G0_0_1 + 0.186243386243386*G0_0_2 + 0.118518518518518*G0_1_1 + 0.0931216931216929*G0_1_2 - 0.0423280423280423*G0_2_1 - 0.0846560846560846*G0_2_2;

3818

A[811] = -0.0225749559082889*G0_0_1 - 0.0677248677248678*G0_0_2 - 0.022574955908289*G0_1_1 - 0.0338624338624336*G0_1_2 + 0.0112874779541448*G0_2_1 + 0.0677248677248676*G0_2_2;

3819

A[812] = 0.0225749559082891*G0_0_0 + 0.0112874779541449*G0_0_2 - 0.0677248677248676*G0_1_0 - 0.0225749559082891*G0_1_2 - 0.0338624338624336*G0_2_0 - 0.0225749559082889*G0_2_2;

3820

A[813] = -0.0169312169312166*G0_0_0 - 0.0197530864197532*G0_0_2 - 0.0846560846560842*G0_1_0 - 0.0846560846560844*G0_1_2 - 0.0197530864197531*G0_2_0 - 0.016931216931217*G0_2_2;

3821

A[814] = -0.0225749559082889*G0_0_0 - 0.0338624338624334*G0_0_2 - 0.022574955908289*G0_1_0 - 0.0677248677248673*G0_1_2 + 0.0112874779541448*G0_2_0 + 0.0225749559082894*G0_2_2;

3822

A[815] = 0.0677248677248675*G0_0_0 + 0.0112874779541448*G0_0_1 - 0.0338624338624335*G0_1_0 - 0.0225749559082891*G0_1_1 - 0.0677248677248673*G0_2_0 - 0.022574955908289*G0_2_1;

3823

A[816] = -0.0846560846560849*G0_0_0 - 0.0423280423280429*G0_0_1 + 0.0931216931216925*G0_1_0 + 0.118518518518518*G0_1_1 + 0.186243386243385*G0_2_0 + 0.0507936507936505*G0_2_1;

3824

A[817] = 0.112874779541446*G0_0_0 + 0.101587301587302*G0_0_1 + 0.0112874779541449*G0_1_0 - 0.0677248677248675*G0_1_1 + 0.112874779541446*G0_2_0 + 0.203174603174603*G0_2_1;

3825

A[818] = -0.0225749559082895*G0_0_0 - 0.0225749559082894*G0_0_1 - 0.0112874779541445*G0_0_2 - 0.0225749559082895*G0_1_0 - 0.0225749559082894*G0_1_1 - 0.0112874779541444*G0_1_2 - 0.0112874779541448*G0_2_0 - 0.0112874779541448*G0_2_1;

3826

A[819] = 0.016931216931217*G0_0_0 + 0.0169312169312171*G0_0_1 - 0.00282186948853624*G0_0_2 + 0.0169312169312169*G0_1_0 + 0.0169312169312169*G0_1_1 - 0.00282186948853649*G0_1_2 - 0.00282186948853633*G0_2_0 - 0.00282186948853631*G0_2_1;

3827

A[820] = 0.022574955908289*G0_0_0 + 0.0225749559082889*G0_0_1 - 0.0112874779541447*G0_0_2 + 0.022574955908289*G0_1_0 + 0.0225749559082891*G0_1_1 - 0.0112874779541444*G0_1_2 - 0.0112874779541447*G0_2_0 - 0.0112874779541447*G0_2_1;

3828

A[821] = -0.0677248677248677*G0_0_0 - 0.0564373897707228*G0_0_1 - 0.0677248677248677*G0_0_2 - 0.0564373897707232*G0_1_0 - 0.0451499118165784*G0_1_1 - 0.0564373897707232*G0_1_2 - 0.0677248677248676*G0_2_0 - 0.056437389770723*G0_2_1 - 0.0677248677248677*G0_2_2;

3829

A[822] = 0.0846560846560849*G0_0_0 + 0.0423280423280419*G0_0_1 + 0.0846560846560849*G0_0_2 + 0.0423280423280426*G0_1_0 + 0.0225749559082892*G0_1_1 + 0.0423280423280427*G0_1_2 + 0.0846560846560849*G0_2_0 + 0.0423280423280424*G0_2_1 + 0.0846560846560851*G0_2_2;

3830

A[823] = -0.112874779541447*G0_0_0 - 0.0112874779541445*G0_0_1 - 0.112874779541446*G0_0_2 - 0.0112874779541449*G0_1_0 - 0.0451499118165786*G0_1_1 - 0.0112874779541451*G0_1_2 - 0.112874779541446*G0_2_0 - 0.0112874779541448*G0_2_1 - 0.112874779541446*G0_2_2;

3831

A[824] = -0.0112874779541447*G0_0_1 - 0.0112874779541448*G0_0_2 - 0.0112874779541444*G0_1_0 - 0.0225749559082893*G0_1_1 - 0.0225749559082893*G0_1_2 - 0.0112874779541445*G0_2_0 - 0.0225749559082893*G0_2_1 - 0.0225749559082893*G0_2_2;

3832

A[825] = -0.00282186948853641*G0_0_1 - 0.00282186948853633*G0_0_2 - 0.00282186948853654*G0_1_0 + 0.0169312169312168*G0_1_1 + 0.0169312169312168*G0_1_2 - 0.00282186948853627*G0_2_0 + 0.0169312169312168*G0_2_1 + 0.0169312169312169*G0_2_2;

3833

A[826] = -0.0112874779541448*G0_0_1 - 0.0112874779541449*G0_0_2 - 0.0112874779541444*G0_1_0 + 0.0225749559082891*G0_1_1 + 0.0225749559082891*G0_1_2 - 0.0112874779541446*G0_2_0 + 0.022574955908289*G0_2_1 + 0.022574955908289*G0_2_2;

3834

A[827] = -0.135449735449735*G0_0_0 - 0.045149911816578*G0_0_1 - 0.0677248677248676*G0_0_2 + 0.225749559082893*G0_1_0 - 0.135449735449735*G0_1_1 + 0.0677248677248684*G0_1_2 + 0.0677248677248681*G0_2_0 - 0.067724867724867*G0_2_1;

3835

A[828] = 0.541798941798942*G0_0_0 + 0.270899470899471*G0_0_1 + 0.270899470899471*G0_0_2 + 0.270899470899471*G0_1_0 + 0.632098765432098*G0_1_1 + 0.27089947089947*G0_1_2 + 0.270899470899471*G0_2_0 + 0.27089947089947*G0_2_1 + 0.541798941798941*G0_2_2;

3836

A[829] = -0.0677248677248671*G0_0_1 + 0.0677248677248683*G0_0_2 + 0.0677248677248677*G0_1_0 - 0.135449735449735*G0_1_1 + 0.225749559082892*G0_1_2 - 0.0677248677248675*G0_2_0 - 0.0451499118165782*G0_2_1 - 0.135449735449735*G0_2_2;

3837

A[830] = 0.135449735449736*G0_0_0 + 0.0902998236331572*G0_0_1 + 0.0677248677248677*G0_0_2 + 0.0902998236331577*G0_1_0 + 0.0451499118165791*G0_1_1 + 0.0451499118165786*G0_1_2 + 0.0677248677248677*G0_2_0 + 0.0451499118165788*G0_2_1;

3838

A[831] = -0.541798941798942*G0_0_0 - 0.270899470899471*G0_0_1 - 0.270899470899471*G0_0_2 - 0.270899470899471*G0_1_0 + 0.0451499118165778*G0_1_1 - 0.135449735449735*G0_1_2 - 0.270899470899471*G0_2_0 - 0.135449735449736*G0_2_1;

3839

A[832] = -0.0677248677248677*G0_0_1 + 0.0677248677248678*G0_0_2 - 0.067724867724868*G0_1_0 - 0.135449735449735*G0_1_1 + 0.0451499118165782*G0_1_2 + 0.0677248677248672*G0_2_0 + 0.0451499118165786*G0_2_1;

3840

A[833] = 0.0451499118165783*G0_0_1 + 0.0225749559082893*G0_0_2 + 0.0451499118165786*G0_1_0 + 0.0902998236331573*G0_1_1 + 0.0451499118165786*G0_1_2 + 0.0225749559082891*G0_2_0 + 0.045149911816578*G0_2_1;

3841

A[834] = 0.045149911816578*G0_0_1 + 0.0225749559082892*G0_0_2 + 0.0451499118165782*G0_1_0 + 0.135449735449735*G0_1_1 + 0.0677248677248676*G0_1_2 + 0.0225749559082892*G0_2_0 + 0.067724867724867*G0_2_1;

3842

A[835] = 0.0677248677248669*G0_0_1 + 0.0225749559082889*G0_0_2 + 0.0677248677248675*G0_1_0 + 0.135449735449735*G0_1_1 + 0.045149911816578*G0_1_2 + 0.0225749559082894*G0_2_0 + 0.045149911816578*G0_2_1;

3843

A[836] = 0.0451499118165786*G0_0_1 + 0.0677248677248675*G0_0_2 + 0.0451499118165784*G0_1_0 + 0.0451499118165788*G0_1_1 + 0.0902998236331574*G0_1_2 + 0.0677248677248673*G0_2_0 + 0.090299823633157*G0_2_1 + 0.135449735449735*G0_2_2;

3844

A[837] = 0.0451499118165791*G0_0_1 + 0.0677248677248676*G0_0_2 + 0.0451499118165783*G0_1_0 - 0.135449735449735*G0_1_1 - 0.0677248677248683*G0_1_2 + 0.0677248677248676*G0_2_0 - 0.0677248677248675*G0_2_1;

3845

A[838] = -0.135449735449736*G0_0_1 - 0.270899470899471*G0_0_2 - 0.135449735449735*G0_1_0 + 0.0451499118165781*G0_1_1 - 0.270899470899471*G0_1_2 - 0.270899470899471*G0_2_0 - 0.270899470899471*G0_2_1 - 0.541798941798941*G0_2_2;

3846

A[839] = -0.316049382716049*G0_0_1 - 0.135449735449736*G0_0_2 - 0.31604938271605*G0_1_0 - 0.722398589065255*G0_1_1 - 0.31604938271605*G0_1_2 - 0.135449735449736*G0_2_0 - 0.316049382716048*G0_2_1;

3847

A[840] = 0.0183421516754851*G0_0_0 + 0.0183421516754851*G0_0_1 + 0.0183421516754851*G0_0_2 + 0.0183421516754851*G0_1_0 + 0.0183421516754851*G0_1_1 + 0.0183421516754851*G0_1_2 + 0.0183421516754851*G0_2_0 + 0.0183421516754851*G0_2_1 + 0.0183421516754851*G0_2_2;

3848

A[841] = -0.0183421516754849*G0_0_0 + 0.00705467372134042*G0_1_0 + 0.00705467372134037*G0_2_0;

3849

A[842] = 0.00705467372134038*G0_0_1 - 0.018342151675485*G0_1_1 + 0.00705467372134035*G0_2_1;

3850

A[843] = 0.00705467372134031*G0_0_2 + 0.00705467372134038*G0_1_2 + 0.0493827160493827*G0_2_2;

3851

A[844] = -0.0677248677248678*G0_0_1 - 0.0225749559082893*G0_0_2 + 0.0677248677248676*G0_1_1 + 0.0112874779541444*G0_1_2 - 0.0338624338624337*G0_2_1 - 0.0225749559082893*G0_2_2;

3852

A[845] = 0.186243386243386*G0_0_1 + 0.0507936507936506*G0_0_2 - 0.0846560846560844*G0_1_1 - 0.0423280423280419*G0_1_2 + 0.0931216931216931*G0_2_1 + 0.118518518518519*G0_2_2;

3853

A[846] = 0.112874779541446*G0_0_1 + 0.203174603174603*G0_0_2 + 0.112874779541446*G0_1_1 + 0.101587301587301*G0_1_2 + 0.0112874779541445*G0_2_1 - 0.0677248677248677*G0_2_2;

3854

A[847] = 0.0677248677248676*G0_0_0 + 0.0112874779541446*G0_0_2 - 0.0677248677248674*G0_1_0 - 0.0225749559082889*G0_1_2 - 0.0338624338624337*G0_2_0 - 0.0225749559082891*G0_2_2;

3855

A[848] = -0.0846560846560846*G0_0_0 - 0.0423280423280425*G0_0_2 + 0.186243386243385*G0_1_0 + 0.0507936507936501*G0_1_2 + 0.0931216931216927*G0_2_0 + 0.118518518518518*G0_2_2;

3856

A[849] = 0.112874779541446*G0_0_0 + 0.101587301587302*G0_0_2 + 0.112874779541446*G0_1_0 + 0.203174603174603*G0_1_2 + 0.0112874779541446*G0_2_0 - 0.0677248677248677*G0_2_2;

3857

A[850] = 0.0225749559082891*G0_0_0 + 0.0112874779541446*G0_0_1 - 0.0338624338624336*G0_1_0 - 0.0225749559082889*G0_1_1 - 0.0677248677248675*G0_2_0 - 0.0225749559082891*G0_2_1;

3858

A[851] = -0.0169312169312167*G0_0_0 - 0.0197530864197531*G0_0_1 - 0.019753086419753*G0_1_0 - 0.016931216931217*G0_1_1 - 0.0846560846560846*G0_2_0 - 0.0846560846560846*G0_2_1;

3859

A[852] = -0.0225749559082894*G0_0_0 - 0.0338624338624337*G0_0_1 + 0.0112874779541445*G0_1_0 + 0.0225749559082892*G0_1_1 - 0.0225749559082893*G0_2_0 - 0.0677248677248675*G0_2_1;

3860

A[853] = -0.0677248677248676*G0_0_0 - 0.0677248677248676*G0_0_1 - 0.0564373897707233*G0_0_2 - 0.0677248677248675*G0_1_0 - 0.0677248677248675*G0_1_1 - 0.0564373897707234*G0_1_2 - 0.0564373897707231*G0_2_0 - 0.056437389770723*G0_2_1 - 0.0451499118165787*G0_2_2;

3861

A[854] = 0.0846560846560846*G0_0_0 + 0.0846560846560845*G0_0_1 + 0.0423280423280423*G0_0_2 + 0.0846560846560843*G0_1_0 + 0.0846560846560842*G0_1_1 + 0.0423280423280424*G0_1_2 + 0.0423280423280422*G0_2_0 + 0.042328042328042*G0_2_1 + 0.0225749559082893*G0_2_2;

3862

A[855] = -0.112874779541446*G0_0_0 - 0.112874779541446*G0_0_1 - 0.0112874779541446*G0_0_2 - 0.112874779541446*G0_1_0 - 0.112874779541446*G0_1_1 - 0.0112874779541448*G0_1_2 - 0.0112874779541446*G0_2_0 - 0.0112874779541445*G0_2_1 - 0.0451499118165786*G0_2_2;

3863

A[856] = -0.0225749559082892*G0_0_0 - 0.0112874779541448*G0_0_1 - 0.0225749559082891*G0_0_2 - 0.0112874779541444*G0_1_0 - 0.0112874779541443*G0_1_2 - 0.0225749559082891*G0_2_0 - 0.0112874779541447*G0_2_1 - 0.022574955908289*G0_2_2;

3864

A[857] = 0.0169312169312168*G0_0_0 - 0.00282186948853627*G0_0_1 + 0.0169312169312168*G0_0_2 - 0.00282186948853629*G0_1_0 - 0.00282186948853626*G0_1_2 + 0.0169312169312167*G0_2_0 - 0.00282186948853631*G0_2_1 + 0.0169312169312167*G0_2_2;

3865

A[858] = 0.0225749559082894*G0_0_0 - 0.0112874779541444*G0_0_1 + 0.0225749559082894*G0_0_2 - 0.0112874779541444*G0_1_0 - 0.0112874779541444*G0_1_2 + 0.0225749559082893*G0_2_0 - 0.0112874779541443*G0_2_1 + 0.0225749559082892*G0_2_2;

3866

A[859] = -0.0112874779541445*G0_0_1 - 0.0112874779541446*G0_0_2 - 0.0112874779541449*G0_1_0 - 0.0225749559082891*G0_1_1 - 0.022574955908289*G0_1_2 - 0.0112874779541448*G0_2_0 - 0.0225749559082891*G0_2_1 - 0.0225749559082891*G0_2_2;

3867

A[860] = -0.00282186948853642*G0_0_1 - 0.00282186948853641*G0_0_2 - 0.00282186948853601*G0_1_0 + 0.0169312169312167*G0_1_1 + 0.0169312169312166*G0_1_2 - 0.00282186948853621*G0_2_0 + 0.0169312169312167*G0_2_1 + 0.0169312169312166*G0_2_2;

3868

A[861] = -0.0112874779541446*G0_0_1 - 0.0112874779541447*G0_0_2 - 0.0112874779541447*G0_1_0 + 0.0225749559082889*G0_1_1 + 0.0225749559082889*G0_1_2 - 0.0112874779541445*G0_2_0 + 0.0225749559082891*G0_2_1 + 0.022574955908289*G0_2_2;

3869

A[862] = -0.135449735449735*G0_0_0 - 0.067724867724868*G0_0_1 - 0.0451499118165783*G0_0_2 + 0.0677248677248667*G0_1_0 - 0.0677248677248674*G0_1_2 + 0.225749559082892*G0_2_0 + 0.0677248677248673*G0_2_1 - 0.135449735449735*G0_2_2;

3870

A[863] = 0.0677248677248677*G0_0_1 - 0.0677248677248675*G0_0_2 - 0.0677248677248671*G0_1_0 - 0.135449735449735*G0_1_1 - 0.0451499118165782*G0_1_2 + 0.0677248677248683*G0_2_0 + 0.225749559082892*G0_2_1 - 0.135449735449735*G0_2_2;

3871

A[864] = 0.541798941798941*G0_0_0 + 0.27089947089947*G0_0_1 + 0.27089947089947*G0_0_2 + 0.27089947089947*G0_1_0 + 0.54179894179894*G0_1_1 + 0.270899470899469*G0_1_2 + 0.27089947089947*G0_2_0 + 0.270899470899469*G0_2_1 + 0.632098765432097*G0_2_2;

3872

A[865] = 0.135449735449736*G0_0_0 + 0.0677248677248678*G0_0_1 + 0.0902998236331571*G0_0_2 + 0.0677248677248674*G0_1_0 + 0.0451499118165781*G0_1_2 + 0.0902998236331572*G0_2_0 + 0.0451499118165787*G0_2_1 + 0.0451499118165783*G0_2_2;

3873

A[866] = 0.0677248677248674*G0_0_1 - 0.0677248677248676*G0_0_2 + 0.0677248677248671*G0_1_0 + 0.045149911816578*G0_1_2 - 0.0677248677248682*G0_2_0 + 0.0451499118165779*G0_2_1 - 0.135449735449735*G0_2_2;

3874

A[867] = -0.541798941798941*G0_0_0 - 0.270899470899471*G0_0_1 - 0.270899470899471*G0_0_2 - 0.27089947089947*G0_1_0 - 0.135449735449735*G0_1_2 - 0.27089947089947*G0_2_0 - 0.135449735449735*G0_2_1 + 0.0451499118165785*G0_2_2;

3875

A[868] = 0.067724867724868*G0_0_1 + 0.0451499118165787*G0_0_2 + 0.0677248677248672*G0_1_0 + 0.135449735449735*G0_1_1 + 0.0902998236331565*G0_1_2 + 0.0451499118165783*G0_2_0 + 0.0902998236331568*G0_2_1 + 0.0451499118165783*G0_2_2;

3876

A[869] = 0.0677248677248678*G0_0_1 + 0.0451499118165789*G0_0_2 + 0.0677248677248674*G0_1_0 - 0.0677248677248666*G0_1_2 + 0.0451499118165781*G0_2_0 - 0.0677248677248674*G0_2_1 - 0.135449735449735*G0_2_2;

3877

A[870] = -0.27089947089947*G0_0_1 - 0.135449735449736*G0_0_2 - 0.270899470899469*G0_1_0 - 0.54179894179894*G0_1_1 - 0.27089947089947*G0_1_2 - 0.135449735449734*G0_2_0 - 0.27089947089947*G0_2_1 + 0.0451499118165785*G0_2_2;

3878

A[871] = 0.0225749559082893*G0_0_1 + 0.0451499118165786*G0_0_2 + 0.0225749559082886*G0_1_0 + 0.045149911816578*G0_1_2 + 0.045149911816578*G0_2_0 + 0.0451499118165785*G0_2_1 + 0.0902998236331569*G0_2_2;

3879

A[872] = 0.0225749559082893*G0_0_1 + 0.0451499118165783*G0_0_2 + 0.0225749559082892*G0_1_0 + 0.0677248677248673*G0_1_2 + 0.0451499118165783*G0_2_0 + 0.0677248677248679*G0_2_1 + 0.135449735449735*G0_2_2;

3880

A[873] = 0.022574955908289*G0_0_1 + 0.0677248677248674*G0_0_2 + 0.0225749559082891*G0_1_0 + 0.0451499118165781*G0_1_2 + 0.0677248677248676*G0_2_0 + 0.045149911816578*G0_2_1 + 0.135449735449735*G0_2_2;

3881

A[874] = -0.135449735449735*G0_0_1 - 0.316049382716048*G0_0_2 - 0.135449735449734*G0_1_0 - 0.316049382716048*G0_1_2 - 0.316049382716048*G0_2_0 - 0.316049382716049*G0_2_1 - 0.722398589065254*G0_2_2;

3882

A[875] = 0.0493827160493827*G0_0_0 + 0.0493827160493826*G0_0_1 + 0.0493827160493826*G0_0_2 + 0.0423280423280423*G0_1_0 + 0.0423280423280424*G0_1_1 + 0.0423280423280424*G0_1_2 + 0.0423280423280423*G0_2_0 + 0.0423280423280424*G0_2_1 + 0.0423280423280424*G0_2_2;

3883

A[876] = 0.0183421516754849*G0_0_0;

3884

A[877] = -0.00705467372134027*G0_0_1 - 0.0253968253968253*G0_1_1;

3885

A[878] = -0.00705467372134037*G0_0_2 - 0.0253968253968254*G0_2_2;

3886

A[879] = 0.0677248677248673*G0_0_1 + 0.0225749559082891*G0_0_2 + 0.0902998236331565*G0_1_1 + 0.0338624338624337*G0_1_2 + 0.0338624338624335*G0_2_1;

3887

A[880] = 0.0846560846560852*G0_0_1 + 0.0846560846560848*G0_0_2 + 0.0677248677248679*G0_1_1 + 0.0649029982363315*G0_1_2 + 0.0649029982363318*G0_2_1 + 0.0677248677248677*G0_2_2;

3888

A[881] = 0.0225749559082893*G0_0_1 + 0.0677248677248678*G0_0_2 + 0.0338624338624339*G0_1_2 + 0.0338624338624339*G0_2_1 + 0.0902998236331571*G0_2_2;

3889

A[882] = -0.0225749559082893*G0_0_0 - 0.0112874779541448*G0_0_2 - 0.0112874779541446*G0_2_0;

3890

A[883] = 0.0169312169312168*G0_0_0 + 0.019753086419753*G0_0_2 + 0.019753086419753*G0_2_0 + 0.0225749559082894*G0_2_2;

3891

A[884] = 0.0225749559082893*G0_0_0 + 0.0338624338624338*G0_0_2 + 0.0338624338624339*G0_2_0 + 0.0451499118165784*G0_2_2;

3892

A[885] = -0.0225749559082893*G0_0_0 - 0.0112874779541448*G0_0_1 - 0.0112874779541449*G0_1_0;

3893

A[886] = 0.0169312169312168*G0_0_0 + 0.0197530864197531*G0_0_1 + 0.0197530864197533*G0_1_0 + 0.0225749559082894*G0_1_1;

3894

A[887] = 0.0225749559082892*G0_0_0 + 0.0338624338624337*G0_0_1 + 0.0338624338624338*G0_1_0 + 0.0451499118165784*G0_1_1;

3895

A[888] = -0.0677248677248681*G0_0_0 - 0.067724867724868*G0_0_1 - 0.0790123456790122*G0_0_2 - 0.270899470899471*G0_1_0 - 0.270899470899471*G0_1_1 - 0.169312169312169*G0_1_2 - 0.169312169312169*G0_2_0 - 0.169312169312169*G0_2_1 - 0.0677248677248679*G0_2_2;

3896

A[889] = 0.118518518518519*G0_0_0 + 0.118518518518519*G0_0_1 + 0.0253968253968253*G0_0_2 + 0.0677248677248679*G0_1_0 + 0.0677248677248679*G0_1_1 + 0.160846560846561*G0_1_2 + 0.160846560846561*G0_2_0 + 0.160846560846561*G0_2_1 - 0.0169312169312166*G0_2_2;

3897

A[890] = -0.0225749559082894*G0_0_0 - 0.0225749559082893*G0_0_1 + 0.0112874779541445*G0_0_2 - 0.0338624338624342*G0_1_2 - 0.0338624338624339*G0_2_0 - 0.0338624338624339*G0_2_1 + 0.0677248677248675*G0_2_2;

3898

A[891] = -0.0677248677248679*G0_0_0 - 0.0790123456790122*G0_0_1 - 0.0677248677248679*G0_0_2 - 0.169312169312169*G0_1_0 - 0.0677248677248677*G0_1_1 - 0.169312169312169*G0_1_2 - 0.27089947089947*G0_2_0 - 0.169312169312169*G0_2_1 - 0.270899470899471*G0_2_2;

3899

A[892] = 0.118518518518519*G0_0_0 + 0.0253968253968254*G0_0_1 + 0.118518518518519*G0_0_2 + 0.160846560846561*G0_1_0 - 0.0169312169312169*G0_1_1 + 0.160846560846561*G0_1_2 + 0.0677248677248676*G0_2_0 + 0.160846560846561*G0_2_1 + 0.0677248677248675*G0_2_2;

3900

A[893] = -0.0225749559082892*G0_0_0 + 0.0112874779541443*G0_0_1 - 0.0225749559082892*G0_0_2 - 0.0338624338624338*G0_1_0 + 0.0677248677248675*G0_1_1 - 0.0338624338624339*G0_1_2 - 0.0338624338624338*G0_2_1;

3901

A[894] = -0.0451499118165781*G0_0_0 - 0.0338624338624339*G0_0_1 - 0.0338624338624339*G0_0_2 - 0.0338624338624337*G0_1_0 - 0.135449735449735*G0_1_1 - 0.135449735449735*G0_1_2 - 0.0338624338624338*G0_2_0 - 0.135449735449735*G0_2_1 - 0.135449735449735*G0_2_2;

3902

A[895] = 0.0225749559082888*G0_0_0 - 0.0197530864197534*G0_0_1 - 0.0197530864197534*G0_0_2 - 0.0197530864197533*G0_1_0 + 0.0225749559082891*G0_1_1 + 0.0225749559082891*G0_1_2 - 0.0197530864197532*G0_2_0 + 0.0225749559082889*G0_2_1 + 0.0225749559082889*G0_2_2;

3903

A[896] = -0.0451499118165783*G0_0_0 + 0.0112874779541448*G0_0_1 + 0.0112874779541448*G0_0_2 + 0.0112874779541446*G0_1_0 + 0.0112874779541447*G0_2_0;

3904

A[897] = 0.0902998236331565*G0_0_0 + 0.045149911816578*G0_0_1 + 0.0451499118165782*G0_0_2 + 0.0451499118165788*G0_1_0 + 0.0225749559082892*G0_1_2 + 0.0451499118165783*G0_2_0 + 0.0225749559082892*G0_2_1;

3905

A[898] = 0.135449735449736*G0_0_0 + 0.0902998236331577*G0_0_1 + 0.0677248677248677*G0_0_2 + 0.0902998236331572*G0_1_0 + 0.0451499118165791*G0_1_1 + 0.0451499118165788*G0_1_2 + 0.0677248677248677*G0_2_0 + 0.0451499118165786*G0_2_1;

3906

A[899] = 0.135449735449736*G0_0_0 + 0.0677248677248674*G0_0_1 + 0.0902998236331572*G0_0_2 + 0.0677248677248678*G0_1_0 + 0.0451499118165787*G0_1_2 + 0.0902998236331571*G0_2_0 + 0.0451499118165781*G0_2_1 + 0.0451499118165783*G0_2_2;

3907

A[900] = 0.632098765432098*G0_0_0 + 0.361199294532628*G0_0_1 + 0.361199294532628*G0_0_2 + 0.361199294532627*G0_1_0 + 0.632098765432098*G0_1_1 + 0.361199294532627*G0_1_2 + 0.361199294532628*G0_2_0 + 0.361199294532627*G0_2_1 + 0.632098765432098*G0_2_2;

3908

A[901] = -0.135449735449736*G0_0_0 - 0.361199294532627*G0_0_1 - 0.203174603174604*G0_0_2 - 0.090299823633157*G0_1_0 - 0.451499118165784*G0_1_1 - 0.225749559082892*G0_1_2 - 0.0677248677248675*G0_2_0 - 0.225749559082892*G0_2_1 - 0.135449735449735*G0_2_2;

3909

A[902] = -0.135449735449736*G0_0_0 - 0.203174603174604*G0_0_1 - 0.361199294532628*G0_0_2 - 0.0677248677248679*G0_1_0 - 0.135449735449736*G0_1_1 - 0.225749559082892*G0_1_2 - 0.0902998236331571*G0_2_0 - 0.225749559082893*G0_2_1 - 0.451499118165785*G0_2_2;

3910

A[903] = 0.0451499118165783*G0_0_0 + 0.316049382716049*G0_0_1 + 0.180599647266314*G0_0_2 + 0.316049382716049*G0_1_0 + 0.0451499118165785*G0_1_1 + 0.180599647266313*G0_1_2 + 0.180599647266314*G0_2_0 + 0.180599647266314*G0_2_1 + 0.316049382716049*G0_2_2;

3911

A[904] = 0.0451499118165788*G0_0_0 - 0.0451499118165779*G0_0_1 - 0.0451499118165781*G0_1_0 - 0.0225749559082895*G0_1_2 - 0.0225749559082891*G0_2_1 - 0.0451499118165784*G0_2_2;

3912

A[905] = -0.135449735449735*G0_0_0 - 0.0677248677248677*G0_0_1 - 0.180599647266314*G0_0_2 - 0.0677248677248679*G0_1_0 - 0.0451499118165782*G0_1_2 - 0.180599647266314*G0_2_0 - 0.0451499118165783*G0_2_1 - 0.225749559082892*G0_2_2;

3913

A[906] = 0.0451499118165784*G0_0_0 + 0.180599647266314*G0_0_1 + 0.316049382716049*G0_0_2 + 0.180599647266313*G0_1_0 + 0.316049382716049*G0_1_1 + 0.180599647266314*G0_1_2 + 0.316049382716049*G0_2_0 + 0.180599647266313*G0_2_1 + 0.0451499118165783*G0_2_2;

3914

A[907] = 0.0451499118165789*G0_0_0 - 0.0451499118165781*G0_0_2 - 0.0451499118165784*G0_1_1 - 0.022574955908289*G0_1_2 - 0.0451499118165779*G0_2_0 - 0.0225749559082888*G0_2_1;

3915

A[908] = -0.135449735449736*G0_0_0 - 0.180599647266314*G0_0_1 - 0.0677248677248677*G0_0_2 - 0.180599647266314*G0_1_0 - 0.225749559082892*G0_1_1 - 0.0451499118165787*G0_1_2 - 0.0677248677248677*G0_2_0 - 0.0451499118165783*G0_2_1;

3916

A[909] = -0.722398589065254*G0_0_0 - 0.406349206349206*G0_0_1 - 0.406349206349206*G0_0_2 - 0.406349206349206*G0_1_0 - 0.0902998236331573*G0_1_1 - 0.225749559082893*G0_1_2 - 0.406349206349206*G0_2_0 - 0.225749559082892*G0_2_1 - 0.0902998236331569*G0_2_2;

3917

A[910] = -0.0183421516754849*G0_0_0 - 0.0183421516754849*G0_0_1 - 0.0183421516754849*G0_0_2 - 0.0253968253968253*G0_1_0 - 0.0253968253968254*G0_1_1 - 0.0253968253968253*G0_1_2 - 0.0253968253968254*G0_2_0 - 0.0253968253968254*G0_2_1 - 0.0253968253968254*G0_2_2;

3918

A[911] = 0.0183421516754849*G0_0_0;

3919

A[912] = -0.00705467372134026*G0_0_1 + 0.0423280423280424*G0_1_1;

3920

A[913] = -0.00705467372134048*G0_0_2 - 0.0253968253968254*G0_2_2;

3921

A[914] = -0.203174603174603*G0_0_1 - 0.112874779541446*G0_0_2 - 0.270899470899471*G0_1_1 - 0.101587301587302*G0_1_2 - 0.101587301587302*G0_2_1;

3922

A[915] = -0.0507936507936505*G0_0_1 - 0.186243386243386*G0_0_2 + 0.0677248677248675*G0_1_1 - 0.0931216931216932*G0_1_2 - 0.0931216931216928*G0_2_1 - 0.270899470899471*G0_2_2;

3923

A[916] = 0.0225749559082889*G0_0_1 + 0.0677248677248677*G0_0_2 + 0.0338624338624339*G0_1_2 + 0.0338624338624335*G0_2_1 + 0.135449735449735*G0_2_2;

3924

A[917] = -0.0225749559082893*G0_0_0 - 0.0112874779541449*G0_0_2 - 0.0112874779541446*G0_2_0;

3925

A[918] = 0.0169312169312168*G0_0_0 + 0.0197530864197532*G0_0_2 + 0.0197530864197529*G0_2_0 + 0.0225749559082891*G0_2_2;

3926

A[919] = 0.0225749559082888*G0_0_0 + 0.0338624338624334*G0_0_2 + 0.0338624338624335*G0_2_0 + 0.0451499118165781*G0_2_2;

3927

A[920] = -0.0677248677248675*G0_0_0 - 0.0112874779541449*G0_0_1 - 0.0112874779541444*G0_1_0;

3928

A[921] = 0.084656084656085*G0_0_0 + 0.0423280423280429*G0_0_1 + 0.0423280423280424*G0_1_0 + 0.0225749559082895*G0_1_1;

3929

A[922] = -0.112874779541446*G0_0_0 - 0.101587301587302*G0_0_1 - 0.101587301587302*G0_1_0 - 0.135449735449736*G0_1_1;

3930

A[923] = 0.0225749559082894*G0_0_0 + 0.0225749559082894*G0_0_1 + 0.0112874779541445*G0_0_2 + 0.0902998236331572*G0_1_0 + 0.0902998236331572*G0_1_1 + 0.056437389770723*G0_1_2 + 0.0564373897707231*G0_2_0 + 0.0564373897707231*G0_2_1 + 0.0225749559082892*G0_2_2;

3931

A[924] = -0.016931216931217*G0_0_0 - 0.0169312169312171*G0_0_1 + 0.00282186948853624*G0_0_2 + 0.0677248677248675*G0_1_0 + 0.0677248677248675*G0_1_1 + 0.00282186948853603*G0_1_2 + 0.00282186948853603*G0_2_0 + 0.00282186948853601*G0_2_1 + 0.0056437389770724*G0_2_2;

3932

A[925] = -0.0225749559082889*G0_0_0 - 0.0225749559082889*G0_0_1 + 0.0112874779541447*G0_0_2 - 0.0338624338624336*G0_1_2 - 0.0338624338624336*G0_2_0 - 0.0338624338624336*G0_2_1 + 0.0225749559082893*G0_2_2;

3933

A[926] = 0.0677248677248676*G0_0_0 + 0.0564373897707227*G0_0_1 + 0.0677248677248677*G0_0_2 + 0.101587301587301*G0_1_0 + 0.0677248677248674*G0_1_1 + 0.101587301587301*G0_1_2 + 0.135449735449735*G0_2_0 + 0.101587301587301*G0_2_1 + 0.135449735449735*G0_2_2;

3934

A[927] = -0.0846560846560848*G0_0_0 - 0.0423280423280419*G0_0_1 - 0.0846560846560848*G0_0_2 - 0.177777777777778*G0_1_0 - 0.0169312169312168*G0_1_1 - 0.177777777777778*G0_1_2 - 0.27089947089947*G0_2_0 - 0.177777777777777*G0_2_1 - 0.270899470899471*G0_2_2;

3935

A[928] = 0.112874779541447*G0_0_0 + 0.0112874779541445*G0_0_1 + 0.112874779541446*G0_0_2 + 0.101587301587302*G0_1_0 - 0.0677248677248675*G0_1_1 + 0.101587301587302*G0_1_2 + 0.101587301587301*G0_2_1;

3936

A[929] = 0.0112874779541447*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0112874779541444*G0_1_0 + 0.0451499118165785*G0_1_1 + 0.0451499118165785*G0_1_2 + 0.0112874779541444*G0_2_0 + 0.0451499118165784*G0_2_1 + 0.0451499118165784*G0_2_2;

3937

A[930] = 0.00282186948853641*G0_0_1 + 0.00282186948853633*G0_0_2 + 0.00282186948853626*G0_1_0 + 0.0225749559082893*G0_1_1 + 0.0225749559082893*G0_1_2 + 0.00282186948853644*G0_2_0 + 0.0225749559082894*G0_2_1 + 0.0225749559082894*G0_2_2;

3938

A[931] = 0.0112874779541449*G0_0_1 + 0.0112874779541449*G0_0_2 + 0.0112874779541448*G0_1_0 + 0.0112874779541445*G0_2_0;

3939

A[932] = 0.135449735449735*G0_0_0 + 0.045149911816578*G0_0_1 + 0.0677248677248678*G0_0_2 + 0.0451499118165782*G0_1_0 + 0.0225749559082894*G0_1_2 + 0.0677248677248672*G0_2_0 + 0.0225749559082889*G0_2_1;

3940

A[933] = -0.541798941798942*G0_0_0 - 0.270899470899471*G0_0_1 - 0.270899470899471*G0_0_2 - 0.270899470899471*G0_1_0 + 0.0451499118165778*G0_1_1 - 0.135449735449736*G0_1_2 - 0.270899470899471*G0_2_0 - 0.135449735449735*G0_2_1;

3941

A[934] = 0.0677248677248671*G0_0_1 - 0.0677248677248682*G0_0_2 + 0.0677248677248674*G0_1_0 + 0.0451499118165779*G0_1_2 - 0.0677248677248676*G0_2_0 + 0.045149911816578*G0_2_1 - 0.135449735449735*G0_2_2;

3942

A[935] = -0.135449735449736*G0_0_0 - 0.090299823633157*G0_0_1 - 0.0677248677248675*G0_0_2 - 0.361199294532627*G0_1_0 - 0.451499118165784*G0_1_1 - 0.225749559082892*G0_1_2 - 0.203174603174604*G0_2_0 - 0.225749559082892*G0_2_1 - 0.135449735449735*G0_2_2;

3943

A[936] = 0.541798941798942*G0_0_0 + 0.270899470899471*G0_0_1 + 0.270899470899471*G0_0_2 + 0.270899470899471*G0_1_0 + 0.632098765432098*G0_1_1 + 0.270899470899471*G0_1_2 + 0.270899470899471*G0_2_0 + 0.270899470899471*G0_2_1 + 0.541798941798941*G0_2_2;

3944

A[937] = 0.0677248677248676*G0_0_1 - 0.0677248677248678*G0_0_2 - 0.0677248677248673*G0_1_0 - 0.135449735449735*G0_1_1 + 0.0902998236331566*G0_1_2 + 0.0677248677248677*G0_2_0 + 0.0902998236331568*G0_2_1 - 0.135449735449735*G0_2_2;

3945

A[938] = -0.0451499118165782*G0_0_1 - 0.0225749559082893*G0_0_2 - 0.0451499118165783*G0_1_0 + 0.0451499118165789*G0_1_1 - 0.0225749559082893*G0_2_0 - 0.0451499118165784*G0_2_2;

3946

A[939] = -0.0451499118165781*G0_0_1 - 0.0225749559082893*G0_0_2 - 0.0451499118165788*G0_1_0 - 0.022574955908289*G0_1_2 - 0.0225749559082892*G0_2_0 - 0.0225749559082889*G0_2_1 - 0.0451499118165784*G0_2_2;

3947

A[940] = -0.0677248677248669*G0_0_1 - 0.022574955908289*G0_0_2 - 0.0677248677248674*G0_1_0 - 0.0451499118165787*G0_1_2 - 0.0225749559082889*G0_2_0 - 0.0451499118165779*G0_2_1 - 0.045149911816578*G0_2_2;

3948

A[941] = -0.0451499118165785*G0_0_1 - 0.0677248677248675*G0_0_2 - 0.0451499118165779*G0_1_0 - 0.225749559082892*G0_1_1 - 0.180599647266313*G0_1_2 - 0.0677248677248674*G0_2_0 - 0.180599647266314*G0_2_1 - 0.135449735449736*G0_2_2;

3949

A[942] = -0.0451499118165792*G0_0_1 - 0.0677248677248677*G0_0_2 - 0.0451499118165792*G0_1_0 - 0.0451499118165789*G0_1_1 - 0.0225749559082894*G0_1_2 - 0.0677248677248678*G0_2_0 - 0.0225749559082894*G0_2_1;

3950

A[943] = 0.135449735449736*G0_0_1 + 0.270899470899471*G0_0_2 + 0.135449735449735*G0_1_0 + 0.316049382716049*G0_1_1 + 0.135449735449735*G0_1_2 + 0.27089947089947*G0_2_0 + 0.135449735449736*G0_2_1;

3951

A[944] = 0.316049382716049*G0_0_1 + 0.135449735449736*G0_0_2 + 0.316049382716049*G0_1_0 - 0.0902998236331571*G0_1_1 + 0.135449735449735*G0_1_2 + 0.135449735449736*G0_2_0 + 0.135449735449736*G0_2_1 + 0.270899470899471*G0_2_2;

3952

A[945] = -0.0183421516754851*G0_0_0 - 0.0183421516754851*G0_0_1 - 0.0183421516754851*G0_0_2 - 0.0253968253968254*G0_1_0 - 0.0253968253968254*G0_1_1 - 0.0253968253968254*G0_1_2 - 0.0253968253968254*G0_2_0 - 0.0253968253968254*G0_2_1 - 0.0253968253968254*G0_2_2;

3953

A[946] = 0.0183421516754849*G0_0_0;

3954

A[947] = -0.00705467372134038*G0_0_1 - 0.0253968253968254*G0_1_1;

3955

A[948] = -0.00705467372134032*G0_0_2 + 0.0423280423280424*G0_2_2;

3956

A[949] = 0.0677248677248677*G0_0_1 + 0.0225749559082893*G0_0_2 + 0.135449735449735*G0_1_1 + 0.0338624338624339*G0_1_2 + 0.0338624338624343*G0_2_1;

3957

A[950] = -0.186243386243386*G0_0_1 - 0.0507936507936506*G0_0_2 - 0.270899470899471*G0_1_1 - 0.093121693121693*G0_1_2 - 0.0931216931216934*G0_2_1 + 0.0677248677248677*G0_2_2;

3958

A[951] = -0.112874779541446*G0_0_1 - 0.203174603174603*G0_0_2 - 0.101587301587302*G0_1_2 - 0.101587301587301*G0_2_1 - 0.270899470899471*G0_2_2;

3959

A[952] = -0.0677248677248676*G0_0_0 - 0.0112874779541446*G0_0_2 - 0.0112874779541447*G0_2_0;

3960

A[953] = 0.0846560846560845*G0_0_0 + 0.0423280423280424*G0_0_2 + 0.0423280423280424*G0_2_0 + 0.0225749559082894*G0_2_2;

3961

A[954] = -0.112874779541446*G0_0_0 - 0.101587301587302*G0_0_2 - 0.101587301587301*G0_2_0 - 0.135449735449735*G0_2_2;

3962

A[955] = -0.0225749559082891*G0_0_0 - 0.0112874779541447*G0_0_1 - 0.0112874779541448*G0_1_0;

3963

A[956] = 0.0169312169312167*G0_0_0 + 0.0197530864197531*G0_0_1 + 0.0197530864197531*G0_1_0 + 0.0225749559082893*G0_1_1;

3964

A[957] = 0.0225749559082893*G0_0_0 + 0.0338624338624337*G0_0_1 + 0.0338624338624339*G0_1_0 + 0.0451499118165783*G0_1_1;

3965

A[958] = 0.0677248677248677*G0_0_0 + 0.0677248677248677*G0_0_1 + 0.0564373897707234*G0_0_2 + 0.135449735449735*G0_1_0 + 0.135449735449735*G0_1_1 + 0.101587301587302*G0_1_2 + 0.101587301587302*G0_2_0 + 0.101587301587302*G0_2_1 + 0.0677248677248678*G0_2_2;

3966

A[959] = -0.0846560846560846*G0_0_0 - 0.0846560846560845*G0_0_1 - 0.0423280423280423*G0_0_2 - 0.270899470899471*G0_1_0 - 0.270899470899471*G0_1_1 - 0.177777777777778*G0_1_2 - 0.177777777777778*G0_2_0 - 0.177777777777778*G0_2_1 - 0.0169312169312171*G0_2_2;

3967

A[960] = 0.112874779541446*G0_0_0 + 0.112874779541446*G0_0_1 + 0.0112874779541446*G0_0_2 + 0.101587301587301*G0_1_2 + 0.101587301587302*G0_2_0 + 0.101587301587301*G0_2_1 - 0.0677248677248677*G0_2_2;

3968

A[961] = 0.0225749559082893*G0_0_0 + 0.0112874779541448*G0_0_1 + 0.0225749559082892*G0_0_2 + 0.0564373897707231*G0_1_0 + 0.0225749559082893*G0_1_1 + 0.0564373897707232*G0_1_2 + 0.090299823633157*G0_2_0 + 0.0564373897707232*G0_2_1 + 0.090299823633157*G0_2_2;

3969

A[962] = -0.0169312169312168*G0_0_0 + 0.00282186948853626*G0_0_1 - 0.0169312169312169*G0_0_2 + 0.00282186948853631*G0_1_0 + 0.00564373897707252*G0_1_1 + 0.00282186948853633*G0_1_2 + 0.0677248677248677*G0_2_0 + 0.00282186948853616*G0_2_1 + 0.0677248677248677*G0_2_2;

3970

A[963] = -0.0225749559082893*G0_0_0 + 0.0112874779541444*G0_0_1 - 0.0225749559082893*G0_0_2 - 0.0338624338624339*G0_1_0 + 0.0225749559082891*G0_1_1 - 0.0338624338624339*G0_1_2 - 0.0338624338624337*G0_2_1;

3971

A[964] = 0.0112874779541446*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0112874779541446*G0_1_0 + 0.0451499118165784*G0_1_1 + 0.0451499118165785*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0451499118165785*G0_2_1 + 0.0451499118165786*G0_2_2;

3972

A[965] = 0.00282186948853636*G0_0_1 + 0.00282186948853635*G0_0_2 + 0.0028218694885364*G0_1_0 + 0.0225749559082894*G0_1_1 + 0.0225749559082894*G0_1_2 + 0.00282186948853618*G0_2_0 + 0.0225749559082893*G0_2_1 + 0.0225749559082893*G0_2_2;

3973

A[966] = 0.0112874779541447*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0112874779541444*G0_1_0 + 0.0112874779541446*G0_2_0;

3974

A[967] = 0.135449735449735*G0_0_0 + 0.0677248677248678*G0_0_1 + 0.0451499118165781*G0_0_2 + 0.0677248677248676*G0_1_0 + 0.022574955908289*G0_1_2 + 0.0451499118165784*G0_2_0 + 0.0225749559082892*G0_2_1;

3975

A[968] = -0.067724867724868*G0_0_1 + 0.0677248677248673*G0_0_2 - 0.0677248677248677*G0_1_0 - 0.135449735449735*G0_1_1 + 0.0451499118165786*G0_1_2 + 0.0677248677248678*G0_2_0 + 0.0451499118165781*G0_2_1;

3976

A[969] = -0.541798941798941*G0_0_0 - 0.27089947089947*G0_0_1 - 0.27089947089947*G0_0_2 - 0.270899470899471*G0_1_0 - 0.135449735449735*G0_1_2 - 0.270899470899471*G0_2_0 - 0.135449735449735*G0_2_1 + 0.0451499118165785*G0_2_2;

3977

A[970] = -0.135449735449736*G0_0_0 - 0.0677248677248679*G0_0_1 - 0.0902998236331571*G0_0_2 - 0.203174603174603*G0_1_0 - 0.135449735449736*G0_1_1 - 0.225749559082893*G0_1_2 - 0.361199294532628*G0_2_0 - 0.225749559082892*G0_2_1 - 0.451499118165785*G0_2_2;

3978

A[971] = -0.0677248677248673*G0_0_1 + 0.0677248677248677*G0_0_2 + 0.0677248677248676*G0_1_0 - 0.135449735449735*G0_1_1 + 0.0902998236331568*G0_1_2 - 0.0677248677248678*G0_2_0 + 0.0902998236331566*G0_2_1 - 0.135449735449735*G0_2_2;

3979

A[972] = 0.541798941798941*G0_0_0 + 0.270899470899471*G0_0_1 + 0.270899470899471*G0_0_2 + 0.270899470899471*G0_1_0 + 0.541798941798942*G0_1_1 + 0.270899470899471*G0_1_2 + 0.270899470899471*G0_2_0 + 0.270899470899471*G0_2_1 + 0.632098765432098*G0_2_2;

3980

A[973] = -0.0677248677248681*G0_0_1 - 0.0451499118165787*G0_0_2 - 0.0677248677248679*G0_1_0 - 0.135449735449736*G0_1_1 - 0.180599647266314*G0_1_2 - 0.0451499118165784*G0_2_0 - 0.180599647266314*G0_2_1 - 0.225749559082892*G0_2_2;

3981

A[974] = -0.0677248677248676*G0_0_1 - 0.0451499118165788*G0_0_2 - 0.0677248677248674*G0_1_0 - 0.0225749559082892*G0_1_2 - 0.0451499118165785*G0_2_0 - 0.0225749559082893*G0_2_1 - 0.0451499118165787*G0_2_2;

3982

A[975] = 0.27089947089947*G0_0_1 + 0.135449735449736*G0_0_2 + 0.270899470899471*G0_1_0 + 0.135449735449736*G0_1_2 + 0.135449735449735*G0_2_0 + 0.135449735449735*G0_2_1 + 0.316049382716049*G0_2_2;

3983

A[976] = -0.0225749559082894*G0_0_1 - 0.0451499118165787*G0_0_2 - 0.0225749559082895*G0_1_0 - 0.0451499118165786*G0_1_1 - 0.0451499118165785*G0_2_0 + 0.0451499118165785*G0_2_2;

3984

A[977] = -0.0225749559082892*G0_0_1 - 0.0451499118165782*G0_0_2 - 0.0225749559082889*G0_1_0 - 0.0451499118165785*G0_1_1 - 0.022574955908289*G0_1_2 - 0.0451499118165784*G0_2_0 - 0.0225749559082892*G0_2_1;

3985

A[978] = -0.0225749559082889*G0_0_1 - 0.0677248677248671*G0_0_2 - 0.0225749559082893*G0_1_0 - 0.0451499118165782*G0_1_1 - 0.0451499118165785*G0_1_2 - 0.0677248677248675*G0_2_0 - 0.0451499118165786*G0_2_1;

3986

A[979] = 0.135449735449736*G0_0_1 + 0.316049382716049*G0_0_2 + 0.135449735449736*G0_1_0 + 0.270899470899471*G0_1_1 + 0.135449735449736*G0_1_2 + 0.316049382716049*G0_2_0 + 0.135449735449736*G0_2_1 - 0.0902998236331567*G0_2_2;

3987

A[980] = 0.0423280423280423*G0_0_0 + 0.0423280423280424*G0_0_1 + 0.0423280423280423*G0_0_2 + 0.0493827160493827*G0_1_0 + 0.0493827160493826*G0_1_1 + 0.0493827160493826*G0_1_2 + 0.0423280423280422*G0_2_0 + 0.0423280423280422*G0_2_1 + 0.0423280423280422*G0_2_2;

3988

A[981] = -0.0253968253968253*G0_0_0 - 0.00705467372134032*G0_1_0;

3989

A[982] = 0.0183421516754851*G0_1_1;

3990

A[983] = -0.00705467372134043*G0_1_2 - 0.0253968253968254*G0_2_2;

3991

A[984] = -0.0225749559082897*G0_1_1 - 0.0112874779541449*G0_1_2 - 0.0112874779541448*G0_2_1;

3992

A[985] = 0.0169312169312174*G0_1_1 + 0.0197530864197534*G0_1_2 + 0.0197530864197532*G0_2_1 + 0.0225749559082894*G0_2_2;

3993

A[986] = 0.0225749559082893*G0_1_1 + 0.033862433862434*G0_1_2 + 0.033862433862434*G0_2_1 + 0.0451499118165787*G0_2_2;

3994

A[987] = 0.0902998236331566*G0_0_0 + 0.0338624338624337*G0_0_2 + 0.0677248677248673*G0_1_0 + 0.0225749559082891*G0_1_2 + 0.0338624338624339*G0_2_0;

3995

A[988] = 0.0677248677248674*G0_0_0 + 0.0649029982363313*G0_0_2 + 0.0846560846560842*G0_1_0 + 0.0846560846560839*G0_1_2 + 0.0649029982363311*G0_2_0 + 0.0677248677248672*G0_2_2;

3996

A[989] = 0.0338624338624337*G0_0_2 + 0.0225749559082892*G0_1_0 + 0.0677248677248677*G0_1_2 + 0.033862433862434*G0_2_0 + 0.090299823633157*G0_2_2;

3997

A[990] = 0.0451499118165781*G0_0_0 + 0.0338624338624336*G0_0_1 + 0.0338624338624336*G0_1_0 + 0.0225749559082891*G0_1_1;

3998

A[991] = 0.0225749559082894*G0_0_0 + 0.019753086419753*G0_0_1 + 0.0197530864197531*G0_1_0 + 0.0169312169312168*G0_1_1;

3999

A[992] = -0.0112874779541447*G0_0_1 - 0.0112874779541448*G0_1_0 - 0.0225749559082896*G0_1_1;

4000

A[993] = -0.270899470899471*G0_0_0 - 0.270899470899471*G0_0_1 - 0.169312169312169*G0_0_2 - 0.0677248677248677*G0_1_0 - 0.0677248677248679*G0_1_1 - 0.0790123456790123*G0_1_2 - 0.169312169312169*G0_2_0 - 0.169312169312169*G0_2_1 - 0.0677248677248677*G0_2_2;

4001

A[994] = 0.0677248677248677*G0_0_0 + 0.0677248677248678*G0_0_1 + 0.160846560846561*G0_0_2 + 0.118518518518519*G0_1_0 + 0.118518518518519*G0_1_1 + 0.0253968253968254*G0_1_2 + 0.160846560846561*G0_2_0 + 0.160846560846561*G0_2_1 - 0.0169312169312168*G0_2_2;

4002

A[995] = -0.0338624338624341*G0_0_2 - 0.0225749559082893*G0_1_0 - 0.0225749559082893*G0_1_1 + 0.0112874779541445*G0_1_2 - 0.033862433862434*G0_2_0 - 0.033862433862434*G0_2_1 + 0.0677248677248675*G0_2_2;

4003

A[996] = -0.135449735449735*G0_0_0 - 0.0338624338624339*G0_0_1 - 0.135449735449735*G0_0_2 - 0.0338624338624339*G0_1_0 - 0.0451499118165785*G0_1_1 - 0.0338624338624339*G0_1_2 - 0.135449735449735*G0_2_0 - 0.0338624338624337*G0_2_1 - 0.135449735449735*G0_2_2;

4004

A[997] = 0.0225749559082894*G0_0_0 - 0.0197530864197529*G0_0_1 + 0.0225749559082893*G0_0_2 - 0.0197530864197529*G0_1_0 + 0.0225749559082894*G0_1_1 - 0.0197530864197529*G0_1_2 + 0.022574955908289*G0_2_0 - 0.0197530864197532*G0_2_1 + 0.0225749559082889*G0_2_2;

4005

A[998] = 0.0112874779541444*G0_0_1 + 0.0112874779541448*G0_1_0 - 0.0451499118165787*G0_1_1 + 0.0112874779541448*G0_1_2 + 0.0112874779541448*G0_2_1;

4006

A[999] = -0.0677248677248676*G0_0_0 - 0.169312169312169*G0_0_1 - 0.169312169312169*G0_0_2 - 0.0790123456790121*G0_1_0 - 0.0677248677248675*G0_1_1 - 0.0677248677248676*G0_1_2 - 0.169312169312169*G0_2_0 - 0.27089947089947*G0_2_1 - 0.27089947089947*G0_2_2;

4007

A[1000] = -0.016931216931217*G0_0_0 + 0.16084656084656*G0_0_1 + 0.16084656084656*G0_0_2 + 0.0253968253968252*G0_1_0 + 0.118518518518518*G0_1_1 + 0.118518518518518*G0_1_2 + 0.16084656084656*G0_2_0 + 0.0677248677248674*G0_2_1 + 0.0677248677248674*G0_2_2;

4008

A[1001] = 0.0677248677248677*G0_0_0 - 0.0338624338624337*G0_0_1 - 0.0338624338624337*G0_0_2 + 0.0112874779541448*G0_1_0 - 0.0225749559082892*G0_1_1 - 0.0225749559082892*G0_1_2 - 0.0338624338624337*G0_2_0;

4009

A[1002] = 0.0451499118165783*G0_0_0 + 0.0902998236331563*G0_0_1 + 0.0451499118165783*G0_0_2 + 0.0902998236331563*G0_1_0 + 0.135449735449734*G0_1_1 + 0.0677248677248674*G0_1_2 + 0.0451499118165779*G0_2_0 + 0.0677248677248672*G0_2_1;

4010

A[1003] = 0.0451499118165786*G0_0_1 + 0.0225749559082891*G0_0_2 + 0.0451499118165783*G0_1_0 + 0.0902998236331573*G0_1_1 + 0.0451499118165779*G0_1_2 + 0.0225749559082894*G0_2_0 + 0.0451499118165786*G0_2_1;

4011

A[1004] = 0.0677248677248672*G0_0_1 + 0.0451499118165783*G0_0_2 + 0.067724867724868*G0_1_0 + 0.135449735449735*G0_1_1 + 0.0902998236331568*G0_1_2 + 0.0451499118165787*G0_2_0 + 0.0902998236331565*G0_2_1 + 0.0451499118165783*G0_2_2;

4012

A[1005] = 0.0451499118165783*G0_0_0 + 0.316049382716049*G0_0_1 + 0.180599647266314*G0_0_2 + 0.316049382716049*G0_1_0 + 0.0451499118165785*G0_1_1 + 0.180599647266314*G0_1_2 + 0.180599647266314*G0_2_0 + 0.180599647266313*G0_2_1 + 0.316049382716049*G0_2_2;

4013

A[1006] = -0.0451499118165783*G0_0_1 - 0.0225749559082893*G0_0_2 - 0.0451499118165782*G0_1_0 + 0.0451499118165789*G0_1_1 - 0.0225749559082893*G0_2_0 - 0.0451499118165784*G0_2_2;

4014

A[1007] = -0.0677248677248679*G0_0_1 - 0.0451499118165784*G0_0_2 - 0.0677248677248681*G0_1_0 - 0.135449735449736*G0_1_1 - 0.180599647266314*G0_1_2 - 0.0451499118165787*G0_2_0 - 0.180599647266314*G0_2_1 - 0.225749559082892*G0_2_2;

4015

A[1008] = 0.632098765432098*G0_0_0 + 0.361199294532627*G0_0_1 + 0.361199294532627*G0_0_2 + 0.361199294532627*G0_1_0 + 0.632098765432097*G0_1_1 + 0.361199294532627*G0_1_2 + 0.361199294532627*G0_2_0 + 0.361199294532627*G0_2_1 + 0.632098765432098*G0_2_2;

4016

A[1009] = -0.451499118165784*G0_0_0 - 0.0902998236331565*G0_0_1 - 0.225749559082892*G0_0_2 - 0.361199294532627*G0_1_0 - 0.135449735449734*G0_1_1 - 0.203174603174602*G0_1_2 - 0.225749559082892*G0_2_0 - 0.0677248677248672*G0_2_1 - 0.135449735449735*G0_2_2;

4017

A[1010] = -0.135449735449735*G0_0_0 - 0.0677248677248673*G0_0_1 - 0.225749559082892*G0_0_2 - 0.203174603174603*G0_1_0 - 0.135449735449735*G0_1_1 - 0.361199294532627*G0_1_2 - 0.225749559082892*G0_2_0 - 0.0902998236331565*G0_2_1 - 0.451499118165784*G0_2_2;

4018

A[1011] = 0.316049382716048*G0_0_0 + 0.180599647266313*G0_0_1 + 0.180599647266313*G0_0_2 + 0.180599647266313*G0_1_0 + 0.0451499118165783*G0_1_1 + 0.316049382716048*G0_1_2 + 0.180599647266314*G0_2_0 + 0.316049382716048*G0_2_1 + 0.0451499118165781*G0_2_2;

4019

A[1012] = -0.225749559082891*G0_0_0 - 0.180599647266313*G0_0_1 - 0.0451499118165781*G0_0_2 - 0.180599647266313*G0_1_0 - 0.135449735449735*G0_1_1 - 0.0677248677248672*G0_1_2 - 0.0451499118165781*G0_2_0 - 0.0677248677248669*G0_2_1;

4020

A[1013] = -0.0451499118165786*G0_0_0 - 0.0225749559082892*G0_0_2 + 0.0451499118165787*G0_1_1 - 0.0451499118165782*G0_1_2 - 0.022574955908289*G0_2_0 - 0.0451499118165783*G0_2_1;

4021

A[1014] = -0.0902998236331568*G0_0_0 - 0.406349206349205*G0_0_1 - 0.225749559082892*G0_0_2 - 0.406349206349205*G0_1_0 - 0.722398589065255*G0_1_1 - 0.406349206349205*G0_1_2 - 0.225749559082892*G0_2_0 - 0.406349206349206*G0_2_1 - 0.0902998236331566*G0_2_2;

4022

A[1015] = -0.0253968253968253*G0_0_0 - 0.0253968253968253*G0_0_1 - 0.0253968253968253*G0_0_2 - 0.0183421516754849*G0_1_0 - 0.0183421516754849*G0_1_1 - 0.0183421516754849*G0_1_2 - 0.0253968253968254*G0_2_0 - 0.0253968253968254*G0_2_1 - 0.0253968253968254*G0_2_2;

4023

A[1016] = 0.0423280423280422*G0_0_0 - 0.00705467372134039*G0_1_0;

4024

A[1017] = 0.018342151675485*G0_1_1;

4025

A[1018] = -0.00705467372134034*G0_1_2 - 0.0253968253968253*G0_2_2;

4026

A[1019] = -0.0225749559082892*G0_1_1 - 0.0112874779541447*G0_1_2 - 0.0112874779541445*G0_2_1;

4027

A[1020] = 0.0169312169312168*G0_1_1 + 0.0197530864197531*G0_1_2 + 0.0197530864197529*G0_2_1 + 0.0225749559082891*G0_2_2;

4028

A[1021] = 0.0225749559082893*G0_1_1 + 0.0338624338624338*G0_1_2 + 0.0338624338624341*G0_2_1 + 0.0451499118165786*G0_2_2;

4029

A[1022] = -0.27089947089947*G0_0_0 - 0.101587301587301*G0_0_2 - 0.203174603174603*G0_1_0 - 0.112874779541446*G0_1_2 - 0.101587301587301*G0_2_0;

4030

A[1023] = 0.0677248677248675*G0_0_0 - 0.0931216931216929*G0_0_2 - 0.0507936507936507*G0_1_0 - 0.186243386243386*G0_1_2 - 0.0931216931216926*G0_2_0 - 0.27089947089947*G0_2_2;

4031

A[1024] = 0.0338624338624338*G0_0_2 + 0.0225749559082893*G0_1_0 + 0.0677248677248676*G0_1_2 + 0.033862433862434*G0_2_0 + 0.135449735449736*G0_2_2;

4032

A[1025] = -0.135449735449735*G0_0_0 - 0.101587301587301*G0_0_1 - 0.101587301587301*G0_1_0 - 0.112874779541446*G0_1_1;

4033

A[1026] = 0.0225749559082889*G0_0_0 + 0.0423280423280424*G0_0_1 + 0.042328042328042*G0_1_0 + 0.0846560846560846*G0_1_1;

4034

A[1027] = -0.0112874779541445*G0_0_1 - 0.0112874779541447*G0_1_0 - 0.0677248677248678*G0_1_1;

4035

A[1028] = 0.0902998236331568*G0_0_0 + 0.090299823633157*G0_0_1 + 0.056437389770723*G0_0_2 + 0.0225749559082895*G0_1_0 + 0.0225749559082895*G0_1_1 + 0.0112874779541447*G0_1_2 + 0.056437389770723*G0_2_0 + 0.056437389770723*G0_2_1 + 0.0225749559082894*G0_2_2;

4036

A[1029] = 0.0677248677248676*G0_0_0 + 0.0677248677248675*G0_0_1 + 0.002821869488536*G0_0_2 - 0.016931216931217*G0_1_0 - 0.016931216931217*G0_1_1 + 0.00282186948853582*G0_1_2 + 0.00282186948853642*G0_2_0 + 0.0028218694885364*G0_2_1 + 0.00564373897707204*G0_2_2;

4037

A[1030] = -0.0338624338624337*G0_0_2 - 0.0225749559082893*G0_1_0 - 0.0225749559082892*G0_1_1 + 0.0112874779541448*G0_1_2 - 0.033862433862434*G0_2_0 - 0.033862433862434*G0_2_1 + 0.0225749559082894*G0_2_2;

4038

A[1031] = 0.0451499118165784*G0_0_0 + 0.0112874779541445*G0_0_1 + 0.0451499118165784*G0_0_2 + 0.0112874779541448*G0_1_0 + 0.0112874779541448*G0_1_2 + 0.0451499118165784*G0_2_0 + 0.0112874779541448*G0_2_1 + 0.0451499118165783*G0_2_2;

4039

A[1032] = 0.022574955908289*G0_0_0 + 0.0028218694885361*G0_0_1 + 0.0225749559082891*G0_0_2 + 0.00282186948853588*G0_1_0 + 0.00282186948853585*G0_1_2 + 0.0225749559082891*G0_2_0 + 0.00282186948853573*G0_2_1 + 0.0225749559082891*G0_2_2;

4040

A[1033] = 0.0112874779541448*G0_0_1 + 0.0112874779541448*G0_1_0 + 0.0112874779541447*G0_1_2 + 0.0112874779541449*G0_2_1;

4041

A[1034] = 0.0677248677248675*G0_0_0 + 0.101587301587301*G0_0_1 + 0.101587301587301*G0_0_2 + 0.0564373897707228*G0_1_0 + 0.0677248677248675*G0_1_1 + 0.0677248677248676*G0_1_2 + 0.101587301587301*G0_2_0 + 0.135449735449735*G0_2_1 + 0.135449735449735*G0_2_2;

4042

A[1035] = -0.0169312169312169*G0_0_0 - 0.177777777777777*G0_0_1 - 0.177777777777777*G0_0_2 - 0.042328042328042*G0_1_0 - 0.0846560846560845*G0_1_1 - 0.0846560846560845*G0_1_2 - 0.177777777777777*G0_2_0 - 0.27089947089947*G0_2_1 - 0.27089947089947*G0_2_2;

4043

A[1036] = -0.0677248677248676*G0_0_0 + 0.101587301587301*G0_0_1 + 0.101587301587301*G0_0_2 + 0.0112874779541445*G0_1_0 + 0.112874779541446*G0_1_1 + 0.112874779541446*G0_1_2 + 0.101587301587301*G0_2_0;

4044

A[1037] = 0.0451499118165784*G0_0_0 - 0.27089947089947*G0_0_1 - 0.135449735449735*G0_0_2 - 0.270899470899471*G0_1_0 - 0.541798941798941*G0_1_1 - 0.27089947089947*G0_1_2 - 0.135449735449735*G0_2_0 - 0.27089947089947*G0_2_1;

4045

A[1038] = 0.0451499118165782*G0_0_1 + 0.0225749559082892*G0_0_2 + 0.045149911816578*G0_1_0 + 0.135449735449735*G0_1_1 + 0.067724867724867*G0_1_2 + 0.0225749559082892*G0_2_0 + 0.0677248677248676*G0_2_1;

4046

A[1039] = 0.0677248677248674*G0_0_1 + 0.0451499118165781*G0_0_2 + 0.0677248677248678*G0_1_0 - 0.0677248677248675*G0_1_2 + 0.0451499118165789*G0_2_0 - 0.0677248677248666*G0_2_1 - 0.135449735449735*G0_2_2;

4047

A[1040] = 0.0451499118165788*G0_0_0 - 0.0451499118165781*G0_0_1 - 0.0451499118165779*G0_1_0 - 0.0225749559082891*G0_1_2 - 0.0225749559082895*G0_2_1 - 0.0451499118165784*G0_2_2;

4048

A[1041] = -0.0451499118165788*G0_0_1 - 0.0225749559082892*G0_0_2 - 0.0451499118165781*G0_1_0 - 0.0225749559082889*G0_1_2 - 0.0225749559082893*G0_2_0 - 0.022574955908289*G0_2_1 - 0.0451499118165784*G0_2_2;

4049

A[1042] = -0.0677248677248674*G0_0_1 - 0.0451499118165785*G0_0_2 - 0.0677248677248676*G0_1_0 - 0.0225749559082893*G0_1_2 - 0.0451499118165788*G0_2_0 - 0.0225749559082892*G0_2_1 - 0.0451499118165787*G0_2_2;

4050

A[1043] = -0.451499118165784*G0_0_0 - 0.361199294532627*G0_0_1 - 0.225749559082892*G0_0_2 - 0.0902998236331565*G0_1_0 - 0.135449735449734*G0_1_1 - 0.0677248677248672*G0_1_2 - 0.225749559082892*G0_2_0 - 0.203174603174602*G0_2_1 - 0.135449735449735*G0_2_2;

4051

A[1044] = 0.632098765432097*G0_0_0 + 0.27089947089947*G0_0_1 + 0.27089947089947*G0_0_2 + 0.27089947089947*G0_1_0 + 0.541798941798941*G0_1_1 + 0.27089947089947*G0_1_2 + 0.27089947089947*G0_2_0 + 0.27089947089947*G0_2_1 + 0.54179894179894*G0_2_2;

4052

A[1045] = -0.135449735449735*G0_0_0 - 0.0677248677248673*G0_0_1 + 0.0902998236331568*G0_0_2 + 0.0677248677248677*G0_1_0 - 0.067724867724868*G0_1_2 + 0.0902998236331563*G0_2_0 + 0.0677248677248667*G0_2_1 - 0.135449735449736*G0_2_2;

4053

A[1046] = -0.225749559082891*G0_0_0 - 0.0451499118165779*G0_0_1 - 0.180599647266313*G0_0_2 - 0.0451499118165779*G0_1_0 - 0.0677248677248669*G0_1_2 - 0.180599647266313*G0_2_0 - 0.0677248677248671*G0_2_1 - 0.135449735449735*G0_2_2;

4054

A[1047] = 0.316049382716048*G0_0_0 + 0.135449735449734*G0_0_1 + 0.135449735449734*G0_0_2 + 0.135449735449734*G0_1_0 + 0.27089947089947*G0_1_2 + 0.135449735449735*G0_2_0 + 0.27089947089947*G0_2_1;

4055

A[1048] = -0.0451499118165782*G0_0_0 - 0.0451499118165787*G0_0_1 - 0.0225749559082891*G0_0_2 - 0.0451499118165779*G0_1_0 - 0.0677248677248672*G0_1_2 - 0.0225749559082891*G0_2_0 - 0.0677248677248677*G0_2_1;

4056

A[1049] = -0.0902998236331569*G0_0_0 + 0.316049382716048*G0_0_1 + 0.135449735449735*G0_0_2 + 0.316049382716049*G0_1_0 + 0.135449735449734*G0_1_2 + 0.135449735449735*G0_2_0 + 0.135449735449734*G0_2_1 + 0.270899470899469*G0_2_2;

4057

A[1050] = -0.0253968253968254*G0_0_0 - 0.0253968253968255*G0_0_1 - 0.0253968253968255*G0_0_2 - 0.0183421516754851*G0_1_0 - 0.0183421516754851*G0_1_1 - 0.0183421516754851*G0_1_2 - 0.0253968253968254*G0_2_0 - 0.0253968253968254*G0_2_1 - 0.0253968253968253*G0_2_2;

4058

A[1051] = -0.0253968253968253*G0_0_0 - 0.0070546737213404*G0_1_0;

4059

A[1052] = 0.018342151675485*G0_1_1;

4060

A[1053] = -0.0070546737213404*G0_1_2 + 0.0423280423280423*G0_2_2;

4061

A[1054] = -0.0677248677248677*G0_1_1 - 0.0112874779541444*G0_1_2 - 0.0112874779541444*G0_2_1;

4062

A[1055] = 0.0846560846560844*G0_1_1 + 0.0423280423280418*G0_1_2 + 0.0423280423280421*G0_2_1 + 0.0225749559082889*G0_2_2;

4063

A[1056] = -0.112874779541446*G0_1_1 - 0.101587301587301*G0_1_2 - 0.101587301587302*G0_2_1 - 0.135449735449735*G0_2_2;

4064

A[1057] = 0.135449735449735*G0_0_0 + 0.0338624338624334*G0_0_2 + 0.0677248677248673*G0_1_0 + 0.022574955908289*G0_1_2 + 0.0338624338624337*G0_2_0;

4065

A[1058] = -0.27089947089947*G0_0_0 - 0.0931216931216926*G0_0_2 - 0.186243386243385*G0_1_0 - 0.0507936507936501*G0_1_2 - 0.0931216931216926*G0_2_0 + 0.067724867724868*G0_2_2;

4066

A[1059] = -0.101587301587301*G0_0_2 - 0.112874779541446*G0_1_0 - 0.203174603174603*G0_1_2 - 0.101587301587302*G0_2_0 - 0.270899470899471*G0_2_2;

4067

A[1060] = 0.0451499118165779*G0_0_0 + 0.0338624338624334*G0_0_1 + 0.0338624338624336*G0_1_0 + 0.022574955908289*G0_1_1;

4068

A[1061] = 0.0225749559082894*G0_0_0 + 0.0197530864197532*G0_0_1 + 0.019753086419753*G0_1_0 + 0.016931216931217*G0_1_1;

4069

A[1062] = -0.0112874779541446*G0_0_1 - 0.0112874779541445*G0_1_0 - 0.0225749559082892*G0_1_1;

4070

A[1063] = 0.135449735449735*G0_0_0 + 0.135449735449735*G0_0_1 + 0.101587301587302*G0_0_2 + 0.0677248677248676*G0_1_0 + 0.0677248677248675*G0_1_1 + 0.0564373897707234*G0_1_2 + 0.101587301587302*G0_2_0 + 0.101587301587302*G0_2_1 + 0.0677248677248677*G0_2_2;

4071

A[1064] = -0.270899470899471*G0_0_0 - 0.270899470899471*G0_0_1 - 0.177777777777778*G0_0_2 - 0.0846560846560843*G0_1_0 - 0.0846560846560842*G0_1_1 - 0.0423280423280424*G0_1_2 - 0.177777777777778*G0_2_0 - 0.177777777777778*G0_2_1 - 0.016931216931217*G0_2_2;

4072

A[1065] = 0.101587301587302*G0_0_2 + 0.112874779541446*G0_1_0 + 0.112874779541446*G0_1_1 + 0.0112874779541448*G0_1_2 + 0.101587301587302*G0_2_0 + 0.101587301587302*G0_2_1 - 0.0677248677248676*G0_2_2;

4073

A[1066] = 0.0451499118165783*G0_0_0 + 0.0112874779541447*G0_0_1 + 0.0451499118165783*G0_0_2 + 0.0112874779541445*G0_1_0 + 0.0112874779541444*G0_1_2 + 0.0451499118165784*G0_2_0 + 0.0112874779541446*G0_2_1 + 0.0451499118165785*G0_2_2;

4074

A[1067] = 0.0225749559082893*G0_0_0 + 0.00282186948853622*G0_0_1 + 0.0225749559082894*G0_0_2 + 0.00282186948853621*G0_1_0 + 0.00282186948853618*G0_1_2 + 0.0225749559082894*G0_2_0 + 0.00282186948853635*G0_2_1 + 0.0225749559082894*G0_2_2;

4075

A[1068] = 0.0112874779541445*G0_0_1 + 0.0112874779541444*G0_1_0 + 0.0112874779541444*G0_1_2 + 0.0112874779541444*G0_2_1;

4076

A[1069] = 0.0225749559082893*G0_0_0 + 0.056437389770723*G0_0_1 + 0.056437389770723*G0_0_2 + 0.0112874779541449*G0_1_0 + 0.0225749559082891*G0_1_1 + 0.0225749559082891*G0_1_2 + 0.056437389770723*G0_2_0 + 0.0902998236331569*G0_2_1 + 0.0902998236331569*G0_2_2;

4077

A[1070] = 0.00564373897707238*G0_0_0 + 0.0028218694885363*G0_0_1 + 0.00282186948853631*G0_0_2 + 0.00282186948853601*G0_1_0 - 0.0169312169312167*G0_1_1 - 0.0169312169312167*G0_1_2 + 0.00282186948853616*G0_2_0 + 0.0677248677248678*G0_2_1 + 0.0677248677248678*G0_2_2;

4078

A[1071] = 0.0225749559082891*G0_0_0 - 0.0338624338624336*G0_0_1 - 0.0338624338624335*G0_0_2 + 0.0112874779541447*G0_1_0 - 0.022574955908289*G0_1_1 - 0.022574955908289*G0_1_2 - 0.0338624338624338*G0_2_0;

4079

A[1072] = -0.135449735449734*G0_0_0 - 0.0677248677248677*G0_0_1 + 0.045149911816578*G0_0_2 - 0.0677248677248669*G0_1_0 + 0.0677248677248673*G0_1_2 + 0.0451499118165788*G0_2_0 + 0.067724867724868*G0_2_1;

4080

A[1073] = 0.0677248677248675*G0_0_1 + 0.0225749559082894*G0_0_2 + 0.0677248677248669*G0_1_0 + 0.135449735449735*G0_1_1 + 0.045149911816578*G0_1_2 + 0.0225749559082889*G0_2_0 + 0.045149911816578*G0_2_1;

4081

A[1074] = -0.270899470899469*G0_0_1 - 0.135449735449734*G0_0_2 - 0.27089947089947*G0_1_0 - 0.54179894179894*G0_1_1 - 0.27089947089947*G0_1_2 - 0.135449735449736*G0_2_0 - 0.27089947089947*G0_2_1 + 0.0451499118165785*G0_2_2;

4082

A[1075] = -0.135449735449735*G0_0_0 - 0.067724867724868*G0_0_1 - 0.180599647266314*G0_0_2 - 0.0677248677248677*G0_1_0 - 0.0451499118165783*G0_1_2 - 0.180599647266314*G0_2_0 - 0.0451499118165782*G0_2_1 - 0.225749559082892*G0_2_2;

4083

A[1076] = -0.0677248677248674*G0_0_1 - 0.0225749559082889*G0_0_2 - 0.0677248677248669*G0_1_0 - 0.0451499118165779*G0_1_2 - 0.022574955908289*G0_2_0 - 0.0451499118165787*G0_2_1 - 0.045149911816578*G0_2_2;

4084

A[1077] = 0.270899470899471*G0_0_1 + 0.135449735449735*G0_0_2 + 0.27089947089947*G0_1_0 + 0.135449735449735*G0_1_2 + 0.135449735449736*G0_2_0 + 0.135449735449736*G0_2_1 + 0.316049382716049*G0_2_2;

4085

A[1078] = -0.135449735449735*G0_0_0 - 0.203174603174603*G0_0_1 - 0.225749559082892*G0_0_2 - 0.0677248677248673*G0_1_0 - 0.135449735449735*G0_1_1 - 0.0902998236331565*G0_1_2 - 0.225749559082892*G0_2_0 - 0.361199294532627*G0_2_1 - 0.451499118165784*G0_2_2;

4086

A[1079] = -0.135449735449735*G0_0_0 + 0.0677248677248677*G0_0_1 + 0.0902998236331563*G0_0_2 - 0.0677248677248673*G0_1_0 + 0.0677248677248667*G0_1_2 + 0.0902998236331568*G0_2_0 - 0.067724867724868*G0_2_1 - 0.135449735449736*G0_2_2;

4087

A[1080] = 0.541798941798941*G0_0_0 + 0.270899470899469*G0_0_1 + 0.27089947089947*G0_0_2 + 0.270899470899469*G0_1_0 + 0.541798941798939*G0_1_1 + 0.27089947089947*G0_1_2 + 0.27089947089947*G0_2_0 + 0.27089947089947*G0_2_1 + 0.632098765432098*G0_2_2;

4088

A[1081] = -0.0451499118165783*G0_0_0 - 0.0225749559082892*G0_0_1 - 0.0225749559082887*G0_1_0 - 0.0451499118165782*G0_1_2 - 0.0451499118165785*G0_2_1 + 0.0451499118165786*G0_2_2;

4089

A[1082] = -0.045149911816578*G0_0_0 - 0.0225749559082894*G0_0_1 - 0.045149911816578*G0_0_2 - 0.0225749559082892*G0_1_0 - 0.0677248677248673*G0_1_2 - 0.0451499118165784*G0_2_0 - 0.0677248677248678*G0_2_1;

4090

A[1083] = -0.0451499118165785*G0_0_0 - 0.0225749559082892*G0_0_1 - 0.0225749559082893*G0_0_2 - 0.0225749559082889*G0_1_0 - 0.045149911816578*G0_1_2 - 0.0225749559082894*G0_2_0 - 0.0451499118165786*G0_2_1;

4091

A[1084] = 0.27089947089947*G0_0_0 + 0.135449735449736*G0_0_1 + 0.135449735449734*G0_0_2 + 0.135449735449735*G0_1_0 + 0.316049382716048*G0_1_2 + 0.135449735449735*G0_2_0 + 0.316049382716049*G0_2_1 - 0.0902998236331568*G0_2_2;

4092

A[1085] = 0.0423280423280422*G0_0_0 + 0.0423280423280423*G0_0_1 + 0.0423280423280423*G0_0_2 + 0.0423280423280422*G0_1_0 + 0.0423280423280423*G0_1_1 + 0.0423280423280423*G0_1_2 + 0.0493827160493827*G0_2_0 + 0.0493827160493826*G0_2_1 + 0.0493827160493826*G0_2_2;

4093

A[1086] = -0.0253968253968252*G0_0_0 - 0.0070546737213403*G0_2_0;

4094

A[1087] = -0.0253968253968253*G0_1_1 - 0.00705467372134026*G0_2_1;

4095

A[1088] = 0.018342151675485*G0_2_2;

4096

A[1089] = 0.0451499118165782*G0_1_1 + 0.0338624338624337*G0_1_2 + 0.0338624338624333*G0_2_1 + 0.022574955908289*G0_2_2;

4097

A[1090] = 0.0225749559082894*G0_1_1 + 0.0197530864197532*G0_1_2 + 0.0197530864197536*G0_2_1 + 0.0169312169312172*G0_2_2;

4098

A[1091] = -0.0112874779541446*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0225749559082893*G0_2_2;

4099

A[1092] = 0.0451499118165781*G0_0_0 + 0.0338624338624336*G0_0_2 + 0.0338624338624333*G0_2_0 + 0.0225749559082889*G0_2_2;

4100

A[1093] = 0.022574955908289*G0_0_0 + 0.019753086419753*G0_0_2 + 0.019753086419753*G0_2_0 + 0.0169312169312167*G0_2_2;

4101

A[1094] = -0.0112874779541448*G0_0_2 - 0.0112874779541447*G0_2_0 - 0.0225749559082893*G0_2_2;

4102

A[1095] = 0.0902998236331561*G0_0_0 + 0.0338624338624335*G0_0_1 + 0.0338624338624332*G0_1_0 + 0.067724867724867*G0_2_0 + 0.0225749559082889*G0_2_1;

4103

A[1096] = 0.067724867724868*G0_0_0 + 0.0649029982363313*G0_0_1 + 0.0649029982363317*G0_1_0 + 0.0677248677248673*G0_1_1 + 0.0846560846560847*G0_2_0 + 0.0846560846560844*G0_2_1;

4104

A[1097] = 0.0338624338624336*G0_0_1 + 0.0338624338624337*G0_1_0 + 0.090299823633157*G0_1_1 + 0.0225749559082891*G0_2_0 + 0.0677248677248674*G0_2_1;

4105

A[1098] = -0.135449735449735*G0_0_0 - 0.135449735449735*G0_0_1 - 0.0338624338624341*G0_0_2 - 0.135449735449735*G0_1_0 - 0.135449735449735*G0_1_1 - 0.0338624338624339*G0_1_2 - 0.0338624338624339*G0_2_0 - 0.0338624338624339*G0_2_1 - 0.0451499118165785*G0_2_2;

4106

A[1099] = 0.0225749559082892*G0_0_0 + 0.0225749559082893*G0_0_1 - 0.0197530864197529*G0_0_2 + 0.0225749559082893*G0_1_0 + 0.0225749559082893*G0_1_1 - 0.019753086419753*G0_1_2 - 0.019753086419753*G0_2_0 - 0.0197530864197531*G0_2_1 + 0.0225749559082893*G0_2_2;

4107

A[1100] = 0.0112874779541445*G0_0_2 + 0.0112874779541445*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0112874779541447*G0_2_1 - 0.0451499118165785*G0_2_2;

4108

A[1101] = -0.27089947089947*G0_0_0 - 0.169312169312169*G0_0_1 - 0.27089947089947*G0_0_2 - 0.169312169312169*G0_1_0 - 0.0677248677248675*G0_1_1 - 0.169312169312169*G0_1_2 - 0.0677248677248675*G0_2_0 - 0.0790123456790123*G0_2_1 - 0.0677248677248675*G0_2_2;

4109

A[1102] = 0.0677248677248676*G0_0_0 + 0.160846560846561*G0_0_1 + 0.0677248677248675*G0_0_2 + 0.160846560846561*G0_1_0 - 0.0169312169312168*G0_1_1 + 0.160846560846561*G0_1_2 + 0.118518518518519*G0_2_0 + 0.0253968253968257*G0_2_1 + 0.118518518518519*G0_2_2;

4110

A[1103] = -0.0338624338624339*G0_0_1 - 0.0338624338624337*G0_1_0 + 0.0677248677248676*G0_1_1 - 0.0338624338624337*G0_1_2 - 0.0225749559082891*G0_2_0 + 0.0112874779541443*G0_2_1 - 0.0225749559082891*G0_2_2;

4111

A[1104] = -0.0677248677248676*G0_0_0 - 0.169312169312169*G0_0_1 - 0.169312169312169*G0_0_2 - 0.169312169312169*G0_1_0 - 0.27089947089947*G0_1_1 - 0.27089947089947*G0_1_2 - 0.0790123456790121*G0_2_0 - 0.0677248677248674*G0_2_1 - 0.0677248677248674*G0_2_2;

4112

A[1105] = -0.0169312169312168*G0_0_0 + 0.16084656084656*G0_0_1 + 0.16084656084656*G0_0_2 + 0.16084656084656*G0_1_0 + 0.0677248677248671*G0_1_1 + 0.0677248677248671*G0_1_2 + 0.0253968253968252*G0_2_0 + 0.118518518518518*G0_2_1 + 0.118518518518518*G0_2_2;

4113

A[1106] = 0.0677248677248676*G0_0_0 - 0.0338624338624336*G0_0_1 - 0.0338624338624336*G0_0_2 - 0.0338624338624338*G0_1_0 + 0.0112874779541447*G0_2_0 - 0.0225749559082889*G0_2_1 - 0.022574955908289*G0_2_2;

4114

A[1107] = 0.0451499118165782*G0_0_0 + 0.0451499118165779*G0_0_1 + 0.0902998236331563*G0_0_2 + 0.0451499118165784*G0_1_0 + 0.0677248677248671*G0_1_2 + 0.0902998236331566*G0_2_0 + 0.0677248677248669*G0_2_1 + 0.135449735449735*G0_2_2;

4115

A[1108] = 0.0451499118165784*G0_0_1 + 0.0677248677248673*G0_0_2 + 0.0451499118165786*G0_1_0 + 0.0451499118165788*G0_1_1 + 0.090299823633157*G0_1_2 + 0.0677248677248675*G0_2_0 + 0.0902998236331574*G0_2_1 + 0.135449735449735*G0_2_2;

4116

A[1109] = 0.0225749559082886*G0_0_1 + 0.045149911816578*G0_0_2 + 0.0225749559082893*G0_1_0 + 0.0451499118165785*G0_1_2 + 0.0451499118165786*G0_2_0 + 0.045149911816578*G0_2_1 + 0.090299823633157*G0_2_2;

4117

A[1110] = 0.0451499118165784*G0_0_0 + 0.180599647266313*G0_0_1 + 0.316049382716049*G0_0_2 + 0.180599647266314*G0_1_0 + 0.316049382716049*G0_1_1 + 0.180599647266314*G0_1_2 + 0.316049382716049*G0_2_0 + 0.180599647266314*G0_2_1 + 0.0451499118165783*G0_2_2;

4118

A[1111] = -0.0451499118165779*G0_0_1 - 0.0677248677248674*G0_0_2 - 0.0451499118165785*G0_1_0 - 0.225749559082892*G0_1_1 - 0.180599647266314*G0_1_2 - 0.0677248677248674*G0_2_0 - 0.180599647266313*G0_2_1 - 0.135449735449736*G0_2_2;

4119

A[1112] = -0.0225749559082895*G0_0_1 - 0.0451499118165785*G0_0_2 - 0.0225749559082894*G0_1_0 - 0.0451499118165786*G0_1_1 - 0.0451499118165787*G0_2_0 + 0.0451499118165785*G0_2_2;

4120

A[1113] = 0.316049382716048*G0_0_0 + 0.180599647266313*G0_0_1 + 0.180599647266314*G0_0_2 + 0.180599647266313*G0_1_0 + 0.0451499118165783*G0_1_1 + 0.316049382716048*G0_1_2 + 0.180599647266313*G0_2_0 + 0.316049382716048*G0_2_1 + 0.0451499118165781*G0_2_2;

4121

A[1114] = -0.225749559082891*G0_0_0 - 0.0451499118165779*G0_0_1 - 0.180599647266313*G0_0_2 - 0.0451499118165779*G0_1_0 - 0.0677248677248671*G0_1_2 - 0.180599647266313*G0_2_0 - 0.0677248677248669*G0_2_1 - 0.135449735449735*G0_2_2;

4122

A[1115] = -0.0451499118165783*G0_0_0 - 0.0225749559082887*G0_0_1 - 0.0225749559082892*G0_1_0 - 0.0451499118165785*G0_1_2 - 0.0451499118165782*G0_2_1 + 0.0451499118165785*G0_2_2;

4123

A[1116] = 0.632098765432097*G0_0_0 + 0.361199294532627*G0_0_1 + 0.361199294532627*G0_0_2 + 0.361199294532627*G0_1_0 + 0.632098765432097*G0_1_1 + 0.361199294532627*G0_1_2 + 0.361199294532626*G0_2_0 + 0.361199294532627*G0_2_1 + 0.632098765432097*G0_2_2;

4124

A[1117] = -0.451499118165783*G0_0_0 - 0.225749559082891*G0_0_1 - 0.0902998236331561*G0_0_2 - 0.225749559082891*G0_1_0 - 0.135449735449734*G0_1_1 - 0.067724867724867*G0_1_2 - 0.361199294532626*G0_2_0 - 0.203174603174602*G0_2_1 - 0.135449735449735*G0_2_2;

4125

A[1118] = -0.135449735449736*G0_0_0 - 0.225749559082892*G0_0_1 - 0.0677248677248673*G0_0_2 - 0.225749559082892*G0_1_0 - 0.451499118165784*G0_1_1 - 0.0902998236331569*G0_1_2 - 0.203174603174603*G0_2_0 - 0.361199294532627*G0_2_1 - 0.135449735449735*G0_2_2;

4126

A[1119] = -0.0902998236331568*G0_0_0 - 0.225749559082892*G0_0_1 - 0.406349206349205*G0_0_2 - 0.225749559082892*G0_1_0 - 0.0902998236331571*G0_1_1 - 0.406349206349206*G0_1_2 - 0.406349206349206*G0_2_0 - 0.406349206349206*G0_2_1 - 0.722398589065254*G0_2_2;

4127

A[1120] = -0.0253968253968252*G0_0_0 - 0.0253968253968253*G0_0_1 - 0.0253968253968253*G0_0_2 - 0.0253968253968253*G0_1_0 - 0.0253968253968253*G0_1_1 - 0.0253968253968253*G0_1_2 - 0.0183421516754848*G0_2_0 - 0.0183421516754848*G0_2_1 - 0.0183421516754848*G0_2_2;

4128

A[1121] = 0.0423280423280421*G0_0_0 - 0.00705467372134034*G0_2_0;

4129

A[1122] = -0.0253968253968255*G0_1_1 - 0.00705467372134044*G0_2_1;

4130

A[1123] = 0.018342151675485*G0_2_2;

4131

A[1124] = 0.0451499118165788*G0_1_1 + 0.0338624338624341*G0_1_2 + 0.0338624338624339*G0_2_1 + 0.0225749559082892*G0_2_2;

4132

A[1125] = 0.0225749559082892*G0_1_1 + 0.0197530864197532*G0_1_2 + 0.0197530864197532*G0_2_1 + 0.0169312169312173*G0_2_2;

4133

A[1126] = -0.0112874779541447*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0225749559082895*G0_2_2;

4134

A[1127] = -0.135449735449734*G0_0_0 - 0.101587301587301*G0_0_2 - 0.101587301587301*G0_2_0 - 0.112874779541446*G0_2_2;

4135

A[1128] = 0.0225749559082891*G0_0_0 + 0.0423280423280421*G0_0_2 + 0.042328042328042*G0_2_0 + 0.0846560846560841*G0_2_2;

4136

A[1129] = -0.0112874779541444*G0_0_2 - 0.0112874779541447*G0_2_0 - 0.0677248677248677*G0_2_2;

4137

A[1130] = -0.270899470899469*G0_0_0 - 0.101587301587301*G0_0_1 - 0.101587301587301*G0_1_0 - 0.203174603174602*G0_2_0 - 0.112874779541446*G0_2_1;

4138

A[1131] = 0.0677248677248667*G0_0_0 - 0.0931216931216927*G0_0_1 - 0.0931216931216933*G0_1_0 - 0.270899470899471*G0_1_1 - 0.0507936507936512*G0_2_0 - 0.186243386243386*G0_2_1;

4139

A[1132] = 0.0338624338624339*G0_0_1 + 0.033862433862434*G0_1_0 + 0.135449735449736*G0_1_1 + 0.0225749559082892*G0_2_0 + 0.0677248677248676*G0_2_1;

4140

A[1133] = 0.045149911816578*G0_0_0 + 0.0451499118165781*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0451499118165783*G0_1_0 + 0.0451499118165783*G0_1_1 + 0.0112874779541447*G0_1_2 + 0.0112874779541448*G0_2_0 + 0.0112874779541448*G0_2_1;

4141

A[1134] = 0.0225749559082891*G0_0_0 + 0.0225749559082891*G0_0_1 + 0.002821869488536*G0_0_2 + 0.0225749559082893*G0_1_0 + 0.0225749559082894*G0_1_1 + 0.00282186948853604*G0_1_2 + 0.00282186948853588*G0_2_0 + 0.00282186948853602*G0_2_1;

4142

A[1135] = 0.0112874779541447*G0_0_2 + 0.0112874779541447*G0_1_2 + 0.0112874779541448*G0_2_0 + 0.0112874779541447*G0_2_1;

4143

A[1136] = 0.0902998236331564*G0_0_0 + 0.0564373897707229*G0_0_1 + 0.0902998236331564*G0_0_2 + 0.0564373897707228*G0_1_0 + 0.0225749559082893*G0_1_1 + 0.0564373897707227*G0_1_2 + 0.0225749559082893*G0_2_0 + 0.0112874779541445*G0_2_1 + 0.0225749559082893*G0_2_2;

4144

A[1137] = 0.0677248677248675*G0_0_0 + 0.00282186948853601*G0_0_1 + 0.0677248677248677*G0_0_2 + 0.00282186948853603*G0_1_0 + 0.00564373897707182*G0_1_1 + 0.00282186948853599*G0_1_2 - 0.0169312169312172*G0_2_0 + 0.00282186948853607*G0_2_1 - 0.0169312169312173*G0_2_2;

4145

A[1138] = -0.0338624338624336*G0_0_1 - 0.0338624338624339*G0_1_0 + 0.0225749559082897*G0_1_1 - 0.0338624338624339*G0_1_2 - 0.022574955908289*G0_2_0 + 0.0112874779541449*G0_2_1 - 0.0225749559082891*G0_2_2;

4146

A[1139] = 0.0677248677248674*G0_0_0 + 0.101587301587301*G0_0_1 + 0.101587301587301*G0_0_2 + 0.101587301587301*G0_1_0 + 0.135449735449735*G0_1_1 + 0.135449735449735*G0_1_2 + 0.0564373897707224*G0_2_0 + 0.0677248677248674*G0_2_1 + 0.0677248677248673*G0_2_2;

4147

A[1140] = -0.0169312169312169*G0_0_0 - 0.177777777777777*G0_0_1 - 0.177777777777777*G0_0_2 - 0.177777777777777*G0_1_0 - 0.27089947089947*G0_1_1 - 0.27089947089947*G0_1_2 - 0.0423280423280416*G0_2_0 - 0.0846560846560842*G0_2_1 - 0.0846560846560842*G0_2_2;

4148

A[1141] = -0.0677248677248676*G0_0_0 + 0.101587301587301*G0_0_1 + 0.101587301587301*G0_0_2 + 0.101587301587301*G0_1_0 + 0.0112874779541443*G0_2_0 + 0.112874779541446*G0_2_1 + 0.112874779541446*G0_2_2;

4149

A[1142] = 0.0451499118165785*G0_0_0 - 0.135449735449734*G0_0_1 - 0.270899470899469*G0_0_2 - 0.135449735449735*G0_1_0 - 0.27089947089947*G0_1_2 - 0.270899470899471*G0_2_0 - 0.27089947089947*G0_2_1 - 0.541798941798941*G0_2_2;

4150

A[1143] = 0.0451499118165783*G0_0_1 + 0.0677248677248676*G0_0_2 + 0.0451499118165791*G0_1_0 - 0.135449735449735*G0_1_1 - 0.0677248677248675*G0_1_2 + 0.0677248677248676*G0_2_0 - 0.0677248677248683*G0_2_1;

4151

A[1144] = 0.0225749559082892*G0_0_1 + 0.0451499118165783*G0_0_2 + 0.0225749559082893*G0_1_0 + 0.0677248677248678*G0_1_2 + 0.0451499118165783*G0_2_0 + 0.0677248677248673*G0_2_1 + 0.135449735449735*G0_2_2;

4152

A[1145] = 0.0451499118165789*G0_0_0 - 0.0451499118165779*G0_0_2 - 0.0451499118165784*G0_1_1 - 0.0225749559082887*G0_1_2 - 0.0451499118165781*G0_2_0 - 0.022574955908289*G0_2_1;

4153

A[1146] = -0.0451499118165792*G0_0_1 - 0.0677248677248677*G0_0_2 - 0.0451499118165792*G0_1_0 - 0.0451499118165789*G0_1_1 - 0.0225749559082894*G0_1_2 - 0.0677248677248677*G0_2_0 - 0.0225749559082894*G0_2_1;

4154

A[1147] = -0.0225749559082889*G0_0_1 - 0.0451499118165784*G0_0_2 - 0.0225749559082892*G0_1_0 - 0.0451499118165785*G0_1_1 - 0.0225749559082892*G0_1_2 - 0.0451499118165782*G0_2_0 - 0.022574955908289*G0_2_1;

4155

A[1148] = -0.225749559082891*G0_0_0 - 0.180599647266313*G0_0_1 - 0.0451499118165781*G0_0_2 - 0.180599647266313*G0_1_0 - 0.135449735449735*G0_1_1 - 0.0677248677248669*G0_1_2 - 0.0451499118165781*G0_2_0 - 0.0677248677248672*G0_2_1;

4156

A[1149] = 0.316049382716048*G0_0_0 + 0.135449735449734*G0_0_1 + 0.135449735449735*G0_0_2 + 0.135449735449734*G0_1_0 + 0.27089947089947*G0_1_2 + 0.135449735449734*G0_2_0 + 0.27089947089947*G0_2_1;

4157

A[1150] = -0.045149911816578*G0_0_0 - 0.0225749559082892*G0_0_1 - 0.0451499118165784*G0_0_2 - 0.0225749559082894*G0_1_0 - 0.0677248677248678*G0_1_2 - 0.045149911816578*G0_2_0 - 0.0677248677248673*G0_2_1;

4158

A[1151] = -0.451499118165783*G0_0_0 - 0.225749559082891*G0_0_1 - 0.361199294532626*G0_0_2 - 0.225749559082891*G0_1_0 - 0.135449735449734*G0_1_1 - 0.203174603174602*G0_1_2 - 0.0902998236331561*G0_2_0 - 0.0677248677248669*G0_2_1 - 0.135449735449735*G0_2_2;

4159

A[1152] = 0.632098765432096*G0_0_0 + 0.270899470899469*G0_0_1 + 0.270899470899469*G0_0_2 + 0.270899470899469*G0_1_0 + 0.541798941798941*G0_1_1 + 0.27089947089947*G0_1_2 + 0.270899470899469*G0_2_0 + 0.27089947089947*G0_2_1 + 0.541798941798941*G0_2_2;

4160

A[1153] = -0.135449735449735*G0_0_0 + 0.0902998236331562*G0_0_1 - 0.0677248677248675*G0_0_2 + 0.0902998236331572*G0_1_0 - 0.135449735449736*G0_1_1 + 0.0677248677248677*G0_1_2 + 0.0677248677248683*G0_2_0 - 0.067724867724868*G0_2_1;

4161

A[1154] = -0.0902998236331573*G0_0_0 + 0.135449735449734*G0_0_1 + 0.316049382716048*G0_0_2 + 0.135449735449735*G0_1_0 + 0.27089947089947*G0_1_1 + 0.135449735449734*G0_1_2 + 0.316049382716049*G0_2_0 + 0.135449735449735*G0_2_1;

4162

A[1155] = -0.0253968253968254*G0_0_0 - 0.0253968253968254*G0_0_1 - 0.0253968253968254*G0_0_2 - 0.0253968253968253*G0_1_0 - 0.0253968253968254*G0_1_1 - 0.0253968253968254*G0_1_2 - 0.0183421516754849*G0_2_0 - 0.018342151675485*G0_2_1 - 0.0183421516754849*G0_2_2;

4163

A[1156] = -0.0253968253968253*G0_0_0 - 0.00705467372134038*G0_2_0;

4164

A[1157] = 0.0423280423280423*G0_1_1 - 0.00705467372134043*G0_2_1;

4165

A[1158] = 0.0183421516754849*G0_2_2;

4166

A[1159] = -0.135449735449735*G0_1_1 - 0.101587301587302*G0_1_2 - 0.101587301587302*G0_2_1 - 0.112874779541446*G0_2_2;

4167

A[1160] = 0.022574955908289*G0_1_1 + 0.0423280423280421*G0_1_2 + 0.0423280423280422*G0_2_1 + 0.0846560846560845*G0_2_2;

4168

A[1161] = -0.0112874779541445*G0_1_2 - 0.0112874779541447*G0_2_1 - 0.0677248677248676*G0_2_2;

4169

A[1162] = 0.0451499118165783*G0_0_0 + 0.0338624338624337*G0_0_2 + 0.0338624338624337*G0_2_0 + 0.022574955908289*G0_2_2;

4170

A[1163] = 0.0225749559082892*G0_0_0 + 0.019753086419753*G0_0_2 + 0.019753086419753*G0_2_0 + 0.016931216931217*G0_2_2;

4171

A[1164] = -0.0112874779541448*G0_0_2 - 0.0112874779541448*G0_2_0 - 0.0225749559082893*G0_2_2;

4172

A[1165] = 0.135449735449735*G0_0_0 + 0.0338624338624337*G0_0_1 + 0.0338624338624341*G0_1_0 + 0.0677248677248674*G0_2_0 + 0.0225749559082891*G0_2_1;

4173

A[1166] = -0.27089947089947*G0_0_0 - 0.0931216931216932*G0_0_1 - 0.0931216931216928*G0_1_0 + 0.0677248677248681*G0_1_1 - 0.186243386243385*G0_2_0 - 0.0507936507936506*G0_2_1;

4174

A[1167] = -0.101587301587301*G0_0_1 - 0.101587301587302*G0_1_0 - 0.270899470899471*G0_1_1 - 0.112874779541446*G0_2_0 - 0.203174603174603*G0_2_1;

4175

A[1168] = 0.0451499118165787*G0_0_0 + 0.0451499118165786*G0_0_1 + 0.0112874779541447*G0_0_2 + 0.0451499118165785*G0_1_0 + 0.0451499118165784*G0_1_1 + 0.0112874779541446*G0_1_2 + 0.0112874779541448*G0_2_0 + 0.0112874779541448*G0_2_1;

4176

A[1169] = 0.0225749559082892*G0_0_0 + 0.0225749559082893*G0_0_1 + 0.00282186948853627*G0_0_2 + 0.0225749559082892*G0_1_0 + 0.0225749559082892*G0_1_1 + 0.00282186948853621*G0_1_2 + 0.00282186948853628*G0_2_0 + 0.00282186948853627*G0_2_1;

4177

A[1170] = 0.0112874779541446*G0_0_2 + 0.0112874779541446*G0_1_2 + 0.0112874779541447*G0_2_0 + 0.0112874779541447*G0_2_1;

4178

A[1171] = 0.135449735449735*G0_0_0 + 0.101587301587302*G0_0_1 + 0.135449735449735*G0_0_2 + 0.101587301587301*G0_1_0 + 0.0677248677248675*G0_1_1 + 0.101587301587301*G0_1_2 + 0.0677248677248675*G0_2_0 + 0.0564373897707229*G0_2_1 + 0.0677248677248675*G0_2_2;

4179

A[1172] = -0.270899470899471*G0_0_0 - 0.177777777777778*G0_0_1 - 0.270899470899471*G0_0_2 - 0.177777777777778*G0_1_0 - 0.0169312169312168*G0_1_1 - 0.177777777777778*G0_1_2 - 0.0846560846560847*G0_2_0 - 0.0423280423280422*G0_2_1 - 0.0846560846560849*G0_2_2;

4180

A[1173] = 0.101587301587302*G0_0_1 + 0.101587301587302*G0_1_0 - 0.0677248677248677*G0_1_1 + 0.101587301587302*G0_1_2 + 0.112874779541446*G0_2_0 + 0.0112874779541447*G0_2_1 + 0.112874779541446*G0_2_2;

4181

A[1174] = 0.0225749559082891*G0_0_0 + 0.0564373897707232*G0_0_1 + 0.0564373897707231*G0_0_2 + 0.056437389770723*G0_1_0 + 0.0902998236331568*G0_1_1 + 0.0902998236331568*G0_1_2 + 0.0112874779541445*G0_2_0 + 0.0225749559082892*G0_2_1 + 0.0225749559082892*G0_2_2;

4182

A[1175] = 0.00564373897707253*G0_0_0 + 0.00282186948853607*G0_0_1 + 0.0028218694885361*G0_0_2 + 0.00282186948853607*G0_1_0 + 0.0677248677248678*G0_1_1 + 0.0677248677248678*G0_1_2 + 0.00282186948853625*G0_2_0 - 0.0169312169312169*G0_2_1 - 0.016931216931217*G0_2_2;

4183

A[1176] = 0.022574955908289*G0_0_0 - 0.0338624338624338*G0_0_1 - 0.0338624338624337*G0_0_2 - 0.0338624338624336*G0_1_0 + 0.0112874779541446*G0_2_0 - 0.022574955908289*G0_2_1 - 0.0225749559082891*G0_2_2;

4184

A[1177] = -0.135449735449736*G0_0_0 + 0.0451499118165779*G0_0_1 - 0.0677248677248685*G0_0_2 + 0.0451499118165785*G0_1_0 + 0.0677248677248681*G0_1_2 - 0.0677248677248682*G0_2_0 + 0.0677248677248671*G0_2_1;

4185

A[1178] = -0.135449735449735*G0_0_1 - 0.270899470899471*G0_0_2 - 0.135449735449736*G0_1_0 + 0.0451499118165781*G0_1_1 - 0.270899470899471*G0_1_2 - 0.270899470899471*G0_2_0 - 0.270899470899471*G0_2_1 - 0.541798941798941*G0_2_2;

4186

A[1179] = 0.0225749559082891*G0_0_1 + 0.0677248677248676*G0_0_2 + 0.022574955908289*G0_1_0 + 0.045149911816578*G0_1_2 + 0.0677248677248674*G0_2_0 + 0.0451499118165781*G0_2_1 + 0.135449735449735*G0_2_2;

4187

A[1180] = -0.135449735449736*G0_0_0 - 0.180599647266314*G0_0_1 - 0.0677248677248676*G0_0_2 - 0.180599647266314*G0_1_0 - 0.225749559082892*G0_1_1 - 0.0451499118165783*G0_1_2 - 0.0677248677248677*G0_2_0 - 0.0451499118165787*G0_2_1;

4188

A[1181] = 0.135449735449735*G0_0_1 + 0.27089947089947*G0_0_2 + 0.135449735449736*G0_1_0 + 0.316049382716049*G0_1_1 + 0.135449735449736*G0_1_2 + 0.270899470899471*G0_2_0 + 0.135449735449735*G0_2_1;

4189

A[1182] = -0.0225749559082893*G0_0_1 - 0.0677248677248675*G0_0_2 - 0.0225749559082889*G0_1_0 - 0.0451499118165782*G0_1_1 - 0.0451499118165786*G0_1_2 - 0.0677248677248671*G0_2_0 - 0.0451499118165785*G0_2_1;

4190

A[1183] = -0.0451499118165787*G0_0_0 - 0.022574955908289*G0_0_2 + 0.0451499118165787*G0_1_1 - 0.0451499118165783*G0_1_2 - 0.0225749559082892*G0_2_0 - 0.0451499118165782*G0_2_1;

4191

A[1184] = -0.0451499118165782*G0_0_0 - 0.0451499118165779*G0_0_1 - 0.0225749559082891*G0_0_2 - 0.0451499118165787*G0_1_0 - 0.0677248677248676*G0_1_2 - 0.0225749559082891*G0_2_0 - 0.0677248677248672*G0_2_1;

4192

A[1185] = -0.0451499118165785*G0_0_0 - 0.0225749559082889*G0_0_1 - 0.0225749559082894*G0_0_2 - 0.0225749559082892*G0_1_0 - 0.0451499118165786*G0_1_2 - 0.0225749559082893*G0_2_0 - 0.045149911816578*G0_2_1;

4193

A[1186] = -0.135449735449736*G0_0_0 - 0.225749559082892*G0_0_1 - 0.203174603174603*G0_0_2 - 0.225749559082892*G0_1_0 - 0.451499118165784*G0_1_1 - 0.361199294532627*G0_1_2 - 0.0677248677248673*G0_2_0 - 0.0902998236331569*G0_2_1 - 0.135449735449735*G0_2_2;

4194

A[1187] = -0.135449735449735*G0_0_0 + 0.0902998236331572*G0_0_1 + 0.0677248677248683*G0_0_2 + 0.0902998236331562*G0_1_0 - 0.135449735449736*G0_1_1 - 0.067724867724868*G0_1_2 - 0.0677248677248675*G0_2_0 + 0.0677248677248677*G0_2_1;

4195

A[1188] = 0.541798941798941*G0_0_0 + 0.27089947089947*G0_0_1 + 0.270899470899471*G0_0_2 + 0.27089947089947*G0_1_0 + 0.632098765432098*G0_1_1 + 0.27089947089947*G0_1_2 + 0.27089947089947*G0_2_0 + 0.27089947089947*G0_2_1 + 0.541798941798941*G0_2_2;

4196

A[1189] = 0.270899470899471*G0_0_0 + 0.135449735449736*G0_0_1 + 0.135449735449736*G0_0_2 + 0.135449735449735*G0_1_0 - 0.090299823633157*G0_1_1 + 0.316049382716049*G0_1_2 + 0.135449735449736*G0_2_0 + 0.316049382716049*G0_2_1;

4197

A[1190] = -0.0677248677248676*G0_0_0 - 0.0677248677248675*G0_0_1 - 0.0677248677248675*G0_0_2 - 0.0677248677248675*G0_1_0 - 0.0677248677248675*G0_1_1 - 0.0677248677248675*G0_1_2 - 0.0677248677248677*G0_2_0 - 0.0677248677248677*G0_2_1 - 0.0677248677248678*G0_2_2;

4198

A[1191] = -0.0677248677248673*G0_0_0;

4199

A[1192] = -0.0677248677248679*G0_1_1;

4200

A[1193] = -0.0677248677248677*G0_2_2;

4201

A[1194] = 0.0902998236331573*G0_1_1;

4202

A[1195] = -0.135449735449736*G0_1_1 - 0.112874779541446*G0_1_2 - 0.112874779541447*G0_2_1 - 0.135449735449736*G0_2_2;

4203

A[1196] = 0.090299823633157*G0_2_2;

4204

A[1197] = 0.0902998236331567*G0_0_0;

4205

A[1198] = -0.135449735449735*G0_0_0 - 0.112874779541446*G0_0_2 - 0.112874779541446*G0_2_0 - 0.135449735449735*G0_2_2;

4206

A[1199] = 0.0902998236331571*G0_2_2;

4207

A[1200] = 0.0902998236331567*G0_0_0;

4208

A[1201] = -0.135449735449735*G0_0_0 - 0.112874779541446*G0_0_1 - 0.112874779541446*G0_1_0 - 0.135449735449735*G0_1_1;

4209

A[1202] = 0.0902998236331573*G0_1_1;

4210

A[1203] = 0.0902998236331577*G0_0_0 + 0.0902998236331575*G0_0_1 + 0.0902998236331568*G0_0_2 + 0.0902998236331572*G0_1_0 + 0.0902998236331572*G0_1_1 + 0.0902998236331567*G0_1_2 + 0.090299823633157*G0_2_0 + 0.0902998236331569*G0_2_1 + 0.0902998236331572*G0_2_2;

4211

A[1204] = -0.135449735449735*G0_0_0 - 0.135449735449735*G0_0_1 - 0.0225749559082892*G0_0_2 - 0.135449735449736*G0_1_0 - 0.135449735449736*G0_1_1 - 0.0225749559082889*G0_1_2 - 0.0225749559082892*G0_2_0 - 0.022574955908289*G0_2_1 - 0.0451499118165785*G0_2_2;

4212

A[1205] = 0.090299823633157*G0_2_2;

4213

A[1206] = 0.0902998236331573*G0_0_0 + 0.0902998236331569*G0_0_1 + 0.0902998236331573*G0_0_2 + 0.0902998236331569*G0_1_0 + 0.0902998236331568*G0_1_1 + 0.090299823633157*G0_1_2 + 0.0902998236331567*G0_2_0 + 0.0902998236331571*G0_2_1 + 0.0902998236331566*G0_2_2;

4214

A[1207] = -0.135449735449736*G0_0_0 - 0.0225749559082895*G0_0_1 - 0.135449735449736*G0_0_2 - 0.0225749559082895*G0_1_0 - 0.0451499118165785*G0_1_1 - 0.0225749559082896*G0_1_2 - 0.135449735449735*G0_2_0 - 0.0225749559082894*G0_2_1 - 0.135449735449735*G0_2_2;

4215

A[1208] = 0.0902998236331572*G0_1_1;

4216

A[1209] = 0.0902998236331562*G0_0_0 + 0.090299823633157*G0_0_1 + 0.090299823633157*G0_0_2 + 0.0902998236331565*G0_1_0 + 0.0902998236331568*G0_1_1 + 0.0902998236331568*G0_1_2 + 0.0902998236331569*G0_2_0 + 0.0902998236331566*G0_2_1 + 0.0902998236331566*G0_2_2;

4217

A[1210] = -0.0451499118165776*G0_0_0 - 0.0225749559082888*G0_0_1 - 0.0225749559082888*G0_0_2 - 0.0225749559082887*G0_1_0 - 0.135449735449734*G0_1_1 - 0.135449735449735*G0_1_2 - 0.022574955908289*G0_2_0 - 0.135449735449734*G0_2_1 - 0.135449735449734*G0_2_2;

4218

A[1211] = 0.0902998236331563*G0_0_0;

4219

A[1212] = -0.722398589065254*G0_0_0 - 0.316049382716048*G0_0_1 - 0.316049382716049*G0_0_2 - 0.316049382716049*G0_1_0 - 0.135449735449735*G0_1_2 - 0.316049382716048*G0_2_0 - 0.135449735449734*G0_2_1;

4220

A[1213] = -0.31604938271605*G0_0_1 - 0.135449735449736*G0_0_2 - 0.316049382716049*G0_1_0 - 0.722398589065255*G0_1_1 - 0.316049382716048*G0_1_2 - 0.135449735449736*G0_2_0 - 0.31604938271605*G0_2_1;

4221

A[1214] = -0.135449735449734*G0_0_1 - 0.316049382716049*G0_0_2 - 0.135449735449735*G0_1_0 - 0.316049382716049*G0_1_2 - 0.316049382716048*G0_2_0 - 0.316049382716048*G0_2_1 - 0.722398589065254*G0_2_2;

4222

A[1215] = -0.722398589065254*G0_0_0 - 0.406349206349206*G0_0_1 - 0.406349206349206*G0_0_2 - 0.406349206349206*G0_1_0 - 0.0902998236331573*G0_1_1 - 0.225749559082892*G0_1_2 - 0.406349206349206*G0_2_0 - 0.225749559082893*G0_2_1 - 0.0902998236331569*G0_2_2;

4223

A[1216] = 0.316049382716049*G0_0_1 + 0.135449735449736*G0_0_2 + 0.316049382716049*G0_1_0 - 0.0902998236331572*G0_1_1 + 0.135449735449736*G0_1_2 + 0.135449735449736*G0_2_0 + 0.135449735449735*G0_2_1 + 0.270899470899471*G0_2_2;

4224

A[1217] = 0.135449735449736*G0_0_1 + 0.316049382716049*G0_0_2 + 0.135449735449736*G0_1_0 + 0.270899470899471*G0_1_1 + 0.135449735449736*G0_1_2 + 0.316049382716049*G0_2_0 + 0.135449735449736*G0_2_1 - 0.0902998236331567*G0_2_2;

4225

A[1218] = -0.0902998236331568*G0_0_0 - 0.406349206349205*G0_0_1 - 0.225749559082892*G0_0_2 - 0.406349206349205*G0_1_0 - 0.722398589065255*G0_1_1 - 0.406349206349206*G0_1_2 - 0.225749559082892*G0_2_0 - 0.406349206349205*G0_2_1 - 0.0902998236331567*G0_2_2;

4226

A[1219] = -0.0902998236331569*G0_0_0 + 0.316049382716049*G0_0_1 + 0.135449735449735*G0_0_2 + 0.316049382716048*G0_1_0 + 0.135449735449734*G0_1_2 + 0.135449735449735*G0_2_0 + 0.135449735449734*G0_2_1 + 0.270899470899469*G0_2_2;

4227

A[1220] = 0.27089947089947*G0_0_0 + 0.135449735449735*G0_0_1 + 0.135449735449735*G0_0_2 + 0.135449735449736*G0_1_0 + 0.316049382716049*G0_1_2 + 0.135449735449734*G0_2_0 + 0.316049382716048*G0_2_1 - 0.0902998236331569*G0_2_2;

4228

A[1221] = -0.0902998236331568*G0_0_0 - 0.225749559082892*G0_0_1 - 0.406349206349205*G0_0_2 - 0.225749559082892*G0_1_0 - 0.0902998236331572*G0_1_1 - 0.406349206349206*G0_1_2 - 0.406349206349205*G0_2_0 - 0.406349206349206*G0_2_1 - 0.722398589065254*G0_2_2;

4229

A[1222] = -0.0902998236331573*G0_0_0 + 0.135449735449735*G0_0_1 + 0.316049382716049*G0_0_2 + 0.135449735449734*G0_1_0 + 0.27089947089947*G0_1_1 + 0.135449735449735*G0_1_2 + 0.316049382716048*G0_2_0 + 0.135449735449734*G0_2_1;

4230

A[1223] = 0.270899470899471*G0_0_0 + 0.135449735449735*G0_0_1 + 0.135449735449736*G0_0_2 + 0.135449735449736*G0_1_0 - 0.090299823633157*G0_1_1 + 0.316049382716049*G0_1_2 + 0.135449735449736*G0_2_0 + 0.316049382716049*G0_2_1;

4231

A[1224] = 1.44479717813051*G0_0_0 + 0.722398589065255*G0_0_1 + 0.722398589065254*G0_0_2 + 0.722398589065255*G0_1_0 + 1.44479717813051*G0_1_1 + 0.722398589065255*G0_1_2 + 0.722398589065254*G0_2_0 + 0.722398589065255*G0_2_1 + 1.44479717813051*G0_2_2;

4232

}

4233

4234

};

4235

4236

/// This class defines the interface for the assembly of the global

4237

/// tensor corresponding to a form with r + n arguments, that is, a

4238

/// mapping

4239

///

4240

/// a : V1 x V2 x ... Vr x W1 x W2 x ... x Wn -> R

4241

///

4242

/// with arguments v1, v2, ..., vr, w1, w2, ..., wn. The rank r

4243

/// global tensor A is defined by

4244

///

4245

/// A = a(V1, V2, ..., Vr, w1, w2, ..., wn),

4246

///

4247

/// where each argument Vj represents the application to the

4248

/// sequence of basis functions of Vj and w1, w2, ..., wn are given

4249

/// fixed functions (coefficients).

4250

4251

class UFC_Poisson3D_4BilinearForm: public ufc::form

4252

{

4253

public:

4254

4255

/// Constructor

4256

UFC_Poisson3D_4BilinearForm() : ufc::form()

4257

{

4258

// Do nothing

4259

}

4260

4261

/// Destructor

4262

virtual ~UFC_Poisson3D_4BilinearForm()

4263

{

4264

// Do nothing

4265

}

4266

4267

/// Return a string identifying the form

4268

virtual const char* signature() const

4269

{

4270

return "(dXa0[0, 1, 2]/dxb0[0, 1, 2])(dXa1[0, 1, 2]/dxb0[0, 1, 2]) | ((d/dXa0[0, 1, 2])vi0[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34])*((d/dXa1[0, 1, 2])vi1[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34])*dX(0)";

4271

}

4272

4273

/// Return the rank of the global tensor (r)

4274

virtual unsigned int rank() const

4275

{

4276

return 2;

4277

}

4278

4279

/// Return the number of coefficients (n)

4280

virtual unsigned int num_coefficients() const

4281

{

4282

return 0;

4283

}

4284

4285

/// Return the number of cell integrals

4286

virtual unsigned int num_cell_integrals() const

4287

{

4288

return 1;

4289

}

4290

4291

/// Return the number of exterior facet integrals

4292

virtual unsigned int num_exterior_facet_integrals() const

4293

{

4294

return 0;

4295

}

4296

4297

/// Return the number of interior facet integrals

4298

virtual unsigned int num_interior_facet_integrals() const

4299

{

4300

return 0;

4301

}

4302

4303

/// Create a new finite element for argument function i

4304

virtual ufc::finite_element* create_finite_element(unsigned int i) const

4305

{

4306

switch ( i )

4307

{

4308

case 0:

4309

return new UFC_Poisson3D_4BilinearForm_finite_element_0();

4310

break;

4311

case 1:

4312

return new UFC_Poisson3D_4BilinearForm_finite_element_1();

4313

break;

4314

}

4315

return 0;

4316

}

4317

4318

/// Create a new dof map for argument function i

4319

virtual ufc::dof_map* create_dof_map(unsigned int i) const

4320

{

4321

switch ( i )

4322

{

4323

case 0:

4324

return new UFC_Poisson3D_4BilinearForm_dof_map_0();

4325

break;

4326

case 1:

4327

return new UFC_Poisson3D_4BilinearForm_dof_map_1();

4328

break;

4329

}

4330

return 0;

4331

}

4332

4333

/// Create a new cell integral on sub domain i

4334

virtual ufc::cell_integral* create_cell_integral(unsigned int i) const

4335

{

4336

return new UFC_Poisson3D_4BilinearForm_cell_integral_0();

4337

}

4338

4339

/// Create a new exterior facet integral on sub domain i

4340

virtual ufc::exterior_facet_integral* create_exterior_facet_integral(unsigned int i) const

4341

{

4342

return 0;

4343

}

4344

4345

/// Create a new interior facet integral on sub domain i

4346

virtual ufc::interior_facet_integral* create_interior_facet_integral(unsigned int i) const

4347

{

4348

return 0;

4349

}

4350

4351

};

4352

4353

/// This class defines the interface for a finite element.

4354

4355

class UFC_Poisson3D_4LinearForm_finite_element_0: public ufc::finite_element

4356

{

4357

public:

4358

4359

/// Constructor

4360

UFC_Poisson3D_4LinearForm_finite_element_0() : ufc::finite_element()

4361

{

4362

// Do nothing

4363

}

4364

4365

/// Destructor

4366

virtual ~UFC_Poisson3D_4LinearForm_finite_element_0()

4367

{

4368

// Do nothing

4369

}

4370

4371

/// Return a string identifying the finite element

4372

virtual const char* signature() const

4373

{

4374

return "FiniteElement('Lagrange', 'tetrahedron', 4)";

4375

}

4376

4377

/// Return the cell shape

4378

virtual ufc::shape cell_shape() const

4379

{

4380

return ufc::tetrahedron;

4381

}

4382

4383

/// Return the dimension of the finite element function space

4384

virtual unsigned int space_dimension() const

4385

{

4386

return 35;

4387

}

4388

4389

/// Return the rank of the value space

4390

virtual unsigned int value_rank() const

4391

{

4392

return 0;

4393

}

4394

4395

/// Return the dimension of the value space for axis i

4396

virtual unsigned int value_dimension(unsigned int i) const

4397

{

4398

return 1;

4399

}

4400

4401

/// Evaluate basis function i at given point in cell

4402

virtual void evaluate_basis(unsigned int i,

4403

double* values,

4404

const double* coordinates,

4405

const ufc::cell& c) const

4406

{

4407

// Extract vertex coordinates

4408

const double * const * element_coordinates = c.coordinates;

4409

4410

// Compute Jacobian of affine map from reference cell

4411

const double J_00 = element_coordinates[1][0] - element_coordinates[0][0];

4412

const double J_01 = element_coordinates[2][0] - element_coordinates[0][0];

4413

const double J_02 = element_coordinates[3][0] - element_coordinates[0][0];

4414

const double J_10 = element_coordinates[1][1] - element_coordinates[0][1];

4415

const double J_11 = element_coordinates[2][1] - element_coordinates[0][1];

4416

const double J_12 = element_coordinates[3][1] - element_coordinates[0][1];

4417

const double J_20 = element_coordinates[1][2] - element_coordinates[0][2];

4418

const double J_21 = element_coordinates[2][2] - element_coordinates[0][2];

4419

const double J_22 = element_coordinates[3][2] - element_coordinates[0][2];

4420

4421

// Compute sub determinants

4422

const double d00 = J_11*J_22 - J_12*J_21;

4423

const double d01 = J_12*J_20 - J_10*J_22;

4424

const double d02 = J_10*J_21 - J_11*J_20;

4425

4426

const double d10 = J_02*J_21 - J_01*J_22;

4427

const double d11 = J_00*J_22 - J_02*J_20;

4428

const double d12 = J_01*J_20 - J_00*J_21;

4429

4430

const double d20 = J_01*J_12 - J_02*J_11;

4431

const double d21 = J_02*J_10 - J_00*J_12;

4432

const double d22 = J_00*J_11 - J_01*J_10;

4433

4434

// Compute determinant of Jacobian

4435

double detJ = J_00*d00 + J_10*d10 + J_20*d20;

4436

4437

// Compute inverse of Jacobian

4438

4439

// Compute constants

4440

const double C0 = d00*(element_coordinates[0][0] - element_coordinates[2][0] - element_coordinates[3][0]) \

4441

+ d10*(element_coordinates[0][1] - element_coordinates[2][1] - element_coordinates[3][1]) \

4442

+ d20*(element_coordinates[0][2] - element_coordinates[2][2] - element_coordinates[3][2]);

4443

4444

const double C1 = d01*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[3][0]) \

4445

+ d11*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[3][1]) \

4446

+ d21*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[3][2]);

4447

4448

const double C2 = d02*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[2][0]) \

4449

+ d12*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[2][1]) \

4450

+ d22*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[2][2]);

4451

4452

// Get coordinates and map to the UFC reference element

4453

double x = (C0 + d00*coordinates[0] + d10*coordinates[1] + d20*coordinates[2]) / detJ;

4454

double y = (C1 + d01*coordinates[0] + d11*coordinates[1] + d21*coordinates[2]) / detJ;

4455

double z = (C2 + d02*coordinates[0] + d12*coordinates[1] + d22*coordinates[2]) / detJ;

4456

4457

// Map coordinates to the reference cube

4458

if (std::abs(y + z - 1.0) < 1e-14)

4459

x = 1.0;

4460

else

4461

x = -2.0 * x/(y + z - 1.0) - 1.0;

4462

if (std::abs(z - 1.0) < 1e-14)

4463

y = -1.0;

4464

else

4465

y = 2.0 * y/(1.0 - z) - 1.0;

4466

z = 2.0 * z - 1.0;

4467

4468

// Reset values

4469

*values = 0;

4470

4471

// Map degree of freedom to element degree of freedom

4472

const unsigned int dof = i;

4473

4474

// Generate scalings

4475

const double scalings_y_0 = 1;

4476

const double scalings_y_1 = scalings_y_0*(0.5 - 0.5*y);

4477

const double scalings_y_2 = scalings_y_1*(0.5 - 0.5*y);

4478

const double scalings_y_3 = scalings_y_2*(0.5 - 0.5*y);

4479

const double scalings_y_4 = scalings_y_3*(0.5 - 0.5*y);

4480

const double scalings_z_0 = 1;

4481

const double scalings_z_1 = scalings_z_0*(0.5 - 0.5*z);

4482

const double scalings_z_2 = scalings_z_1*(0.5 - 0.5*z);

4483

const double scalings_z_3 = scalings_z_2*(0.5 - 0.5*z);

4484

const double scalings_z_4 = scalings_z_3*(0.5 - 0.5*z);

4485

4486

// Compute psitilde_a

4487

const double psitilde_a_0 = 1;

4488

const double psitilde_a_1 = x;

4489

const double psitilde_a_2 = 1.5*x*psitilde_a_1 - 0.5*psitilde_a_0;

4490

const double psitilde_a_3 = 1.66666666666667*x*psitilde_a_2 - 0.666666666666667*psitilde_a_1;

4491

const double psitilde_a_4 = 1.75*x*psitilde_a_3 - 0.75*psitilde_a_2;

4492

4493

// Compute psitilde_bs

4494

const double psitilde_bs_0_0 = 1;

4495

const double psitilde_bs_0_1 = 1.5*y + 0.5;

4496

const double psitilde_bs_0_2 = 0.111111111111111*psitilde_bs_0_1 + 1.66666666666667*y*psitilde_bs_0_1 - 0.555555555555556*psitilde_bs_0_0;

4497

const double psitilde_bs_0_3 = 0.05*psitilde_bs_0_2 + 1.75*y*psitilde_bs_0_2 - 0.7*psitilde_bs_0_1;

4498

const double psitilde_bs_0_4 = 0.0285714285714286*psitilde_bs_0_3 + 1.8*y*psitilde_bs_0_3 - 0.771428571428571*psitilde_bs_0_2;

4499

const double psitilde_bs_1_0 = 1;

4500

const double psitilde_bs_1_1 = 2.5*y + 1.5;

4501

const double psitilde_bs_1_2 = 0.54*psitilde_bs_1_1 + 2.1*y*psitilde_bs_1_1 - 0.56*psitilde_bs_1_0;

4502

const double psitilde_bs_1_3 = 0.285714285714286*psitilde_bs_1_2 + 2*y*psitilde_bs_1_2 - 0.714285714285714*psitilde_bs_1_1;

4503

const double psitilde_bs_2_0 = 1;

4504

const double psitilde_bs_2_1 = 3.5*y + 2.5;

4505

const double psitilde_bs_2_2 = 1.02040816326531*psitilde_bs_2_1 + 2.57142857142857*y*psitilde_bs_2_1 - 0.551020408163265*psitilde_bs_2_0;

4506

const double psitilde_bs_3_0 = 1;

4507

const double psitilde_bs_3_1 = 4.5*y + 3.5;

4508

const double psitilde_bs_4_0 = 1;

4509

4510

// Compute psitilde_cs

4511

const double psitilde_cs_00_0 = 1;

4512

const double psitilde_cs_00_1 = 2*z + 1;

4513

const double psitilde_cs_00_2 = 0.3125*psitilde_cs_00_1 + 1.875*z*psitilde_cs_00_1 - 0.5625*psitilde_cs_00_0;

4514

const double psitilde_cs_00_3 = 0.155555555555556*psitilde_cs_00_2 + 1.86666666666667*z*psitilde_cs_00_2 - 0.711111111111111*psitilde_cs_00_1;

4515

const double psitilde_cs_00_4 = 0.09375*psitilde_cs_00_3 + 1.875*z*psitilde_cs_00_3 - 0.78125*psitilde_cs_00_2;

4516

const double psitilde_cs_01_0 = 1;

4517

const double psitilde_cs_01_1 = 3*z + 2;

4518

const double psitilde_cs_01_2 = 0.777777777777778*psitilde_cs_01_1 + 2.33333333333333*z*psitilde_cs_01_1 - 0.555555555555556*psitilde_cs_01_0;

4519

const double psitilde_cs_01_3 = 0.428571428571429*psitilde_cs_01_2 + 2.14285714285714*z*psitilde_cs_01_2 - 0.714285714285714*psitilde_cs_01_1;

4520

const double psitilde_cs_02_0 = 1;

4521

const double psitilde_cs_02_1 = 4*z + 3;

4522

const double psitilde_cs_02_2 = 1.265625*psitilde_cs_02_1 + 2.8125*z*psitilde_cs_02_1 - 0.546875*psitilde_cs_02_0;

4523

const double psitilde_cs_03_0 = 1;

4524

const double psitilde_cs_03_1 = 5*z + 4;

4525

const double psitilde_cs_04_0 = 1;

4526

const double psitilde_cs_10_0 = 1;

4527

const double psitilde_cs_10_1 = 3*z + 2;

4528

const double psitilde_cs_10_2 = 0.777777777777778*psitilde_cs_10_1 + 2.33333333333333*z*psitilde_cs_10_1 - 0.555555555555556*psitilde_cs_10_0;

4529

const double psitilde_cs_10_3 = 0.428571428571429*psitilde_cs_10_2 + 2.14285714285714*z*psitilde_cs_10_2 - 0.714285714285714*psitilde_cs_10_1;

4530

const double psitilde_cs_11_0 = 1;

4531

const double psitilde_cs_11_1 = 4*z + 3;

4532

const double psitilde_cs_11_2 = 1.265625*psitilde_cs_11_1 + 2.8125*z*psitilde_cs_11_1 - 0.546875*psitilde_cs_11_0;

4533

const double psitilde_cs_12_0 = 1;

4534

const double psitilde_cs_12_1 = 5*z + 4;

4535

const double psitilde_cs_13_0 = 1;

4536

const double psitilde_cs_20_0 = 1;

4537

const double psitilde_cs_20_1 = 4*z + 3;

4538

const double psitilde_cs_20_2 = 1.265625*psitilde_cs_20_1 + 2.8125*z*psitilde_cs_20_1 - 0.546875*psitilde_cs_20_0;

4539

const double psitilde_cs_21_0 = 1;

4540

const double psitilde_cs_21_1 = 5*z + 4;

4541

const double psitilde_cs_22_0 = 1;

4542

const double psitilde_cs_30_0 = 1;

4543

const double psitilde_cs_30_1 = 5*z + 4;

4544

const double psitilde_cs_31_0 = 1;

4545

const double psitilde_cs_40_0 = 1;

4546

4547

// Compute basisvalues

4548

const double basisvalue0 = 0.866025403784439*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_0;

4549

const double basisvalue1 = 2.73861278752583*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_0;

4550

const double basisvalue2 = 1.58113883008419*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_0;

4551

const double basisvalue3 = 1.11803398874989*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_1;

4552

const double basisvalue4 = 5.1234753829798*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_0;

4553

const double basisvalue5 = 3.96862696659689*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_0;

4554

const double basisvalue6 = 2.29128784747792*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_0;

4555

const double basisvalue7 = 3.24037034920393*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_1;

4556

const double basisvalue8 = 1.87082869338697*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_1;

4557

const double basisvalue9 = 1.3228756555323*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_2;

4558

const double basisvalue10 = 7.93725393319377*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_0;

4559

const double basisvalue11 = 6.70820393249937*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_0;

4560

const double basisvalue12 = 5.19615242270663*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_0;

4561

const double basisvalue13 = 3*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_0;

4562

const double basisvalue14 = 5.80947501931113*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_1;

4563

const double basisvalue15 = 4.5*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_1;

4564

const double basisvalue16 = 2.59807621135332*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_1;

4565

const double basisvalue17 = 3.67423461417477*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_2;

4566

const double basisvalue18 = 2.12132034355964*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_2;

4567

const double basisvalue19 = 1.5*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_3;

4568

const double basisvalue20 = 11.1242977306435*psitilde_a_4*scalings_y_4*psitilde_bs_4_0*scalings_z_4*psitilde_cs_40_0;

4569

const double basisvalue21 = 9.81070843517429*psitilde_a_3*scalings_y_3*psitilde_bs_3_1*scalings_z_4*psitilde_cs_31_0;

4570

const double basisvalue22 = 8.2915619758885*psitilde_a_2*scalings_y_2*psitilde_bs_2_2*scalings_z_4*psitilde_cs_22_0;

4571

const double basisvalue23 = 6.42261628933256*psitilde_a_1*scalings_y_1*psitilde_bs_1_3*scalings_z_4*psitilde_cs_13_0;

4572

const double basisvalue24 = 3.70809924354783*psitilde_a_0*scalings_y_0*psitilde_bs_0_4*scalings_z_4*psitilde_cs_04_0;

4573

const double basisvalue25 = 8.77496438739212*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_1;

4574

const double basisvalue26 = 7.41619848709566*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_1;

4575

const double basisvalue27 = 5.74456264653803*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_1;

4576

const double basisvalue28 = 3.3166247903554*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_1;

4577

const double basisvalue29 = 6.42261628933256*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_2;

4578

const double basisvalue30 = 4.9749371855331*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_2;

4579

const double basisvalue31 = 2.87228132326901*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_2;

4580

const double basisvalue32 = 4.06201920231798*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_3;

4581

const double basisvalue33 = 2.34520787991171*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_3;

4582

const double basisvalue34 = 1.6583123951777*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_4;

4583

4584

// Table(s) of coefficients

4585

const static double coefficients0[35][35] = \

4586

{{-0.0137464349807051, -0.0144900147488139, -0.00836581391578937, -0.00591552374999941, 0, 0, 0, 0, 0, 0, -0.00671936840905293, -0.00567890279999946, -0.00439885919382571, -0.00253968253968254, -0.00491807409042211, -0.00380952380952381, -0.00219942959691287, -0.00311046316543895, -0.0017958267458706, -0.00126984126984128, 0.0136980289516341, 0.0120805260192622, 0.010209907964538, 0.00790856070259325, 0.00456600965054471, 0.0108051509532101, 0.00913201930108942, 0.00707363173407281, 0.00408396318581522, 0.00790856070259324, 0.00612594477872282, 0.0035368158670364, 0.00500181296677924, 0.00288779806280616, 0.00204198159290761},

4587

{-0.0137464349807054, 0.0144900147488139, -0.00836581391578934, -0.00591552374999945, 0, 0, 0, 0, 0, 0, 0.00671936840905293, -0.00567890279999946, 0.00439885919382572, -0.00253968253968254, -0.00491807409042213, 0.00380952380952382, -0.00219942959691286, 0.00311046316543897, -0.0017958267458706, -0.00126984126984127, 0.0136980289516341, -0.0120805260192622, 0.010209907964538, -0.00790856070259325, 0.00456600965054471, -0.0108051509532101, 0.00913201930108941, -0.0070736317340728, 0.00408396318581521, 0.00790856070259325, -0.00612594477872282, 0.0035368158670364, -0.00500181296677924, 0.00288779806280615, 0.00204198159290761},

4588

{-0.0137464349807053, 0, 0.0167316278315787, -0.00591552374999946, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0101587301587302, 0, 0, -0.00659828879073857, 0, 0.00359165349174119, -0.00126984126984127, 0, 0, 0, 0, 0.0228300482527235, 0, 0, 0, -0.0163358527432608, 0, 0, 0.0106104476011092, 0, -0.0057755961256123, 0.00204198159290761},

4589

{-0.0137464349807054, 0, 0, 0.0177465712499983, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0126984126984127, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0306297238936141},

4590

{0.0439885919382572, 0, 0.026770604530526, 0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0, 0.0406349206349206, 0, 0, 0.00439885919382572, 0, -0.0143666139669648, 0.00761904761904763, 0, 0, 0, 0, 0, 0, 0, 0, 0.0367556686723369, 0, 0, -0.0424417904044368, 0, 0.0303218796594646, -0.0122518895574456},

4591

{-0.0329914439536931, 0, -0.0200779533978945, -0.0141972569999986, 0, 0, -0.00969857289937744, 0, 0.0712696645099798, -0.050395263067897, 0, 0, 0, 0, 0, 0, 0.0461880215351701, 0, 0.0107749604752236, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0495154221385096, 0, -0.0606437593189292, 0.0306297238936141},

4592

{0.0439885919382573, 0, 0.0267706045305259, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0, 0.0359165349174119, 0.0253968253968254, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0505364660991076, -0.0408396318581522},

4593

{0.0439885919382573, 0.0231840235981023, -0.0133853022652629, 0.0189296759999982, 0.0433733365754904, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, -0.0227156111999979, 0.0175954367753029, -0.0101587301587302, 0.00327871606028141, -0.00253968253968255, 0.0014662863979419, -0.0124418526617558, 0.00718330698348238, 0.00761904761904763, 0, 0, 0, 0, 0, 0.0243115896447228, -0.0205470434274512, 0.0159156714016638, -0.00918891716808423, -0.031634242810373, 0.0245037791148913, -0.0141472634681456, 0.026259518075591, -0.0151609398297323, -0.0122518895574456},

4594

{-0.0329914439536929, -0.0173880176985766, 0.0100389766989472, -0.0141972569999986, -0.00722888942924838, 0.00559947367421081, -0.00323285763312582, 0.0617213399848368, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, -0.0266666666666667, 0.01539600717839, 0.00933138949631686, -0.00538748023761177, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, -0.0285877423007065, 0.0165051407128365, -0.052519036151182, 0.0303218796594646, 0.0306297238936141},

4595

{0.0439885919382573, 0.0231840235981023, -0.013385302265263, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0.0311046316543895, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

4596

{0.0439885919382572, 0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754903, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, 0, -0.0117302911835353, 0.0101587301587302, -0.0229510124219699, 0.00761904761904761, -0.00146628639794191, 0.0165891368823411, -0.0071833069834824, -0.00761904761904763, 0, 0.0241610520385245, -0.0357346778758831, 0.0355885231616696, -0.0228300482527235, -0.00270128773830253, -0.0114150241263618, 0.0159156714016638, -0.0112308987609918, 0.00395428035129663, 0.00306297238936141, -0.0035368158670364, -0.00375135972508443, 0.00072194951570154, 0.00204198159290761},

4597

{-0.0329914439536929, -0.0173880176985768, -0.0100389766989472, 0.0141972569999986, -0.00722888942924839, 0.0615942104163185, -0.0614242950293904, -0.00685792666498187, -0.00395942580611001, 0.00559947367421077, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, -0.0266666666666667, 0.0175954367753029, 0.00933138949631688, 0.00538748023761179, -0.00761904761904761, 0, 0, 0.0357346778758831, -0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.00408396318581521, 0.00131809345043221, 0.00714693557517662, -0.00471575448938186, -0.00250090648338962, -0.00144389903140307, 0.00204198159290761},

4598

{0.0439885919382572, 0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0.0293257279588382, 0.0101587301587302, 0, -0.0101587301587302, -0.0219942959691286, 0.00207364211029264, 0.017958267458706, -0.00761904761904762, 0, 0, 0, 0.0395428035129662, -0.0456600965054471, 0, 0, -0.017684079335182, 0.0142938711503532, 0, 0.00612594477872282, 0, -0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

4599

{0.043988591938257, -0.0231840235981023, -0.0133853022652629, 0.0189296759999983, 0.0433733365754903, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, -0.0227156111999979, -0.0175954367753029, -0.0101587301587302, 0.00327871606028139, 0.00253968253968253, 0.0014662863979419, 0.0124418526617558, 0.00718330698348236, 0.00761904761904761, 0, 0, 0, 0, 0, -0.0243115896447228, -0.0205470434274512, -0.0159156714016638, -0.00918891716808424, -0.031634242810373, -0.0245037791148913, -0.0141472634681456, -0.026259518075591, -0.0151609398297323, -0.0122518895574456},

4600

{-0.0329914439536929, 0.0173880176985768, 0.0100389766989471, -0.0141972569999987, -0.00722888942924838, -0.00559947367421082, -0.00323285763312581, -0.0617213399848367, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, 0.0266666666666667, 0.01539600717839, -0.00933138949631689, -0.00538748023761178, -0.019047619047619, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, 0.0285877423007065, 0.0165051407128365, 0.0525190361511819, 0.0303218796594646, 0.0306297238936141},

4601

{0.0439885919382572, -0.0231840235981023, -0.0133853022652629, 0.0189296759999981, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, -0.0311046316543896, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

4602

{0.0439885919382572, -0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, 0, 0.0117302911835352, 0.0101587301587302, -0.0229510124219699, -0.00761904761904762, -0.00146628639794191, -0.0165891368823411, -0.00718330698348239, -0.00761904761904763, 0, -0.0241610520385245, -0.0357346778758831, -0.0355885231616696, -0.0228300482527235, 0.00270128773830254, -0.0114150241263618, -0.0159156714016638, -0.0112308987609918, 0.00395428035129662, -0.00306297238936141, -0.0035368158670364, 0.00375135972508443, 0.000721949515701533, 0.00204198159290761},

4603

{-0.0329914439536929, 0.0173880176985766, -0.0100389766989472, 0.0141972569999987, -0.00722888942924841, -0.0615942104163186, -0.0614242950293904, 0.00685792666498186, -0.00395942580610998, 0.00559947367421075, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, 0.0266666666666667, 0.0175954367753029, -0.00933138949631688, 0.00538748023761179, -0.00761904761904763, 0, 0, 0.0357346778758831, 0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.0040839631858152, 0.00131809345043222, -0.00714693557517663, -0.00471575448938187, 0.00250090648338962, -0.00144389903140308, 0.00204198159290761},

4604

{0.0439885919382573, -0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, -0.0293257279588382, 0.0101587301587302, 0, 0.0101587301587301, -0.0219942959691286, -0.00207364211029265, 0.017958267458706, -0.00761904761904761, 0, 0, 0, -0.0395428035129663, -0.0456600965054471, 0, 0, 0.017684079335182, 0.0142938711503532, 0, -0.00612594477872281, 0, 0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

4605

{0.0439885919382571, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484215, 0.0134387368181058, -0.0113578055999989, -0.0205280095711867, -0.0152380952380952, -0.00983614818084424, -0.0177777777777778, -0.0131965775814772, -0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, -0.0241610520385245, -0.00510495398226901, 0.00395428035129663, 0.00456600965054471, -0.0216103019064202, -0.00456600965054471, 0.00353681586703639, 0.00408396318581521, -0.00395428035129661, 0.0030629723893614, 0.0035368158670364, 0.00250090648338961, 0.00288779806280615, 0.00204198159290761},

4606

{-0.0329914439536931, 0, 0.0200779533978945, 0.0141972569999987, -0.0867466731509807, 0, 0.00969857289937743, 0, 0.00791885161221998, 0.00559947367421076, 0, 0.0340734167999968, 0, -0.0152380952380953, 0.0295084445425327, 0, -0.0131965775814772, 0, -0.0107749604752236, -0.00761904761904762, 0.0821881737098047, 0, -0.010209907964538, 0, 0.00456600965054471, 0, -0.00913201930108944, 0, 0.00408396318581521, -0.00790856070259326, 0, 0.0035368158670364, 0, 0.00288779806280615, 0.00204198159290761},

4607

{0.0439885919382573, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754903, -0.0335968420452646, 0.0193971457987549, -0.0274317066599274, 0.01583770322444, 0.0111989473484215, -0.0134387368181058, -0.0113578055999989, 0.0205280095711867, -0.0152380952380952, -0.00983614818084423, 0.0177777777777778, -0.0131965775814772, 0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, 0.0241610520385245, -0.005104953982269, -0.00395428035129662, 0.00456600965054471, 0.0216103019064202, -0.0045660096505447, -0.0035368158670364, 0.00408396318581521, -0.00395428035129662, -0.00306297238936141, 0.00353681586703641, -0.00250090648338962, 0.00288779806280615, 0.00204198159290761},

4608

{0.0439885919382573, 0.139104141588614, -0.080311813591578, -0.0567890279999947, 0.0578311154339872, 0.0335968420452646, -0.0420271492306356, 0.0274317066599275, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, -0.0586514559176763, 0.0406349206349207, 0.039344592723377, 0.00253968253968254, -0.0109971479845643, -0.0601356211984865, 0.017958267458706, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, -0.053052238005546, 0.0367556686723369, -0.0105447476034577, -0.0245037791148913, 0.0235787724469093, 0.0175063453837273, 0, -0.0122518895574457},

4609

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0, 0.0783926314389509, 0.0096985728993774, -0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, 0.0586514559176763, -0.0609523809523809, 0, 0.033015873015873, 0.0241937255660415, -0.0145154947720485, -0.0610581093596003, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0, 0.053052238005546, -0.0551335030085053, 0, -0.0326717054865217, 0.0141472634681456, 0.00875317269186366, 0.0151609398297323, -0.0122518895574456},

4610

{0.0439885919382571, 0, 0, 0.170367083999984, 0, -0.0111989473484216, 0.00969857289937744, 0.0822951199797824, 0.0475131096733199, -0.0167984210226324, 0, 0, 0, 0, 0, 0.0533333333333333, -0.0461880215351701, 0.0435464843161454, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.057175484601413, -0.0495154221385096, -0.026259518075591, -0.0151609398297323, 0.0306297238936141},

4611

{0.0439885919382571, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, 0.0578311154339871, -0.0335968420452646, -0.0420271492306356, -0.0274317066599274, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, 0.0586514559176763, 0.0406349206349206, 0.0393445927233769, -0.00253968253968253, -0.0109971479845643, 0.0601356211984865, 0.0179582674587059, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, 0.053052238005546, 0.0367556686723369, -0.0105447476034577, 0.0245037791148913, 0.0235787724469093, -0.0175063453837273, 0, -0.0122518895574457},

4612

{0.0439885919382571, 0, 0.160623627183156, -0.0567890279999946, 0, -0.0783926314389509, 0.00969857289937745, 0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, -0.0586514559176763, -0.0609523809523809, 0, -0.033015873015873, 0.0241937255660415, 0.0145154947720485, -0.0610581093596003, 0.0393650793650793, 0, 0, 0, 0, 0, 0, 0, -0.053052238005546, -0.0551335030085053, 0, 0.0326717054865217, 0.0141472634681456, -0.00875317269186368, 0.0151609398297323, -0.0122518895574456},

4613

{0.0439885919382572, 0, 0, 0.170367083999984, 0, 0.0111989473484215, 0.00969857289937745, -0.0822951199797824, 0.0475131096733199, -0.0167984210226323, 0, 0, 0, 0, 0, -0.0533333333333333, -0.0461880215351701, -0.0435464843161453, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0571754846014129, -0.0495154221385096, 0.026259518075591, -0.0151609398297323, 0.0306297238936141},

4614

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999946, -0.0433733365754903, 0.0447957893936862, 0.0484928644968872, -0.0548634133198549, 0, -0.0167984210226323, 0.0806324209086351, 0.0227156111999979, -0.0058651455917676, -0.0101587301587302, -0.00327871606028142, 0.0304761904761905, 0.0271262983619253, 0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, 0.0729347689341683, 0.0205470434274512, -0.00530522380055458, -0.00918891716808423, 0.031634242810373, -0.00816792637163039, -0.0141472634681456, -0.00875317269186365, -0.0151609398297323, -0.0122518895574456},

4615

{0.0439885919382571, 0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754904, -0.0447957893936862, 0.0484928644968873, 0.0548634133198549, 0, -0.0167984210226323, -0.0806324209086351, 0.0227156111999979, 0.0058651455917676, -0.0101587301587302, -0.00327871606028142, -0.0304761904761905, 0.0271262983619253, -0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, -0.0729347689341683, 0.0205470434274512, 0.00530522380055459, -0.00918891716808424, 0.031634242810373, 0.00816792637163042, -0.0141472634681456, 0.00875317269186367, -0.0151609398297323, -0.0122518895574456},

4616

{0.0439885919382572, 0, 0, 0.170367083999984, 0.0144577788584968, 0, -0.00323285763312585, 0, -0.0950262193466398, -0.0167984210226323, 0, 0, 0, 0, -0.0688530372659096, 0, 0.01539600717839, 0, -0.0502831488843767, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0738132332242036, 0, 0.0165051407128365, 0, 0.0303218796594646, 0.0306297238936141},

4617

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754903, -0.0447957893936862, -0.00969857289937743, 0.0548634133198549, 0.03167540644888, 0.0391963157194754, 0.0806324209086351, 0, 0.0527863103259086, 0.0609523809523809, 0.0229510124219699, 0.0101587301587302, 0.0168622935763319, -0.0124418526617558, -0.00718330698348239, -0.013968253968254, 0, 0.0724831561155734, 0.0357346778758831, -0.0118628410538899, -0.0228300482527235, -0.00810386321490759, 0.0114150241263618, -0.00530522380055459, -0.0112308987609918, -0.00395428035129662, -0.00102099079645379, -0.0035368158670364, 0.00125045324169481, 0.000721949515701537, 0.00204198159290762},

4618

{0.0439885919382571, 0.139104141588614, -0.080311813591578, -0.0567890279999947, -0.0433733365754904, 0.0447957893936862, -0.00969857289937742, -0.0548634133198549, 0.0316754064488799, 0.0391963157194754, -0.0806324209086351, 0, -0.0527863103259086, 0.060952380952381, 0.0229510124219699, -0.0101587301587302, 0.0168622935763319, 0.0124418526617558, -0.00718330698348236, -0.013968253968254, 0, -0.0724831561155734, 0.0357346778758831, 0.0118628410538899, -0.0228300482527236, 0.00810386321490761, 0.0114150241263618, 0.00530522380055459, -0.0112308987609918, -0.00395428035129662, 0.00102099079645379, -0.0035368158670364, -0.0012504532416948, 0.000721949515701528, 0.0020419815929076},

4619

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0.0144577788584968, 0, -0.0614242950293905, 0, -0.0633508128977598, 0.0391963157194754, 0, -0.0681468335999936, 0, -0.0914285714285715, 0.00983614818084423, 0, 0.0285925847598672, 0, 0.0143666139669647, -0.0139682539682539, 0, 0, -0.0714693557517662, 0, 0.0456600965054471, 0, 0.0182640386021788, 0, 0.0040839631858152, -0.00263618690086443, 0, -0.00471575448938186, 0, -0.00144389903140306, 0.00204198159290759},

4620

{0.351908735506058, 0, 0, 0, -0.115662230867974, 0, -0.129314305325032, 0, 0, -0.134387368181059, 0, -0.0908624447999914, 0, 0.0406349206349206, -0.0786891854467539, 0, -0.0879771838765144, 0, 0, 0.0711111111111111, 0, 0, 0, 0, 0, 0, -0.0821881737098047, 0, 0.0367556686723369, 0.0210894952069153, 0, 0.0235787724469093, 0, 0, -0.0122518895574456}};

4621

4622

// Extract relevant coefficients

4623

const double coeff0_0 = coefficients0[dof][0];

4624

const double coeff0_1 = coefficients0[dof][1];

4625

const double coeff0_2 = coefficients0[dof][2];

4626

const double coeff0_3 = coefficients0[dof][3];

4627

const double coeff0_4 = coefficients0[dof][4];

4628

const double coeff0_5 = coefficients0[dof][5];

4629

const double coeff0_6 = coefficients0[dof][6];

4630

const double coeff0_7 = coefficients0[dof][7];

4631

const double coeff0_8 = coefficients0[dof][8];

4632

const double coeff0_9 = coefficients0[dof][9];

4633

const double coeff0_10 = coefficients0[dof][10];

4634

const double coeff0_11 = coefficients0[dof][11];

4635

const double coeff0_12 = coefficients0[dof][12];

4636

const double coeff0_13 = coefficients0[dof][13];

4637

const double coeff0_14 = coefficients0[dof][14];

4638

const double coeff0_15 = coefficients0[dof][15];

4639

const double coeff0_16 = coefficients0[dof][16];

4640

const double coeff0_17 = coefficients0[dof][17];

4641

const double coeff0_18 = coefficients0[dof][18];

4642

const double coeff0_19 = coefficients0[dof][19];

4643

const double coeff0_20 = coefficients0[dof][20];

4644

const double coeff0_21 = coefficients0[dof][21];

4645

const double coeff0_22 = coefficients0[dof][22];

4646

const double coeff0_23 = coefficients0[dof][23];

4647

const double coeff0_24 = coefficients0[dof][24];

4648

const double coeff0_25 = coefficients0[dof][25];

4649

const double coeff0_26 = coefficients0[dof][26];

4650

const double coeff0_27 = coefficients0[dof][27];

4651

const double coeff0_28 = coefficients0[dof][28];

4652

const double coeff0_29 = coefficients0[dof][29];

4653

const double coeff0_30 = coefficients0[dof][30];

4654

const double coeff0_31 = coefficients0[dof][31];

4655

const double coeff0_32 = coefficients0[dof][32];

4656

const double coeff0_33 = coefficients0[dof][33];

4657

const double coeff0_34 = coefficients0[dof][34];

4658

4659

// Compute value(s)

4660

*values = coeff0_0*basisvalue0 + coeff0_1*basisvalue1 + coeff0_2*basisvalue2 + coeff0_3*basisvalue3 + coeff0_4*basisvalue4 + coeff0_5*basisvalue5 + coeff0_6*basisvalue6 + coeff0_7*basisvalue7 + coeff0_8*basisvalue8 + coeff0_9*basisvalue9 + coeff0_10*basisvalue10 + coeff0_11*basisvalue11 + coeff0_12*basisvalue12 + coeff0_13*basisvalue13 + coeff0_14*basisvalue14 + coeff0_15*basisvalue15 + coeff0_16*basisvalue16 + coeff0_17*basisvalue17 + coeff0_18*basisvalue18 + coeff0_19*basisvalue19 + coeff0_20*basisvalue20 + coeff0_21*basisvalue21 + coeff0_22*basisvalue22 + coeff0_23*basisvalue23 + coeff0_24*basisvalue24 + coeff0_25*basisvalue25 + coeff0_26*basisvalue26 + coeff0_27*basisvalue27 + coeff0_28*basisvalue28 + coeff0_29*basisvalue29 + coeff0_30*basisvalue30 + coeff0_31*basisvalue31 + coeff0_32*basisvalue32 + coeff0_33*basisvalue33 + coeff0_34*basisvalue34;

4661

}

4662

4663

/// Evaluate all basis functions at given point in cell

4664

virtual void evaluate_basis_all(double* values,

4665

const double* coordinates,

4666

const ufc::cell& c) const

4667

{

4668

throw std::runtime_error("The vectorised version of evaluate_basis() is not yet implemented.");

4669

}

4670

4671

/// Evaluate order n derivatives of basis function i at given point in cell

4672

virtual void evaluate_basis_derivatives(unsigned int i,

4673

unsigned int n,

4674

double* values,

4675

const double* coordinates,

4676

const ufc::cell& c) const

4677

{

4678

// Extract vertex coordinates

4679

const double * const * element_coordinates = c.coordinates;

4680

4681

// Compute Jacobian of affine map from reference cell

4682

const double J_00 = element_coordinates[1][0] - element_coordinates[0][0];

4683

const double J_01 = element_coordinates[2][0] - element_coordinates[0][0];

4684

const double J_02 = element_coordinates[3][0] - element_coordinates[0][0];

4685

const double J_10 = element_coordinates[1][1] - element_coordinates[0][1];

4686

const double J_11 = element_coordinates[2][1] - element_coordinates[0][1];

4687

const double J_12 = element_coordinates[3][1] - element_coordinates[0][1];

4688

const double J_20 = element_coordinates[1][2] - element_coordinates[0][2];

4689

const double J_21 = element_coordinates[2][2] - element_coordinates[0][2];

4690

const double J_22 = element_coordinates[3][2] - element_coordinates[0][2];

4691

4692

// Compute sub determinants

4693

const double d00 = J_11*J_22 - J_12*J_21;

4694

const double d01 = J_12*J_20 - J_10*J_22;

4695

const double d02 = J_10*J_21 - J_11*J_20;

4696

4697

const double d10 = J_02*J_21 - J_01*J_22;

4698

const double d11 = J_00*J_22 - J_02*J_20;

4699

const double d12 = J_01*J_20 - J_00*J_21;

4700

4701

const double d20 = J_01*J_12 - J_02*J_11;

4702

const double d21 = J_02*J_10 - J_00*J_12;

4703

const double d22 = J_00*J_11 - J_01*J_10;

4704

4705

// Compute determinant of Jacobian

4706

double detJ = J_00*d00 + J_10*d10 + J_20*d20;

4707

4708

// Compute inverse of Jacobian

4709

4710

// Compute constants

4711

const double C0 = d00*(element_coordinates[0][0] - element_coordinates[2][0] - element_coordinates[3][0]) \

4712

+ d10*(element_coordinates[0][1] - element_coordinates[2][1] - element_coordinates[3][1]) \

4713

+ d20*(element_coordinates[0][2] - element_coordinates[2][2] - element_coordinates[3][2]);

4714

4715

const double C1 = d01*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[3][0]) \

4716

+ d11*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[3][1]) \

4717

+ d21*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[3][2]);

4718

4719

const double C2 = d02*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[2][0]) \

4720

+ d12*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[2][1]) \

4721

+ d22*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[2][2]);

4722

4723

// Get coordinates and map to the UFC reference element

4724

double x = (C0 + d00*coordinates[0] + d10*coordinates[1] + d20*coordinates[2]) / detJ;

4725

double y = (C1 + d01*coordinates[0] + d11*coordinates[1] + d21*coordinates[2]) / detJ;

4726

double z = (C2 + d02*coordinates[0] + d12*coordinates[1] + d22*coordinates[2]) / detJ;

4727

4728

// Map coordinates to the reference cube

4729

if (std::abs(y + z - 1.0) < 1e-14)

4730

x = 1.0;

4731

else

4732

x = -2.0 * x/(y + z - 1.0) - 1.0;

4733

if (std::abs(z - 1.0) < 1e-14)

4734

y = -1.0;

4735

else

4736

y = 2.0 * y/(1.0 - z) - 1.0;

4737

z = 2.0 * z - 1.0;

4738

4739

// Compute number of derivatives

4740

unsigned int num_derivatives = 1;

4741

4742

for (unsigned int j = 0; j < n; j++)

4743

num_derivatives *= 3;

4744

4745

4746

// Declare pointer to two dimensional array that holds combinations of derivatives and initialise

4747

unsigned int **combinations = new unsigned int *[num_derivatives];

4748

4749

for (unsigned int j = 0; j < num_derivatives; j++)

4750

{

4751

combinations[j] = new unsigned int [n];

4752

for (unsigned int k = 0; k < n; k++)

4753

combinations[j][k] = 0;

4754

}

4755

4756

// Generate combinations of derivatives

4757

for (unsigned int row = 1; row < num_derivatives; row++)

4758

{

4759

for (unsigned int num = 0; num < row; num++)

4760

{

4761

for (unsigned int col = n-1; col+1 > 0; col--)

4762

{

4763

if (combinations[row][col] + 1 > 2)

4764

combinations[row][col] = 0;

4765

else

4766

{

4767

combinations[row][col] += 1;

4768

break;

4769

}

4770

}

4771

}

4772

}

4773

4774

// Compute inverse of Jacobian

4775

const double Jinv[3][3] ={{d00 / detJ, d10 / detJ, d20 / detJ}, {d01 / detJ, d11 / detJ, d21 / detJ}, {d02 / detJ, d12 / detJ, d22 / detJ}};

4776

4777

// Declare transformation matrix

4778

// Declare pointer to two dimensional array and initialise

4779

double **transform = new double *[num_derivatives];

4780

4781

for (unsigned int j = 0; j < num_derivatives; j++)

4782

{

4783

transform[j] = new double [num_derivatives];

4784

for (unsigned int k = 0; k < num_derivatives; k++)

4785

transform[j][k] = 1;

4786

}

4787

4788

// Construct transformation matrix

4789

for (unsigned int row = 0; row < num_derivatives; row++)

4790

{

4791

for (unsigned int col = 0; col < num_derivatives; col++)

4792

{

4793

for (unsigned int k = 0; k < n; k++)

4794

transform[row][col] *= Jinv[combinations[col][k]][combinations[row][k]];

4795

}

4796

}

4797

4798

// Reset values

4799

for (unsigned int j = 0; j < 1*num_derivatives; j++)

4800

values[j] = 0;

4801

4802

// Map degree of freedom to element degree of freedom

4803

const unsigned int dof = i;

4804

4805

// Generate scalings

4806

const double scalings_y_0 = 1;

4807

const double scalings_y_1 = scalings_y_0*(0.5 - 0.5*y);

4808

const double scalings_y_2 = scalings_y_1*(0.5 - 0.5*y);

4809

const double scalings_y_3 = scalings_y_2*(0.5 - 0.5*y);

4810

const double scalings_y_4 = scalings_y_3*(0.5 - 0.5*y);

4811

const double scalings_z_0 = 1;

4812

const double scalings_z_1 = scalings_z_0*(0.5 - 0.5*z);

4813

const double scalings_z_2 = scalings_z_1*(0.5 - 0.5*z);

4814

const double scalings_z_3 = scalings_z_2*(0.5 - 0.5*z);

4815

const double scalings_z_4 = scalings_z_3*(0.5 - 0.5*z);

4816

4817

// Compute psitilde_a

4818

const double psitilde_a_0 = 1;

4819

const double psitilde_a_1 = x;

4820

const double psitilde_a_2 = 1.5*x*psitilde_a_1 - 0.5*psitilde_a_0;

4821

const double psitilde_a_3 = 1.66666666666667*x*psitilde_a_2 - 0.666666666666667*psitilde_a_1;

4822

const double psitilde_a_4 = 1.75*x*psitilde_a_3 - 0.75*psitilde_a_2;

4823

4824

// Compute psitilde_bs

4825

const double psitilde_bs_0_0 = 1;

4826

const double psitilde_bs_0_1 = 1.5*y + 0.5;

4827

const double psitilde_bs_0_2 = 0.111111111111111*psitilde_bs_0_1 + 1.66666666666667*y*psitilde_bs_0_1 - 0.555555555555556*psitilde_bs_0_0;

4828

const double psitilde_bs_0_3 = 0.05*psitilde_bs_0_2 + 1.75*y*psitilde_bs_0_2 - 0.7*psitilde_bs_0_1;

4829

const double psitilde_bs_0_4 = 0.0285714285714286*psitilde_bs_0_3 + 1.8*y*psitilde_bs_0_3 - 0.771428571428571*psitilde_bs_0_2;

4830

const double psitilde_bs_1_0 = 1;

4831

const double psitilde_bs_1_1 = 2.5*y + 1.5;

4832

const double psitilde_bs_1_2 = 0.54*psitilde_bs_1_1 + 2.1*y*psitilde_bs_1_1 - 0.56*psitilde_bs_1_0;

4833

const double psitilde_bs_1_3 = 0.285714285714286*psitilde_bs_1_2 + 2*y*psitilde_bs_1_2 - 0.714285714285714*psitilde_bs_1_1;

4834

const double psitilde_bs_2_0 = 1;

4835

const double psitilde_bs_2_1 = 3.5*y + 2.5;

4836

const double psitilde_bs_2_2 = 1.02040816326531*psitilde_bs_2_1 + 2.57142857142857*y*psitilde_bs_2_1 - 0.551020408163265*psitilde_bs_2_0;

4837

const double psitilde_bs_3_0 = 1;

4838

const double psitilde_bs_3_1 = 4.5*y + 3.5;

4839

const double psitilde_bs_4_0 = 1;

4840

4841

// Compute psitilde_cs

4842

const double psitilde_cs_00_0 = 1;

4843

const double psitilde_cs_00_1 = 2*z + 1;

4844

const double psitilde_cs_00_2 = 0.3125*psitilde_cs_00_1 + 1.875*z*psitilde_cs_00_1 - 0.5625*psitilde_cs_00_0;

4845

const double psitilde_cs_00_3 = 0.155555555555556*psitilde_cs_00_2 + 1.86666666666667*z*psitilde_cs_00_2 - 0.711111111111111*psitilde_cs_00_1;

4846

const double psitilde_cs_00_4 = 0.09375*psitilde_cs_00_3 + 1.875*z*psitilde_cs_00_3 - 0.78125*psitilde_cs_00_2;

4847

const double psitilde_cs_01_0 = 1;

4848

const double psitilde_cs_01_1 = 3*z + 2;

4849

const double psitilde_cs_01_2 = 0.777777777777778*psitilde_cs_01_1 + 2.33333333333333*z*psitilde_cs_01_1 - 0.555555555555556*psitilde_cs_01_0;

4850

const double psitilde_cs_01_3 = 0.428571428571429*psitilde_cs_01_2 + 2.14285714285714*z*psitilde_cs_01_2 - 0.714285714285714*psitilde_cs_01_1;

4851

const double psitilde_cs_02_0 = 1;

4852

const double psitilde_cs_02_1 = 4*z + 3;

4853

const double psitilde_cs_02_2 = 1.265625*psitilde_cs_02_1 + 2.8125*z*psitilde_cs_02_1 - 0.546875*psitilde_cs_02_0;

4854

const double psitilde_cs_03_0 = 1;

4855

const double psitilde_cs_03_1 = 5*z + 4;

4856

const double psitilde_cs_04_0 = 1;

4857

const double psitilde_cs_10_0 = 1;

4858

const double psitilde_cs_10_1 = 3*z + 2;

4859

const double psitilde_cs_10_2 = 0.777777777777778*psitilde_cs_10_1 + 2.33333333333333*z*psitilde_cs_10_1 - 0.555555555555556*psitilde_cs_10_0;

4860

const double psitilde_cs_10_3 = 0.428571428571429*psitilde_cs_10_2 + 2.14285714285714*z*psitilde_cs_10_2 - 0.714285714285714*psitilde_cs_10_1;

4861

const double psitilde_cs_11_0 = 1;

4862

const double psitilde_cs_11_1 = 4*z + 3;

4863

const double psitilde_cs_11_2 = 1.265625*psitilde_cs_11_1 + 2.8125*z*psitilde_cs_11_1 - 0.546875*psitilde_cs_11_0;

4864

const double psitilde_cs_12_0 = 1;

4865

const double psitilde_cs_12_1 = 5*z + 4;

4866

const double psitilde_cs_13_0 = 1;

4867

const double psitilde_cs_20_0 = 1;

4868

const double psitilde_cs_20_1 = 4*z + 3;

4869

const double psitilde_cs_20_2 = 1.265625*psitilde_cs_20_1 + 2.8125*z*psitilde_cs_20_1 - 0.546875*psitilde_cs_20_0;

4870

const double psitilde_cs_21_0 = 1;

4871

const double psitilde_cs_21_1 = 5*z + 4;

4872

const double psitilde_cs_22_0 = 1;

4873

const double psitilde_cs_30_0 = 1;

4874

const double psitilde_cs_30_1 = 5*z + 4;

4875

const double psitilde_cs_31_0 = 1;

4876

const double psitilde_cs_40_0 = 1;

4877

4878

// Compute basisvalues

4879

const double basisvalue0 = 0.866025403784439*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_0;

4880

const double basisvalue1 = 2.73861278752583*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_0;

4881

const double basisvalue2 = 1.58113883008419*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_0;

4882

const double basisvalue3 = 1.11803398874989*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_1;

4883

const double basisvalue4 = 5.1234753829798*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_0;

4884

const double basisvalue5 = 3.96862696659689*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_0;

4885

const double basisvalue6 = 2.29128784747792*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_0;

4886

const double basisvalue7 = 3.24037034920393*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_1;

4887

const double basisvalue8 = 1.87082869338697*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_1;

4888

const double basisvalue9 = 1.3228756555323*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_2;

4889

const double basisvalue10 = 7.93725393319377*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_0;

4890

const double basisvalue11 = 6.70820393249937*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_0;

4891

const double basisvalue12 = 5.19615242270663*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_0;

4892

const double basisvalue13 = 3*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_0;

4893

const double basisvalue14 = 5.80947501931113*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_1;

4894

const double basisvalue15 = 4.5*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_1;

4895

const double basisvalue16 = 2.59807621135332*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_1;

4896

const double basisvalue17 = 3.67423461417477*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_2;

4897

const double basisvalue18 = 2.12132034355964*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_2;

4898

const double basisvalue19 = 1.5*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_3;

4899

const double basisvalue20 = 11.1242977306435*psitilde_a_4*scalings_y_4*psitilde_bs_4_0*scalings_z_4*psitilde_cs_40_0;

4900

const double basisvalue21 = 9.81070843517429*psitilde_a_3*scalings_y_3*psitilde_bs_3_1*scalings_z_4*psitilde_cs_31_0;

4901

const double basisvalue22 = 8.2915619758885*psitilde_a_2*scalings_y_2*psitilde_bs_2_2*scalings_z_4*psitilde_cs_22_0;

4902

const double basisvalue23 = 6.42261628933256*psitilde_a_1*scalings_y_1*psitilde_bs_1_3*scalings_z_4*psitilde_cs_13_0;

4903

const double basisvalue24 = 3.70809924354783*psitilde_a_0*scalings_y_0*psitilde_bs_0_4*scalings_z_4*psitilde_cs_04_0;

4904

const double basisvalue25 = 8.77496438739212*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_1;

4905

const double basisvalue26 = 7.41619848709566*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_1;

4906

const double basisvalue27 = 5.74456264653803*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_1;

4907

const double basisvalue28 = 3.3166247903554*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_1;

4908

const double basisvalue29 = 6.42261628933256*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_2;

4909

const double basisvalue30 = 4.9749371855331*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_2;

4910

const double basisvalue31 = 2.87228132326901*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_2;

4911

const double basisvalue32 = 4.06201920231798*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_3;

4912

const double basisvalue33 = 2.34520787991171*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_3;

4913

const double basisvalue34 = 1.6583123951777*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_4;

4914

4915

// Table(s) of coefficients

4916

const static double coefficients0[35][35] = \

4917

{{-0.0137464349807051, -0.0144900147488139, -0.00836581391578937, -0.00591552374999941, 0, 0, 0, 0, 0, 0, -0.00671936840905293, -0.00567890279999946, -0.00439885919382571, -0.00253968253968254, -0.00491807409042211, -0.00380952380952381, -0.00219942959691287, -0.00311046316543895, -0.0017958267458706, -0.00126984126984128, 0.0136980289516341, 0.0120805260192622, 0.010209907964538, 0.00790856070259325, 0.00456600965054471, 0.0108051509532101, 0.00913201930108942, 0.00707363173407281, 0.00408396318581522, 0.00790856070259324, 0.00612594477872282, 0.0035368158670364, 0.00500181296677924, 0.00288779806280616, 0.00204198159290761},

4918

{-0.0137464349807054, 0.0144900147488139, -0.00836581391578934, -0.00591552374999945, 0, 0, 0, 0, 0, 0, 0.00671936840905293, -0.00567890279999946, 0.00439885919382572, -0.00253968253968254, -0.00491807409042213, 0.00380952380952382, -0.00219942959691286, 0.00311046316543897, -0.0017958267458706, -0.00126984126984127, 0.0136980289516341, -0.0120805260192622, 0.010209907964538, -0.00790856070259325, 0.00456600965054471, -0.0108051509532101, 0.00913201930108941, -0.0070736317340728, 0.00408396318581521, 0.00790856070259325, -0.00612594477872282, 0.0035368158670364, -0.00500181296677924, 0.00288779806280615, 0.00204198159290761},

4919

{-0.0137464349807053, 0, 0.0167316278315787, -0.00591552374999946, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0101587301587302, 0, 0, -0.00659828879073857, 0, 0.00359165349174119, -0.00126984126984127, 0, 0, 0, 0, 0.0228300482527235, 0, 0, 0, -0.0163358527432608, 0, 0, 0.0106104476011092, 0, -0.0057755961256123, 0.00204198159290761},

4920

{-0.0137464349807054, 0, 0, 0.0177465712499983, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0126984126984127, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0306297238936141},

4921

{0.0439885919382572, 0, 0.026770604530526, 0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0, 0.0406349206349206, 0, 0, 0.00439885919382572, 0, -0.0143666139669648, 0.00761904761904763, 0, 0, 0, 0, 0, 0, 0, 0, 0.0367556686723369, 0, 0, -0.0424417904044368, 0, 0.0303218796594646, -0.0122518895574456},

4922

{-0.0329914439536931, 0, -0.0200779533978945, -0.0141972569999986, 0, 0, -0.00969857289937744, 0, 0.0712696645099798, -0.050395263067897, 0, 0, 0, 0, 0, 0, 0.0461880215351701, 0, 0.0107749604752236, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0495154221385096, 0, -0.0606437593189292, 0.0306297238936141},

4923

{0.0439885919382573, 0, 0.0267706045305259, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0, 0.0359165349174119, 0.0253968253968254, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0505364660991076, -0.0408396318581522},

4924

{0.0439885919382573, 0.0231840235981023, -0.0133853022652629, 0.0189296759999982, 0.0433733365754904, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, -0.0227156111999979, 0.0175954367753029, -0.0101587301587302, 0.00327871606028141, -0.00253968253968255, 0.0014662863979419, -0.0124418526617558, 0.00718330698348238, 0.00761904761904763, 0, 0, 0, 0, 0, 0.0243115896447228, -0.0205470434274512, 0.0159156714016638, -0.00918891716808423, -0.031634242810373, 0.0245037791148913, -0.0141472634681456, 0.026259518075591, -0.0151609398297323, -0.0122518895574456},

4925

{-0.0329914439536929, -0.0173880176985766, 0.0100389766989472, -0.0141972569999986, -0.00722888942924838, 0.00559947367421081, -0.00323285763312582, 0.0617213399848368, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, -0.0266666666666667, 0.01539600717839, 0.00933138949631686, -0.00538748023761177, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, -0.0285877423007065, 0.0165051407128365, -0.052519036151182, 0.0303218796594646, 0.0306297238936141},

4926

{0.0439885919382573, 0.0231840235981023, -0.013385302265263, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0.0311046316543895, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

4927

{0.0439885919382572, 0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754903, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, 0, -0.0117302911835353, 0.0101587301587302, -0.0229510124219699, 0.00761904761904761, -0.00146628639794191, 0.0165891368823411, -0.0071833069834824, -0.00761904761904763, 0, 0.0241610520385245, -0.0357346778758831, 0.0355885231616696, -0.0228300482527235, -0.00270128773830253, -0.0114150241263618, 0.0159156714016638, -0.0112308987609918, 0.00395428035129663, 0.00306297238936141, -0.0035368158670364, -0.00375135972508443, 0.00072194951570154, 0.00204198159290761},

4928

{-0.0329914439536929, -0.0173880176985768, -0.0100389766989472, 0.0141972569999986, -0.00722888942924839, 0.0615942104163185, -0.0614242950293904, -0.00685792666498187, -0.00395942580611001, 0.00559947367421077, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, -0.0266666666666667, 0.0175954367753029, 0.00933138949631688, 0.00538748023761179, -0.00761904761904761, 0, 0, 0.0357346778758831, -0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.00408396318581521, 0.00131809345043221, 0.00714693557517662, -0.00471575448938186, -0.00250090648338962, -0.00144389903140307, 0.00204198159290761},

4929

{0.0439885919382572, 0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0.0293257279588382, 0.0101587301587302, 0, -0.0101587301587302, -0.0219942959691286, 0.00207364211029264, 0.017958267458706, -0.00761904761904762, 0, 0, 0, 0.0395428035129662, -0.0456600965054471, 0, 0, -0.017684079335182, 0.0142938711503532, 0, 0.00612594477872282, 0, -0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

4930

{0.043988591938257, -0.0231840235981023, -0.0133853022652629, 0.0189296759999983, 0.0433733365754903, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, -0.0227156111999979, -0.0175954367753029, -0.0101587301587302, 0.00327871606028139, 0.00253968253968253, 0.0014662863979419, 0.0124418526617558, 0.00718330698348236, 0.00761904761904761, 0, 0, 0, 0, 0, -0.0243115896447228, -0.0205470434274512, -0.0159156714016638, -0.00918891716808424, -0.031634242810373, -0.0245037791148913, -0.0141472634681456, -0.026259518075591, -0.0151609398297323, -0.0122518895574456},

4931

{-0.0329914439536929, 0.0173880176985768, 0.0100389766989471, -0.0141972569999987, -0.00722888942924838, -0.00559947367421082, -0.00323285763312581, -0.0617213399848367, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, 0.0266666666666667, 0.01539600717839, -0.00933138949631689, -0.00538748023761178, -0.019047619047619, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, 0.0285877423007065, 0.0165051407128365, 0.0525190361511819, 0.0303218796594646, 0.0306297238936141},

4932

{0.0439885919382572, -0.0231840235981023, -0.0133853022652629, 0.0189296759999981, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, -0.0311046316543896, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

4933

{0.0439885919382572, -0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, 0, 0.0117302911835352, 0.0101587301587302, -0.0229510124219699, -0.00761904761904762, -0.00146628639794191, -0.0165891368823411, -0.00718330698348239, -0.00761904761904763, 0, -0.0241610520385245, -0.0357346778758831, -0.0355885231616696, -0.0228300482527235, 0.00270128773830254, -0.0114150241263618, -0.0159156714016638, -0.0112308987609918, 0.00395428035129662, -0.00306297238936141, -0.0035368158670364, 0.00375135972508443, 0.000721949515701533, 0.00204198159290761},

4934

{-0.0329914439536929, 0.0173880176985766, -0.0100389766989472, 0.0141972569999987, -0.00722888942924841, -0.0615942104163186, -0.0614242950293904, 0.00685792666498186, -0.00395942580610998, 0.00559947367421075, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, 0.0266666666666667, 0.0175954367753029, -0.00933138949631688, 0.00538748023761179, -0.00761904761904763, 0, 0, 0.0357346778758831, 0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.0040839631858152, 0.00131809345043222, -0.00714693557517663, -0.00471575448938187, 0.00250090648338962, -0.00144389903140308, 0.00204198159290761},

4935

{0.0439885919382573, -0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, -0.0293257279588382, 0.0101587301587302, 0, 0.0101587301587301, -0.0219942959691286, -0.00207364211029265, 0.017958267458706, -0.00761904761904761, 0, 0, 0, -0.0395428035129663, -0.0456600965054471, 0, 0, 0.017684079335182, 0.0142938711503532, 0, -0.00612594477872281, 0, 0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

4936

{0.0439885919382571, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484215, 0.0134387368181058, -0.0113578055999989, -0.0205280095711867, -0.0152380952380952, -0.00983614818084424, -0.0177777777777778, -0.0131965775814772, -0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, -0.0241610520385245, -0.00510495398226901, 0.00395428035129663, 0.00456600965054471, -0.0216103019064202, -0.00456600965054471, 0.00353681586703639, 0.00408396318581521, -0.00395428035129661, 0.0030629723893614, 0.0035368158670364, 0.00250090648338961, 0.00288779806280615, 0.00204198159290761},

4937

{-0.0329914439536931, 0, 0.0200779533978945, 0.0141972569999987, -0.0867466731509807, 0, 0.00969857289937743, 0, 0.00791885161221998, 0.00559947367421076, 0, 0.0340734167999968, 0, -0.0152380952380953, 0.0295084445425327, 0, -0.0131965775814772, 0, -0.0107749604752236, -0.00761904761904762, 0.0821881737098047, 0, -0.010209907964538, 0, 0.00456600965054471, 0, -0.00913201930108944, 0, 0.00408396318581521, -0.00790856070259326, 0, 0.0035368158670364, 0, 0.00288779806280615, 0.00204198159290761},

4938

{0.0439885919382573, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754903, -0.0335968420452646, 0.0193971457987549, -0.0274317066599274, 0.01583770322444, 0.0111989473484215, -0.0134387368181058, -0.0113578055999989, 0.0205280095711867, -0.0152380952380952, -0.00983614818084423, 0.0177777777777778, -0.0131965775814772, 0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, 0.0241610520385245, -0.005104953982269, -0.00395428035129662, 0.00456600965054471, 0.0216103019064202, -0.0045660096505447, -0.0035368158670364, 0.00408396318581521, -0.00395428035129662, -0.00306297238936141, 0.00353681586703641, -0.00250090648338962, 0.00288779806280615, 0.00204198159290761},

4939

{0.0439885919382573, 0.139104141588614, -0.080311813591578, -0.0567890279999947, 0.0578311154339872, 0.0335968420452646, -0.0420271492306356, 0.0274317066599275, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, -0.0586514559176763, 0.0406349206349207, 0.039344592723377, 0.00253968253968254, -0.0109971479845643, -0.0601356211984865, 0.017958267458706, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, -0.053052238005546, 0.0367556686723369, -0.0105447476034577, -0.0245037791148913, 0.0235787724469093, 0.0175063453837273, 0, -0.0122518895574457},

4940

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0, 0.0783926314389509, 0.0096985728993774, -0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, 0.0586514559176763, -0.0609523809523809, 0, 0.033015873015873, 0.0241937255660415, -0.0145154947720485, -0.0610581093596003, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0, 0.053052238005546, -0.0551335030085053, 0, -0.0326717054865217, 0.0141472634681456, 0.00875317269186366, 0.0151609398297323, -0.0122518895574456},

4941

{0.0439885919382571, 0, 0, 0.170367083999984, 0, -0.0111989473484216, 0.00969857289937744, 0.0822951199797824, 0.0475131096733199, -0.0167984210226324, 0, 0, 0, 0, 0, 0.0533333333333333, -0.0461880215351701, 0.0435464843161454, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.057175484601413, -0.0495154221385096, -0.026259518075591, -0.0151609398297323, 0.0306297238936141},

4942

{0.0439885919382571, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, 0.0578311154339871, -0.0335968420452646, -0.0420271492306356, -0.0274317066599274, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, 0.0586514559176763, 0.0406349206349206, 0.0393445927233769, -0.00253968253968253, -0.0109971479845643, 0.0601356211984865, 0.0179582674587059, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, 0.053052238005546, 0.0367556686723369, -0.0105447476034577, 0.0245037791148913, 0.0235787724469093, -0.0175063453837273, 0, -0.0122518895574457},

4943

{0.0439885919382571, 0, 0.160623627183156, -0.0567890279999946, 0, -0.0783926314389509, 0.00969857289937745, 0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, -0.0586514559176763, -0.0609523809523809, 0, -0.033015873015873, 0.0241937255660415, 0.0145154947720485, -0.0610581093596003, 0.0393650793650793, 0, 0, 0, 0, 0, 0, 0, -0.053052238005546, -0.0551335030085053, 0, 0.0326717054865217, 0.0141472634681456, -0.00875317269186368, 0.0151609398297323, -0.0122518895574456},

4944

{0.0439885919382572, 0, 0, 0.170367083999984, 0, 0.0111989473484215, 0.00969857289937745, -0.0822951199797824, 0.0475131096733199, -0.0167984210226323, 0, 0, 0, 0, 0, -0.0533333333333333, -0.0461880215351701, -0.0435464843161453, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0571754846014129, -0.0495154221385096, 0.026259518075591, -0.0151609398297323, 0.0306297238936141},

4945

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999946, -0.0433733365754903, 0.0447957893936862, 0.0484928644968872, -0.0548634133198549, 0, -0.0167984210226323, 0.0806324209086351, 0.0227156111999979, -0.0058651455917676, -0.0101587301587302, -0.00327871606028142, 0.0304761904761905, 0.0271262983619253, 0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, 0.0729347689341683, 0.0205470434274512, -0.00530522380055458, -0.00918891716808423, 0.031634242810373, -0.00816792637163039, -0.0141472634681456, -0.00875317269186365, -0.0151609398297323, -0.0122518895574456},

4946

{0.0439885919382571, 0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754904, -0.0447957893936862, 0.0484928644968873, 0.0548634133198549, 0, -0.0167984210226323, -0.0806324209086351, 0.0227156111999979, 0.0058651455917676, -0.0101587301587302, -0.00327871606028142, -0.0304761904761905, 0.0271262983619253, -0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, -0.0729347689341683, 0.0205470434274512, 0.00530522380055459, -0.00918891716808424, 0.031634242810373, 0.00816792637163042, -0.0141472634681456, 0.00875317269186367, -0.0151609398297323, -0.0122518895574456},

4947

{0.0439885919382572, 0, 0, 0.170367083999984, 0.0144577788584968, 0, -0.00323285763312585, 0, -0.0950262193466398, -0.0167984210226323, 0, 0, 0, 0, -0.0688530372659096, 0, 0.01539600717839, 0, -0.0502831488843767, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0738132332242036, 0, 0.0165051407128365, 0, 0.0303218796594646, 0.0306297238936141},

4948

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754903, -0.0447957893936862, -0.00969857289937743, 0.0548634133198549, 0.03167540644888, 0.0391963157194754, 0.0806324209086351, 0, 0.0527863103259086, 0.0609523809523809, 0.0229510124219699, 0.0101587301587302, 0.0168622935763319, -0.0124418526617558, -0.00718330698348239, -0.013968253968254, 0, 0.0724831561155734, 0.0357346778758831, -0.0118628410538899, -0.0228300482527235, -0.00810386321490759, 0.0114150241263618, -0.00530522380055459, -0.0112308987609918, -0.00395428035129662, -0.00102099079645379, -0.0035368158670364, 0.00125045324169481, 0.000721949515701537, 0.00204198159290762},

4949

{0.0439885919382571, 0.139104141588614, -0.080311813591578, -0.0567890279999947, -0.0433733365754904, 0.0447957893936862, -0.00969857289937742, -0.0548634133198549, 0.0316754064488799, 0.0391963157194754, -0.0806324209086351, 0, -0.0527863103259086, 0.060952380952381, 0.0229510124219699, -0.0101587301587302, 0.0168622935763319, 0.0124418526617558, -0.00718330698348236, -0.013968253968254, 0, -0.0724831561155734, 0.0357346778758831, 0.0118628410538899, -0.0228300482527236, 0.00810386321490761, 0.0114150241263618, 0.00530522380055459, -0.0112308987609918, -0.00395428035129662, 0.00102099079645379, -0.0035368158670364, -0.0012504532416948, 0.000721949515701528, 0.0020419815929076},

4950

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0.0144577788584968, 0, -0.0614242950293905, 0, -0.0633508128977598, 0.0391963157194754, 0, -0.0681468335999936, 0, -0.0914285714285715, 0.00983614818084423, 0, 0.0285925847598672, 0, 0.0143666139669647, -0.0139682539682539, 0, 0, -0.0714693557517662, 0, 0.0456600965054471, 0, 0.0182640386021788, 0, 0.0040839631858152, -0.00263618690086443, 0, -0.00471575448938186, 0, -0.00144389903140306, 0.00204198159290759},

4951

{0.351908735506058, 0, 0, 0, -0.115662230867974, 0, -0.129314305325032, 0, 0, -0.134387368181059, 0, -0.0908624447999914, 0, 0.0406349206349206, -0.0786891854467539, 0, -0.0879771838765144, 0, 0, 0.0711111111111111, 0, 0, 0, 0, 0, 0, -0.0821881737098047, 0, 0.0367556686723369, 0.0210894952069153, 0, 0.0235787724469093, 0, 0, -0.0122518895574456}};

4952

4953

// Interesting (new) part

4954

// Tables of derivatives of the polynomial base (transpose)

4955

const static double dmats0[35][35] = \

4956

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4957

{6.32455532033677, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4958

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4959

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4960

{0, 11.2249721603218, 0, 0, 0, 1.70793006049707e-14, 0, 0, 1.16063842564573e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4961

{4.58257569495585, 0, 8.36660026534076, -1.18321595661992, 0, 0, 1.04642314135461e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4962

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4963

{3.74165738677394, 0, 0, 8.69482604771366, 0, 0, 0, -1.66625972279159e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4964

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4965

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4966

{5.49909083394701, 0, -3.34664010613631, -2.36643191323985, 15.4919333848297, 0, 0.692820323027549, 0, 0.56568542494924, 0.400000000000009, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4967

{0, 4.89897948556635, 0, 0, 0, 14.1985914794391, 0, -0.828078671210828, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4968

{3.60000000000001, 0, 8.76356092008266, -1.54919333848296, 0, 0, 9.52470471983254, 0, -1.48131215963609, 0.261861468283193, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4969

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4970

{0, 4.24264068711929, 0, 0, 0, 0, 0, 14.3427433120127, 2.84156378982381e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4971

{3.11769145362398, 0, 3.16227766016838, 4.91934955049954, 0, 0, 0, -1.2538531175753e-14, 10.690449676497, -2.41897262725905, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4972

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4973

{2.54558441227157, 0, 0, 7.66811580507232, 0, 0, 0, 0, 0, 10.3691851174526, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4974

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4975

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4976

{0, 11.6057691494799, 0, 0, 0, -4.20458932936041, 0, -3.43303281162798, 0, 0, 19.6214168703486, 0, 0.611677741841197, 0, 0, 0.529728463363978, 0, 0.432521479156785, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4977

{4.53137212479103, 0, 3.54562104171167, -2.50713268211203, 4.78713553878169, 0, -5.56626745075493, 0, -1.04880884817015, 0.741619848709563, 0, 18.8034951158403, 0, 1.68183573174416, -0.603122387046455, 0, 0.701283781217662, 0, 0.132137494528683, -0.0934353184302337, 0, 0, 0, 0, -2.04851899834062e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4978

{1.12802291379194e-14, 2.59512887494071, 0, 0, 0, 10.0285307284481, 1.48509074345102e-14, -0.767649473578742, 0, 0, 0, 0, 16.4130361329658, 0, 0, -1.26347611061158, 0, 0.0967147429123335, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4979

{2.96647939483827, 0, 8.12403840463597, -1.64130361329658, 0, 0, 11.7728501222091, 0, -2.40312296813959, 0.485504156227609, 0, 0, 0, 10.2761860629321, 0, 0, -1.48323969741914, 0, 0.30276503540975, -0.0611677741841184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4980

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4981

{4.05298244095217, 0, -1.58564993434419, 4.4848952846511, 4.28174419288837, 0, 0.191485421551264, 0, -3.75233260785875, -4.31161222746203, 0, 0, 0, 0, 18.8807171866294, 0, 0.844371341865038, 0, 1.18187368057056, 1.04463861754668, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4982

{0, 2.32115382989598, 0, 0, 0, 3.92428337406973, 0, 5.49285249860476, 1.21484853427001e-14, 0, 0, 0, 0, 0, 0, 17.3044631365565, 0, -1.73008591662714, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4983

{2.65329983228433, 0, 4.15220619990513, 2.93605316083776, 0, 0, 2.63248931621764, 0, 9.82591326180785, -2.8226127713774, 0, 0, 0, 0, 0, 0, 11.6081867662439, 0, -3.09487177319466, 0.683876505540249, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4984

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4985

{0, 2.01017818278148, 0, 0, 0, 0, 0, 8.91928088068602, 1.76356325376492e-14, 0, 0, 0, 0, 0, 0, 0, 0, 16.8558564884489, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4986

{2.29782505861521, 0, 1.49829835452879, 5.50917601898535, 0, 0, 0, 0, 6.64803945320938, 4.13676892548485, 0, 0, 0, 0, 0, 0, 0, 0, 12.5636136423842, -3.55352656109507, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4987

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4988

{1.87616630392938, 0, 0, 6.2283092998577, 0, 0, 0, 0, 0, 11.0541524195338, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11.6057691494799, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4989

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4990

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

4991

4992

const static double dmats1[35][35] = \

4993

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4994

{3.16227766016838, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4995

{5.47722557505166, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4996

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4997

{2.95803989154981, 5.61248608016091, -1.08012344973464, -0.763762615825977, 0, 1.12766252988532e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4998

{2.29128784747793, 7.24568837309472, 4.18330013267038, -0.591607978309962, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

4999

{-2.64575131106459, 0, 9.66091783079296, 0.683130051063976, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5000

{1.87082869338697, 0, 0, 4.34741302385683, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5001

{3.24037034920392, 0, 0, 7.52994023880667, 0, 0, 0, -1.40420976242894e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5002

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5003

{2.74954541697351, 5.79655069847578, -1.67332005306815, -1.18321595661993, 7.74596669241484, -1.2, 0.346410161513776, -0.979795897113278, 0.282842712474625, 0.200000000000005, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5004

{2.32379000772444, 2.44948974278317, 2.82842712474619, -0.999999999999997, 9.16515138991168, 7.09929573971955, -2.04939015319192, -0.414039335605417, -0.478091443733761, 0.169030850945703, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5005

{1.80000000000001, -5.69209978830309, 4.38178046004133, -0.77459666924148, 0, 10.998181667894, 4.76235235991628, 0.962140470884725, -0.740656079818049, 0.130930734141596, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5006

{5.19615242270664, 0, -3.16227766016837, -2.23606797749979, 0, 0, 13.7477270848675, 0, 0.534522483824846, 0.377964473009225, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5007

{2.01246117974981, 2.12132034355964, -0.408248290463859, 3.17542648054293, 0, 0, 0, 7.17137165600634, -1.3801311186847, -1.56144011671765, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5008

{1.55884572681199, 2.73861278752583, 1.5811388300842, 2.45967477524977, 0, 0, 0, 9.2582009977255, 5.3452248382485, -1.20948631362952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5009

{-1.79999999999999, 0, 3.65148371670111, -2.84018778721876, 0, 0, 0, 0, 12.3442679969673, 1.39659449751036, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5010

{1.27279220613578, 0, 0, 3.83405790253616, 0, 0, 0, 0, 0, 5.18459255872629, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5011

{2.20454076850485, 0, 0, 6.64078308635359, 0, 0, 0, 0, 0, 8.97997772825746, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5012

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5013

{2.56904651573303, 5.80288457473998, -2.01017818278148, -1.42141062443803, 8.14215222512715, -2.10229466468021, 0.728256234341421, -1.71651640581399, 0.594618725379067, 0.420458932936047, 9.81070843517429, -1.18450885369836, 0.3058388709206, -0.105945692672795, -1.02581475831036, 0.264864231681991, -0.0917516612761804, 0.216260739578394, -0.0749149177264392, -0.0529728463363962, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5014

{2.26568606239552, 3.07059789431495, 1.77281052085584, -1.25356634105601, 2.39356776939085, 6.30376871403133, -2.78313372537746, -0.908295106229249, -0.524404424085077, 0.370809924354783, 11.1242977306435, 9.40174755792013, -2.42752078113806, 0.840917865872083, -0.301561193523227, -0.794200206656967, 0.350641890608831, 0.114434427054266, 0.0660687472643429, -0.0467176592151151, 0, 0, 0, 1.18413955033316e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5015

{1.91485421551268, 1.29756443747035, 3.74574588632197, -1.05945692672795, -8.09173593712687, 5.01426536422407, 1.80936716113936, -0.383824736789366, -1.1080065755349, 0.313391585264, 0, 12.7134831207354, 8.2065180664829, -2.84282124887606, 1.01946290306866, -0.631738055305791, -0.227958835180081, 0.0483573714561658, 0.139595707137601, -0.0394836284566112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5016

{1.48323969741914, 7.03562363973515, 4.06201920231798, -0.820651806648292, 0, -6.79705818718658, 5.88642506110457, -2.08116553882674, -1.2015614840698, 0.242752078113806, 0, 0, 14.8323969741913, 5.13809303146605, 0, 0.856348838577678, -0.741619848709567, 0.262202212042541, 0.151382517704874, -0.0305838870920586, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5017

{-3.42539535431071, 0, 9.38083151964686, 1.89521416591737, 0, 1.48502651407619e-14, -3.39852909359332, 0, -2.77488738510233, -0.560611910581396, 0, 0, 0, 17.7988763690296, 0, 0, 0.42817441928884, 0, 0.349602949390053, 0.0706304617818605, 0, 0, 0, 0, -1.76908227133537e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5018

{2.02649122047609, 2.74642624930238, -0.792824967172093, 2.24244764232555, 2.14087209644419, -0.331662479035538, 0.095742710775634, 6.49923072370876, -1.87616630392936, -2.15580611373101, 0, 0, 0, 0, 9.44035859331469, -1.46249406456536, 0.42218567093252, -2.04706526287664, 0.59093684028528, 0.522319308773337, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5019

{1.71269767715535, 1.16057691494799, 1.34011878852098, 1.89521416591738, 2.53311402559511, 1.96214168703486, -0.566421515598881, 2.74642624930237, 3.17129986868837, -1.82198870938951, 0, 0, 0, 0, 11.1699829238239, 8.65223156827827, -2.49768411251822, -0.865042958313569, -0.998865569685858, 0.441440386136648, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5020

{1.32664991614216, -2.69693703815182, 2.07610309995257, 1.46802658041888, 0, 3.03973683071413, 1.31624465810882, -6.382117875081, 4.91295663090391, -1.4113063856887, 0, 0, 0, 0, 0, 13.4039795085887, 5.80409338312195, 2.01017818278147, -1.54743588659732, 0.341938252770131, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5021

{3.82970843102535, 0, -1.49829835452879, 4.23782770691181, 0, 0, 3.79967103839267, 0, -3.54562104171168, -4.07409060843206, 0, 0, 0, 0, 0, 0, 16.7549743857359, 0, 1.11676565710082, 0.987090711415304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5022

{1.48323969741913, 1.00508909139074, -0.193429485824663, 3.55615782880925, 0, 0, 0, 4.459640440343, -0.858258202906983, 2.67027285925187, 0, 0, 0, 0, 0, 0, 0, 8.42792824422443, -1.62195554683794, -2.29379153190448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5023

{1.14891252930761, 1.29756443747036, 0.749149177264399, 2.75458800949267, 0, 0, 0, 5.75737105184053, 3.3240197266047, 2.06838446274242, 0, 0, 0, 0, 0, 0, 0, 10.8804085776374, 6.2818068211921, -1.77676328054753, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1.02006749648391e-14, 0, 0},

5024

{-1.32664991614216, 0, 1.73008591662714, -3.18072425757422, 0, 0, 0, 1.15266449376351e-14, 7.67649473578738, -2.38836465270397, 0, 0, 0, 0, 0, 0, 0, 0, 14.5072114368499, 2.05162951662072, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5025

{0.938083151964688, 0, 0, 3.11415464992885, 0, 0, 0, 0, 0, 5.52707620976692, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5.80288457473997, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5026

{1.6248076809272, 0, 0, 5.39387407630363, 0, 0, 0, 0, 0, 9.57317681262152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10.0508909139073, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5027

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

5028

5029

const static double dmats2[35][35] = \

5030

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5031

{3.16227766016838, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5032

{1.82574185835056, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5033

{5.16397779494323, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5034

{2.95803989154981, 5.61248608016091, -1.08012344973464, -0.763762615825976, 0, 1.39411605579536e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5035

{2.29128784747792, 1.44913767461894, 4.18330013267038, -0.591607978309961, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5036

{1.3228756555323, 0, 3.86436713231718, -0.341565025531985, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5037

{1.87082869338697, 7.09929573971954, 0, 4.34741302385683, 0, 1.2137796469483e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5038

{1.08012344973464, 0, 7.09929573971954, 2.50998007960223, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5039

{-3.81881307912987, 0, 0, 8.87411967464942, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5040

{2.74954541697351, 5.79655069847578, -1.67332005306815, -1.18321595661993, 7.74596669241484, -1.19999999999999, 0.346410161513777, -0.97979589711328, 0.282842712474624, 0.200000000000005, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5041

{2.32379000772445, 2.44948974278317, 2.82842712474619, -0.999999999999998, 1.30930734141596, 7.09929573971955, -2.04939015319192, -0.414039335605417, -0.478091443733761, 0.169030850945707, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5042

{1.80000000000001, 0.632455532033672, 4.38178046004133, -0.774596669241482, 0, 3.14233761939829, 4.76235235991627, -0.106904496764972, -0.740656079818045, 0.130930734141597, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5043

{1.03923048454133, 0, 3.16227766016838, -0.447213595499956, 0, 0, 5.8918830363718, 0, -0.534522483824849, 0.0755928946018436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5044

{2.0124611797498, 2.12132034355964, -0.408248290463861, 3.17542648054293, 9.07114735222144, 0, 0, 7.17137165600635, -1.3801311186847, -1.56144011671765, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5045

{1.558845726812, 0.547722557505166, 1.5811388300842, 2.45967477524977, 0, 9.07114735222146, 0, 1.85164019954509, 5.34522483824849, -1.20948631362952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5046

{0.900000000000005, 0, 1.46059348668045, 1.42009389360939, 0, 0, 9.07114735222146, 0, 4.93770719878694, -0.698297248755174, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5047

{1.27279220613578, -6.26099033699941, 0, 3.83405790253616, 0, -1.33471233241901e-14, 0, 10.5830052442584, 1.61529151756054e-14, 5.18459255872629, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5048

{0.734846922834955, 0, -6.26099033699941, 2.21359436211787, 0, 0, 0, 0, 10.5830052442584, 2.99332590941916, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5049

{5.7157676649773, 0, 0, -4.69574275274955, 0, 0, 0, 0, 0, 12.69960629311, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5050

{2.56904651573303, 5.80288457473998, -2.01017818278148, -1.42141062443803, 8.14215222512715, -2.10229466468021, 0.72825623434142, -1.71651640581399, 0.594618725379067, 0.420458932936046, 9.81070843517429, -1.18450885369836, 0.305838870920599, -0.105945692672794, -1.02581475831036, 0.264864231681991, -0.0917516612761805, 0.216260739578394, -0.0749149177264392, -0.052972846336396, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5051

{2.26568606239552, 3.07059789431495, 1.77281052085584, -1.25356634105602, 2.39356776939084, 6.30376871403133, -2.78313372537746, -0.908295106229248, -0.524404424085073, 0.370809924354783, 1.23603308118261, 9.40174755792013, -2.42752078113806, 0.840917865872083, -0.301561193523226, -0.794200206656968, 0.350641890608831, 0.114434427054266, 0.0660687472643423, -0.0467176592151165, 0, 0, 0, 1.09746923696279e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5052

{1.91485421551268, 1.29756443747035, 3.74574588632197, -1.05945692672795, 0.404586796856347, 5.01426536422407, 1.80936716113937, -0.383824736789372, -1.1080065755349, 0.313391585264004, 0, 2.82521847127454, 8.2065180664829, -2.84282124887606, -0.0509731451534344, -0.631738055305788, -0.227958835180082, 0.0483573714561684, 0.139595707137601, -0.039483628456609, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5053

{1.48323969741914, 0.335029697130247, 4.06201920231798, -0.820651806648289, 0, 1.69926454679664, 5.88642506110457, -0.099103120896514, -1.2015614840698, 0.242752078113805, 0, 0, 4.94413232473044, 5.13809303146605, 0, -0.214087209644418, -0.741619848709568, 0.0124858196210747, 0.151382517704876, -0.0305838870920584, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5054

{0.856348838577678, 0, 2.68023757704196, -0.473803541479345, 0, 0, 5.09779364038992, 0, -0.792824967172097, 0.140152977645345, 0, 0, 0, 7.91061171956871, 0, 0, -0.642261628933257, 0, 0.0998865569685871, -0.0176576154454654, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5055

{2.02649122047609, 2.74642624930238, -0.792824967172095, 2.24244764232555, 2.14087209644419, -0.331662479035546, 0.0957427107756332, 6.49923072370876, -1.87616630392937, -2.15580611373101, 11.0554159678513, 0, 0, 0, 9.44035859331468, -1.46249406456535, 0.42218567093252, -2.04706526287664, 0.59093684028528, 0.522319308773341, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5056

{1.71269767715534, 1.16057691494799, 1.34011878852098, 1.89521416591737, 0.36187343222787, 1.96214168703486, -0.566421515598891, 2.74642624930238, 3.17129986868838, -1.82198870938951, 0, 11.0554159678513, 0, 0, 1.59571184626056, 8.65223156827827, -2.49768411251822, -0.865042958313572, -0.998865569685858, 0.441440386136647, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5057

{1.32664991614217, 0.299659670905757, 2.07610309995256, 1.46802658041888, 0, 0.868496237346881, 1.31624465810882, 0.709124208342336, 4.91295663090392, -1.4113063856887, 0, 0, 11.0554159678513, 0, 0, 3.82970843102535, 5.80409338312195, -0.223353131420161, -1.54743588659733, 0.341938252770126, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5058

{0.765941686205071, 0, 1.49829835452879, 0.847565541382364, 0, 0, 1.62843044502542, 0, 3.54562104171167, -0.814818121686411, 0, 0, 0, 11.0554159678513, 0, 0, 7.18070330817254, 0, -1.11676565710082, 0.197418142283063, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5059

{1.48323969741914, 1.00508909139074, -0.193429485824663, 3.55615782880926, -8.46157280212812, 0, 0, 4.45964044034301, -0.858258202906987, 2.67027285925186, 0, 0, 0, 0, 12.4373429638327, 0, 0, 8.42792824422443, -1.62195554683794, -2.29379153190448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5060

{1.1489125293076, 0.259512887494073, 0.749149177264395, 2.75458800949267, 0, -8.46157280212812, 0, 1.15147421036811, 3.32401972660469, 2.06838446274243, 0, 0, 0, 0, 0, 12.4373429638327, 0, 2.17608171552749, 6.2818068211921, -1.77676328054754, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5061

{0.663324958071074, 0, 0.692034366650849, 1.59036212878711, 0, 0, -8.46157280212813, 0, 3.07059789431495, 1.19418232635198, 0, 0, 0, 0, 0, 0, 12.4373429638327, 0, 5.80288457473997, -1.02581475831036, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5062

{0.938083151964688, 7.62808987244126, 0, 3.11415464992885, 0, 0, 0, -7.5213980463361, 0, 5.52707620976691, 0, 0, 0, 0, 0, 0, 0, 14.2141062443803, 0, 5.80288457473998, 0, 0, 0, 0, 0, 1.03455020940032e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5063

{0.541602560309059, 0, 7.62808987244125, 1.79795802543454, 0, 0, 0, 0, -7.52139804633611, 3.1910589375405, 0, 0, 0, 0, 0, 0, 0, 0, 14.2141062443803, 3.35029697130244, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

5064

{-5.36159180343549, 0, 0, 8.8994381845148, 0, 0, 0, 0, -1.07784467308941e-14, -5.26497863243527, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16.583123951777, 0, 0, 0, 0, 0, 1.2461107758246e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

5065

5066

// Compute reference derivatives

5067

// Declare pointer to array of derivatives on FIAT element

5068

double *derivatives = new double [num_derivatives];

5069

5070

// Declare coefficients

5071

double coeff0_0 = 0;

5072

double coeff0_1 = 0;

5073

double coeff0_2 = 0;

5074

double coeff0_3 = 0;

5075

double coeff0_4 = 0;

5076

double coeff0_5 = 0;

5077

double coeff0_6 = 0;

5078

double coeff0_7 = 0;

5079

double coeff0_8 = 0;

5080

double coeff0_9 = 0;

5081

double coeff0_10 = 0;

5082

double coeff0_11 = 0;

5083

double coeff0_12 = 0;

5084

double coeff0_13 = 0;

5085

double coeff0_14 = 0;

5086

double coeff0_15 = 0;

5087

double coeff0_16 = 0;

5088

double coeff0_17 = 0;

5089

double coeff0_18 = 0;

5090

double coeff0_19 = 0;

5091

double coeff0_20 = 0;

5092

double coeff0_21 = 0;

5093

double coeff0_22 = 0;

5094

double coeff0_23 = 0;

5095

double coeff0_24 = 0;

5096

double coeff0_25 = 0;

5097

double coeff0_26 = 0;

5098

double coeff0_27 = 0;

5099

double coeff0_28 = 0;

5100

double coeff0_29 = 0;

5101

double coeff0_30 = 0;

5102

double coeff0_31 = 0;

5103

double coeff0_32 = 0;

5104

double coeff0_33 = 0;

5105

double coeff0_34 = 0;

5106

5107

// Declare new coefficients

5108

double new_coeff0_0 = 0;

5109

double new_coeff0_1 = 0;

5110

double new_coeff0_2 = 0;

5111

double new_coeff0_3 = 0;

5112

double new_coeff0_4 = 0;

5113

double new_coeff0_5 = 0;

5114

double new_coeff0_6 = 0;

5115

double new_coeff0_7 = 0;

5116

double new_coeff0_8 = 0;

5117

double new_coeff0_9 = 0;

5118

double new_coeff0_10 = 0;

5119

double new_coeff0_11 = 0;

5120

double new_coeff0_12 = 0;

5121

double new_coeff0_13 = 0;

5122

double new_coeff0_14 = 0;

5123

double new_coeff0_15 = 0;

5124

double new_coeff0_16 = 0;

5125

double new_coeff0_17 = 0;

5126

double new_coeff0_18 = 0;

5127

double new_coeff0_19 = 0;

5128

double new_coeff0_20 = 0;

5129

double new_coeff0_21 = 0;

5130

double new_coeff0_22 = 0;

5131

double new_coeff0_23 = 0;

5132

double new_coeff0_24 = 0;

5133

double new_coeff0_25 = 0;

5134

double new_coeff0_26 = 0;

5135

double new_coeff0_27 = 0;

5136

double new_coeff0_28 = 0;

5137

double new_coeff0_29 = 0;

5138

double new_coeff0_30 = 0;

5139

double new_coeff0_31 = 0;

5140

double new_coeff0_32 = 0;

5141

double new_coeff0_33 = 0;

5142

double new_coeff0_34 = 0;

5143

5144

// Loop possible derivatives

5145

for (unsigned int deriv_num = 0; deriv_num < num_derivatives; deriv_num++)

5146

{

5147

// Get values from coefficients array

5148

new_coeff0_0 = coefficients0[dof][0];

5149

new_coeff0_1 = coefficients0[dof][1];

5150

new_coeff0_2 = coefficients0[dof][2];

5151

new_coeff0_3 = coefficients0[dof][3];

5152

new_coeff0_4 = coefficients0[dof][4];

5153

new_coeff0_5 = coefficients0[dof][5];

5154

new_coeff0_6 = coefficients0[dof][6];

5155

new_coeff0_7 = coefficients0[dof][7];

5156

new_coeff0_8 = coefficients0[dof][8];

5157

new_coeff0_9 = coefficients0[dof][9];

5158

new_coeff0_10 = coefficients0[dof][10];

5159

new_coeff0_11 = coefficients0[dof][11];

5160

new_coeff0_12 = coefficients0[dof][12];

5161

new_coeff0_13 = coefficients0[dof][13];

5162

new_coeff0_14 = coefficients0[dof][14];

5163

new_coeff0_15 = coefficients0[dof][15];

5164

new_coeff0_16 = coefficients0[dof][16];

5165

new_coeff0_17 = coefficients0[dof][17];

5166

new_coeff0_18 = coefficients0[dof][18];

5167

new_coeff0_19 = coefficients0[dof][19];

5168

new_coeff0_20 = coefficients0[dof][20];

5169

new_coeff0_21 = coefficients0[dof][21];

5170

new_coeff0_22 = coefficients0[dof][22];

5171

new_coeff0_23 = coefficients0[dof][23];

5172

new_coeff0_24 = coefficients0[dof][24];

5173

new_coeff0_25 = coefficients0[dof][25];

5174

new_coeff0_26 = coefficients0[dof][26];

5175

new_coeff0_27 = coefficients0[dof][27];

5176

new_coeff0_28 = coefficients0[dof][28];

5177

new_coeff0_29 = coefficients0[dof][29];

5178

new_coeff0_30 = coefficients0[dof][30];

5179

new_coeff0_31 = coefficients0[dof][31];

5180

new_coeff0_32 = coefficients0[dof][32];

5181

new_coeff0_33 = coefficients0[dof][33];

5182

new_coeff0_34 = coefficients0[dof][34];

5183

5184

// Loop derivative order

5185

for (unsigned int j = 0; j < n; j++)

5186

{

5187

// Update old coefficients

5188

coeff0_0 = new_coeff0_0;

5189

coeff0_1 = new_coeff0_1;

5190

coeff0_2 = new_coeff0_2;

5191

coeff0_3 = new_coeff0_3;

5192

coeff0_4 = new_coeff0_4;

5193

coeff0_5 = new_coeff0_5;

5194

coeff0_6 = new_coeff0_6;

5195

coeff0_7 = new_coeff0_7;

5196

coeff0_8 = new_coeff0_8;

5197

coeff0_9 = new_coeff0_9;

5198

coeff0_10 = new_coeff0_10;

5199

coeff0_11 = new_coeff0_11;

5200

coeff0_12 = new_coeff0_12;

5201

coeff0_13 = new_coeff0_13;

5202

coeff0_14 = new_coeff0_14;

5203

coeff0_15 = new_coeff0_15;

5204

coeff0_16 = new_coeff0_16;

5205

coeff0_17 = new_coeff0_17;

5206

coeff0_18 = new_coeff0_18;

5207

coeff0_19 = new_coeff0_19;

5208

coeff0_20 = new_coeff0_20;

5209

coeff0_21 = new_coeff0_21;

5210

coeff0_22 = new_coeff0_22;

5211

coeff0_23 = new_coeff0_23;

5212

coeff0_24 = new_coeff0_24;

5213

coeff0_25 = new_coeff0_25;

5214

coeff0_26 = new_coeff0_26;

5215

coeff0_27 = new_coeff0_27;

5216

coeff0_28 = new_coeff0_28;

5217

coeff0_29 = new_coeff0_29;

5218

coeff0_30 = new_coeff0_30;

5219

coeff0_31 = new_coeff0_31;

5220

coeff0_32 = new_coeff0_32;

5221

coeff0_33 = new_coeff0_33;

5222

coeff0_34 = new_coeff0_34;

5223

5224

if(combinations[deriv_num][j] == 0)

5225

{

5226

new_coeff0_0 = coeff0_0*dmats0[0][0] + coeff0_1*dmats0[1][0] + coeff0_2*dmats0[2][0] + coeff0_3*dmats0[3][0] + coeff0_4*dmats0[4][0] + coeff0_5*dmats0[5][0] + coeff0_6*dmats0[6][0] + coeff0_7*dmats0[7][0] + coeff0_8*dmats0[8][0] + coeff0_9*dmats0[9][0] + coeff0_10*dmats0[10][0] + coeff0_11*dmats0[11][0] + coeff0_12*dmats0[12][0] + coeff0_13*dmats0[13][0] + coeff0_14*dmats0[14][0] + coeff0_15*dmats0[15][0] + coeff0_16*dmats0[16][0] + coeff0_17*dmats0[17][0] + coeff0_18*dmats0[18][0] + coeff0_19*dmats0[19][0] + coeff0_20*dmats0[20][0] + coeff0_21*dmats0[21][0] + coeff0_22*dmats0[22][0] + coeff0_23*dmats0[23][0] + coeff0_24*dmats0[24][0] + coeff0_25*dmats0[25][0] + coeff0_26*dmats0[26][0] + coeff0_27*dmats0[27][0] + coeff0_28*dmats0[28][0] + coeff0_29*dmats0[29][0] + coeff0_30*dmats0[30][0] + coeff0_31*dmats0[31][0] + coeff0_32*dmats0[32][0] + coeff0_33*dmats0[33][0] + coeff0_34*dmats0[34][0];

5227

new_coeff0_1 = coeff0_0*dmats0[0][1] + coeff0_1*dmats0[1][1] + coeff0_2*dmats0[2][1] + coeff0_3*dmats0[3][1] + coeff0_4*dmats0[4][1] + coeff0_5*dmats0[5][1] + coeff0_6*dmats0[6][1] + coeff0_7*dmats0[7][1] + coeff0_8*dmats0[8][1] + coeff0_9*dmats0[9][1] + coeff0_10*dmats0[10][1] + coeff0_11*dmats0[11][1] + coeff0_12*dmats0[12][1] + coeff0_13*dmats0[13][1] + coeff0_14*dmats0[14][1] + coeff0_15*dmats0[15][1] + coeff0_16*dmats0[16][1] + coeff0_17*dmats0[17][1] + coeff0_18*dmats0[18][1] + coeff0_19*dmats0[19][1] + coeff0_20*dmats0[20][1] + coeff0_21*dmats0[21][1] + coeff0_22*dmats0[22][1] + coeff0_23*dmats0[23][1] + coeff0_24*dmats0[24][1] + coeff0_25*dmats0[25][1] + coeff0_26*dmats0[26][1] + coeff0_27*dmats0[27][1] + coeff0_28*dmats0[28][1] + coeff0_29*dmats0[29][1] + coeff0_30*dmats0[30][1] + coeff0_31*dmats0[31][1] + coeff0_32*dmats0[32][1] + coeff0_33*dmats0[33][1] + coeff0_34*dmats0[34][1];

5228

new_coeff0_2 = coeff0_0*dmats0[0][2] + coeff0_1*dmats0[1][2] + coeff0_2*dmats0[2][2] + coeff0_3*dmats0[3][2] + coeff0_4*dmats0[4][2] + coeff0_5*dmats0[5][2] + coeff0_6*dmats0[6][2] + coeff0_7*dmats0[7][2] + coeff0_8*dmats0[8][2] + coeff0_9*dmats0[9][2] + coeff0_10*dmats0[10][2] + coeff0_11*dmats0[11][2] + coeff0_12*dmats0[12][2] + coeff0_13*dmats0[13][2] + coeff0_14*dmats0[14][2] + coeff0_15*dmats0[15][2] + coeff0_16*dmats0[16][2] + coeff0_17*dmats0[17][2] + coeff0_18*dmats0[18][2] + coeff0_19*dmats0[19][2] + coeff0_20*dmats0[20][2] + coeff0_21*dmats0[21][2] + coeff0_22*dmats0[22][2] + coeff0_23*dmats0[23][2] + coeff0_24*dmats0[24][2] + coeff0_25*dmats0[25][2] + coeff0_26*dmats0[26][2] + coeff0_27*dmats0[27][2] + coeff0_28*dmats0[28][2] + coeff0_29*dmats0[29][2] + coeff0_30*dmats0[30][2] + coeff0_31*dmats0[31][2] + coeff0_32*dmats0[32][2] + coeff0_33*dmats0[33][2] + coeff0_34*dmats0[34][2];

5229

new_coeff0_3 = coeff0_0*dmats0[0][3] + coeff0_1*dmats0[1][3] + coeff0_2*dmats0[2][3] + coeff0_3*dmats0[3][3] + coeff0_4*dmats0[4][3] + coeff0_5*dmats0[5][3] + coeff0_6*dmats0[6][3] + coeff0_7*dmats0[7][3] + coeff0_8*dmats0[8][3] + coeff0_9*dmats0[9][3] + coeff0_10*dmats0[10][3] + coeff0_11*dmats0[11][3] + coeff0_12*dmats0[12][3] + coeff0_13*dmats0[13][3] + coeff0_14*dmats0[14][3] + coeff0_15*dmats0[15][3] + coeff0_16*dmats0[16][3] + coeff0_17*dmats0[17][3] + coeff0_18*dmats0[18][3] + coeff0_19*dmats0[19][3] + coeff0_20*dmats0[20][3] + coeff0_21*dmats0[21][3] + coeff0_22*dmats0[22][3] + coeff0_23*dmats0[23][3] + coeff0_24*dmats0[24][3] + coeff0_25*dmats0[25][3] + coeff0_26*dmats0[26][3] + coeff0_27*dmats0[27][3] + coeff0_28*dmats0[28][3] + coeff0_29*dmats0[29][3] + coeff0_30*dmats0[30][3] + coeff0_31*dmats0[31][3] + coeff0_32*dmats0[32][3] + coeff0_33*dmats0[33][3] + coeff0_34*dmats0[34][3];

5230

new_coeff0_4 = coeff0_0*dmats0[0][4] + coeff0_1*dmats0[1][4] + coeff0_2*dmats0[2][4] + coeff0_3*dmats0[3][4] + coeff0_4*dmats0[4][4] + coeff0_5*dmats0[5][4] + coeff0_6*dmats0[6][4] + coeff0_7*dmats0[7][4] + coeff0_8*dmats0[8][4] + coeff0_9*dmats0[9][4] + coeff0_10*dmats0[10][4] + coeff0_11*dmats0[11][4] + coeff0_12*dmats0[12][4] + coeff0_13*dmats0[13][4] + coeff0_14*dmats0[14][4] + coeff0_15*dmats0[15][4] + coeff0_16*dmats0[16][4] + coeff0_17*dmats0[17][4] + coeff0_18*dmats0[18][4] + coeff0_19*dmats0[19][4] + coeff0_20*dmats0[20][4] + coeff0_21*dmats0[21][4] + coeff0_22*dmats0[22][4] + coeff0_23*dmats0[23][4] + coeff0_24*dmats0[24][4] + coeff0_25*dmats0[25][4] + coeff0_26*dmats0[26][4] + coeff0_27*dmats0[27][4] + coeff0_28*dmats0[28][4] + coeff0_29*dmats0[29][4] + coeff0_30*dmats0[30][4] + coeff0_31*dmats0[31][4] + coeff0_32*dmats0[32][4] + coeff0_33*dmats0[33][4] + coeff0_34*dmats0[34][4];

5231

new_coeff0_5 = coeff0_0*dmats0[0][5] + coeff0_1*dmats0[1][5] + coeff0_2*dmats0[2][5] + coeff0_3*dmats0[3][5] + coeff0_4*dmats0[4][5] + coeff0_5*dmats0[5][5] + coeff0_6*dmats0[6][5] + coeff0_7*dmats0[7][5] + coeff0_8*dmats0[8][5] + coeff0_9*dmats0[9][5] + coeff0_10*dmats0[10][5] + coeff0_11*dmats0[11][5] + coeff0_12*dmats0[12][5] + coeff0_13*dmats0[13][5] + coeff0_14*dmats0[14][5] + coeff0_15*dmats0[15][5] + coeff0_16*dmats0[16][5] + coeff0_17*dmats0[17][5] + coeff0_18*dmats0[18][5] + coeff0_19*dmats0[19][5] + coeff0_20*dmats0[20][5] + coeff0_21*dmats0[21][5] + coeff0_22*dmats0[22][5] + coeff0_23*dmats0[23][5] + coeff0_24*dmats0[24][5] + coeff0_25*dmats0[25][5] + coeff0_26*dmats0[26][5] + coeff0_27*dmats0[27][5] + coeff0_28*dmats0[28][5] + coeff0_29*dmats0[29][5] + coeff0_30*dmats0[30][5] + coeff0_31*dmats0[31][5] + coeff0_32*dmats0[32][5] + coeff0_33*dmats0[33][5] + coeff0_34*dmats0[34][5];

5232

new_coeff0_6 = coeff0_0*dmats0[0][6] + coeff0_1*dmats0[1][6] + coeff0_2*dmats0[2][6] + coeff0_3*dmats0[3][6] + coeff0_4*dmats0[4][6] + coeff0_5*dmats0[5][6] + coeff0_6*dmats0[6][6] + coeff0_7*dmats0[7][6] + coeff0_8*dmats0[8][6] + coeff0_9*dmats0[9][6] + coeff0_10*dmats0[10][6] + coeff0_11*dmats0[11][6] + coeff0_12*dmats0[12][6] + coeff0_13*dmats0[13][6] + coeff0_14*dmats0[14][6] + coeff0_15*dmats0[15][6] + coeff0_16*dmats0[16][6] + coeff0_17*dmats0[17][6] + coeff0_18*dmats0[18][6] + coeff0_19*dmats0[19][6] + coeff0_20*dmats0[20][6] + coeff0_21*dmats0[21][6] + coeff0_22*dmats0[22][6] + coeff0_23*dmats0[23][6] + coeff0_24*dmats0[24][6] + coeff0_25*dmats0[25][6] + coeff0_26*dmats0[26][6] + coeff0_27*dmats0[27][6] + coeff0_28*dmats0[28][6] + coeff0_29*dmats0[29][6] + coeff0_30*dmats0[30][6] + coeff0_31*dmats0[31][6] + coeff0_32*dmats0[32][6] + coeff0_33*dmats0[33][6] + coeff0_34*dmats0[34][6];

5233

new_coeff0_7 = coeff0_0*dmats0[0][7] + coeff0_1*dmats0[1][7] + coeff0_2*dmats0[2][7] + coeff0_3*dmats0[3][7] + coeff0_4*dmats0[4][7] + coeff0_5*dmats0[5][7] + coeff0_6*dmats0[6][7] + coeff0_7*dmats0[7][7] + coeff0_8*dmats0[8][7] + coeff0_9*dmats0[9][7] + coeff0_10*dmats0[10][7] + coeff0_11*dmats0[11][7] + coeff0_12*dmats0[12][7] + coeff0_13*dmats0[13][7] + coeff0_14*dmats0[14][7] + coeff0_15*dmats0[15][7] + coeff0_16*dmats0[16][7] + coeff0_17*dmats0[17][7] + coeff0_18*dmats0[18][7] + coeff0_19*dmats0[19][7] + coeff0_20*dmats0[20][7] + coeff0_21*dmats0[21][7] + coeff0_22*dmats0[22][7] + coeff0_23*dmats0[23][7] + coeff0_24*dmats0[24][7] + coeff0_25*dmats0[25][7] + coeff0_26*dmats0[26][7] + coeff0_27*dmats0[27][7] + coeff0_28*dmats0[28][7] + coeff0_29*dmats0[29][7] + coeff0_30*dmats0[30][7] + coeff0_31*dmats0[31][7] + coeff0_32*dmats0[32][7] + coeff0_33*dmats0[33][7] + coeff0_34*dmats0[34][7];

5234

new_coeff0_8 = coeff0_0*dmats0[0][8] + coeff0_1*dmats0[1][8] + coeff0_2*dmats0[2][8] + coeff0_3*dmats0[3][8] + coeff0_4*dmats0[4][8] + coeff0_5*dmats0[5][8] + coeff0_6*dmats0[6][8] + coeff0_7*dmats0[7][8] + coeff0_8*dmats0[8][8] + coeff0_9*dmats0[9][8] + coeff0_10*dmats0[10][8] + coeff0_11*dmats0[11][8] + coeff0_12*dmats0[12][8] + coeff0_13*dmats0[13][8] + coeff0_14*dmats0[14][8] + coeff0_15*dmats0[15][8] + coeff0_16*dmats0[16][8] + coeff0_17*dmats0[17][8] + coeff0_18*dmats0[18][8] + coeff0_19*dmats0[19][8] + coeff0_20*dmats0[20][8] + coeff0_21*dmats0[21][8] + coeff0_22*dmats0[22][8] + coeff0_23*dmats0[23][8] + coeff0_24*dmats0[24][8] + coeff0_25*dmats0[25][8] + coeff0_26*dmats0[26][8] + coeff0_27*dmats0[27][8] + coeff0_28*dmats0[28][8] + coeff0_29*dmats0[29][8] + coeff0_30*dmats0[30][8] + coeff0_31*dmats0[31][8] + coeff0_32*dmats0[32][8] + coeff0_33*dmats0[33][8] + coeff0_34*dmats0[34][8];

5235

new_coeff0_9 = coeff0_0*dmats0[0][9] + coeff0_1*dmats0[1][9] + coeff0_2*dmats0[2][9] + coeff0_3*dmats0[3][9] + coeff0_4*dmats0[4][9] + coeff0_5*dmats0[5][9] + coeff0_6*dmats0[6][9] + coeff0_7*dmats0[7][9] + coeff0_8*dmats0[8][9] + coeff0_9*dmats0[9][9] + coeff0_10*dmats0[10][9] + coeff0_11*dmats0[11][9] + coeff0_12*dmats0[12][9] + coeff0_13*dmats0[13][9] + coeff0_14*dmats0[14][9] + coeff0_15*dmats0[15][9] + coeff0_16*dmats0[16][9] + coeff0_17*dmats0[17][9] + coeff0_18*dmats0[18][9] + coeff0_19*dmats0[19][9] + coeff0_20*dmats0[20][9] + coeff0_21*dmats0[21][9] + coeff0_22*dmats0[22][9] + coeff0_23*dmats0[23][9] + coeff0_24*dmats0[24][9] + coeff0_25*dmats0[25][9] + coeff0_26*dmats0[26][9] + coeff0_27*dmats0[27][9] + coeff0_28*dmats0[28][9] + coeff0_29*dmats0[29][9] + coeff0_30*dmats0[30][9] + coeff0_31*dmats0[31][9] + coeff0_32*dmats0[32][9] + coeff0_33*dmats0[33][9] + coeff0_34*dmats0[34][9];

5236

new_coeff0_10 = coeff0_0*dmats0[0][10] + coeff0_1*dmats0[1][10] + coeff0_2*dmats0[2][10] + coeff0_3*dmats0[3][10] + coeff0_4*dmats0[4][10] + coeff0_5*dmats0[5][10] + coeff0_6*dmats0[6][10] + coeff0_7*dmats0[7][10] + coeff0_8*dmats0[8][10] + coeff0_9*dmats0[9][10] + coeff0_10*dmats0[10][10] + coeff0_11*dmats0[11][10] + coeff0_12*dmats0[12][10] + coeff0_13*dmats0[13][10] + coeff0_14*dmats0[14][10] + coeff0_15*dmats0[15][10] + coeff0_16*dmats0[16][10] + coeff0_17*dmats0[17][10] + coeff0_18*dmats0[18][10] + coeff0_19*dmats0[19][10] + coeff0_20*dmats0[20][10] + coeff0_21*dmats0[21][10] + coeff0_22*dmats0[22][10] + coeff0_23*dmats0[23][10] + coeff0_24*dmats0[24][10] + coeff0_25*dmats0[25][10] + coeff0_26*dmats0[26][10] + coeff0_27*dmats0[27][10] + coeff0_28*dmats0[28][10] + coeff0_29*dmats0[29][10] + coeff0_30*dmats0[30][10] + coeff0_31*dmats0[31][10] + coeff0_32*dmats0[32][10] + coeff0_33*dmats0[33][10] + coeff0_34*dmats0[34][10];

5237

new_coeff0_11 = coeff0_0*dmats0[0][11] + coeff0_1*dmats0[1][11] + coeff0_2*dmats0[2][11] + coeff0_3*dmats0[3][11] + coeff0_4*dmats0[4][11] + coeff0_5*dmats0[5][11] + coeff0_6*dmats0[6][11] + coeff0_7*dmats0[7][11] + coeff0_8*dmats0[8][11] + coeff0_9*dmats0[9][11] + coeff0_10*dmats0[10][11] + coeff0_11*dmats0[11][11] + coeff0_12*dmats0[12][11] + coeff0_13*dmats0[13][11] + coeff0_14*dmats0[14][11] + coeff0_15*dmats0[15][11] + coeff0_16*dmats0[16][11] + coeff0_17*dmats0[17][11] + coeff0_18*dmats0[18][11] + coeff0_19*dmats0[19][11] + coeff0_20*dmats0[20][11] + coeff0_21*dmats0[21][11] + coeff0_22*dmats0[22][11] + coeff0_23*dmats0[23][11] + coeff0_24*dmats0[24][11] + coeff0_25*dmats0[25][11] + coeff0_26*dmats0[26][11] + coeff0_27*dmats0[27][11] + coeff0_28*dmats0[28][11] + coeff0_29*dmats0[29][11] + coeff0_30*dmats0[30][11] + coeff0_31*dmats0[31][11] + coeff0_32*dmats0[32][11] + coeff0_33*dmats0[33][11] + coeff0_34*dmats0[34][11];

5238

new_coeff0_12 = coeff0_0*dmats0[0][12] + coeff0_1*dmats0[1][12] + coeff0_2*dmats0[2][12] + coeff0_3*dmats0[3][12] + coeff0_4*dmats0[4][12] + coeff0_5*dmats0[5][12] + coeff0_6*dmats0[6][12] + coeff0_7*dmats0[7][12] + coeff0_8*dmats0[8][12] + coeff0_9*dmats0[9][12] + coeff0_10*dmats0[10][12] + coeff0_11*dmats0[11][12] + coeff0_12*dmats0[12][12] + coeff0_13*dmats0[13][12] + coeff0_14*dmats0[14][12] + coeff0_15*dmats0[15][12] + coeff0_16*dmats0[16][12] + coeff0_17*dmats0[17][12] + coeff0_18*dmats0[18][12] + coeff0_19*dmats0[19][12] + coeff0_20*dmats0[20][12] + coeff0_21*dmats0[21][12] + coeff0_22*dmats0[22][12] + coeff0_23*dmats0[23][12] + coeff0_24*dmats0[24][12] + coeff0_25*dmats0[25][12] + coeff0_26*dmats0[26][12] + coeff0_27*dmats0[27][12] + coeff0_28*dmats0[28][12] + coeff0_29*dmats0[29][12] + coeff0_30*dmats0[30][12] + coeff0_31*dmats0[31][12] + coeff0_32*dmats0[32][12] + coeff0_33*dmats0[33][12] + coeff0_34*dmats0[34][12];

5239

new_coeff0_13 = coeff0_0*dmats0[0][13] + coeff0_1*dmats0[1][13] + coeff0_2*dmats0[2][13] + coeff0_3*dmats0[3][13] + coeff0_4*dmats0[4][13] + coeff0_5*dmats0[5][13] + coeff0_6*dmats0[6][13] + coeff0_7*dmats0[7][13] + coeff0_8*dmats0[8][13] + coeff0_9*dmats0[9][13] + coeff0_10*dmats0[10][13] + coeff0_11*dmats0[11][13] + coeff0_12*dmats0[12][13] + coeff0_13*dmats0[13][13] + coeff0_14*dmats0[14][13] + coeff0_15*dmats0[15][13] + coeff0_16*dmats0[16][13] + coeff0_17*dmats0[17][13] + coeff0_18*dmats0[18][13] + coeff0_19*dmats0[19][13] + coeff0_20*dmats0[20][13] + coeff0_21*dmats0[21][13] + coeff0_22*dmats0[22][13] + coeff0_23*dmats0[23][13] + coeff0_24*dmats0[24][13] + coeff0_25*dmats0[25][13] + coeff0_26*dmats0[26][13] + coeff0_27*dmats0[27][13] + coeff0_28*dmats0[28][13] + coeff0_29*dmats0[29][13] + coeff0_30*dmats0[30][13] + coeff0_31*dmats0[31][13] + coeff0_32*dmats0[32][13] + coeff0_33*dmats0[33][13] + coeff0_34*dmats0[34][13];

5240

new_coeff0_14 = coeff0_0*dmats0[0][14] + coeff0_1*dmats0[1][14] + coeff0_2*dmats0[2][14] + coeff0_3*dmats0[3][14] + coeff0_4*dmats0[4][14] + coeff0_5*dmats0[5][14] + coeff0_6*dmats0[6][14] + coeff0_7*dmats0[7][14] + coeff0_8*dmats0[8][14] + coeff0_9*dmats0[9][14] + coeff0_10*dmats0[10][14] + coeff0_11*dmats0[11][14] + coeff0_12*dmats0[12][14] + coeff0_13*dmats0[13][14] + coeff0_14*dmats0[14][14] + coeff0_15*dmats0[15][14] + coeff0_16*dmats0[16][14] + coeff0_17*dmats0[17][14] + coeff0_18*dmats0[18][14] + coeff0_19*dmats0[19][14] + coeff0_20*dmats0[20][14] + coeff0_21*dmats0[21][14] + coeff0_22*dmats0[22][14] + coeff0_23*dmats0[23][14] + coeff0_24*dmats0[24][14] + coeff0_25*dmats0[25][14] + coeff0_26*dmats0[26][14] + coeff0_27*dmats0[27][14] + coeff0_28*dmats0[28][14] + coeff0_29*dmats0[29][14] + coeff0_30*dmats0[30][14] + coeff0_31*dmats0[31][14] + coeff0_32*dmats0[32][14] + coeff0_33*dmats0[33][14] + coeff0_34*dmats0[34][14];

5241

new_coeff0_15 = coeff0_0*dmats0[0][15] + coeff0_1*dmats0[1][15] + coeff0_2*dmats0[2][15] + coeff0_3*dmats0[3][15] + coeff0_4*dmats0[4][15] + coeff0_5*dmats0[5][15] + coeff0_6*dmats0[6][15] + coeff0_7*dmats0[7][15] + coeff0_8*dmats0[8][15] + coeff0_9*dmats0[9][15] + coeff0_10*dmats0[10][15] + coeff0_11*dmats0[11][15] + coeff0_12*dmats0[12][15] + coeff0_13*dmats0[13][15] + coeff0_14*dmats0[14][15] + coeff0_15*dmats0[15][15] + coeff0_16*dmats0[16][15] + coeff0_17*dmats0[17][15] + coeff0_18*dmats0[18][15] + coeff0_19*dmats0[19][15] + coeff0_20*dmats0[20][15] + coeff0_21*dmats0[21][15] + coeff0_22*dmats0[22][15] + coeff0_23*dmats0[23][15] + coeff0_24*dmats0[24][15] + coeff0_25*dmats0[25][15] + coeff0_26*dmats0[26][15] + coeff0_27*dmats0[27][15] + coeff0_28*dmats0[28][15] + coeff0_29*dmats0[29][15] + coeff0_30*dmats0[30][15] + coeff0_31*dmats0[31][15] + coeff0_32*dmats0[32][15] + coeff0_33*dmats0[33][15] + coeff0_34*dmats0[34][15];

5242

new_coeff0_16 = coeff0_0*dmats0[0][16] + coeff0_1*dmats0[1][16] + coeff0_2*dmats0[2][16] + coeff0_3*dmats0[3][16] + coeff0_4*dmats0[4][16] + coeff0_5*dmats0[5][16] + coeff0_6*dmats0[6][16] + coeff0_7*dmats0[7][16] + coeff0_8*dmats0[8][16] + coeff0_9*dmats0[9][16] + coeff0_10*dmats0[10][16] + coeff0_11*dmats0[11][16] + coeff0_12*dmats0[12][16] + coeff0_13*dmats0[13][16] + coeff0_14*dmats0[14][16] + coeff0_15*dmats0[15][16] + coeff0_16*dmats0[16][16] + coeff0_17*dmats0[17][16] + coeff0_18*dmats0[18][16] + coeff0_19*dmats0[19][16] + coeff0_20*dmats0[20][16] + coeff0_21*dmats0[21][16] + coeff0_22*dmats0[22][16] + coeff0_23*dmats0[23][16] + coeff0_24*dmats0[24][16] + coeff0_25*dmats0[25][16] + coeff0_26*dmats0[26][16] + coeff0_27*dmats0[27][16] + coeff0_28*dmats0[28][16] + coeff0_29*dmats0[29][16] + coeff0_30*dmats0[30][16] + coeff0_31*dmats0[31][16] + coeff0_32*dmats0[32][16] + coeff0_33*dmats0[33][16] + coeff0_34*dmats0[34][16];

5243

new_coeff0_17 = coeff0_0*dmats0[0][17] + coeff0_1*dmats0[1][17] + coeff0_2*dmats0[2][17] + coeff0_3*dmats0[3][17] + coeff0_4*dmats0[4][17] + coeff0_5*dmats0[5][17] + coeff0_6*dmats0[6][17] + coeff0_7*dmats0[7][17] + coeff0_8*dmats0[8][17] + coeff0_9*dmats0[9][17] + coeff0_10*dmats0[10][17] + coeff0_11*dmats0[11][17] + coeff0_12*dmats0[12][17] + coeff0_13*dmats0[13][17] + coeff0_14*dmats0[14][17] + coeff0_15*dmats0[15][17] + coeff0_16*dmats0[16][17] + coeff0_17*dmats0[17][17] + coeff0_18*dmats0[18][17] + coeff0_19*dmats0[19][17] + coeff0_20*dmats0[20][17] + coeff0_21*dmats0[21][17] + coeff0_22*dmats0[22][17] + coeff0_23*dmats0[23][17] + coeff0_24*dmats0[24][17] + coeff0_25*dmats0[25][17] + coeff0_26*dmats0[26][17] + coeff0_27*dmats0[27][17] + coeff0_28*dmats0[28][17] + coeff0_29*dmats0[29][17] + coeff0_30*dmats0[30][17] + coeff0_31*dmats0[31][17] + coeff0_32*dmats0[32][17] + coeff0_33*dmats0[33][17] + coeff0_34*dmats0[34][17];

5244

new_coeff0_18 = coeff0_0*dmats0[0][18] + coeff0_1*dmats0[1][18] + coeff0_2*dmats0[2][18] + coeff0_3*dmats0[3][18] + coeff0_4*dmats0[4][18] + coeff0_5*dmats0[5][18] + coeff0_6*dmats0[6][18] + coeff0_7*dmats0[7][18] + coeff0_8*dmats0[8][18] + coeff0_9*dmats0[9][18] + coeff0_10*dmats0[10][18] + coeff0_11*dmats0[11][18] + coeff0_12*dmats0[12][18] + coeff0_13*dmats0[13][18] + coeff0_14*dmats0[14][18] + coeff0_15*dmats0[15][18] + coeff0_16*dmats0[16][18] + coeff0_17*dmats0[17][18] + coeff0_18*dmats0[18][18] + coeff0_19*dmats0[19][18] + coeff0_20*dmats0[20][18] + coeff0_21*dmats0[21][18] + coeff0_22*dmats0[22][18] + coeff0_23*dmats0[23][18] + coeff0_24*dmats0[24][18] + coeff0_25*dmats0[25][18] + coeff0_26*dmats0[26][18] + coeff0_27*dmats0[27][18] + coeff0_28*dmats0[28][18] + coeff0_29*dmats0[29][18] + coeff0_30*dmats0[30][18] + coeff0_31*dmats0[31][18] + coeff0_32*dmats0[32][18] + coeff0_33*dmats0[33][18] + coeff0_34*dmats0[34][18];

5245

new_coeff0_19 = coeff0_0*dmats0[0][19] + coeff0_1*dmats0[1][19] + coeff0_2*dmats0[2][19] + coeff0_3*dmats0[3][19] + coeff0_4*dmats0[4][19] + coeff0_5*dmats0[5][19] + coeff0_6*dmats0[6][19] + coeff0_7*dmats0[7][19] + coeff0_8*dmats0[8][19] + coeff0_9*dmats0[9][19] + coeff0_10*dmats0[10][19] + coeff0_11*dmats0[11][19] + coeff0_12*dmats0[12][19] + coeff0_13*dmats0[13][19] + coeff0_14*dmats0[14][19] + coeff0_15*dmats0[15][19] + coeff0_16*dmats0[16][19] + coeff0_17*dmats0[17][19] + coeff0_18*dmats0[18][19] + coeff0_19*dmats0[19][19] + coeff0_20*dmats0[20][19] + coeff0_21*dmats0[21][19] + coeff0_22*dmats0[22][19] + coeff0_23*dmats0[23][19] + coeff0_24*dmats0[24][19] + coeff0_25*dmats0[25][19] + coeff0_26*dmats0[26][19] + coeff0_27*dmats0[27][19] + coeff0_28*dmats0[28][19] + coeff0_29*dmats0[29][19] + coeff0_30*dmats0[30][19] + coeff0_31*dmats0[31][19] + coeff0_32*dmats0[32][19] + coeff0_33*dmats0[33][19] + coeff0_34*dmats0[34][19];

5246

new_coeff0_20 = coeff0_0*dmats0[0][20] + coeff0_1*dmats0[1][20] + coeff0_2*dmats0[2][20] + coeff0_3*dmats0[3][20] + coeff0_4*dmats0[4][20] + coeff0_5*dmats0[5][20] + coeff0_6*dmats0[6][20] + coeff0_7*dmats0[7][20] + coeff0_8*dmats0[8][20] + coeff0_9*dmats0[9][20] + coeff0_10*dmats0[10][20] + coeff0_11*dmats0[11][20] + coeff0_12*dmats0[12][20] + coeff0_13*dmats0[13][20] + coeff0_14*dmats0[14][20] + coeff0_15*dmats0[15][20] + coeff0_16*dmats0[16][20] + coeff0_17*dmats0[17][20] + coeff0_18*dmats0[18][20] + coeff0_19*dmats0[19][20] + coeff0_20*dmats0[20][20] + coeff0_21*dmats0[21][20] + coeff0_22*dmats0[22][20] + coeff0_23*dmats0[23][20] + coeff0_24*dmats0[24][20] + coeff0_25*dmats0[25][20] + coeff0_26*dmats0[26][20] + coeff0_27*dmats0[27][20] + coeff0_28*dmats0[28][20] + coeff0_29*dmats0[29][20] + coeff0_30*dmats0[30][20] + coeff0_31*dmats0[31][20] + coeff0_32*dmats0[32][20] + coeff0_33*dmats0[33][20] + coeff0_34*dmats0[34][20];

5247

new_coeff0_21 = coeff0_0*dmats0[0][21] + coeff0_1*dmats0[1][21] + coeff0_2*dmats0[2][21] + coeff0_3*dmats0[3][21] + coeff0_4*dmats0[4][21] + coeff0_5*dmats0[5][21] + coeff0_6*dmats0[6][21] + coeff0_7*dmats0[7][21] + coeff0_8*dmats0[8][21] + coeff0_9*dmats0[9][21] + coeff0_10*dmats0[10][21] + coeff0_11*dmats0[11][21] + coeff0_12*dmats0[12][21] + coeff0_13*dmats0[13][21] + coeff0_14*dmats0[14][21] + coeff0_15*dmats0[15][21] + coeff0_16*dmats0[16][21] + coeff0_17*dmats0[17][21] + coeff0_18*dmats0[18][21] + coeff0_19*dmats0[19][21] + coeff0_20*dmats0[20][21] + coeff0_21*dmats0[21][21] + coeff0_22*dmats0[22][21] + coeff0_23*dmats0[23][21] + coeff0_24*dmats0[24][21] + coeff0_25*dmats0[25][21] + coeff0_26*dmats0[26][21] + coeff0_27*dmats0[27][21] + coeff0_28*dmats0[28][21] + coeff0_29*dmats0[29][21] + coeff0_30*dmats0[30][21] + coeff0_31*dmats0[31][21] + coeff0_32*dmats0[32][21] + coeff0_33*dmats0[33][21] + coeff0_34*dmats0[34][21];

5248

new_coeff0_22 = coeff0_0*dmats0[0][22] + coeff0_1*dmats0[1][22] + coeff0_2*dmats0[2][22] + coeff0_3*dmats0[3][22] + coeff0_4*dmats0[4][22] + coeff0_5*dmats0[5][22] + coeff0_6*dmats0[6][22] + coeff0_7*dmats0[7][22] + coeff0_8*dmats0[8][22] + coeff0_9*dmats0[9][22] + coeff0_10*dmats0[10][22] + coeff0_11*dmats0[11][22] + coeff0_12*dmats0[12][22] + coeff0_13*dmats0[13][22] + coeff0_14*dmats0[14][22] + coeff0_15*dmats0[15][22] + coeff0_16*dmats0[16][22] + coeff0_17*dmats0[17][22] + coeff0_18*dmats0[18][22] + coeff0_19*dmats0[19][22] + coeff0_20*dmats0[20][22] + coeff0_21*dmats0[21][22] + coeff0_22*dmats0[22][22] + coeff0_23*dmats0[23][22] + coeff0_24*dmats0[24][22] + coeff0_25*dmats0[25][22] + coeff0_26*dmats0[26][22] + coeff0_27*dmats0[27][22] + coeff0_28*dmats0[28][22] + coeff0_29*dmats0[29][22] + coeff0_30*dmats0[30][22] + coeff0_31*dmats0[31][22] + coeff0_32*dmats0[32][22] + coeff0_33*dmats0[33][22] + coeff0_34*dmats0[34][22];

5249

new_coeff0_23 = coeff0_0*dmats0[0][23] + coeff0_1*dmats0[1][23] + coeff0_2*dmats0[2][23] + coeff0_3*dmats0[3][23] + coeff0_4*dmats0[4][23] + coeff0_5*dmats0[5][23] + coeff0_6*dmats0[6][23] + coeff0_7*dmats0[7][23] + coeff0_8*dmats0[8][23] + coeff0_9*dmats0[9][23] + coeff0_10*dmats0[10][23] + coeff0_11*dmats0[11][23] + coeff0_12*dmats0[12][23] + coeff0_13*dmats0[13][23] + coeff0_14*dmats0[14][23] + coeff0_15*dmats0[15][23] + coeff0_16*dmats0[16][23] + coeff0_17*dmats0[17][23] + coeff0_18*dmats0[18][23] + coeff0_19*dmats0[19][23] + coeff0_20*dmats0[20][23] + coeff0_21*dmats0[21][23] + coeff0_22*dmats0[22][23] + coeff0_23*dmats0[23][23] + coeff0_24*dmats0[24][23] + coeff0_25*dmats0[25][23] + coeff0_26*dmats0[26][23] + coeff0_27*dmats0[27][23] + coeff0_28*dmats0[28][23] + coeff0_29*dmats0[29][23] + coeff0_30*dmats0[30][23] + coeff0_31*dmats0[31][23] + coeff0_32*dmats0[32][23] + coeff0_33*dmats0[33][23] + coeff0_34*dmats0[34][23];

5250

new_coeff0_24 = coeff0_0*dmats0[0][24] + coeff0_1*dmats0[1][24] + coeff0_2*dmats0[2][24] + coeff0_3*dmats0[3][24] + coeff0_4*dmats0[4][24] + coeff0_5*dmats0[5][24] + coeff0_6*dmats0[6][24] + coeff0_7*dmats0[7][24] + coeff0_8*dmats0[8][24] + coeff0_9*dmats0[9][24] + coeff0_10*dmats0[10][24] + coeff0_11*dmats0[11][24] + coeff0_12*dmats0[12][24] + coeff0_13*dmats0[13][24] + coeff0_14*dmats0[14][24] + coeff0_15*dmats0[15][24] + coeff0_16*dmats0[16][24] + coeff0_17*dmats0[17][24] + coeff0_18*dmats0[18][24] + coeff0_19*dmats0[19][24] + coeff0_20*dmats0[20][24] + coeff0_21*dmats0[21][24] + coeff0_22*dmats0[22][24] + coeff0_23*dmats0[23][24] + coeff0_24*dmats0[24][24] + coeff0_25*dmats0[25][24] + coeff0_26*dmats0[26][24] + coeff0_27*dmats0[27][24] + coeff0_28*dmats0[28][24] + coeff0_29*dmats0[29][24] + coeff0_30*dmats0[30][24] + coeff0_31*dmats0[31][24] + coeff0_32*dmats0[32][24] + coeff0_33*dmats0[33][24] + coeff0_34*dmats0[34][24];

5251

new_coeff0_25 = coeff0_0*dmats0[0][25] + coeff0_1*dmats0[1][25] + coeff0_2*dmats0[2][25] + coeff0_3*dmats0[3][25] + coeff0_4*dmats0[4][25] + coeff0_5*dmats0[5][25] + coeff0_6*dmats0[6][25] + coeff0_7*dmats0[7][25] + coeff0_8*dmats0[8][25] + coeff0_9*dmats0[9][25] + coeff0_10*dmats0[10][25] + coeff0_11*dmats0[11][25] + coeff0_12*dmats0[12][25] + coeff0_13*dmats0[13][25] + coeff0_14*dmats0[14][25] + coeff0_15*dmats0[15][25] + coeff0_16*dmats0[16][25] + coeff0_17*dmats0[17][25] + coeff0_18*dmats0[18][25] + coeff0_19*dmats0[19][25] + coeff0_20*dmats0[20][25] + coeff0_21*dmats0[21][25] + coeff0_22*dmats0[22][25] + coeff0_23*dmats0[23][25] + coeff0_24*dmats0[24][25] + coeff0_25*dmats0[25][25] + coeff0_26*dmats0[26][25] + coeff0_27*dmats0[27][25] + coeff0_28*dmats0[28][25] + coeff0_29*dmats0[29][25] + coeff0_30*dmats0[30][25] + coeff0_31*dmats0[31][25] + coeff0_32*dmats0[32][25] + coeff0_33*dmats0[33][25] + coeff0_34*dmats0[34][25];

5252

new_coeff0_26 = coeff0_0*dmats0[0][26] + coeff0_1*dmats0[1][26] + coeff0_2*dmats0[2][26] + coeff0_3*dmats0[3][26] + coeff0_4*dmats0[4][26] + coeff0_5*dmats0[5][26] + coeff0_6*dmats0[6][26] + coeff0_7*dmats0[7][26] + coeff0_8*dmats0[8][26] + coeff0_9*dmats0[9][26] + coeff0_10*dmats0[10][26] + coeff0_11*dmats0[11][26] + coeff0_12*dmats0[12][26] + coeff0_13*dmats0[13][26] + coeff0_14*dmats0[14][26] + coeff0_15*dmats0[15][26] + coeff0_16*dmats0[16][26] + coeff0_17*dmats0[17][26] + coeff0_18*dmats0[18][26] + coeff0_19*dmats0[19][26] + coeff0_20*dmats0[20][26] + coeff0_21*dmats0[21][26] + coeff0_22*dmats0[22][26] + coeff0_23*dmats0[23][26] + coeff0_24*dmats0[24][26] + coeff0_25*dmats0[25][26] + coeff0_26*dmats0[26][26] + coeff0_27*dmats0[27][26] + coeff0_28*dmats0[28][26] + coeff0_29*dmats0[29][26] + coeff0_30*dmats0[30][26] + coeff0_31*dmats0[31][26] + coeff0_32*dmats0[32][26] + coeff0_33*dmats0[33][26] + coeff0_34*dmats0[34][26];

5253

new_coeff0_27 = coeff0_0*dmats0[0][27] + coeff0_1*dmats0[1][27] + coeff0_2*dmats0[2][27] + coeff0_3*dmats0[3][27] + coeff0_4*dmats0[4][27] + coeff0_5*dmats0[5][27] + coeff0_6*dmats0[6][27] + coeff0_7*dmats0[7][27] + coeff0_8*dmats0[8][27] + coeff0_9*dmats0[9][27] + coeff0_10*dmats0[10][27] + coeff0_11*dmats0[11][27] + coeff0_12*dmats0[12][27] + coeff0_13*dmats0[13][27] + coeff0_14*dmats0[14][27] + coeff0_15*dmats0[15][27] + coeff0_16*dmats0[16][27] + coeff0_17*dmats0[17][27] + coeff0_18*dmats0[18][27] + coeff0_19*dmats0[19][27] + coeff0_20*dmats0[20][27] + coeff0_21*dmats0[21][27] + coeff0_22*dmats0[22][27] + coeff0_23*dmats0[23][27] + coeff0_24*dmats0[24][27] + coeff0_25*dmats0[25][27] + coeff0_26*dmats0[26][27] + coeff0_27*dmats0[27][27] + coeff0_28*dmats0[28][27] + coeff0_29*dmats0[29][27] + coeff0_30*dmats0[30][27] + coeff0_31*dmats0[31][27] + coeff0_32*dmats0[32][27] + coeff0_33*dmats0[33][27] + coeff0_34*dmats0[34][27];

5254

new_coeff0_28 = coeff0_0*dmats0[0][28] + coeff0_1*dmats0[1][28] + coeff0_2*dmats0[2][28] + coeff0_3*dmats0[3][28] + coeff0_4*dmats0[4][28] + coeff0_5*dmats0[5][28] + coeff0_6*dmats0[6][28] + coeff0_7*dmats0[7][28] + coeff0_8*dmats0[8][28] + coeff0_9*dmats0[9][28] + coeff0_10*dmats0[10][28] + coeff0_11*dmats0[11][28] + coeff0_12*dmats0[12][28] + coeff0_13*dmats0[13][28] + coeff0_14*dmats0[14][28] + coeff0_15*dmats0[15][28] + coeff0_16*dmats0[16][28] + coeff0_17*dmats0[17][28] + coeff0_18*dmats0[18][28] + coeff0_19*dmats0[19][28] + coeff0_20*dmats0[20][28] + coeff0_21*dmats0[21][28] + coeff0_22*dmats0[22][28] + coeff0_23*dmats0[23][28] + coeff0_24*dmats0[24][28] + coeff0_25*dmats0[25][28] + coeff0_26*dmats0[26][28] + coeff0_27*dmats0[27][28] + coeff0_28*dmats0[28][28] + coeff0_29*dmats0[29][28] + coeff0_30*dmats0[30][28] + coeff0_31*dmats0[31][28] + coeff0_32*dmats0[32][28] + coeff0_33*dmats0[33][28] + coeff0_34*dmats0[34][28];

5255

new_coeff0_29 = coeff0_0*dmats0[0][29] + coeff0_1*dmats0[1][29] + coeff0_2*dmats0[2][29] + coeff0_3*dmats0[3][29] + coeff0_4*dmats0[4][29] + coeff0_5*dmats0[5][29] + coeff0_6*dmats0[6][29] + coeff0_7*dmats0[7][29] + coeff0_8*dmats0[8][29] + coeff0_9*dmats0[9][29] + coeff0_10*dmats0[10][29] + coeff0_11*dmats0[11][29] + coeff0_12*dmats0[12][29] + coeff0_13*dmats0[13][29] + coeff0_14*dmats0[14][29] + coeff0_15*dmats0[15][29] + coeff0_16*dmats0[16][29] + coeff0_17*dmats0[17][29] + coeff0_18*dmats0[18][29] + coeff0_19*dmats0[19][29] + coeff0_20*dmats0[20][29] + coeff0_21*dmats0[21][29] + coeff0_22*dmats0[22][29] + coeff0_23*dmats0[23][29] + coeff0_24*dmats0[24][29] + coeff0_25*dmats0[25][29] + coeff0_26*dmats0[26][29] + coeff0_27*dmats0[27][29] + coeff0_28*dmats0[28][29] + coeff0_29*dmats0[29][29] + coeff0_30*dmats0[30][29] + coeff0_31*dmats0[31][29] + coeff0_32*dmats0[32][29] + coeff0_33*dmats0[33][29] + coeff0_34*dmats0[34][29];

5256

new_coeff0_30 = coeff0_0*dmats0[0][30] + coeff0_1*dmats0[1][30] + coeff0_2*dmats0[2][30] + coeff0_3*dmats0[3][30] + coeff0_4*dmats0[4][30] + coeff0_5*dmats0[5][30] + coeff0_6*dmats0[6][30] + coeff0_7*dmats0[7][30] + coeff0_8*dmats0[8][30] + coeff0_9*dmats0[9][30] + coeff0_10*dmats0[10][30] + coeff0_11*dmats0[11][30] + coeff0_12*dmats0[12][30] + coeff0_13*dmats0[13][30] + coeff0_14*dmats0[14][30] + coeff0_15*dmats0[15][30] + coeff0_16*dmats0[16][30] + coeff0_17*dmats0[17][30] + coeff0_18*dmats0[18][30] + coeff0_19*dmats0[19][30] + coeff0_20*dmats0[20][30] + coeff0_21*dmats0[21][30] + coeff0_22*dmats0[22][30] + coeff0_23*dmats0[23][30] + coeff0_24*dmats0[24][30] + coeff0_25*dmats0[25][30] + coeff0_26*dmats0[26][30] + coeff0_27*dmats0[27][30] + coeff0_28*dmats0[28][30] + coeff0_29*dmats0[29][30] + coeff0_30*dmats0[30][30] + coeff0_31*dmats0[31][30] + coeff0_32*dmats0[32][30] + coeff0_33*dmats0[33][30] + coeff0_34*dmats0[34][30];

5257

new_coeff0_31 = coeff0_0*dmats0[0][31] + coeff0_1*dmats0[1][31] + coeff0_2*dmats0[2][31] + coeff0_3*dmats0[3][31] + coeff0_4*dmats0[4][31] + coeff0_5*dmats0[5][31] + coeff0_6*dmats0[6][31] + coeff0_7*dmats0[7][31] + coeff0_8*dmats0[8][31] + coeff0_9*dmats0[9][31] + coeff0_10*dmats0[10][31] + coeff0_11*dmats0[11][31] + coeff0_12*dmats0[12][31] + coeff0_13*dmats0[13][31] + coeff0_14*dmats0[14][31] + coeff0_15*dmats0[15][31] + coeff0_16*dmats0[16][31] + coeff0_17*dmats0[17][31] + coeff0_18*dmats0[18][31] + coeff0_19*dmats0[19][31] + coeff0_20*dmats0[20][31] + coeff0_21*dmats0[21][31] + coeff0_22*dmats0[22][31] + coeff0_23*dmats0[23][31] + coeff0_24*dmats0[24][31] + coeff0_25*dmats0[25][31] + coeff0_26*dmats0[26][31] + coeff0_27*dmats0[27][31] + coeff0_28*dmats0[28][31] + coeff0_29*dmats0[29][31] + coeff0_30*dmats0[30][31] + coeff0_31*dmats0[31][31] + coeff0_32*dmats0[32][31] + coeff0_33*dmats0[33][31] + coeff0_34*dmats0[34][31];

5258

new_coeff0_32 = coeff0_0*dmats0[0][32] + coeff0_1*dmats0[1][32] + coeff0_2*dmats0[2][32] + coeff0_3*dmats0[3][32] + coeff0_4*dmats0[4][32] + coeff0_5*dmats0[5][32] + coeff0_6*dmats0[6][32] + coeff0_7*dmats0[7][32] + coeff0_8*dmats0[8][32] + coeff0_9*dmats0[9][32] + coeff0_10*dmats0[10][32] + coeff0_11*dmats0[11][32] + coeff0_12*dmats0[12][32] + coeff0_13*dmats0[13][32] + coeff0_14*dmats0[14][32] + coeff0_15*dmats0[15][32] + coeff0_16*dmats0[16][32] + coeff0_17*dmats0[17][32] + coeff0_18*dmats0[18][32] + coeff0_19*dmats0[19][32] + coeff0_20*dmats0[20][32] + coeff0_21*dmats0[21][32] + coeff0_22*dmats0[22][32] + coeff0_23*dmats0[23][32] + coeff0_24*dmats0[24][32] + coeff0_25*dmats0[25][32] + coeff0_26*dmats0[26][32] + coeff0_27*dmats0[27][32] + coeff0_28*dmats0[28][32] + coeff0_29*dmats0[29][32] + coeff0_30*dmats0[30][32] + coeff0_31*dmats0[31][32] + coeff0_32*dmats0[32][32] + coeff0_33*dmats0[33][32] + coeff0_34*dmats0[34][32];

5259

new_coeff0_33 = coeff0_0*dmats0[0][33] + coeff0_1*dmats0[1][33] + coeff0_2*dmats0[2][33] + coeff0_3*dmats0[3][33] + coeff0_4*dmats0[4][33] + coeff0_5*dmats0[5][33] + coeff0_6*dmats0[6][33] + coeff0_7*dmats0[7][33] + coeff0_8*dmats0[8][33] + coeff0_9*dmats0[9][33] + coeff0_10*dmats0[10][33] + coeff0_11*dmats0[11][33] + coeff0_12*dmats0[12][33] + coeff0_13*dmats0[13][33] + coeff0_14*dmats0[14][33] + coeff0_15*dmats0[15][33] + coeff0_16*dmats0[16][33] + coeff0_17*dmats0[17][33] + coeff0_18*dmats0[18][33] + coeff0_19*dmats0[19][33] + coeff0_20*dmats0[20][33] + coeff0_21*dmats0[21][33] + coeff0_22*dmats0[22][33] + coeff0_23*dmats0[23][33] + coeff0_24*dmats0[24][33] + coeff0_25*dmats0[25][33] + coeff0_26*dmats0[26][33] + coeff0_27*dmats0[27][33] + coeff0_28*dmats0[28][33] + coeff0_29*dmats0[29][33] + coeff0_30*dmats0[30][33] + coeff0_31*dmats0[31][33] + coeff0_32*dmats0[32][33] + coeff0_33*dmats0[33][33] + coeff0_34*dmats0[34][33];

5260

new_coeff0_34 = coeff0_0*dmats0[0][34] + coeff0_1*dmats0[1][34] + coeff0_2*dmats0[2][34] + coeff0_3*dmats0[3][34] + coeff0_4*dmats0[4][34] + coeff0_5*dmats0[5][34] + coeff0_6*dmats0[6][34] + coeff0_7*dmats0[7][34] + coeff0_8*dmats0[8][34] + coeff0_9*dmats0[9][34] + coeff0_10*dmats0[10][34] + coeff0_11*dmats0[11][34] + coeff0_12*dmats0[12][34] + coeff0_13*dmats0[13][34] + coeff0_14*dmats0[14][34] + coeff0_15*dmats0[15][34] + coeff0_16*dmats0[16][34] + coeff0_17*dmats0[17][34] + coeff0_18*dmats0[18][34] + coeff0_19*dmats0[19][34] + coeff0_20*dmats0[20][34] + coeff0_21*dmats0[21][34] + coeff0_22*dmats0[22][34] + coeff0_23*dmats0[23][34] + coeff0_24*dmats0[24][34] + coeff0_25*dmats0[25][34] + coeff0_26*dmats0[26][34] + coeff0_27*dmats0[27][34] + coeff0_28*dmats0[28][34] + coeff0_29*dmats0[29][34] + coeff0_30*dmats0[30][34] + coeff0_31*dmats0[31][34] + coeff0_32*dmats0[32][34] + coeff0_33*dmats0[33][34] + coeff0_34*dmats0[34][34];

5261

}

5262

if(combinations[deriv_num][j] == 1)

5263

{

5264

new_coeff0_0 = coeff0_0*dmats1[0][0] + coeff0_1*dmats1[1][0] + coeff0_2*dmats1[2][0] + coeff0_3*dmats1[3][0] + coeff0_4*dmats1[4][0] + coeff0_5*dmats1[5][0] + coeff0_6*dmats1[6][0] + coeff0_7*dmats1[7][0] + coeff0_8*dmats1[8][0] + coeff0_9*dmats1[9][0] + coeff0_10*dmats1[10][0] + coeff0_11*dmats1[11][0] + coeff0_12*dmats1[12][0] + coeff0_13*dmats1[13][0] + coeff0_14*dmats1[14][0] + coeff0_15*dmats1[15][0] + coeff0_16*dmats1[16][0] + coeff0_17*dmats1[17][0] + coeff0_18*dmats1[18][0] + coeff0_19*dmats1[19][0] + coeff0_20*dmats1[20][0] + coeff0_21*dmats1[21][0] + coeff0_22*dmats1[22][0] + coeff0_23*dmats1[23][0] + coeff0_24*dmats1[24][0] + coeff0_25*dmats1[25][0] + coeff0_26*dmats1[26][0] + coeff0_27*dmats1[27][0] + coeff0_28*dmats1[28][0] + coeff0_29*dmats1[29][0] + coeff0_30*dmats1[30][0] + coeff0_31*dmats1[31][0] + coeff0_32*dmats1[32][0] + coeff0_33*dmats1[33][0] + coeff0_34*dmats1[34][0];

5265

new_coeff0_1 = coeff0_0*dmats1[0][1] + coeff0_1*dmats1[1][1] + coeff0_2*dmats1[2][1] + coeff0_3*dmats1[3][1] + coeff0_4*dmats1[4][1] + coeff0_5*dmats1[5][1] + coeff0_6*dmats1[6][1] + coeff0_7*dmats1[7][1] + coeff0_8*dmats1[8][1] + coeff0_9*dmats1[9][1] + coeff0_10*dmats1[10][1] + coeff0_11*dmats1[11][1] + coeff0_12*dmats1[12][1] + coeff0_13*dmats1[13][1] + coeff0_14*dmats1[14][1] + coeff0_15*dmats1[15][1] + coeff0_16*dmats1[16][1] + coeff0_17*dmats1[17][1] + coeff0_18*dmats1[18][1] + coeff0_19*dmats1[19][1] + coeff0_20*dmats1[20][1] + coeff0_21*dmats1[21][1] + coeff0_22*dmats1[22][1] + coeff0_23*dmats1[23][1] + coeff0_24*dmats1[24][1] + coeff0_25*dmats1[25][1] + coeff0_26*dmats1[26][1] + coeff0_27*dmats1[27][1] + coeff0_28*dmats1[28][1] + coeff0_29*dmats1[29][1] + coeff0_30*dmats1[30][1] + coeff0_31*dmats1[31][1] + coeff0_32*dmats1[32][1] + coeff0_33*dmats1[33][1] + coeff0_34*dmats1[34][1];

5266

new_coeff0_2 = coeff0_0*dmats1[0][2] + coeff0_1*dmats1[1][2] + coeff0_2*dmats1[2][2] + coeff0_3*dmats1[3][2] + coeff0_4*dmats1[4][2] + coeff0_5*dmats1[5][2] + coeff0_6*dmats1[6][2] + coeff0_7*dmats1[7][2] + coeff0_8*dmats1[8][2] + coeff0_9*dmats1[9][2] + coeff0_10*dmats1[10][2] + coeff0_11*dmats1[11][2] + coeff0_12*dmats1[12][2] + coeff0_13*dmats1[13][2] + coeff0_14*dmats1[14][2] + coeff0_15*dmats1[15][2] + coeff0_16*dmats1[16][2] + coeff0_17*dmats1[17][2] + coeff0_18*dmats1[18][2] + coeff0_19*dmats1[19][2] + coeff0_20*dmats1[20][2] + coeff0_21*dmats1[21][2] + coeff0_22*dmats1[22][2] + coeff0_23*dmats1[23][2] + coeff0_24*dmats1[24][2] + coeff0_25*dmats1[25][2] + coeff0_26*dmats1[26][2] + coeff0_27*dmats1[27][2] + coeff0_28*dmats1[28][2] + coeff0_29*dmats1[29][2] + coeff0_30*dmats1[30][2] + coeff0_31*dmats1[31][2] + coeff0_32*dmats1[32][2] + coeff0_33*dmats1[33][2] + coeff0_34*dmats1[34][2];

5267

new_coeff0_3 = coeff0_0*dmats1[0][3] + coeff0_1*dmats1[1][3] + coeff0_2*dmats1[2][3] + coeff0_3*dmats1[3][3] + coeff0_4*dmats1[4][3] + coeff0_5*dmats1[5][3] + coeff0_6*dmats1[6][3] + coeff0_7*dmats1[7][3] + coeff0_8*dmats1[8][3] + coeff0_9*dmats1[9][3] + coeff0_10*dmats1[10][3] + coeff0_11*dmats1[11][3] + coeff0_12*dmats1[12][3] + coeff0_13*dmats1[13][3] + coeff0_14*dmats1[14][3] + coeff0_15*dmats1[15][3] + coeff0_16*dmats1[16][3] + coeff0_17*dmats1[17][3] + coeff0_18*dmats1[18][3] + coeff0_19*dmats1[19][3] + coeff0_20*dmats1[20][3] + coeff0_21*dmats1[21][3] + coeff0_22*dmats1[22][3] + coeff0_23*dmats1[23][3] + coeff0_24*dmats1[24][3] + coeff0_25*dmats1[25][3] + coeff0_26*dmats1[26][3] + coeff0_27*dmats1[27][3] + coeff0_28*dmats1[28][3] + coeff0_29*dmats1[29][3] + coeff0_30*dmats1[30][3] + coeff0_31*dmats1[31][3] + coeff0_32*dmats1[32][3] + coeff0_33*dmats1[33][3] + coeff0_34*dmats1[34][3];

5268

new_coeff0_4 = coeff0_0*dmats1[0][4] + coeff0_1*dmats1[1][4] + coeff0_2*dmats1[2][4] + coeff0_3*dmats1[3][4] + coeff0_4*dmats1[4][4] + coeff0_5*dmats1[5][4] + coeff0_6*dmats1[6][4] + coeff0_7*dmats1[7][4] + coeff0_8*dmats1[8][4] + coeff0_9*dmats1[9][4] + coeff0_10*dmats1[10][4] + coeff0_11*dmats1[11][4] + coeff0_12*dmats1[12][4] + coeff0_13*dmats1[13][4] + coeff0_14*dmats1[14][4] + coeff0_15*dmats1[15][4] + coeff0_16*dmats1[16][4] + coeff0_17*dmats1[17][4] + coeff0_18*dmats1[18][4] + coeff0_19*dmats1[19][4] + coeff0_20*dmats1[20][4] + coeff0_21*dmats1[21][4] + coeff0_22*dmats1[22][4] + coeff0_23*dmats1[23][4] + coeff0_24*dmats1[24][4] + coeff0_25*dmats1[25][4] + coeff0_26*dmats1[26][4] + coeff0_27*dmats1[27][4] + coeff0_28*dmats1[28][4] + coeff0_29*dmats1[29][4] + coeff0_30*dmats1[30][4] + coeff0_31*dmats1[31][4] + coeff0_32*dmats1[32][4] + coeff0_33*dmats1[33][4] + coeff0_34*dmats1[34][4];

5269

new_coeff0_5 = coeff0_0*dmats1[0][5] + coeff0_1*dmats1[1][5] + coeff0_2*dmats1[2][5] + coeff0_3*dmats1[3][5] + coeff0_4*dmats1[4][5] + coeff0_5*dmats1[5][5] + coeff0_6*dmats1[6][5] + coeff0_7*dmats1[7][5] + coeff0_8*dmats1[8][5] + coeff0_9*dmats1[9][5] + coeff0_10*dmats1[10][5] + coeff0_11*dmats1[11][5] + coeff0_12*dmats1[12][5] + coeff0_13*dmats1[13][5] + coeff0_14*dmats1[14][5] + coeff0_15*dmats1[15][5] + coeff0_16*dmats1[16][5] + coeff0_17*dmats1[17][5] + coeff0_18*dmats1[18][5] + coeff0_19*dmats1[19][5] + coeff0_20*dmats1[20][5] + coeff0_21*dmats1[21][5] + coeff0_22*dmats1[22][5] + coeff0_23*dmats1[23][5] + coeff0_24*dmats1[24][5] + coeff0_25*dmats1[25][5] + coeff0_26*dmats1[26][5] + coeff0_27*dmats1[27][5] + coeff0_28*dmats1[28][5] + coeff0_29*dmats1[29][5] + coeff0_30*dmats1[30][5] + coeff0_31*dmats1[31][5] + coeff0_32*dmats1[32][5] + coeff0_33*dmats1[33][5] + coeff0_34*dmats1[34][5];

5270

new_coeff0_6 = coeff0_0*dmats1[0][6] + coeff0_1*dmats1[1][6] + coeff0_2*dmats1[2][6] + coeff0_3*dmats1[3][6] + coeff0_4*dmats1[4][6] + coeff0_5*dmats1[5][6] + coeff0_6*dmats1[6][6] + coeff0_7*dmats1[7][6] + coeff0_8*dmats1[8][6] + coeff0_9*dmats1[9][6] + coeff0_10*dmats1[10][6] + coeff0_11*dmats1[11][6] + coeff0_12*dmats1[12][6] + coeff0_13*dmats1[13][6] + coeff0_14*dmats1[14][6] + coeff0_15*dmats1[15][6] + coeff0_16*dmats1[16][6] + coeff0_17*dmats1[17][6] + coeff0_18*dmats1[18][6] + coeff0_19*dmats1[19][6] + coeff0_20*dmats1[20][6] + coeff0_21*dmats1[21][6] + coeff0_22*dmats1[22][6] + coeff0_23*dmats1[23][6] + coeff0_24*dmats1[24][6] + coeff0_25*dmats1[25][6] + coeff0_26*dmats1[26][6] + coeff0_27*dmats1[27][6] + coeff0_28*dmats1[28][6] + coeff0_29*dmats1[29][6] + coeff0_30*dmats1[30][6] + coeff0_31*dmats1[31][6] + coeff0_32*dmats1[32][6] + coeff0_33*dmats1[33][6] + coeff0_34*dmats1[34][6];

5271

new_coeff0_7 = coeff0_0*dmats1[0][7] + coeff0_1*dmats1[1][7] + coeff0_2*dmats1[2][7] + coeff0_3*dmats1[3][7] + coeff0_4*dmats1[4][7] + coeff0_5*dmats1[5][7] + coeff0_6*dmats1[6][7] + coeff0_7*dmats1[7][7] + coeff0_8*dmats1[8][7] + coeff0_9*dmats1[9][7] + coeff0_10*dmats1[10][7] + coeff0_11*dmats1[11][7] + coeff0_12*dmats1[12][7] + coeff0_13*dmats1[13][7] + coeff0_14*dmats1[14][7] + coeff0_15*dmats1[15][7] + coeff0_16*dmats1[16][7] + coeff0_17*dmats1[17][7] + coeff0_18*dmats1[18][7] + coeff0_19*dmats1[19][7] + coeff0_20*dmats1[20][7] + coeff0_21*dmats1[21][7] + coeff0_22*dmats1[22][7] + coeff0_23*dmats1[23][7] + coeff0_24*dmats1[24][7] + coeff0_25*dmats1[25][7] + coeff0_26*dmats1[26][7] + coeff0_27*dmats1[27][7] + coeff0_28*dmats1[28][7] + coeff0_29*dmats1[29][7] + coeff0_30*dmats1[30][7] + coeff0_31*dmats1[31][7] + coeff0_32*dmats1[32][7] + coeff0_33*dmats1[33][7] + coeff0_34*dmats1[34][7];

5272

new_coeff0_8 = coeff0_0*dmats1[0][8] + coeff0_1*dmats1[1][8] + coeff0_2*dmats1[2][8] + coeff0_3*dmats1[3][8] + coeff0_4*dmats1[4][8] + coeff0_5*dmats1[5][8] + coeff0_6*dmats1[6][8] + coeff0_7*dmats1[7][8] + coeff0_8*dmats1[8][8] + coeff0_9*dmats1[9][8] + coeff0_10*dmats1[10][8] + coeff0_11*dmats1[11][8] + coeff0_12*dmats1[12][8] + coeff0_13*dmats1[13][8] + coeff0_14*dmats1[14][8] + coeff0_15*dmats1[15][8] + coeff0_16*dmats1[16][8] + coeff0_17*dmats1[17][8] + coeff0_18*dmats1[18][8] + coeff0_19*dmats1[19][8] + coeff0_20*dmats1[20][8] + coeff0_21*dmats1[21][8] + coeff0_22*dmats1[22][8] + coeff0_23*dmats1[23][8] + coeff0_24*dmats1[24][8] + coeff0_25*dmats1[25][8] + coeff0_26*dmats1[26][8] + coeff0_27*dmats1[27][8] + coeff0_28*dmats1[28][8] + coeff0_29*dmats1[29][8] + coeff0_30*dmats1[30][8] + coeff0_31*dmats1[31][8] + coeff0_32*dmats1[32][8] + coeff0_33*dmats1[33][8] + coeff0_34*dmats1[34][8];

5273

new_coeff0_9 = coeff0_0*dmats1[0][9] + coeff0_1*dmats1[1][9] + coeff0_2*dmats1[2][9] + coeff0_3*dmats1[3][9] + coeff0_4*dmats1[4][9] + coeff0_5*dmats1[5][9] + coeff0_6*dmats1[6][9] + coeff0_7*dmats1[7][9] + coeff0_8*dmats1[8][9] + coeff0_9*dmats1[9][9] + coeff0_10*dmats1[10][9] + coeff0_11*dmats1[11][9] + coeff0_12*dmats1[12][9] + coeff0_13*dmats1[13][9] + coeff0_14*dmats1[14][9] + coeff0_15*dmats1[15][9] + coeff0_16*dmats1[16][9] + coeff0_17*dmats1[17][9] + coeff0_18*dmats1[18][9] + coeff0_19*dmats1[19][9] + coeff0_20*dmats1[20][9] + coeff0_21*dmats1[21][9] + coeff0_22*dmats1[22][9] + coeff0_23*dmats1[23][9] + coeff0_24*dmats1[24][9] + coeff0_25*dmats1[25][9] + coeff0_26*dmats1[26][9] + coeff0_27*dmats1[27][9] + coeff0_28*dmats1[28][9] + coeff0_29*dmats1[29][9] + coeff0_30*dmats1[30][9] + coeff0_31*dmats1[31][9] + coeff0_32*dmats1[32][9] + coeff0_33*dmats1[33][9] + coeff0_34*dmats1[34][9];

5274

new_coeff0_10 = coeff0_0*dmats1[0][10] + coeff0_1*dmats1[1][10] + coeff0_2*dmats1[2][10] + coeff0_3*dmats1[3][10] + coeff0_4*dmats1[4][10] + coeff0_5*dmats1[5][10] + coeff0_6*dmats1[6][10] + coeff0_7*dmats1[7][10] + coeff0_8*dmats1[8][10] + coeff0_9*dmats1[9][10] + coeff0_10*dmats1[10][10] + coeff0_11*dmats1[11][10] + coeff0_12*dmats1[12][10] + coeff0_13*dmats1[13][10] + coeff0_14*dmats1[14][10] + coeff0_15*dmats1[15][10] + coeff0_16*dmats1[16][10] + coeff0_17*dmats1[17][10] + coeff0_18*dmats1[18][10] + coeff0_19*dmats1[19][10] + coeff0_20*dmats1[20][10] + coeff0_21*dmats1[21][10] + coeff0_22*dmats1[22][10] + coeff0_23*dmats1[23][10] + coeff0_24*dmats1[24][10] + coeff0_25*dmats1[25][10] + coeff0_26*dmats1[26][10] + coeff0_27*dmats1[27][10] + coeff0_28*dmats1[28][10] + coeff0_29*dmats1[29][10] + coeff0_30*dmats1[30][10] + coeff0_31*dmats1[31][10] + coeff0_32*dmats1[32][10] + coeff0_33*dmats1[33][10] + coeff0_34*dmats1[34][10];

5275

new_coeff0_11 = coeff0_0*dmats1[0][11] + coeff0_1*dmats1[1][11] + coeff0_2*dmats1[2][11] + coeff0_3*dmats1[3][11] + coeff0_4*dmats1[4][11] + coeff0_5*dmats1[5][11] + coeff0_6*dmats1[6][11] + coeff0_7*dmats1[7][11] + coeff0_8*dmats1[8][11] + coeff0_9*dmats1[9][11] + coeff0_10*dmats1[10][11] + coeff0_11*dmats1[11][11] + coeff0_12*dmats1[12][11] + coeff0_13*dmats1[13][11] + coeff0_14*dmats1[14][11] + coeff0_15*dmats1[15][11] + coeff0_16*dmats1[16][11] + coeff0_17*dmats1[17][11] + coeff0_18*dmats1[18][11] + coeff0_19*dmats1[19][11] + coeff0_20*dmats1[20][11] + coeff0_21*dmats1[21][11] + coeff0_22*dmats1[22][11] + coeff0_23*dmats1[23][11] + coeff0_24*dmats1[24][11] + coeff0_25*dmats1[25][11] + coeff0_26*dmats1[26][11] + coeff0_27*dmats1[27][11] + coeff0_28*dmats1[28][11] + coeff0_29*dmats1[29][11] + coeff0_30*dmats1[30][11] + coeff0_31*dmats1[31][11] + coeff0_32*dmats1[32][11] + coeff0_33*dmats1[33][11] + coeff0_34*dmats1[34][11];

5276

new_coeff0_12 = coeff0_0*dmats1[0][12] + coeff0_1*dmats1[1][12] + coeff0_2*dmats1[2][12] + coeff0_3*dmats1[3][12] + coeff0_4*dmats1[4][12] + coeff0_5*dmats1[5][12] + coeff0_6*dmats1[6][12] + coeff0_7*dmats1[7][12] + coeff0_8*dmats1[8][12] + coeff0_9*dmats1[9][12] + coeff0_10*dmats1[10][12] + coeff0_11*dmats1[11][12] + coeff0_12*dmats1[12][12] + coeff0_13*dmats1[13][12] + coeff0_14*dmats1[14][12] + coeff0_15*dmats1[15][12] + coeff0_16*dmats1[16][12] + coeff0_17*dmats1[17][12] + coeff0_18*dmats1[18][12] + coeff0_19*dmats1[19][12] + coeff0_20*dmats1[20][12] + coeff0_21*dmats1[21][12] + coeff0_22*dmats1[22][12] + coeff0_23*dmats1[23][12] + coeff0_24*dmats1[24][12] + coeff0_25*dmats1[25][12] + coeff0_26*dmats1[26][12] + coeff0_27*dmats1[27][12] + coeff0_28*dmats1[28][12] + coeff0_29*dmats1[29][12] + coeff0_30*dmats1[30][12] + coeff0_31*dmats1[31][12] + coeff0_32*dmats1[32][12] + coeff0_33*dmats1[33][12] + coeff0_34*dmats1[34][12];

5277

new_coeff0_13 = coeff0_0*dmats1[0][13] + coeff0_1*dmats1[1][13] + coeff0_2*dmats1[2][13] + coeff0_3*dmats1[3][13] + coeff0_4*dmats1[4][13] + coeff0_5*dmats1[5][13] + coeff0_6*dmats1[6][13] + coeff0_7*dmats1[7][13] + coeff0_8*dmats1[8][13] + coeff0_9*dmats1[9][13] + coeff0_10*dmats1[10][13] + coeff0_11*dmats1[11][13] + coeff0_12*dmats1[12][13] + coeff0_13*dmats1[13][13] + coeff0_14*dmats1[14][13] + coeff0_15*dmats1[15][13] + coeff0_16*dmats1[16][13] + coeff0_17*dmats1[17][13] + coeff0_18*dmats1[18][13] + coeff0_19*dmats1[19][13] + coeff0_20*dmats1[20][13] + coeff0_21*dmats1[21][13] + coeff0_22*dmats1[22][13] + coeff0_23*dmats1[23][13] + coeff0_24*dmats1[24][13] + coeff0_25*dmats1[25][13] + coeff0_26*dmats1[26][13] + coeff0_27*dmats1[27][13] + coeff0_28*dmats1[28][13] + coeff0_29*dmats1[29][13] + coeff0_30*dmats1[30][13] + coeff0_31*dmats1[31][13] + coeff0_32*dmats1[32][13] + coeff0_33*dmats1[33][13] + coeff0_34*dmats1[34][13];

5278

new_coeff0_14 = coeff0_0*dmats1[0][14] + coeff0_1*dmats1[1][14] + coeff0_2*dmats1[2][14] + coeff0_3*dmats1[3][14] + coeff0_4*dmats1[4][14] + coeff0_5*dmats1[5][14] + coeff0_6*dmats1[6][14] + coeff0_7*dmats1[7][14] + coeff0_8*dmats1[8][14] + coeff0_9*dmats1[9][14] + coeff0_10*dmats1[10][14] + coeff0_11*dmats1[11][14] + coeff0_12*dmats1[12][14] + coeff0_13*dmats1[13][14] + coeff0_14*dmats1[14][14] + coeff0_15*dmats1[15][14] + coeff0_16*dmats1[16][14] + coeff0_17*dmats1[17][14] + coeff0_18*dmats1[18][14] + coeff0_19*dmats1[19][14] + coeff0_20*dmats1[20][14] + coeff0_21*dmats1[21][14] + coeff0_22*dmats1[22][14] + coeff0_23*dmats1[23][14] + coeff0_24*dmats1[24][14] + coeff0_25*dmats1[25][14] + coeff0_26*dmats1[26][14] + coeff0_27*dmats1[27][14] + coeff0_28*dmats1[28][14] + coeff0_29*dmats1[29][14] + coeff0_30*dmats1[30][14] + coeff0_31*dmats1[31][14] + coeff0_32*dmats1[32][14] + coeff0_33*dmats1[33][14] + coeff0_34*dmats1[34][14];

5279

new_coeff0_15 = coeff0_0*dmats1[0][15] + coeff0_1*dmats1[1][15] + coeff0_2*dmats1[2][15] + coeff0_3*dmats1[3][15] + coeff0_4*dmats1[4][15] + coeff0_5*dmats1[5][15] + coeff0_6*dmats1[6][15] + coeff0_7*dmats1[7][15] + coeff0_8*dmats1[8][15] + coeff0_9*dmats1[9][15] + coeff0_10*dmats1[10][15] + coeff0_11*dmats1[11][15] + coeff0_12*dmats1[12][15] + coeff0_13*dmats1[13][15] + coeff0_14*dmats1[14][15] + coeff0_15*dmats1[15][15] + coeff0_16*dmats1[16][15] + coeff0_17*dmats1[17][15] + coeff0_18*dmats1[18][15] + coeff0_19*dmats1[19][15] + coeff0_20*dmats1[20][15] + coeff0_21*dmats1[21][15] + coeff0_22*dmats1[22][15] + coeff0_23*dmats1[23][15] + coeff0_24*dmats1[24][15] + coeff0_25*dmats1[25][15] + coeff0_26*dmats1[26][15] + coeff0_27*dmats1[27][15] + coeff0_28*dmats1[28][15] + coeff0_29*dmats1[29][15] + coeff0_30*dmats1[30][15] + coeff0_31*dmats1[31][15] + coeff0_32*dmats1[32][15] + coeff0_33*dmats1[33][15] + coeff0_34*dmats1[34][15];

5280

new_coeff0_16 = coeff0_0*dmats1[0][16] + coeff0_1*dmats1[1][16] + coeff0_2*dmats1[2][16] + coeff0_3*dmats1[3][16] + coeff0_4*dmats1[4][16] + coeff0_5*dmats1[5][16] + coeff0_6*dmats1[6][16] + coeff0_7*dmats1[7][16] + coeff0_8*dmats1[8][16] + coeff0_9*dmats1[9][16] + coeff0_10*dmats1[10][16] + coeff0_11*dmats1[11][16] + coeff0_12*dmats1[12][16] + coeff0_13*dmats1[13][16] + coeff0_14*dmats1[14][16] + coeff0_15*dmats1[15][16] + coeff0_16*dmats1[16][16] + coeff0_17*dmats1[17][16] + coeff0_18*dmats1[18][16] + coeff0_19*dmats1[19][16] + coeff0_20*dmats1[20][16] + coeff0_21*dmats1[21][16] + coeff0_22*dmats1[22][16] + coeff0_23*dmats1[23][16] + coeff0_24*dmats1[24][16] + coeff0_25*dmats1[25][16] + coeff0_26*dmats1[26][16] + coeff0_27*dmats1[27][16] + coeff0_28*dmats1[28][16] + coeff0_29*dmats1[29][16] + coeff0_30*dmats1[30][16] + coeff0_31*dmats1[31][16] + coeff0_32*dmats1[32][16] + coeff0_33*dmats1[33][16] + coeff0_34*dmats1[34][16];

5281

new_coeff0_17 = coeff0_0*dmats1[0][17] + coeff0_1*dmats1[1][17] + coeff0_2*dmats1[2][17] + coeff0_3*dmats1[3][17] + coeff0_4*dmats1[4][17] + coeff0_5*dmats1[5][17] + coeff0_6*dmats1[6][17] + coeff0_7*dmats1[7][17] + coeff0_8*dmats1[8][17] + coeff0_9*dmats1[9][17] + coeff0_10*dmats1[10][17] + coeff0_11*dmats1[11][17] + coeff0_12*dmats1[12][17] + coeff0_13*dmats1[13][17] + coeff0_14*dmats1[14][17] + coeff0_15*dmats1[15][17] + coeff0_16*dmats1[16][17] + coeff0_17*dmats1[17][17] + coeff0_18*dmats1[18][17] + coeff0_19*dmats1[19][17] + coeff0_20*dmats1[20][17] + coeff0_21*dmats1[21][17] + coeff0_22*dmats1[22][17] + coeff0_23*dmats1[23][17] + coeff0_24*dmats1[24][17] + coeff0_25*dmats1[25][17] + coeff0_26*dmats1[26][17] + coeff0_27*dmats1[27][17] + coeff0_28*dmats1[28][17] + coeff0_29*dmats1[29][17] + coeff0_30*dmats1[30][17] + coeff0_31*dmats1[31][17] + coeff0_32*dmats1[32][17] + coeff0_33*dmats1[33][17] + coeff0_34*dmats1[34][17];

5282

new_coeff0_18 = coeff0_0*dmats1[0][18] + coeff0_1*dmats1[1][18] + coeff0_2*dmats1[2][18] + coeff0_3*dmats1[3][18] + coeff0_4*dmats1[4][18] + coeff0_5*dmats1[5][18] + coeff0_6*dmats1[6][18] + coeff0_7*dmats1[7][18] + coeff0_8*dmats1[8][18] + coeff0_9*dmats1[9][18] + coeff0_10*dmats1[10][18] + coeff0_11*dmats1[11][18] + coeff0_12*dmats1[12][18] + coeff0_13*dmats1[13][18] + coeff0_14*dmats1[14][18] + coeff0_15*dmats1[15][18] + coeff0_16*dmats1[16][18] + coeff0_17*dmats1[17][18] + coeff0_18*dmats1[18][18] + coeff0_19*dmats1[19][18] + coeff0_20*dmats1[20][18] + coeff0_21*dmats1[21][18] + coeff0_22*dmats1[22][18] + coeff0_23*dmats1[23][18] + coeff0_24*dmats1[24][18] + coeff0_25*dmats1[25][18] + coeff0_26*dmats1[26][18] + coeff0_27*dmats1[27][18] + coeff0_28*dmats1[28][18] + coeff0_29*dmats1[29][18] + coeff0_30*dmats1[30][18] + coeff0_31*dmats1[31][18] + coeff0_32*dmats1[32][18] + coeff0_33*dmats1[33][18] + coeff0_34*dmats1[34][18];

5283

new_coeff0_19 = coeff0_0*dmats1[0][19] + coeff0_1*dmats1[1][19] + coeff0_2*dmats1[2][19] + coeff0_3*dmats1[3][19] + coeff0_4*dmats1[4][19] + coeff0_5*dmats1[5][19] + coeff0_6*dmats1[6][19] + coeff0_7*dmats1[7][19] + coeff0_8*dmats1[8][19] + coeff0_9*dmats1[9][19] + coeff0_10*dmats1[10][19] + coeff0_11*dmats1[11][19] + coeff0_12*dmats1[12][19] + coeff0_13*dmats1[13][19] + coeff0_14*dmats1[14][19] + coeff0_15*dmats1[15][19] + coeff0_16*dmats1[16][19] + coeff0_17*dmats1[17][19] + coeff0_18*dmats1[18][19] + coeff0_19*dmats1[19][19] + coeff0_20*dmats1[20][19] + coeff0_21*dmats1[21][19] + coeff0_22*dmats1[22][19] + coeff0_23*dmats1[23][19] + coeff0_24*dmats1[24][19] + coeff0_25*dmats1[25][19] + coeff0_26*dmats1[26][19] + coeff0_27*dmats1[27][19] + coeff0_28*dmats1[28][19] + coeff0_29*dmats1[29][19] + coeff0_30*dmats1[30][19] + coeff0_31*dmats1[31][19] + coeff0_32*dmats1[32][19] + coeff0_33*dmats1[33][19] + coeff0_34*dmats1[34][19];

5284

new_coeff0_20 = coeff0_0*dmats1[0][20] + coeff0_1*dmats1[1][20] + coeff0_2*dmats1[2][20] + coeff0_3*dmats1[3][20] + coeff0_4*dmats1[4][20] + coeff0_5*dmats1[5][20] + coeff0_6*dmats1[6][20] + coeff0_7*dmats1[7][20] + coeff0_8*dmats1[8][20] + coeff0_9*dmats1[9][20] + coeff0_10*dmats1[10][20] + coeff0_11*dmats1[11][20] + coeff0_12*dmats1[12][20] + coeff0_13*dmats1[13][20] + coeff0_14*dmats1[14][20] + coeff0_15*dmats1[15][20] + coeff0_16*dmats1[16][20] + coeff0_17*dmats1[17][20] + coeff0_18*dmats1[18][20] + coeff0_19*dmats1[19][20] + coeff0_20*dmats1[20][20] + coeff0_21*dmats1[21][20] + coeff0_22*dmats1[22][20] + coeff0_23*dmats1[23][20] + coeff0_24*dmats1[24][20] + coeff0_25*dmats1[25][20] + coeff0_26*dmats1[26][20] + coeff0_27*dmats1[27][20] + coeff0_28*dmats1[28][20] + coeff0_29*dmats1[29][20] + coeff0_30*dmats1[30][20] + coeff0_31*dmats1[31][20] + coeff0_32*dmats1[32][20] + coeff0_33*dmats1[33][20] + coeff0_34*dmats1[34][20];

5285

new_coeff0_21 = coeff0_0*dmats1[0][21] + coeff0_1*dmats1[1][21] + coeff0_2*dmats1[2][21] + coeff0_3*dmats1[3][21] + coeff0_4*dmats1[4][21] + coeff0_5*dmats1[5][21] + coeff0_6*dmats1[6][21] + coeff0_7*dmats1[7][21] + coeff0_8*dmats1[8][21] + coeff0_9*dmats1[9][21] + coeff0_10*dmats1[10][21] + coeff0_11*dmats1[11][21] + coeff0_12*dmats1[12][21] + coeff0_13*dmats1[13][21] + coeff0_14*dmats1[14][21] + coeff0_15*dmats1[15][21] + coeff0_16*dmats1[16][21] + coeff0_17*dmats1[17][21] + coeff0_18*dmats1[18][21] + coeff0_19*dmats1[19][21] + coeff0_20*dmats1[20][21] + coeff0_21*dmats1[21][21] + coeff0_22*dmats1[22][21] + coeff0_23*dmats1[23][21] + coeff0_24*dmats1[24][21] + coeff0_25*dmats1[25][21] + coeff0_26*dmats1[26][21] + coeff0_27*dmats1[27][21] + coeff0_28*dmats1[28][21] + coeff0_29*dmats1[29][21] + coeff0_30*dmats1[30][21] + coeff0_31*dmats1[31][21] + coeff0_32*dmats1[32][21] + coeff0_33*dmats1[33][21] + coeff0_34*dmats1[34][21];

5286

new_coeff0_22 = coeff0_0*dmats1[0][22] + coeff0_1*dmats1[1][22] + coeff0_2*dmats1[2][22] + coeff0_3*dmats1[3][22] + coeff0_4*dmats1[4][22] + coeff0_5*dmats1[5][22] + coeff0_6*dmats1[6][22] + coeff0_7*dmats1[7][22] + coeff0_8*dmats1[8][22] + coeff0_9*dmats1[9][22] + coeff0_10*dmats1[10][22] + coeff0_11*dmats1[11][22] + coeff0_12*dmats1[12][22] + coeff0_13*dmats1[13][22] + coeff0_14*dmats1[14][22] + coeff0_15*dmats1[15][22] + coeff0_16*dmats1[16][22] + coeff0_17*dmats1[17][22] + coeff0_18*dmats1[18][22] + coeff0_19*dmats1[19][22] + coeff0_20*dmats1[20][22] + coeff0_21*dmats1[21][22] + coeff0_22*dmats1[22][22] + coeff0_23*dmats1[23][22] + coeff0_24*dmats1[24][22] + coeff0_25*dmats1[25][22] + coeff0_26*dmats1[26][22] + coeff0_27*dmats1[27][22] + coeff0_28*dmats1[28][22] + coeff0_29*dmats1[29][22] + coeff0_30*dmats1[30][22] + coeff0_31*dmats1[31][22] + coeff0_32*dmats1[32][22] + coeff0_33*dmats1[33][22] + coeff0_34*dmats1[34][22];

5287

new_coeff0_23 = coeff0_0*dmats1[0][23] + coeff0_1*dmats1[1][23] + coeff0_2*dmats1[2][23] + coeff0_3*dmats1[3][23] + coeff0_4*dmats1[4][23] + coeff0_5*dmats1[5][23] + coeff0_6*dmats1[6][23] + coeff0_7*dmats1[7][23] + coeff0_8*dmats1[8][23] + coeff0_9*dmats1[9][23] + coeff0_10*dmats1[10][23] + coeff0_11*dmats1[11][23] + coeff0_12*dmats1[12][23] + coeff0_13*dmats1[13][23] + coeff0_14*dmats1[14][23] + coeff0_15*dmats1[15][23] + coeff0_16*dmats1[16][23] + coeff0_17*dmats1[17][23] + coeff0_18*dmats1[18][23] + coeff0_19*dmats1[19][23] + coeff0_20*dmats1[20][23] + coeff0_21*dmats1[21][23] + coeff0_22*dmats1[22][23] + coeff0_23*dmats1[23][23] + coeff0_24*dmats1[24][23] + coeff0_25*dmats1[25][23] + coeff0_26*dmats1[26][23] + coeff0_27*dmats1[27][23] + coeff0_28*dmats1[28][23] + coeff0_29*dmats1[29][23] + coeff0_30*dmats1[30][23] + coeff0_31*dmats1[31][23] + coeff0_32*dmats1[32][23] + coeff0_33*dmats1[33][23] + coeff0_34*dmats1[34][23];

5288

new_coeff0_24 = coeff0_0*dmats1[0][24] + coeff0_1*dmats1[1][24] + coeff0_2*dmats1[2][24] + coeff0_3*dmats1[3][24] + coeff0_4*dmats1[4][24] + coeff0_5*dmats1[5][24] + coeff0_6*dmats1[6][24] + coeff0_7*dmats1[7][24] + coeff0_8*dmats1[8][24] + coeff0_9*dmats1[9][24] + coeff0_10*dmats1[10][24] + coeff0_11*dmats1[11][24] + coeff0_12*dmats1[12][24] + coeff0_13*dmats1[13][24] + coeff0_14*dmats1[14][24] + coeff0_15*dmats1[15][24] + coeff0_16*dmats1[16][24] + coeff0_17*dmats1[17][24] + coeff0_18*dmats1[18][24] + coeff0_19*dmats1[19][24] + coeff0_20*dmats1[20][24] + coeff0_21*dmats1[21][24] + coeff0_22*dmats1[22][24] + coeff0_23*dmats1[23][24] + coeff0_24*dmats1[24][24] + coeff0_25*dmats1[25][24] + coeff0_26*dmats1[26][24] + coeff0_27*dmats1[27][24] + coeff0_28*dmats1[28][24] + coeff0_29*dmats1[29][24] + coeff0_30*dmats1[30][24] + coeff0_31*dmats1[31][24] + coeff0_32*dmats1[32][24] + coeff0_33*dmats1[33][24] + coeff0_34*dmats1[34][24];

5289

new_coeff0_25 = coeff0_0*dmats1[0][25] + coeff0_1*dmats1[1][25] + coeff0_2*dmats1[2][25] + coeff0_3*dmats1[3][25] + coeff0_4*dmats1[4][25] + coeff0_5*dmats1[5][25] + coeff0_6*dmats1[6][25] + coeff0_7*dmats1[7][25] + coeff0_8*dmats1[8][25] + coeff0_9*dmats1[9][25] + coeff0_10*dmats1[10][25] + coeff0_11*dmats1[11][25] + coeff0_12*dmats1[12][25] + coeff0_13*dmats1[13][25] + coeff0_14*dmats1[14][25] + coeff0_15*dmats1[15][25] + coeff0_16*dmats1[16][25] + coeff0_17*dmats1[17][25] + coeff0_18*dmats1[18][25] + coeff0_19*dmats1[19][25] + coeff0_20*dmats1[20][25] + coeff0_21*dmats1[21][25] + coeff0_22*dmats1[22][25] + coeff0_23*dmats1[23][25] + coeff0_24*dmats1[24][25] + coeff0_25*dmats1[25][25] + coeff0_26*dmats1[26][25] + coeff0_27*dmats1[27][25] + coeff0_28*dmats1[28][25] + coeff0_29*dmats1[29][25] + coeff0_30*dmats1[30][25] + coeff0_31*dmats1[31][25] + coeff0_32*dmats1[32][25] + coeff0_33*dmats1[33][25] + coeff0_34*dmats1[34][25];

5290

new_coeff0_26 = coeff0_0*dmats1[0][26] + coeff0_1*dmats1[1][26] + coeff0_2*dmats1[2][26] + coeff0_3*dmats1[3][26] + coeff0_4*dmats1[4][26] + coeff0_5*dmats1[5][26] + coeff0_6*dmats1[6][26] + coeff0_7*dmats1[7][26] + coeff0_8*dmats1[8][26] + coeff0_9*dmats1[9][26] + coeff0_10*dmats1[10][26] + coeff0_11*dmats1[11][26] + coeff0_12*dmats1[12][26] + coeff0_13*dmats1[13][26] + coeff0_14*dmats1[14][26] + coeff0_15*dmats1[15][26] + coeff0_16*dmats1[16][26] + coeff0_17*dmats1[17][26] + coeff0_18*dmats1[18][26] + coeff0_19*dmats1[19][26] + coeff0_20*dmats1[20][26] + coeff0_21*dmats1[21][26] + coeff0_22*dmats1[22][26] + coeff0_23*dmats1[23][26] + coeff0_24*dmats1[24][26] + coeff0_25*dmats1[25][26] + coeff0_26*dmats1[26][26] + coeff0_27*dmats1[27][26] + coeff0_28*dmats1[28][26] + coeff0_29*dmats1[29][26] + coeff0_30*dmats1[30][26] + coeff0_31*dmats1[31][26] + coeff0_32*dmats1[32][26] + coeff0_33*dmats1[33][26] + coeff0_34*dmats1[34][26];

5291

new_coeff0_27 = coeff0_0*dmats1[0][27] + coeff0_1*dmats1[1][27] + coeff0_2*dmats1[2][27] + coeff0_3*dmats1[3][27] + coeff0_4*dmats1[4][27] + coeff0_5*dmats1[5][27] + coeff0_6*dmats1[6][27] + coeff0_7*dmats1[7][27] + coeff0_8*dmats1[8][27] + coeff0_9*dmats1[9][27] + coeff0_10*dmats1[10][27] + coeff0_11*dmats1[11][27] + coeff0_12*dmats1[12][27] + coeff0_13*dmats1[13][27] + coeff0_14*dmats1[14][27] + coeff0_15*dmats1[15][27] + coeff0_16*dmats1[16][27] + coeff0_17*dmats1[17][27] + coeff0_18*dmats1[18][27] + coeff0_19*dmats1[19][27] + coeff0_20*dmats1[20][27] + coeff0_21*dmats1[21][27] + coeff0_22*dmats1[22][27] + coeff0_23*dmats1[23][27] + coeff0_24*dmats1[24][27] + coeff0_25*dmats1[25][27] + coeff0_26*dmats1[26][27] + coeff0_27*dmats1[27][27] + coeff0_28*dmats1[28][27] + coeff0_29*dmats1[29][27] + coeff0_30*dmats1[30][27] + coeff0_31*dmats1[31][27] + coeff0_32*dmats1[32][27] + coeff0_33*dmats1[33][27] + coeff0_34*dmats1[34][27];

5292

new_coeff0_28 = coeff0_0*dmats1[0][28] + coeff0_1*dmats1[1][28] + coeff0_2*dmats1[2][28] + coeff0_3*dmats1[3][28] + coeff0_4*dmats1[4][28] + coeff0_5*dmats1[5][28] + coeff0_6*dmats1[6][28] + coeff0_7*dmats1[7][28] + coeff0_8*dmats1[8][28] + coeff0_9*dmats1[9][28] + coeff0_10*dmats1[10][28] + coeff0_11*dmats1[11][28] + coeff0_12*dmats1[12][28] + coeff0_13*dmats1[13][28] + coeff0_14*dmats1[14][28] + coeff0_15*dmats1[15][28] + coeff0_16*dmats1[16][28] + coeff0_17*dmats1[17][28] + coeff0_18*dmats1[18][28] + coeff0_19*dmats1[19][28] + coeff0_20*dmats1[20][28] + coeff0_21*dmats1[21][28] + coeff0_22*dmats1[22][28] + coeff0_23*dmats1[23][28] + coeff0_24*dmats1[24][28] + coeff0_25*dmats1[25][28] + coeff0_26*dmats1[26][28] + coeff0_27*dmats1[27][28] + coeff0_28*dmats1[28][28] + coeff0_29*dmats1[29][28] + coeff0_30*dmats1[30][28] + coeff0_31*dmats1[31][28] + coeff0_32*dmats1[32][28] + coeff0_33*dmats1[33][28] + coeff0_34*dmats1[34][28];

5293

new_coeff0_29 = coeff0_0*dmats1[0][29] + coeff0_1*dmats1[1][29] + coeff0_2*dmats1[2][29] + coeff0_3*dmats1[3][29] + coeff0_4*dmats1[4][29] + coeff0_5*dmats1[5][29] + coeff0_6*dmats1[6][29] + coeff0_7*dmats1[7][29] + coeff0_8*dmats1[8][29] + coeff0_9*dmats1[9][29] + coeff0_10*dmats1[10][29] + coeff0_11*dmats1[11][29] + coeff0_12*dmats1[12][29] + coeff0_13*dmats1[13][29] + coeff0_14*dmats1[14][29] + coeff0_15*dmats1[15][29] + coeff0_16*dmats1[16][29] + coeff0_17*dmats1[17][29] + coeff0_18*dmats1[18][29] + coeff0_19*dmats1[19][29] + coeff0_20*dmats1[20][29] + coeff0_21*dmats1[21][29] + coeff0_22*dmats1[22][29] + coeff0_23*dmats1[23][29] + coeff0_24*dmats1[24][29] + coeff0_25*dmats1[25][29] + coeff0_26*dmats1[26][29] + coeff0_27*dmats1[27][29] + coeff0_28*dmats1[28][29] + coeff0_29*dmats1[29][29] + coeff0_30*dmats1[30][29] + coeff0_31*dmats1[31][29] + coeff0_32*dmats1[32][29] + coeff0_33*dmats1[33][29] + coeff0_34*dmats1[34][29];

5294

new_coeff0_30 = coeff0_0*dmats1[0][30] + coeff0_1*dmats1[1][30] + coeff0_2*dmats1[2][30] + coeff0_3*dmats1[3][30] + coeff0_4*dmats1[4][30] + coeff0_5*dmats1[5][30] + coeff0_6*dmats1[6][30] + coeff0_7*dmats1[7][30] + coeff0_8*dmats1[8][30] + coeff0_9*dmats1[9][30] + coeff0_10*dmats1[10][30] + coeff0_11*dmats1[11][30] + coeff0_12*dmats1[12][30] + coeff0_13*dmats1[13][30] + coeff0_14*dmats1[14][30] + coeff0_15*dmats1[15][30] + coeff0_16*dmats1[16][30] + coeff0_17*dmats1[17][30] + coeff0_18*dmats1[18][30] + coeff0_19*dmats1[19][30] + coeff0_20*dmats1[20][30] + coeff0_21*dmats1[21][30] + coeff0_22*dmats1[22][30] + coeff0_23*dmats1[23][30] + coeff0_24*dmats1[24][30] + coeff0_25*dmats1[25][30] + coeff0_26*dmats1[26][30] + coeff0_27*dmats1[27][30] + coeff0_28*dmats1[28][30] + coeff0_29*dmats1[29][30] + coeff0_30*dmats1[30][30] + coeff0_31*dmats1[31][30] + coeff0_32*dmats1[32][30] + coeff0_33*dmats1[33][30] + coeff0_34*dmats1[34][30];

5295

new_coeff0_31 = coeff0_0*dmats1[0][31] + coeff0_1*dmats1[1][31] + coeff0_2*dmats1[2][31] + coeff0_3*dmats1[3][31] + coeff0_4*dmats1[4][31] + coeff0_5*dmats1[5][31] + coeff0_6*dmats1[6][31] + coeff0_7*dmats1[7][31] + coeff0_8*dmats1[8][31] + coeff0_9*dmats1[9][31] + coeff0_10*dmats1[10][31] + coeff0_11*dmats1[11][31] + coeff0_12*dmats1[12][31] + coeff0_13*dmats1[13][31] + coeff0_14*dmats1[14][31] + coeff0_15*dmats1[15][31] + coeff0_16*dmats1[16][31] + coeff0_17*dmats1[17][31] + coeff0_18*dmats1[18][31] + coeff0_19*dmats1[19][31] + coeff0_20*dmats1[20][31] + coeff0_21*dmats1[21][31] + coeff0_22*dmats1[22][31] + coeff0_23*dmats1[23][31] + coeff0_24*dmats1[24][31] + coeff0_25*dmats1[25][31] + coeff0_26*dmats1[26][31] + coeff0_27*dmats1[27][31] + coeff0_28*dmats1[28][31] + coeff0_29*dmats1[29][31] + coeff0_30*dmats1[30][31] + coeff0_31*dmats1[31][31] + coeff0_32*dmats1[32][31] + coeff0_33*dmats1[33][31] + coeff0_34*dmats1[34][31];

5296

new_coeff0_32 = coeff0_0*dmats1[0][32] + coeff0_1*dmats1[1][32] + coeff0_2*dmats1[2][32] + coeff0_3*dmats1[3][32] + coeff0_4*dmats1[4][32] + coeff0_5*dmats1[5][32] + coeff0_6*dmats1[6][32] + coeff0_7*dmats1[7][32] + coeff0_8*dmats1[8][32] + coeff0_9*dmats1[9][32] + coeff0_10*dmats1[10][32] + coeff0_11*dmats1[11][32] + coeff0_12*dmats1[12][32] + coeff0_13*dmats1[13][32] + coeff0_14*dmats1[14][32] + coeff0_15*dmats1[15][32] + coeff0_16*dmats1[16][32] + coeff0_17*dmats1[17][32] + coeff0_18*dmats1[18][32] + coeff0_19*dmats1[19][32] + coeff0_20*dmats1[20][32] + coeff0_21*dmats1[21][32] + coeff0_22*dmats1[22][32] + coeff0_23*dmats1[23][32] + coeff0_24*dmats1[24][32] + coeff0_25*dmats1[25][32] + coeff0_26*dmats1[26][32] + coeff0_27*dmats1[27][32] + coeff0_28*dmats1[28][32] + coeff0_29*dmats1[29][32] + coeff0_30*dmats1[30][32] + coeff0_31*dmats1[31][32] + coeff0_32*dmats1[32][32] + coeff0_33*dmats1[33][32] + coeff0_34*dmats1[34][32];

5297

new_coeff0_33 = coeff0_0*dmats1[0][33] + coeff0_1*dmats1[1][33] + coeff0_2*dmats1[2][33] + coeff0_3*dmats1[3][33] + coeff0_4*dmats1[4][33] + coeff0_5*dmats1[5][33] + coeff0_6*dmats1[6][33] + coeff0_7*dmats1[7][33] + coeff0_8*dmats1[8][33] + coeff0_9*dmats1[9][33] + coeff0_10*dmats1[10][33] + coeff0_11*dmats1[11][33] + coeff0_12*dmats1[12][33] + coeff0_13*dmats1[13][33] + coeff0_14*dmats1[14][33] + coeff0_15*dmats1[15][33] + coeff0_16*dmats1[16][33] + coeff0_17*dmats1[17][33] + coeff0_18*dmats1[18][33] + coeff0_19*dmats1[19][33] + coeff0_20*dmats1[20][33] + coeff0_21*dmats1[21][33] + coeff0_22*dmats1[22][33] + coeff0_23*dmats1[23][33] + coeff0_24*dmats1[24][33] + coeff0_25*dmats1[25][33] + coeff0_26*dmats1[26][33] + coeff0_27*dmats1[27][33] + coeff0_28*dmats1[28][33] + coeff0_29*dmats1[29][33] + coeff0_30*dmats1[30][33] + coeff0_31*dmats1[31][33] + coeff0_32*dmats1[32][33] + coeff0_33*dmats1[33][33] + coeff0_34*dmats1[34][33];

5298

new_coeff0_34 = coeff0_0*dmats1[0][34] + coeff0_1*dmats1[1][34] + coeff0_2*dmats1[2][34] + coeff0_3*dmats1[3][34] + coeff0_4*dmats1[4][34] + coeff0_5*dmats1[5][34] + coeff0_6*dmats1[6][34] + coeff0_7*dmats1[7][34] + coeff0_8*dmats1[8][34] + coeff0_9*dmats1[9][34] + coeff0_10*dmats1[10][34] + coeff0_11*dmats1[11][34] + coeff0_12*dmats1[12][34] + coeff0_13*dmats1[13][34] + coeff0_14*dmats1[14][34] + coeff0_15*dmats1[15][34] + coeff0_16*dmats1[16][34] + coeff0_17*dmats1[17][34] + coeff0_18*dmats1[18][34] + coeff0_19*dmats1[19][34] + coeff0_20*dmats1[20][34] + coeff0_21*dmats1[21][34] + coeff0_22*dmats1[22][34] + coeff0_23*dmats1[23][34] + coeff0_24*dmats1[24][34] + coeff0_25*dmats1[25][34] + coeff0_26*dmats1[26][34] + coeff0_27*dmats1[27][34] + coeff0_28*dmats1[28][34] + coeff0_29*dmats1[29][34] + coeff0_30*dmats1[30][34] + coeff0_31*dmats1[31][34] + coeff0_32*dmats1[32][34] + coeff0_33*dmats1[33][34] + coeff0_34*dmats1[34][34];

5299

}

5300

if(combinations[deriv_num][j] == 2)

5301

{

5302

new_coeff0_0 = coeff0_0*dmats2[0][0] + coeff0_1*dmats2[1][0] + coeff0_2*dmats2[2][0] + coeff0_3*dmats2[3][0] + coeff0_4*dmats2[4][0] + coeff0_5*dmats2[5][0] + coeff0_6*dmats2[6][0] + coeff0_7*dmats2[7][0] + coeff0_8*dmats2[8][0] + coeff0_9*dmats2[9][0] + coeff0_10*dmats2[10][0] + coeff0_11*dmats2[11][0] + coeff0_12*dmats2[12][0] + coeff0_13*dmats2[13][0] + coeff0_14*dmats2[14][0] + coeff0_15*dmats2[15][0] + coeff0_16*dmats2[16][0] + coeff0_17*dmats2[17][0] + coeff0_18*dmats2[18][0] + coeff0_19*dmats2[19][0] + coeff0_20*dmats2[20][0] + coeff0_21*dmats2[21][0] + coeff0_22*dmats2[22][0] + coeff0_23*dmats2[23][0] + coeff0_24*dmats2[24][0] + coeff0_25*dmats2[25][0] + coeff0_26*dmats2[26][0] + coeff0_27*dmats2[27][0] + coeff0_28*dmats2[28][0] + coeff0_29*dmats2[29][0] + coeff0_30*dmats2[30][0] + coeff0_31*dmats2[31][0] + coeff0_32*dmats2[32][0] + coeff0_33*dmats2[33][0] + coeff0_34*dmats2[34][0];

5303

new_coeff0_1 = coeff0_0*dmats2[0][1] + coeff0_1*dmats2[1][1] + coeff0_2*dmats2[2][1] + coeff0_3*dmats2[3][1] + coeff0_4*dmats2[4][1] + coeff0_5*dmats2[5][1] + coeff0_6*dmats2[6][1] + coeff0_7*dmats2[7][1] + coeff0_8*dmats2[8][1] + coeff0_9*dmats2[9][1] + coeff0_10*dmats2[10][1] + coeff0_11*dmats2[11][1] + coeff0_12*dmats2[12][1] + coeff0_13*dmats2[13][1] + coeff0_14*dmats2[14][1] + coeff0_15*dmats2[15][1] + coeff0_16*dmats2[16][1] + coeff0_17*dmats2[17][1] + coeff0_18*dmats2[18][1] + coeff0_19*dmats2[19][1] + coeff0_20*dmats2[20][1] + coeff0_21*dmats2[21][1] + coeff0_22*dmats2[22][1] + coeff0_23*dmats2[23][1] + coeff0_24*dmats2[24][1] + coeff0_25*dmats2[25][1] + coeff0_26*dmats2[26][1] + coeff0_27*dmats2[27][1] + coeff0_28*dmats2[28][1] + coeff0_29*dmats2[29][1] + coeff0_30*dmats2[30][1] + coeff0_31*dmats2[31][1] + coeff0_32*dmats2[32][1] + coeff0_33*dmats2[33][1] + coeff0_34*dmats2[34][1];

5304

new_coeff0_2 = coeff0_0*dmats2[0][2] + coeff0_1*dmats2[1][2] + coeff0_2*dmats2[2][2] + coeff0_3*dmats2[3][2] + coeff0_4*dmats2[4][2] + coeff0_5*dmats2[5][2] + coeff0_6*dmats2[6][2] + coeff0_7*dmats2[7][2] + coeff0_8*dmats2[8][2] + coeff0_9*dmats2[9][2] + coeff0_10*dmats2[10][2] + coeff0_11*dmats2[11][2] + coeff0_12*dmats2[12][2] + coeff0_13*dmats2[13][2] + coeff0_14*dmats2[14][2] + coeff0_15*dmats2[15][2] + coeff0_16*dmats2[16][2] + coeff0_17*dmats2[17][2] + coeff0_18*dmats2[18][2] + coeff0_19*dmats2[19][2] + coeff0_20*dmats2[20][2] + coeff0_21*dmats2[21][2] + coeff0_22*dmats2[22][2] + coeff0_23*dmats2[23][2] + coeff0_24*dmats2[24][2] + coeff0_25*dmats2[25][2] + coeff0_26*dmats2[26][2] + coeff0_27*dmats2[27][2] + coeff0_28*dmats2[28][2] + coeff0_29*dmats2[29][2] + coeff0_30*dmats2[30][2] + coeff0_31*dmats2[31][2] + coeff0_32*dmats2[32][2] + coeff0_33*dmats2[33][2] + coeff0_34*dmats2[34][2];

5305

new_coeff0_3 = coeff0_0*dmats2[0][3] + coeff0_1*dmats2[1][3] + coeff0_2*dmats2[2][3] + coeff0_3*dmats2[3][3] + coeff0_4*dmats2[4][3] + coeff0_5*dmats2[5][3] + coeff0_6*dmats2[6][3] + coeff0_7*dmats2[7][3] + coeff0_8*dmats2[8][3] + coeff0_9*dmats2[9][3] + coeff0_10*dmats2[10][3] + coeff0_11*dmats2[11][3] + coeff0_12*dmats2[12][3] + coeff0_13*dmats2[13][3] + coeff0_14*dmats2[14][3] + coeff0_15*dmats2[15][3] + coeff0_16*dmats2[16][3] + coeff0_17*dmats2[17][3] + coeff0_18*dmats2[18][3] + coeff0_19*dmats2[19][3] + coeff0_20*dmats2[20][3] + coeff0_21*dmats2[21][3] + coeff0_22*dmats2[22][3] + coeff0_23*dmats2[23][3] + coeff0_24*dmats2[24][3] + coeff0_25*dmats2[25][3] + coeff0_26*dmats2[26][3] + coeff0_27*dmats2[27][3] + coeff0_28*dmats2[28][3] + coeff0_29*dmats2[29][3] + coeff0_30*dmats2[30][3] + coeff0_31*dmats2[31][3] + coeff0_32*dmats2[32][3] + coeff0_33*dmats2[33][3] + coeff0_34*dmats2[34][3];

5306

new_coeff0_4 = coeff0_0*dmats2[0][4] + coeff0_1*dmats2[1][4] + coeff0_2*dmats2[2][4] + coeff0_3*dmats2[3][4] + coeff0_4*dmats2[4][4] + coeff0_5*dmats2[5][4] + coeff0_6*dmats2[6][4] + coeff0_7*dmats2[7][4] + coeff0_8*dmats2[8][4] + coeff0_9*dmats2[9][4] + coeff0_10*dmats2[10][4] + coeff0_11*dmats2[11][4] + coeff0_12*dmats2[12][4] + coeff0_13*dmats2[13][4] + coeff0_14*dmats2[14][4] + coeff0_15*dmats2[15][4] + coeff0_16*dmats2[16][4] + coeff0_17*dmats2[17][4] + coeff0_18*dmats2[18][4] + coeff0_19*dmats2[19][4] + coeff0_20*dmats2[20][4] + coeff0_21*dmats2[21][4] + coeff0_22*dmats2[22][4] + coeff0_23*dmats2[23][4] + coeff0_24*dmats2[24][4] + coeff0_25*dmats2[25][4] + coeff0_26*dmats2[26][4] + coeff0_27*dmats2[27][4] + coeff0_28*dmats2[28][4] + coeff0_29*dmats2[29][4] + coeff0_30*dmats2[30][4] + coeff0_31*dmats2[31][4] + coeff0_32*dmats2[32][4] + coeff0_33*dmats2[33][4] + coeff0_34*dmats2[34][4];

5307

new_coeff0_5 = coeff0_0*dmats2[0][5] + coeff0_1*dmats2[1][5] + coeff0_2*dmats2[2][5] + coeff0_3*dmats2[3][5] + coeff0_4*dmats2[4][5] + coeff0_5*dmats2[5][5] + coeff0_6*dmats2[6][5] + coeff0_7*dmats2[7][5] + coeff0_8*dmats2[8][5] + coeff0_9*dmats2[9][5] + coeff0_10*dmats2[10][5] + coeff0_11*dmats2[11][5] + coeff0_12*dmats2[12][5] + coeff0_13*dmats2[13][5] + coeff0_14*dmats2[14][5] + coeff0_15*dmats2[15][5] + coeff0_16*dmats2[16][5] + coeff0_17*dmats2[17][5] + coeff0_18*dmats2[18][5] + coeff0_19*dmats2[19][5] + coeff0_20*dmats2[20][5] + coeff0_21*dmats2[21][5] + coeff0_22*dmats2[22][5] + coeff0_23*dmats2[23][5] + coeff0_24*dmats2[24][5] + coeff0_25*dmats2[25][5] + coeff0_26*dmats2[26][5] + coeff0_27*dmats2[27][5] + coeff0_28*dmats2[28][5] + coeff0_29*dmats2[29][5] + coeff0_30*dmats2[30][5] + coeff0_31*dmats2[31][5] + coeff0_32*dmats2[32][5] + coeff0_33*dmats2[33][5] + coeff0_34*dmats2[34][5];

5308

new_coeff0_6 = coeff0_0*dmats2[0][6] + coeff0_1*dmats2[1][6] + coeff0_2*dmats2[2][6] + coeff0_3*dmats2[3][6] + coeff0_4*dmats2[4][6] + coeff0_5*dmats2[5][6] + coeff0_6*dmats2[6][6] + coeff0_7*dmats2[7][6] + coeff0_8*dmats2[8][6] + coeff0_9*dmats2[9][6] + coeff0_10*dmats2[10][6] + coeff0_11*dmats2[11][6] + coeff0_12*dmats2[12][6] + coeff0_13*dmats2[13][6] + coeff0_14*dmats2[14][6] + coeff0_15*dmats2[15][6] + coeff0_16*dmats2[16][6] + coeff0_17*dmats2[17][6] + coeff0_18*dmats2[18][6] + coeff0_19*dmats2[19][6] + coeff0_20*dmats2[20][6] + coeff0_21*dmats2[21][6] + coeff0_22*dmats2[22][6] + coeff0_23*dmats2[23][6] + coeff0_24*dmats2[24][6] + coeff0_25*dmats2[25][6] + coeff0_26*dmats2[26][6] + coeff0_27*dmats2[27][6] + coeff0_28*dmats2[28][6] + coeff0_29*dmats2[29][6] + coeff0_30*dmats2[30][6] + coeff0_31*dmats2[31][6] + coeff0_32*dmats2[32][6] + coeff0_33*dmats2[33][6] + coeff0_34*dmats2[34][6];

5309

new_coeff0_7 = coeff0_0*dmats2[0][7] + coeff0_1*dmats2[1][7] + coeff0_2*dmats2[2][7] + coeff0_3*dmats2[3][7] + coeff0_4*dmats2[4][7] + coeff0_5*dmats2[5][7] + coeff0_6*dmats2[6][7] + coeff0_7*dmats2[7][7] + coeff0_8*dmats2[8][7] + coeff0_9*dmats2[9][7] + coeff0_10*dmats2[10][7] + coeff0_11*dmats2[11][7] + coeff0_12*dmats2[12][7] + coeff0_13*dmats2[13][7] + coeff0_14*dmats2[14][7] + coeff0_15*dmats2[15][7] + coeff0_16*dmats2[16][7] + coeff0_17*dmats2[17][7] + coeff0_18*dmats2[18][7] + coeff0_19*dmats2[19][7] + coeff0_20*dmats2[20][7] + coeff0_21*dmats2[21][7] + coeff0_22*dmats2[22][7] + coeff0_23*dmats2[23][7] + coeff0_24*dmats2[24][7] + coeff0_25*dmats2[25][7] + coeff0_26*dmats2[26][7] + coeff0_27*dmats2[27][7] + coeff0_28*dmats2[28][7] + coeff0_29*dmats2[29][7] + coeff0_30*dmats2[30][7] + coeff0_31*dmats2[31][7] + coeff0_32*dmats2[32][7] + coeff0_33*dmats2[33][7] + coeff0_34*dmats2[34][7];

5310

new_coeff0_8 = coeff0_0*dmats2[0][8] + coeff0_1*dmats2[1][8] + coeff0_2*dmats2[2][8] + coeff0_3*dmats2[3][8] + coeff0_4*dmats2[4][8] + coeff0_5*dmats2[5][8] + coeff0_6*dmats2[6][8] + coeff0_7*dmats2[7][8] + coeff0_8*dmats2[8][8] + coeff0_9*dmats2[9][8] + coeff0_10*dmats2[10][8] + coeff0_11*dmats2[11][8] + coeff0_12*dmats2[12][8] + coeff0_13*dmats2[13][8] + coeff0_14*dmats2[14][8] + coeff0_15*dmats2[15][8] + coeff0_16*dmats2[16][8] + coeff0_17*dmats2[17][8] + coeff0_18*dmats2[18][8] + coeff0_19*dmats2[19][8] + coeff0_20*dmats2[20][8] + coeff0_21*dmats2[21][8] + coeff0_22*dmats2[22][8] + coeff0_23*dmats2[23][8] + coeff0_24*dmats2[24][8] + coeff0_25*dmats2[25][8] + coeff0_26*dmats2[26][8] + coeff0_27*dmats2[27][8] + coeff0_28*dmats2[28][8] + coeff0_29*dmats2[29][8] + coeff0_30*dmats2[30][8] + coeff0_31*dmats2[31][8] + coeff0_32*dmats2[32][8] + coeff0_33*dmats2[33][8] + coeff0_34*dmats2[34][8];

5311

new_coeff0_9 = coeff0_0*dmats2[0][9] + coeff0_1*dmats2[1][9] + coeff0_2*dmats2[2][9] + coeff0_3*dmats2[3][9] + coeff0_4*dmats2[4][9] + coeff0_5*dmats2[5][9] + coeff0_6*dmats2[6][9] + coeff0_7*dmats2[7][9] + coeff0_8*dmats2[8][9] + coeff0_9*dmats2[9][9] + coeff0_10*dmats2[10][9] + coeff0_11*dmats2[11][9] + coeff0_12*dmats2[12][9] + coeff0_13*dmats2[13][9] + coeff0_14*dmats2[14][9] + coeff0_15*dmats2[15][9] + coeff0_16*dmats2[16][9] + coeff0_17*dmats2[17][9] + coeff0_18*dmats2[18][9] + coeff0_19*dmats2[19][9] + coeff0_20*dmats2[20][9] + coeff0_21*dmats2[21][9] + coeff0_22*dmats2[22][9] + coeff0_23*dmats2[23][9] + coeff0_24*dmats2[24][9] + coeff0_25*dmats2[25][9] + coeff0_26*dmats2[26][9] + coeff0_27*dmats2[27][9] + coeff0_28*dmats2[28][9] + coeff0_29*dmats2[29][9] + coeff0_30*dmats2[30][9] + coeff0_31*dmats2[31][9] + coeff0_32*dmats2[32][9] + coeff0_33*dmats2[33][9] + coeff0_34*dmats2[34][9];

5312

new_coeff0_10 = coeff0_0*dmats2[0][10] + coeff0_1*dmats2[1][10] + coeff0_2*dmats2[2][10] + coeff0_3*dmats2[3][10] + coeff0_4*dmats2[4][10] + coeff0_5*dmats2[5][10] + coeff0_6*dmats2[6][10] + coeff0_7*dmats2[7][10] + coeff0_8*dmats2[8][10] + coeff0_9*dmats2[9][10] + coeff0_10*dmats2[10][10] + coeff0_11*dmats2[11][10] + coeff0_12*dmats2[12][10] + coeff0_13*dmats2[13][10] + coeff0_14*dmats2[14][10] + coeff0_15*dmats2[15][10] + coeff0_16*dmats2[16][10] + coeff0_17*dmats2[17][10] + coeff0_18*dmats2[18][10] + coeff0_19*dmats2[19][10] + coeff0_20*dmats2[20][10] + coeff0_21*dmats2[21][10] + coeff0_22*dmats2[22][10] + coeff0_23*dmats2[23][10] + coeff0_24*dmats2[24][10] + coeff0_25*dmats2[25][10] + coeff0_26*dmats2[26][10] + coeff0_27*dmats2[27][10] + coeff0_28*dmats2[28][10] + coeff0_29*dmats2[29][10] + coeff0_30*dmats2[30][10] + coeff0_31*dmats2[31][10] + coeff0_32*dmats2[32][10] + coeff0_33*dmats2[33][10] + coeff0_34*dmats2[34][10];

5313

new_coeff0_11 = coeff0_0*dmats2[0][11] + coeff0_1*dmats2[1][11] + coeff0_2*dmats2[2][11] + coeff0_3*dmats2[3][11] + coeff0_4*dmats2[4][11] + coeff0_5*dmats2[5][11] + coeff0_6*dmats2[6][11] + coeff0_7*dmats2[7][11] + coeff0_8*dmats2[8][11] + coeff0_9*dmats2[9][11] + coeff0_10*dmats2[10][11] + coeff0_11*dmats2[11][11] + coeff0_12*dmats2[12][11] + coeff0_13*dmats2[13][11] + coeff0_14*dmats2[14][11] + coeff0_15*dmats2[15][11] + coeff0_16*dmats2[16][11] + coeff0_17*dmats2[17][11] + coeff0_18*dmats2[18][11] + coeff0_19*dmats2[19][11] + coeff0_20*dmats2[20][11] + coeff0_21*dmats2[21][11] + coeff0_22*dmats2[22][11] + coeff0_23*dmats2[23][11] + coeff0_24*dmats2[24][11] + coeff0_25*dmats2[25][11] + coeff0_26*dmats2[26][11] + coeff0_27*dmats2[27][11] + coeff0_28*dmats2[28][11] + coeff0_29*dmats2[29][11] + coeff0_30*dmats2[30][11] + coeff0_31*dmats2[31][11] + coeff0_32*dmats2[32][11] + coeff0_33*dmats2[33][11] + coeff0_34*dmats2[34][11];

5314

new_coeff0_12 = coeff0_0*dmats2[0][12] + coeff0_1*dmats2[1][12] + coeff0_2*dmats2[2][12] + coeff0_3*dmats2[3][12] + coeff0_4*dmats2[4][12] + coeff0_5*dmats2[5][12] + coeff0_6*dmats2[6][12] + coeff0_7*dmats2[7][12] + coeff0_8*dmats2[8][12] + coeff0_9*dmats2[9][12] + coeff0_10*dmats2[10][12] + coeff0_11*dmats2[11][12] + coeff0_12*dmats2[12][12] + coeff0_13*dmats2[13][12] + coeff0_14*dmats2[14][12] + coeff0_15*dmats2[15][12] + coeff0_16*dmats2[16][12] + coeff0_17*dmats2[17][12] + coeff0_18*dmats2[18][12] + coeff0_19*dmats2[19][12] + coeff0_20*dmats2[20][12] + coeff0_21*dmats2[21][12] + coeff0_22*dmats2[22][12] + coeff0_23*dmats2[23][12] + coeff0_24*dmats2[24][12] + coeff0_25*dmats2[25][12] + coeff0_26*dmats2[26][12] + coeff0_27*dmats2[27][12] + coeff0_28*dmats2[28][12] + coeff0_29*dmats2[29][12] + coeff0_30*dmats2[30][12] + coeff0_31*dmats2[31][12] + coeff0_32*dmats2[32][12] + coeff0_33*dmats2[33][12] + coeff0_34*dmats2[34][12];

5315

new_coeff0_13 = coeff0_0*dmats2[0][13] + coeff0_1*dmats2[1][13] + coeff0_2*dmats2[2][13] + coeff0_3*dmats2[3][13] + coeff0_4*dmats2[4][13] + coeff0_5*dmats2[5][13] + coeff0_6*dmats2[6][13] + coeff0_7*dmats2[7][13] + coeff0_8*dmats2[8][13] + coeff0_9*dmats2[9][13] + coeff0_10*dmats2[10][13] + coeff0_11*dmats2[11][13] + coeff0_12*dmats2[12][13] + coeff0_13*dmats2[13][13] + coeff0_14*dmats2[14][13] + coeff0_15*dmats2[15][13] + coeff0_16*dmats2[16][13] + coeff0_17*dmats2[17][13] + coeff0_18*dmats2[18][13] + coeff0_19*dmats2[19][13] + coeff0_20*dmats2[20][13] + coeff0_21*dmats2[21][13] + coeff0_22*dmats2[22][13] + coeff0_23*dmats2[23][13] + coeff0_24*dmats2[24][13] + coeff0_25*dmats2[25][13] + coeff0_26*dmats2[26][13] + coeff0_27*dmats2[27][13] + coeff0_28*dmats2[28][13] + coeff0_29*dmats2[29][13] + coeff0_30*dmats2[30][13] + coeff0_31*dmats2[31][13] + coeff0_32*dmats2[32][13] + coeff0_33*dmats2[33][13] + coeff0_34*dmats2[34][13];

5316

new_coeff0_14 = coeff0_0*dmats2[0][14] + coeff0_1*dmats2[1][14] + coeff0_2*dmats2[2][14] + coeff0_3*dmats2[3][14] + coeff0_4*dmats2[4][14] + coeff0_5*dmats2[5][14] + coeff0_6*dmats2[6][14] + coeff0_7*dmats2[7][14] + coeff0_8*dmats2[8][14] + coeff0_9*dmats2[9][14] + coeff0_10*dmats2[10][14] + coeff0_11*dmats2[11][14] + coeff0_12*dmats2[12][14] + coeff0_13*dmats2[13][14] + coeff0_14*dmats2[14][14] + coeff0_15*dmats2[15][14] + coeff0_16*dmats2[16][14] + coeff0_17*dmats2[17][14] + coeff0_18*dmats2[18][14] + coeff0_19*dmats2[19][14] + coeff0_20*dmats2[20][14] + coeff0_21*dmats2[21][14] + coeff0_22*dmats2[22][14] + coeff0_23*dmats2[23][14] + coeff0_24*dmats2[24][14] + coeff0_25*dmats2[25][14] + coeff0_26*dmats2[26][14] + coeff0_27*dmats2[27][14] + coeff0_28*dmats2[28][14] + coeff0_29*dmats2[29][14] + coeff0_30*dmats2[30][14] + coeff0_31*dmats2[31][14] + coeff0_32*dmats2[32][14] + coeff0_33*dmats2[33][14] + coeff0_34*dmats2[34][14];

5317

new_coeff0_15 = coeff0_0*dmats2[0][15] + coeff0_1*dmats2[1][15] + coeff0_2*dmats2[2][15] + coeff0_3*dmats2[3][15] + coeff0_4*dmats2[4][15] + coeff0_5*dmats2[5][15] + coeff0_6*dmats2[6][15] + coeff0_7*dmats2[7][15] + coeff0_8*dmats2[8][15] + coeff0_9*dmats2[9][15] + coeff0_10*dmats2[10][15] + coeff0_11*dmats2[11][15] + coeff0_12*dmats2[12][15] + coeff0_13*dmats2[13][15] + coeff0_14*dmats2[14][15] + coeff0_15*dmats2[15][15] + coeff0_16*dmats2[16][15] + coeff0_17*dmats2[17][15] + coeff0_18*dmats2[18][15] + coeff0_19*dmats2[19][15] + coeff0_20*dmats2[20][15] + coeff0_21*dmats2[21][15] + coeff0_22*dmats2[22][15] + coeff0_23*dmats2[23][15] + coeff0_24*dmats2[24][15] + coeff0_25*dmats2[25][15] + coeff0_26*dmats2[26][15] + coeff0_27*dmats2[27][15] + coeff0_28*dmats2[28][15] + coeff0_29*dmats2[29][15] + coeff0_30*dmats2[30][15] + coeff0_31*dmats2[31][15] + coeff0_32*dmats2[32][15] + coeff0_33*dmats2[33][15] + coeff0_34*dmats2[34][15];

5318

new_coeff0_16 = coeff0_0*dmats2[0][16] + coeff0_1*dmats2[1][16] + coeff0_2*dmats2[2][16] + coeff0_3*dmats2[3][16] + coeff0_4*dmats2[4][16] + coeff0_5*dmats2[5][16] + coeff0_6*dmats2[6][16] + coeff0_7*dmats2[7][16] + coeff0_8*dmats2[8][16] + coeff0_9*dmats2[9][16] + coeff0_10*dmats2[10][16] + coeff0_11*dmats2[11][16] + coeff0_12*dmats2[12][16] + coeff0_13*dmats2[13][16] + coeff0_14*dmats2[14][16] + coeff0_15*dmats2[15][16] + coeff0_16*dmats2[16][16] + coeff0_17*dmats2[17][16] + coeff0_18*dmats2[18][16] + coeff0_19*dmats2[19][16] + coeff0_20*dmats2[20][16] + coeff0_21*dmats2[21][16] + coeff0_22*dmats2[22][16] + coeff0_23*dmats2[23][16] + coeff0_24*dmats2[24][16] + coeff0_25*dmats2[25][16] + coeff0_26*dmats2[26][16] + coeff0_27*dmats2[27][16] + coeff0_28*dmats2[28][16] + coeff0_29*dmats2[29][16] + coeff0_30*dmats2[30][16] + coeff0_31*dmats2[31][16] + coeff0_32*dmats2[32][16] + coeff0_33*dmats2[33][16] + coeff0_34*dmats2[34][16];

5319

new_coeff0_17 = coeff0_0*dmats2[0][17] + coeff0_1*dmats2[1][17] + coeff0_2*dmats2[2][17] + coeff0_3*dmats2[3][17] + coeff0_4*dmats2[4][17] + coeff0_5*dmats2[5][17] + coeff0_6*dmats2[6][17] + coeff0_7*dmats2[7][17] + coeff0_8*dmats2[8][17] + coeff0_9*dmats2[9][17] + coeff0_10*dmats2[10][17] + coeff0_11*dmats2[11][17] + coeff0_12*dmats2[12][17] + coeff0_13*dmats2[13][17] + coeff0_14*dmats2[14][17] + coeff0_15*dmats2[15][17] + coeff0_16*dmats2[16][17] + coeff0_17*dmats2[17][17] + coeff0_18*dmats2[18][17] + coeff0_19*dmats2[19][17] + coeff0_20*dmats2[20][17] + coeff0_21*dmats2[21][17] + coeff0_22*dmats2[22][17] + coeff0_23*dmats2[23][17] + coeff0_24*dmats2[24][17] + coeff0_25*dmats2[25][17] + coeff0_26*dmats2[26][17] + coeff0_27*dmats2[27][17] + coeff0_28*dmats2[28][17] + coeff0_29*dmats2[29][17] + coeff0_30*dmats2[30][17] + coeff0_31*dmats2[31][17] + coeff0_32*dmats2[32][17] + coeff0_33*dmats2[33][17] + coeff0_34*dmats2[34][17];

5320

new_coeff0_18 = coeff0_0*dmats2[0][18] + coeff0_1*dmats2[1][18] + coeff0_2*dmats2[2][18] + coeff0_3*dmats2[3][18] + coeff0_4*dmats2[4][18] + coeff0_5*dmats2[5][18] + coeff0_6*dmats2[6][18] + coeff0_7*dmats2[7][18] + coeff0_8*dmats2[8][18] + coeff0_9*dmats2[9][18] + coeff0_10*dmats2[10][18] + coeff0_11*dmats2[11][18] + coeff0_12*dmats2[12][18] + coeff0_13*dmats2[13][18] + coeff0_14*dmats2[14][18] + coeff0_15*dmats2[15][18] + coeff0_16*dmats2[16][18] + coeff0_17*dmats2[17][18] + coeff0_18*dmats2[18][18] + coeff0_19*dmats2[19][18] + coeff0_20*dmats2[20][18] + coeff0_21*dmats2[21][18] + coeff0_22*dmats2[22][18] + coeff0_23*dmats2[23][18] + coeff0_24*dmats2[24][18] + coeff0_25*dmats2[25][18] + coeff0_26*dmats2[26][18] + coeff0_27*dmats2[27][18] + coeff0_28*dmats2[28][18] + coeff0_29*dmats2[29][18] + coeff0_30*dmats2[30][18] + coeff0_31*dmats2[31][18] + coeff0_32*dmats2[32][18] + coeff0_33*dmats2[33][18] + coeff0_34*dmats2[34][18];

5321

new_coeff0_19 = coeff0_0*dmats2[0][19] + coeff0_1*dmats2[1][19] + coeff0_2*dmats2[2][19] + coeff0_3*dmats2[3][19] + coeff0_4*dmats2[4][19] + coeff0_5*dmats2[5][19] + coeff0_6*dmats2[6][19] + coeff0_7*dmats2[7][19] + coeff0_8*dmats2[8][19] + coeff0_9*dmats2[9][19] + coeff0_10*dmats2[10][19] + coeff0_11*dmats2[11][19] + coeff0_12*dmats2[12][19] + coeff0_13*dmats2[13][19] + coeff0_14*dmats2[14][19] + coeff0_15*dmats2[15][19] + coeff0_16*dmats2[16][19] + coeff0_17*dmats2[17][19] + coeff0_18*dmats2[18][19] + coeff0_19*dmats2[19][19] + coeff0_20*dmats2[20][19] + coeff0_21*dmats2[21][19] + coeff0_22*dmats2[22][19] + coeff0_23*dmats2[23][19] + coeff0_24*dmats2[24][19] + coeff0_25*dmats2[25][19] + coeff0_26*dmats2[26][19] + coeff0_27*dmats2[27][19] + coeff0_28*dmats2[28][19] + coeff0_29*dmats2[29][19] + coeff0_30*dmats2[30][19] + coeff0_31*dmats2[31][19] + coeff0_32*dmats2[32][19] + coeff0_33*dmats2[33][19] + coeff0_34*dmats2[34][19];

5322

new_coeff0_20 = coeff0_0*dmats2[0][20] + coeff0_1*dmats2[1][20] + coeff0_2*dmats2[2][20] + coeff0_3*dmats2[3][20] + coeff0_4*dmats2[4][20] + coeff0_5*dmats2[5][20] + coeff0_6*dmats2[6][20] + coeff0_7*dmats2[7][20] + coeff0_8*dmats2[8][20] + coeff0_9*dmats2[9][20] + coeff0_10*dmats2[10][20] + coeff0_11*dmats2[11][20] + coeff0_12*dmats2[12][20] + coeff0_13*dmats2[13][20] + coeff0_14*dmats2[14][20] + coeff0_15*dmats2[15][20] + coeff0_16*dmats2[16][20] + coeff0_17*dmats2[17][20] + coeff0_18*dmats2[18][20] + coeff0_19*dmats2[19][20] + coeff0_20*dmats2[20][20] + coeff0_21*dmats2[21][20] + coeff0_22*dmats2[22][20] + coeff0_23*dmats2[23][20] + coeff0_24*dmats2[24][20] + coeff0_25*dmats2[25][20] + coeff0_26*dmats2[26][20] + coeff0_27*dmats2[27][20] + coeff0_28*dmats2[28][20] + coeff0_29*dmats2[29][20] + coeff0_30*dmats2[30][20] + coeff0_31*dmats2[31][20] + coeff0_32*dmats2[32][20] + coeff0_33*dmats2[33][20] + coeff0_34*dmats2[34][20];

5323

new_coeff0_21 = coeff0_0*dmats2[0][21] + coeff0_1*dmats2[1][21] + coeff0_2*dmats2[2][21] + coeff0_3*dmats2[3][21] + coeff0_4*dmats2[4][21] + coeff0_5*dmats2[5][21] + coeff0_6*dmats2[6][21] + coeff0_7*dmats2[7][21] + coeff0_8*dmats2[8][21] + coeff0_9*dmats2[9][21] + coeff0_10*dmats2[10][21] + coeff0_11*dmats2[11][21] + coeff0_12*dmats2[12][21] + coeff0_13*dmats2[13][21] + coeff0_14*dmats2[14][21] + coeff0_15*dmats2[15][21] + coeff0_16*dmats2[16][21] + coeff0_17*dmats2[17][21] + coeff0_18*dmats2[18][21] + coeff0_19*dmats2[19][21] + coeff0_20*dmats2[20][21] + coeff0_21*dmats2[21][21] + coeff0_22*dmats2[22][21] + coeff0_23*dmats2[23][21] + coeff0_24*dmats2[24][21] + coeff0_25*dmats2[25][21] + coeff0_26*dmats2[26][21] + coeff0_27*dmats2[27][21] + coeff0_28*dmats2[28][21] + coeff0_29*dmats2[29][21] + coeff0_30*dmats2[30][21] + coeff0_31*dmats2[31][21] + coeff0_32*dmats2[32][21] + coeff0_33*dmats2[33][21] + coeff0_34*dmats2[34][21];

5324

new_coeff0_22 = coeff0_0*dmats2[0][22] + coeff0_1*dmats2[1][22] + coeff0_2*dmats2[2][22] + coeff0_3*dmats2[3][22] + coeff0_4*dmats2[4][22] + coeff0_5*dmats2[5][22] + coeff0_6*dmats2[6][22] + coeff0_7*dmats2[7][22] + coeff0_8*dmats2[8][22] + coeff0_9*dmats2[9][22] + coeff0_10*dmats2[10][22] + coeff0_11*dmats2[11][22] + coeff0_12*dmats2[12][22] + coeff0_13*dmats2[13][22] + coeff0_14*dmats2[14][22] + coeff0_15*dmats2[15][22] + coeff0_16*dmats2[16][22] + coeff0_17*dmats2[17][22] + coeff0_18*dmats2[18][22] + coeff0_19*dmats2[19][22] + coeff0_20*dmats2[20][22] + coeff0_21*dmats2[21][22] + coeff0_22*dmats2[22][22] + coeff0_23*dmats2[23][22] + coeff0_24*dmats2[24][22] + coeff0_25*dmats2[25][22] + coeff0_26*dmats2[26][22] + coeff0_27*dmats2[27][22] + coeff0_28*dmats2[28][22] + coeff0_29*dmats2[29][22] + coeff0_30*dmats2[30][22] + coeff0_31*dmats2[31][22] + coeff0_32*dmats2[32][22] + coeff0_33*dmats2[33][22] + coeff0_34*dmats2[34][22];

5325

new_coeff0_23 = coeff0_0*dmats2[0][23] + coeff0_1*dmats2[1][23] + coeff0_2*dmats2[2][23] + coeff0_3*dmats2[3][23] + coeff0_4*dmats2[4][23] + coeff0_5*dmats2[5][23] + coeff0_6*dmats2[6][23] + coeff0_7*dmats2[7][23] + coeff0_8*dmats2[8][23] + coeff0_9*dmats2[9][23] + coeff0_10*dmats2[10][23] + coeff0_11*dmats2[11][23] + coeff0_12*dmats2[12][23] + coeff0_13*dmats2[13][23] + coeff0_14*dmats2[14][23] + coeff0_15*dmats2[15][23] + coeff0_16*dmats2[16][23] + coeff0_17*dmats2[17][23] + coeff0_18*dmats2[18][23] + coeff0_19*dmats2[19][23] + coeff0_20*dmats2[20][23] + coeff0_21*dmats2[21][23] + coeff0_22*dmats2[22][23] + coeff0_23*dmats2[23][23] + coeff0_24*dmats2[24][23] + coeff0_25*dmats2[25][23] + coeff0_26*dmats2[26][23] + coeff0_27*dmats2[27][23] + coeff0_28*dmats2[28][23] + coeff0_29*dmats2[29][23] + coeff0_30*dmats2[30][23] + coeff0_31*dmats2[31][23] + coeff0_32*dmats2[32][23] + coeff0_33*dmats2[33][23] + coeff0_34*dmats2[34][23];

5326

new_coeff0_24 = coeff0_0*dmats2[0][24] + coeff0_1*dmats2[1][24] + coeff0_2*dmats2[2][24] + coeff0_3*dmats2[3][24] + coeff0_4*dmats2[4][24] + coeff0_5*dmats2[5][24] + coeff0_6*dmats2[6][24] + coeff0_7*dmats2[7][24] + coeff0_8*dmats2[8][24] + coeff0_9*dmats2[9][24] + coeff0_10*dmats2[10][24] + coeff0_11*dmats2[11][24] + coeff0_12*dmats2[12][24] + coeff0_13*dmats2[13][24] + coeff0_14*dmats2[14][24] + coeff0_15*dmats2[15][24] + coeff0_16*dmats2[16][24] + coeff0_17*dmats2[17][24] + coeff0_18*dmats2[18][24] + coeff0_19*dmats2[19][24] + coeff0_20*dmats2[20][24] + coeff0_21*dmats2[21][24] + coeff0_22*dmats2[22][24] + coeff0_23*dmats2[23][24] + coeff0_24*dmats2[24][24] + coeff0_25*dmats2[25][24] + coeff0_26*dmats2[26][24] + coeff0_27*dmats2[27][24] + coeff0_28*dmats2[28][24] + coeff0_29*dmats2[29][24] + coeff0_30*dmats2[30][24] + coeff0_31*dmats2[31][24] + coeff0_32*dmats2[32][24] + coeff0_33*dmats2[33][24] + coeff0_34*dmats2[34][24];

5327

new_coeff0_25 = coeff0_0*dmats2[0][25] + coeff0_1*dmats2[1][25] + coeff0_2*dmats2[2][25] + coeff0_3*dmats2[3][25] + coeff0_4*dmats2[4][25] + coeff0_5*dmats2[5][25] + coeff0_6*dmats2[6][25] + coeff0_7*dmats2[7][25] + coeff0_8*dmats2[8][25] + coeff0_9*dmats2[9][25] + coeff0_10*dmats2[10][25] + coeff0_11*dmats2[11][25] + coeff0_12*dmats2[12][25] + coeff0_13*dmats2[13][25] + coeff0_14*dmats2[14][25] + coeff0_15*dmats2[15][25] + coeff0_16*dmats2[16][25] + coeff0_17*dmats2[17][25] + coeff0_18*dmats2[18][25] + coeff0_19*dmats2[19][25] + coeff0_20*dmats2[20][25] + coeff0_21*dmats2[21][25] + coeff0_22*dmats2[22][25] + coeff0_23*dmats2[23][25] + coeff0_24*dmats2[24][25] + coeff0_25*dmats2[25][25] + coeff0_26*dmats2[26][25] + coeff0_27*dmats2[27][25] + coeff0_28*dmats2[28][25] + coeff0_29*dmats2[29][25] + coeff0_30*dmats2[30][25] + coeff0_31*dmats2[31][25] + coeff0_32*dmats2[32][25] + coeff0_33*dmats2[33][25] + coeff0_34*dmats2[34][25];

5328

new_coeff0_26 = coeff0_0*dmats2[0][26] + coeff0_1*dmats2[1][26] + coeff0_2*dmats2[2][26] + coeff0_3*dmats2[3][26] + coeff0_4*dmats2[4][26] + coeff0_5*dmats2[5][26] + coeff0_6*dmats2[6][26] + coeff0_7*dmats2[7][26] + coeff0_8*dmats2[8][26] + coeff0_9*dmats2[9][26] + coeff0_10*dmats2[10][26] + coeff0_11*dmats2[11][26] + coeff0_12*dmats2[12][26] + coeff0_13*dmats2[13][26] + coeff0_14*dmats2[14][26] + coeff0_15*dmats2[15][26] + coeff0_16*dmats2[16][26] + coeff0_17*dmats2[17][26] + coeff0_18*dmats2[18][26] + coeff0_19*dmats2[19][26] + coeff0_20*dmats2[20][26] + coeff0_21*dmats2[21][26] + coeff0_22*dmats2[22][26] + coeff0_23*dmats2[23][26] + coeff0_24*dmats2[24][26] + coeff0_25*dmats2[25][26] + coeff0_26*dmats2[26][26] + coeff0_27*dmats2[27][26] + coeff0_28*dmats2[28][26] + coeff0_29*dmats2[29][26] + coeff0_30*dmats2[30][26] + coeff0_31*dmats2[31][26] + coeff0_32*dmats2[32][26] + coeff0_33*dmats2[33][26] + coeff0_34*dmats2[34][26];

5329

new_coeff0_27 = coeff0_0*dmats2[0][27] + coeff0_1*dmats2[1][27] + coeff0_2*dmats2[2][27] + coeff0_3*dmats2[3][27] + coeff0_4*dmats2[4][27] + coeff0_5*dmats2[5][27] + coeff0_6*dmats2[6][27] + coeff0_7*dmats2[7][27] + coeff0_8*dmats2[8][27] + coeff0_9*dmats2[9][27] + coeff0_10*dmats2[10][27] + coeff0_11*dmats2[11][27] + coeff0_12*dmats2[12][27] + coeff0_13*dmats2[13][27] + coeff0_14*dmats2[14][27] + coeff0_15*dmats2[15][27] + coeff0_16*dmats2[16][27] + coeff0_17*dmats2[17][27] + coeff0_18*dmats2[18][27] + coeff0_19*dmats2[19][27] + coeff0_20*dmats2[20][27] + coeff0_21*dmats2[21][27] + coeff0_22*dmats2[22][27] + coeff0_23*dmats2[23][27] + coeff0_24*dmats2[24][27] + coeff0_25*dmats2[25][27] + coeff0_26*dmats2[26][27] + coeff0_27*dmats2[27][27] + coeff0_28*dmats2[28][27] + coeff0_29*dmats2[29][27] + coeff0_30*dmats2[30][27] + coeff0_31*dmats2[31][27] + coeff0_32*dmats2[32][27] + coeff0_33*dmats2[33][27] + coeff0_34*dmats2[34][27];

5330

new_coeff0_28 = coeff0_0*dmats2[0][28] + coeff0_1*dmats2[1][28] + coeff0_2*dmats2[2][28] + coeff0_3*dmats2[3][28] + coeff0_4*dmats2[4][28] + coeff0_5*dmats2[5][28] + coeff0_6*dmats2[6][28] + coeff0_7*dmats2[7][28] + coeff0_8*dmats2[8][28] + coeff0_9*dmats2[9][28] + coeff0_10*dmats2[10][28] + coeff0_11*dmats2[11][28] + coeff0_12*dmats2[12][28] + coeff0_13*dmats2[13][28] + coeff0_14*dmats2[14][28] + coeff0_15*dmats2[15][28] + coeff0_16*dmats2[16][28] + coeff0_17*dmats2[17][28] + coeff0_18*dmats2[18][28] + coeff0_19*dmats2[19][28] + coeff0_20*dmats2[20][28] + coeff0_21*dmats2[21][28] + coeff0_22*dmats2[22][28] + coeff0_23*dmats2[23][28] + coeff0_24*dmats2[24][28] + coeff0_25*dmats2[25][28] + coeff0_26*dmats2[26][28] + coeff0_27*dmats2[27][28] + coeff0_28*dmats2[28][28] + coeff0_29*dmats2[29][28] + coeff0_30*dmats2[30][28] + coeff0_31*dmats2[31][28] + coeff0_32*dmats2[32][28] + coeff0_33*dmats2[33][28] + coeff0_34*dmats2[34][28];

5331

new_coeff0_29 = coeff0_0*dmats2[0][29] + coeff0_1*dmats2[1][29] + coeff0_2*dmats2[2][29] + coeff0_3*dmats2[3][29] + coeff0_4*dmats2[4][29] + coeff0_5*dmats2[5][29] + coeff0_6*dmats2[6][29] + coeff0_7*dmats2[7][29] + coeff0_8*dmats2[8][29] + coeff0_9*dmats2[9][29] + coeff0_10*dmats2[10][29] + coeff0_11*dmats2[11][29] + coeff0_12*dmats2[12][29] + coeff0_13*dmats2[13][29] + coeff0_14*dmats2[14][29] + coeff0_15*dmats2[15][29] + coeff0_16*dmats2[16][29] + coeff0_17*dmats2[17][29] + coeff0_18*dmats2[18][29] + coeff0_19*dmats2[19][29] + coeff0_20*dmats2[20][29] + coeff0_21*dmats2[21][29] + coeff0_22*dmats2[22][29] + coeff0_23*dmats2[23][29] + coeff0_24*dmats2[24][29] + coeff0_25*dmats2[25][29] + coeff0_26*dmats2[26][29] + coeff0_27*dmats2[27][29] + coeff0_28*dmats2[28][29] + coeff0_29*dmats2[29][29] + coeff0_30*dmats2[30][29] + coeff0_31*dmats2[31][29] + coeff0_32*dmats2[32][29] + coeff0_33*dmats2[33][29] + coeff0_34*dmats2[34][29];

5332

new_coeff0_30 = coeff0_0*dmats2[0][30] + coeff0_1*dmats2[1][30] + coeff0_2*dmats2[2][30] + coeff0_3*dmats2[3][30] + coeff0_4*dmats2[4][30] + coeff0_5*dmats2[5][30] + coeff0_6*dmats2[6][30] + coeff0_7*dmats2[7][30] + coeff0_8*dmats2[8][30] + coeff0_9*dmats2[9][30] + coeff0_10*dmats2[10][30] + coeff0_11*dmats2[11][30] + coeff0_12*dmats2[12][30] + coeff0_13*dmats2[13][30] + coeff0_14*dmats2[14][30] + coeff0_15*dmats2[15][30] + coeff0_16*dmats2[16][30] + coeff0_17*dmats2[17][30] + coeff0_18*dmats2[18][30] + coeff0_19*dmats2[19][30] + coeff0_20*dmats2[20][30] + coeff0_21*dmats2[21][30] + coeff0_22*dmats2[22][30] + coeff0_23*dmats2[23][30] + coeff0_24*dmats2[24][30] + coeff0_25*dmats2[25][30] + coeff0_26*dmats2[26][30] + coeff0_27*dmats2[27][30] + coeff0_28*dmats2[28][30] + coeff0_29*dmats2[29][30] + coeff0_30*dmats2[30][30] + coeff0_31*dmats2[31][30] + coeff0_32*dmats2[32][30] + coeff0_33*dmats2[33][30] + coeff0_34*dmats2[34][30];

5333

new_coeff0_31 = coeff0_0*dmats2[0][31] + coeff0_1*dmats2[1][31] + coeff0_2*dmats2[2][31] + coeff0_3*dmats2[3][31] + coeff0_4*dmats2[4][31] + coeff0_5*dmats2[5][31] + coeff0_6*dmats2[6][31] + coeff0_7*dmats2[7][31] + coeff0_8*dmats2[8][31] + coeff0_9*dmats2[9][31] + coeff0_10*dmats2[10][31] + coeff0_11*dmats2[11][31] + coeff0_12*dmats2[12][31] + coeff0_13*dmats2[13][31] + coeff0_14*dmats2[14][31] + coeff0_15*dmats2[15][31] + coeff0_16*dmats2[16][31] + coeff0_17*dmats2[17][31] + coeff0_18*dmats2[18][31] + coeff0_19*dmats2[19][31] + coeff0_20*dmats2[20][31] + coeff0_21*dmats2[21][31] + coeff0_22*dmats2[22][31] + coeff0_23*dmats2[23][31] + coeff0_24*dmats2[24][31] + coeff0_25*dmats2[25][31] + coeff0_26*dmats2[26][31] + coeff0_27*dmats2[27][31] + coeff0_28*dmats2[28][31] + coeff0_29*dmats2[29][31] + coeff0_30*dmats2[30][31] + coeff0_31*dmats2[31][31] + coeff0_32*dmats2[32][31] + coeff0_33*dmats2[33][31] + coeff0_34*dmats2[34][31];

5334

new_coeff0_32 = coeff0_0*dmats2[0][32] + coeff0_1*dmats2[1][32] + coeff0_2*dmats2[2][32] + coeff0_3*dmats2[3][32] + coeff0_4*dmats2[4][32] + coeff0_5*dmats2[5][32] + coeff0_6*dmats2[6][32] + coeff0_7*dmats2[7][32] + coeff0_8*dmats2[8][32] + coeff0_9*dmats2[9][32] + coeff0_10*dmats2[10][32] + coeff0_11*dmats2[11][32] + coeff0_12*dmats2[12][32] + coeff0_13*dmats2[13][32] + coeff0_14*dmats2[14][32] + coeff0_15*dmats2[15][32] + coeff0_16*dmats2[16][32] + coeff0_17*dmats2[17][32] + coeff0_18*dmats2[18][32] + coeff0_19*dmats2[19][32] + coeff0_20*dmats2[20][32] + coeff0_21*dmats2[21][32] + coeff0_22*dmats2[22][32] + coeff0_23*dmats2[23][32] + coeff0_24*dmats2[24][32] + coeff0_25*dmats2[25][32] + coeff0_26*dmats2[26][32] + coeff0_27*dmats2[27][32] + coeff0_28*dmats2[28][32] + coeff0_29*dmats2[29][32] + coeff0_30*dmats2[30][32] + coeff0_31*dmats2[31][32] + coeff0_32*dmats2[32][32] + coeff0_33*dmats2[33][32] + coeff0_34*dmats2[34][32];

5335

new_coeff0_33 = coeff0_0*dmats2[0][33] + coeff0_1*dmats2[1][33] + coeff0_2*dmats2[2][33] + coeff0_3*dmats2[3][33] + coeff0_4*dmats2[4][33] + coeff0_5*dmats2[5][33] + coeff0_6*dmats2[6][33] + coeff0_7*dmats2[7][33] + coeff0_8*dmats2[8][33] + coeff0_9*dmats2[9][33] + coeff0_10*dmats2[10][33] + coeff0_11*dmats2[11][33] + coeff0_12*dmats2[12][33] + coeff0_13*dmats2[13][33] + coeff0_14*dmats2[14][33] + coeff0_15*dmats2[15][33] + coeff0_16*dmats2[16][33] + coeff0_17*dmats2[17][33] + coeff0_18*dmats2[18][33] + coeff0_19*dmats2[19][33] + coeff0_20*dmats2[20][33] + coeff0_21*dmats2[21][33] + coeff0_22*dmats2[22][33] + coeff0_23*dmats2[23][33] + coeff0_24*dmats2[24][33] + coeff0_25*dmats2[25][33] + coeff0_26*dmats2[26][33] + coeff0_27*dmats2[27][33] + coeff0_28*dmats2[28][33] + coeff0_29*dmats2[29][33] + coeff0_30*dmats2[30][33] + coeff0_31*dmats2[31][33] + coeff0_32*dmats2[32][33] + coeff0_33*dmats2[33][33] + coeff0_34*dmats2[34][33];

5336

new_coeff0_34 = coeff0_0*dmats2[0][34] + coeff0_1*dmats2[1][34] + coeff0_2*dmats2[2][34] + coeff0_3*dmats2[3][34] + coeff0_4*dmats2[4][34] + coeff0_5*dmats2[5][34] + coeff0_6*dmats2[6][34] + coeff0_7*dmats2[7][34] + coeff0_8*dmats2[8][34] + coeff0_9*dmats2[9][34] + coeff0_10*dmats2[10][34] + coeff0_11*dmats2[11][34] + coeff0_12*dmats2[12][34] + coeff0_13*dmats2[13][34] + coeff0_14*dmats2[14][34] + coeff0_15*dmats2[15][34] + coeff0_16*dmats2[16][34] + coeff0_17*dmats2[17][34] + coeff0_18*dmats2[18][34] + coeff0_19*dmats2[19][34] + coeff0_20*dmats2[20][34] + coeff0_21*dmats2[21][34] + coeff0_22*dmats2[22][34] + coeff0_23*dmats2[23][34] + coeff0_24*dmats2[24][34] + coeff0_25*dmats2[25][34] + coeff0_26*dmats2[26][34] + coeff0_27*dmats2[27][34] + coeff0_28*dmats2[28][34] + coeff0_29*dmats2[29][34] + coeff0_30*dmats2[30][34] + coeff0_31*dmats2[31][34] + coeff0_32*dmats2[32][34] + coeff0_33*dmats2[33][34] + coeff0_34*dmats2[34][34];

5337

}

5338

5339

}

5340

// Compute derivatives on reference element as dot product of coefficients and basisvalues

5341

derivatives[deriv_num] = new_coeff0_0*basisvalue0 + new_coeff0_1*basisvalue1 + new_coeff0_2*basisvalue2 + new_coeff0_3*basisvalue3 + new_coeff0_4*basisvalue4 + new_coeff0_5*basisvalue5 + new_coeff0_6*basisvalue6 + new_coeff0_7*basisvalue7 + new_coeff0_8*basisvalue8 + new_coeff0_9*basisvalue9 + new_coeff0_10*basisvalue10 + new_coeff0_11*basisvalue11 + new_coeff0_12*basisvalue12 + new_coeff0_13*basisvalue13 + new_coeff0_14*basisvalue14 + new_coeff0_15*basisvalue15 + new_coeff0_16*basisvalue16 + new_coeff0_17*basisvalue17 + new_coeff0_18*basisvalue18 + new_coeff0_19*basisvalue19 + new_coeff0_20*basisvalue20 + new_coeff0_21*basisvalue21 + new_coeff0_22*basisvalue22 + new_coeff0_23*basisvalue23 + new_coeff0_24*basisvalue24 + new_coeff0_25*basisvalue25 + new_coeff0_26*basisvalue26 + new_coeff0_27*basisvalue27 + new_coeff0_28*basisvalue28 + new_coeff0_29*basisvalue29 + new_coeff0_30*basisvalue30 + new_coeff0_31*basisvalue31 + new_coeff0_32*basisvalue32 + new_coeff0_33*basisvalue33 + new_coeff0_34*basisvalue34;

5342

}

5343

5344

// Transform derivatives back to physical element

5345

for (unsigned int row = 0; row < num_derivatives; row++)

5346

{

5347

for (unsigned int col = 0; col < num_derivatives; col++)

5348

{

5349

values[row] += transform[row][col]*derivatives[col];

5350

}

5351

}

5352

// Delete pointer to array of derivatives on FIAT element

5353

delete [] derivatives;

5354

5355

// Delete pointer to array of combinations of derivatives and transform

5356

for (unsigned int row = 0; row < num_derivatives; row++)

5357

{

5358

delete [] combinations[row];

5359

delete [] transform[row];

5360

}

5361

5362

delete [] combinations;

5363

delete [] transform;

5364

}

5365

5366

/// Evaluate order n derivatives of all basis functions at given point in cell

5367

virtual void evaluate_basis_derivatives_all(unsigned int n,

5368

double* values,

5369

const double* coordinates,

5370

const ufc::cell& c) const

5371

{

5372

throw std::runtime_error("The vectorised version of evaluate_basis_derivatives() is not yet implemented.");

5373

}

5374

5375

/// Evaluate linear functional for dof i on the function f

5376

virtual double evaluate_dof(unsigned int i,

5377

const ufc::function& f,

5378

const ufc::cell& c) const

5379

{

5380

// The reference points, direction and weights:

5381

const static double X[35][1][3] = {{{0, 0, 0}}, {{1, 0, 0}}, {{0, 1, 0}}, {{0, 0, 1}}, {{0, 0.75, 0.25}}, {{0, 0.5, 0.5}}, {{0, 0.25, 0.75}}, {{0.75, 0, 0.25}}, {{0.5, 0, 0.5}}, {{0.25, 0, 0.75}}, {{0.75, 0.25, 0}}, {{0.5, 0.5, 0}}, {{0.25, 0.75, 0}}, {{0, 0, 0.25}}, {{0, 0, 0.5}}, {{0, 0, 0.75}}, {{0, 0.25, 0}}, {{0, 0.5, 0}}, {{0, 0.75, 0}}, {{0.25, 0, 0}}, {{0.5, 0, 0}}, {{0.75, 0, 0}}, {{0.5, 0.25, 0.25}}, {{0.25, 0.5, 0.25}}, {{0.25, 0.25, 0.5}}, {{0, 0.25, 0.25}}, {{0, 0.5, 0.25}}, {{0, 0.25, 0.5}}, {{0.25, 0, 0.25}}, {{0.5, 0, 0.25}}, {{0.25, 0, 0.5}}, {{0.25, 0.25, 0}}, {{0.5, 0.25, 0}}, {{0.25, 0.5, 0}}, {{0.25, 0.25, 0.25}}};

5382

const static double W[35][1] = {{1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}};

5383

const static double D[35][1][1] = {{{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}};

5384

5385

const double * const * x = c.coordinates;

5386

double result = 0.0;

5387

// Iterate over the points:

5388

// Evaluate basis functions for affine mapping

5389

const double w0 = 1.0 - X[i][0][0] - X[i][0][1] - X[i][0][2];

5390

const double w1 = X[i][0][0];

5391

const double w2 = X[i][0][1];

5392

const double w3 = X[i][0][2];

5393

5394

// Compute affine mapping y = F(X)

5395

double y[3];

5396

y[0] = w0*x[0][0] + w1*x[1][0] + w2*x[2][0] + w3*x[3][0];

5397

y[1] = w0*x[0][1] + w1*x[1][1] + w2*x[2][1] + w3*x[3][1];

5398

y[2] = w0*x[0][2] + w1*x[1][2] + w2*x[2][2] + w3*x[3][2];

5399

5400

// Evaluate function at physical points

5401

double values[1];

5402

f.evaluate(values, y, c);

5403

5404

// Map function values using appropriate mapping

5405

// Affine map: Do nothing

5406

5407

// Note that we do not map the weights (yet).

5408

5409

// Take directional components

5410

for(int k = 0; k < 1; k++)

5411

result += values[k]*D[i][0][k];

5412

// Multiply by weights

5413

result *= W[i][0];

5414

5415

return result;

5416

}

5417

5418

/// Evaluate linear functionals for all dofs on the function f

5419

virtual void evaluate_dofs(double* values,

5420

const ufc::function& f,

5421

const ufc::cell& c) const

5422

{

5423

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

5424

}

5425

5426

/// Interpolate vertex values from dof values

5427

virtual void interpolate_vertex_values(double* vertex_values,

5428

const double* dof_values,

5429

const ufc::cell& c) const

5430

{

5431

// Evaluate at vertices and use affine mapping

5432

vertex_values[0] = dof_values[0];

5433

vertex_values[1] = dof_values[1];

5434

vertex_values[2] = dof_values[2];

5435

vertex_values[3] = dof_values[3];

5436

}

5437

5438

/// Return the number of sub elements (for a mixed element)

5439

virtual unsigned int num_sub_elements() const

5440

{

5441

return 1;

5442

}

5443

5444

/// Create a new finite element for sub element i (for a mixed element)

5445

virtual ufc::finite_element* create_sub_element(unsigned int i) const

5446

{

5447

return new UFC_Poisson3D_4LinearForm_finite_element_0();

5448

}

5449

5450

};

5451

5452

/// This class defines the interface for a finite element.

5453

5454

class UFC_Poisson3D_4LinearForm_finite_element_1: public ufc::finite_element

5455

{

5456

public:

5457

5458

/// Constructor

5459

UFC_Poisson3D_4LinearForm_finite_element_1() : ufc::finite_element()

5460

{

5461

// Do nothing

5462

}

5463

5464

/// Destructor

5465

virtual ~UFC_Poisson3D_4LinearForm_finite_element_1()

5466

{

5467

// Do nothing

5468

}

5469

5470

/// Return a string identifying the finite element

5471

virtual const char* signature() const

5472

{

5473

return "FiniteElement('Lagrange', 'tetrahedron', 4)";

5474

}

5475

5476

/// Return the cell shape

5477

virtual ufc::shape cell_shape() const

5478

{

5479

return ufc::tetrahedron;

5480

}

5481

5482

/// Return the dimension of the finite element function space

5483

virtual unsigned int space_dimension() const

5484

{

5485

return 35;

5486

}

5487

5488

/// Return the rank of the value space

5489

virtual unsigned int value_rank() const

5490

{

5491

return 0;

5492

}

5493

5494

/// Return the dimension of the value space for axis i

5495

virtual unsigned int value_dimension(unsigned int i) const

5496

{

5497

return 1;

5498

}

5499

5500

/// Evaluate basis function i at given point in cell

5501

virtual void evaluate_basis(unsigned int i,

5502

double* values,

5503

const double* coordinates,

5504

const ufc::cell& c) const

5505

{

5506

// Extract vertex coordinates

5507

const double * const * element_coordinates = c.coordinates;

5508

5509

// Compute Jacobian of affine map from reference cell

5510

const double J_00 = element_coordinates[1][0] - element_coordinates[0][0];

5511

const double J_01 = element_coordinates[2][0] - element_coordinates[0][0];

5512

const double J_02 = element_coordinates[3][0] - element_coordinates[0][0];

5513

const double J_10 = element_coordinates[1][1] - element_coordinates[0][1];

5514

const double J_11 = element_coordinates[2][1] - element_coordinates[0][1];

5515

const double J_12 = element_coordinates[3][1] - element_coordinates[0][1];

5516

const double J_20 = element_coordinates[1][2] - element_coordinates[0][2];

5517

const double J_21 = element_coordinates[2][2] - element_coordinates[0][2];

5518

const double J_22 = element_coordinates[3][2] - element_coordinates[0][2];

5519

5520

// Compute sub determinants

5521

const double d00 = J_11*J_22 - J_12*J_21;

5522

const double d01 = J_12*J_20 - J_10*J_22;

5523

const double d02 = J_10*J_21 - J_11*J_20;

5524

5525

const double d10 = J_02*J_21 - J_01*J_22;

5526

const double d11 = J_00*J_22 - J_02*J_20;

5527

const double d12 = J_01*J_20 - J_00*J_21;

5528

5529

const double d20 = J_01*J_12 - J_02*J_11;

5530

const double d21 = J_02*J_10 - J_00*J_12;

5531

const double d22 = J_00*J_11 - J_01*J_10;

5532

5533

// Compute determinant of Jacobian

5534

double detJ = J_00*d00 + J_10*d10 + J_20*d20;

5535

5536

// Compute inverse of Jacobian

5537

5538

// Compute constants

5539

const double C0 = d00*(element_coordinates[0][0] - element_coordinates[2][0] - element_coordinates[3][0]) \

5540

+ d10*(element_coordinates[0][1] - element_coordinates[2][1] - element_coordinates[3][1]) \

5541

+ d20*(element_coordinates[0][2] - element_coordinates[2][2] - element_coordinates[3][2]);

5542

5543

const double C1 = d01*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[3][0]) \

5544

+ d11*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[3][1]) \

5545

+ d21*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[3][2]);

5546

5547

const double C2 = d02*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[2][0]) \

5548

+ d12*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[2][1]) \

5549

+ d22*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[2][2]);

5550

5551

// Get coordinates and map to the UFC reference element

5552

double x = (C0 + d00*coordinates[0] + d10*coordinates[1] + d20*coordinates[2]) / detJ;

5553

double y = (C1 + d01*coordinates[0] + d11*coordinates[1] + d21*coordinates[2]) / detJ;

5554

double z = (C2 + d02*coordinates[0] + d12*coordinates[1] + d22*coordinates[2]) / detJ;

5555

5556

// Map coordinates to the reference cube

5557

if (std::abs(y + z - 1.0) < 1e-14)

5558

x = 1.0;

5559

else

5560

x = -2.0 * x/(y + z - 1.0) - 1.0;

5561

if (std::abs(z - 1.0) < 1e-14)

5562

y = -1.0;

5563

else

5564

y = 2.0 * y/(1.0 - z) - 1.0;

5565

z = 2.0 * z - 1.0;

5566

5567

// Reset values

5568

*values = 0;

5569

5570

// Map degree of freedom to element degree of freedom

5571

const unsigned int dof = i;

5572

5573

// Generate scalings

5574

const double scalings_y_0 = 1;

5575

const double scalings_y_1 = scalings_y_0*(0.5 - 0.5*y);

5576

const double scalings_y_2 = scalings_y_1*(0.5 - 0.5*y);

5577

const double scalings_y_3 = scalings_y_2*(0.5 - 0.5*y);

5578

const double scalings_y_4 = scalings_y_3*(0.5 - 0.5*y);

5579

const double scalings_z_0 = 1;

5580

const double scalings_z_1 = scalings_z_0*(0.5 - 0.5*z);

5581

const double scalings_z_2 = scalings_z_1*(0.5 - 0.5*z);

5582

const double scalings_z_3 = scalings_z_2*(0.5 - 0.5*z);

5583

const double scalings_z_4 = scalings_z_3*(0.5 - 0.5*z);

5584

5585

// Compute psitilde_a

5586

const double psitilde_a_0 = 1;

5587

const double psitilde_a_1 = x;

5588

const double psitilde_a_2 = 1.5*x*psitilde_a_1 - 0.5*psitilde_a_0;

5589

const double psitilde_a_3 = 1.66666666666667*x*psitilde_a_2 - 0.666666666666667*psitilde_a_1;

5590

const double psitilde_a_4 = 1.75*x*psitilde_a_3 - 0.75*psitilde_a_2;

5591

5592

// Compute psitilde_bs

5593

const double psitilde_bs_0_0 = 1;

5594

const double psitilde_bs_0_1 = 1.5*y + 0.5;

5595

const double psitilde_bs_0_2 = 0.111111111111111*psitilde_bs_0_1 + 1.66666666666667*y*psitilde_bs_0_1 - 0.555555555555556*psitilde_bs_0_0;

5596

const double psitilde_bs_0_3 = 0.05*psitilde_bs_0_2 + 1.75*y*psitilde_bs_0_2 - 0.7*psitilde_bs_0_1;

5597

const double psitilde_bs_0_4 = 0.0285714285714286*psitilde_bs_0_3 + 1.8*y*psitilde_bs_0_3 - 0.771428571428571*psitilde_bs_0_2;

5598

const double psitilde_bs_1_0 = 1;

5599

const double psitilde_bs_1_1 = 2.5*y + 1.5;

5600

const double psitilde_bs_1_2 = 0.54*psitilde_bs_1_1 + 2.1*y*psitilde_bs_1_1 - 0.56*psitilde_bs_1_0;

5601

const double psitilde_bs_1_3 = 0.285714285714286*psitilde_bs_1_2 + 2*y*psitilde_bs_1_2 - 0.714285714285714*psitilde_bs_1_1;

5602

const double psitilde_bs_2_0 = 1;

5603

const double psitilde_bs_2_1 = 3.5*y + 2.5;

5604

const double psitilde_bs_2_2 = 1.02040816326531*psitilde_bs_2_1 + 2.57142857142857*y*psitilde_bs_2_1 - 0.551020408163265*psitilde_bs_2_0;

5605

const double psitilde_bs_3_0 = 1;

5606

const double psitilde_bs_3_1 = 4.5*y + 3.5;

5607

const double psitilde_bs_4_0 = 1;

5608

5609

// Compute psitilde_cs

5610

const double psitilde_cs_00_0 = 1;

5611

const double psitilde_cs_00_1 = 2*z + 1;

5612

const double psitilde_cs_00_2 = 0.3125*psitilde_cs_00_1 + 1.875*z*psitilde_cs_00_1 - 0.5625*psitilde_cs_00_0;

5613

const double psitilde_cs_00_3 = 0.155555555555556*psitilde_cs_00_2 + 1.86666666666667*z*psitilde_cs_00_2 - 0.711111111111111*psitilde_cs_00_1;

5614

const double psitilde_cs_00_4 = 0.09375*psitilde_cs_00_3 + 1.875*z*psitilde_cs_00_3 - 0.78125*psitilde_cs_00_2;

5615

const double psitilde_cs_01_0 = 1;

5616

const double psitilde_cs_01_1 = 3*z + 2;

5617

const double psitilde_cs_01_2 = 0.777777777777778*psitilde_cs_01_1 + 2.33333333333333*z*psitilde_cs_01_1 - 0.555555555555556*psitilde_cs_01_0;

5618

const double psitilde_cs_01_3 = 0.428571428571429*psitilde_cs_01_2 + 2.14285714285714*z*psitilde_cs_01_2 - 0.714285714285714*psitilde_cs_01_1;

5619

const double psitilde_cs_02_0 = 1;

5620

const double psitilde_cs_02_1 = 4*z + 3;

5621

const double psitilde_cs_02_2 = 1.265625*psitilde_cs_02_1 + 2.8125*z*psitilde_cs_02_1 - 0.546875*psitilde_cs_02_0;

5622

const double psitilde_cs_03_0 = 1;

5623

const double psitilde_cs_03_1 = 5*z + 4;

5624

const double psitilde_cs_04_0 = 1;

5625

const double psitilde_cs_10_0 = 1;

5626

const double psitilde_cs_10_1 = 3*z + 2;

5627

const double psitilde_cs_10_2 = 0.777777777777778*psitilde_cs_10_1 + 2.33333333333333*z*psitilde_cs_10_1 - 0.555555555555556*psitilde_cs_10_0;

5628

const double psitilde_cs_10_3 = 0.428571428571429*psitilde_cs_10_2 + 2.14285714285714*z*psitilde_cs_10_2 - 0.714285714285714*psitilde_cs_10_1;

5629

const double psitilde_cs_11_0 = 1;

5630

const double psitilde_cs_11_1 = 4*z + 3;

5631

const double psitilde_cs_11_2 = 1.265625*psitilde_cs_11_1 + 2.8125*z*psitilde_cs_11_1 - 0.546875*psitilde_cs_11_0;

5632

const double psitilde_cs_12_0 = 1;

5633

const double psitilde_cs_12_1 = 5*z + 4;

5634

const double psitilde_cs_13_0 = 1;

5635

const double psitilde_cs_20_0 = 1;

5636

const double psitilde_cs_20_1 = 4*z + 3;

5637

const double psitilde_cs_20_2 = 1.265625*psitilde_cs_20_1 + 2.8125*z*psitilde_cs_20_1 - 0.546875*psitilde_cs_20_0;

5638

const double psitilde_cs_21_0 = 1;

5639

const double psitilde_cs_21_1 = 5*z + 4;

5640

const double psitilde_cs_22_0 = 1;

5641

const double psitilde_cs_30_0 = 1;

5642

const double psitilde_cs_30_1 = 5*z + 4;

5643

const double psitilde_cs_31_0 = 1;

5644

const double psitilde_cs_40_0 = 1;

5645

5646

// Compute basisvalues

5647

const double basisvalue0 = 0.866025403784439*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_0;

5648

const double basisvalue1 = 2.73861278752583*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_0;

5649

const double basisvalue2 = 1.58113883008419*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_0;

5650

const double basisvalue3 = 1.11803398874989*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_1;

5651

const double basisvalue4 = 5.1234753829798*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_0;

5652

const double basisvalue5 = 3.96862696659689*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_0;

5653

const double basisvalue6 = 2.29128784747792*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_0;

5654

const double basisvalue7 = 3.24037034920393*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_1;

5655

const double basisvalue8 = 1.87082869338697*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_1;

5656

const double basisvalue9 = 1.3228756555323*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_2;

5657

const double basisvalue10 = 7.93725393319377*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_0;

5658

const double basisvalue11 = 6.70820393249937*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_0;

5659

const double basisvalue12 = 5.19615242270663*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_0;

5660

const double basisvalue13 = 3*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_0;

5661

const double basisvalue14 = 5.80947501931113*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_1;

5662

const double basisvalue15 = 4.5*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_1;

5663

const double basisvalue16 = 2.59807621135332*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_1;

5664

const double basisvalue17 = 3.67423461417477*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_2;

5665

const double basisvalue18 = 2.12132034355964*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_2;

5666

const double basisvalue19 = 1.5*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_3;

5667

const double basisvalue20 = 11.1242977306435*psitilde_a_4*scalings_y_4*psitilde_bs_4_0*scalings_z_4*psitilde_cs_40_0;

5668

const double basisvalue21 = 9.81070843517429*psitilde_a_3*scalings_y_3*psitilde_bs_3_1*scalings_z_4*psitilde_cs_31_0;

5669

const double basisvalue22 = 8.2915619758885*psitilde_a_2*scalings_y_2*psitilde_bs_2_2*scalings_z_4*psitilde_cs_22_0;

5670

const double basisvalue23 = 6.42261628933256*psitilde_a_1*scalings_y_1*psitilde_bs_1_3*scalings_z_4*psitilde_cs_13_0;

5671

const double basisvalue24 = 3.70809924354783*psitilde_a_0*scalings_y_0*psitilde_bs_0_4*scalings_z_4*psitilde_cs_04_0;

5672

const double basisvalue25 = 8.77496438739212*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_1;

5673

const double basisvalue26 = 7.41619848709566*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_1;

5674

const double basisvalue27 = 5.74456264653803*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_1;

5675

const double basisvalue28 = 3.3166247903554*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_1;

5676

const double basisvalue29 = 6.42261628933256*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_2;

5677

const double basisvalue30 = 4.9749371855331*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_2;

5678

const double basisvalue31 = 2.87228132326901*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_2;

5679

const double basisvalue32 = 4.06201920231798*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_3;

5680

const double basisvalue33 = 2.34520787991171*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_3;

5681

const double basisvalue34 = 1.6583123951777*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_4;

5682

5683

// Table(s) of coefficients

5684

const static double coefficients0[35][35] = \

5685

{{-0.0137464349807051, -0.0144900147488139, -0.00836581391578937, -0.00591552374999941, 0, 0, 0, 0, 0, 0, -0.00671936840905293, -0.00567890279999946, -0.00439885919382571, -0.00253968253968254, -0.00491807409042211, -0.00380952380952381, -0.00219942959691287, -0.00311046316543895, -0.0017958267458706, -0.00126984126984128, 0.0136980289516341, 0.0120805260192622, 0.010209907964538, 0.00790856070259325, 0.00456600965054471, 0.0108051509532101, 0.00913201930108942, 0.00707363173407281, 0.00408396318581522, 0.00790856070259324, 0.00612594477872282, 0.0035368158670364, 0.00500181296677924, 0.00288779806280616, 0.00204198159290761},

5686

{-0.0137464349807054, 0.0144900147488139, -0.00836581391578934, -0.00591552374999945, 0, 0, 0, 0, 0, 0, 0.00671936840905293, -0.00567890279999946, 0.00439885919382572, -0.00253968253968254, -0.00491807409042213, 0.00380952380952382, -0.00219942959691286, 0.00311046316543897, -0.0017958267458706, -0.00126984126984127, 0.0136980289516341, -0.0120805260192622, 0.010209907964538, -0.00790856070259325, 0.00456600965054471, -0.0108051509532101, 0.00913201930108941, -0.0070736317340728, 0.00408396318581521, 0.00790856070259325, -0.00612594477872282, 0.0035368158670364, -0.00500181296677924, 0.00288779806280615, 0.00204198159290761},

5687

{-0.0137464349807053, 0, 0.0167316278315787, -0.00591552374999946, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0101587301587302, 0, 0, -0.00659828879073857, 0, 0.00359165349174119, -0.00126984126984127, 0, 0, 0, 0, 0.0228300482527235, 0, 0, 0, -0.0163358527432608, 0, 0, 0.0106104476011092, 0, -0.0057755961256123, 0.00204198159290761},

5688

{-0.0137464349807054, 0, 0, 0.0177465712499983, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0126984126984127, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0306297238936141},

5689

{0.0439885919382572, 0, 0.026770604530526, 0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0, 0.0406349206349206, 0, 0, 0.00439885919382572, 0, -0.0143666139669648, 0.00761904761904763, 0, 0, 0, 0, 0, 0, 0, 0, 0.0367556686723369, 0, 0, -0.0424417904044368, 0, 0.0303218796594646, -0.0122518895574456},

5690

{-0.0329914439536931, 0, -0.0200779533978945, -0.0141972569999986, 0, 0, -0.00969857289937744, 0, 0.0712696645099798, -0.050395263067897, 0, 0, 0, 0, 0, 0, 0.0461880215351701, 0, 0.0107749604752236, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0495154221385096, 0, -0.0606437593189292, 0.0306297238936141},

5691

{0.0439885919382573, 0, 0.0267706045305259, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0, 0.0359165349174119, 0.0253968253968254, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0505364660991076, -0.0408396318581522},

5692

{0.0439885919382573, 0.0231840235981023, -0.0133853022652629, 0.0189296759999982, 0.0433733365754904, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, -0.0227156111999979, 0.0175954367753029, -0.0101587301587302, 0.00327871606028141, -0.00253968253968255, 0.0014662863979419, -0.0124418526617558, 0.00718330698348238, 0.00761904761904763, 0, 0, 0, 0, 0, 0.0243115896447228, -0.0205470434274512, 0.0159156714016638, -0.00918891716808423, -0.031634242810373, 0.0245037791148913, -0.0141472634681456, 0.026259518075591, -0.0151609398297323, -0.0122518895574456},

5693

{-0.0329914439536929, -0.0173880176985766, 0.0100389766989472, -0.0141972569999986, -0.00722888942924838, 0.00559947367421081, -0.00323285763312582, 0.0617213399848368, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, -0.0266666666666667, 0.01539600717839, 0.00933138949631686, -0.00538748023761177, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, -0.0285877423007065, 0.0165051407128365, -0.052519036151182, 0.0303218796594646, 0.0306297238936141},

5694

{0.0439885919382573, 0.0231840235981023, -0.013385302265263, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0.0311046316543895, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

5695

{0.0439885919382572, 0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754903, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, 0, -0.0117302911835353, 0.0101587301587302, -0.0229510124219699, 0.00761904761904761, -0.00146628639794191, 0.0165891368823411, -0.0071833069834824, -0.00761904761904763, 0, 0.0241610520385245, -0.0357346778758831, 0.0355885231616696, -0.0228300482527235, -0.00270128773830253, -0.0114150241263618, 0.0159156714016638, -0.0112308987609918, 0.00395428035129663, 0.00306297238936141, -0.0035368158670364, -0.00375135972508443, 0.00072194951570154, 0.00204198159290761},

5696

{-0.0329914439536929, -0.0173880176985768, -0.0100389766989472, 0.0141972569999986, -0.00722888942924839, 0.0615942104163185, -0.0614242950293904, -0.00685792666498187, -0.00395942580611001, 0.00559947367421077, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, -0.0266666666666667, 0.0175954367753029, 0.00933138949631688, 0.00538748023761179, -0.00761904761904761, 0, 0, 0.0357346778758831, -0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.00408396318581521, 0.00131809345043221, 0.00714693557517662, -0.00471575448938186, -0.00250090648338962, -0.00144389903140307, 0.00204198159290761},

5697

{0.0439885919382572, 0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0.0293257279588382, 0.0101587301587302, 0, -0.0101587301587302, -0.0219942959691286, 0.00207364211029264, 0.017958267458706, -0.00761904761904762, 0, 0, 0, 0.0395428035129662, -0.0456600965054471, 0, 0, -0.017684079335182, 0.0142938711503532, 0, 0.00612594477872282, 0, -0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

5698

{0.043988591938257, -0.0231840235981023, -0.0133853022652629, 0.0189296759999983, 0.0433733365754903, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, -0.0227156111999979, -0.0175954367753029, -0.0101587301587302, 0.00327871606028139, 0.00253968253968253, 0.0014662863979419, 0.0124418526617558, 0.00718330698348236, 0.00761904761904761, 0, 0, 0, 0, 0, -0.0243115896447228, -0.0205470434274512, -0.0159156714016638, -0.00918891716808424, -0.031634242810373, -0.0245037791148913, -0.0141472634681456, -0.026259518075591, -0.0151609398297323, -0.0122518895574456},

5699

{-0.0329914439536929, 0.0173880176985768, 0.0100389766989471, -0.0141972569999987, -0.00722888942924838, -0.00559947367421082, -0.00323285763312581, -0.0617213399848367, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, 0.0266666666666667, 0.01539600717839, -0.00933138949631689, -0.00538748023761178, -0.019047619047619, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, 0.0285877423007065, 0.0165051407128365, 0.0525190361511819, 0.0303218796594646, 0.0306297238936141},

5700

{0.0439885919382572, -0.0231840235981023, -0.0133853022652629, 0.0189296759999981, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, -0.0311046316543896, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

5701

{0.0439885919382572, -0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, 0, 0.0117302911835352, 0.0101587301587302, -0.0229510124219699, -0.00761904761904762, -0.00146628639794191, -0.0165891368823411, -0.00718330698348239, -0.00761904761904763, 0, -0.0241610520385245, -0.0357346778758831, -0.0355885231616696, -0.0228300482527235, 0.00270128773830254, -0.0114150241263618, -0.0159156714016638, -0.0112308987609918, 0.00395428035129662, -0.00306297238936141, -0.0035368158670364, 0.00375135972508443, 0.000721949515701533, 0.00204198159290761},

5702

{-0.0329914439536929, 0.0173880176985766, -0.0100389766989472, 0.0141972569999987, -0.00722888942924841, -0.0615942104163186, -0.0614242950293904, 0.00685792666498186, -0.00395942580610998, 0.00559947367421075, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, 0.0266666666666667, 0.0175954367753029, -0.00933138949631688, 0.00538748023761179, -0.00761904761904763, 0, 0, 0.0357346778758831, 0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.0040839631858152, 0.00131809345043222, -0.00714693557517663, -0.00471575448938187, 0.00250090648338962, -0.00144389903140308, 0.00204198159290761},

5703

{0.0439885919382573, -0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, -0.0293257279588382, 0.0101587301587302, 0, 0.0101587301587301, -0.0219942959691286, -0.00207364211029265, 0.017958267458706, -0.00761904761904761, 0, 0, 0, -0.0395428035129663, -0.0456600965054471, 0, 0, 0.017684079335182, 0.0142938711503532, 0, -0.00612594477872281, 0, 0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

5704

{0.0439885919382571, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484215, 0.0134387368181058, -0.0113578055999989, -0.0205280095711867, -0.0152380952380952, -0.00983614818084424, -0.0177777777777778, -0.0131965775814772, -0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, -0.0241610520385245, -0.00510495398226901, 0.00395428035129663, 0.00456600965054471, -0.0216103019064202, -0.00456600965054471, 0.00353681586703639, 0.00408396318581521, -0.00395428035129661, 0.0030629723893614, 0.0035368158670364, 0.00250090648338961, 0.00288779806280615, 0.00204198159290761},

5705

{-0.0329914439536931, 0, 0.0200779533978945, 0.0141972569999987, -0.0867466731509807, 0, 0.00969857289937743, 0, 0.00791885161221998, 0.00559947367421076, 0, 0.0340734167999968, 0, -0.0152380952380953, 0.0295084445425327, 0, -0.0131965775814772, 0, -0.0107749604752236, -0.00761904761904762, 0.0821881737098047, 0, -0.010209907964538, 0, 0.00456600965054471, 0, -0.00913201930108944, 0, 0.00408396318581521, -0.00790856070259326, 0, 0.0035368158670364, 0, 0.00288779806280615, 0.00204198159290761},

5706

{0.0439885919382573, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754903, -0.0335968420452646, 0.0193971457987549, -0.0274317066599274, 0.01583770322444, 0.0111989473484215, -0.0134387368181058, -0.0113578055999989, 0.0205280095711867, -0.0152380952380952, -0.00983614818084423, 0.0177777777777778, -0.0131965775814772, 0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, 0.0241610520385245, -0.005104953982269, -0.00395428035129662, 0.00456600965054471, 0.0216103019064202, -0.0045660096505447, -0.0035368158670364, 0.00408396318581521, -0.00395428035129662, -0.00306297238936141, 0.00353681586703641, -0.00250090648338962, 0.00288779806280615, 0.00204198159290761},

5707

{0.0439885919382573, 0.139104141588614, -0.080311813591578, -0.0567890279999947, 0.0578311154339872, 0.0335968420452646, -0.0420271492306356, 0.0274317066599275, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, -0.0586514559176763, 0.0406349206349207, 0.039344592723377, 0.00253968253968254, -0.0109971479845643, -0.0601356211984865, 0.017958267458706, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, -0.053052238005546, 0.0367556686723369, -0.0105447476034577, -0.0245037791148913, 0.0235787724469093, 0.0175063453837273, 0, -0.0122518895574457},

5708

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0, 0.0783926314389509, 0.0096985728993774, -0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, 0.0586514559176763, -0.0609523809523809, 0, 0.033015873015873, 0.0241937255660415, -0.0145154947720485, -0.0610581093596003, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0, 0.053052238005546, -0.0551335030085053, 0, -0.0326717054865217, 0.0141472634681456, 0.00875317269186366, 0.0151609398297323, -0.0122518895574456},

5709

{0.0439885919382571, 0, 0, 0.170367083999984, 0, -0.0111989473484216, 0.00969857289937744, 0.0822951199797824, 0.0475131096733199, -0.0167984210226324, 0, 0, 0, 0, 0, 0.0533333333333333, -0.0461880215351701, 0.0435464843161454, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.057175484601413, -0.0495154221385096, -0.026259518075591, -0.0151609398297323, 0.0306297238936141},

5710

{0.0439885919382571, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, 0.0578311154339871, -0.0335968420452646, -0.0420271492306356, -0.0274317066599274, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, 0.0586514559176763, 0.0406349206349206, 0.0393445927233769, -0.00253968253968253, -0.0109971479845643, 0.0601356211984865, 0.0179582674587059, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, 0.053052238005546, 0.0367556686723369, -0.0105447476034577, 0.0245037791148913, 0.0235787724469093, -0.0175063453837273, 0, -0.0122518895574457},

5711

{0.0439885919382571, 0, 0.160623627183156, -0.0567890279999946, 0, -0.0783926314389509, 0.00969857289937745, 0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, -0.0586514559176763, -0.0609523809523809, 0, -0.033015873015873, 0.0241937255660415, 0.0145154947720485, -0.0610581093596003, 0.0393650793650793, 0, 0, 0, 0, 0, 0, 0, -0.053052238005546, -0.0551335030085053, 0, 0.0326717054865217, 0.0141472634681456, -0.00875317269186368, 0.0151609398297323, -0.0122518895574456},

5712

{0.0439885919382572, 0, 0, 0.170367083999984, 0, 0.0111989473484215, 0.00969857289937745, -0.0822951199797824, 0.0475131096733199, -0.0167984210226323, 0, 0, 0, 0, 0, -0.0533333333333333, -0.0461880215351701, -0.0435464843161453, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0571754846014129, -0.0495154221385096, 0.026259518075591, -0.0151609398297323, 0.0306297238936141},

5713

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999946, -0.0433733365754903, 0.0447957893936862, 0.0484928644968872, -0.0548634133198549, 0, -0.0167984210226323, 0.0806324209086351, 0.0227156111999979, -0.0058651455917676, -0.0101587301587302, -0.00327871606028142, 0.0304761904761905, 0.0271262983619253, 0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, 0.0729347689341683, 0.0205470434274512, -0.00530522380055458, -0.00918891716808423, 0.031634242810373, -0.00816792637163039, -0.0141472634681456, -0.00875317269186365, -0.0151609398297323, -0.0122518895574456},

5714

{0.0439885919382571, 0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754904, -0.0447957893936862, 0.0484928644968873, 0.0548634133198549, 0, -0.0167984210226323, -0.0806324209086351, 0.0227156111999979, 0.0058651455917676, -0.0101587301587302, -0.00327871606028142, -0.0304761904761905, 0.0271262983619253, -0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, -0.0729347689341683, 0.0205470434274512, 0.00530522380055459, -0.00918891716808424, 0.031634242810373, 0.00816792637163042, -0.0141472634681456, 0.00875317269186367, -0.0151609398297323, -0.0122518895574456},

5715

{0.0439885919382572, 0, 0, 0.170367083999984, 0.0144577788584968, 0, -0.00323285763312585, 0, -0.0950262193466398, -0.0167984210226323, 0, 0, 0, 0, -0.0688530372659096, 0, 0.01539600717839, 0, -0.0502831488843767, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0738132332242036, 0, 0.0165051407128365, 0, 0.0303218796594646, 0.0306297238936141},

5716

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754903, -0.0447957893936862, -0.00969857289937743, 0.0548634133198549, 0.03167540644888, 0.0391963157194754, 0.0806324209086351, 0, 0.0527863103259086, 0.0609523809523809, 0.0229510124219699, 0.0101587301587302, 0.0168622935763319, -0.0124418526617558, -0.00718330698348239, -0.013968253968254, 0, 0.0724831561155734, 0.0357346778758831, -0.0118628410538899, -0.0228300482527235, -0.00810386321490759, 0.0114150241263618, -0.00530522380055459, -0.0112308987609918, -0.00395428035129662, -0.00102099079645379, -0.0035368158670364, 0.00125045324169481, 0.000721949515701537, 0.00204198159290762},

5717

{0.0439885919382571, 0.139104141588614, -0.080311813591578, -0.0567890279999947, -0.0433733365754904, 0.0447957893936862, -0.00969857289937742, -0.0548634133198549, 0.0316754064488799, 0.0391963157194754, -0.0806324209086351, 0, -0.0527863103259086, 0.060952380952381, 0.0229510124219699, -0.0101587301587302, 0.0168622935763319, 0.0124418526617558, -0.00718330698348236, -0.013968253968254, 0, -0.0724831561155734, 0.0357346778758831, 0.0118628410538899, -0.0228300482527236, 0.00810386321490761, 0.0114150241263618, 0.00530522380055459, -0.0112308987609918, -0.00395428035129662, 0.00102099079645379, -0.0035368158670364, -0.0012504532416948, 0.000721949515701528, 0.0020419815929076},

5718

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0.0144577788584968, 0, -0.0614242950293905, 0, -0.0633508128977598, 0.0391963157194754, 0, -0.0681468335999936, 0, -0.0914285714285715, 0.00983614818084423, 0, 0.0285925847598672, 0, 0.0143666139669647, -0.0139682539682539, 0, 0, -0.0714693557517662, 0, 0.0456600965054471, 0, 0.0182640386021788, 0, 0.0040839631858152, -0.00263618690086443, 0, -0.00471575448938186, 0, -0.00144389903140306, 0.00204198159290759},

5719

{0.351908735506058, 0, 0, 0, -0.115662230867974, 0, -0.129314305325032, 0, 0, -0.134387368181059, 0, -0.0908624447999914, 0, 0.0406349206349206, -0.0786891854467539, 0, -0.0879771838765144, 0, 0, 0.0711111111111111, 0, 0, 0, 0, 0, 0, -0.0821881737098047, 0, 0.0367556686723369, 0.0210894952069153, 0, 0.0235787724469093, 0, 0, -0.0122518895574456}};

5720

5721

// Extract relevant coefficients

5722

const double coeff0_0 = coefficients0[dof][0];

5723

const double coeff0_1 = coefficients0[dof][1];

5724

const double coeff0_2 = coefficients0[dof][2];

5725

const double coeff0_3 = coefficients0[dof][3];

5726

const double coeff0_4 = coefficients0[dof][4];

5727

const double coeff0_5 = coefficients0[dof][5];

5728

const double coeff0_6 = coefficients0[dof][6];

5729

const double coeff0_7 = coefficients0[dof][7];

5730

const double coeff0_8 = coefficients0[dof][8];

5731

const double coeff0_9 = coefficients0[dof][9];

5732

const double coeff0_10 = coefficients0[dof][10];

5733

const double coeff0_11 = coefficients0[dof][11];

5734

const double coeff0_12 = coefficients0[dof][12];

5735

const double coeff0_13 = coefficients0[dof][13];

5736

const double coeff0_14 = coefficients0[dof][14];

5737

const double coeff0_15 = coefficients0[dof][15];

5738

const double coeff0_16 = coefficients0[dof][16];

5739

const double coeff0_17 = coefficients0[dof][17];

5740

const double coeff0_18 = coefficients0[dof][18];

5741

const double coeff0_19 = coefficients0[dof][19];

5742

const double coeff0_20 = coefficients0[dof][20];

5743

const double coeff0_21 = coefficients0[dof][21];

5744

const double coeff0_22 = coefficients0[dof][22];

5745

const double coeff0_23 = coefficients0[dof][23];

5746

const double coeff0_24 = coefficients0[dof][24];

5747

const double coeff0_25 = coefficients0[dof][25];

5748

const double coeff0_26 = coefficients0[dof][26];

5749

const double coeff0_27 = coefficients0[dof][27];

5750

const double coeff0_28 = coefficients0[dof][28];

5751

const double coeff0_29 = coefficients0[dof][29];

5752

const double coeff0_30 = coefficients0[dof][30];

5753

const double coeff0_31 = coefficients0[dof][31];

5754

const double coeff0_32 = coefficients0[dof][32];

5755

const double coeff0_33 = coefficients0[dof][33];

5756

const double coeff0_34 = coefficients0[dof][34];

5757

5758

// Compute value(s)

5759

*values = coeff0_0*basisvalue0 + coeff0_1*basisvalue1 + coeff0_2*basisvalue2 + coeff0_3*basisvalue3 + coeff0_4*basisvalue4 + coeff0_5*basisvalue5 + coeff0_6*basisvalue6 + coeff0_7*basisvalue7 + coeff0_8*basisvalue8 + coeff0_9*basisvalue9 + coeff0_10*basisvalue10 + coeff0_11*basisvalue11 + coeff0_12*basisvalue12 + coeff0_13*basisvalue13 + coeff0_14*basisvalue14 + coeff0_15*basisvalue15 + coeff0_16*basisvalue16 + coeff0_17*basisvalue17 + coeff0_18*basisvalue18 + coeff0_19*basisvalue19 + coeff0_20*basisvalue20 + coeff0_21*basisvalue21 + coeff0_22*basisvalue22 + coeff0_23*basisvalue23 + coeff0_24*basisvalue24 + coeff0_25*basisvalue25 + coeff0_26*basisvalue26 + coeff0_27*basisvalue27 + coeff0_28*basisvalue28 + coeff0_29*basisvalue29 + coeff0_30*basisvalue30 + coeff0_31*basisvalue31 + coeff0_32*basisvalue32 + coeff0_33*basisvalue33 + coeff0_34*basisvalue34;

5760

}

5761

5762

/// Evaluate all basis functions at given point in cell

5763

virtual void evaluate_basis_all(double* values,

5764

const double* coordinates,

5765

const ufc::cell& c) const

5766

{

5767

throw std::runtime_error("The vectorised version of evaluate_basis() is not yet implemented.");

5768

}

5769

5770

/// Evaluate order n derivatives of basis function i at given point in cell

5771

virtual void evaluate_basis_derivatives(unsigned int i,

5772

unsigned int n,

5773

double* values,

5774

const double* coordinates,

5775

const ufc::cell& c) const

5776

{

5777

// Extract vertex coordinates

5778

const double * const * element_coordinates = c.coordinates;

5779

5780

// Compute Jacobian of affine map from reference cell

5781

const double J_00 = element_coordinates[1][0] - element_coordinates[0][0];

5782

const double J_01 = element_coordinates[2][0] - element_coordinates[0][0];

5783

const double J_02 = element_coordinates[3][0] - element_coordinates[0][0];

5784

const double J_10 = element_coordinates[1][1] - element_coordinates[0][1];

5785

const double J_11 = element_coordinates[2][1] - element_coordinates[0][1];

5786

const double J_12 = element_coordinates[3][1] - element_coordinates[0][1];

5787

const double J_20 = element_coordinates[1][2] - element_coordinates[0][2];

5788

const double J_21 = element_coordinates[2][2] - element_coordinates[0][2];

5789

const double J_22 = element_coordinates[3][2] - element_coordinates[0][2];

5790

5791

// Compute sub determinants

5792

const double d00 = J_11*J_22 - J_12*J_21;

5793

const double d01 = J_12*J_20 - J_10*J_22;

5794

const double d02 = J_10*J_21 - J_11*J_20;

5795

5796

const double d10 = J_02*J_21 - J_01*J_22;

5797

const double d11 = J_00*J_22 - J_02*J_20;

5798

const double d12 = J_01*J_20 - J_00*J_21;

5799

5800

const double d20 = J_01*J_12 - J_02*J_11;

5801

const double d21 = J_02*J_10 - J_00*J_12;

5802

const double d22 = J_00*J_11 - J_01*J_10;

5803

5804

// Compute determinant of Jacobian

5805

double detJ = J_00*d00 + J_10*d10 + J_20*d20;

5806

5807

// Compute inverse of Jacobian

5808

5809

// Compute constants

5810

const double C0 = d00*(element_coordinates[0][0] - element_coordinates[2][0] - element_coordinates[3][0]) \

5811

+ d10*(element_coordinates[0][1] - element_coordinates[2][1] - element_coordinates[3][1]) \

5812

+ d20*(element_coordinates[0][2] - element_coordinates[2][2] - element_coordinates[3][2]);

5813

5814

const double C1 = d01*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[3][0]) \

5815

+ d11*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[3][1]) \

5816

+ d21*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[3][2]);

5817

5818

const double C2 = d02*(element_coordinates[0][0] - element_coordinates[1][0] - element_coordinates[2][0]) \

5819

+ d12*(element_coordinates[0][1] - element_coordinates[1][1] - element_coordinates[2][1]) \

5820

+ d22*(element_coordinates[0][2] - element_coordinates[1][2] - element_coordinates[2][2]);

5821

5822

// Get coordinates and map to the UFC reference element

5823

double x = (C0 + d00*coordinates[0] + d10*coordinates[1] + d20*coordinates[2]) / detJ;

5824

double y = (C1 + d01*coordinates[0] + d11*coordinates[1] + d21*coordinates[2]) / detJ;

5825

double z = (C2 + d02*coordinates[0] + d12*coordinates[1] + d22*coordinates[2]) / detJ;

5826

5827

// Map coordinates to the reference cube

5828

if (std::abs(y + z - 1.0) < 1e-14)

5829

x = 1.0;

5830

else

5831

x = -2.0 * x/(y + z - 1.0) - 1.0;

5832

if (std::abs(z - 1.0) < 1e-14)

5833

y = -1.0;

5834

else

5835

y = 2.0 * y/(1.0 - z) - 1.0;

5836

z = 2.0 * z - 1.0;

5837

5838

// Compute number of derivatives

5839

unsigned int num_derivatives = 1;

5840

5841

for (unsigned int j = 0; j < n; j++)

5842

num_derivatives *= 3;

5843

5844

5845

// Declare pointer to two dimensional array that holds combinations of derivatives and initialise

5846

unsigned int **combinations = new unsigned int *[num_derivatives];

5847

5848

for (unsigned int j = 0; j < num_derivatives; j++)

5849

{

5850

combinations[j] = new unsigned int [n];

5851

for (unsigned int k = 0; k < n; k++)

5852

combinations[j][k] = 0;

5853

}

5854

5855

// Generate combinations of derivatives

5856

for (unsigned int row = 1; row < num_derivatives; row++)

5857

{

5858

for (unsigned int num = 0; num < row; num++)

5859

{

5860

for (unsigned int col = n-1; col+1 > 0; col--)

5861

{

5862

if (combinations[row][col] + 1 > 2)

5863

combinations[row][col] = 0;

5864

else

5865

{

5866

combinations[row][col] += 1;

5867

break;

5868

}

5869

}

5870

}

5871

}

5872

5873

// Compute inverse of Jacobian

5874

const double Jinv[3][3] ={{d00 / detJ, d10 / detJ, d20 / detJ}, {d01 / detJ, d11 / detJ, d21 / detJ}, {d02 / detJ, d12 / detJ, d22 / detJ}};

5875

5876

// Declare transformation matrix

5877

// Declare pointer to two dimensional array and initialise

5878

double **transform = new double *[num_derivatives];

5879

5880

for (unsigned int j = 0; j < num_derivatives; j++)

5881

{

5882

transform[j] = new double [num_derivatives];

5883

for (unsigned int k = 0; k < num_derivatives; k++)

5884

transform[j][k] = 1;

5885

}

5886

5887

// Construct transformation matrix

5888

for (unsigned int row = 0; row < num_derivatives; row++)

5889

{

5890

for (unsigned int col = 0; col < num_derivatives; col++)

5891

{

5892

for (unsigned int k = 0; k < n; k++)

5893

transform[row][col] *= Jinv[combinations[col][k]][combinations[row][k]];

5894

}

5895

}

5896

5897

// Reset values

5898

for (unsigned int j = 0; j < 1*num_derivatives; j++)

5899

values[j] = 0;

5900

5901

// Map degree of freedom to element degree of freedom

5902

const unsigned int dof = i;

5903

5904

// Generate scalings

5905

const double scalings_y_0 = 1;

5906

const double scalings_y_1 = scalings_y_0*(0.5 - 0.5*y);

5907

const double scalings_y_2 = scalings_y_1*(0.5 - 0.5*y);

5908

const double scalings_y_3 = scalings_y_2*(0.5 - 0.5*y);

5909

const double scalings_y_4 = scalings_y_3*(0.5 - 0.5*y);

5910

const double scalings_z_0 = 1;

5911

const double scalings_z_1 = scalings_z_0*(0.5 - 0.5*z);

5912

const double scalings_z_2 = scalings_z_1*(0.5 - 0.5*z);

5913

const double scalings_z_3 = scalings_z_2*(0.5 - 0.5*z);

5914

const double scalings_z_4 = scalings_z_3*(0.5 - 0.5*z);

5915

5916

// Compute psitilde_a

5917

const double psitilde_a_0 = 1;

5918

const double psitilde_a_1 = x;

5919

const double psitilde_a_2 = 1.5*x*psitilde_a_1 - 0.5*psitilde_a_0;

5920

const double psitilde_a_3 = 1.66666666666667*x*psitilde_a_2 - 0.666666666666667*psitilde_a_1;

5921

const double psitilde_a_4 = 1.75*x*psitilde_a_3 - 0.75*psitilde_a_2;

5922

5923

// Compute psitilde_bs

5924

const double psitilde_bs_0_0 = 1;

5925

const double psitilde_bs_0_1 = 1.5*y + 0.5;

5926

const double psitilde_bs_0_2 = 0.111111111111111*psitilde_bs_0_1 + 1.66666666666667*y*psitilde_bs_0_1 - 0.555555555555556*psitilde_bs_0_0;

5927

const double psitilde_bs_0_3 = 0.05*psitilde_bs_0_2 + 1.75*y*psitilde_bs_0_2 - 0.7*psitilde_bs_0_1;

5928

const double psitilde_bs_0_4 = 0.0285714285714286*psitilde_bs_0_3 + 1.8*y*psitilde_bs_0_3 - 0.771428571428571*psitilde_bs_0_2;

5929

const double psitilde_bs_1_0 = 1;

5930

const double psitilde_bs_1_1 = 2.5*y + 1.5;

5931

const double psitilde_bs_1_2 = 0.54*psitilde_bs_1_1 + 2.1*y*psitilde_bs_1_1 - 0.56*psitilde_bs_1_0;

5932

const double psitilde_bs_1_3 = 0.285714285714286*psitilde_bs_1_2 + 2*y*psitilde_bs_1_2 - 0.714285714285714*psitilde_bs_1_1;

5933

const double psitilde_bs_2_0 = 1;

5934

const double psitilde_bs_2_1 = 3.5*y + 2.5;

5935

const double psitilde_bs_2_2 = 1.02040816326531*psitilde_bs_2_1 + 2.57142857142857*y*psitilde_bs_2_1 - 0.551020408163265*psitilde_bs_2_0;

5936

const double psitilde_bs_3_0 = 1;

5937

const double psitilde_bs_3_1 = 4.5*y + 3.5;

5938

const double psitilde_bs_4_0 = 1;

5939

5940

// Compute psitilde_cs

5941

const double psitilde_cs_00_0 = 1;

5942

const double psitilde_cs_00_1 = 2*z + 1;

5943

const double psitilde_cs_00_2 = 0.3125*psitilde_cs_00_1 + 1.875*z*psitilde_cs_00_1 - 0.5625*psitilde_cs_00_0;

5944

const double psitilde_cs_00_3 = 0.155555555555556*psitilde_cs_00_2 + 1.86666666666667*z*psitilde_cs_00_2 - 0.711111111111111*psitilde_cs_00_1;

5945

const double psitilde_cs_00_4 = 0.09375*psitilde_cs_00_3 + 1.875*z*psitilde_cs_00_3 - 0.78125*psitilde_cs_00_2;

5946

const double psitilde_cs_01_0 = 1;

5947

const double psitilde_cs_01_1 = 3*z + 2;

5948

const double psitilde_cs_01_2 = 0.777777777777778*psitilde_cs_01_1 + 2.33333333333333*z*psitilde_cs_01_1 - 0.555555555555556*psitilde_cs_01_0;

5949

const double psitilde_cs_01_3 = 0.428571428571429*psitilde_cs_01_2 + 2.14285714285714*z*psitilde_cs_01_2 - 0.714285714285714*psitilde_cs_01_1;

5950

const double psitilde_cs_02_0 = 1;

5951

const double psitilde_cs_02_1 = 4*z + 3;

5952

const double psitilde_cs_02_2 = 1.265625*psitilde_cs_02_1 + 2.8125*z*psitilde_cs_02_1 - 0.546875*psitilde_cs_02_0;

5953

const double psitilde_cs_03_0 = 1;

5954

const double psitilde_cs_03_1 = 5*z + 4;

5955

const double psitilde_cs_04_0 = 1;

5956

const double psitilde_cs_10_0 = 1;

5957

const double psitilde_cs_10_1 = 3*z + 2;

5958

const double psitilde_cs_10_2 = 0.777777777777778*psitilde_cs_10_1 + 2.33333333333333*z*psitilde_cs_10_1 - 0.555555555555556*psitilde_cs_10_0;

5959

const double psitilde_cs_10_3 = 0.428571428571429*psitilde_cs_10_2 + 2.14285714285714*z*psitilde_cs_10_2 - 0.714285714285714*psitilde_cs_10_1;

5960

const double psitilde_cs_11_0 = 1;

5961

const double psitilde_cs_11_1 = 4*z + 3;

5962

const double psitilde_cs_11_2 = 1.265625*psitilde_cs_11_1 + 2.8125*z*psitilde_cs_11_1 - 0.546875*psitilde_cs_11_0;

5963

const double psitilde_cs_12_0 = 1;

5964

const double psitilde_cs_12_1 = 5*z + 4;

5965

const double psitilde_cs_13_0 = 1;

5966

const double psitilde_cs_20_0 = 1;

5967

const double psitilde_cs_20_1 = 4*z + 3;

5968

const double psitilde_cs_20_2 = 1.265625*psitilde_cs_20_1 + 2.8125*z*psitilde_cs_20_1 - 0.546875*psitilde_cs_20_0;

5969

const double psitilde_cs_21_0 = 1;

5970

const double psitilde_cs_21_1 = 5*z + 4;

5971

const double psitilde_cs_22_0 = 1;

5972

const double psitilde_cs_30_0 = 1;

5973

const double psitilde_cs_30_1 = 5*z + 4;

5974

const double psitilde_cs_31_0 = 1;

5975

const double psitilde_cs_40_0 = 1;

5976

5977

// Compute basisvalues

5978

const double basisvalue0 = 0.866025403784439*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_0;

5979

const double basisvalue1 = 2.73861278752583*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_0;

5980

const double basisvalue2 = 1.58113883008419*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_0;

5981

const double basisvalue3 = 1.11803398874989*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_1;

5982

const double basisvalue4 = 5.1234753829798*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_0;

5983

const double basisvalue5 = 3.96862696659689*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_0;

5984

const double basisvalue6 = 2.29128784747792*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_0;

5985

const double basisvalue7 = 3.24037034920393*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_1;

5986

const double basisvalue8 = 1.87082869338697*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_1;

5987

const double basisvalue9 = 1.3228756555323*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_2;

5988

const double basisvalue10 = 7.93725393319377*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_0;

5989

const double basisvalue11 = 6.70820393249937*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_0;

5990

const double basisvalue12 = 5.19615242270663*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_0;

5991

const double basisvalue13 = 3*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_0;

5992

const double basisvalue14 = 5.80947501931113*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_1;

5993

const double basisvalue15 = 4.5*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_1;

5994

const double basisvalue16 = 2.59807621135332*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_1;

5995

const double basisvalue17 = 3.67423461417477*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_2;

5996

const double basisvalue18 = 2.12132034355964*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_2;

5997

const double basisvalue19 = 1.5*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_3;

5998

const double basisvalue20 = 11.1242977306435*psitilde_a_4*scalings_y_4*psitilde_bs_4_0*scalings_z_4*psitilde_cs_40_0;

5999

const double basisvalue21 = 9.81070843517429*psitilde_a_3*scalings_y_3*psitilde_bs_3_1*scalings_z_4*psitilde_cs_31_0;

6000

const double basisvalue22 = 8.2915619758885*psitilde_a_2*scalings_y_2*psitilde_bs_2_2*scalings_z_4*psitilde_cs_22_0;

6001

const double basisvalue23 = 6.42261628933256*psitilde_a_1*scalings_y_1*psitilde_bs_1_3*scalings_z_4*psitilde_cs_13_0;

6002

const double basisvalue24 = 3.70809924354783*psitilde_a_0*scalings_y_0*psitilde_bs_0_4*scalings_z_4*psitilde_cs_04_0;

6003

const double basisvalue25 = 8.77496438739212*psitilde_a_3*scalings_y_3*psitilde_bs_3_0*scalings_z_3*psitilde_cs_30_1;

6004

const double basisvalue26 = 7.41619848709566*psitilde_a_2*scalings_y_2*psitilde_bs_2_1*scalings_z_3*psitilde_cs_21_1;

6005

const double basisvalue27 = 5.74456264653803*psitilde_a_1*scalings_y_1*psitilde_bs_1_2*scalings_z_3*psitilde_cs_12_1;

6006

const double basisvalue28 = 3.3166247903554*psitilde_a_0*scalings_y_0*psitilde_bs_0_3*scalings_z_3*psitilde_cs_03_1;

6007

const double basisvalue29 = 6.42261628933256*psitilde_a_2*scalings_y_2*psitilde_bs_2_0*scalings_z_2*psitilde_cs_20_2;

6008

const double basisvalue30 = 4.9749371855331*psitilde_a_1*scalings_y_1*psitilde_bs_1_1*scalings_z_2*psitilde_cs_11_2;

6009

const double basisvalue31 = 2.87228132326901*psitilde_a_0*scalings_y_0*psitilde_bs_0_2*scalings_z_2*psitilde_cs_02_2;

6010

const double basisvalue32 = 4.06201920231798*psitilde_a_1*scalings_y_1*psitilde_bs_1_0*scalings_z_1*psitilde_cs_10_3;

6011

const double basisvalue33 = 2.34520787991171*psitilde_a_0*scalings_y_0*psitilde_bs_0_1*scalings_z_1*psitilde_cs_01_3;

6012

const double basisvalue34 = 1.6583123951777*psitilde_a_0*scalings_y_0*psitilde_bs_0_0*scalings_z_0*psitilde_cs_00_4;

6013

6014

// Table(s) of coefficients

6015

const static double coefficients0[35][35] = \

6016

{{-0.0137464349807051, -0.0144900147488139, -0.00836581391578937, -0.00591552374999941, 0, 0, 0, 0, 0, 0, -0.00671936840905293, -0.00567890279999946, -0.00439885919382571, -0.00253968253968254, -0.00491807409042211, -0.00380952380952381, -0.00219942959691287, -0.00311046316543895, -0.0017958267458706, -0.00126984126984128, 0.0136980289516341, 0.0120805260192622, 0.010209907964538, 0.00790856070259325, 0.00456600965054471, 0.0108051509532101, 0.00913201930108942, 0.00707363173407281, 0.00408396318581522, 0.00790856070259324, 0.00612594477872282, 0.0035368158670364, 0.00500181296677924, 0.00288779806280616, 0.00204198159290761},

6017

{-0.0137464349807054, 0.0144900147488139, -0.00836581391578934, -0.00591552374999945, 0, 0, 0, 0, 0, 0, 0.00671936840905293, -0.00567890279999946, 0.00439885919382572, -0.00253968253968254, -0.00491807409042213, 0.00380952380952382, -0.00219942959691286, 0.00311046316543897, -0.0017958267458706, -0.00126984126984127, 0.0136980289516341, -0.0120805260192622, 0.010209907964538, -0.00790856070259325, 0.00456600965054471, -0.0108051509532101, 0.00913201930108941, -0.0070736317340728, 0.00408396318581521, 0.00790856070259325, -0.00612594477872282, 0.0035368158670364, -0.00500181296677924, 0.00288779806280615, 0.00204198159290761},

6018

{-0.0137464349807053, 0, 0.0167316278315787, -0.00591552374999946, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0101587301587302, 0, 0, -0.00659828879073857, 0, 0.00359165349174119, -0.00126984126984127, 0, 0, 0, 0, 0.0228300482527235, 0, 0, 0, -0.0163358527432608, 0, 0, 0.0106104476011092, 0, -0.0057755961256123, 0.00204198159290761},

6019

{-0.0137464349807054, 0, 0, 0.0177465712499983, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0126984126984127, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0306297238936141},

6020

{0.0439885919382572, 0, 0.026770604530526, 0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0, 0.0406349206349206, 0, 0, 0.00439885919382572, 0, -0.0143666139669648, 0.00761904761904763, 0, 0, 0, 0, 0, 0, 0, 0, 0.0367556686723369, 0, 0, -0.0424417904044368, 0, 0.0303218796594646, -0.0122518895574456},

6021

{-0.0329914439536931, 0, -0.0200779533978945, -0.0141972569999986, 0, 0, -0.00969857289937744, 0, 0.0712696645099798, -0.050395263067897, 0, 0, 0, 0, 0, 0, 0.0461880215351701, 0, 0.0107749604752236, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0495154221385096, 0, -0.0606437593189292, 0.0306297238936141},

6022

{0.0439885919382573, 0, 0.0267706045305259, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0, 0.0359165349174119, 0.0253968253968254, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0505364660991076, -0.0408396318581522},

6023

{0.0439885919382573, 0.0231840235981023, -0.0133853022652629, 0.0189296759999982, 0.0433733365754904, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, -0.0227156111999979, 0.0175954367753029, -0.0101587301587302, 0.00327871606028141, -0.00253968253968255, 0.0014662863979419, -0.0124418526617558, 0.00718330698348238, 0.00761904761904763, 0, 0, 0, 0, 0, 0.0243115896447228, -0.0205470434274512, 0.0159156714016638, -0.00918891716808423, -0.031634242810373, 0.0245037791148913, -0.0141472634681456, 0.026259518075591, -0.0151609398297323, -0.0122518895574456},

6024

{-0.0329914439536929, -0.0173880176985766, 0.0100389766989472, -0.0141972569999986, -0.00722888942924838, 0.00559947367421081, -0.00323285763312582, 0.0617213399848368, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, -0.0266666666666667, 0.01539600717839, 0.00933138949631686, -0.00538748023761177, -0.0190476190476191, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, -0.0285877423007065, 0.0165051407128365, -0.052519036151182, 0.0303218796594646, 0.0306297238936141},

6025

{0.0439885919382573, 0.0231840235981023, -0.013385302265263, 0.0189296759999982, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, 0.0311046316543895, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

6026

{0.0439885919382572, 0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754903, -0.0335968420452647, 0.0193971457987549, -0.0274317066599275, 0.01583770322444, 0.0111989473484215, 0.0268774736362117, 0, -0.0117302911835353, 0.0101587301587302, -0.0229510124219699, 0.00761904761904761, -0.00146628639794191, 0.0165891368823411, -0.0071833069834824, -0.00761904761904763, 0, 0.0241610520385245, -0.0357346778758831, 0.0355885231616696, -0.0228300482527235, -0.00270128773830253, -0.0114150241263618, 0.0159156714016638, -0.0112308987609918, 0.00395428035129663, 0.00306297238936141, -0.0035368158670364, -0.00375135972508443, 0.00072194951570154, 0.00204198159290761},

6027

{-0.0329914439536929, -0.0173880176985768, -0.0100389766989472, 0.0141972569999986, -0.00722888942924839, 0.0615942104163185, -0.0614242950293904, -0.00685792666498187, -0.00395942580611001, 0.00559947367421077, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, -0.0266666666666667, 0.0175954367753029, 0.00933138949631688, 0.00538748023761179, -0.00761904761904761, 0, 0, 0.0357346778758831, -0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.00408396318581521, 0.00131809345043221, 0.00714693557517662, -0.00471575448938186, -0.00250090648338962, -0.00144389903140307, 0.00204198159290761},

6028

{0.0439885919382572, 0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, 0.0293257279588382, 0.0101587301587302, 0, -0.0101587301587302, -0.0219942959691286, 0.00207364211029264, 0.017958267458706, -0.00761904761904762, 0, 0, 0, 0.0395428035129662, -0.0456600965054471, 0, 0, -0.017684079335182, 0.0142938711503532, 0, 0.00612594477872282, 0, -0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

6029

{0.043988591938257, -0.0231840235981023, -0.0133853022652629, 0.0189296759999983, 0.0433733365754903, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, -0.0227156111999979, -0.0175954367753029, -0.0101587301587302, 0.00327871606028139, 0.00253968253968253, 0.0014662863979419, 0.0124418526617558, 0.00718330698348236, 0.00761904761904761, 0, 0, 0, 0, 0, -0.0243115896447228, -0.0205470434274512, -0.0159156714016638, -0.00918891716808424, -0.031634242810373, -0.0245037791148913, -0.0141472634681456, -0.026259518075591, -0.0151609398297323, -0.0122518895574456},

6030

{-0.0329914439536929, 0.0173880176985768, 0.0100389766989471, -0.0141972569999987, -0.00722888942924838, -0.00559947367421082, -0.00323285763312581, -0.0617213399848367, -0.03563483225499, -0.050395263067897, 0, 0, 0, 0, 0.0344265186329548, 0.0266666666666667, 0.01539600717839, -0.00933138949631689, -0.00538748023761178, -0.019047619047619, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.0369066166121018, 0.0285877423007065, 0.0165051407128365, 0.0525190361511819, 0.0303218796594646, 0.0306297238936141},

6031

{0.0439885919382572, -0.0231840235981023, -0.0133853022652629, 0.0189296759999981, 0, 0, 0, 0, 0, 0.0671936840905293, 0, 0, 0, 0, 0, 0, 0, -0.0311046316543896, -0.017958267458706, 0.0253968253968255, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0437658634593183, -0.0252682330495538, -0.0408396318581521},

6032

{0.0439885919382572, -0.0231840235981023, 0.013385302265263, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484216, -0.0268774736362117, 0, 0.0117302911835352, 0.0101587301587302, -0.0229510124219699, -0.00761904761904762, -0.00146628639794191, -0.0165891368823411, -0.00718330698348239, -0.00761904761904763, 0, -0.0241610520385245, -0.0357346778758831, -0.0355885231616696, -0.0228300482527235, 0.00270128773830254, -0.0114150241263618, -0.0159156714016638, -0.0112308987609918, 0.00395428035129662, -0.00306297238936141, -0.0035368158670364, 0.00375135972508443, 0.000721949515701533, 0.00204198159290761},

6033

{-0.0329914439536929, 0.0173880176985766, -0.0100389766989472, 0.0141972569999987, -0.00722888942924841, -0.0615942104163186, -0.0614242950293904, 0.00685792666498186, -0.00395942580610998, 0.00559947367421075, 0, 0.0340734167999968, 0, -0.0152380952380952, -0.00491807409042213, 0.0266666666666667, 0.0175954367753029, -0.00933138949631688, 0.00538748023761179, -0.00761904761904763, 0, 0, 0.0357346778758831, 0.0593142052694494, 0.0456600965054471, 0, -0.00913201930108943, 0, 0.0040839631858152, 0.00131809345043222, -0.00714693557517663, -0.00471575448938187, 0.00250090648338962, -0.00144389903140308, 0.00204198159290761},

6034

{0.0439885919382573, -0.0231840235981022, 0.013385302265263, -0.0189296759999982, 0, 0, 0.0581914373962646, 0, -0.0316754064488799, 0.0111989473484216, 0, 0, -0.0293257279588382, 0.0101587301587302, 0, 0.0101587301587301, -0.0219942959691286, -0.00207364211029265, 0.017958267458706, -0.00761904761904761, 0, 0, 0, -0.0395428035129663, -0.0456600965054471, 0, 0, 0.017684079335182, 0.0142938711503532, 0, -0.00612594477872281, 0, 0.00125045324169481, -0.00360974757850769, 0.0020419815929076},

6035

{0.0439885919382571, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754904, 0.0335968420452646, 0.0193971457987549, 0.0274317066599274, 0.01583770322444, 0.0111989473484215, 0.0134387368181058, -0.0113578055999989, -0.0205280095711867, -0.0152380952380952, -0.00983614818084424, -0.0177777777777778, -0.0131965775814772, -0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, -0.0241610520385245, -0.00510495398226901, 0.00395428035129663, 0.00456600965054471, -0.0216103019064202, -0.00456600965054471, 0.00353681586703639, 0.00408396318581521, -0.00395428035129661, 0.0030629723893614, 0.0035368158670364, 0.00250090648338961, 0.00288779806280615, 0.00204198159290761},

6036

{-0.0329914439536931, 0, 0.0200779533978945, 0.0141972569999987, -0.0867466731509807, 0, 0.00969857289937743, 0, 0.00791885161221998, 0.00559947367421076, 0, 0.0340734167999968, 0, -0.0152380952380953, 0.0295084445425327, 0, -0.0131965775814772, 0, -0.0107749604752236, -0.00761904761904762, 0.0821881737098047, 0, -0.010209907964538, 0, 0.00456600965054471, 0, -0.00913201930108944, 0, 0.00408396318581521, -0.00790856070259326, 0, 0.0035368158670364, 0, 0.00288779806280615, 0.00204198159290761},

6037

{0.0439885919382573, 0, -0.026770604530526, -0.0189296759999982, 0.0433733365754903, -0.0335968420452646, 0.0193971457987549, -0.0274317066599274, 0.01583770322444, 0.0111989473484215, -0.0134387368181058, -0.0113578055999989, 0.0205280095711867, -0.0152380952380952, -0.00983614818084423, 0.0177777777777778, -0.0131965775814772, 0.0145154947720485, -0.0107749604752236, -0.00761904761904761, -0.0547921158065365, 0.0241610520385245, -0.005104953982269, -0.00395428035129662, 0.00456600965054471, 0.0216103019064202, -0.0045660096505447, -0.0035368158670364, 0.00408396318581521, -0.00395428035129662, -0.00306297238936141, 0.00353681586703641, -0.00250090648338962, 0.00288779806280615, 0.00204198159290761},

6038

{0.0439885919382573, 0.139104141588614, -0.080311813591578, -0.0567890279999947, 0.0578311154339872, 0.0335968420452646, -0.0420271492306356, 0.0274317066599275, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, -0.0586514559176763, 0.0406349206349207, 0.039344592723377, 0.00253968253968254, -0.0109971479845643, -0.0601356211984865, 0.017958267458706, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, -0.053052238005546, 0.0367556686723369, -0.0105447476034577, -0.0245037791148913, 0.0235787724469093, 0.0175063453837273, 0, -0.0122518895574457},

6039

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0, 0.0783926314389509, 0.0096985728993774, -0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, 0.0586514559176763, -0.0609523809523809, 0, 0.033015873015873, 0.0241937255660415, -0.0145154947720485, -0.0610581093596003, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0, 0.053052238005546, -0.0551335030085053, 0, -0.0326717054865217, 0.0141472634681456, 0.00875317269186366, 0.0151609398297323, -0.0122518895574456},

6040

{0.0439885919382571, 0, 0, 0.170367083999984, 0, -0.0111989473484216, 0.00969857289937744, 0.0822951199797824, 0.0475131096733199, -0.0167984210226324, 0, 0, 0, 0, 0, 0.0533333333333333, -0.0461880215351701, 0.0435464843161454, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0.057175484601413, -0.0495154221385096, -0.026259518075591, -0.0151609398297323, 0.0306297238936141},

6041

{0.0439885919382571, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, 0.0578311154339871, -0.0335968420452646, -0.0420271492306356, -0.0274317066599274, -0.0475131096733199, -0.0167984210226323, 0, 0.0454312223999957, 0.0586514559176763, 0.0406349206349206, 0.0393445927233769, -0.00253968253968253, -0.0109971479845643, 0.0601356211984865, 0.0179582674587059, 0.0393650793650794, 0, 0, 0, 0, 0, 0, 0.0410940868549024, 0.053052238005546, 0.0367556686723369, -0.0105447476034577, 0.0245037791148913, 0.0235787724469093, -0.0175063453837273, 0, -0.0122518895574457},

6042

{0.0439885919382571, 0, 0.160623627183156, -0.0567890279999946, 0, -0.0783926314389509, 0.00969857289937745, 0.0274317066599275, 0.0475131096733199, -0.0167984210226323, 0, 0, -0.0586514559176763, -0.0609523809523809, 0, -0.033015873015873, 0.0241937255660415, 0.0145154947720485, -0.0610581093596003, 0.0393650793650793, 0, 0, 0, 0, 0, 0, 0, -0.053052238005546, -0.0551335030085053, 0, 0.0326717054865217, 0.0141472634681456, -0.00875317269186368, 0.0151609398297323, -0.0122518895574456},

6043

{0.0439885919382572, 0, 0, 0.170367083999984, 0, 0.0111989473484215, 0.00969857289937745, -0.0822951199797824, 0.0475131096733199, -0.0167984210226323, 0, 0, 0, 0, 0, -0.0533333333333333, -0.0461880215351701, -0.0435464843161453, 0.0251415744421883, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0571754846014129, -0.0495154221385096, 0.026259518075591, -0.0151609398297323, 0.0306297238936141},

6044

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999946, -0.0433733365754903, 0.0447957893936862, 0.0484928644968872, -0.0548634133198549, 0, -0.0167984210226323, 0.0806324209086351, 0.0227156111999979, -0.0058651455917676, -0.0101587301587302, -0.00327871606028142, 0.0304761904761905, 0.0271262983619253, 0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, 0.0729347689341683, 0.0205470434274512, -0.00530522380055458, -0.00918891716808423, 0.031634242810373, -0.00816792637163039, -0.0141472634681456, -0.00875317269186365, -0.0151609398297323, -0.0122518895574456},

6045

{0.0439885919382571, 0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754904, -0.0447957893936862, 0.0484928644968873, 0.0548634133198549, 0, -0.0167984210226323, -0.0806324209086351, 0.0227156111999979, 0.0058651455917676, -0.0101587301587302, -0.00327871606028142, -0.0304761904761905, 0.0271262983619253, -0.045620126426438, 0.0430998419008943, 0.0393650793650794, 0, 0, 0, 0, 0, -0.0729347689341683, 0.0205470434274512, 0.00530522380055459, -0.00918891716808424, 0.031634242810373, 0.00816792637163042, -0.0141472634681456, 0.00875317269186367, -0.0151609398297323, -0.0122518895574456},

6046

{0.0439885919382572, 0, 0, 0.170367083999984, 0.0144577788584968, 0, -0.00323285763312585, 0, -0.0950262193466398, -0.0167984210226323, 0, 0, 0, 0, -0.0688530372659096, 0, 0.01539600717839, 0, -0.0502831488843767, -0.0825396825396826, 0, 0, 0, 0, 0, 0, 0, 0, 0, -0.0738132332242036, 0, 0.0165051407128365, 0, 0.0303218796594646, 0.0306297238936141},

6047

{0.0439885919382573, -0.139104141588614, -0.0803118135915779, -0.0567890279999947, -0.0433733365754903, -0.0447957893936862, -0.00969857289937743, 0.0548634133198549, 0.03167540644888, 0.0391963157194754, 0.0806324209086351, 0, 0.0527863103259086, 0.0609523809523809, 0.0229510124219699, 0.0101587301587302, 0.0168622935763319, -0.0124418526617558, -0.00718330698348239, -0.013968253968254, 0, 0.0724831561155734, 0.0357346778758831, -0.0118628410538899, -0.0228300482527235, -0.00810386321490759, 0.0114150241263618, -0.00530522380055459, -0.0112308987609918, -0.00395428035129662, -0.00102099079645379, -0.0035368158670364, 0.00125045324169481, 0.000721949515701537, 0.00204198159290762},

6048

{0.0439885919382571, 0.139104141588614, -0.080311813591578, -0.0567890279999947, -0.0433733365754904, 0.0447957893936862, -0.00969857289937742, -0.0548634133198549, 0.0316754064488799, 0.0391963157194754, -0.0806324209086351, 0, -0.0527863103259086, 0.060952380952381, 0.0229510124219699, -0.0101587301587302, 0.0168622935763319, 0.0124418526617558, -0.00718330698348236, -0.013968253968254, 0, -0.0724831561155734, 0.0357346778758831, 0.0118628410538899, -0.0228300482527236, 0.00810386321490761, 0.0114150241263618, 0.00530522380055459, -0.0112308987609918, -0.00395428035129662, 0.00102099079645379, -0.0035368158670364, -0.0012504532416948, 0.000721949515701528, 0.0020419815929076},

6049

{0.0439885919382572, 0, 0.160623627183156, -0.0567890279999947, 0.0144577788584968, 0, -0.0614242950293905, 0, -0.0633508128977598, 0.0391963157194754, 0, -0.0681468335999936, 0, -0.0914285714285715, 0.00983614818084423, 0, 0.0285925847598672, 0, 0.0143666139669647, -0.0139682539682539, 0, 0, -0.0714693557517662, 0, 0.0456600965054471, 0, 0.0182640386021788, 0, 0.0040839631858152, -0.00263618690086443, 0, -0.00471575448938186, 0, -0.00144389903140306, 0.00204198159290759},

6050

{0.351908735506058, 0, 0, 0, -0.115662230867974, 0, -0.129314305325032, 0, 0, -0.134387368181059, 0, -0.0908624447999914, 0, 0.0406349206349206, -0.0786891854467539, 0, -0.0879771838765144, 0, 0, 0.0711111111111111, 0, 0, 0, 0, 0, 0, -0.0821881737098047, 0, 0.0367556686723369, 0.0210894952069153, 0, 0.0235787724469093, 0, 0, -0.0122518895574456}};

6051

6052

// Interesting (new) part

6053

// Tables of derivatives of the polynomial base (transpose)

6054

const static double dmats0[35][35] = \

6055

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6056

{6.32455532033677, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6057

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6058

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6059

{0, 11.2249721603218, 0, 0, 0, 1.70793006049707e-14, 0, 0, 1.16063842564573e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6060

{4.58257569495585, 0, 8.36660026534076, -1.18321595661992, 0, 0, 1.04642314135461e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6061

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6062

{3.74165738677394, 0, 0, 8.69482604771366, 0, 0, 0, -1.66625972279159e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6063

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6064

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6065

{5.49909083394701, 0, -3.34664010613631, -2.36643191323985, 15.4919333848297, 0, 0.692820323027549, 0, 0.56568542494924, 0.400000000000009, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6066

{0, 4.89897948556635, 0, 0, 0, 14.1985914794391, 0, -0.828078671210828, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6067

{3.60000000000001, 0, 8.76356092008266, -1.54919333848296, 0, 0, 9.52470471983254, 0, -1.48131215963609, 0.261861468283193, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6068

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6069

{0, 4.24264068711929, 0, 0, 0, 0, 0, 14.3427433120127, 2.84156378982381e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6070

{3.11769145362398, 0, 3.16227766016838, 4.91934955049954, 0, 0, 0, -1.2538531175753e-14, 10.690449676497, -2.41897262725905, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6071

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6072

{2.54558441227157, 0, 0, 7.66811580507232, 0, 0, 0, 0, 0, 10.3691851174526, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6073

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6074

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6075

{0, 11.6057691494799, 0, 0, 0, -4.20458932936041, 0, -3.43303281162798, 0, 0, 19.6214168703486, 0, 0.611677741841197, 0, 0, 0.529728463363978, 0, 0.432521479156785, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6076

{4.53137212479103, 0, 3.54562104171167, -2.50713268211203, 4.78713553878169, 0, -5.56626745075493, 0, -1.04880884817015, 0.741619848709563, 0, 18.8034951158403, 0, 1.68183573174416, -0.603122387046455, 0, 0.701283781217662, 0, 0.132137494528683, -0.0934353184302337, 0, 0, 0, 0, -2.04851899834062e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6077

{1.12802291379194e-14, 2.59512887494071, 0, 0, 0, 10.0285307284481, 1.48509074345102e-14, -0.767649473578742, 0, 0, 0, 0, 16.4130361329658, 0, 0, -1.26347611061158, 0, 0.0967147429123335, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6078

{2.96647939483827, 0, 8.12403840463597, -1.64130361329658, 0, 0, 11.7728501222091, 0, -2.40312296813959, 0.485504156227609, 0, 0, 0, 10.2761860629321, 0, 0, -1.48323969741914, 0, 0.30276503540975, -0.0611677741841184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6079

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6080

{4.05298244095217, 0, -1.58564993434419, 4.4848952846511, 4.28174419288837, 0, 0.191485421551264, 0, -3.75233260785875, -4.31161222746203, 0, 0, 0, 0, 18.8807171866294, 0, 0.844371341865038, 0, 1.18187368057056, 1.04463861754668, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6081

{0, 2.32115382989598, 0, 0, 0, 3.92428337406973, 0, 5.49285249860476, 1.21484853427001e-14, 0, 0, 0, 0, 0, 0, 17.3044631365565, 0, -1.73008591662714, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6082

{2.65329983228433, 0, 4.15220619990513, 2.93605316083776, 0, 0, 2.63248931621764, 0, 9.82591326180785, -2.8226127713774, 0, 0, 0, 0, 0, 0, 11.6081867662439, 0, -3.09487177319466, 0.683876505540249, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6083

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6084

{0, 2.01017818278148, 0, 0, 0, 0, 0, 8.91928088068602, 1.76356325376492e-14, 0, 0, 0, 0, 0, 0, 0, 0, 16.8558564884489, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6085

{2.29782505861521, 0, 1.49829835452879, 5.50917601898535, 0, 0, 0, 0, 6.64803945320938, 4.13676892548485, 0, 0, 0, 0, 0, 0, 0, 0, 12.5636136423842, -3.55352656109507, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6086

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6087

{1.87616630392938, 0, 0, 6.2283092998577, 0, 0, 0, 0, 0, 11.0541524195338, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11.6057691494799, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6088

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6089

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

6090

6091

const static double dmats1[35][35] = \

6092

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6093

{3.16227766016838, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6094

{5.47722557505166, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6095

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6096

{2.95803989154981, 5.61248608016091, -1.08012344973464, -0.763762615825977, 0, 1.12766252988532e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6097

{2.29128784747793, 7.24568837309472, 4.18330013267038, -0.591607978309962, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6098

{-2.64575131106459, 0, 9.66091783079296, 0.683130051063976, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6099

{1.87082869338697, 0, 0, 4.34741302385683, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6100

{3.24037034920392, 0, 0, 7.52994023880667, 0, 0, 0, -1.40420976242894e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6101

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6102

{2.74954541697351, 5.79655069847578, -1.67332005306815, -1.18321595661993, 7.74596669241484, -1.2, 0.346410161513776, -0.979795897113278, 0.282842712474625, 0.200000000000005, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6103

{2.32379000772444, 2.44948974278317, 2.82842712474619, -0.999999999999997, 9.16515138991168, 7.09929573971955, -2.04939015319192, -0.414039335605417, -0.478091443733761, 0.169030850945703, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6104

{1.80000000000001, -5.69209978830309, 4.38178046004133, -0.77459666924148, 0, 10.998181667894, 4.76235235991628, 0.962140470884725, -0.740656079818049, 0.130930734141596, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6105

{5.19615242270664, 0, -3.16227766016837, -2.23606797749979, 0, 0, 13.7477270848675, 0, 0.534522483824846, 0.377964473009225, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6106

{2.01246117974981, 2.12132034355964, -0.408248290463859, 3.17542648054293, 0, 0, 0, 7.17137165600634, -1.3801311186847, -1.56144011671765, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6107

{1.55884572681199, 2.73861278752583, 1.5811388300842, 2.45967477524977, 0, 0, 0, 9.2582009977255, 5.3452248382485, -1.20948631362952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6108

{-1.79999999999999, 0, 3.65148371670111, -2.84018778721876, 0, 0, 0, 0, 12.3442679969673, 1.39659449751036, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6109

{1.27279220613578, 0, 0, 3.83405790253616, 0, 0, 0, 0, 0, 5.18459255872629, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6110

{2.20454076850485, 0, 0, 6.64078308635359, 0, 0, 0, 0, 0, 8.97997772825746, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6111

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6112

{2.56904651573303, 5.80288457473998, -2.01017818278148, -1.42141062443803, 8.14215222512715, -2.10229466468021, 0.728256234341421, -1.71651640581399, 0.594618725379067, 0.420458932936047, 9.81070843517429, -1.18450885369836, 0.3058388709206, -0.105945692672795, -1.02581475831036, 0.264864231681991, -0.0917516612761804, 0.216260739578394, -0.0749149177264392, -0.0529728463363962, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6113

{2.26568606239552, 3.07059789431495, 1.77281052085584, -1.25356634105601, 2.39356776939085, 6.30376871403133, -2.78313372537746, -0.908295106229249, -0.524404424085077, 0.370809924354783, 11.1242977306435, 9.40174755792013, -2.42752078113806, 0.840917865872083, -0.301561193523227, -0.794200206656967, 0.350641890608831, 0.114434427054266, 0.0660687472643429, -0.0467176592151151, 0, 0, 0, 1.18413955033316e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6114

{1.91485421551268, 1.29756443747035, 3.74574588632197, -1.05945692672795, -8.09173593712687, 5.01426536422407, 1.80936716113936, -0.383824736789366, -1.1080065755349, 0.313391585264, 0, 12.7134831207354, 8.2065180664829, -2.84282124887606, 1.01946290306866, -0.631738055305791, -0.227958835180081, 0.0483573714561658, 0.139595707137601, -0.0394836284566112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6115

{1.48323969741914, 7.03562363973515, 4.06201920231798, -0.820651806648292, 0, -6.79705818718658, 5.88642506110457, -2.08116553882674, -1.2015614840698, 0.242752078113806, 0, 0, 14.8323969741913, 5.13809303146605, 0, 0.856348838577678, -0.741619848709567, 0.262202212042541, 0.151382517704874, -0.0305838870920586, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6116

{-3.42539535431071, 0, 9.38083151964686, 1.89521416591737, 0, 1.48502651407619e-14, -3.39852909359332, 0, -2.77488738510233, -0.560611910581396, 0, 0, 0, 17.7988763690296, 0, 0, 0.42817441928884, 0, 0.349602949390053, 0.0706304617818605, 0, 0, 0, 0, -1.76908227133537e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6117

{2.02649122047609, 2.74642624930238, -0.792824967172093, 2.24244764232555, 2.14087209644419, -0.331662479035538, 0.095742710775634, 6.49923072370876, -1.87616630392936, -2.15580611373101, 0, 0, 0, 0, 9.44035859331469, -1.46249406456536, 0.42218567093252, -2.04706526287664, 0.59093684028528, 0.522319308773337, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6118

{1.71269767715535, 1.16057691494799, 1.34011878852098, 1.89521416591738, 2.53311402559511, 1.96214168703486, -0.566421515598881, 2.74642624930237, 3.17129986868837, -1.82198870938951, 0, 0, 0, 0, 11.1699829238239, 8.65223156827827, -2.49768411251822, -0.865042958313569, -0.998865569685858, 0.441440386136648, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6119

{1.32664991614216, -2.69693703815182, 2.07610309995257, 1.46802658041888, 0, 3.03973683071413, 1.31624465810882, -6.382117875081, 4.91295663090391, -1.4113063856887, 0, 0, 0, 0, 0, 13.4039795085887, 5.80409338312195, 2.01017818278147, -1.54743588659732, 0.341938252770131, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6120

{3.82970843102535, 0, -1.49829835452879, 4.23782770691181, 0, 0, 3.79967103839267, 0, -3.54562104171168, -4.07409060843206, 0, 0, 0, 0, 0, 0, 16.7549743857359, 0, 1.11676565710082, 0.987090711415304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6121

{1.48323969741913, 1.00508909139074, -0.193429485824663, 3.55615782880925, 0, 0, 0, 4.459640440343, -0.858258202906983, 2.67027285925187, 0, 0, 0, 0, 0, 0, 0, 8.42792824422443, -1.62195554683794, -2.29379153190448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6122

{1.14891252930761, 1.29756443747036, 0.749149177264399, 2.75458800949267, 0, 0, 0, 5.75737105184053, 3.3240197266047, 2.06838446274242, 0, 0, 0, 0, 0, 0, 0, 10.8804085776374, 6.2818068211921, -1.77676328054753, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1.02006749648391e-14, 0, 0},

6123

{-1.32664991614216, 0, 1.73008591662714, -3.18072425757422, 0, 0, 0, 1.15266449376351e-14, 7.67649473578738, -2.38836465270397, 0, 0, 0, 0, 0, 0, 0, 0, 14.5072114368499, 2.05162951662072, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6124

{0.938083151964688, 0, 0, 3.11415464992885, 0, 0, 0, 0, 0, 5.52707620976692, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5.80288457473997, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6125

{1.6248076809272, 0, 0, 5.39387407630363, 0, 0, 0, 0, 0, 9.57317681262152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10.0508909139073, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6126

{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

6127

6128

const static double dmats2[35][35] = \

6129

{{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6130

{3.16227766016838, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6131

{1.82574185835056, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6132

{5.16397779494323, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6133

{2.95803989154981, 5.61248608016091, -1.08012344973464, -0.763762615825976, 0, 1.39411605579536e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6134

{2.29128784747792, 1.44913767461894, 4.18330013267038, -0.591607978309961, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6135

{1.3228756555323, 0, 3.86436713231718, -0.341565025531985, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6136

{1.87082869338697, 7.09929573971954, 0, 4.34741302385683, 0, 1.2137796469483e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6137

{1.08012344973464, 0, 7.09929573971954, 2.50998007960223, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6138

{-3.81881307912987, 0, 0, 8.87411967464942, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6139

{2.74954541697351, 5.79655069847578, -1.67332005306815, -1.18321595661993, 7.74596669241484, -1.19999999999999, 0.346410161513777, -0.97979589711328, 0.282842712474624, 0.200000000000005, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6140

{2.32379000772445, 2.44948974278317, 2.82842712474619, -0.999999999999998, 1.30930734141596, 7.09929573971955, -2.04939015319192, -0.414039335605417, -0.478091443733761, 0.169030850945707, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6141

{1.80000000000001, 0.632455532033672, 4.38178046004133, -0.774596669241482, 0, 3.14233761939829, 4.76235235991627, -0.106904496764972, -0.740656079818045, 0.130930734141597, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6142

{1.03923048454133, 0, 3.16227766016838, -0.447213595499956, 0, 0, 5.8918830363718, 0, -0.534522483824849, 0.0755928946018436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6143

{2.0124611797498, 2.12132034355964, -0.408248290463861, 3.17542648054293, 9.07114735222144, 0, 0, 7.17137165600635, -1.3801311186847, -1.56144011671765, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6144

{1.558845726812, 0.547722557505166, 1.5811388300842, 2.45967477524977, 0, 9.07114735222146, 0, 1.85164019954509, 5.34522483824849, -1.20948631362952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6145

{0.900000000000005, 0, 1.46059348668045, 1.42009389360939, 0, 0, 9.07114735222146, 0, 4.93770719878694, -0.698297248755174, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6146

{1.27279220613578, -6.26099033699941, 0, 3.83405790253616, 0, -1.33471233241901e-14, 0, 10.5830052442584, 1.61529151756054e-14, 5.18459255872629, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6147

{0.734846922834955, 0, -6.26099033699941, 2.21359436211787, 0, 0, 0, 0, 10.5830052442584, 2.99332590941916, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6148

{5.7157676649773, 0, 0, -4.69574275274955, 0, 0, 0, 0, 0, 12.69960629311, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6149

{2.56904651573303, 5.80288457473998, -2.01017818278148, -1.42141062443803, 8.14215222512715, -2.10229466468021, 0.72825623434142, -1.71651640581399, 0.594618725379067, 0.420458932936046, 9.81070843517429, -1.18450885369836, 0.305838870920599, -0.105945692672794, -1.02581475831036, 0.264864231681991, -0.0917516612761805, 0.216260739578394, -0.0749149177264392, -0.052972846336396, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6150

{2.26568606239552, 3.07059789431495, 1.77281052085584, -1.25356634105602, 2.39356776939084, 6.30376871403133, -2.78313372537746, -0.908295106229248, -0.524404424085073, 0.370809924354783, 1.23603308118261, 9.40174755792013, -2.42752078113806, 0.840917865872083, -0.301561193523226, -0.794200206656968, 0.350641890608831, 0.114434427054266, 0.0660687472643423, -0.0467176592151165, 0, 0, 0, 1.09746923696279e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6151

{1.91485421551268, 1.29756443747035, 3.74574588632197, -1.05945692672795, 0.404586796856347, 5.01426536422407, 1.80936716113937, -0.383824736789372, -1.1080065755349, 0.313391585264004, 0, 2.82521847127454, 8.2065180664829, -2.84282124887606, -0.0509731451534344, -0.631738055305788, -0.227958835180082, 0.0483573714561684, 0.139595707137601, -0.039483628456609, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6152

{1.48323969741914, 0.335029697130247, 4.06201920231798, -0.820651806648289, 0, 1.69926454679664, 5.88642506110457, -0.099103120896514, -1.2015614840698, 0.242752078113805, 0, 0, 4.94413232473044, 5.13809303146605, 0, -0.214087209644418, -0.741619848709568, 0.0124858196210747, 0.151382517704876, -0.0305838870920584, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6153

{0.856348838577678, 0, 2.68023757704196, -0.473803541479345, 0, 0, 5.09779364038992, 0, -0.792824967172097, 0.140152977645345, 0, 0, 0, 7.91061171956871, 0, 0, -0.642261628933257, 0, 0.0998865569685871, -0.0176576154454654, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6154

{2.02649122047609, 2.74642624930238, -0.792824967172095, 2.24244764232555, 2.14087209644419, -0.331662479035546, 0.0957427107756332, 6.49923072370876, -1.87616630392937, -2.15580611373101, 11.0554159678513, 0, 0, 0, 9.44035859331468, -1.46249406456535, 0.42218567093252, -2.04706526287664, 0.59093684028528, 0.522319308773341, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6155

{1.71269767715534, 1.16057691494799, 1.34011878852098, 1.89521416591737, 0.36187343222787, 1.96214168703486, -0.566421515598891, 2.74642624930238, 3.17129986868838, -1.82198870938951, 0, 11.0554159678513, 0, 0, 1.59571184626056, 8.65223156827827, -2.49768411251822, -0.865042958313572, -0.998865569685858, 0.441440386136647, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6156

{1.32664991614217, 0.299659670905757, 2.07610309995256, 1.46802658041888, 0, 0.868496237346881, 1.31624465810882, 0.709124208342336, 4.91295663090392, -1.4113063856887, 0, 0, 11.0554159678513, 0, 0, 3.82970843102535, 5.80409338312195, -0.223353131420161, -1.54743588659733, 0.341938252770126, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6157

{0.765941686205071, 0, 1.49829835452879, 0.847565541382364, 0, 0, 1.62843044502542, 0, 3.54562104171167, -0.814818121686411, 0, 0, 0, 11.0554159678513, 0, 0, 7.18070330817254, 0, -1.11676565710082, 0.197418142283063, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6158

{1.48323969741914, 1.00508909139074, -0.193429485824663, 3.55615782880926, -8.46157280212812, 0, 0, 4.45964044034301, -0.858258202906987, 2.67027285925186, 0, 0, 0, 0, 12.4373429638327, 0, 0, 8.42792824422443, -1.62195554683794, -2.29379153190448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6159

{1.1489125293076, 0.259512887494073, 0.749149177264395, 2.75458800949267, 0, -8.46157280212812, 0, 1.15147421036811, 3.32401972660469, 2.06838446274243, 0, 0, 0, 0, 0, 12.4373429638327, 0, 2.17608171552749, 6.2818068211921, -1.77676328054754, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6160

{0.663324958071074, 0, 0.692034366650849, 1.59036212878711, 0, 0, -8.46157280212813, 0, 3.07059789431495, 1.19418232635198, 0, 0, 0, 0, 0, 0, 12.4373429638327, 0, 5.80288457473997, -1.02581475831036, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6161

{0.938083151964688, 7.62808987244126, 0, 3.11415464992885, 0, 0, 0, -7.5213980463361, 0, 5.52707620976691, 0, 0, 0, 0, 0, 0, 0, 14.2141062443803, 0, 5.80288457473998, 0, 0, 0, 0, 0, 1.03455020940032e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6162

{0.541602560309059, 0, 7.62808987244125, 1.79795802543454, 0, 0, 0, 0, -7.52139804633611, 3.1910589375405, 0, 0, 0, 0, 0, 0, 0, 0, 14.2141062443803, 3.35029697130244, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0},

6163

{-5.36159180343549, 0, 0, 8.8994381845148, 0, 0, 0, 0, -1.07784467308941e-14, -5.26497863243527, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16.583123951777, 0, 0, 0, 0, 0, 1.2461107758246e-14, 0, 0, 0, 0, 0, 0, 0, 0, 0}};

6164

6165

// Compute reference derivatives

6166

// Declare pointer to array of derivatives on FIAT element

6167

double *derivatives = new double [num_derivatives];

6168

6169

// Declare coefficients

6170

double coeff0_0 = 0;

6171

double coeff0_1 = 0;

6172

double coeff0_2 = 0;

6173

double coeff0_3 = 0;

6174

double coeff0_4 = 0;

6175

double coeff0_5 = 0;

6176

double coeff0_6 = 0;

6177

double coeff0_7 = 0;

6178

double coeff0_8 = 0;

6179

double coeff0_9 = 0;

6180

double coeff0_10 = 0;

6181

double coeff0_11 = 0;

6182

double coeff0_12 = 0;

6183

double coeff0_13 = 0;

6184

double coeff0_14 = 0;

6185

double coeff0_15 = 0;

6186

double coeff0_16 = 0;

6187

double coeff0_17 = 0;

6188

double coeff0_18 = 0;

6189

double coeff0_19 = 0;

6190

double coeff0_20 = 0;

6191

double coeff0_21 = 0;

6192

double coeff0_22 = 0;

6193

double coeff0_23 = 0;

6194

double coeff0_24 = 0;

6195

double coeff0_25 = 0;

6196

double coeff0_26 = 0;

6197

double coeff0_27 = 0;

6198

double coeff0_28 = 0;

6199

double coeff0_29 = 0;

6200

double coeff0_30 = 0;

6201

double coeff0_31 = 0;

6202

double coeff0_32 = 0;

6203

double coeff0_33 = 0;

6204

double coeff0_34 = 0;

6205

6206

// Declare new coefficients

6207

double new_coeff0_0 = 0;

6208

double new_coeff0_1 = 0;

6209

double new_coeff0_2 = 0;

6210

double new_coeff0_3 = 0;

6211

double new_coeff0_4 = 0;

6212

double new_coeff0_5 = 0;

6213

double new_coeff0_6 = 0;

6214

double new_coeff0_7 = 0;

6215

double new_coeff0_8 = 0;

6216

double new_coeff0_9 = 0;

6217

double new_coeff0_10 = 0;

6218

double new_coeff0_11 = 0;

6219

double new_coeff0_12 = 0;

6220

double new_coeff0_13 = 0;

6221

double new_coeff0_14 = 0;

6222

double new_coeff0_15 = 0;

6223

double new_coeff0_16 = 0;

6224

double new_coeff0_17 = 0;

6225

double new_coeff0_18 = 0;

6226

double new_coeff0_19 = 0;

6227

double new_coeff0_20 = 0;

6228

double new_coeff0_21 = 0;

6229

double new_coeff0_22 = 0;

6230

double new_coeff0_23 = 0;

6231

double new_coeff0_24 = 0;

6232

double new_coeff0_25 = 0;

6233

double new_coeff0_26 = 0;

6234

double new_coeff0_27 = 0;

6235

double new_coeff0_28 = 0;

6236

double new_coeff0_29 = 0;

6237

double new_coeff0_30 = 0;

6238

double new_coeff0_31 = 0;

6239

double new_coeff0_32 = 0;

6240

double new_coeff0_33 = 0;

6241

double new_coeff0_34 = 0;

6242

6243

// Loop possible derivatives

6244

for (unsigned int deriv_num = 0; deriv_num < num_derivatives; deriv_num++)

6245

{

6246

// Get values from coefficients array

6247

new_coeff0_0 = coefficients0[dof][0];

6248

new_coeff0_1 = coefficients0[dof][1];

6249

new_coeff0_2 = coefficients0[dof][2];

6250

new_coeff0_3 = coefficients0[dof][3];

6251

new_coeff0_4 = coefficients0[dof][4];

6252

new_coeff0_5 = coefficients0[dof][5];

6253

new_coeff0_6 = coefficients0[dof][6];

6254

new_coeff0_7 = coefficients0[dof][7];

6255

new_coeff0_8 = coefficients0[dof][8];

6256

new_coeff0_9 = coefficients0[dof][9];

6257

new_coeff0_10 = coefficients0[dof][10];

6258

new_coeff0_11 = coefficients0[dof][11];

6259

new_coeff0_12 = coefficients0[dof][12];

6260

new_coeff0_13 = coefficients0[dof][13];

6261

new_coeff0_14 = coefficients0[dof][14];

6262

new_coeff0_15 = coefficients0[dof][15];

6263

new_coeff0_16 = coefficients0[dof][16];

6264

new_coeff0_17 = coefficients0[dof][17];

6265

new_coeff0_18 = coefficients0[dof][18];

6266

new_coeff0_19 = coefficients0[dof][19];

6267

new_coeff0_20 = coefficients0[dof][20];

6268

new_coeff0_21 = coefficients0[dof][21];

6269

new_coeff0_22 = coefficients0[dof][22];

6270

new_coeff0_23 = coefficients0[dof][23];

6271

new_coeff0_24 = coefficients0[dof][24];

6272

new_coeff0_25 = coefficients0[dof][25];

6273

new_coeff0_26 = coefficients0[dof][26];

6274

new_coeff0_27 = coefficients0[dof][27];

6275

new_coeff0_28 = coefficients0[dof][28];

6276

new_coeff0_29 = coefficients0[dof][29];

6277

new_coeff0_30 = coefficients0[dof][30];

6278

new_coeff0_31 = coefficients0[dof][31];

6279

new_coeff0_32 = coefficients0[dof][32];

6280

new_coeff0_33 = coefficients0[dof][33];

6281

new_coeff0_34 = coefficients0[dof][34];

6282

6283

// Loop derivative order

6284

for (unsigned int j = 0; j < n; j++)

6285

{

6286

// Update old coefficients

6287

coeff0_0 = new_coeff0_0;

6288

coeff0_1 = new_coeff0_1;

6289

coeff0_2 = new_coeff0_2;

6290

coeff0_3 = new_coeff0_3;

6291

coeff0_4 = new_coeff0_4;

6292

coeff0_5 = new_coeff0_5;

6293

coeff0_6 = new_coeff0_6;

6294

coeff0_7 = new_coeff0_7;

6295

coeff0_8 = new_coeff0_8;

6296

coeff0_9 = new_coeff0_9;

6297

coeff0_10 = new_coeff0_10;

6298

coeff0_11 = new_coeff0_11;

6299

coeff0_12 = new_coeff0_12;

6300

coeff0_13 = new_coeff0_13;

6301

coeff0_14 = new_coeff0_14;

6302

coeff0_15 = new_coeff0_15;

6303

coeff0_16 = new_coeff0_16;

6304

coeff0_17 = new_coeff0_17;

6305

coeff0_18 = new_coeff0_18;

6306

coeff0_19 = new_coeff0_19;

6307

coeff0_20 = new_coeff0_20;

6308

coeff0_21 = new_coeff0_21;

6309

coeff0_22 = new_coeff0_22;

6310

coeff0_23 = new_coeff0_23;

6311

coeff0_24 = new_coeff0_24;

6312

coeff0_25 = new_coeff0_25;

6313

coeff0_26 = new_coeff0_26;

6314

coeff0_27 = new_coeff0_27;

6315

coeff0_28 = new_coeff0_28;

6316

coeff0_29 = new_coeff0_29;

6317

coeff0_30 = new_coeff0_30;

6318

coeff0_31 = new_coeff0_31;

6319

coeff0_32 = new_coeff0_32;

6320

coeff0_33 = new_coeff0_33;

6321

coeff0_34 = new_coeff0_34;

6322

6323

if(combinations[deriv_num][j] == 0)

6324

{

6325

new_coeff0_0 = coeff0_0*dmats0[0][0] + coeff0_1*dmats0[1][0] + coeff0_2*dmats0[2][0] + coeff0_3*dmats0[3][0] + coeff0_4*dmats0[4][0] + coeff0_5*dmats0[5][0] + coeff0_6*dmats0[6][0] + coeff0_7*dmats0[7][0] + coeff0_8*dmats0[8][0] + coeff0_9*dmats0[9][0] + coeff0_10*dmats0[10][0] + coeff0_11*dmats0[11][0] + coeff0_12*dmats0[12][0] + coeff0_13*dmats0[13][0] + coeff0_14*dmats0[14][0] + coeff0_15*dmats0[15][0] + coeff0_16*dmats0[16][0] + coeff0_17*dmats0[17][0] + coeff0_18*dmats0[18][0] + coeff0_19*dmats0[19][0] + coeff0_20*dmats0[20][0] + coeff0_21*dmats0[21][0] + coeff0_22*dmats0[22][0] + coeff0_23*dmats0[23][0] + coeff0_24*dmats0[24][0] + coeff0_25*dmats0[25][0] + coeff0_26*dmats0[26][0] + coeff0_27*dmats0[27][0] + coeff0_28*dmats0[28][0] + coeff0_29*dmats0[29][0] + coeff0_30*dmats0[30][0] + coeff0_31*dmats0[31][0] + coeff0_32*dmats0[32][0] + coeff0_33*dmats0[33][0] + coeff0_34*dmats0[34][0];

6326

new_coeff0_1 = coeff0_0*dmats0[0][1] + coeff0_1*dmats0[1][1] + coeff0_2*dmats0[2][1] + coeff0_3*dmats0[3][1] + coeff0_4*dmats0[4][1] + coeff0_5*dmats0[5][1] + coeff0_6*dmats0[6][1] + coeff0_7*dmats0[7][1] + coeff0_8*dmats0[8][1] + coeff0_9*dmats0[9][1] + coeff0_10*dmats0[10][1] + coeff0_11*dmats0[11][1] + coeff0_12*dmats0[12][1] + coeff0_13*dmats0[13][1] + coeff0_14*dmats0[14][1] + coeff0_15*dmats0[15][1] + coeff0_16*dmats0[16][1] + coeff0_17*dmats0[17][1] + coeff0_18*dmats0[18][1] + coeff0_19*dmats0[19][1] + coeff0_20*dmats0[20][1] + coeff0_21*dmats0[21][1] + coeff0_22*dmats0[22][1] + coeff0_23*dmats0[23][1] + coeff0_24*dmats0[24][1] + coeff0_25*dmats0[25][1] + coeff0_26*dmats0[26][1] + coeff0_27*dmats0[27][1] + coeff0_28*dmats0[28][1] + coeff0_29*dmats0[29][1] + coeff0_30*dmats0[30][1] + coeff0_31*dmats0[31][1] + coeff0_32*dmats0[32][1] + coeff0_33*dmats0[33][1] + coeff0_34*dmats0[34][1];

6327

new_coeff0_2 = coeff0_0*dmats0[0][2] + coeff0_1*dmats0[1][2] + coeff0_2*dmats0[2][2] + coeff0_3*dmats0[3][2] + coeff0_4*dmats0[4][2] + coeff0_5*dmats0[5][2] + coeff0_6*dmats0[6][2] + coeff0_7*dmats0[7][2] + coeff0_8*dmats0[8][2] + coeff0_9*dmats0[9][2] + coeff0_10*dmats0[10][2] + coeff0_11*dmats0[11][2] + coeff0_12*dmats0[12][2] + coeff0_13*dmats0[13][2] + coeff0_14*dmats0[14][2] + coeff0_15*dmats0[15][2] + coeff0_16*dmats0[16][2] + coeff0_17*dmats0[17][2] + coeff0_18*dmats0[18][2] + coeff0_19*dmats0[19][2] + coeff0_20*dmats0[20][2] + coeff0_21*dmats0[21][2] + coeff0_22*dmats0[22][2] + coeff0_23*dmats0[23][2] + coeff0_24*dmats0[24][2] + coeff0_25*dmats0[25][2] + coeff0_26*dmats0[26][2] + coeff0_27*dmats0[27][2] + coeff0_28*dmats0[28][2] + coeff0_29*dmats0[29][2] + coeff0_30*dmats0[30][2] + coeff0_31*dmats0[31][2] + coeff0_32*dmats0[32][2] + coeff0_33*dmats0[33][2] + coeff0_34*dmats0[34][2];

6328

new_coeff0_3 = coeff0_0*dmats0[0][3] + coeff0_1*dmats0[1][3] + coeff0_2*dmats0[2][3] + coeff0_3*dmats0[3][3] + coeff0_4*dmats0[4][3] + coeff0_5*dmats0[5][3] + coeff0_6*dmats0[6][3] + coeff0_7*dmats0[7][3] + coeff0_8*dmats0[8][3] + coeff0_9*dmats0[9][3] + coeff0_10*dmats0[10][3] + coeff0_11*dmats0[11][3] + coeff0_12*dmats0[12][3] + coeff0_13*dmats0[13][3] + coeff0_14*dmats0[14][3] + coeff0_15*dmats0[15][3] + coeff0_16*dmats0[16][3] + coeff0_17*dmats0[17][3] + coeff0_18*dmats0[18][3] + coeff0_19*dmats0[19][3] + coeff0_20*dmats0[20][3] + coeff0_21*dmats0[21][3] + coeff0_22*dmats0[22][3] + coeff0_23*dmats0[23][3] + coeff0_24*dmats0[24][3] + coeff0_25*dmats0[25][3] + coeff0_26*dmats0[26][3] + coeff0_27*dmats0[27][3] + coeff0_28*dmats0[28][3] + coeff0_29*dmats0[29][3] + coeff0_30*dmats0[30][3] + coeff0_31*dmats0[31][3] + coeff0_32*dmats0[32][3] + coeff0_33*dmats0[33][3] + coeff0_34*dmats0[34][3];

6329

new_coeff0_4 = coeff0_0*dmats0[0][4] + coeff0_1*dmats0[1][4] + coeff0_2*dmats0[2][4] + coeff0_3*dmats0[3][4] + coeff0_4*dmats0[4][4] + coeff0_5*dmats0[5][4] + coeff0_6*dmats0[6][4] + coeff0_7*dmats0[7][4] + coeff0_8*dmats0[8][4] + coeff0_9*dmats0[9][4] + coeff0_10*dmats0[10][4] + coeff0_11*dmats0[11][4] + coeff0_12*dmats0[12][4] + coeff0_13*dmats0[13][4] + coeff0_14*dmats0[14][4] + coeff0_15*dmats0[15][4] + coeff0_16*dmats0[16][4] + coeff0_17*dmats0[17][4] + coeff0_18*dmats0[18][4] + coeff0_19*dmats0[19][4] + coeff0_20*dmats0[20][4] + coeff0_21*dmats0[21][4] + coeff0_22*dmats0[22][4] + coeff0_23*dmats0[23][4] + coeff0_24*dmats0[24][4] + coeff0_25*dmats0[25][4] + coeff0_26*dmats0[26][4] + coeff0_27*dmats0[27][4] + coeff0_28*dmats0[28][4] + coeff0_29*dmats0[29][4] + coeff0_30*dmats0[30][4] + coeff0_31*dmats0[31][4] + coeff0_32*dmats0[32][4] + coeff0_33*dmats0[33][4] + coeff0_34*dmats0[34][4];

6330

new_coeff0_5 = coeff0_0*dmats0[0][5] + coeff0_1*dmats0[1][5] + coeff0_2*dmats0[2][5] + coeff0_3*dmats0[3][5] + coeff0_4*dmats0[4][5] + coeff0_5*dmats0[5][5] + coeff0_6*dmats0[6][5] + coeff0_7*dmats0[7][5] + coeff0_8*dmats0[8][5] + coeff0_9*dmats0[9][5] + coeff0_10*dmats0[10][5] + coeff0_11*dmats0[11][5] + coeff0_12*dmats0[12][5] + coeff0_13*dmats0[13][5] + coeff0_14*dmats0[14][5] + coeff0_15*dmats0[15][5] + coeff0_16*dmats0[16][5] + coeff0_17*dmats0[17][5] + coeff0_18*dmats0[18][5] + coeff0_19*dmats0[19][5] + coeff0_20*dmats0[20][5] + coeff0_21*dmats0[21][5] + coeff0_22*dmats0[22][5] + coeff0_23*dmats0[23][5] + coeff0_24*dmats0[24][5] + coeff0_25*dmats0[25][5] + coeff0_26*dmats0[26][5] + coeff0_27*dmats0[27][5] + coeff0_28*dmats0[28][5] + coeff0_29*dmats0[29][5] + coeff0_30*dmats0[30][5] + coeff0_31*dmats0[31][5] + coeff0_32*dmats0[32][5] + coeff0_33*dmats0[33][5] + coeff0_34*dmats0[34][5];

6331

new_coeff0_6 = coeff0_0*dmats0[0][6] + coeff0_1*dmats0[1][6] + coeff0_2*dmats0[2][6] + coeff0_3*dmats0[3][6] + coeff0_4*dmats0[4][6] + coeff0_5*dmats0[5][6] + coeff0_6*dmats0[6][6] + coeff0_7*dmats0[7][6] + coeff0_8*dmats0[8][6] + coeff0_9*dmats0[9][6] + coeff0_10*dmats0[10][6] + coeff0_11*dmats0[11][6] + coeff0_12*dmats0[12][6] + coeff0_13*dmats0[13][6] + coeff0_14*dmats0[14][6] + coeff0_15*dmats0[15][6] + coeff0_16*dmats0[16][6] + coeff0_17*dmats0[17][6] + coeff0_18*dmats0[18][6] + coeff0_19*dmats0[19][6] + coeff0_20*dmats0[20][6] + coeff0_21*dmats0[21][6] + coeff0_22*dmats0[22][6] + coeff0_23*dmats0[23][6] + coeff0_24*dmats0[24][6] + coeff0_25*dmats0[25][6] + coeff0_26*dmats0[26][6] + coeff0_27*dmats0[27][6] + coeff0_28*dmats0[28][6] + coeff0_29*dmats0[29][6] + coeff0_30*dmats0[30][6] + coeff0_31*dmats0[31][6] + coeff0_32*dmats0[32][6] + coeff0_33*dmats0[33][6] + coeff0_34*dmats0[34][6];

6332

new_coeff0_7 = coeff0_0*dmats0[0][7] + coeff0_1*dmats0[1][7] + coeff0_2*dmats0[2][7] + coeff0_3*dmats0[3][7] + coeff0_4*dmats0[4][7] + coeff0_5*dmats0[5][7] + coeff0_6*dmats0[6][7] + coeff0_7*dmats0[7][7] + coeff0_8*dmats0[8][7] + coeff0_9*dmats0[9][7] + coeff0_10*dmats0[10][7] + coeff0_11*dmats0[11][7] + coeff0_12*dmats0[12][7] + coeff0_13*dmats0[13][7] + coeff0_14*dmats0[14][7] + coeff0_15*dmats0[15][7] + coeff0_16*dmats0[16][7] + coeff0_17*dmats0[17][7] + coeff0_18*dmats0[18][7] + coeff0_19*dmats0[19][7] + coeff0_20*dmats0[20][7] + coeff0_21*dmats0[21][7] + coeff0_22*dmats0[22][7] + coeff0_23*dmats0[23][7] + coeff0_24*dmats0[24][7] + coeff0_25*dmats0[25][7] + coeff0_26*dmats0[26][7] + coeff0_27*dmats0[27][7] + coeff0_28*dmats0[28][7] + coeff0_29*dmats0[29][7] + coeff0_30*dmats0[30][7] + coeff0_31*dmats0[31][7] + coeff0_32*dmats0[32][7] + coeff0_33*dmats0[33][7] + coeff0_34*dmats0[34][7];

6333

new_coeff0_8 = coeff0_0*dmats0[0][8] + coeff0_1*dmats0[1][8] + coeff0_2*dmats0[2][8] + coeff0_3*dmats0[3][8] + coeff0_4*dmats0[4][8] + coeff0_5*dmats0[5][8] + coeff0_6*dmats0[6][8] + coeff0_7*dmats0[7][8] + coeff0_8*dmats0[8][8] + coeff0_9*dmats0[9][8] + coeff0_10*dmats0[10][8] + coeff0_11*dmats0[11][8] + coeff0_12*dmats0[12][8] + coeff0_13*dmats0[13][8] + coeff0_14*dmats0[14][8] + coeff0_15*dmats0[15][8] + coeff0_16*dmats0[16][8] + coeff0_17*dmats0[17][8] + coeff0_18*dmats0[18][8] + coeff0_19*dmats0[19][8] + coeff0_20*dmats0[20][8] + coeff0_21*dmats0[21][8] + coeff0_22*dmats0[22][8] + coeff0_23*dmats0[23][8] + coeff0_24*dmats0[24][8] + coeff0_25*dmats0[25][8] + coeff0_26*dmats0[26][8] + coeff0_27*dmats0[27][8] + coeff0_28*dmats0[28][8] + coeff0_29*dmats0[29][8] + coeff0_30*dmats0[30][8] + coeff0_31*dmats0[31][8] + coeff0_32*dmats0[32][8] + coeff0_33*dmats0[33][8] + coeff0_34*dmats0[34][8];

6334

new_coeff0_9 = coeff0_0*dmats0[0][9] + coeff0_1*dmats0[1][9] + coeff0_2*dmats0[2][9] + coeff0_3*dmats0[3][9] + coeff0_4*dmats0[4][9] + coeff0_5*dmats0[5][9] + coeff0_6*dmats0[6][9] + coeff0_7*dmats0[7][9] + coeff0_8*dmats0[8][9] + coeff0_9*dmats0[9][9] + coeff0_10*dmats0[10][9] + coeff0_11*dmats0[11][9] + coeff0_12*dmats0[12][9] + coeff0_13*dmats0[13][9] + coeff0_14*dmats0[14][9] + coeff0_15*dmats0[15][9] + coeff0_16*dmats0[16][9] + coeff0_17*dmats0[17][9] + coeff0_18*dmats0[18][9] + coeff0_19*dmats0[19][9] + coeff0_20*dmats0[20][9] + coeff0_21*dmats0[21][9] + coeff0_22*dmats0[22][9] + coeff0_23*dmats0[23][9] + coeff0_24*dmats0[24][9] + coeff0_25*dmats0[25][9] + coeff0_26*dmats0[26][9] + coeff0_27*dmats0[27][9] + coeff0_28*dmats0[28][9] + coeff0_29*dmats0[29][9] + coeff0_30*dmats0[30][9] + coeff0_31*dmats0[31][9] + coeff0_32*dmats0[32][9] + coeff0_33*dmats0[33][9] + coeff0_34*dmats0[34][9];

6335

new_coeff0_10 = coeff0_0*dmats0[0][10] + coeff0_1*dmats0[1][10] + coeff0_2*dmats0[2][10] + coeff0_3*dmats0[3][10] + coeff0_4*dmats0[4][10] + coeff0_5*dmats0[5][10] + coeff0_6*dmats0[6][10] + coeff0_7*dmats0[7][10] + coeff0_8*dmats0[8][10] + coeff0_9*dmats0[9][10] + coeff0_10*dmats0[10][10] + coeff0_11*dmats0[11][10] + coeff0_12*dmats0[12][10] + coeff0_13*dmats0[13][10] + coeff0_14*dmats0[14][10] + coeff0_15*dmats0[15][10] + coeff0_16*dmats0[16][10] + coeff0_17*dmats0[17][10] + coeff0_18*dmats0[18][10] + coeff0_19*dmats0[19][10] + coeff0_20*dmats0[20][10] + coeff0_21*dmats0[21][10] + coeff0_22*dmats0[22][10] + coeff0_23*dmats0[23][10] + coeff0_24*dmats0[24][10] + coeff0_25*dmats0[25][10] + coeff0_26*dmats0[26][10] + coeff0_27*dmats0[27][10] + coeff0_28*dmats0[28][10] + coeff0_29*dmats0[29][10] + coeff0_30*dmats0[30][10] + coeff0_31*dmats0[31][10] + coeff0_32*dmats0[32][10] + coeff0_33*dmats0[33][10] + coeff0_34*dmats0[34][10];

6336

new_coeff0_11 = coeff0_0*dmats0[0][11] + coeff0_1*dmats0[1][11] + coeff0_2*dmats0[2][11] + coeff0_3*dmats0[3][11] + coeff0_4*dmats0[4][11] + coeff0_5*dmats0[5][11] + coeff0_6*dmats0[6][11] + coeff0_7*dmats0[7][11] + coeff0_8*dmats0[8][11] + coeff0_9*dmats0[9][11] + coeff0_10*dmats0[10][11] + coeff0_11*dmats0[11][11] + coeff0_12*dmats0[12][11] + coeff0_13*dmats0[13][11] + coeff0_14*dmats0[14][11] + coeff0_15*dmats0[15][11] + coeff0_16*dmats0[16][11] + coeff0_17*dmats0[17][11] + coeff0_18*dmats0[18][11] + coeff0_19*dmats0[19][11] + coeff0_20*dmats0[20][11] + coeff0_21*dmats0[21][11] + coeff0_22*dmats0[22][11] + coeff0_23*dmats0[23][11] + coeff0_24*dmats0[24][11] + coeff0_25*dmats0[25][11] + coeff0_26*dmats0[26][11] + coeff0_27*dmats0[27][11] + coeff0_28*dmats0[28][11] + coeff0_29*dmats0[29][11] + coeff0_30*dmats0[30][11] + coeff0_31*dmats0[31][11] + coeff0_32*dmats0[32][11] + coeff0_33*dmats0[33][11] + coeff0_34*dmats0[34][11];

6337

new_coeff0_12 = coeff0_0*dmats0[0][12] + coeff0_1*dmats0[1][12] + coeff0_2*dmats0[2][12] + coeff0_3*dmats0[3][12] + coeff0_4*dmats0[4][12] + coeff0_5*dmats0[5][12] + coeff0_6*dmats0[6][12] + coeff0_7*dmats0[7][12] + coeff0_8*dmats0[8][12] + coeff0_9*dmats0[9][12] + coeff0_10*dmats0[10][12] + coeff0_11*dmats0[11][12] + coeff0_12*dmats0[12][12] + coeff0_13*dmats0[13][12] + coeff0_14*dmats0[14][12] + coeff0_15*dmats0[15][12] + coeff0_16*dmats0[16][12] + coeff0_17*dmats0[17][12] + coeff0_18*dmats0[18][12] + coeff0_19*dmats0[19][12] + coeff0_20*dmats0[20][12] + coeff0_21*dmats0[21][12] + coeff0_22*dmats0[22][12] + coeff0_23*dmats0[23][12] + coeff0_24*dmats0[24][12] + coeff0_25*dmats0[25][12] + coeff0_26*dmats0[26][12] + coeff0_27*dmats0[27][12] + coeff0_28*dmats0[28][12] + coeff0_29*dmats0[29][12] + coeff0_30*dmats0[30][12] + coeff0_31*dmats0[31][12] + coeff0_32*dmats0[32][12] + coeff0_33*dmats0[33][12] + coeff0_34*dmats0[34][12];

6338

new_coeff0_13 = coeff0_0*dmats0[0][13] + coeff0_1*dmats0[1][13] + coeff0_2*dmats0[2][13] + coeff0_3*dmats0[3][13] + coeff0_4*dmats0[4][13] + coeff0_5*dmats0[5][13] + coeff0_6*dmats0[6][13] + coeff0_7*dmats0[7][13] + coeff0_8*dmats0[8][13] + coeff0_9*dmats0[9][13] + coeff0_10*dmats0[10][13] + coeff0_11*dmats0[11][13] + coeff0_12*dmats0[12][13] + coeff0_13*dmats0[13][13] + coeff0_14*dmats0[14][13] + coeff0_15*dmats0[15][13] + coeff0_16*dmats0[16][13] + coeff0_17*dmats0[17][13] + coeff0_18*dmats0[18][13] + coeff0_19*dmats0[19][13] + coeff0_20*dmats0[20][13] + coeff0_21*dmats0[21][13] + coeff0_22*dmats0[22][13] + coeff0_23*dmats0[23][13] + coeff0_24*dmats0[24][13] + coeff0_25*dmats0[25][13] + coeff0_26*dmats0[26][13] + coeff0_27*dmats0[27][13] + coeff0_28*dmats0[28][13] + coeff0_29*dmats0[29][13] + coeff0_30*dmats0[30][13] + coeff0_31*dmats0[31][13] + coeff0_32*dmats0[32][13] + coeff0_33*dmats0[33][13] + coeff0_34*dmats0[34][13];

6339

new_coeff0_14 = coeff0_0*dmats0[0][14] + coeff0_1*dmats0[1][14] + coeff0_2*dmats0[2][14] + coeff0_3*dmats0[3][14] + coeff0_4*dmats0[4][14] + coeff0_5*dmats0[5][14] + coeff0_6*dmats0[6][14] + coeff0_7*dmats0[7][14] + coeff0_8*dmats0[8][14] + coeff0_9*dmats0[9][14] + coeff0_10*dmats0[10][14] + coeff0_11*dmats0[11][14] + coeff0_12*dmats0[12][14] + coeff0_13*dmats0[13][14] + coeff0_14*dmats0[14][14] + coeff0_15*dmats0[15][14] + coeff0_16*dmats0[16][14] + coeff0_17*dmats0[17][14] + coeff0_18*dmats0[18][14] + coeff0_19*dmats0[19][14] + coeff0_20*dmats0[20][14] + coeff0_21*dmats0[21][14] + coeff0_22*dmats0[22][14] + coeff0_23*dmats0[23][14] + coeff0_24*dmats0[24][14] + coeff0_25*dmats0[25][14] + coeff0_26*dmats0[26][14] + coeff0_27*dmats0[27][14] + coeff0_28*dmats0[28][14] + coeff0_29*dmats0[29][14] + coeff0_30*dmats0[30][14] + coeff0_31*dmats0[31][14] + coeff0_32*dmats0[32][14] + coeff0_33*dmats0[33][14] + coeff0_34*dmats0[34][14];

6340

new_coeff0_15 = coeff0_0*dmats0[0][15] + coeff0_1*dmats0[1][15] + coeff0_2*dmats0[2][15] + coeff0_3*dmats0[3][15] + coeff0_4*dmats0[4][15] + coeff0_5*dmats0[5][15] + coeff0_6*dmats0[6][15] + coeff0_7*dmats0[7][15] + coeff0_8*dmats0[8][15] + coeff0_9*dmats0[9][15] + coeff0_10*dmats0[10][15] + coeff0_11*dmats0[11][15] + coeff0_12*dmats0[12][15] + coeff0_13*dmats0[13][15] + coeff0_14*dmats0[14][15] + coeff0_15*dmats0[15][15] + coeff0_16*dmats0[16][15] + coeff0_17*dmats0[17][15] + coeff0_18*dmats0[18][15] + coeff0_19*dmats0[19][15] + coeff0_20*dmats0[20][15] + coeff0_21*dmats0[21][15] + coeff0_22*dmats0[22][15] + coeff0_23*dmats0[23][15] + coeff0_24*dmats0[24][15] + coeff0_25*dmats0[25][15] + coeff0_26*dmats0[26][15] + coeff0_27*dmats0[27][15] + coeff0_28*dmats0[28][15] + coeff0_29*dmats0[29][15] + coeff0_30*dmats0[30][15] + coeff0_31*dmats0[31][15] + coeff0_32*dmats0[32][15] + coeff0_33*dmats0[33][15] + coeff0_34*dmats0[34][15];

6341

new_coeff0_16 = coeff0_0*dmats0[0][16] + coeff0_1*dmats0[1][16] + coeff0_2*dmats0[2][16] + coeff0_3*dmats0[3][16] + coeff0_4*dmats0[4][16] + coeff0_5*dmats0[5][16] + coeff0_6*dmats0[6][16] + coeff0_7*dmats0[7][16] + coeff0_8*dmats0[8][16] + coeff0_9*dmats0[9][16] + coeff0_10*dmats0[10][16] + coeff0_11*dmats0[11][16] + coeff0_12*dmats0[12][16] + coeff0_13*dmats0[13][16] + coeff0_14*dmats0[14][16] + coeff0_15*dmats0[15][16] + coeff0_16*dmats0[16][16] + coeff0_17*dmats0[17][16] + coeff0_18*dmats0[18][16] + coeff0_19*dmats0[19][16] + coeff0_20*dmats0[20][16] + coeff0_21*dmats0[21][16] + coeff0_22*dmats0[22][16] + coeff0_23*dmats0[23][16] + coeff0_24*dmats0[24][16] + coeff0_25*dmats0[25][16] + coeff0_26*dmats0[26][16] + coeff0_27*dmats0[27][16] + coeff0_28*dmats0[28][16] + coeff0_29*dmats0[29][16] + coeff0_30*dmats0[30][16] + coeff0_31*dmats0[31][16] + coeff0_32*dmats0[32][16] + coeff0_33*dmats0[33][16] + coeff0_34*dmats0[34][16];

6342

new_coeff0_17 = coeff0_0*dmats0[0][17] + coeff0_1*dmats0[1][17] + coeff0_2*dmats0[2][17] + coeff0_3*dmats0[3][17] + coeff0_4*dmats0[4][17] + coeff0_5*dmats0[5][17] + coeff0_6*dmats0[6][17] + coeff0_7*dmats0[7][17] + coeff0_8*dmats0[8][17] + coeff0_9*dmats0[9][17] + coeff0_10*dmats0[10][17] + coeff0_11*dmats0[11][17] + coeff0_12*dmats0[12][17] + coeff0_13*dmats0[13][17] + coeff0_14*dmats0[14][17] + coeff0_15*dmats0[15][17] + coeff0_16*dmats0[16][17] + coeff0_17*dmats0[17][17] + coeff0_18*dmats0[18][17] + coeff0_19*dmats0[19][17] + coeff0_20*dmats0[20][17] + coeff0_21*dmats0[21][17] + coeff0_22*dmats0[22][17] + coeff0_23*dmats0[23][17] + coeff0_24*dmats0[24][17] + coeff0_25*dmats0[25][17] + coeff0_26*dmats0[26][17] + coeff0_27*dmats0[27][17] + coeff0_28*dmats0[28][17] + coeff0_29*dmats0[29][17] + coeff0_30*dmats0[30][17] + coeff0_31*dmats0[31][17] + coeff0_32*dmats0[32][17] + coeff0_33*dmats0[33][17] + coeff0_34*dmats0[34][17];

6343

new_coeff0_18 = coeff0_0*dmats0[0][18] + coeff0_1*dmats0[1][18] + coeff0_2*dmats0[2][18] + coeff0_3*dmats0[3][18] + coeff0_4*dmats0[4][18] + coeff0_5*dmats0[5][18] + coeff0_6*dmats0[6][18] + coeff0_7*dmats0[7][18] + coeff0_8*dmats0[8][18] + coeff0_9*dmats0[9][18] + coeff0_10*dmats0[10][18] + coeff0_11*dmats0[11][18] + coeff0_12*dmats0[12][18] + coeff0_13*dmats0[13][18] + coeff0_14*dmats0[14][18] + coeff0_15*dmats0[15][18] + coeff0_16*dmats0[16][18] + coeff0_17*dmats0[17][18] + coeff0_18*dmats0[18][18] + coeff0_19*dmats0[19][18] + coeff0_20*dmats0[20][18] + coeff0_21*dmats0[21][18] + coeff0_22*dmats0[22][18] + coeff0_23*dmats0[23][18] + coeff0_24*dmats0[24][18] + coeff0_25*dmats0[25][18] + coeff0_26*dmats0[26][18] + coeff0_27*dmats0[27][18] + coeff0_28*dmats0[28][18] + coeff0_29*dmats0[29][18] + coeff0_30*dmats0[30][18] + coeff0_31*dmats0[31][18] + coeff0_32*dmats0[32][18] + coeff0_33*dmats0[33][18] + coeff0_34*dmats0[34][18];

6344

new_coeff0_19 = coeff0_0*dmats0[0][19] + coeff0_1*dmats0[1][19] + coeff0_2*dmats0[2][19] + coeff0_3*dmats0[3][19] + coeff0_4*dmats0[4][19] + coeff0_5*dmats0[5][19] + coeff0_6*dmats0[6][19] + coeff0_7*dmats0[7][19] + coeff0_8*dmats0[8][19] + coeff0_9*dmats0[9][19] + coeff0_10*dmats0[10][19] + coeff0_11*dmats0[11][19] + coeff0_12*dmats0[12][19] + coeff0_13*dmats0[13][19] + coeff0_14*dmats0[14][19] + coeff0_15*dmats0[15][19] + coeff0_16*dmats0[16][19] + coeff0_17*dmats0[17][19] + coeff0_18*dmats0[18][19] + coeff0_19*dmats0[19][19] + coeff0_20*dmats0[20][19] + coeff0_21*dmats0[21][19] + coeff0_22*dmats0[22][19] + coeff0_23*dmats0[23][19] + coeff0_24*dmats0[24][19] + coeff0_25*dmats0[25][19] + coeff0_26*dmats0[26][19] + coeff0_27*dmats0[27][19] + coeff0_28*dmats0[28][19] + coeff0_29*dmats0[29][19] + coeff0_30*dmats0[30][19] + coeff0_31*dmats0[31][19] + coeff0_32*dmats0[32][19] + coeff0_33*dmats0[33][19] + coeff0_34*dmats0[34][19];

6345

new_coeff0_20 = coeff0_0*dmats0[0][20] + coeff0_1*dmats0[1][20] + coeff0_2*dmats0[2][20] + coeff0_3*dmats0[3][20] + coeff0_4*dmats0[4][20] + coeff0_5*dmats0[5][20] + coeff0_6*dmats0[6][20] + coeff0_7*dmats0[7][20] + coeff0_8*dmats0[8][20] + coeff0_9*dmats0[9][20] + coeff0_10*dmats0[10][20] + coeff0_11*dmats0[11][20] + coeff0_12*dmats0[12][20] + coeff0_13*dmats0[13][20] + coeff0_14*dmats0[14][20] + coeff0_15*dmats0[15][20] + coeff0_16*dmats0[16][20] + coeff0_17*dmats0[17][20] + coeff0_18*dmats0[18][20] + coeff0_19*dmats0[19][20] + coeff0_20*dmats0[20][20] + coeff0_21*dmats0[21][20] + coeff0_22*dmats0[22][20] + coeff0_23*dmats0[23][20] + coeff0_24*dmats0[24][20] + coeff0_25*dmats0[25][20] + coeff0_26*dmats0[26][20] + coeff0_27*dmats0[27][20] + coeff0_28*dmats0[28][20] + coeff0_29*dmats0[29][20] + coeff0_30*dmats0[30][20] + coeff0_31*dmats0[31][20] + coeff0_32*dmats0[32][20] + coeff0_33*dmats0[33][20] + coeff0_34*dmats0[34][20];

6346

new_coeff0_21 = coeff0_0*dmats0[0][21] + coeff0_1*dmats0[1][21] + coeff0_2*dmats0[2][21] + coeff0_3*dmats0[3][21] + coeff0_4*dmats0[4][21] + coeff0_5*dmats0[5][21] + coeff0_6*dmats0[6][21] + coeff0_7*dmats0[7][21] + coeff0_8*dmats0[8][21] + coeff0_9*dmats0[9][21] + coeff0_10*dmats0[10][21] + coeff0_11*dmats0[11][21] + coeff0_12*dmats0[12][21] + coeff0_13*dmats0[13][21] + coeff0_14*dmats0[14][21] + coeff0_15*dmats0[15][21] + coeff0_16*dmats0[16][21] + coeff0_17*dmats0[17][21] + coeff0_18*dmats0[18][21] + coeff0_19*dmats0[19][21] + coeff0_20*dmats0[20][21] + coeff0_21*dmats0[21][21] + coeff0_22*dmats0[22][21] + coeff0_23*dmats0[23][21] + coeff0_24*dmats0[24][21] + coeff0_25*dmats0[25][21] + coeff0_26*dmats0[26][21] + coeff0_27*dmats0[27][21] + coeff0_28*dmats0[28][21] + coeff0_29*dmats0[29][21] + coeff0_30*dmats0[30][21] + coeff0_31*dmats0[31][21] + coeff0_32*dmats0[32][21] + coeff0_33*dmats0[33][21] + coeff0_34*dmats0[34][21];

6347

new_coeff0_22 = coeff0_0*dmats0[0][22] + coeff0_1*dmats0[1][22] + coeff0_2*dmats0[2][22] + coeff0_3*dmats0[3][22] + coeff0_4*dmats0[4][22] + coeff0_5*dmats0[5][22] + coeff0_6*dmats0[6][22] + coeff0_7*dmats0[7][22] + coeff0_8*dmats0[8][22] + coeff0_9*dmats0[9][22] + coeff0_10*dmats0[10][22] + coeff0_11*dmats0[11][22] + coeff0_12*dmats0[12][22] + coeff0_13*dmats0[13][22] + coeff0_14*dmats0[14][22] + coeff0_15*dmats0[15][22] + coeff0_16*dmats0[16][22] + coeff0_17*dmats0[17][22] + coeff0_18*dmats0[18][22] + coeff0_19*dmats0[19][22] + coeff0_20*dmats0[20][22] + coeff0_21*dmats0[21][22] + coeff0_22*dmats0[22][22] + coeff0_23*dmats0[23][22] + coeff0_24*dmats0[24][22] + coeff0_25*dmats0[25][22] + coeff0_26*dmats0[26][22] + coeff0_27*dmats0[27][22] + coeff0_28*dmats0[28][22] + coeff0_29*dmats0[29][22] + coeff0_30*dmats0[30][22] + coeff0_31*dmats0[31][22] + coeff0_32*dmats0[32][22] + coeff0_33*dmats0[33][22] + coeff0_34*dmats0[34][22];

6348

new_coeff0_23 = coeff0_0*dmats0[0][23] + coeff0_1*dmats0[1][23] + coeff0_2*dmats0[2][23] + coeff0_3*dmats0[3][23] + coeff0_4*dmats0[4][23] + coeff0_5*dmats0[5][23] + coeff0_6*dmats0[6][23] + coeff0_7*dmats0[7][23] + coeff0_8*dmats0[8][23] + coeff0_9*dmats0[9][23] + coeff0_10*dmats0[10][23] + coeff0_11*dmats0[11][23] + coeff0_12*dmats0[12][23] + coeff0_13*dmats0[13][23] + coeff0_14*dmats0[14][23] + coeff0_15*dmats0[15][23] + coeff0_16*dmats0[16][23] + coeff0_17*dmats0[17][23] + coeff0_18*dmats0[18][23] + coeff0_19*dmats0[19][23] + coeff0_20*dmats0[20][23] + coeff0_21*dmats0[21][23] + coeff0_22*dmats0[22][23] + coeff0_23*dmats0[23][23] + coeff0_24*dmats0[24][23] + coeff0_25*dmats0[25][23] + coeff0_26*dmats0[26][23] + coeff0_27*dmats0[27][23] + coeff0_28*dmats0[28][23] + coeff0_29*dmats0[29][23] + coeff0_30*dmats0[30][23] + coeff0_31*dmats0[31][23] + coeff0_32*dmats0[32][23] + coeff0_33*dmats0[33][23] + coeff0_34*dmats0[34][23];

6349

new_coeff0_24 = coeff0_0*dmats0[0][24] + coeff0_1*dmats0[1][24] + coeff0_2*dmats0[2][24] + coeff0_3*dmats0[3][24] + coeff0_4*dmats0[4][24] + coeff0_5*dmats0[5][24] + coeff0_6*dmats0[6][24] + coeff0_7*dmats0[7][24] + coeff0_8*dmats0[8][24] + coeff0_9*dmats0[9][24] + coeff0_10*dmats0[10][24] + coeff0_11*dmats0[11][24] + coeff0_12*dmats0[12][24] + coeff0_13*dmats0[13][24] + coeff0_14*dmats0[14][24] + coeff0_15*dmats0[15][24] + coeff0_16*dmats0[16][24] + coeff0_17*dmats0[17][24] + coeff0_18*dmats0[18][24] + coeff0_19*dmats0[19][24] + coeff0_20*dmats0[20][24] + coeff0_21*dmats0[21][24] + coeff0_22*dmats0[22][24] + coeff0_23*dmats0[23][24] + coeff0_24*dmats0[24][24] + coeff0_25*dmats0[25][24] + coeff0_26*dmats0[26][24] + coeff0_27*dmats0[27][24] + coeff0_28*dmats0[28][24] + coeff0_29*dmats0[29][24] + coeff0_30*dmats0[30][24] + coeff0_31*dmats0[31][24] + coeff0_32*dmats0[32][24] + coeff0_33*dmats0[33][24] + coeff0_34*dmats0[34][24];

6350

new_coeff0_25 = coeff0_0*dmats0[0][25] + coeff0_1*dmats0[1][25] + coeff0_2*dmats0[2][25] + coeff0_3*dmats0[3][25] + coeff0_4*dmats0[4][25] + coeff0_5*dmats0[5][25] + coeff0_6*dmats0[6][25] + coeff0_7*dmats0[7][25] + coeff0_8*dmats0[8][25] + coeff0_9*dmats0[9][25] + coeff0_10*dmats0[10][25] + coeff0_11*dmats0[11][25] + coeff0_12*dmats0[12][25] + coeff0_13*dmats0[13][25] + coeff0_14*dmats0[14][25] + coeff0_15*dmats0[15][25] + coeff0_16*dmats0[16][25] + coeff0_17*dmats0[17][25] + coeff0_18*dmats0[18][25] + coeff0_19*dmats0[19][25] + coeff0_20*dmats0[20][25] + coeff0_21*dmats0[21][25] + coeff0_22*dmats0[22][25] + coeff0_23*dmats0[23][25] + coeff0_24*dmats0[24][25] + coeff0_25*dmats0[25][25] + coeff0_26*dmats0[26][25] + coeff0_27*dmats0[27][25] + coeff0_28*dmats0[28][25] + coeff0_29*dmats0[29][25] + coeff0_30*dmats0[30][25] + coeff0_31*dmats0[31][25] + coeff0_32*dmats0[32][25] + coeff0_33*dmats0[33][25] + coeff0_34*dmats0[34][25];

6351

new_coeff0_26 = coeff0_0*dmats0[0][26] + coeff0_1*dmats0[1][26] + coeff0_2*dmats0[2][26] + coeff0_3*dmats0[3][26] + coeff0_4*dmats0[4][26] + coeff0_5*dmats0[5][26] + coeff0_6*dmats0[6][26] + coeff0_7*dmats0[7][26] + coeff0_8*dmats0[8][26] + coeff0_9*dmats0[9][26] + coeff0_10*dmats0[10][26] + coeff0_11*dmats0[11][26] + coeff0_12*dmats0[12][26] + coeff0_13*dmats0[13][26] + coeff0_14*dmats0[14][26] + coeff0_15*dmats0[15][26] + coeff0_16*dmats0[16][26] + coeff0_17*dmats0[17][26] + coeff0_18*dmats0[18][26] + coeff0_19*dmats0[19][26] + coeff0_20*dmats0[20][26] + coeff0_21*dmats0[21][26] + coeff0_22*dmats0[22][26] + coeff0_23*dmats0[23][26] + coeff0_24*dmats0[24][26] + coeff0_25*dmats0[25][26] + coeff0_26*dmats0[26][26] + coeff0_27*dmats0[27][26] + coeff0_28*dmats0[28][26] + coeff0_29*dmats0[29][26] + coeff0_30*dmats0[30][26] + coeff0_31*dmats0[31][26] + coeff0_32*dmats0[32][26] + coeff0_33*dmats0[33][26] + coeff0_34*dmats0[34][26];

6352

new_coeff0_27 = coeff0_0*dmats0[0][27] + coeff0_1*dmats0[1][27] + coeff0_2*dmats0[2][27] + coeff0_3*dmats0[3][27] + coeff0_4*dmats0[4][27] + coeff0_5*dmats0[5][27] + coeff0_6*dmats0[6][27] + coeff0_7*dmats0[7][27] + coeff0_8*dmats0[8][27] + coeff0_9*dmats0[9][27] + coeff0_10*dmats0[10][27] + coeff0_11*dmats0[11][27] + coeff0_12*dmats0[12][27] + coeff0_13*dmats0[13][27] + coeff0_14*dmats0[14][27] + coeff0_15*dmats0[15][27] + coeff0_16*dmats0[16][27] + coeff0_17*dmats0[17][27] + coeff0_18*dmats0[18][27] + coeff0_19*dmats0[19][27] + coeff0_20*dmats0[20][27] + coeff0_21*dmats0[21][27] + coeff0_22*dmats0[22][27] + coeff0_23*dmats0[23][27] + coeff0_24*dmats0[24][27] + coeff0_25*dmats0[25][27] + coeff0_26*dmats0[26][27] + coeff0_27*dmats0[27][27] + coeff0_28*dmats0[28][27] + coeff0_29*dmats0[29][27] + coeff0_30*dmats0[30][27] + coeff0_31*dmats0[31][27] + coeff0_32*dmats0[32][27] + coeff0_33*dmats0[33][27] + coeff0_34*dmats0[34][27];

6353

new_coeff0_28 = coeff0_0*dmats0[0][28] + coeff0_1*dmats0[1][28] + coeff0_2*dmats0[2][28] + coeff0_3*dmats0[3][28] + coeff0_4*dmats0[4][28] + coeff0_5*dmats0[5][28] + coeff0_6*dmats0[6][28] + coeff0_7*dmats0[7][28] + coeff0_8*dmats0[8][28] + coeff0_9*dmats0[9][28] + coeff0_10*dmats0[10][28] + coeff0_11*dmats0[11][28] + coeff0_12*dmats0[12][28] + coeff0_13*dmats0[13][28] + coeff0_14*dmats0[14][28] + coeff0_15*dmats0[15][28] + coeff0_16*dmats0[16][28] + coeff0_17*dmats0[17][28] + coeff0_18*dmats0[18][28] + coeff0_19*dmats0[19][28] + coeff0_20*dmats0[20][28] + coeff0_21*dmats0[21][28] + coeff0_22*dmats0[22][28] + coeff0_23*dmats0[23][28] + coeff0_24*dmats0[24][28] + coeff0_25*dmats0[25][28] + coeff0_26*dmats0[26][28] + coeff0_27*dmats0[27][28] + coeff0_28*dmats0[28][28] + coeff0_29*dmats0[29][28] + coeff0_30*dmats0[30][28] + coeff0_31*dmats0[31][28] + coeff0_32*dmats0[32][28] + coeff0_33*dmats0[33][28] + coeff0_34*dmats0[34][28];

6354

new_coeff0_29 = coeff0_0*dmats0[0][29] + coeff0_1*dmats0[1][29] + coeff0_2*dmats0[2][29] + coeff0_3*dmats0[3][29] + coeff0_4*dmats0[4][29] + coeff0_5*dmats0[5][29] + coeff0_6*dmats0[6][29] + coeff0_7*dmats0[7][29] + coeff0_8*dmats0[8][29] + coeff0_9*dmats0[9][29] + coeff0_10*dmats0[10][29] + coeff0_11*dmats0[11][29] + coeff0_12*dmats0[12][29] + coeff0_13*dmats0[13][29] + coeff0_14*dmats0[14][29] + coeff0_15*dmats0[15][29] + coeff0_16*dmats0[16][29] + coeff0_17*dmats0[17][29] + coeff0_18*dmats0[18][29] + coeff0_19*dmats0[19][29] + coeff0_20*dmats0[20][29] + coeff0_21*dmats0[21][29] + coeff0_22*dmats0[22][29] + coeff0_23*dmats0[23][29] + coeff0_24*dmats0[24][29] + coeff0_25*dmats0[25][29] + coeff0_26*dmats0[26][29] + coeff0_27*dmats0[27][29] + coeff0_28*dmats0[28][29] + coeff0_29*dmats0[29][29] + coeff0_30*dmats0[30][29] + coeff0_31*dmats0[31][29] + coeff0_32*dmats0[32][29] + coeff0_33*dmats0[33][29] + coeff0_34*dmats0[34][29];

6355

new_coeff0_30 = coeff0_0*dmats0[0][30] + coeff0_1*dmats0[1][30] + coeff0_2*dmats0[2][30] + coeff0_3*dmats0[3][30] + coeff0_4*dmats0[4][30] + coeff0_5*dmats0[5][30] + coeff0_6*dmats0[6][30] + coeff0_7*dmats0[7][30] + coeff0_8*dmats0[8][30] + coeff0_9*dmats0[9][30] + coeff0_10*dmats0[10][30] + coeff0_11*dmats0[11][30] + coeff0_12*dmats0[12][30] + coeff0_13*dmats0[13][30] + coeff0_14*dmats0[14][30] + coeff0_15*dmats0[15][30] + coeff0_16*dmats0[16][30] + coeff0_17*dmats0[17][30] + coeff0_18*dmats0[18][30] + coeff0_19*dmats0[19][30] + coeff0_20*dmats0[20][30] + coeff0_21*dmats0[21][30] + coeff0_22*dmats0[22][30] + coeff0_23*dmats0[23][30] + coeff0_24*dmats0[24][30] + coeff0_25*dmats0[25][30] + coeff0_26*dmats0[26][30] + coeff0_27*dmats0[27][30] + coeff0_28*dmats0[28][30] + coeff0_29*dmats0[29][30] + coeff0_30*dmats0[30][30] + coeff0_31*dmats0[31][30] + coeff0_32*dmats0[32][30] + coeff0_33*dmats0[33][30] + coeff0_34*dmats0[34][30];

6356

new_coeff0_31 = coeff0_0*dmats0[0][31] + coeff0_1*dmats0[1][31] + coeff0_2*dmats0[2][31] + coeff0_3*dmats0[3][31] + coeff0_4*dmats0[4][31] + coeff0_5*dmats0[5][31] + coeff0_6*dmats0[6][31] + coeff0_7*dmats0[7][31] + coeff0_8*dmats0[8][31] + coeff0_9*dmats0[9][31] + coeff0_10*dmats0[10][31] + coeff0_11*dmats0[11][31] + coeff0_12*dmats0[12][31] + coeff0_13*dmats0[13][31] + coeff0_14*dmats0[14][31] + coeff0_15*dmats0[15][31] + coeff0_16*dmats0[16][31] + coeff0_17*dmats0[17][31] + coeff0_18*dmats0[18][31] + coeff0_19*dmats0[19][31] + coeff0_20*dmats0[20][31] + coeff0_21*dmats0[21][31] + coeff0_22*dmats0[22][31] + coeff0_23*dmats0[23][31] + coeff0_24*dmats0[24][31] + coeff0_25*dmats0[25][31] + coeff0_26*dmats0[26][31] + coeff0_27*dmats0[27][31] + coeff0_28*dmats0[28][31] + coeff0_29*dmats0[29][31] + coeff0_30*dmats0[30][31] + coeff0_31*dmats0[31][31] + coeff0_32*dmats0[32][31] + coeff0_33*dmats0[33][31] + coeff0_34*dmats0[34][31];

6357

new_coeff0_32 = coeff0_0*dmats0[0][32] + coeff0_1*dmats0[1][32] + coeff0_2*dmats0[2][32] + coeff0_3*dmats0[3][32] + coeff0_4*dmats0[4][32] + coeff0_5*dmats0[5][32] + coeff0_6*dmats0[6][32] + coeff0_7*dmats0[7][32] + coeff0_8*dmats0[8][32] + coeff0_9*dmats0[9][32] + coeff0_10*dmats0[10][32] + coeff0_11*dmats0[11][32] + coeff0_12*dmats0[12][32] + coeff0_13*dmats0[13][32] + coeff0_14*dmats0[14][32] + coeff0_15*dmats0[15][32] + coeff0_16*dmats0[16][32] + coeff0_17*dmats0[17][32] + coeff0_18*dmats0[18][32] + coeff0_19*dmats0[19][32] + coeff0_20*dmats0[20][32] + coeff0_21*dmats0[21][32] + coeff0_22*dmats0[22][32] + coeff0_23*dmats0[23][32] + coeff0_24*dmats0[24][32] + coeff0_25*dmats0[25][32] + coeff0_26*dmats0[26][32] + coeff0_27*dmats0[27][32] + coeff0_28*dmats0[28][32] + coeff0_29*dmats0[29][32] + coeff0_30*dmats0[30][32] + coeff0_31*dmats0[31][32] + coeff0_32*dmats0[32][32] + coeff0_33*dmats0[33][32] + coeff0_34*dmats0[34][32];

6358

new_coeff0_33 = coeff0_0*dmats0[0][33] + coeff0_1*dmats0[1][33] + coeff0_2*dmats0[2][33] + coeff0_3*dmats0[3][33] + coeff0_4*dmats0[4][33] + coeff0_5*dmats0[5][33] + coeff0_6*dmats0[6][33] + coeff0_7*dmats0[7][33] + coeff0_8*dmats0[8][33] + coeff0_9*dmats0[9][33] + coeff0_10*dmats0[10][33] + coeff0_11*dmats0[11][33] + coeff0_12*dmats0[12][33] + coeff0_13*dmats0[13][33] + coeff0_14*dmats0[14][33] + coeff0_15*dmats0[15][33] + coeff0_16*dmats0[16][33] + coeff0_17*dmats0[17][33] + coeff0_18*dmats0[18][33] + coeff0_19*dmats0[19][33] + coeff0_20*dmats0[20][33] + coeff0_21*dmats0[21][33] + coeff0_22*dmats0[22][33] + coeff0_23*dmats0[23][33] + coeff0_24*dmats0[24][33] + coeff0_25*dmats0[25][33] + coeff0_26*dmats0[26][33] + coeff0_27*dmats0[27][33] + coeff0_28*dmats0[28][33] + coeff0_29*dmats0[29][33] + coeff0_30*dmats0[30][33] + coeff0_31*dmats0[31][33] + coeff0_32*dmats0[32][33] + coeff0_33*dmats0[33][33] + coeff0_34*dmats0[34][33];

6359

new_coeff0_34 = coeff0_0*dmats0[0][34] + coeff0_1*dmats0[1][34] + coeff0_2*dmats0[2][34] + coeff0_3*dmats0[3][34] + coeff0_4*dmats0[4][34] + coeff0_5*dmats0[5][34] + coeff0_6*dmats0[6][34] + coeff0_7*dmats0[7][34] + coeff0_8*dmats0[8][34] + coeff0_9*dmats0[9][34] + coeff0_10*dmats0[10][34] + coeff0_11*dmats0[11][34] + coeff0_12*dmats0[12][34] + coeff0_13*dmats0[13][34] + coeff0_14*dmats0[14][34] + coeff0_15*dmats0[15][34] + coeff0_16*dmats0[16][34] + coeff0_17*dmats0[17][34] + coeff0_18*dmats0[18][34] + coeff0_19*dmats0[19][34] + coeff0_20*dmats0[20][34] + coeff0_21*dmats0[21][34] + coeff0_22*dmats0[22][34] + coeff0_23*dmats0[23][34] + coeff0_24*dmats0[24][34] + coeff0_25*dmats0[25][34] + coeff0_26*dmats0[26][34] + coeff0_27*dmats0[27][34] + coeff0_28*dmats0[28][34] + coeff0_29*dmats0[29][34] + coeff0_30*dmats0[30][34] + coeff0_31*dmats0[31][34] + coeff0_32*dmats0[32][34] + coeff0_33*dmats0[33][34] + coeff0_34*dmats0[34][34];

6360

}

6361

if(combinations[deriv_num][j] == 1)

6362

{

6363

new_coeff0_0 = coeff0_0*dmats1[0][0] + coeff0_1*dmats1[1][0] + coeff0_2*dmats1[2][0] + coeff0_3*dmats1[3][0] + coeff0_4*dmats1[4][0] + coeff0_5*dmats1[5][0] + coeff0_6*dmats1[6][0] + coeff0_7*dmats1[7][0] + coeff0_8*dmats1[8][0] + coeff0_9*dmats1[9][0] + coeff0_10*dmats1[10][0] + coeff0_11*dmats1[11][0] + coeff0_12*dmats1[12][0] + coeff0_13*dmats1[13][0] + coeff0_14*dmats1[14][0] + coeff0_15*dmats1[15][0] + coeff0_16*dmats1[16][0] + coeff0_17*dmats1[17][0] + coeff0_18*dmats1[18][0] + coeff0_19*dmats1[19][0] + coeff0_20*dmats1[20][0] + coeff0_21*dmats1[21][0] + coeff0_22*dmats1[22][0] + coeff0_23*dmats1[23][0] + coeff0_24*dmats1[24][0] + coeff0_25*dmats1[25][0] + coeff0_26*dmats1[26][0] + coeff0_27*dmats1[27][0] + coeff0_28*dmats1[28][0] + coeff0_29*dmats1[29][0] + coeff0_30*dmats1[30][0] + coeff0_31*dmats1[31][0] + coeff0_32*dmats1[32][0] + coeff0_33*dmats1[33][0] + coeff0_34*dmats1[34][0];

6364

new_coeff0_1 = coeff0_0*dmats1[0][1] + coeff0_1*dmats1[1][1] + coeff0_2*dmats1[2][1] + coeff0_3*dmats1[3][1] + coeff0_4*dmats1[4][1] + coeff0_5*dmats1[5][1] + coeff0_6*dmats1[6][1] + coeff0_7*dmats1[7][1] + coeff0_8*dmats1[8][1] + coeff0_9*dmats1[9][1] + coeff0_10*dmats1[10][1] + coeff0_11*dmats1[11][1] + coeff0_12*dmats1[12][1] + coeff0_13*dmats1[13][1] + coeff0_14*dmats1[14][1] + coeff0_15*dmats1[15][1] + coeff0_16*dmats1[16][1] + coeff0_17*dmats1[17][1] + coeff0_18*dmats1[18][1] + coeff0_19*dmats1[19][1] + coeff0_20*dmats1[20][1] + coeff0_21*dmats1[21][1] + coeff0_22*dmats1[22][1] + coeff0_23*dmats1[23][1] + coeff0_24*dmats1[24][1] + coeff0_25*dmats1[25][1] + coeff0_26*dmats1[26][1] + coeff0_27*dmats1[27][1] + coeff0_28*dmats1[28][1] + coeff0_29*dmats1[29][1] + coeff0_30*dmats1[30][1] + coeff0_31*dmats1[31][1] + coeff0_32*dmats1[32][1] + coeff0_33*dmats1[33][1] + coeff0_34*dmats1[34][1];

6365

new_coeff0_2 = coeff0_0*dmats1[0][2] + coeff0_1*dmats1[1][2] + coeff0_2*dmats1[2][2] + coeff0_3*dmats1[3][2] + coeff0_4*dmats1[4][2] + coeff0_5*dmats1[5][2] + coeff0_6*dmats1[6][2] + coeff0_7*dmats1[7][2] + coeff0_8*dmats1[8][2] + coeff0_9*dmats1[9][2] + coeff0_10*dmats1[10][2] + coeff0_11*dmats1[11][2] + coeff0_12*dmats1[12][2] + coeff0_13*dmats1[13][2] + coeff0_14*dmats1[14][2] + coeff0_15*dmats1[15][2] + coeff0_16*dmats1[16][2] + coeff0_17*dmats1[17][2] + coeff0_18*dmats1[18][2] + coeff0_19*dmats1[19][2] + coeff0_20*dmats1[20][2] + coeff0_21*dmats1[21][2] + coeff0_22*dmats1[22][2] + coeff0_23*dmats1[23][2] + coeff0_24*dmats1[24][2] + coeff0_25*dmats1[25][2] + coeff0_26*dmats1[26][2] + coeff0_27*dmats1[27][2] + coeff0_28*dmats1[28][2] + coeff0_29*dmats1[29][2] + coeff0_30*dmats1[30][2] + coeff0_31*dmats1[31][2] + coeff0_32*dmats1[32][2] + coeff0_33*dmats1[33][2] + coeff0_34*dmats1[34][2];

6366

new_coeff0_3 = coeff0_0*dmats1[0][3] + coeff0_1*dmats1[1][3] + coeff0_2*dmats1[2][3] + coeff0_3*dmats1[3][3] + coeff0_4*dmats1[4][3] + coeff0_5*dmats1[5][3] + coeff0_6*dmats1[6][3] + coeff0_7*dmats1[7][3] + coeff0_8*dmats1[8][3] + coeff0_9*dmats1[9][3] + coeff0_10*dmats1[10][3] + coeff0_11*dmats1[11][3] + coeff0_12*dmats1[12][3] + coeff0_13*dmats1[13][3] + coeff0_14*dmats1[14][3] + coeff0_15*dmats1[15][3] + coeff0_16*dmats1[16][3] + coeff0_17*dmats1[17][3] + coeff0_18*dmats1[18][3] + coeff0_19*dmats1[19][3] + coeff0_20*dmats1[20][3] + coeff0_21*dmats1[21][3] + coeff0_22*dmats1[22][3] + coeff0_23*dmats1[23][3] + coeff0_24*dmats1[24][3] + coeff0_25*dmats1[25][3] + coeff0_26*dmats1[26][3] + coeff0_27*dmats1[27][3] + coeff0_28*dmats1[28][3] + coeff0_29*dmats1[29][3] + coeff0_30*dmats1[30][3] + coeff0_31*dmats1[31][3] + coeff0_32*dmats1[32][3] + coeff0_33*dmats1[33][3] + coeff0_34*dmats1[34][3];

6367

new_coeff0_4 = coeff0_0*dmats1[0][4] + coeff0_1*dmats1[1][4] + coeff0_2*dmats1[2][4] + coeff0_3*dmats1[3][4] + coeff0_4*dmats1[4][4] + coeff0_5*dmats1[5][4] + coeff0_6*dmats1[6][4] + coeff0_7*dmats1[7][4] + coeff0_8*dmats1[8][4] + coeff0_9*dmats1[9][4] + coeff0_10*dmats1[10][4] + coeff0_11*dmats1[11][4] + coeff0_12*dmats1[12][4] + coeff0_13*dmats1[13][4] + coeff0_14*dmats1[14][4] + coeff0_15*dmats1[15][4] + coeff0_16*dmats1[16][4] + coeff0_17*dmats1[17][4] + coeff0_18*dmats1[18][4] + coeff0_19*dmats1[19][4] + coeff0_20*dmats1[20][4] + coeff0_21*dmats1[21][4] + coeff0_22*dmats1[22][4] + coeff0_23*dmats1[23][4] + coeff0_24*dmats1[24][4] + coeff0_25*dmats1[25][4] + coeff0_26*dmats1[26][4] + coeff0_27*dmats1[27][4] + coeff0_28*dmats1[28][4] + coeff0_29*dmats1[29][4] + coeff0_30*dmats1[30][4] + coeff0_31*dmats1[31][4] + coeff0_32*dmats1[32][4] + coeff0_33*dmats1[33][4] + coeff0_34*dmats1[34][4];

6368

new_coeff0_5 = coeff0_0*dmats1[0][5] + coeff0_1*dmats1[1][5] + coeff0_2*dmats1[2][5] + coeff0_3*dmats1[3][5] + coeff0_4*dmats1[4][5] + coeff0_5*dmats1[5][5] + coeff0_6*dmats1[6][5] + coeff0_7*dmats1[7][5] + coeff0_8*dmats1[8][5] + coeff0_9*dmats1[9][5] + coeff0_10*dmats1[10][5] + coeff0_11*dmats1[11][5] + coeff0_12*dmats1[12][5] + coeff0_13*dmats1[13][5] + coeff0_14*dmats1[14][5] + coeff0_15*dmats1[15][5] + coeff0_16*dmats1[16][5] + coeff0_17*dmats1[17][5] + coeff0_18*dmats1[18][5] + coeff0_19*dmats1[19][5] + coeff0_20*dmats1[20][5] + coeff0_21*dmats1[21][5] + coeff0_22*dmats1[22][5] + coeff0_23*dmats1[23][5] + coeff0_24*dmats1[24][5] + coeff0_25*dmats1[25][5] + coeff0_26*dmats1[26][5] + coeff0_27*dmats1[27][5] + coeff0_28*dmats1[28][5] + coeff0_29*dmats1[29][5] + coeff0_30*dmats1[30][5] + coeff0_31*dmats1[31][5] + coeff0_32*dmats1[32][5] + coeff0_33*dmats1[33][5] + coeff0_34*dmats1[34][5];

6369

new_coeff0_6 = coeff0_0*dmats1[0][6] + coeff0_1*dmats1[1][6] + coeff0_2*dmats1[2][6] + coeff0_3*dmats1[3][6] + coeff0_4*dmats1[4][6] + coeff0_5*dmats1[5][6] + coeff0_6*dmats1[6][6] + coeff0_7*dmats1[7][6] + coeff0_8*dmats1[8][6] + coeff0_9*dmats1[9][6] + coeff0_10*dmats1[10][6] + coeff0_11*dmats1[11][6] + coeff0_12*dmats1[12][6] + coeff0_13*dmats1[13][6] + coeff0_14*dmats1[14][6] + coeff0_15*dmats1[15][6] + coeff0_16*dmats1[16][6] + coeff0_17*dmats1[17][6] + coeff0_18*dmats1[18][6] + coeff0_19*dmats1[19][6] + coeff0_20*dmats1[20][6] + coeff0_21*dmats1[21][6] + coeff0_22*dmats1[22][6] + coeff0_23*dmats1[23][6] + coeff0_24*dmats1[24][6] + coeff0_25*dmats1[25][6] + coeff0_26*dmats1[26][6] + coeff0_27*dmats1[27][6] + coeff0_28*dmats1[28][6] + coeff0_29*dmats1[29][6] + coeff0_30*dmats1[30][6] + coeff0_31*dmats1[31][6] + coeff0_32*dmats1[32][6] + coeff0_33*dmats1[33][6] + coeff0_34*dmats1[34][6];

6370

new_coeff0_7 = coeff0_0*dmats1[0][7] + coeff0_1*dmats1[1][7] + coeff0_2*dmats1[2][7] + coeff0_3*dmats1[3][7] + coeff0_4*dmats1[4][7] + coeff0_5*dmats1[5][7] + coeff0_6*dmats1[6][7] + coeff0_7*dmats1[7][7] + coeff0_8*dmats1[8][7] + coeff0_9*dmats1[9][7] + coeff0_10*dmats1[10][7] + coeff0_11*dmats1[11][7] + coeff0_12*dmats1[12][7] + coeff0_13*dmats1[13][7] + coeff0_14*dmats1[14][7] + coeff0_15*dmats1[15][7] + coeff0_16*dmats1[16][7] + coeff0_17*dmats1[17][7] + coeff0_18*dmats1[18][7] + coeff0_19*dmats1[19][7] + coeff0_20*dmats1[20][7] + coeff0_21*dmats1[21][7] + coeff0_22*dmats1[22][7] + coeff0_23*dmats1[23][7] + coeff0_24*dmats1[24][7] + coeff0_25*dmats1[25][7] + coeff0_26*dmats1[26][7] + coeff0_27*dmats1[27][7] + coeff0_28*dmats1[28][7] + coeff0_29*dmats1[29][7] + coeff0_30*dmats1[30][7] + coeff0_31*dmats1[31][7] + coeff0_32*dmats1[32][7] + coeff0_33*dmats1[33][7] + coeff0_34*dmats1[34][7];

6371

new_coeff0_8 = coeff0_0*dmats1[0][8] + coeff0_1*dmats1[1][8] + coeff0_2*dmats1[2][8] + coeff0_3*dmats1[3][8] + coeff0_4*dmats1[4][8] + coeff0_5*dmats1[5][8] + coeff0_6*dmats1[6][8] + coeff0_7*dmats1[7][8] + coeff0_8*dmats1[8][8] + coeff0_9*dmats1[9][8] + coeff0_10*dmats1[10][8] + coeff0_11*dmats1[11][8] + coeff0_12*dmats1[12][8] + coeff0_13*dmats1[13][8] + coeff0_14*dmats1[14][8] + coeff0_15*dmats1[15][8] + coeff0_16*dmats1[16][8] + coeff0_17*dmats1[17][8] + coeff0_18*dmats1[18][8] + coeff0_19*dmats1[19][8] + coeff0_20*dmats1[20][8] + coeff0_21*dmats1[21][8] + coeff0_22*dmats1[22][8] + coeff0_23*dmats1[23][8] + coeff0_24*dmats1[24][8] + coeff0_25*dmats1[25][8] + coeff0_26*dmats1[26][8] + coeff0_27*dmats1[27][8] + coeff0_28*dmats1[28][8] + coeff0_29*dmats1[29][8] + coeff0_30*dmats1[30][8] + coeff0_31*dmats1[31][8] + coeff0_32*dmats1[32][8] + coeff0_33*dmats1[33][8] + coeff0_34*dmats1[34][8];

6372

new_coeff0_9 = coeff0_0*dmats1[0][9] + coeff0_1*dmats1[1][9] + coeff0_2*dmats1[2][9] + coeff0_3*dmats1[3][9] + coeff0_4*dmats1[4][9] + coeff0_5*dmats1[5][9] + coeff0_6*dmats1[6][9] + coeff0_7*dmats1[7][9] + coeff0_8*dmats1[8][9] + coeff0_9*dmats1[9][9] + coeff0_10*dmats1[10][9] + coeff0_11*dmats1[11][9] + coeff0_12*dmats1[12][9] + coeff0_13*dmats1[13][9] + coeff0_14*dmats1[14][9] + coeff0_15*dmats1[15][9] + coeff0_16*dmats1[16][9] + coeff0_17*dmats1[17][9] + coeff0_18*dmats1[18][9] + coeff0_19*dmats1[19][9] + coeff0_20*dmats1[20][9] + coeff0_21*dmats1[21][9] + coeff0_22*dmats1[22][9] + coeff0_23*dmats1[23][9] + coeff0_24*dmats1[24][9] + coeff0_25*dmats1[25][9] + coeff0_26*dmats1[26][9] + coeff0_27*dmats1[27][9] + coeff0_28*dmats1[28][9] + coeff0_29*dmats1[29][9] + coeff0_30*dmats1[30][9] + coeff0_31*dmats1[31][9] + coeff0_32*dmats1[32][9] + coeff0_33*dmats1[33][9] + coeff0_34*dmats1[34][9];

6373

new_coeff0_10 = coeff0_0*dmats1[0][10] + coeff0_1*dmats1[1][10] + coeff0_2*dmats1[2][10] + coeff0_3*dmats1[3][10] + coeff0_4*dmats1[4][10] + coeff0_5*dmats1[5][10] + coeff0_6*dmats1[6][10] + coeff0_7*dmats1[7][10] + coeff0_8*dmats1[8][10] + coeff0_9*dmats1[9][10] + coeff0_10*dmats1[10][10] + coeff0_11*dmats1[11][10] + coeff0_12*dmats1[12][10] + coeff0_13*dmats1[13][10] + coeff0_14*dmats1[14][10] + coeff0_15*dmats1[15][10] + coeff0_16*dmats1[16][10] + coeff0_17*dmats1[17][10] + coeff0_18*dmats1[18][10] + coeff0_19*dmats1[19][10] + coeff0_20*dmats1[20][10] + coeff0_21*dmats1[21][10] + coeff0_22*dmats1[22][10] + coeff0_23*dmats1[23][10] + coeff0_24*dmats1[24][10] + coeff0_25*dmats1[25][10] + coeff0_26*dmats1[26][10] + coeff0_27*dmats1[27][10] + coeff0_28*dmats1[28][10] + coeff0_29*dmats1[29][10] + coeff0_30*dmats1[30][10] + coeff0_31*dmats1[31][10] + coeff0_32*dmats1[32][10] + coeff0_33*dmats1[33][10] + coeff0_34*dmats1[34][10];

6374

new_coeff0_11 = coeff0_0*dmats1[0][11] + coeff0_1*dmats1[1][11] + coeff0_2*dmats1[2][11] + coeff0_3*dmats1[3][11] + coeff0_4*dmats1[4][11] + coeff0_5*dmats1[5][11] + coeff0_6*dmats1[6][11] + coeff0_7*dmats1[7][11] + coeff0_8*dmats1[8][11] + coeff0_9*dmats1[9][11] + coeff0_10*dmats1[10][11] + coeff0_11*dmats1[11][11] + coeff0_12*dmats1[12][11] + coeff0_13*dmats1[13][11] + coeff0_14*dmats1[14][11] + coeff0_15*dmats1[15][11] + coeff0_16*dmats1[16][11] + coeff0_17*dmats1[17][11] + coeff0_18*dmats1[18][11] + coeff0_19*dmats1[19][11] + coeff0_20*dmats1[20][11] + coeff0_21*dmats1[21][11] + coeff0_22*dmats1[22][11] + coeff0_23*dmats1[23][11] + coeff0_24*dmats1[24][11] + coeff0_25*dmats1[25][11] + coeff0_26*dmats1[26][11] + coeff0_27*dmats1[27][11] + coeff0_28*dmats1[28][11] + coeff0_29*dmats1[29][11] + coeff0_30*dmats1[30][11] + coeff0_31*dmats1[31][11] + coeff0_32*dmats1[32][11] + coeff0_33*dmats1[33][11] + coeff0_34*dmats1[34][11];

6375

new_coeff0_12 = coeff0_0*dmats1[0][12] + coeff0_1*dmats1[1][12] + coeff0_2*dmats1[2][12] + coeff0_3*dmats1[3][12] + coeff0_4*dmats1[4][12] + coeff0_5*dmats1[5][12] + coeff0_6*dmats1[6][12] + coeff0_7*dmats1[7][12] + coeff0_8*dmats1[8][12] + coeff0_9*dmats1[9][12] + coeff0_10*dmats1[10][12] + coeff0_11*dmats1[11][12] + coeff0_12*dmats1[12][12] + coeff0_13*dmats1[13][12] + coeff0_14*dmats1[14][12] + coeff0_15*dmats1[15][12] + coeff0_16*dmats1[16][12] + coeff0_17*dmats1[17][12] + coeff0_18*dmats1[18][12] + coeff0_19*dmats1[19][12] + coeff0_20*dmats1[20][12] + coeff0_21*dmats1[21][12] + coeff0_22*dmats1[22][12] + coeff0_23*dmats1[23][12] + coeff0_24*dmats1[24][12] + coeff0_25*dmats1[25][12] + coeff0_26*dmats1[26][12] + coeff0_27*dmats1[27][12] + coeff0_28*dmats1[28][12] + coeff0_29*dmats1[29][12] + coeff0_30*dmats1[30][12] + coeff0_31*dmats1[31][12] + coeff0_32*dmats1[32][12] + coeff0_33*dmats1[33][12] + coeff0_34*dmats1[34][12];

6376

new_coeff0_13 = coeff0_0*dmats1[0][13] + coeff0_1*dmats1[1][13] + coeff0_2*dmats1[2][13] + coeff0_3*dmats1[3][13] + coeff0_4*dmats1[4][13] + coeff0_5*dmats1[5][13] + coeff0_6*dmats1[6][13] + coeff0_7*dmats1[7][13] + coeff0_8*dmats1[8][13] + coeff0_9*dmats1[9][13] + coeff0_10*dmats1[10][13] + coeff0_11*dmats1[11][13] + coeff0_12*dmats1[12][13] + coeff0_13*dmats1[13][13] + coeff0_14*dmats1[14][13] + coeff0_15*dmats1[15][13] + coeff0_16*dmats1[16][13] + coeff0_17*dmats1[17][13] + coeff0_18*dmats1[18][13] + coeff0_19*dmats1[19][13] + coeff0_20*dmats1[20][13] + coeff0_21*dmats1[21][13] + coeff0_22*dmats1[22][13] + coeff0_23*dmats1[23][13] + coeff0_24*dmats1[24][13] + coeff0_25*dmats1[25][13] + coeff0_26*dmats1[26][13] + coeff0_27*dmats1[27][13] + coeff0_28*dmats1[28][13] + coeff0_29*dmats1[29][13] + coeff0_30*dmats1[30][13] + coeff0_31*dmats1[31][13] + coeff0_32*dmats1[32][13] + coeff0_33*dmats1[33][13] + coeff0_34*dmats1[34][13];

6377

new_coeff0_14 = coeff0_0*dmats1[0][14] + coeff0_1*dmats1[1][14] + coeff0_2*dmats1[2][14] + coeff0_3*dmats1[3][14] + coeff0_4*dmats1[4][14] + coeff0_5*dmats1[5][14] + coeff0_6*dmats1[6][14] + coeff0_7*dmats1[7][14] + coeff0_8*dmats1[8][14] + coeff0_9*dmats1[9][14] + coeff0_10*dmats1[10][14] + coeff0_11*dmats1[11][14] + coeff0_12*dmats1[12][14] + coeff0_13*dmats1[13][14] + coeff0_14*dmats1[14][14] + coeff0_15*dmats1[15][14] + coeff0_16*dmats1[16][14] + coeff0_17*dmats1[17][14] + coeff0_18*dmats1[18][14] + coeff0_19*dmats1[19][14] + coeff0_20*dmats1[20][14] + coeff0_21*dmats1[21][14] + coeff0_22*dmats1[22][14] + coeff0_23*dmats1[23][14] + coeff0_24*dmats1[24][14] + coeff0_25*dmats1[25][14] + coeff0_26*dmats1[26][14] + coeff0_27*dmats1[27][14] + coeff0_28*dmats1[28][14] + coeff0_29*dmats1[29][14] + coeff0_30*dmats1[30][14] + coeff0_31*dmats1[31][14] + coeff0_32*dmats1[32][14] + coeff0_33*dmats1[33][14] + coeff0_34*dmats1[34][14];

6378

new_coeff0_15 = coeff0_0*dmats1[0][15] + coeff0_1*dmats1[1][15] + coeff0_2*dmats1[2][15] + coeff0_3*dmats1[3][15] + coeff0_4*dmats1[4][15] + coeff0_5*dmats1[5][15] + coeff0_6*dmats1[6][15] + coeff0_7*dmats1[7][15] + coeff0_8*dmats1[8][15] + coeff0_9*dmats1[9][15] + coeff0_10*dmats1[10][15] + coeff0_11*dmats1[11][15] + coeff0_12*dmats1[12][15] + coeff0_13*dmats1[13][15] + coeff0_14*dmats1[14][15] + coeff0_15*dmats1[15][15] + coeff0_16*dmats1[16][15] + coeff0_17*dmats1[17][15] + coeff0_18*dmats1[18][15] + coeff0_19*dmats1[19][15] + coeff0_20*dmats1[20][15] + coeff0_21*dmats1[21][15] + coeff0_22*dmats1[22][15] + coeff0_23*dmats1[23][15] + coeff0_24*dmats1[24][15] + coeff0_25*dmats1[25][15] + coeff0_26*dmats1[26][15] + coeff0_27*dmats1[27][15] + coeff0_28*dmats1[28][15] + coeff0_29*dmats1[29][15] + coeff0_30*dmats1[30][15] + coeff0_31*dmats1[31][15] + coeff0_32*dmats1[32][15] + coeff0_33*dmats1[33][15] + coeff0_34*dmats1[34][15];

6379

new_coeff0_16 = coeff0_0*dmats1[0][16] + coeff0_1*dmats1[1][16] + coeff0_2*dmats1[2][16] + coeff0_3*dmats1[3][16] + coeff0_4*dmats1[4][16] + coeff0_5*dmats1[5][16] + coeff0_6*dmats1[6][16] + coeff0_7*dmats1[7][16] + coeff0_8*dmats1[8][16] + coeff0_9*dmats1[9][16] + coeff0_10*dmats1[10][16] + coeff0_11*dmats1[11][16] + coeff0_12*dmats1[12][16] + coeff0_13*dmats1[13][16] + coeff0_14*dmats1[14][16] + coeff0_15*dmats1[15][16] + coeff0_16*dmats1[16][16] + coeff0_17*dmats1[17][16] + coeff0_18*dmats1[18][16] + coeff0_19*dmats1[19][16] + coeff0_20*dmats1[20][16] + coeff0_21*dmats1[21][16] + coeff0_22*dmats1[22][16] + coeff0_23*dmats1[23][16] + coeff0_24*dmats1[24][16] + coeff0_25*dmats1[25][16] + coeff0_26*dmats1[26][16] + coeff0_27*dmats1[27][16] + coeff0_28*dmats1[28][16] + coeff0_29*dmats1[29][16] + coeff0_30*dmats1[30][16] + coeff0_31*dmats1[31][16] + coeff0_32*dmats1[32][16] + coeff0_33*dmats1[33][16] + coeff0_34*dmats1[34][16];

6380

new_coeff0_17 = coeff0_0*dmats1[0][17] + coeff0_1*dmats1[1][17] + coeff0_2*dmats1[2][17] + coeff0_3*dmats1[3][17] + coeff0_4*dmats1[4][17] + coeff0_5*dmats1[5][17] + coeff0_6*dmats1[6][17] + coeff0_7*dmats1[7][17] + coeff0_8*dmats1[8][17] + coeff0_9*dmats1[9][17] + coeff0_10*dmats1[10][17] + coeff0_11*dmats1[11][17] + coeff0_12*dmats1[12][17] + coeff0_13*dmats1[13][17] + coeff0_14*dmats1[14][17] + coeff0_15*dmats1[15][17] + coeff0_16*dmats1[16][17] + coeff0_17*dmats1[17][17] + coeff0_18*dmats1[18][17] + coeff0_19*dmats1[19][17] + coeff0_20*dmats1[20][17] + coeff0_21*dmats1[21][17] + coeff0_22*dmats1[22][17] + coeff0_23*dmats1[23][17] + coeff0_24*dmats1[24][17] + coeff0_25*dmats1[25][17] + coeff0_26*dmats1[26][17] + coeff0_27*dmats1[27][17] + coeff0_28*dmats1[28][17] + coeff0_29*dmats1[29][17] + coeff0_30*dmats1[30][17] + coeff0_31*dmats1[31][17] + coeff0_32*dmats1[32][17] + coeff0_33*dmats1[33][17] + coeff0_34*dmats1[34][17];

6381

new_coeff0_18 = coeff0_0*dmats1[0][18] + coeff0_1*dmats1[1][18] + coeff0_2*dmats1[2][18] + coeff0_3*dmats1[3][18] + coeff0_4*dmats1[4][18] + coeff0_5*dmats1[5][18] + coeff0_6*dmats1[6][18] + coeff0_7*dmats1[7][18] + coeff0_8*dmats1[8][18] + coeff0_9*dmats1[9][18] + coeff0_10*dmats1[10][18] + coeff0_11*dmats1[11][18] + coeff0_12*dmats1[12][18] + coeff0_13*dmats1[13][18] + coeff0_14*dmats1[14][18] + coeff0_15*dmats1[15][18] + coeff0_16*dmats1[16][18] + coeff0_17*dmats1[17][18] + coeff0_18*dmats1[18][18] + coeff0_19*dmats1[19][18] + coeff0_20*dmats1[20][18] + coeff0_21*dmats1[21][18] + coeff0_22*dmats1[22][18] + coeff0_23*dmats1[23][18] + coeff0_24*dmats1[24][18] + coeff0_25*dmats1[25][18] + coeff0_26*dmats1[26][18] + coeff0_27*dmats1[27][18] + coeff0_28*dmats1[28][18] + coeff0_29*dmats1[29][18] + coeff0_30*dmats1[30][18] + coeff0_31*dmats1[31][18] + coeff0_32*dmats1[32][18] + coeff0_33*dmats1[33][18] + coeff0_34*dmats1[34][18];

6382

new_coeff0_19 = coeff0_0*dmats1[0][19] + coeff0_1*dmats1[1][19] + coeff0_2*dmats1[2][19] + coeff0_3*dmats1[3][19] + coeff0_4*dmats1[4][19] + coeff0_5*dmats1[5][19] + coeff0_6*dmats1[6][19] + coeff0_7*dmats1[7][19] + coeff0_8*dmats1[8][19] + coeff0_9*dmats1[9][19] + coeff0_10*dmats1[10][19] + coeff0_11*dmats1[11][19] + coeff0_12*dmats1[12][19] + coeff0_13*dmats1[13][19] + coeff0_14*dmats1[14][19] + coeff0_15*dmats1[15][19] + coeff0_16*dmats1[16][19] + coeff0_17*dmats1[17][19] + coeff0_18*dmats1[18][19] + coeff0_19*dmats1[19][19] + coeff0_20*dmats1[20][19] + coeff0_21*dmats1[21][19] + coeff0_22*dmats1[22][19] + coeff0_23*dmats1[23][19] + coeff0_24*dmats1[24][19] + coeff0_25*dmats1[25][19] + coeff0_26*dmats1[26][19] + coeff0_27*dmats1[27][19] + coeff0_28*dmats1[28][19] + coeff0_29*dmats1[29][19] + coeff0_30*dmats1[30][19] + coeff0_31*dmats1[31][19] + coeff0_32*dmats1[32][19] + coeff0_33*dmats1[33][19] + coeff0_34*dmats1[34][19];

6383

new_coeff0_20 = coeff0_0*dmats1[0][20] + coeff0_1*dmats1[1][20] + coeff0_2*dmats1[2][20] + coeff0_3*dmats1[3][20] + coeff0_4*dmats1[4][20] + coeff0_5*dmats1[5][20] + coeff0_6*dmats1[6][20] + coeff0_7*dmats1[7][20] + coeff0_8*dmats1[8][20] + coeff0_9*dmats1[9][20] + coeff0_10*dmats1[10][20] + coeff0_11*dmats1[11][20] + coeff0_12*dmats1[12][20] + coeff0_13*dmats1[13][20] + coeff0_14*dmats1[14][20] + coeff0_15*dmats1[15][20] + coeff0_16*dmats1[16][20] + coeff0_17*dmats1[17][20] + coeff0_18*dmats1[18][20] + coeff0_19*dmats1[19][20] + coeff0_20*dmats1[20][20] + coeff0_21*dmats1[21][20] + coeff0_22*dmats1[22][20] + coeff0_23*dmats1[23][20] + coeff0_24*dmats1[24][20] + coeff0_25*dmats1[25][20] + coeff0_26*dmats1[26][20] + coeff0_27*dmats1[27][20] + coeff0_28*dmats1[28][20] + coeff0_29*dmats1[29][20] + coeff0_30*dmats1[30][20] + coeff0_31*dmats1[31][20] + coeff0_32*dmats1[32][20] + coeff0_33*dmats1[33][20] + coeff0_34*dmats1[34][20];

6384

new_coeff0_21 = coeff0_0*dmats1[0][21] + coeff0_1*dmats1[1][21] + coeff0_2*dmats1[2][21] + coeff0_3*dmats1[3][21] + coeff0_4*dmats1[4][21] + coeff0_5*dmats1[5][21] + coeff0_6*dmats1[6][21] + coeff0_7*dmats1[7][21] + coeff0_8*dmats1[8][21] + coeff0_9*dmats1[9][21] + coeff0_10*dmats1[10][21] + coeff0_11*dmats1[11][21] + coeff0_12*dmats1[12][21] + coeff0_13*dmats1[13][21] + coeff0_14*dmats1[14][21] + coeff0_15*dmats1[15][21] + coeff0_16*dmats1[16][21] + coeff0_17*dmats1[17][21] + coeff0_18*dmats1[18][21] + coeff0_19*dmats1[19][21] + coeff0_20*dmats1[20][21] + coeff0_21*dmats1[21][21] + coeff0_22*dmats1[22][21] + coeff0_23*dmats1[23][21] + coeff0_24*dmats1[24][21] + coeff0_25*dmats1[25][21] + coeff0_26*dmats1[26][21] + coeff0_27*dmats1[27][21] + coeff0_28*dmats1[28][21] + coeff0_29*dmats1[29][21] + coeff0_30*dmats1[30][21] + coeff0_31*dmats1[31][21] + coeff0_32*dmats1[32][21] + coeff0_33*dmats1[33][21] + coeff0_34*dmats1[34][21];

6385

new_coeff0_22 = coeff0_0*dmats1[0][22] + coeff0_1*dmats1[1][22] + coeff0_2*dmats1[2][22] + coeff0_3*dmats1[3][22] + coeff0_4*dmats1[4][22] + coeff0_5*dmats1[5][22] + coeff0_6*dmats1[6][22] + coeff0_7*dmats1[7][22] + coeff0_8*dmats1[8][22] + coeff0_9*dmats1[9][22] + coeff0_10*dmats1[10][22] + coeff0_11*dmats1[11][22] + coeff0_12*dmats1[12][22] + coeff0_13*dmats1[13][22] + coeff0_14*dmats1[14][22] + coeff0_15*dmats1[15][22] + coeff0_16*dmats1[16][22] + coeff0_17*dmats1[17][22] + coeff0_18*dmats1[18][22] + coeff0_19*dmats1[19][22] + coeff0_20*dmats1[20][22] + coeff0_21*dmats1[21][22] + coeff0_22*dmats1[22][22] + coeff0_23*dmats1[23][22] + coeff0_24*dmats1[24][22] + coeff0_25*dmats1[25][22] + coeff0_26*dmats1[26][22] + coeff0_27*dmats1[27][22] + coeff0_28*dmats1[28][22] + coeff0_29*dmats1[29][22] + coeff0_30*dmats1[30][22] + coeff0_31*dmats1[31][22] + coeff0_32*dmats1[32][22] + coeff0_33*dmats1[33][22] + coeff0_34*dmats1[34][22];

6386

new_coeff0_23 = coeff0_0*dmats1[0][23] + coeff0_1*dmats1[1][23] + coeff0_2*dmats1[2][23] + coeff0_3*dmats1[3][23] + coeff0_4*dmats1[4][23] + coeff0_5*dmats1[5][23] + coeff0_6*dmats1[6][23] + coeff0_7*dmats1[7][23] + coeff0_8*dmats1[8][23] + coeff0_9*dmats1[9][23] + coeff0_10*dmats1[10][23] + coeff0_11*dmats1[11][23] + coeff0_12*dmats1[12][23] + coeff0_13*dmats1[13][23] + coeff0_14*dmats1[14][23] + coeff0_15*dmats1[15][23] + coeff0_16*dmats1[16][23] + coeff0_17*dmats1[17][23] + coeff0_18*dmats1[18][23] + coeff0_19*dmats1[19][23] + coeff0_20*dmats1[20][23] + coeff0_21*dmats1[21][23] + coeff0_22*dmats1[22][23] + coeff0_23*dmats1[23][23] + coeff0_24*dmats1[24][23] + coeff0_25*dmats1[25][23] + coeff0_26*dmats1[26][23] + coeff0_27*dmats1[27][23] + coeff0_28*dmats1[28][23] + coeff0_29*dmats1[29][23] + coeff0_30*dmats1[30][23] + coeff0_31*dmats1[31][23] + coeff0_32*dmats1[32][23] + coeff0_33*dmats1[33][23] + coeff0_34*dmats1[34][23];

6387

new_coeff0_24 = coeff0_0*dmats1[0][24] + coeff0_1*dmats1[1][24] + coeff0_2*dmats1[2][24] + coeff0_3*dmats1[3][24] + coeff0_4*dmats1[4][24] + coeff0_5*dmats1[5][24] + coeff0_6*dmats1[6][24] + coeff0_7*dmats1[7][24] + coeff0_8*dmats1[8][24] + coeff0_9*dmats1[9][24] + coeff0_10*dmats1[10][24] + coeff0_11*dmats1[11][24] + coeff0_12*dmats1[12][24] + coeff0_13*dmats1[13][24] + coeff0_14*dmats1[14][24] + coeff0_15*dmats1[15][24] + coeff0_16*dmats1[16][24] + coeff0_17*dmats1[17][24] + coeff0_18*dmats1[18][24] + coeff0_19*dmats1[19][24] + coeff0_20*dmats1[20][24] + coeff0_21*dmats1[21][24] + coeff0_22*dmats1[22][24] + coeff0_23*dmats1[23][24] + coeff0_24*dmats1[24][24] + coeff0_25*dmats1[25][24] + coeff0_26*dmats1[26][24] + coeff0_27*dmats1[27][24] + coeff0_28*dmats1[28][24] + coeff0_29*dmats1[29][24] + coeff0_30*dmats1[30][24] + coeff0_31*dmats1[31][24] + coeff0_32*dmats1[32][24] + coeff0_33*dmats1[33][24] + coeff0_34*dmats1[34][24];

6388

new_coeff0_25 = coeff0_0*dmats1[0][25] + coeff0_1*dmats1[1][25] + coeff0_2*dmats1[2][25] + coeff0_3*dmats1[3][25] + coeff0_4*dmats1[4][25] + coeff0_5*dmats1[5][25] + coeff0_6*dmats1[6][25] + coeff0_7*dmats1[7][25] + coeff0_8*dmats1[8][25] + coeff0_9*dmats1[9][25] + coeff0_10*dmats1[10][25] + coeff0_11*dmats1[11][25] + coeff0_12*dmats1[12][25] + coeff0_13*dmats1[13][25] + coeff0_14*dmats1[14][25] + coeff0_15*dmats1[15][25] + coeff0_16*dmats1[16][25] + coeff0_17*dmats1[17][25] + coeff0_18*dmats1[18][25] + coeff0_19*dmats1[19][25] + coeff0_20*dmats1[20][25] + coeff0_21*dmats1[21][25] + coeff0_22*dmats1[22][25] + coeff0_23*dmats1[23][25] + coeff0_24*dmats1[24][25] + coeff0_25*dmats1[25][25] + coeff0_26*dmats1[26][25] + coeff0_27*dmats1[27][25] + coeff0_28*dmats1[28][25] + coeff0_29*dmats1[29][25] + coeff0_30*dmats1[30][25] + coeff0_31*dmats1[31][25] + coeff0_32*dmats1[32][25] + coeff0_33*dmats1[33][25] + coeff0_34*dmats1[34][25];

6389

new_coeff0_26 = coeff0_0*dmats1[0][26] + coeff0_1*dmats1[1][26] + coeff0_2*dmats1[2][26] + coeff0_3*dmats1[3][26] + coeff0_4*dmats1[4][26] + coeff0_5*dmats1[5][26] + coeff0_6*dmats1[6][26] + coeff0_7*dmats1[7][26] + coeff0_8*dmats1[8][26] + coeff0_9*dmats1[9][26] + coeff0_10*dmats1[10][26] + coeff0_11*dmats1[11][26] + coeff0_12*dmats1[12][26] + coeff0_13*dmats1[13][26] + coeff0_14*dmats1[14][26] + coeff0_15*dmats1[15][26] + coeff0_16*dmats1[16][26] + coeff0_17*dmats1[17][26] + coeff0_18*dmats1[18][26] + coeff0_19*dmats1[19][26] + coeff0_20*dmats1[20][26] + coeff0_21*dmats1[21][26] + coeff0_22*dmats1[22][26] + coeff0_23*dmats1[23][26] + coeff0_24*dmats1[24][26] + coeff0_25*dmats1[25][26] + coeff0_26*dmats1[26][26] + coeff0_27*dmats1[27][26] + coeff0_28*dmats1[28][26] + coeff0_29*dmats1[29][26] + coeff0_30*dmats1[30][26] + coeff0_31*dmats1[31][26] + coeff0_32*dmats1[32][26] + coeff0_33*dmats1[33][26] + coeff0_34*dmats1[34][26];

6390

new_coeff0_27 = coeff0_0*dmats1[0][27] + coeff0_1*dmats1[1][27] + coeff0_2*dmats1[2][27] + coeff0_3*dmats1[3][27] + coeff0_4*dmats1[4][27] + coeff0_5*dmats1[5][27] + coeff0_6*dmats1[6][27] + coeff0_7*dmats1[7][27] + coeff0_8*dmats1[8][27] + coeff0_9*dmats1[9][27] + coeff0_10*dmats1[10][27] + coeff0_11*dmats1[11][27] + coeff0_12*dmats1[12][27] + coeff0_13*dmats1[13][27] + coeff0_14*dmats1[14][27] + coeff0_15*dmats1[15][27] + coeff0_16*dmats1[16][27] + coeff0_17*dmats1[17][27] + coeff0_18*dmats1[18][27] + coeff0_19*dmats1[19][27] + coeff0_20*dmats1[20][27] + coeff0_21*dmats1[21][27] + coeff0_22*dmats1[22][27] + coeff0_23*dmats1[23][27] + coeff0_24*dmats1[24][27] + coeff0_25*dmats1[25][27] + coeff0_26*dmats1[26][27] + coeff0_27*dmats1[27][27] + coeff0_28*dmats1[28][27] + coeff0_29*dmats1[29][27] + coeff0_30*dmats1[30][27] + coeff0_31*dmats1[31][27] + coeff0_32*dmats1[32][27] + coeff0_33*dmats1[33][27] + coeff0_34*dmats1[34][27];

6391

new_coeff0_28 = coeff0_0*dmats1[0][28] + coeff0_1*dmats1[1][28] + coeff0_2*dmats1[2][28] + coeff0_3*dmats1[3][28] + coeff0_4*dmats1[4][28] + coeff0_5*dmats1[5][28] + coeff0_6*dmats1[6][28] + coeff0_7*dmats1[7][28] + coeff0_8*dmats1[8][28] + coeff0_9*dmats1[9][28] + coeff0_10*dmats1[10][28] + coeff0_11*dmats1[11][28] + coeff0_12*dmats1[12][28] + coeff0_13*dmats1[13][28] + coeff0_14*dmats1[14][28] + coeff0_15*dmats1[15][28] + coeff0_16*dmats1[16][28] + coeff0_17*dmats1[17][28] + coeff0_18*dmats1[18][28] + coeff0_19*dmats1[19][28] + coeff0_20*dmats1[20][28] + coeff0_21*dmats1[21][28] + coeff0_22*dmats1[22][28] + coeff0_23*dmats1[23][28] + coeff0_24*dmats1[24][28] + coeff0_25*dmats1[25][28] + coeff0_26*dmats1[26][28] + coeff0_27*dmats1[27][28] + coeff0_28*dmats1[28][28] + coeff0_29*dmats1[29][28] + coeff0_30*dmats1[30][28] + coeff0_31*dmats1[31][28] + coeff0_32*dmats1[32][28] + coeff0_33*dmats1[33][28] + coeff0_34*dmats1[34][28];

6392

new_coeff0_29 = coeff0_0*dmats1[0][29] + coeff0_1*dmats1[1][29] + coeff0_2*dmats1[2][29] + coeff0_3*dmats1[3][29] + coeff0_4*dmats1[4][29] + coeff0_5*dmats1[5][29] + coeff0_6*dmats1[6][29] + coeff0_7*dmats1[7][29] + coeff0_8*dmats1[8][29] + coeff0_9*dmats1[9][29] + coeff0_10*dmats1[10][29] + coeff0_11*dmats1[11][29] + coeff0_12*dmats1[12][29] + coeff0_13*dmats1[13][29] + coeff0_14*dmats1[14][29] + coeff0_15*dmats1[15][29] + coeff0_16*dmats1[16][29] + coeff0_17*dmats1[17][29] + coeff0_18*dmats1[18][29] + coeff0_19*dmats1[19][29] + coeff0_20*dmats1[20][29] + coeff0_21*dmats1[21][29] + coeff0_22*dmats1[22][29] + coeff0_23*dmats1[23][29] + coeff0_24*dmats1[24][29] + coeff0_25*dmats1[25][29] + coeff0_26*dmats1[26][29] + coeff0_27*dmats1[27][29] + coeff0_28*dmats1[28][29] + coeff0_29*dmats1[29][29] + coeff0_30*dmats1[30][29] + coeff0_31*dmats1[31][29] + coeff0_32*dmats1[32][29] + coeff0_33*dmats1[33][29] + coeff0_34*dmats1[34][29];

6393

new_coeff0_30 = coeff0_0*dmats1[0][30] + coeff0_1*dmats1[1][30] + coeff0_2*dmats1[2][30] + coeff0_3*dmats1[3][30] + coeff0_4*dmats1[4][30] + coeff0_5*dmats1[5][30] + coeff0_6*dmats1[6][30] + coeff0_7*dmats1[7][30] + coeff0_8*dmats1[8][30] + coeff0_9*dmats1[9][30] + coeff0_10*dmats1[10][30] + coeff0_11*dmats1[11][30] + coeff0_12*dmats1[12][30] + coeff0_13*dmats1[13][30] + coeff0_14*dmats1[14][30] + coeff0_15*dmats1[15][30] + coeff0_16*dmats1[16][30] + coeff0_17*dmats1[17][30] + coeff0_18*dmats1[18][30] + coeff0_19*dmats1[19][30] + coeff0_20*dmats1[20][30] + coeff0_21*dmats1[21][30] + coeff0_22*dmats1[22][30] + coeff0_23*dmats1[23][30] + coeff0_24*dmats1[24][30] + coeff0_25*dmats1[25][30] + coeff0_26*dmats1[26][30] + coeff0_27*dmats1[27][30] + coeff0_28*dmats1[28][30] + coeff0_29*dmats1[29][30] + coeff0_30*dmats1[30][30] + coeff0_31*dmats1[31][30] + coeff0_32*dmats1[32][30] + coeff0_33*dmats1[33][30] + coeff0_34*dmats1[34][30];

6394

new_coeff0_31 = coeff0_0*dmats1[0][31] + coeff0_1*dmats1[1][31] + coeff0_2*dmats1[2][31] + coeff0_3*dmats1[3][31] + coeff0_4*dmats1[4][31] + coeff0_5*dmats1[5][31] + coeff0_6*dmats1[6][31] + coeff0_7*dmats1[7][31] + coeff0_8*dmats1[8][31] + coeff0_9*dmats1[9][31] + coeff0_10*dmats1[10][31] + coeff0_11*dmats1[11][31] + coeff0_12*dmats1[12][31] + coeff0_13*dmats1[13][31] + coeff0_14*dmats1[14][31] + coeff0_15*dmats1[15][31] + coeff0_16*dmats1[16][31] + coeff0_17*dmats1[17][31] + coeff0_18*dmats1[18][31] + coeff0_19*dmats1[19][31] + coeff0_20*dmats1[20][31] + coeff0_21*dmats1[21][31] + coeff0_22*dmats1[22][31] + coeff0_23*dmats1[23][31] + coeff0_24*dmats1[24][31] + coeff0_25*dmats1[25][31] + coeff0_26*dmats1[26][31] + coeff0_27*dmats1[27][31] + coeff0_28*dmats1[28][31] + coeff0_29*dmats1[29][31] + coeff0_30*dmats1[30][31] + coeff0_31*dmats1[31][31] + coeff0_32*dmats1[32][31] + coeff0_33*dmats1[33][31] + coeff0_34*dmats1[34][31];

6395

new_coeff0_32 = coeff0_0*dmats1[0][32] + coeff0_1*dmats1[1][32] + coeff0_2*dmats1[2][32] + coeff0_3*dmats1[3][32] + coeff0_4*dmats1[4][32] + coeff0_5*dmats1[5][32] + coeff0_6*dmats1[6][32] + coeff0_7*dmats1[7][32] + coeff0_8*dmats1[8][32] + coeff0_9*dmats1[9][32] + coeff0_10*dmats1[10][32] + coeff0_11*dmats1[11][32] + coeff0_12*dmats1[12][32] + coeff0_13*dmats1[13][32] + coeff0_14*dmats1[14][32] + coeff0_15*dmats1[15][32] + coeff0_16*dmats1[16][32] + coeff0_17*dmats1[17][32] + coeff0_18*dmats1[18][32] + coeff0_19*dmats1[19][32] + coeff0_20*dmats1[20][32] + coeff0_21*dmats1[21][32] + coeff0_22*dmats1[22][32] + coeff0_23*dmats1[23][32] + coeff0_24*dmats1[24][32] + coeff0_25*dmats1[25][32] + coeff0_26*dmats1[26][32] + coeff0_27*dmats1[27][32] + coeff0_28*dmats1[28][32] + coeff0_29*dmats1[29][32] + coeff0_30*dmats1[30][32] + coeff0_31*dmats1[31][32] + coeff0_32*dmats1[32][32] + coeff0_33*dmats1[33][32] + coeff0_34*dmats1[34][32];

6396

new_coeff0_33 = coeff0_0*dmats1[0][33] + coeff0_1*dmats1[1][33] + coeff0_2*dmats1[2][33] + coeff0_3*dmats1[3][33] + coeff0_4*dmats1[4][33] + coeff0_5*dmats1[5][33] + coeff0_6*dmats1[6][33] + coeff0_7*dmats1[7][33] + coeff0_8*dmats1[8][33] + coeff0_9*dmats1[9][33] + coeff0_10*dmats1[10][33] + coeff0_11*dmats1[11][33] + coeff0_12*dmats1[12][33] + coeff0_13*dmats1[13][33] + coeff0_14*dmats1[14][33] + coeff0_15*dmats1[15][33] + coeff0_16*dmats1[16][33] + coeff0_17*dmats1[17][33] + coeff0_18*dmats1[18][33] + coeff0_19*dmats1[19][33] + coeff0_20*dmats1[20][33] + coeff0_21*dmats1[21][33] + coeff0_22*dmats1[22][33] + coeff0_23*dmats1[23][33] + coeff0_24*dmats1[24][33] + coeff0_25*dmats1[25][33] + coeff0_26*dmats1[26][33] + coeff0_27*dmats1[27][33] + coeff0_28*dmats1[28][33] + coeff0_29*dmats1[29][33] + coeff0_30*dmats1[30][33] + coeff0_31*dmats1[31][33] + coeff0_32*dmats1[32][33] + coeff0_33*dmats1[33][33] + coeff0_34*dmats1[34][33];

6397

new_coeff0_34 = coeff0_0*dmats1[0][34] + coeff0_1*dmats1[1][34] + coeff0_2*dmats1[2][34] + coeff0_3*dmats1[3][34] + coeff0_4*dmats1[4][34] + coeff0_5*dmats1[5][34] + coeff0_6*dmats1[6][34] + coeff0_7*dmats1[7][34] + coeff0_8*dmats1[8][34] + coeff0_9*dmats1[9][34] + coeff0_10*dmats1[10][34] + coeff0_11*dmats1[11][34] + coeff0_12*dmats1[12][34] + coeff0_13*dmats1[13][34] + coeff0_14*dmats1[14][34] + coeff0_15*dmats1[15][34] + coeff0_16*dmats1[16][34] + coeff0_17*dmats1[17][34] + coeff0_18*dmats1[18][34] + coeff0_19*dmats1[19][34] + coeff0_20*dmats1[20][34] + coeff0_21*dmats1[21][34] + coeff0_22*dmats1[22][34] + coeff0_23*dmats1[23][34] + coeff0_24*dmats1[24][34] + coeff0_25*dmats1[25][34] + coeff0_26*dmats1[26][34] + coeff0_27*dmats1[27][34] + coeff0_28*dmats1[28][34] + coeff0_29*dmats1[29][34] + coeff0_30*dmats1[30][34] + coeff0_31*dmats1[31][34] + coeff0_32*dmats1[32][34] + coeff0_33*dmats1[33][34] + coeff0_34*dmats1[34][34];

6398

}

6399

if(combinations[deriv_num][j] == 2)

6400

{

6401

new_coeff0_0 = coeff0_0*dmats2[0][0] + coeff0_1*dmats2[1][0] + coeff0_2*dmats2[2][0] + coeff0_3*dmats2[3][0] + coeff0_4*dmats2[4][0] + coeff0_5*dmats2[5][0] + coeff0_6*dmats2[6][0] + coeff0_7*dmats2[7][0] + coeff0_8*dmats2[8][0] + coeff0_9*dmats2[9][0] + coeff0_10*dmats2[10][0] + coeff0_11*dmats2[11][0] + coeff0_12*dmats2[12][0] + coeff0_13*dmats2[13][0] + coeff0_14*dmats2[14][0] + coeff0_15*dmats2[15][0] + coeff0_16*dmats2[16][0] + coeff0_17*dmats2[17][0] + coeff0_18*dmats2[18][0] + coeff0_19*dmats2[19][0] + coeff0_20*dmats2[20][0] + coeff0_21*dmats2[21][0] + coeff0_22*dmats2[22][0] + coeff0_23*dmats2[23][0] + coeff0_24*dmats2[24][0] + coeff0_25*dmats2[25][0] + coeff0_26*dmats2[26][0] + coeff0_27*dmats2[27][0] + coeff0_28*dmats2[28][0] + coeff0_29*dmats2[29][0] + coeff0_30*dmats2[30][0] + coeff0_31*dmats2[31][0] + coeff0_32*dmats2[32][0] + coeff0_33*dmats2[33][0] + coeff0_34*dmats2[34][0];

6402

new_coeff0_1 = coeff0_0*dmats2[0][1] + coeff0_1*dmats2[1][1] + coeff0_2*dmats2[2][1] + coeff0_3*dmats2[3][1] + coeff0_4*dmats2[4][1] + coeff0_5*dmats2[5][1] + coeff0_6*dmats2[6][1] + coeff0_7*dmats2[7][1] + coeff0_8*dmats2[8][1] + coeff0_9*dmats2[9][1] + coeff0_10*dmats2[10][1] + coeff0_11*dmats2[11][1] + coeff0_12*dmats2[12][1] + coeff0_13*dmats2[13][1] + coeff0_14*dmats2[14][1] + coeff0_15*dmats2[15][1] + coeff0_16*dmats2[16][1] + coeff0_17*dmats2[17][1] + coeff0_18*dmats2[18][1] + coeff0_19*dmats2[19][1] + coeff0_20*dmats2[20][1] + coeff0_21*dmats2[21][1] + coeff0_22*dmats2[22][1] + coeff0_23*dmats2[23][1] + coeff0_24*dmats2[24][1] + coeff0_25*dmats2[25][1] + coeff0_26*dmats2[26][1] + coeff0_27*dmats2[27][1] + coeff0_28*dmats2[28][1] + coeff0_29*dmats2[29][1] + coeff0_30*dmats2[30][1] + coeff0_31*dmats2[31][1] + coeff0_32*dmats2[32][1] + coeff0_33*dmats2[33][1] + coeff0_34*dmats2[34][1];

6403

new_coeff0_2 = coeff0_0*dmats2[0][2] + coeff0_1*dmats2[1][2] + coeff0_2*dmats2[2][2] + coeff0_3*dmats2[3][2] + coeff0_4*dmats2[4][2] + coeff0_5*dmats2[5][2] + coeff0_6*dmats2[6][2] + coeff0_7*dmats2[7][2] + coeff0_8*dmats2[8][2] + coeff0_9*dmats2[9][2] + coeff0_10*dmats2[10][2] + coeff0_11*dmats2[11][2] + coeff0_12*dmats2[12][2] + coeff0_13*dmats2[13][2] + coeff0_14*dmats2[14][2] + coeff0_15*dmats2[15][2] + coeff0_16*dmats2[16][2] + coeff0_17*dmats2[17][2] + coeff0_18*dmats2[18][2] + coeff0_19*dmats2[19][2] + coeff0_20*dmats2[20][2] + coeff0_21*dmats2[21][2] + coeff0_22*dmats2[22][2] + coeff0_23*dmats2[23][2] + coeff0_24*dmats2[24][2] + coeff0_25*dmats2[25][2] + coeff0_26*dmats2[26][2] + coeff0_27*dmats2[27][2] + coeff0_28*dmats2[28][2] + coeff0_29*dmats2[29][2] + coeff0_30*dmats2[30][2] + coeff0_31*dmats2[31][2] + coeff0_32*dmats2[32][2] + coeff0_33*dmats2[33][2] + coeff0_34*dmats2[34][2];

6404

new_coeff0_3 = coeff0_0*dmats2[0][3] + coeff0_1*dmats2[1][3] + coeff0_2*dmats2[2][3] + coeff0_3*dmats2[3][3] + coeff0_4*dmats2[4][3] + coeff0_5*dmats2[5][3] + coeff0_6*dmats2[6][3] + coeff0_7*dmats2[7][3] + coeff0_8*dmats2[8][3] + coeff0_9*dmats2[9][3] + coeff0_10*dmats2[10][3] + coeff0_11*dmats2[11][3] + coeff0_12*dmats2[12][3] + coeff0_13*dmats2[13][3] + coeff0_14*dmats2[14][3] + coeff0_15*dmats2[15][3] + coeff0_16*dmats2[16][3] + coeff0_17*dmats2[17][3] + coeff0_18*dmats2[18][3] + coeff0_19*dmats2[19][3] + coeff0_20*dmats2[20][3] + coeff0_21*dmats2[21][3] + coeff0_22*dmats2[22][3] + coeff0_23*dmats2[23][3] + coeff0_24*dmats2[24][3] + coeff0_25*dmats2[25][3] + coeff0_26*dmats2[26][3] + coeff0_27*dmats2[27][3] + coeff0_28*dmats2[28][3] + coeff0_29*dmats2[29][3] + coeff0_30*dmats2[30][3] + coeff0_31*dmats2[31][3] + coeff0_32*dmats2[32][3] + coeff0_33*dmats2[33][3] + coeff0_34*dmats2[34][3];

6405

new_coeff0_4 = coeff0_0*dmats2[0][4] + coeff0_1*dmats2[1][4] + coeff0_2*dmats2[2][4] + coeff0_3*dmats2[3][4] + coeff0_4*dmats2[4][4] + coeff0_5*dmats2[5][4] + coeff0_6*dmats2[6][4] + coeff0_7*dmats2[7][4] + coeff0_8*dmats2[8][4] + coeff0_9*dmats2[9][4] + coeff0_10*dmats2[10][4] + coeff0_11*dmats2[11][4] + coeff0_12*dmats2[12][4] + coeff0_13*dmats2[13][4] + coeff0_14*dmats2[14][4] + coeff0_15*dmats2[15][4] + coeff0_16*dmats2[16][4] + coeff0_17*dmats2[17][4] + coeff0_18*dmats2[18][4] + coeff0_19*dmats2[19][4] + coeff0_20*dmats2[20][4] + coeff0_21*dmats2[21][4] + coeff0_22*dmats2[22][4] + coeff0_23*dmats2[23][4] + coeff0_24*dmats2[24][4] + coeff0_25*dmats2[25][4] + coeff0_26*dmats2[26][4] + coeff0_27*dmats2[27][4] + coeff0_28*dmats2[28][4] + coeff0_29*dmats2[29][4] + coeff0_30*dmats2[30][4] + coeff0_31*dmats2[31][4] + coeff0_32*dmats2[32][4] + coeff0_33*dmats2[33][4] + coeff0_34*dmats2[34][4];

6406

new_coeff0_5 = coeff0_0*dmats2[0][5] + coeff0_1*dmats2[1][5] + coeff0_2*dmats2[2][5] + coeff0_3*dmats2[3][5] + coeff0_4*dmats2[4][5] + coeff0_5*dmats2[5][5] + coeff0_6*dmats2[6][5] + coeff0_7*dmats2[7][5] + coeff0_8*dmats2[8][5] + coeff0_9*dmats2[9][5] + coeff0_10*dmats2[10][5] + coeff0_11*dmats2[11][5] + coeff0_12*dmats2[12][5] + coeff0_13*dmats2[13][5] + coeff0_14*dmats2[14][5] + coeff0_15*dmats2[15][5] + coeff0_16*dmats2[16][5] + coeff0_17*dmats2[17][5] + coeff0_18*dmats2[18][5] + coeff0_19*dmats2[19][5] + coeff0_20*dmats2[20][5] + coeff0_21*dmats2[21][5] + coeff0_22*dmats2[22][5] + coeff0_23*dmats2[23][5] + coeff0_24*dmats2[24][5] + coeff0_25*dmats2[25][5] + coeff0_26*dmats2[26][5] + coeff0_27*dmats2[27][5] + coeff0_28*dmats2[28][5] + coeff0_29*dmats2[29][5] + coeff0_30*dmats2[30][5] + coeff0_31*dmats2[31][5] + coeff0_32*dmats2[32][5] + coeff0_33*dmats2[33][5] + coeff0_34*dmats2[34][5];

6407

new_coeff0_6 = coeff0_0*dmats2[0][6] + coeff0_1*dmats2[1][6] + coeff0_2*dmats2[2][6] + coeff0_3*dmats2[3][6] + coeff0_4*dmats2[4][6] + coeff0_5*dmats2[5][6] + coeff0_6*dmats2[6][6] + coeff0_7*dmats2[7][6] + coeff0_8*dmats2[8][6] + coeff0_9*dmats2[9][6] + coeff0_10*dmats2[10][6] + coeff0_11*dmats2[11][6] + coeff0_12*dmats2[12][6] + coeff0_13*dmats2[13][6] + coeff0_14*dmats2[14][6] + coeff0_15*dmats2[15][6] + coeff0_16*dmats2[16][6] + coeff0_17*dmats2[17][6] + coeff0_18*dmats2[18][6] + coeff0_19*dmats2[19][6] + coeff0_20*dmats2[20][6] + coeff0_21*dmats2[21][6] + coeff0_22*dmats2[22][6] + coeff0_23*dmats2[23][6] + coeff0_24*dmats2[24][6] + coeff0_25*dmats2[25][6] + coeff0_26*dmats2[26][6] + coeff0_27*dmats2[27][6] + coeff0_28*dmats2[28][6] + coeff0_29*dmats2[29][6] + coeff0_30*dmats2[30][6] + coeff0_31*dmats2[31][6] + coeff0_32*dmats2[32][6] + coeff0_33*dmats2[33][6] + coeff0_34*dmats2[34][6];

6408

new_coeff0_7 = coeff0_0*dmats2[0][7] + coeff0_1*dmats2[1][7] + coeff0_2*dmats2[2][7] + coeff0_3*dmats2[3][7] + coeff0_4*dmats2[4][7] + coeff0_5*dmats2[5][7] + coeff0_6*dmats2[6][7] + coeff0_7*dmats2[7][7] + coeff0_8*dmats2[8][7] + coeff0_9*dmats2[9][7] + coeff0_10*dmats2[10][7] + coeff0_11*dmats2[11][7] + coeff0_12*dmats2[12][7] + coeff0_13*dmats2[13][7] + coeff0_14*dmats2[14][7] + coeff0_15*dmats2[15][7] + coeff0_16*dmats2[16][7] + coeff0_17*dmats2[17][7] + coeff0_18*dmats2[18][7] + coeff0_19*dmats2[19][7] + coeff0_20*dmats2[20][7] + coeff0_21*dmats2[21][7] + coeff0_22*dmats2[22][7] + coeff0_23*dmats2[23][7] + coeff0_24*dmats2[24][7] + coeff0_25*dmats2[25][7] + coeff0_26*dmats2[26][7] + coeff0_27*dmats2[27][7] + coeff0_28*dmats2[28][7] + coeff0_29*dmats2[29][7] + coeff0_30*dmats2[30][7] + coeff0_31*dmats2[31][7] + coeff0_32*dmats2[32][7] + coeff0_33*dmats2[33][7] + coeff0_34*dmats2[34][7];

6409

new_coeff0_8 = coeff0_0*dmats2[0][8] + coeff0_1*dmats2[1][8] + coeff0_2*dmats2[2][8] + coeff0_3*dmats2[3][8] + coeff0_4*dmats2[4][8] + coeff0_5*dmats2[5][8] + coeff0_6*dmats2[6][8] + coeff0_7*dmats2[7][8] + coeff0_8*dmats2[8][8] + coeff0_9*dmats2[9][8] + coeff0_10*dmats2[10][8] + coeff0_11*dmats2[11][8] + coeff0_12*dmats2[12][8] + coeff0_13*dmats2[13][8] + coeff0_14*dmats2[14][8] + coeff0_15*dmats2[15][8] + coeff0_16*dmats2[16][8] + coeff0_17*dmats2[17][8] + coeff0_18*dmats2[18][8] + coeff0_19*dmats2[19][8] + coeff0_20*dmats2[20][8] + coeff0_21*dmats2[21][8] + coeff0_22*dmats2[22][8] + coeff0_23*dmats2[23][8] + coeff0_24*dmats2[24][8] + coeff0_25*dmats2[25][8] + coeff0_26*dmats2[26][8] + coeff0_27*dmats2[27][8] + coeff0_28*dmats2[28][8] + coeff0_29*dmats2[29][8] + coeff0_30*dmats2[30][8] + coeff0_31*dmats2[31][8] + coeff0_32*dmats2[32][8] + coeff0_33*dmats2[33][8] + coeff0_34*dmats2[34][8];

6410

new_coeff0_9 = coeff0_0*dmats2[0][9] + coeff0_1*dmats2[1][9] + coeff0_2*dmats2[2][9] + coeff0_3*dmats2[3][9] + coeff0_4*dmats2[4][9] + coeff0_5*dmats2[5][9] + coeff0_6*dmats2[6][9] + coeff0_7*dmats2[7][9] + coeff0_8*dmats2[8][9] + coeff0_9*dmats2[9][9] + coeff0_10*dmats2[10][9] + coeff0_11*dmats2[11][9] + coeff0_12*dmats2[12][9] + coeff0_13*dmats2[13][9] + coeff0_14*dmats2[14][9] + coeff0_15*dmats2[15][9] + coeff0_16*dmats2[16][9] + coeff0_17*dmats2[17][9] + coeff0_18*dmats2[18][9] + coeff0_19*dmats2[19][9] + coeff0_20*dmats2[20][9] + coeff0_21*dmats2[21][9] + coeff0_22*dmats2[22][9] + coeff0_23*dmats2[23][9] + coeff0_24*dmats2[24][9] + coeff0_25*dmats2[25][9] + coeff0_26*dmats2[26][9] + coeff0_27*dmats2[27][9] + coeff0_28*dmats2[28][9] + coeff0_29*dmats2[29][9] + coeff0_30*dmats2[30][9] + coeff0_31*dmats2[31][9] + coeff0_32*dmats2[32][9] + coeff0_33*dmats2[33][9] + coeff0_34*dmats2[34][9];

6411

new_coeff0_10 = coeff0_0*dmats2[0][10] + coeff0_1*dmats2[1][10] + coeff0_2*dmats2[2][10] + coeff0_3*dmats2[3][10] + coeff0_4*dmats2[4][10] + coeff0_5*dmats2[5][10] + coeff0_6*dmats2[6][10] + coeff0_7*dmats2[7][10] + coeff0_8*dmats2[8][10] + coeff0_9*dmats2[9][10] + coeff0_10*dmats2[10][10] + coeff0_11*dmats2[11][10] + coeff0_12*dmats2[12][10] + coeff0_13*dmats2[13][10] + coeff0_14*dmats2[14][10] + coeff0_15*dmats2[15][10] + coeff0_16*dmats2[16][10] + coeff0_17*dmats2[17][10] + coeff0_18*dmats2[18][10] + coeff0_19*dmats2[19][10] + coeff0_20*dmats2[20][10] + coeff0_21*dmats2[21][10] + coeff0_22*dmats2[22][10] + coeff0_23*dmats2[23][10] + coeff0_24*dmats2[24][10] + coeff0_25*dmats2[25][10] + coeff0_26*dmats2[26][10] + coeff0_27*dmats2[27][10] + coeff0_28*dmats2[28][10] + coeff0_29*dmats2[29][10] + coeff0_30*dmats2[30][10] + coeff0_31*dmats2[31][10] + coeff0_32*dmats2[32][10] + coeff0_33*dmats2[33][10] + coeff0_34*dmats2[34][10];

6412

new_coeff0_11 = coeff0_0*dmats2[0][11] + coeff0_1*dmats2[1][11] + coeff0_2*dmats2[2][11] + coeff0_3*dmats2[3][11] + coeff0_4*dmats2[4][11] + coeff0_5*dmats2[5][11] + coeff0_6*dmats2[6][11] + coeff0_7*dmats2[7][11] + coeff0_8*dmats2[8][11] + coeff0_9*dmats2[9][11] + coeff0_10*dmats2[10][11] + coeff0_11*dmats2[11][11] + coeff0_12*dmats2[12][11] + coeff0_13*dmats2[13][11] + coeff0_14*dmats2[14][11] + coeff0_15*dmats2[15][11] + coeff0_16*dmats2[16][11] + coeff0_17*dmats2[17][11] + coeff0_18*dmats2[18][11] + coeff0_19*dmats2[19][11] + coeff0_20*dmats2[20][11] + coeff0_21*dmats2[21][11] + coeff0_22*dmats2[22][11] + coeff0_23*dmats2[23][11] + coeff0_24*dmats2[24][11] + coeff0_25*dmats2[25][11] + coeff0_26*dmats2[26][11] + coeff0_27*dmats2[27][11] + coeff0_28*dmats2[28][11] + coeff0_29*dmats2[29][11] + coeff0_30*dmats2[30][11] + coeff0_31*dmats2[31][11] + coeff0_32*dmats2[32][11] + coeff0_33*dmats2[33][11] + coeff0_34*dmats2[34][11];

6413

new_coeff0_12 = coeff0_0*dmats2[0][12] + coeff0_1*dmats2[1][12] + coeff0_2*dmats2[2][12] + coeff0_3*dmats2[3][12] + coeff0_4*dmats2[4][12] + coeff0_5*dmats2[5][12] + coeff0_6*dmats2[6][12] + coeff0_7*dmats2[7][12] + coeff0_8*dmats2[8][12] + coeff0_9*dmats2[9][12] + coeff0_10*dmats2[10][12] + coeff0_11*dmats2[11][12] + coeff0_12*dmats2[12][12] + coeff0_13*dmats2[13][12] + coeff0_14*dmats2[14][12] + coeff0_15*dmats2[15][12] + coeff0_16*dmats2[16][12] + coeff0_17*dmats2[17][12] + coeff0_18*dmats2[18][12] + coeff0_19*dmats2[19][12] + coeff0_20*dmats2[20][12] + coeff0_21*dmats2[21][12] + coeff0_22*dmats2[22][12] + coeff0_23*dmats2[23][12] + coeff0_24*dmats2[24][12] + coeff0_25*dmats2[25][12] + coeff0_26*dmats2[26][12] + coeff0_27*dmats2[27][12] + coeff0_28*dmats2[28][12] + coeff0_29*dmats2[29][12] + coeff0_30*dmats2[30][12] + coeff0_31*dmats2[31][12] + coeff0_32*dmats2[32][12] + coeff0_33*dmats2[33][12] + coeff0_34*dmats2[34][12];

6414

new_coeff0_13 = coeff0_0*dmats2[0][13] + coeff0_1*dmats2[1][13] + coeff0_2*dmats2[2][13] + coeff0_3*dmats2[3][13] + coeff0_4*dmats2[4][13] + coeff0_5*dmats2[5][13] + coeff0_6*dmats2[6][13] + coeff0_7*dmats2[7][13] + coeff0_8*dmats2[8][13] + coeff0_9*dmats2[9][13] + coeff0_10*dmats2[10][13] + coeff0_11*dmats2[11][13] + coeff0_12*dmats2[12][13] + coeff0_13*dmats2[13][13] + coeff0_14*dmats2[14][13] + coeff0_15*dmats2[15][13] + coeff0_16*dmats2[16][13] + coeff0_17*dmats2[17][13] + coeff0_18*dmats2[18][13] + coeff0_19*dmats2[19][13] + coeff0_20*dmats2[20][13] + coeff0_21*dmats2[21][13] + coeff0_22*dmats2[22][13] + coeff0_23*dmats2[23][13] + coeff0_24*dmats2[24][13] + coeff0_25*dmats2[25][13] + coeff0_26*dmats2[26][13] + coeff0_27*dmats2[27][13] + coeff0_28*dmats2[28][13] + coeff0_29*dmats2[29][13] + coeff0_30*dmats2[30][13] + coeff0_31*dmats2[31][13] + coeff0_32*dmats2[32][13] + coeff0_33*dmats2[33][13] + coeff0_34*dmats2[34][13];

6415

new_coeff0_14 = coeff0_0*dmats2[0][14] + coeff0_1*dmats2[1][14] + coeff0_2*dmats2[2][14] + coeff0_3*dmats2[3][14] + coeff0_4*dmats2[4][14] + coeff0_5*dmats2[5][14] + coeff0_6*dmats2[6][14] + coeff0_7*dmats2[7][14] + coeff0_8*dmats2[8][14] + coeff0_9*dmats2[9][14] + coeff0_10*dmats2[10][14] + coeff0_11*dmats2[11][14] + coeff0_12*dmats2[12][14] + coeff0_13*dmats2[13][14] + coeff0_14*dmats2[14][14] + coeff0_15*dmats2[15][14] + coeff0_16*dmats2[16][14] + coeff0_17*dmats2[17][14] + coeff0_18*dmats2[18][14] + coeff0_19*dmats2[19][14] + coeff0_20*dmats2[20][14] + coeff0_21*dmats2[21][14] + coeff0_22*dmats2[22][14] + coeff0_23*dmats2[23][14] + coeff0_24*dmats2[24][14] + coeff0_25*dmats2[25][14] + coeff0_26*dmats2[26][14] + coeff0_27*dmats2[27][14] + coeff0_28*dmats2[28][14] + coeff0_29*dmats2[29][14] + coeff0_30*dmats2[30][14] + coeff0_31*dmats2[31][14] + coeff0_32*dmats2[32][14] + coeff0_33*dmats2[33][14] + coeff0_34*dmats2[34][14];

6416

new_coeff0_15 = coeff0_0*dmats2[0][15] + coeff0_1*dmats2[1][15] + coeff0_2*dmats2[2][15] + coeff0_3*dmats2[3][15] + coeff0_4*dmats2[4][15] + coeff0_5*dmats2[5][15] + coeff0_6*dmats2[6][15] + coeff0_7*dmats2[7][15] + coeff0_8*dmats2[8][15] + coeff0_9*dmats2[9][15] + coeff0_10*dmats2[10][15] + coeff0_11*dmats2[11][15] + coeff0_12*dmats2[12][15] + coeff0_13*dmats2[13][15] + coeff0_14*dmats2[14][15] + coeff0_15*dmats2[15][15] + coeff0_16*dmats2[16][15] + coeff0_17*dmats2[17][15] + coeff0_18*dmats2[18][15] + coeff0_19*dmats2[19][15] + coeff0_20*dmats2[20][15] + coeff0_21*dmats2[21][15] + coeff0_22*dmats2[22][15] + coeff0_23*dmats2[23][15] + coeff0_24*dmats2[24][15] + coeff0_25*dmats2[25][15] + coeff0_26*dmats2[26][15] + coeff0_27*dmats2[27][15] + coeff0_28*dmats2[28][15] + coeff0_29*dmats2[29][15] + coeff0_30*dmats2[30][15] + coeff0_31*dmats2[31][15] + coeff0_32*dmats2[32][15] + coeff0_33*dmats2[33][15] + coeff0_34*dmats2[34][15];

6417

new_coeff0_16 = coeff0_0*dmats2[0][16] + coeff0_1*dmats2[1][16] + coeff0_2*dmats2[2][16] + coeff0_3*dmats2[3][16] + coeff0_4*dmats2[4][16] + coeff0_5*dmats2[5][16] + coeff0_6*dmats2[6][16] + coeff0_7*dmats2[7][16] + coeff0_8*dmats2[8][16] + coeff0_9*dmats2[9][16] + coeff0_10*dmats2[10][16] + coeff0_11*dmats2[11][16] + coeff0_12*dmats2[12][16] + coeff0_13*dmats2[13][16] + coeff0_14*dmats2[14][16] + coeff0_15*dmats2[15][16] + coeff0_16*dmats2[16][16] + coeff0_17*dmats2[17][16] + coeff0_18*dmats2[18][16] + coeff0_19*dmats2[19][16] + coeff0_20*dmats2[20][16] + coeff0_21*dmats2[21][16] + coeff0_22*dmats2[22][16] + coeff0_23*dmats2[23][16] + coeff0_24*dmats2[24][16] + coeff0_25*dmats2[25][16] + coeff0_26*dmats2[26][16] + coeff0_27*dmats2[27][16] + coeff0_28*dmats2[28][16] + coeff0_29*dmats2[29][16] + coeff0_30*dmats2[30][16] + coeff0_31*dmats2[31][16] + coeff0_32*dmats2[32][16] + coeff0_33*dmats2[33][16] + coeff0_34*dmats2[34][16];

6418

new_coeff0_17 = coeff0_0*dmats2[0][17] + coeff0_1*dmats2[1][17] + coeff0_2*dmats2[2][17] + coeff0_3*dmats2[3][17] + coeff0_4*dmats2[4][17] + coeff0_5*dmats2[5][17] + coeff0_6*dmats2[6][17] + coeff0_7*dmats2[7][17] + coeff0_8*dmats2[8][17] + coeff0_9*dmats2[9][17] + coeff0_10*dmats2[10][17] + coeff0_11*dmats2[11][17] + coeff0_12*dmats2[12][17] + coeff0_13*dmats2[13][17] + coeff0_14*dmats2[14][17] + coeff0_15*dmats2[15][17] + coeff0_16*dmats2[16][17] + coeff0_17*dmats2[17][17] + coeff0_18*dmats2[18][17] + coeff0_19*dmats2[19][17] + coeff0_20*dmats2[20][17] + coeff0_21*dmats2[21][17] + coeff0_22*dmats2[22][17] + coeff0_23*dmats2[23][17] + coeff0_24*dmats2[24][17] + coeff0_25*dmats2[25][17] + coeff0_26*dmats2[26][17] + coeff0_27*dmats2[27][17] + coeff0_28*dmats2[28][17] + coeff0_29*dmats2[29][17] + coeff0_30*dmats2[30][17] + coeff0_31*dmats2[31][17] + coeff0_32*dmats2[32][17] + coeff0_33*dmats2[33][17] + coeff0_34*dmats2[34][17];

6419

new_coeff0_18 = coeff0_0*dmats2[0][18] + coeff0_1*dmats2[1][18] + coeff0_2*dmats2[2][18] + coeff0_3*dmats2[3][18] + coeff0_4*dmats2[4][18] + coeff0_5*dmats2[5][18] + coeff0_6*dmats2[6][18] + coeff0_7*dmats2[7][18] + coeff0_8*dmats2[8][18] + coeff0_9*dmats2[9][18] + coeff0_10*dmats2[10][18] + coeff0_11*dmats2[11][18] + coeff0_12*dmats2[12][18] + coeff0_13*dmats2[13][18] + coeff0_14*dmats2[14][18] + coeff0_15*dmats2[15][18] + coeff0_16*dmats2[16][18] + coeff0_17*dmats2[17][18] + coeff0_18*dmats2[18][18] + coeff0_19*dmats2[19][18] + coeff0_20*dmats2[20][18] + coeff0_21*dmats2[21][18] + coeff0_22*dmats2[22][18] + coeff0_23*dmats2[23][18] + coeff0_24*dmats2[24][18] + coeff0_25*dmats2[25][18] + coeff0_26*dmats2[26][18] + coeff0_27*dmats2[27][18] + coeff0_28*dmats2[28][18] + coeff0_29*dmats2[29][18] + coeff0_30*dmats2[30][18] + coeff0_31*dmats2[31][18] + coeff0_32*dmats2[32][18] + coeff0_33*dmats2[33][18] + coeff0_34*dmats2[34][18];

6420

new_coeff0_19 = coeff0_0*dmats2[0][19] + coeff0_1*dmats2[1][19] + coeff0_2*dmats2[2][19] + coeff0_3*dmats2[3][19] + coeff0_4*dmats2[4][19] + coeff0_5*dmats2[5][19] + coeff0_6*dmats2[6][19] + coeff0_7*dmats2[7][19] + coeff0_8*dmats2[8][19] + coeff0_9*dmats2[9][19] + coeff0_10*dmats2[10][19] + coeff0_11*dmats2[11][19] + coeff0_12*dmats2[12][19] + coeff0_13*dmats2[13][19] + coeff0_14*dmats2[14][19] + coeff0_15*dmats2[15][19] + coeff0_16*dmats2[16][19] + coeff0_17*dmats2[17][19] + coeff0_18*dmats2[18][19] + coeff0_19*dmats2[19][19] + coeff0_20*dmats2[20][19] + coeff0_21*dmats2[21][19] + coeff0_22*dmats2[22][19] + coeff0_23*dmats2[23][19] + coeff0_24*dmats2[24][19] + coeff0_25*dmats2[25][19] + coeff0_26*dmats2[26][19] + coeff0_27*dmats2[27][19] + coeff0_28*dmats2[28][19] + coeff0_29*dmats2[29][19] + coeff0_30*dmats2[30][19] + coeff0_31*dmats2[31][19] + coeff0_32*dmats2[32][19] + coeff0_33*dmats2[33][19] + coeff0_34*dmats2[34][19];

6421

new_coeff0_20 = coeff0_0*dmats2[0][20] + coeff0_1*dmats2[1][20] + coeff0_2*dmats2[2][20] + coeff0_3*dmats2[3][20] + coeff0_4*dmats2[4][20] + coeff0_5*dmats2[5][20] + coeff0_6*dmats2[6][20] + coeff0_7*dmats2[7][20] + coeff0_8*dmats2[8][20] + coeff0_9*dmats2[9][20] + coeff0_10*dmats2[10][20] + coeff0_11*dmats2[11][20] + coeff0_12*dmats2[12][20] + coeff0_13*dmats2[13][20] + coeff0_14*dmats2[14][20] + coeff0_15*dmats2[15][20] + coeff0_16*dmats2[16][20] + coeff0_17*dmats2[17][20] + coeff0_18*dmats2[18][20] + coeff0_19*dmats2[19][20] + coeff0_20*dmats2[20][20] + coeff0_21*dmats2[21][20] + coeff0_22*dmats2[22][20] + coeff0_23*dmats2[23][20] + coeff0_24*dmats2[24][20] + coeff0_25*dmats2[25][20] + coeff0_26*dmats2[26][20] + coeff0_27*dmats2[27][20] + coeff0_28*dmats2[28][20] + coeff0_29*dmats2[29][20] + coeff0_30*dmats2[30][20] + coeff0_31*dmats2[31][20] + coeff0_32*dmats2[32][20] + coeff0_33*dmats2[33][20] + coeff0_34*dmats2[34][20];

6422

new_coeff0_21 = coeff0_0*dmats2[0][21] + coeff0_1*dmats2[1][21] + coeff0_2*dmats2[2][21] + coeff0_3*dmats2[3][21] + coeff0_4*dmats2[4][21] + coeff0_5*dmats2[5][21] + coeff0_6*dmats2[6][21] + coeff0_7*dmats2[7][21] + coeff0_8*dmats2[8][21] + coeff0_9*dmats2[9][21] + coeff0_10*dmats2[10][21] + coeff0_11*dmats2[11][21] + coeff0_12*dmats2[12][21] + coeff0_13*dmats2[13][21] + coeff0_14*dmats2[14][21] + coeff0_15*dmats2[15][21] + coeff0_16*dmats2[16][21] + coeff0_17*dmats2[17][21] + coeff0_18*dmats2[18][21] + coeff0_19*dmats2[19][21] + coeff0_20*dmats2[20][21] + coeff0_21*dmats2[21][21] + coeff0_22*dmats2[22][21] + coeff0_23*dmats2[23][21] + coeff0_24*dmats2[24][21] + coeff0_25*dmats2[25][21] + coeff0_26*dmats2[26][21] + coeff0_27*dmats2[27][21] + coeff0_28*dmats2[28][21] + coeff0_29*dmats2[29][21] + coeff0_30*dmats2[30][21] + coeff0_31*dmats2[31][21] + coeff0_32*dmats2[32][21] + coeff0_33*dmats2[33][21] + coeff0_34*dmats2[34][21];

6423

new_coeff0_22 = coeff0_0*dmats2[0][22] + coeff0_1*dmats2[1][22] + coeff0_2*dmats2[2][22] + coeff0_3*dmats2[3][22] + coeff0_4*dmats2[4][22] + coeff0_5*dmats2[5][22] + coeff0_6*dmats2[6][22] + coeff0_7*dmats2[7][22] + coeff0_8*dmats2[8][22] + coeff0_9*dmats2[9][22] + coeff0_10*dmats2[10][22] + coeff0_11*dmats2[11][22] + coeff0_12*dmats2[12][22] + coeff0_13*dmats2[13][22] + coeff0_14*dmats2[14][22] + coeff0_15*dmats2[15][22] + coeff0_16*dmats2[16][22] + coeff0_17*dmats2[17][22] + coeff0_18*dmats2[18][22] + coeff0_19*dmats2[19][22] + coeff0_20*dmats2[20][22] + coeff0_21*dmats2[21][22] + coeff0_22*dmats2[22][22] + coeff0_23*dmats2[23][22] + coeff0_24*dmats2[24][22] + coeff0_25*dmats2[25][22] + coeff0_26*dmats2[26][22] + coeff0_27*dmats2[27][22] + coeff0_28*dmats2[28][22] + coeff0_29*dmats2[29][22] + coeff0_30*dmats2[30][22] + coeff0_31*dmats2[31][22] + coeff0_32*dmats2[32][22] + coeff0_33*dmats2[33][22] + coeff0_34*dmats2[34][22];

6424

new_coeff0_23 = coeff0_0*dmats2[0][23] + coeff0_1*dmats2[1][23] + coeff0_2*dmats2[2][23] + coeff0_3*dmats2[3][23] + coeff0_4*dmats2[4][23] + coeff0_5*dmats2[5][23] + coeff0_6*dmats2[6][23] + coeff0_7*dmats2[7][23] + coeff0_8*dmats2[8][23] + coeff0_9*dmats2[9][23] + coeff0_10*dmats2[10][23] + coeff0_11*dmats2[11][23] + coeff0_12*dmats2[12][23] + coeff0_13*dmats2[13][23] + coeff0_14*dmats2[14][23] + coeff0_15*dmats2[15][23] + coeff0_16*dmats2[16][23] + coeff0_17*dmats2[17][23] + coeff0_18*dmats2[18][23] + coeff0_19*dmats2[19][23] + coeff0_20*dmats2[20][23] + coeff0_21*dmats2[21][23] + coeff0_22*dmats2[22][23] + coeff0_23*dmats2[23][23] + coeff0_24*dmats2[24][23] + coeff0_25*dmats2[25][23] + coeff0_26*dmats2[26][23] + coeff0_27*dmats2[27][23] + coeff0_28*dmats2[28][23] + coeff0_29*dmats2[29][23] + coeff0_30*dmats2[30][23] + coeff0_31*dmats2[31][23] + coeff0_32*dmats2[32][23] + coeff0_33*dmats2[33][23] + coeff0_34*dmats2[34][23];

6425

new_coeff0_24 = coeff0_0*dmats2[0][24] + coeff0_1*dmats2[1][24] + coeff0_2*dmats2[2][24] + coeff0_3*dmats2[3][24] + coeff0_4*dmats2[4][24] + coeff0_5*dmats2[5][24] + coeff0_6*dmats2[6][24] + coeff0_7*dmats2[7][24] + coeff0_8*dmats2[8][24] + coeff0_9*dmats2[9][24] + coeff0_10*dmats2[10][24] + coeff0_11*dmats2[11][24] + coeff0_12*dmats2[12][24] + coeff0_13*dmats2[13][24] + coeff0_14*dmats2[14][24] + coeff0_15*dmats2[15][24] + coeff0_16*dmats2[16][24] + coeff0_17*dmats2[17][24] + coeff0_18*dmats2[18][24] + coeff0_19*dmats2[19][24] + coeff0_20*dmats2[20][24] + coeff0_21*dmats2[21][24] + coeff0_22*dmats2[22][24] + coeff0_23*dmats2[23][24] + coeff0_24*dmats2[24][24] + coeff0_25*dmats2[25][24] + coeff0_26*dmats2[26][24] + coeff0_27*dmats2[27][24] + coeff0_28*dmats2[28][24] + coeff0_29*dmats2[29][24] + coeff0_30*dmats2[30][24] + coeff0_31*dmats2[31][24] + coeff0_32*dmats2[32][24] + coeff0_33*dmats2[33][24] + coeff0_34*dmats2[34][24];

6426

new_coeff0_25 = coeff0_0*dmats2[0][25] + coeff0_1*dmats2[1][25] + coeff0_2*dmats2[2][25] + coeff0_3*dmats2[3][25] + coeff0_4*dmats2[4][25] + coeff0_5*dmats2[5][25] + coeff0_6*dmats2[6][25] + coeff0_7*dmats2[7][25] + coeff0_8*dmats2[8][25] + coeff0_9*dmats2[9][25] + coeff0_10*dmats2[10][25] + coeff0_11*dmats2[11][25] + coeff0_12*dmats2[12][25] + coeff0_13*dmats2[13][25] + coeff0_14*dmats2[14][25] + coeff0_15*dmats2[15][25] + coeff0_16*dmats2[16][25] + coeff0_17*dmats2[17][25] + coeff0_18*dmats2[18][25] + coeff0_19*dmats2[19][25] + coeff0_20*dmats2[20][25] + coeff0_21*dmats2[21][25] + coeff0_22*dmats2[22][25] + coeff0_23*dmats2[23][25] + coeff0_24*dmats2[24][25] + coeff0_25*dmats2[25][25] + coeff0_26*dmats2[26][25] + coeff0_27*dmats2[27][25] + coeff0_28*dmats2[28][25] + coeff0_29*dmats2[29][25] + coeff0_30*dmats2[30][25] + coeff0_31*dmats2[31][25] + coeff0_32*dmats2[32][25] + coeff0_33*dmats2[33][25] + coeff0_34*dmats2[34][25];

6427

new_coeff0_26 = coeff0_0*dmats2[0][26] + coeff0_1*dmats2[1][26] + coeff0_2*dmats2[2][26] + coeff0_3*dmats2[3][26] + coeff0_4*dmats2[4][26] + coeff0_5*dmats2[5][26] + coeff0_6*dmats2[6][26] + coeff0_7*dmats2[7][26] + coeff0_8*dmats2[8][26] + coeff0_9*dmats2[9][26] + coeff0_10*dmats2[10][26] + coeff0_11*dmats2[11][26] + coeff0_12*dmats2[12][26] + coeff0_13*dmats2[13][26] + coeff0_14*dmats2[14][26] + coeff0_15*dmats2[15][26] + coeff0_16*dmats2[16][26] + coeff0_17*dmats2[17][26] + coeff0_18*dmats2[18][26] + coeff0_19*dmats2[19][26] + coeff0_20*dmats2[20][26] + coeff0_21*dmats2[21][26] + coeff0_22*dmats2[22][26] + coeff0_23*dmats2[23][26] + coeff0_24*dmats2[24][26] + coeff0_25*dmats2[25][26] + coeff0_26*dmats2[26][26] + coeff0_27*dmats2[27][26] + coeff0_28*dmats2[28][26] + coeff0_29*dmats2[29][26] + coeff0_30*dmats2[30][26] + coeff0_31*dmats2[31][26] + coeff0_32*dmats2[32][26] + coeff0_33*dmats2[33][26] + coeff0_34*dmats2[34][26];

6428

new_coeff0_27 = coeff0_0*dmats2[0][27] + coeff0_1*dmats2[1][27] + coeff0_2*dmats2[2][27] + coeff0_3*dmats2[3][27] + coeff0_4*dmats2[4][27] + coeff0_5*dmats2[5][27] + coeff0_6*dmats2[6][27] + coeff0_7*dmats2[7][27] + coeff0_8*dmats2[8][27] + coeff0_9*dmats2[9][27] + coeff0_10*dmats2[10][27] + coeff0_11*dmats2[11][27] + coeff0_12*dmats2[12][27] + coeff0_13*dmats2[13][27] + coeff0_14*dmats2[14][27] + coeff0_15*dmats2[15][27] + coeff0_16*dmats2[16][27] + coeff0_17*dmats2[17][27] + coeff0_18*dmats2[18][27] + coeff0_19*dmats2[19][27] + coeff0_20*dmats2[20][27] + coeff0_21*dmats2[21][27] + coeff0_22*dmats2[22][27] + coeff0_23*dmats2[23][27] + coeff0_24*dmats2[24][27] + coeff0_25*dmats2[25][27] + coeff0_26*dmats2[26][27] + coeff0_27*dmats2[27][27] + coeff0_28*dmats2[28][27] + coeff0_29*dmats2[29][27] + coeff0_30*dmats2[30][27] + coeff0_31*dmats2[31][27] + coeff0_32*dmats2[32][27] + coeff0_33*dmats2[33][27] + coeff0_34*dmats2[34][27];

6429

new_coeff0_28 = coeff0_0*dmats2[0][28] + coeff0_1*dmats2[1][28] + coeff0_2*dmats2[2][28] + coeff0_3*dmats2[3][28] + coeff0_4*dmats2[4][28] + coeff0_5*dmats2[5][28] + coeff0_6*dmats2[6][28] + coeff0_7*dmats2[7][28] + coeff0_8*dmats2[8][28] + coeff0_9*dmats2[9][28] + coeff0_10*dmats2[10][28] + coeff0_11*dmats2[11][28] + coeff0_12*dmats2[12][28] + coeff0_13*dmats2[13][28] + coeff0_14*dmats2[14][28] + coeff0_15*dmats2[15][28] + coeff0_16*dmats2[16][28] + coeff0_17*dmats2[17][28] + coeff0_18*dmats2[18][28] + coeff0_19*dmats2[19][28] + coeff0_20*dmats2[20][28] + coeff0_21*dmats2[21][28] + coeff0_22*dmats2[22][28] + coeff0_23*dmats2[23][28] + coeff0_24*dmats2[24][28] + coeff0_25*dmats2[25][28] + coeff0_26*dmats2[26][28] + coeff0_27*dmats2[27][28] + coeff0_28*dmats2[28][28] + coeff0_29*dmats2[29][28] + coeff0_30*dmats2[30][28] + coeff0_31*dmats2[31][28] + coeff0_32*dmats2[32][28] + coeff0_33*dmats2[33][28] + coeff0_34*dmats2[34][28];

6430

new_coeff0_29 = coeff0_0*dmats2[0][29] + coeff0_1*dmats2[1][29] + coeff0_2*dmats2[2][29] + coeff0_3*dmats2[3][29] + coeff0_4*dmats2[4][29] + coeff0_5*dmats2[5][29] + coeff0_6*dmats2[6][29] + coeff0_7*dmats2[7][29] + coeff0_8*dmats2[8][29] + coeff0_9*dmats2[9][29] + coeff0_10*dmats2[10][29] + coeff0_11*dmats2[11][29] + coeff0_12*dmats2[12][29] + coeff0_13*dmats2[13][29] + coeff0_14*dmats2[14][29] + coeff0_15*dmats2[15][29] + coeff0_16*dmats2[16][29] + coeff0_17*dmats2[17][29] + coeff0_18*dmats2[18][29] + coeff0_19*dmats2[19][29] + coeff0_20*dmats2[20][29] + coeff0_21*dmats2[21][29] + coeff0_22*dmats2[22][29] + coeff0_23*dmats2[23][29] + coeff0_24*dmats2[24][29] + coeff0_25*dmats2[25][29] + coeff0_26*dmats2[26][29] + coeff0_27*dmats2[27][29] + coeff0_28*dmats2[28][29] + coeff0_29*dmats2[29][29] + coeff0_30*dmats2[30][29] + coeff0_31*dmats2[31][29] + coeff0_32*dmats2[32][29] + coeff0_33*dmats2[33][29] + coeff0_34*dmats2[34][29];

6431

new_coeff0_30 = coeff0_0*dmats2[0][30] + coeff0_1*dmats2[1][30] + coeff0_2*dmats2[2][30] + coeff0_3*dmats2[3][30] + coeff0_4*dmats2[4][30] + coeff0_5*dmats2[5][30] + coeff0_6*dmats2[6][30] + coeff0_7*dmats2[7][30] + coeff0_8*dmats2[8][30] + coeff0_9*dmats2[9][30] + coeff0_10*dmats2[10][30] + coeff0_11*dmats2[11][30] + coeff0_12*dmats2[12][30] + coeff0_13*dmats2[13][30] + coeff0_14*dmats2[14][30] + coeff0_15*dmats2[15][30] + coeff0_16*dmats2[16][30] + coeff0_17*dmats2[17][30] + coeff0_18*dmats2[18][30] + coeff0_19*dmats2[19][30] + coeff0_20*dmats2[20][30] + coeff0_21*dmats2[21][30] + coeff0_22*dmats2[22][30] + coeff0_23*dmats2[23][30] + coeff0_24*dmats2[24][30] + coeff0_25*dmats2[25][30] + coeff0_26*dmats2[26][30] + coeff0_27*dmats2[27][30] + coeff0_28*dmats2[28][30] + coeff0_29*dmats2[29][30] + coeff0_30*dmats2[30][30] + coeff0_31*dmats2[31][30] + coeff0_32*dmats2[32][30] + coeff0_33*dmats2[33][30] + coeff0_34*dmats2[34][30];

6432

new_coeff0_31 = coeff0_0*dmats2[0][31] + coeff0_1*dmats2[1][31] + coeff0_2*dmats2[2][31] + coeff0_3*dmats2[3][31] + coeff0_4*dmats2[4][31] + coeff0_5*dmats2[5][31] + coeff0_6*dmats2[6][31] + coeff0_7*dmats2[7][31] + coeff0_8*dmats2[8][31] + coeff0_9*dmats2[9][31] + coeff0_10*dmats2[10][31] + coeff0_11*dmats2[11][31] + coeff0_12*dmats2[12][31] + coeff0_13*dmats2[13][31] + coeff0_14*dmats2[14][31] + coeff0_15*dmats2[15][31] + coeff0_16*dmats2[16][31] + coeff0_17*dmats2[17][31] + coeff0_18*dmats2[18][31] + coeff0_19*dmats2[19][31] + coeff0_20*dmats2[20][31] + coeff0_21*dmats2[21][31] + coeff0_22*dmats2[22][31] + coeff0_23*dmats2[23][31] + coeff0_24*dmats2[24][31] + coeff0_25*dmats2[25][31] + coeff0_26*dmats2[26][31] + coeff0_27*dmats2[27][31] + coeff0_28*dmats2[28][31] + coeff0_29*dmats2[29][31] + coeff0_30*dmats2[30][31] + coeff0_31*dmats2[31][31] + coeff0_32*dmats2[32][31] + coeff0_33*dmats2[33][31] + coeff0_34*dmats2[34][31];

6433

new_coeff0_32 = coeff0_0*dmats2[0][32] + coeff0_1*dmats2[1][32] + coeff0_2*dmats2[2][32] + coeff0_3*dmats2[3][32] + coeff0_4*dmats2[4][32] + coeff0_5*dmats2[5][32] + coeff0_6*dmats2[6][32] + coeff0_7*dmats2[7][32] + coeff0_8*dmats2[8][32] + coeff0_9*dmats2[9][32] + coeff0_10*dmats2[10][32] + coeff0_11*dmats2[11][32] + coeff0_12*dmats2[12][32] + coeff0_13*dmats2[13][32] + coeff0_14*dmats2[14][32] + coeff0_15*dmats2[15][32] + coeff0_16*dmats2[16][32] + coeff0_17*dmats2[17][32] + coeff0_18*dmats2[18][32] + coeff0_19*dmats2[19][32] + coeff0_20*dmats2[20][32] + coeff0_21*dmats2[21][32] + coeff0_22*dmats2[22][32] + coeff0_23*dmats2[23][32] + coeff0_24*dmats2[24][32] + coeff0_25*dmats2[25][32] + coeff0_26*dmats2[26][32] + coeff0_27*dmats2[27][32] + coeff0_28*dmats2[28][32] + coeff0_29*dmats2[29][32] + coeff0_30*dmats2[30][32] + coeff0_31*dmats2[31][32] + coeff0_32*dmats2[32][32] + coeff0_33*dmats2[33][32] + coeff0_34*dmats2[34][32];

6434

new_coeff0_33 = coeff0_0*dmats2[0][33] + coeff0_1*dmats2[1][33] + coeff0_2*dmats2[2][33] + coeff0_3*dmats2[3][33] + coeff0_4*dmats2[4][33] + coeff0_5*dmats2[5][33] + coeff0_6*dmats2[6][33] + coeff0_7*dmats2[7][33] + coeff0_8*dmats2[8][33] + coeff0_9*dmats2[9][33] + coeff0_10*dmats2[10][33] + coeff0_11*dmats2[11][33] + coeff0_12*dmats2[12][33] + coeff0_13*dmats2[13][33] + coeff0_14*dmats2[14][33] + coeff0_15*dmats2[15][33] + coeff0_16*dmats2[16][33] + coeff0_17*dmats2[17][33] + coeff0_18*dmats2[18][33] + coeff0_19*dmats2[19][33] + coeff0_20*dmats2[20][33] + coeff0_21*dmats2[21][33] + coeff0_22*dmats2[22][33] + coeff0_23*dmats2[23][33] + coeff0_24*dmats2[24][33] + coeff0_25*dmats2[25][33] + coeff0_26*dmats2[26][33] + coeff0_27*dmats2[27][33] + coeff0_28*dmats2[28][33] + coeff0_29*dmats2[29][33] + coeff0_30*dmats2[30][33] + coeff0_31*dmats2[31][33] + coeff0_32*dmats2[32][33] + coeff0_33*dmats2[33][33] + coeff0_34*dmats2[34][33];

6435

new_coeff0_34 = coeff0_0*dmats2[0][34] + coeff0_1*dmats2[1][34] + coeff0_2*dmats2[2][34] + coeff0_3*dmats2[3][34] + coeff0_4*dmats2[4][34] + coeff0_5*dmats2[5][34] + coeff0_6*dmats2[6][34] + coeff0_7*dmats2[7][34] + coeff0_8*dmats2[8][34] + coeff0_9*dmats2[9][34] + coeff0_10*dmats2[10][34] + coeff0_11*dmats2[11][34] + coeff0_12*dmats2[12][34] + coeff0_13*dmats2[13][34] + coeff0_14*dmats2[14][34] + coeff0_15*dmats2[15][34] + coeff0_16*dmats2[16][34] + coeff0_17*dmats2[17][34] + coeff0_18*dmats2[18][34] + coeff0_19*dmats2[19][34] + coeff0_20*dmats2[20][34] + coeff0_21*dmats2[21][34] + coeff0_22*dmats2[22][34] + coeff0_23*dmats2[23][34] + coeff0_24*dmats2[24][34] + coeff0_25*dmats2[25][34] + coeff0_26*dmats2[26][34] + coeff0_27*dmats2[27][34] + coeff0_28*dmats2[28][34] + coeff0_29*dmats2[29][34] + coeff0_30*dmats2[30][34] + coeff0_31*dmats2[31][34] + coeff0_32*dmats2[32][34] + coeff0_33*dmats2[33][34] + coeff0_34*dmats2[34][34];

6436

}

6437

6438

}

6439

// Compute derivatives on reference element as dot product of coefficients and basisvalues

6440

derivatives[deriv_num] = new_coeff0_0*basisvalue0 + new_coeff0_1*basisvalue1 + new_coeff0_2*basisvalue2 + new_coeff0_3*basisvalue3 + new_coeff0_4*basisvalue4 + new_coeff0_5*basisvalue5 + new_coeff0_6*basisvalue6 + new_coeff0_7*basisvalue7 + new_coeff0_8*basisvalue8 + new_coeff0_9*basisvalue9 + new_coeff0_10*basisvalue10 + new_coeff0_11*basisvalue11 + new_coeff0_12*basisvalue12 + new_coeff0_13*basisvalue13 + new_coeff0_14*basisvalue14 + new_coeff0_15*basisvalue15 + new_coeff0_16*basisvalue16 + new_coeff0_17*basisvalue17 + new_coeff0_18*basisvalue18 + new_coeff0_19*basisvalue19 + new_coeff0_20*basisvalue20 + new_coeff0_21*basisvalue21 + new_coeff0_22*basisvalue22 + new_coeff0_23*basisvalue23 + new_coeff0_24*basisvalue24 + new_coeff0_25*basisvalue25 + new_coeff0_26*basisvalue26 + new_coeff0_27*basisvalue27 + new_coeff0_28*basisvalue28 + new_coeff0_29*basisvalue29 + new_coeff0_30*basisvalue30 + new_coeff0_31*basisvalue31 + new_coeff0_32*basisvalue32 + new_coeff0_33*basisvalue33 + new_coeff0_34*basisvalue34;

6441

}

6442

6443

// Transform derivatives back to physical element

6444

for (unsigned int row = 0; row < num_derivatives; row++)

6445

{

6446

for (unsigned int col = 0; col < num_derivatives; col++)

6447

{

6448

values[row] += transform[row][col]*derivatives[col];

6449

}

6450

}

6451

// Delete pointer to array of derivatives on FIAT element

6452

delete [] derivatives;

6453

6454

// Delete pointer to array of combinations of derivatives and transform

6455

for (unsigned int row = 0; row < num_derivatives; row++)

6456

{

6457

delete [] combinations[row];

6458

delete [] transform[row];

6459

}

6460

6461

delete [] combinations;

6462

delete [] transform;

6463

}

6464

6465

/// Evaluate order n derivatives of all basis functions at given point in cell

6466

virtual void evaluate_basis_derivatives_all(unsigned int n,

6467

double* values,

6468

const double* coordinates,

6469

const ufc::cell& c) const

6470

{

6471

throw std::runtime_error("The vectorised version of evaluate_basis_derivatives() is not yet implemented.");

6472

}

6473

6474

/// Evaluate linear functional for dof i on the function f

6475

virtual double evaluate_dof(unsigned int i,

6476

const ufc::function& f,

6477

const ufc::cell& c) const

6478

{

6479

// The reference points, direction and weights:

6480

const static double X[35][1][3] = {{{0, 0, 0}}, {{1, 0, 0}}, {{0, 1, 0}}, {{0, 0, 1}}, {{0, 0.75, 0.25}}, {{0, 0.5, 0.5}}, {{0, 0.25, 0.75}}, {{0.75, 0, 0.25}}, {{0.5, 0, 0.5}}, {{0.25, 0, 0.75}}, {{0.75, 0.25, 0}}, {{0.5, 0.5, 0}}, {{0.25, 0.75, 0}}, {{0, 0, 0.25}}, {{0, 0, 0.5}}, {{0, 0, 0.75}}, {{0, 0.25, 0}}, {{0, 0.5, 0}}, {{0, 0.75, 0}}, {{0.25, 0, 0}}, {{0.5, 0, 0}}, {{0.75, 0, 0}}, {{0.5, 0.25, 0.25}}, {{0.25, 0.5, 0.25}}, {{0.25, 0.25, 0.5}}, {{0, 0.25, 0.25}}, {{0, 0.5, 0.25}}, {{0, 0.25, 0.5}}, {{0.25, 0, 0.25}}, {{0.5, 0, 0.25}}, {{0.25, 0, 0.5}}, {{0.25, 0.25, 0}}, {{0.5, 0.25, 0}}, {{0.25, 0.5, 0}}, {{0.25, 0.25, 0.25}}};

6481

const static double W[35][1] = {{1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}, {1}};

6482

const static double D[35][1][1] = {{{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}, {{1}}};

6483

6484

const double * const * x = c.coordinates;

6485

double result = 0.0;

6486

// Iterate over the points:

6487

// Evaluate basis functions for affine mapping

6488

const double w0 = 1.0 - X[i][0][0] - X[i][0][1] - X[i][0][2];

6489

const double w1 = X[i][0][0];

6490

const double w2 = X[i][0][1];

6491

const double w3 = X[i][0][2];

6492

6493

// Compute affine mapping y = F(X)

6494

double y[3];

6495

y[0] = w0*x[0][0] + w1*x[1][0] + w2*x[2][0] + w3*x[3][0];

6496

y[1] = w0*x[0][1] + w1*x[1][1] + w2*x[2][1] + w3*x[3][1];

6497

y[2] = w0*x[0][2] + w1*x[1][2] + w2*x[2][2] + w3*x[3][2];

6498

6499

// Evaluate function at physical points

6500

double values[1];

6501

f.evaluate(values, y, c);

6502

6503

// Map function values using appropriate mapping

6504

// Affine map: Do nothing

6505

6506

// Note that we do not map the weights (yet).

6507

6508

// Take directional components

6509

for(int k = 0; k < 1; k++)

6510

result += values[k]*D[i][0][k];

6511

// Multiply by weights

6512

result *= W[i][0];

6513

6514

return result;

6515

}

6516

6517

/// Evaluate linear functionals for all dofs on the function f

6518

virtual void evaluate_dofs(double* values,

6519

const ufc::function& f,

6520

const ufc::cell& c) const

6521

{

6522

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

6523

}

6524

6525

/// Interpolate vertex values from dof values

6526

virtual void interpolate_vertex_values(double* vertex_values,

6527

const double* dof_values,

6528

const ufc::cell& c) const

6529

{

6530

// Evaluate at vertices and use affine mapping

6531

vertex_values[0] = dof_values[0];

6532

vertex_values[1] = dof_values[1];

6533

vertex_values[2] = dof_values[2];

6534

vertex_values[3] = dof_values[3];

6535

}

6536

6537

/// Return the number of sub elements (for a mixed element)

6538

virtual unsigned int num_sub_elements() const

6539

{

6540

return 1;

6541

}

6542

6543

/// Create a new finite element for sub element i (for a mixed element)

6544

virtual ufc::finite_element* create_sub_element(unsigned int i) const

6545

{

6546

return new UFC_Poisson3D_4LinearForm_finite_element_1();

6547

}

6548

6549

};

6550

6551

/// This class defines the interface for a local-to-global mapping of

6552

/// degrees of freedom (dofs).

6553

6554

class UFC_Poisson3D_4LinearForm_dof_map_0: public ufc::dof_map

6555

{

6556

private:

6557

6558

unsigned int __global_dimension;

6559

6560

public:

6561

6562

/// Constructor

6563

UFC_Poisson3D_4LinearForm_dof_map_0() : ufc::dof_map()

6564

{

6565

__global_dimension = 0;

6566

}

6567

6568

/// Destructor

6569

virtual ~UFC_Poisson3D_4LinearForm_dof_map_0()

6570

{

6571

// Do nothing

6572

}

6573

6574

/// Return a string identifying the dof map

6575

virtual const char* signature() const

6576

{

6577

return "FFC dof map for FiniteElement('Lagrange', 'tetrahedron', 4)";

6578

}

6579

6580

/// Return true iff mesh entities of topological dimension d are needed

6581

virtual bool needs_mesh_entities(unsigned int d) const

6582

{

6583

switch ( d )

6584

{

6585

case 0:

6586

return true;

6587

break;

6588

case 1:

6589

return true;

6590

break;

6591

case 2:

6592

return true;

6593

break;

6594

case 3:

6595

return true;

6596

break;

6597

}

6598

return false;

6599

}

6600

6601

/// Initialize dof map for mesh (return true iff init_cell() is needed)

6602

virtual bool init_mesh(const ufc::mesh& m)

6603

{

6604

__global_dimension = m.num_entities[0] + 3*m.num_entities[1] + 3*m.num_entities[2] + m.num_entities[3];

6605

return false;

6606

}

6607

6608

/// Initialize dof map for given cell

6609

virtual void init_cell(const ufc::mesh& m,

6610

const ufc::cell& c)

6611

{

6612

// Do nothing

6613

}

6614

6615

/// Finish initialization of dof map for cells

6616

virtual void init_cell_finalize()

6617

{

6618

// Do nothing

6619

}

6620

6621

/// Return the dimension of the global finite element function space

6622

virtual unsigned int global_dimension() const

6623

{

6624

return __global_dimension;

6625

}

6626

6627

/// Return the dimension of the local finite element function space

6628

virtual unsigned int local_dimension() const

6629

{

6630

return 35;

6631

}

6632

6633

// Return the geometric dimension of the coordinates this dof map provides

6634

virtual unsigned int geometric_dimension() const

6635

{

6636

return 3;

6637

}

6638

6639

/// Return the number of dofs on each cell facet

6640

virtual unsigned int num_facet_dofs() const

6641

{

6642

return 15;

6643

}

6644

6645

/// Return the number of dofs associated with each cell entity of dimension d

6646

virtual unsigned int num_entity_dofs(unsigned int d) const

6647

{

6648

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

6649

}

6650

6651

/// Tabulate the local-to-global mapping of dofs on a cell

6652

virtual void tabulate_dofs(unsigned int* dofs,

6653

const ufc::mesh& m,

6654

const ufc::cell& c) const

6655

{

6656

dofs[0] = c.entity_indices[0][0];

6657

dofs[1] = c.entity_indices[0][1];

6658

dofs[2] = c.entity_indices[0][2];

6659

dofs[3] = c.entity_indices[0][3];

6660

unsigned int offset = m.num_entities[0];

6661

dofs[4] = offset + 3*c.entity_indices[1][0];

6662

dofs[5] = offset + 3*c.entity_indices[1][0] + 1;

6663

dofs[6] = offset + 3*c.entity_indices[1][0] + 2;

6664

dofs[7] = offset + 3*c.entity_indices[1][1];

6665

dofs[8] = offset + 3*c.entity_indices[1][1] + 1;

6666

dofs[9] = offset + 3*c.entity_indices[1][1] + 2;

6667

dofs[10] = offset + 3*c.entity_indices[1][2];

6668

dofs[11] = offset + 3*c.entity_indices[1][2] + 1;

6669

dofs[12] = offset + 3*c.entity_indices[1][2] + 2;

6670

dofs[13] = offset + 3*c.entity_indices[1][3];

6671

dofs[14] = offset + 3*c.entity_indices[1][3] + 1;

6672

dofs[15] = offset + 3*c.entity_indices[1][3] + 2;

6673

dofs[16] = offset + 3*c.entity_indices[1][4];

6674

dofs[17] = offset + 3*c.entity_indices[1][4] + 1;

6675

dofs[18] = offset + 3*c.entity_indices[1][4] + 2;

6676

dofs[19] = offset + 3*c.entity_indices[1][5];

6677

dofs[20] = offset + 3*c.entity_indices[1][5] + 1;

6678

dofs[21] = offset + 3*c.entity_indices[1][5] + 2;

6679

offset = offset + 3*m.num_entities[1];

6680

dofs[22] = offset + 3*c.entity_indices[2][0];

6681

dofs[23] = offset + 3*c.entity_indices[2][0] + 1;

6682

dofs[24] = offset + 3*c.entity_indices[2][0] + 2;

6683

dofs[25] = offset + 3*c.entity_indices[2][1];

6684

dofs[26] = offset + 3*c.entity_indices[2][1] + 1;

6685

dofs[27] = offset + 3*c.entity_indices[2][1] + 2;

6686

dofs[28] = offset + 3*c.entity_indices[2][2];

6687

dofs[29] = offset + 3*c.entity_indices[2][2] + 1;

6688

dofs[30] = offset + 3*c.entity_indices[2][2] + 2;

6689

dofs[31] = offset + 3*c.entity_indices[2][3];

6690

dofs[32] = offset + 3*c.entity_indices[2][3] + 1;

6691

dofs[33] = offset + 3*c.entity_indices[2][3] + 2;

6692

offset = offset + 3*m.num_entities[2];

6693

dofs[34] = offset + c.entity_indices[3][0];

6694

}

6695

6696

/// Tabulate the local-to-local mapping from facet dofs to cell dofs

6697

virtual void tabulate_facet_dofs(unsigned int* dofs,

6698

unsigned int facet) const

6699

{

6700

switch ( facet )

6701

{

6702

case 0:

6703

dofs[0] = 1;

6704

dofs[1] = 2;

6705

dofs[2] = 3;

6706

dofs[3] = 4;

6707

dofs[4] = 5;

6708

dofs[5] = 6;

6709

dofs[6] = 7;

6710

dofs[7] = 8;

6711

dofs[8] = 9;

6712

dofs[9] = 10;

6713

dofs[10] = 11;

6714

dofs[11] = 12;

6715

dofs[12] = 22;

6716

dofs[13] = 23;

6717

dofs[14] = 24;

6718

break;

6719

case 1:

6720

dofs[0] = 0;

6721

dofs[1] = 2;

6722

dofs[2] = 3;

6723

dofs[3] = 4;

6724

dofs[4] = 5;

6725

dofs[5] = 6;

6726

dofs[6] = 13;

6727

dofs[7] = 14;

6728

dofs[8] = 15;

6729

dofs[9] = 16;

6730

dofs[10] = 17;

6731

dofs[11] = 18;

6732

dofs[12] = 25;

6733

dofs[13] = 26;

6734

dofs[14] = 27;

6735

break;

6736

case 2:

6737

dofs[0] = 0;

6738

dofs[1] = 1;

6739

dofs[2] = 3;

6740

dofs[3] = 7;

6741

dofs[4] = 8;

6742

dofs[5] = 9;

6743

dofs[6] = 13;

6744

dofs[7] = 14;

6745

dofs[8] = 15;

6746

dofs[9] = 19;

6747

dofs[10] = 20;

6748

dofs[11] = 21;

6749

dofs[12] = 28;

6750

dofs[13] = 29;

6751

dofs[14] = 30;

6752

break;

6753

case 3:

6754

dofs[0] = 0;

6755

dofs[1] = 1;

6756

dofs[2] = 2;

6757

dofs[3] = 10;

6758

dofs[4] = 11;

6759

dofs[5] = 12;

6760

dofs[6] = 16;

6761

dofs[7] = 17;

6762

dofs[8] = 18;

6763

dofs[9] = 19;

6764

dofs[10] = 20;

6765

dofs[11] = 21;

6766

dofs[12] = 31;

6767

dofs[13] = 32;

6768

dofs[14] = 33;

6769

break;

6770

}

6771

}

6772

6773

/// Tabulate the local-to-local mapping of dofs on entity (d, i)

6774

virtual void tabulate_entity_dofs(unsigned int* dofs,

6775

unsigned int d, unsigned int i) const

6776

{

6777

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

6778

}

6779

6780

/// Tabulate the coordinates of all dofs on a cell

6781

virtual void tabulate_coordinates(double** coordinates,

6782

const ufc::cell& c) const

6783

{

6784

const double * const * x = c.coordinates;

6785

coordinates[0][0] = x[0][0];

6786

coordinates[0][1] = x[0][1];

6787

coordinates[0][2] = x[0][2];

6788

coordinates[1][0] = x[1][0];

6789

coordinates[1][1] = x[1][1];

6790

coordinates[1][2] = x[1][2];

6791

coordinates[2][0] = x[2][0];

6792

coordinates[2][1] = x[2][1];

6793

coordinates[2][2] = x[2][2];

6794

coordinates[3][0] = x[3][0];

6795

coordinates[3][1] = x[3][1];

6796

coordinates[3][2] = x[3][2];

6797

coordinates[4][0] = 0.75*x[2][0] + 0.25*x[3][0];

6798

coordinates[4][1] = 0.75*x[2][1] + 0.25*x[3][1];

6799

coordinates[4][2] = 0.75*x[2][2] + 0.25*x[3][2];

6800

coordinates[5][0] = 0.5*x[2][0] + 0.5*x[3][0];

6801

coordinates[5][1] = 0.5*x[2][1] + 0.5*x[3][1];

6802

coordinates[5][2] = 0.5*x[2][2] + 0.5*x[3][2];

6803

coordinates[6][0] = 0.25*x[2][0] + 0.75*x[3][0];

6804

coordinates[6][1] = 0.25*x[2][1] + 0.75*x[3][1];

6805

coordinates[6][2] = 0.25*x[2][2] + 0.75*x[3][2];

6806

coordinates[7][0] = 0.75*x[1][0] + 0.25*x[3][0];

6807

coordinates[7][1] = 0.75*x[1][1] + 0.25*x[3][1];

6808

coordinates[7][2] = 0.75*x[1][2] + 0.25*x[3][2];

6809

coordinates[8][0] = 0.5*x[1][0] + 0.5*x[3][0];

6810

coordinates[8][1] = 0.5*x[1][1] + 0.5*x[3][1];

6811

coordinates[8][2] = 0.5*x[1][2] + 0.5*x[3][2];

6812

coordinates[9][0] = 0.25*x[1][0] + 0.75*x[3][0];

6813

coordinates[9][1] = 0.25*x[1][1] + 0.75*x[3][1];

6814

coordinates[9][2] = 0.25*x[1][2] + 0.75*x[3][2];

6815

coordinates[10][0] = 0.75*x[1][0] + 0.25*x[2][0];

6816

coordinates[10][1] = 0.75*x[1][1] + 0.25*x[2][1];

6817

coordinates[10][2] = 0.75*x[1][2] + 0.25*x[2][2];

6818

coordinates[11][0] = 0.5*x[1][0] + 0.5*x[2][0];

6819

coordinates[11][1] = 0.5*x[1][1] + 0.5*x[2][1];

6820

coordinates[11][2] = 0.5*x[1][2] + 0.5*x[2][2];

6821

coordinates[12][0] = 0.25*x[1][0] + 0.75*x[2][0];

6822

coordinates[12][1] = 0.25*x[1][1] + 0.75*x[2][1];

6823

coordinates[12][2] = 0.25*x[1][2] + 0.75*x[2][2];

6824

coordinates[13][0] = 0.75*x[0][0] + 0.25*x[3][0];

6825

coordinates[13][1] = 0.75*x[0][1] + 0.25*x[3][1];

6826

coordinates[13][2] = 0.75*x[0][2] + 0.25*x[3][2];

6827

coordinates[14][0] = 0.5*x[0][0] + 0.5*x[3][0];

6828

coordinates[14][1] = 0.5*x[0][1] + 0.5*x[3][1];

6829

coordinates[14][2] = 0.5*x[0][2] + 0.5*x[3][2];

6830

coordinates[15][0] = 0.25*x[0][0] + 0.75*x[3][0];

6831

coordinates[15][1] = 0.25*x[0][1] + 0.75*x[3][1];

6832

coordinates[15][2] = 0.25*x[0][2] + 0.75*x[3][2];

6833

coordinates[16][0] = 0.75*x[0][0] + 0.25*x[2][0];

6834

coordinates[16][1] = 0.75*x[0][1] + 0.25*x[2][1];

6835

coordinates[16][2] = 0.75*x[0][2] + 0.25*x[2][2];

6836

coordinates[17][0] = 0.5*x[0][0] + 0.5*x[2][0];

6837

coordinates[17][1] = 0.5*x[0][1] + 0.5*x[2][1];

6838

coordinates[17][2] = 0.5*x[0][2] + 0.5*x[2][2];

6839

coordinates[18][0] = 0.25*x[0][0] + 0.75*x[2][0];

6840

coordinates[18][1] = 0.25*x[0][1] + 0.75*x[2][1];

6841

coordinates[18][2] = 0.25*x[0][2] + 0.75*x[2][2];

6842

coordinates[19][0] = 0.75*x[0][0] + 0.25*x[1][0];

6843

coordinates[19][1] = 0.75*x[0][1] + 0.25*x[1][1];

6844

coordinates[19][2] = 0.75*x[0][2] + 0.25*x[1][2];

6845

coordinates[20][0] = 0.5*x[0][0] + 0.5*x[1][0];

6846

coordinates[20][1] = 0.5*x[0][1] + 0.5*x[1][1];

6847

coordinates[20][2] = 0.5*x[0][2] + 0.5*x[1][2];

6848

coordinates[21][0] = 0.25*x[0][0] + 0.75*x[1][0];

6849

coordinates[21][1] = 0.25*x[0][1] + 0.75*x[1][1];

6850

coordinates[21][2] = 0.25*x[0][2] + 0.75*x[1][2];

6851

coordinates[22][0] = 0.5*x[1][0] + 0.25*x[2][0] + 0.25*x[3][0];

6852

coordinates[22][1] = 0.5*x[1][1] + 0.25*x[2][1] + 0.25*x[3][1];

6853

coordinates[22][2] = 0.5*x[1][2] + 0.25*x[2][2] + 0.25*x[3][2];

6854

coordinates[23][0] = 0.25*x[1][0] + 0.5*x[2][0] + 0.25*x[3][0];

6855

coordinates[23][1] = 0.25*x[1][1] + 0.5*x[2][1] + 0.25*x[3][1];

6856

coordinates[23][2] = 0.25*x[1][2] + 0.5*x[2][2] + 0.25*x[3][2];

6857

coordinates[24][0] = 0.25*x[1][0] + 0.25*x[2][0] + 0.5*x[3][0];

6858

coordinates[24][1] = 0.25*x[1][1] + 0.25*x[2][1] + 0.5*x[3][1];

6859

coordinates[24][2] = 0.25*x[1][2] + 0.25*x[2][2] + 0.5*x[3][2];

6860

coordinates[25][0] = 0.5*x[0][0] + 0.25*x[2][0] + 0.25*x[3][0];

6861

coordinates[25][1] = 0.5*x[0][1] + 0.25*x[2][1] + 0.25*x[3][1];

6862

coordinates[25][2] = 0.5*x[0][2] + 0.25*x[2][2] + 0.25*x[3][2];

6863

coordinates[26][0] = 0.25*x[0][0] + 0.5*x[2][0] + 0.25*x[3][0];

6864

coordinates[26][1] = 0.25*x[0][1] + 0.5*x[2][1] + 0.25*x[3][1];

6865

coordinates[26][2] = 0.25*x[0][2] + 0.5*x[2][2] + 0.25*x[3][2];

6866

coordinates[27][0] = 0.25*x[0][0] + 0.25*x[2][0] + 0.5*x[3][0];

6867

coordinates[27][1] = 0.25*x[0][1] + 0.25*x[2][1] + 0.5*x[3][1];

6868

coordinates[27][2] = 0.25*x[0][2] + 0.25*x[2][2] + 0.5*x[3][2];

6869

coordinates[28][0] = 0.5*x[0][0] + 0.25*x[1][0] + 0.25*x[3][0];

6870

coordinates[28][1] = 0.5*x[0][1] + 0.25*x[1][1] + 0.25*x[3][1];

6871

coordinates[28][2] = 0.5*x[0][2] + 0.25*x[1][2] + 0.25*x[3][2];

6872

coordinates[29][0] = 0.25*x[0][0] + 0.5*x[1][0] + 0.25*x[3][0];

6873

coordinates[29][1] = 0.25*x[0][1] + 0.5*x[1][1] + 0.25*x[3][1];

6874

coordinates[29][2] = 0.25*x[0][2] + 0.5*x[1][2] + 0.25*x[3][2];

6875

coordinates[30][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.5*x[3][0];

6876

coordinates[30][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.5*x[3][1];

6877

coordinates[30][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.5*x[3][2];

6878

coordinates[31][0] = 0.5*x[0][0] + 0.25*x[1][0] + 0.25*x[2][0];

6879

coordinates[31][1] = 0.5*x[0][1] + 0.25*x[1][1] + 0.25*x[2][1];

6880

coordinates[31][2] = 0.5*x[0][2] + 0.25*x[1][2] + 0.25*x[2][2];

6881

coordinates[32][0] = 0.25*x[0][0] + 0.5*x[1][0] + 0.25*x[2][0];

6882

coordinates[32][1] = 0.25*x[0][1] + 0.5*x[1][1] + 0.25*x[2][1];

6883

coordinates[32][2] = 0.25*x[0][2] + 0.5*x[1][2] + 0.25*x[2][2];

6884

coordinates[33][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.5*x[2][0];

6885

coordinates[33][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.5*x[2][1];

6886

coordinates[33][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.5*x[2][2];

6887

coordinates[34][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.25*x[2][0] + 0.25*x[3][0];

6888

coordinates[34][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.25*x[2][1] + 0.25*x[3][1];

6889

coordinates[34][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.25*x[2][2] + 0.25*x[3][2];

6890

}

6891

6892

/// Return the number of sub dof maps (for a mixed element)

6893

virtual unsigned int num_sub_dof_maps() const

6894

{

6895

return 1;

6896

}

6897

6898

/// Create a new dof_map for sub dof map i (for a mixed element)

6899

virtual ufc::dof_map* create_sub_dof_map(unsigned int i) const

6900

{

6901

return new UFC_Poisson3D_4LinearForm_dof_map_0();

6902

}

6903

6904

};

6905

6906

/// This class defines the interface for a local-to-global mapping of

6907

/// degrees of freedom (dofs).

6908

6909

class UFC_Poisson3D_4LinearForm_dof_map_1: public ufc::dof_map

6910

{

6911

private:

6912

6913

unsigned int __global_dimension;

6914

6915

public:

6916

6917

/// Constructor

6918

UFC_Poisson3D_4LinearForm_dof_map_1() : ufc::dof_map()

6919

{

6920

__global_dimension = 0;

6921

}

6922

6923

/// Destructor

6924

virtual ~UFC_Poisson3D_4LinearForm_dof_map_1()

6925

{

6926

// Do nothing

6927

}

6928

6929

/// Return a string identifying the dof map

6930

virtual const char* signature() const

6931

{

6932

return "FFC dof map for FiniteElement('Lagrange', 'tetrahedron', 4)";

6933

}

6934

6935

/// Return true iff mesh entities of topological dimension d are needed

6936

virtual bool needs_mesh_entities(unsigned int d) const

6937

{

6938

switch ( d )

6939

{

6940

case 0:

6941

return true;

6942

break;

6943

case 1:

6944

return true;

6945

break;

6946

case 2:

6947

return true;

6948

break;

6949

case 3:

6950

return true;

6951

break;

6952

}

6953

return false;

6954

}

6955

6956

/// Initialize dof map for mesh (return true iff init_cell() is needed)

6957

virtual bool init_mesh(const ufc::mesh& m)

6958

{

6959

__global_dimension = m.num_entities[0] + 3*m.num_entities[1] + 3*m.num_entities[2] + m.num_entities[3];

6960

return false;

6961

}

6962

6963

/// Initialize dof map for given cell

6964

virtual void init_cell(const ufc::mesh& m,

6965

const ufc::cell& c)

6966

{

6967

// Do nothing

6968

}

6969

6970

/// Finish initialization of dof map for cells

6971

virtual void init_cell_finalize()

6972

{

6973

// Do nothing

6974

}

6975

6976

/// Return the dimension of the global finite element function space

6977

virtual unsigned int global_dimension() const

6978

{

6979

return __global_dimension;

6980

}

6981

6982

/// Return the dimension of the local finite element function space

6983

virtual unsigned int local_dimension() const

6984

{

6985

return 35;

6986

}

6987

6988

// Return the geometric dimension of the coordinates this dof map provides

6989

virtual unsigned int geometric_dimension() const

6990

{

6991

return 3;

6992

}

6993

6994

/// Return the number of dofs on each cell facet

6995

virtual unsigned int num_facet_dofs() const

6996

{

6997

return 15;

6998

}

6999

7000

/// Return the number of dofs associated with each cell entity of dimension d

7001

virtual unsigned int num_entity_dofs(unsigned int d) const

7002

{

7003

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

7004

}

7005

7006

/// Tabulate the local-to-global mapping of dofs on a cell

7007

virtual void tabulate_dofs(unsigned int* dofs,

7008

const ufc::mesh& m,

7009

const ufc::cell& c) const

7010

{

7011

dofs[0] = c.entity_indices[0][0];

7012

dofs[1] = c.entity_indices[0][1];

7013

dofs[2] = c.entity_indices[0][2];

7014

dofs[3] = c.entity_indices[0][3];

7015

unsigned int offset = m.num_entities[0];

7016

dofs[4] = offset + 3*c.entity_indices[1][0];

7017

dofs[5] = offset + 3*c.entity_indices[1][0] + 1;

7018

dofs[6] = offset + 3*c.entity_indices[1][0] + 2;

7019

dofs[7] = offset + 3*c.entity_indices[1][1];

7020

dofs[8] = offset + 3*c.entity_indices[1][1] + 1;

7021

dofs[9] = offset + 3*c.entity_indices[1][1] + 2;

7022

dofs[10] = offset + 3*c.entity_indices[1][2];

7023

dofs[11] = offset + 3*c.entity_indices[1][2] + 1;

7024

dofs[12] = offset + 3*c.entity_indices[1][2] + 2;

7025

dofs[13] = offset + 3*c.entity_indices[1][3];

7026

dofs[14] = offset + 3*c.entity_indices[1][3] + 1;

7027

dofs[15] = offset + 3*c.entity_indices[1][3] + 2;

7028

dofs[16] = offset + 3*c.entity_indices[1][4];

7029

dofs[17] = offset + 3*c.entity_indices[1][4] + 1;

7030

dofs[18] = offset + 3*c.entity_indices[1][4] + 2;

7031

dofs[19] = offset + 3*c.entity_indices[1][5];

7032

dofs[20] = offset + 3*c.entity_indices[1][5] + 1;

7033

dofs[21] = offset + 3*c.entity_indices[1][5] + 2;

7034

offset = offset + 3*m.num_entities[1];

7035

dofs[22] = offset + 3*c.entity_indices[2][0];

7036

dofs[23] = offset + 3*c.entity_indices[2][0] + 1;

7037

dofs[24] = offset + 3*c.entity_indices[2][0] + 2;

7038

dofs[25] = offset + 3*c.entity_indices[2][1];

7039

dofs[26] = offset + 3*c.entity_indices[2][1] + 1;

7040

dofs[27] = offset + 3*c.entity_indices[2][1] + 2;

7041

dofs[28] = offset + 3*c.entity_indices[2][2];

7042

dofs[29] = offset + 3*c.entity_indices[2][2] + 1;

7043

dofs[30] = offset + 3*c.entity_indices[2][2] + 2;

7044

dofs[31] = offset + 3*c.entity_indices[2][3];

7045

dofs[32] = offset + 3*c.entity_indices[2][3] + 1;

7046

dofs[33] = offset + 3*c.entity_indices[2][3] + 2;

7047

offset = offset + 3*m.num_entities[2];

7048

dofs[34] = offset + c.entity_indices[3][0];

7049

}

7050

7051

/// Tabulate the local-to-local mapping from facet dofs to cell dofs

7052

virtual void tabulate_facet_dofs(unsigned int* dofs,

7053

unsigned int facet) const

7054

{

7055

switch ( facet )

7056

{

7057

case 0:

7058

dofs[0] = 1;

7059

dofs[1] = 2;

7060

dofs[2] = 3;

7061

dofs[3] = 4;

7062

dofs[4] = 5;

7063

dofs[5] = 6;

7064

dofs[6] = 7;

7065

dofs[7] = 8;

7066

dofs[8] = 9;

7067

dofs[9] = 10;

7068

dofs[10] = 11;

7069

dofs[11] = 12;

7070

dofs[12] = 22;

7071

dofs[13] = 23;

7072

dofs[14] = 24;

7073

break;

7074

case 1:

7075

dofs[0] = 0;

7076

dofs[1] = 2;

7077

dofs[2] = 3;

7078

dofs[3] = 4;

7079

dofs[4] = 5;

7080

dofs[5] = 6;

7081

dofs[6] = 13;

7082

dofs[7] = 14;

7083

dofs[8] = 15;

7084

dofs[9] = 16;

7085

dofs[10] = 17;

7086

dofs[11] = 18;

7087

dofs[12] = 25;

7088

dofs[13] = 26;

7089

dofs[14] = 27;

7090

break;

7091

case 2:

7092

dofs[0] = 0;

7093

dofs[1] = 1;

7094

dofs[2] = 3;

7095

dofs[3] = 7;

7096

dofs[4] = 8;

7097

dofs[5] = 9;

7098

dofs[6] = 13;

7099

dofs[7] = 14;

7100

dofs[8] = 15;

7101

dofs[9] = 19;

7102

dofs[10] = 20;

7103

dofs[11] = 21;

7104

dofs[12] = 28;

7105

dofs[13] = 29;

7106

dofs[14] = 30;

7107

break;

7108

case 3:

7109

dofs[0] = 0;

7110

dofs[1] = 1;

7111

dofs[2] = 2;

7112

dofs[3] = 10;

7113

dofs[4] = 11;

7114

dofs[5] = 12;

7115

dofs[6] = 16;

7116

dofs[7] = 17;

7117

dofs[8] = 18;

7118

dofs[9] = 19;

7119

dofs[10] = 20;

7120

dofs[11] = 21;

7121

dofs[12] = 31;

7122

dofs[13] = 32;

7123

dofs[14] = 33;

7124

break;

7125

}

7126

}

7127

7128

/// Tabulate the local-to-local mapping of dofs on entity (d, i)

7129

virtual void tabulate_entity_dofs(unsigned int* dofs,

7130

unsigned int d, unsigned int i) const

7131

{

7132

throw std::runtime_error("Not implemented (introduced in UFC v1.1).");

7133

}

7134

7135

/// Tabulate the coordinates of all dofs on a cell

7136

virtual void tabulate_coordinates(double** coordinates,

7137

const ufc::cell& c) const

7138

{

7139

const double * const * x = c.coordinates;

7140

coordinates[0][0] = x[0][0];

7141

coordinates[0][1] = x[0][1];

7142

coordinates[0][2] = x[0][2];

7143

coordinates[1][0] = x[1][0];

7144

coordinates[1][1] = x[1][1];

7145

coordinates[1][2] = x[1][2];

7146

coordinates[2][0] = x[2][0];

7147

coordinates[2][1] = x[2][1];

7148

coordinates[2][2] = x[2][2];

7149

coordinates[3][0] = x[3][0];

7150

coordinates[3][1] = x[3][1];

7151

coordinates[3][2] = x[3][2];

7152

coordinates[4][0] = 0.75*x[2][0] + 0.25*x[3][0];

7153

coordinates[4][1] = 0.75*x[2][1] + 0.25*x[3][1];

7154

coordinates[4][2] = 0.75*x[2][2] + 0.25*x[3][2];

7155

coordinates[5][0] = 0.5*x[2][0] + 0.5*x[3][0];

7156

coordinates[5][1] = 0.5*x[2][1] + 0.5*x[3][1];

7157

coordinates[5][2] = 0.5*x[2][2] + 0.5*x[3][2];

7158

coordinates[6][0] = 0.25*x[2][0] + 0.75*x[3][0];

7159

coordinates[6][1] = 0.25*x[2][1] + 0.75*x[3][1];

7160

coordinates[6][2] = 0.25*x[2][2] + 0.75*x[3][2];

7161

coordinates[7][0] = 0.75*x[1][0] + 0.25*x[3][0];

7162

coordinates[7][1] = 0.75*x[1][1] + 0.25*x[3][1];

7163

coordinates[7][2] = 0.75*x[1][2] + 0.25*x[3][2];

7164

coordinates[8][0] = 0.5*x[1][0] + 0.5*x[3][0];

7165

coordinates[8][1] = 0.5*x[1][1] + 0.5*x[3][1];

7166

coordinates[8][2] = 0.5*x[1][2] + 0.5*x[3][2];

7167

coordinates[9][0] = 0.25*x[1][0] + 0.75*x[3][0];

7168

coordinates[9][1] = 0.25*x[1][1] + 0.75*x[3][1];

7169

coordinates[9][2] = 0.25*x[1][2] + 0.75*x[3][2];

7170

coordinates[10][0] = 0.75*x[1][0] + 0.25*x[2][0];

7171

coordinates[10][1] = 0.75*x[1][1] + 0.25*x[2][1];

7172

coordinates[10][2] = 0.75*x[1][2] + 0.25*x[2][2];

7173

coordinates[11][0] = 0.5*x[1][0] + 0.5*x[2][0];

7174

coordinates[11][1] = 0.5*x[1][1] + 0.5*x[2][1];

7175

coordinates[11][2] = 0.5*x[1][2] + 0.5*x[2][2];

7176

coordinates[12][0] = 0.25*x[1][0] + 0.75*x[2][0];

7177

coordinates[12][1] = 0.25*x[1][1] + 0.75*x[2][1];

7178

coordinates[12][2] = 0.25*x[1][2] + 0.75*x[2][2];

7179

coordinates[13][0] = 0.75*x[0][0] + 0.25*x[3][0];

7180

coordinates[13][1] = 0.75*x[0][1] + 0.25*x[3][1];

7181

coordinates[13][2] = 0.75*x[0][2] + 0.25*x[3][2];

7182

coordinates[14][0] = 0.5*x[0][0] + 0.5*x[3][0];

7183

coordinates[14][1] = 0.5*x[0][1] + 0.5*x[3][1];

7184

coordinates[14][2] = 0.5*x[0][2] + 0.5*x[3][2];

7185

coordinates[15][0] = 0.25*x[0][0] + 0.75*x[3][0];

7186

coordinates[15][1] = 0.25*x[0][1] + 0.75*x[3][1];

7187

coordinates[15][2] = 0.25*x[0][2] + 0.75*x[3][2];

7188

coordinates[16][0] = 0.75*x[0][0] + 0.25*x[2][0];

7189

coordinates[16][1] = 0.75*x[0][1] + 0.25*x[2][1];

7190

coordinates[16][2] = 0.75*x[0][2] + 0.25*x[2][2];

7191

coordinates[17][0] = 0.5*x[0][0] + 0.5*x[2][0];

7192

coordinates[17][1] = 0.5*x[0][1] + 0.5*x[2][1];

7193

coordinates[17][2] = 0.5*x[0][2] + 0.5*x[2][2];

7194

coordinates[18][0] = 0.25*x[0][0] + 0.75*x[2][0];

7195

coordinates[18][1] = 0.25*x[0][1] + 0.75*x[2][1];

7196

coordinates[18][2] = 0.25*x[0][2] + 0.75*x[2][2];

7197

coordinates[19][0] = 0.75*x[0][0] + 0.25*x[1][0];

7198

coordinates[19][1] = 0.75*x[0][1] + 0.25*x[1][1];

7199

coordinates[19][2] = 0.75*x[0][2] + 0.25*x[1][2];

7200

coordinates[20][0] = 0.5*x[0][0] + 0.5*x[1][0];

7201

coordinates[20][1] = 0.5*x[0][1] + 0.5*x[1][1];

7202

coordinates[20][2] = 0.5*x[0][2] + 0.5*x[1][2];

7203

coordinates[21][0] = 0.25*x[0][0] + 0.75*x[1][0];

7204

coordinates[21][1] = 0.25*x[0][1] + 0.75*x[1][1];

7205

coordinates[21][2] = 0.25*x[0][2] + 0.75*x[1][2];

7206

coordinates[22][0] = 0.5*x[1][0] + 0.25*x[2][0] + 0.25*x[3][0];

7207

coordinates[22][1] = 0.5*x[1][1] + 0.25*x[2][1] + 0.25*x[3][1];

7208

coordinates[22][2] = 0.5*x[1][2] + 0.25*x[2][2] + 0.25*x[3][2];

7209

coordinates[23][0] = 0.25*x[1][0] + 0.5*x[2][0] + 0.25*x[3][0];

7210

coordinates[23][1] = 0.25*x[1][1] + 0.5*x[2][1] + 0.25*x[3][1];

7211

coordinates[23][2] = 0.25*x[1][2] + 0.5*x[2][2] + 0.25*x[3][2];

7212

coordinates[24][0] = 0.25*x[1][0] + 0.25*x[2][0] + 0.5*x[3][0];

7213

coordinates[24][1] = 0.25*x[1][1] + 0.25*x[2][1] + 0.5*x[3][1];

7214

coordinates[24][2] = 0.25*x[1][2] + 0.25*x[2][2] + 0.5*x[3][2];

7215

coordinates[25][0] = 0.5*x[0][0] + 0.25*x[2][0] + 0.25*x[3][0];

7216

coordinates[25][1] = 0.5*x[0][1] + 0.25*x[2][1] + 0.25*x[3][1];

7217

coordinates[25][2] = 0.5*x[0][2] + 0.25*x[2][2] + 0.25*x[3][2];

7218

coordinates[26][0] = 0.25*x[0][0] + 0.5*x[2][0] + 0.25*x[3][0];

7219

coordinates[26][1] = 0.25*x[0][1] + 0.5*x[2][1] + 0.25*x[3][1];

7220

coordinates[26][2] = 0.25*x[0][2] + 0.5*x[2][2] + 0.25*x[3][2];

7221

coordinates[27][0] = 0.25*x[0][0] + 0.25*x[2][0] + 0.5*x[3][0];

7222

coordinates[27][1] = 0.25*x[0][1] + 0.25*x[2][1] + 0.5*x[3][1];

7223

coordinates[27][2] = 0.25*x[0][2] + 0.25*x[2][2] + 0.5*x[3][2];

7224

coordinates[28][0] = 0.5*x[0][0] + 0.25*x[1][0] + 0.25*x[3][0];

7225

coordinates[28][1] = 0.5*x[0][1] + 0.25*x[1][1] + 0.25*x[3][1];

7226

coordinates[28][2] = 0.5*x[0][2] + 0.25*x[1][2] + 0.25*x[3][2];

7227

coordinates[29][0] = 0.25*x[0][0] + 0.5*x[1][0] + 0.25*x[3][0];

7228

coordinates[29][1] = 0.25*x[0][1] + 0.5*x[1][1] + 0.25*x[3][1];

7229

coordinates[29][2] = 0.25*x[0][2] + 0.5*x[1][2] + 0.25*x[3][2];

7230

coordinates[30][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.5*x[3][0];

7231

coordinates[30][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.5*x[3][1];

7232

coordinates[30][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.5*x[3][2];

7233

coordinates[31][0] = 0.5*x[0][0] + 0.25*x[1][0] + 0.25*x[2][0];

7234

coordinates[31][1] = 0.5*x[0][1] + 0.25*x[1][1] + 0.25*x[2][1];

7235

coordinates[31][2] = 0.5*x[0][2] + 0.25*x[1][2] + 0.25*x[2][2];

7236

coordinates[32][0] = 0.25*x[0][0] + 0.5*x[1][0] + 0.25*x[2][0];

7237

coordinates[32][1] = 0.25*x[0][1] + 0.5*x[1][1] + 0.25*x[2][1];

7238

coordinates[32][2] = 0.25*x[0][2] + 0.5*x[1][2] + 0.25*x[2][2];

7239

coordinates[33][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.5*x[2][0];

7240

coordinates[33][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.5*x[2][1];

7241

coordinates[33][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.5*x[2][2];

7242

coordinates[34][0] = 0.25*x[0][0] + 0.25*x[1][0] + 0.25*x[2][0] + 0.25*x[3][0];

7243

coordinates[34][1] = 0.25*x[0][1] + 0.25*x[1][1] + 0.25*x[2][1] + 0.25*x[3][1];

7244

coordinates[34][2] = 0.25*x[0][2] + 0.25*x[1][2] + 0.25*x[2][2] + 0.25*x[3][2];

7245

}

7246

7247

/// Return the number of sub dof maps (for a mixed element)

7248

virtual unsigned int num_sub_dof_maps() const

7249

{

7250

return 1;

7251

}

7252

7253

/// Create a new dof_map for sub dof map i (for a mixed element)

7254

virtual ufc::dof_map* create_sub_dof_map(unsigned int i) const

7255

{

7256

return new UFC_Poisson3D_4LinearForm_dof_map_1();

7257

}

7258

7259

};

7260

7261

/// This class defines the interface for the tabulation of the cell

7262

/// tensor corresponding to the local contribution to a form from

7263

/// the integral over a cell.

7264

7265

class UFC_Poisson3D_4LinearForm_cell_integral_0: public ufc::cell_integral

7266

{

7267

public:

7268

7269

/// Constructor

7270

UFC_Poisson3D_4LinearForm_cell_integral_0() : ufc::cell_integral()

7271

{

7272

// Do nothing

7273

}

7274

7275

/// Destructor

7276

virtual ~UFC_Poisson3D_4LinearForm_cell_integral_0()

7277

{

7278

// Do nothing

7279

}

7280

7281

/// Tabulate the tensor for the contribution from a local cell

7282

virtual void tabulate_tensor(double* A,

7283

const double * const * w,

7284

const ufc::cell& c) const

7285

{

7286

// Extract vertex coordinates

7287

const double * const * x = c.coordinates;

7288

7289

// Compute Jacobian of affine map from reference cell

7290

const double J_00 = x[1][0] - x[0][0];

7291

const double J_01 = x[2][0] - x[0][0];

7292

const double J_02 = x[3][0] - x[0][0];

7293

const double J_10 = x[1][1] - x[0][1];

7294

const double J_11 = x[2][1] - x[0][1];

7295

const double J_12 = x[3][1] - x[0][1];

7296

const double J_20 = x[1][2] - x[0][2];

7297

const double J_21 = x[2][2] - x[0][2];

7298

const double J_22 = x[3][2] - x[0][2];

7299

7300

// Compute sub determinants

7301

const double d_00 = J_11*J_22 - J_12*J_21;

7302

7303

const double d_10 = J_02*J_21 - J_01*J_22;

7304

7305

const double d_20 = J_01*J_12 - J_02*J_11;

7306

7307

// Compute determinant of Jacobian

7308

double detJ = J_00*d_00 + J_10*d_10 + J_20*d_20;

7309

7310

// Compute inverse of Jacobian

7311

7312

// Set scale factor

7313

const double det = std::abs(detJ);

7314

7315

// Number of operations to compute element tensor = 2450

7316

// Compute coefficients

7317

const double c0_0_0_0 = w[0][0];

7318

const double c0_0_0_1 = w[0][1];

7319

const double c0_0_0_2 = w[0][2];

7320

const double c0_0_0_3 = w[0][3];

7321

const double c0_0_0_4 = w[0][4];

7322

const double c0_0_0_5 = w[0][5];

7323

const double c0_0_0_6 = w[0][6];

7324

const double c0_0_0_7 = w[0][7];

7325

const double c0_0_0_8 = w[0][8];

7326

const double c0_0_0_9 = w[0][9];

7327

const double c0_0_0_10 = w[0][10];

7328

const double c0_0_0_11 = w[0][11];

7329

const double c0_0_0_12 = w[0][12];

7330

const double c0_0_0_13 = w[0][13];

7331

const double c0_0_0_14 = w[0][14];

7332

const double c0_0_0_15 = w[0][15];

7333

const double c0_0_0_16 = w[0][16];

7334

const double c0_0_0_17 = w[0][17];

7335

const double c0_0_0_18 = w[0][18];

7336

const double c0_0_0_19 = w[0][19];

7337

const double c0_0_0_20 = w[0][20];

7338

const double c0_0_0_21 = w[0][21];

7339

const double c0_0_0_22 = w[0][22];

7340

const double c0_0_0_23 = w[0][23];

7341

const double c0_0_0_24 = w[0][24];

7342

const double c0_0_0_25 = w[0][25];

7343

const double c0_0_0_26 = w[0][26];

7344

const double c0_0_0_27 = w[0][27];

7345

const double c0_0_0_28 = w[0][28];

7346

const double c0_0_0_29 = w[0][29];

7347

const double c0_0_0_30 = w[0][30];

7348

const double c0_0_0_31 = w[0][31];

7349

const double c0_0_0_32 = w[0][32];

7350

const double c0_0_0_33 = w[0][33];

7351

const double c0_0_0_34 = w[0][34];

7352

7353

// Compute geometry tensors

7354

// Number of operations to compute decalrations = 35

7355

const double G0_0 = det*c0_0_0_0;

7356

const double G0_1 = det*c0_0_0_1;

7357

const double G0_2 = det*c0_0_0_2;

7358

const double G0_3 = det*c0_0_0_3;

7359

const double G0_4 = det*c0_0_0_4;

7360

const double G0_5 = det*c0_0_0_5;

7361

const double G0_6 = det*c0_0_0_6;

7362

const double G0_7 = det*c0_0_0_7;

7363

const double G0_8 = det*c0_0_0_8;

7364

const double G0_9 = det*c0_0_0_9;

7365

const double G0_10 = det*c0_0_0_10;

7366

const double G0_11 = det*c0_0_0_11;

7367

const double G0_12 = det*c0_0_0_12;

7368

const double G0_13 = det*c0_0_0_13;

7369

const double G0_14 = det*c0_0_0_14;

7370

const double G0_15 = det*c0_0_0_15;

7371

const double G0_16 = det*c0_0_0_16;

7372

const double G0_17 = det*c0_0_0_17;

7373

const double G0_18 = det*c0_0_0_18;

7374

const double G0_19 = det*c0_0_0_19;

7375

const double G0_20 = det*c0_0_0_20;

7376

const double G0_21 = det*c0_0_0_21;

7377

const double G0_22 = det*c0_0_0_22;

7378

const double G0_23 = det*c0_0_0_23;

7379

const double G0_24 = det*c0_0_0_24;

7380

const double G0_25 = det*c0_0_0_25;

7381

const double G0_26 = det*c0_0_0_26;

7382

const double G0_27 = det*c0_0_0_27;

7383

const double G0_28 = det*c0_0_0_28;

7384

const double G0_29 = det*c0_0_0_29;

7385

const double G0_30 = det*c0_0_0_30;

7386

const double G0_31 = det*c0_0_0_31;

7387

const double G0_32 = det*c0_0_0_32;

7388

const double G0_33 = det*c0_0_0_33;

7389

const double G0_34 = det*c0_0_0_34;

7390

7391

// Compute element tensor

7392

// Number of operations to compute tensor = 2415

7393

A[0] = 0.000200416867083531*G0_0 + 1.63005718561268e-05*G0_1 + 1.63005718561267e-05*G0_2 + 1.63005718561269e-05*G0_3 - 0.000121853455186786*G0_4 + 8.39078616856378e-05*G0_5 - 0.000121853455186786*G0_6 - 0.000121853455186786*G0_7 + 8.39078616856373e-05*G0_8 - 0.000121853455186786*G0_9 - 0.000121853455186786*G0_10 + 8.39078616856376e-05*G0_11 - 0.000121853455186786*G0_12 - 0.000149644594089036*G0_13 + 0.000112233445566777*G0_14 - 6.84089572978442e-05*G0_15 - 0.000149644594089036*G0_16 + 0.000112233445566777*G0_17 - 6.84089572978441e-05*G0_18 - 0.000149644594089035*G0_19 + 0.000112233445566777*G0_20 - 6.84089572978439e-05*G0_21 - 0.000215915771471324*G0_22 - 0.000215915771471324*G0_23 - 0.000215915771471323*G0_24 + 0.000288600288600288*G0_25 - 0.000185986852653517*G0_26 - 0.000185986852653516*G0_27 + 0.000288600288600288*G0_28 - 0.000185986852653516*G0_29 - 0.000185986852653516*G0_30 + 0.000288600288600288*G0_31 - 0.000185986852653516*G0_32 - 0.000185986852653516*G0_33 - 0.000538720538720522*G0_34;

7394

A[1] = 1.63005718561268e-05*G0_0 + 0.000200416867083532*G0_1 + 1.63005718561274e-05*G0_2 + 1.63005718561274e-05*G0_3 - 0.000121853455186788*G0_4 + 8.39078616856393e-05*G0_5 - 0.000121853455186788*G0_6 - 0.000149644594089039*G0_7 + 0.000112233445566779*G0_8 - 6.84089572978464e-05*G0_9 - 0.000149644594089038*G0_10 + 0.000112233445566778*G0_11 - 6.84089572978458e-05*G0_12 - 0.000121853455186788*G0_13 + 8.3907861685639e-05*G0_14 - 0.000121853455186788*G0_15 - 0.000121853455186787*G0_16 + 8.39078616856385e-05*G0_17 - 0.000121853455186788*G0_18 - 6.84089572978454e-05*G0_19 + 0.000112233445566778*G0_20 - 0.000149644594089038*G0_21 + 0.000288600288600286*G0_22 - 0.000185986852653518*G0_23 - 0.000185986852653518*G0_24 - 0.000215915771471325*G0_25 - 0.000215915771471325*G0_26 - 0.000215915771471326*G0_27 - 0.000185986852653518*G0_28 + 0.000288600288600286*G0_29 - 0.000185986852653518*G0_30 - 0.000185986852653517*G0_31 + 0.000288600288600286*G0_32 - 0.000185986852653517*G0_33 - 0.000538720538720536*G0_34;

7395

A[2] = 1.63005718561267e-05*G0_0 + 1.63005718561274e-05*G0_1 + 0.000200416867083532*G0_2 + 1.63005718561273e-05*G0_3 - 0.000149644594089038*G0_4 + 0.000112233445566779*G0_5 - 6.84089572978462e-05*G0_6 - 0.000121853455186787*G0_7 + 8.39078616856385e-05*G0_8 - 0.000121853455186788*G0_9 - 6.84089572978452e-05*G0_10 + 0.000112233445566778*G0_11 - 0.000149644594089037*G0_12 - 0.000121853455186787*G0_13 + 8.39078616856383e-05*G0_14 - 0.000121853455186787*G0_15 - 6.84089572978453e-05*G0_16 + 0.000112233445566778*G0_17 - 0.000149644594089037*G0_18 - 0.000121853455186787*G0_19 + 8.39078616856391e-05*G0_20 - 0.000121853455186787*G0_21 - 0.000185986852653518*G0_22 + 0.000288600288600287*G0_23 - 0.000185986852653518*G0_24 - 0.000185986852653517*G0_25 + 0.000288600288600287*G0_26 - 0.000185986852653518*G0_27 - 0.000215915771471325*G0_28 - 0.000215915771471325*G0_29 - 0.000215915771471326*G0_30 - 0.000185986852653518*G0_31 - 0.000185986852653517*G0_32 + 0.000288600288600287*G0_33 - 0.000538720538720534*G0_34;

7396

A[3] = 1.63005718561269e-05*G0_0 + 1.63005718561274e-05*G0_1 + 1.63005718561273e-05*G0_2 + 0.000200416867083533*G0_3 - 6.84089572978458e-05*G0_4 + 0.000112233445566778*G0_5 - 0.000149644594089038*G0_6 - 6.84089572978458e-05*G0_7 + 0.000112233445566778*G0_8 - 0.000149644594089038*G0_9 - 0.000121853455186787*G0_10 + 8.39078616856389e-05*G0_11 - 0.000121853455186787*G0_12 - 6.84089572978454e-05*G0_13 + 0.000112233445566778*G0_14 - 0.000149644594089038*G0_15 - 0.000121853455186787*G0_16 + 8.39078616856389e-05*G0_17 - 0.000121853455186788*G0_18 - 0.000121853455186787*G0_19 + 8.39078616856394e-05*G0_20 - 0.000121853455186788*G0_21 - 0.000185986852653518*G0_22 - 0.000185986852653518*G0_23 + 0.000288600288600286*G0_24 - 0.000185986852653518*G0_25 - 0.000185986852653518*G0_26 + 0.000288600288600286*G0_27 - 0.000185986852653518*G0_28 - 0.000185986852653518*G0_29 + 0.000288600288600286*G0_30 - 0.000215915771471325*G0_31 - 0.000215915771471325*G0_32 - 0.000215915771471325*G0_33 - 0.000538720538720538*G0_34;

7397

A[4] = -0.000121853455186786*G0_0 - 0.000121853455186788*G0_1 - 0.000149644594089038*G0_2 - 6.84089572978458e-05*G0_3 + 0.00171022393244614*G0_4 - 0.00125701459034792*G0_5 + 0.000684089572978458*G0_6 + 0.000273635829191383*G0_7 - 0.000153920153920153*G0_8 + 0.000359147025813691*G0_9 + 0.000359147025813689*G0_10 - 0.000654160654160648*G0_11 + 0.000855111966223069*G0_12 + 0.000273635829191382*G0_13 - 0.000153920153920153*G0_14 + 0.000359147025813691*G0_15 + 0.000359147025813689*G0_16 - 0.000654160654160648*G0_17 + 0.00085511196622307*G0_18 + 0.000136817914595691*G0_19 - 9.83378761156541e-05*G0_20 + 0.000136817914595692*G0_21 - 3.42044786489224e-05*G0_22 + 0.000102613435946768*G0_23 + 0.000513067179733843*G0_24 - 3.42044786489238e-05*G0_25 + 0.000102613435946769*G0_26 + 0.000513067179733843*G0_27 + 8.55111966223069e-05*G0_28 + 8.5511196622306e-05*G0_29 + 0.000974827641494302*G0_30 - 1.71022393244613e-05*G0_31 - 1.71022393244626e-05*G0_32 + 5.13067179733842e-05*G0_33 + 0.00109454331676553*G0_34;

7398

A[5] = 8.39078616856378e-05*G0_0 + 8.39078616856393e-05*G0_1 + 0.000112233445566779*G0_2 + 0.000112233445566778*G0_3 - 0.00125701459034792*G0_4 + 0.00238576238576237*G0_5 - 0.00125701459034792*G0_6 - 0.000153920153920155*G0_7 + 0.000256533589866924*G0_8 - 0.000654160654160653*G0_9 - 0.000153920153920153*G0_10 + 0.000256533589866922*G0_11 - 0.000654160654160649*G0_12 - 0.000153920153920154*G0_13 + 0.000256533589866923*G0_14 - 0.000654160654160652*G0_15 - 0.000153920153920153*G0_16 + 0.000256533589866921*G0_17 - 0.000654160654160649*G0_18 - 9.83378761156537e-05*G0_19 + 1.92400192400205e-05*G0_20 - 9.83378761156545e-05*G0_21 - 0.000179573512906847*G0_22 - 7.69600769600773e-05*G0_23 - 7.69600769600775e-05*G0_24 - 0.000179573512906846*G0_25 - 7.69600769600767e-05*G0_26 - 7.69600769600764e-05*G0_27 + 0.000269360269360266*G0_28 + 0.000269360269360267*G0_29 - 0.00101330767997434*G0_30 + 0.000269360269360266*G0_31 + 0.000269360269360267*G0_32 - 0.00101330767997434*G0_33 - 0.00102613435946769*G0_34;

7399

A[6] = -0.000121853455186786*G0_0 - 0.000121853455186788*G0_1 - 6.84089572978462e-05*G0_2 - 0.000149644594089038*G0_3 + 0.000684089572978458*G0_4 - 0.00125701459034792*G0_5 + 0.00171022393244615*G0_6 + 0.000359147025813692*G0_7 - 0.000654160654160652*G0_8 + 0.000855111966223075*G0_9 + 0.000273635829191383*G0_10 - 0.000153920153920153*G0_11 + 0.000359147025813689*G0_12 + 0.000359147025813691*G0_13 - 0.000654160654160652*G0_14 + 0.000855111966223074*G0_15 + 0.000273635829191383*G0_16 - 0.000153920153920153*G0_17 + 0.00035914702581369*G0_18 + 0.000136817914595691*G0_19 - 9.83378761156546e-05*G0_20 + 0.000136817914595692*G0_21 - 3.42044786489217e-05*G0_22 + 0.000513067179733841*G0_23 + 0.000102613435946769*G0_24 - 3.42044786489222e-05*G0_25 + 0.000513067179733841*G0_26 + 0.000102613435946769*G0_27 - 1.71022393244599e-05*G0_28 - 1.71022393244613e-05*G0_29 + 5.13067179733844e-05*G0_30 + 8.55111966223083e-05*G0_31 + 8.5511196622307e-05*G0_32 + 0.000974827641494299*G0_33 + 0.00109454331676554*G0_34;

7400

A[7] = -0.000121853455186786*G0_0 - 0.000149644594089039*G0_1 - 0.000121853455186787*G0_2 - 6.84089572978458e-05*G0_3 + 0.000273635829191383*G0_4 - 0.000153920153920155*G0_5 + 0.000359147025813692*G0_6 + 0.00171022393244614*G0_7 - 0.00125701459034791*G0_8 + 0.000684089572978457*G0_9 + 0.000855111966223069*G0_10 - 0.000654160654160648*G0_11 + 0.000359147025813689*G0_12 + 0.000273635829191382*G0_13 - 0.000153920153920153*G0_14 + 0.000359147025813691*G0_15 + 0.000136817914595692*G0_16 - 9.83378761156537e-05*G0_17 + 0.000136817914595692*G0_18 + 0.000359147025813688*G0_19 - 0.000654160654160648*G0_20 + 0.00085511196622307*G0_21 + 0.000102613435946765*G0_22 - 3.42044786489196e-05*G0_23 + 0.000513067179733844*G0_24 + 8.55111966223067e-05*G0_25 + 8.55111966223095e-05*G0_26 + 0.000974827641494303*G0_27 - 3.42044786489216e-05*G0_28 + 0.000102613435946766*G0_29 + 0.000513067179733844*G0_30 - 1.71022393244602e-05*G0_31 + 5.13067179733814e-05*G0_32 - 1.71022393244591e-05*G0_33 + 0.00109454331676554*G0_34;

7401

A[8] = 8.39078616856373e-05*G0_0 + 0.000112233445566779*G0_1 + 8.39078616856385e-05*G0_2 + 0.000112233445566778*G0_3 - 0.000153920153920153*G0_4 + 0.000256533589866924*G0_5 - 0.000654160654160652*G0_6 - 0.00125701459034791*G0_7 + 0.00238576238576237*G0_8 - 0.00125701459034792*G0_9 - 0.000654160654160647*G0_10 + 0.00025653358986692*G0_11 - 0.000153920153920151*G0_12 - 0.000153920153920153*G0_13 + 0.000256533589866923*G0_14 - 0.000654160654160652*G0_15 - 9.83378761156536e-05*G0_16 + 1.92400192400197e-05*G0_17 - 9.83378761156538e-05*G0_18 - 0.000153920153920151*G0_19 + 0.00025653358986692*G0_20 - 0.000654160654160647*G0_21 - 7.69600769600706e-05*G0_22 - 0.000179573512906847*G0_23 - 7.69600769600768e-05*G0_24 + 0.000269360269360267*G0_25 + 0.000269360269360266*G0_26 - 0.00101330767997434*G0_27 - 0.000179573512906847*G0_28 - 7.69600769600718e-05*G0_29 - 7.69600769600759e-05*G0_30 + 0.000269360269360265*G0_31 - 0.00101330767997433*G0_32 + 0.000269360269360265*G0_33 - 0.00102613435946769*G0_34;

7402

A[9] = -0.000121853455186786*G0_0 - 6.84089572978464e-05*G0_1 - 0.000121853455186788*G0_2 - 0.000149644594089038*G0_3 + 0.000359147025813691*G0_4 - 0.000654160654160653*G0_5 + 0.000855111966223075*G0_6 + 0.000684089572978457*G0_7 - 0.00125701459034791*G0_8 + 0.00171022393244614*G0_9 + 0.000359147025813689*G0_10 - 0.000153920153920153*G0_11 + 0.000273635829191383*G0_12 + 0.00035914702581369*G0_13 - 0.000654160654160651*G0_14 + 0.000855111966223073*G0_15 + 0.000136817914595692*G0_16 - 9.83378761156539e-05*G0_17 + 0.000136817914595692*G0_18 + 0.000273635829191382*G0_19 - 0.000153920153920154*G0_20 + 0.00035914702581369*G0_21 + 0.000513067179733844*G0_22 - 3.42044786489223e-05*G0_23 + 0.000102613435946769*G0_24 - 1.7102239324461e-05*G0_25 - 1.71022393244608e-05*G0_26 + 5.13067179733836e-05*G0_27 - 3.42044786489218e-05*G0_28 + 0.000513067179733843*G0_29 + 0.000102613435946768*G0_30 + 8.55111966223076e-05*G0_31 + 0.000974827641494299*G0_32 + 8.5511196622308e-05*G0_33 + 0.00109454331676554*G0_34;

7403

A[10] = -0.000121853455186786*G0_0 - 0.000149644594089038*G0_1 - 6.84089572978452e-05*G0_2 - 0.000121853455186787*G0_3 + 0.000359147025813689*G0_4 - 0.000153920153920153*G0_5 + 0.000273635829191383*G0_6 + 0.000855111966223069*G0_7 - 0.000654160654160647*G0_8 + 0.000359147025813689*G0_9 + 0.00171022393244614*G0_10 - 0.00125701459034791*G0_11 + 0.000684089572978454*G0_12 + 0.00013681791459569*G0_13 - 9.83378761156531e-05*G0_14 + 0.000136817914595691*G0_15 + 0.000273635829191382*G0_16 - 0.000153920153920152*G0_17 + 0.000359147025813689*G0_18 + 0.000359147025813688*G0_19 - 0.000654160654160648*G0_20 + 0.000855111966223069*G0_21 + 0.000102613435946765*G0_22 + 0.000513067179733844*G0_23 - 3.42044786489211e-05*G0_24 + 8.55111966223058e-05*G0_25 + 0.000974827641494302*G0_26 + 8.55111966223087e-05*G0_27 - 1.71022393244608e-05*G0_28 + 5.13067179733822e-05*G0_29 - 1.71022393244607e-05*G0_30 - 3.42044786489231e-05*G0_31 + 0.000102613435946768*G0_32 + 0.000513067179733843*G0_33 + 0.00109454331676553*G0_34;

7404

A[11] = 8.39078616856376e-05*G0_0 + 0.000112233445566778*G0_1 + 0.000112233445566778*G0_2 + 8.39078616856389e-05*G0_3 - 0.000654160654160648*G0_4 + 0.000256533589866921*G0_5 - 0.000153920153920153*G0_6 - 0.000654160654160648*G0_7 + 0.00025653358986692*G0_8 - 0.000153920153920153*G0_9 - 0.00125701459034791*G0_10 + 0.00238576238576236*G0_11 - 0.00125701459034791*G0_12 - 9.83378761156525e-05*G0_13 + 1.92400192400186e-05*G0_14 - 9.83378761156534e-05*G0_15 - 0.000153920153920152*G0_16 + 0.00025653358986692*G0_17 - 0.000654160654160648*G0_18 - 0.000153920153920152*G0_19 + 0.000256533589866921*G0_20 - 0.000654160654160648*G0_21 - 7.69600769600798e-05*G0_22 - 7.6960076960078e-05*G0_23 - 0.000179573512906845*G0_24 + 0.000269360269360269*G0_25 - 0.00101330767997434*G0_26 + 0.000269360269360266*G0_27 + 0.000269360269360268*G0_28 - 0.00101330767997434*G0_29 + 0.000269360269360267*G0_30 - 0.000179573512906844*G0_31 - 7.69600769600769e-05*G0_32 - 7.69600769600759e-05*G0_33 - 0.00102613435946769*G0_34;

7405

A[12] = -0.000121853455186786*G0_0 - 6.84089572978458e-05*G0_1 - 0.000149644594089037*G0_2 - 0.000121853455186787*G0_3 + 0.000855111966223069*G0_4 - 0.000654160654160649*G0_5 + 0.000359147025813689*G0_6 + 0.000359147025813689*G0_7 - 0.000153920153920151*G0_8 + 0.000273635829191383*G0_9 + 0.000684089572978454*G0_10 - 0.00125701459034791*G0_11 + 0.00171022393244614*G0_12 + 0.00013681791459569*G0_13 - 9.83378761156528e-05*G0_14 + 0.000136817914595692*G0_15 + 0.000359147025813689*G0_16 - 0.000654160654160648*G0_17 + 0.00085511196622307*G0_18 + 0.000273635829191381*G0_19 - 0.000153920153920154*G0_20 + 0.000359147025813689*G0_21 + 0.000513067179733843*G0_22 + 0.000102613435946765*G0_23 - 3.42044786489214e-05*G0_24 - 1.71022393244608e-05*G0_25 + 5.1306717973383e-05*G0_26 - 1.71022393244606e-05*G0_27 + 8.55111966223078e-05*G0_28 + 0.000974827641494299*G0_29 + 8.55111966223084e-05*G0_30 - 3.42044786489221e-05*G0_31 + 0.000513067179733841*G0_32 + 0.000102613435946768*G0_33 + 0.00109454331676553*G0_34;

7406

A[13] = -0.000149644594089036*G0_0 - 0.000121853455186788*G0_1 - 0.000121853455186787*G0_2 - 6.84089572978454e-05*G0_3 + 0.000273635829191382*G0_4 - 0.000153920153920154*G0_5 + 0.000359147025813691*G0_6 + 0.000273635829191382*G0_7 - 0.000153920153920153*G0_8 + 0.00035914702581369*G0_9 + 0.00013681791459569*G0_10 - 9.83378761156525e-05*G0_11 + 0.00013681791459569*G0_12 + 0.00171022393244614*G0_13 - 0.00125701459034791*G0_14 + 0.000684089572978456*G0_15 + 0.000855111966223069*G0_16 - 0.000654160654160647*G0_17 + 0.000359147025813688*G0_18 + 0.000855111966223067*G0_19 - 0.000654160654160647*G0_20 + 0.000359147025813688*G0_21 + 8.55111966223033e-05*G0_22 + 8.55111966223085e-05*G0_23 + 0.000974827641494302*G0_24 + 0.000102613435946764*G0_25 - 3.42044786489215e-05*G0_26 + 0.000513067179733844*G0_27 + 0.000102613435946765*G0_28 - 3.42044786489269e-05*G0_29 + 0.000513067179733843*G0_30 + 5.13067179733822e-05*G0_31 - 1.71022393244647e-05*G0_32 - 1.71022393244607e-05*G0_33 + 0.00109454331676553*G0_34;

7407

A[14] = 0.000112233445566777*G0_0 + 8.3907861685639e-05*G0_1 + 8.39078616856383e-05*G0_2 + 0.000112233445566778*G0_3 - 0.000153920153920153*G0_4 + 0.000256533589866923*G0_5 - 0.000654160654160652*G0_6 - 0.000153920153920153*G0_7 + 0.000256533589866923*G0_8 - 0.000654160654160651*G0_9 - 9.83378761156531e-05*G0_10 + 1.92400192400186e-05*G0_11 - 9.83378761156528e-05*G0_12 - 0.00125701459034791*G0_13 + 0.00238576238576237*G0_14 - 0.00125701459034792*G0_15 - 0.000654160654160648*G0_16 + 0.00025653358986692*G0_17 - 0.000153920153920152*G0_18 - 0.000654160654160646*G0_19 + 0.00025653358986692*G0_20 - 0.000153920153920152*G0_21 + 0.00026936026936027*G0_22 + 0.000269360269360265*G0_23 - 0.00101330767997434*G0_24 - 7.69600769600724e-05*G0_25 - 0.000179573512906847*G0_26 - 7.69600769600781e-05*G0_27 - 7.69600769600746e-05*G0_28 - 0.000179573512906841*G0_29 - 7.69600769600772e-05*G0_30 - 0.00101330767997434*G0_31 + 0.000269360269360268*G0_32 + 0.000269360269360265*G0_33 - 0.00102613435946768*G0_34;

7408

A[15] = -6.84089572978442e-05*G0_0 - 0.000121853455186788*G0_1 - 0.000121853455186787*G0_2 - 0.000149644594089038*G0_3 + 0.000359147025813691*G0_4 - 0.000654160654160652*G0_5 + 0.000855111966223074*G0_6 + 0.000359147025813691*G0_7 - 0.000654160654160652*G0_8 + 0.000855111966223073*G0_9 + 0.000136817914595691*G0_10 - 9.83378761156534e-05*G0_11 + 0.000136817914595692*G0_12 + 0.000684089572978456*G0_13 - 0.00125701459034792*G0_14 + 0.00171022393244614*G0_15 + 0.000359147025813689*G0_16 - 0.000153920153920153*G0_17 + 0.000273635829191383*G0_18 + 0.000359147025813688*G0_19 - 0.000153920153920154*G0_20 + 0.000273635829191383*G0_21 - 1.71022393244597e-05*G0_22 - 1.71022393244591e-05*G0_23 + 5.13067179733815e-05*G0_24 + 0.000513067179733842*G0_25 - 3.42044786489216e-05*G0_26 + 0.000102613435946767*G0_27 + 0.000513067179733842*G0_28 - 3.42044786489229e-05*G0_29 + 0.000102613435946767*G0_30 + 0.000974827641494299*G0_31 + 8.55111966223067e-05*G0_32 + 8.55111966223087e-05*G0_33 + 0.00109454331676553*G0_34;

7409

A[16] = -0.000149644594089036*G0_0 - 0.000121853455186787*G0_1 - 6.84089572978454e-05*G0_2 - 0.000121853455186787*G0_3 + 0.000359147025813689*G0_4 - 0.000153920153920153*G0_5 + 0.000273635829191383*G0_6 + 0.000136817914595692*G0_7 - 9.83378761156536e-05*G0_8 + 0.000136817914595692*G0_9 + 0.000273635829191382*G0_10 - 0.000153920153920152*G0_11 + 0.000359147025813689*G0_12 + 0.000855111966223069*G0_13 - 0.000654160654160648*G0_14 + 0.000359147025813689*G0_15 + 0.00171022393244614*G0_16 - 0.00125701459034791*G0_17 + 0.000684089572978455*G0_18 + 0.000855111966223069*G0_19 - 0.000654160654160649*G0_20 + 0.000359147025813689*G0_21 + 8.55111966223067e-05*G0_22 + 0.000974827641494301*G0_23 + 8.55111966223081e-05*G0_24 + 0.000102613435946766*G0_25 + 0.000513067179733843*G0_26 - 3.42044786489208e-05*G0_27 + 5.13067179733837e-05*G0_28 - 1.71022393244634e-05*G0_29 - 1.71022393244603e-05*G0_30 + 0.000102613435946768*G0_31 - 3.42044786489249e-05*G0_32 + 0.000513067179733842*G0_33 + 0.00109454331676553*G0_34;

7410

A[17] = 0.000112233445566777*G0_0 + 8.39078616856385e-05*G0_1 + 0.000112233445566778*G0_2 + 8.39078616856389e-05*G0_3 - 0.000654160654160648*G0_4 + 0.000256533589866921*G0_5 - 0.000153920153920153*G0_6 - 9.83378761156537e-05*G0_7 + 1.92400192400197e-05*G0_8 - 9.83378761156539e-05*G0_9 - 0.000153920153920152*G0_10 + 0.00025653358986692*G0_11 - 0.000654160654160648*G0_12 - 0.000654160654160647*G0_13 + 0.00025653358986692*G0_14 - 0.000153920153920153*G0_15 - 0.00125701459034791*G0_16 + 0.00238576238576236*G0_17 - 0.00125701459034791*G0_18 - 0.000654160654160647*G0_19 + 0.000256533589866922*G0_20 - 0.000153920153920153*G0_21 + 0.000269360269360264*G0_22 - 0.00101330767997434*G0_23 + 0.000269360269360268*G0_24 - 7.69600769600767e-05*G0_25 - 7.69600769600756e-05*G0_26 - 0.000179573512906844*G0_27 - 0.00101330767997434*G0_28 + 0.000269360269360266*G0_29 + 0.000269360269360267*G0_30 - 7.69600769600756e-05*G0_31 - 0.000179573512906847*G0_32 - 7.69600769600766e-05*G0_33 - 0.00102613435946769*G0_34;

7411

A[18] = -6.84089572978441e-05*G0_0 - 0.000121853455186788*G0_1 - 0.000149644594089037*G0_2 - 0.000121853455186788*G0_3 + 0.00085511196622307*G0_4 - 0.000654160654160649*G0_5 + 0.00035914702581369*G0_6 + 0.000136817914595692*G0_7 - 9.83378761156538e-05*G0_8 + 0.000136817914595692*G0_9 + 0.000359147025813689*G0_10 - 0.000654160654160648*G0_11 + 0.00085511196622307*G0_12 + 0.000359147025813689*G0_13 - 0.000153920153920152*G0_14 + 0.000273635829191383*G0_15 + 0.000684089572978455*G0_16 - 0.00125701459034791*G0_17 + 0.00171022393244614*G0_18 + 0.000359147025813689*G0_19 - 0.000153920153920155*G0_20 + 0.000273635829191383*G0_21 - 1.71022393244585e-05*G0_22 + 5.13067179733843e-05*G0_23 - 1.71022393244613e-05*G0_24 + 0.000513067179733842*G0_25 + 0.000102613435946767*G0_26 - 3.42044786489213e-05*G0_27 + 0.000974827641494299*G0_28 + 8.55111966223075e-05*G0_29 + 8.55111966223083e-05*G0_30 + 0.000513067179733842*G0_31 - 3.42044786489218e-05*G0_32 + 0.00010261343594677*G0_33 + 0.00109454331676554*G0_34;

7412

A[19] = -0.000149644594089035*G0_0 - 6.84089572978454e-05*G0_1 - 0.000121853455186787*G0_2 - 0.000121853455186787*G0_3 + 0.000136817914595691*G0_4 - 9.83378761156537e-05*G0_5 + 0.000136817914595691*G0_6 + 0.000359147025813688*G0_7 - 0.000153920153920151*G0_8 + 0.000273635829191382*G0_9 + 0.000359147025813688*G0_10 - 0.000153920153920152*G0_11 + 0.000273635829191381*G0_12 + 0.000855111966223067*G0_13 - 0.000654160654160646*G0_14 + 0.000359147025813688*G0_15 + 0.000855111966223069*G0_16 - 0.000654160654160647*G0_17 + 0.000359147025813689*G0_18 + 0.00171022393244614*G0_19 - 0.00125701459034791*G0_20 + 0.000684089572978454*G0_21 + 0.000974827641494302*G0_22 + 8.55111966223067e-05*G0_23 + 8.55111966223066e-05*G0_24 + 5.1306717973382e-05*G0_25 - 1.7102239324462e-05*G0_26 - 1.71022393244616e-05*G0_27 + 0.000102613435946765*G0_28 + 0.000513067179733842*G0_29 - 3.42044786489223e-05*G0_30 + 0.000102613435946767*G0_31 + 0.000513067179733842*G0_32 - 3.42044786489233e-05*G0_33 + 0.00109454331676553*G0_34;

7413

A[20] = 0.000112233445566777*G0_0 + 0.000112233445566778*G0_1 + 8.39078616856391e-05*G0_2 + 8.39078616856394e-05*G0_3 - 9.83378761156541e-05*G0_4 + 1.92400192400205e-05*G0_5 - 9.83378761156546e-05*G0_6 - 0.000654160654160648*G0_7 + 0.00025653358986692*G0_8 - 0.000153920153920154*G0_9 - 0.000654160654160648*G0_10 + 0.000256533589866921*G0_11 - 0.000153920153920154*G0_12 - 0.000654160654160647*G0_13 + 0.00025653358986692*G0_14 - 0.000153920153920154*G0_15 - 0.000654160654160649*G0_16 + 0.000256533589866922*G0_17 - 0.000153920153920155*G0_18 - 0.00125701459034791*G0_19 + 0.00238576238576236*G0_20 - 0.00125701459034791*G0_21 - 0.00101330767997434*G0_22 + 0.000269360269360267*G0_23 + 0.000269360269360268*G0_24 - 0.00101330767997434*G0_25 + 0.000269360269360268*G0_26 + 0.000269360269360267*G0_27 - 7.69600769600811e-05*G0_28 - 7.69600769600793e-05*G0_29 - 0.000179573512906843*G0_30 - 7.69600769600807e-05*G0_31 - 7.69600769600793e-05*G0_32 - 0.000179573512906844*G0_33 - 0.0010261343594677*G0_34;

7414

A[21] = -6.84089572978439e-05*G0_0 - 0.000149644594089038*G0_1 - 0.000121853455186787*G0_2 - 0.000121853455186788*G0_3 + 0.000136817914595692*G0_4 - 9.83378761156544e-05*G0_5 + 0.000136817914595692*G0_6 + 0.00085511196622307*G0_7 - 0.000654160654160647*G0_8 + 0.00035914702581369*G0_9 + 0.000855111966223069*G0_10 - 0.000654160654160648*G0_11 + 0.000359147025813689*G0_12 + 0.000359147025813688*G0_13 - 0.000153920153920152*G0_14 + 0.000273635829191383*G0_15 + 0.000359147025813689*G0_16 - 0.000153920153920153*G0_17 + 0.000273635829191383*G0_18 + 0.000684089572978454*G0_19 - 0.00125701459034791*G0_20 + 0.00171022393244614*G0_21 + 5.13067179733847e-05*G0_22 - 1.71022393244605e-05*G0_23 - 1.71022393244604e-05*G0_24 + 0.000974827641494301*G0_25 + 8.55111966223068e-05*G0_26 + 8.55111966223085e-05*G0_27 + 0.000513067179733846*G0_28 + 0.000102613435946766*G0_29 - 3.42044786489214e-05*G0_30 + 0.000513067179733844*G0_31 + 0.000102613435946768*G0_32 - 3.42044786489227e-05*G0_33 + 0.00109454331676554*G0_34;

7415

A[22] = -0.000215915771471324*G0_0 + 0.000288600288600286*G0_1 - 0.000185986852653518*G0_2 - 0.000185986852653518*G0_3 - 3.42044786489224e-05*G0_4 - 0.000179573512906847*G0_5 - 3.42044786489217e-05*G0_6 + 0.000102613435946765*G0_7 - 7.69600769600705e-05*G0_8 + 0.000513067179733844*G0_9 + 0.000102613435946765*G0_10 - 7.696007696008e-05*G0_11 + 0.000513067179733843*G0_12 + 8.55111966223033e-05*G0_13 + 0.00026936026936027*G0_14 - 1.71022393244597e-05*G0_15 + 8.55111966223068e-05*G0_16 + 0.000269360269360264*G0_17 - 1.71022393244584e-05*G0_18 + 0.000974827641494302*G0_19 - 0.00101330767997434*G0_20 + 5.13067179733847e-05*G0_21 + 0.00779862113195441*G0_22 - 0.00205226871893537*G0_23 - 0.00205226871893537*G0_24 - 0.000205226871893535*G0_25 - 0.00143658810325476*G0_26 - 0.00143658810325476*G0_27 - 0.00143658810325476*G0_28 + 0.00389931056597721*G0_29 - 0.00102613435946769*G0_30 - 0.00143658810325476*G0_31 + 0.0038993105659772*G0_32 - 0.00102613435946769*G0_33 + 0.0016418149751483*G0_34;

7416

A[23] = -0.000215915771471324*G0_0 - 0.000185986852653518*G0_1 + 0.000288600288600287*G0_2 - 0.000185986852653518*G0_3 + 0.000102613435946768*G0_4 - 7.69600769600773e-05*G0_5 + 0.000513067179733842*G0_6 - 3.42044786489196e-05*G0_7 - 0.000179573512906847*G0_8 - 3.42044786489223e-05*G0_9 + 0.000513067179733844*G0_10 - 7.69600769600779e-05*G0_11 + 0.000102613435946765*G0_12 + 8.55111966223085e-05*G0_13 + 0.000269360269360265*G0_14 - 1.71022393244591e-05*G0_15 + 0.000974827641494301*G0_16 - 0.00101330767997434*G0_17 + 5.13067179733843e-05*G0_18 + 8.55111966223067e-05*G0_19 + 0.000269360269360267*G0_20 - 1.71022393244605e-05*G0_21 - 0.00205226871893537*G0_22 + 0.0077986211319544*G0_23 - 0.00205226871893537*G0_24 - 0.00143658810325476*G0_25 + 0.00389931056597721*G0_26 - 0.00102613435946769*G0_27 - 0.000205226871893533*G0_28 - 0.00143658810325476*G0_29 - 0.00143658810325476*G0_30 - 0.00143658810325476*G0_31 - 0.00102613435946769*G0_32 + 0.0038993105659772*G0_33 + 0.0016418149751483*G0_34;

7417

A[24] = -0.000215915771471323*G0_0 - 0.000185986852653518*G0_1 - 0.000185986852653518*G0_2 + 0.000288600288600286*G0_3 + 0.000513067179733843*G0_4 - 7.69600769600774e-05*G0_5 + 0.000102613435946769*G0_6 + 0.000513067179733844*G0_7 - 7.69600769600767e-05*G0_8 + 0.000102613435946769*G0_9 - 3.42044786489211e-05*G0_10 - 0.000179573512906845*G0_11 - 3.42044786489215e-05*G0_12 + 0.000974827641494302*G0_13 - 0.00101330767997434*G0_14 + 5.13067179733814e-05*G0_15 + 8.55111966223081e-05*G0_16 + 0.000269360269360268*G0_17 - 1.71022393244613e-05*G0_18 + 8.55111966223066e-05*G0_19 + 0.000269360269360268*G0_20 - 1.71022393244604e-05*G0_21 - 0.00205226871893537*G0_22 - 0.00205226871893537*G0_23 + 0.00779862113195442*G0_24 - 0.00143658810325476*G0_25 - 0.00102613435946769*G0_26 + 0.00389931056597721*G0_27 - 0.00143658810325476*G0_28 - 0.00102613435946769*G0_29 + 0.00389931056597721*G0_30 - 0.000205226871893539*G0_31 - 0.00143658810325476*G0_32 - 0.00143658810325476*G0_33 + 0.0016418149751483*G0_34;

7418

A[25] = 0.000288600288600288*G0_0 - 0.000215915771471325*G0_1 - 0.000185986852653517*G0_2 - 0.000185986852653518*G0_3 - 3.42044786489237e-05*G0_4 - 0.000179573512906846*G0_5 - 3.42044786489223e-05*G0_6 + 8.55111966223068e-05*G0_7 + 0.000269360269360267*G0_8 - 1.7102239324461e-05*G0_9 + 8.55111966223059e-05*G0_10 + 0.000269360269360269*G0_11 - 1.71022393244608e-05*G0_12 + 0.000102613435946764*G0_13 - 7.69600769600725e-05*G0_14 + 0.000513067179733842*G0_15 + 0.000102613435946766*G0_16 - 7.69600769600769e-05*G0_17 + 0.000513067179733842*G0_18 + 5.1306717973382e-05*G0_19 - 0.00101330767997434*G0_20 + 0.000974827641494301*G0_21 - 0.000205226871893535*G0_22 - 0.00143658810325476*G0_23 - 0.00143658810325476*G0_24 + 0.00779862113195441*G0_25 - 0.00205226871893537*G0_26 - 0.00205226871893537*G0_27 + 0.00389931056597721*G0_28 - 0.00143658810325476*G0_29 - 0.00102613435946769*G0_30 + 0.0038993105659772*G0_31 - 0.00143658810325476*G0_32 - 0.00102613435946769*G0_33 + 0.00164181497514829*G0_34;

7419

A[26] = -0.000185986852653517*G0_0 - 0.000215915771471325*G0_1 + 0.000288600288600287*G0_2 - 0.000185986852653518*G0_3 + 0.000102613435946769*G0_4 - 7.69600769600767e-05*G0_5 + 0.000513067179733841*G0_6 + 8.55111966223095e-05*G0_7 + 0.000269360269360265*G0_8 - 1.71022393244608e-05*G0_9 + 0.000974827641494302*G0_10 - 0.00101330767997434*G0_11 + 5.1306717973383e-05*G0_12 - 3.42044786489215e-05*G0_13 - 0.000179573512906847*G0_14 - 3.42044786489216e-05*G0_15 + 0.000513067179733842*G0_16 - 7.69600769600755e-05*G0_17 + 0.000102613435946767*G0_18 - 1.7102239324462e-05*G0_19 + 0.000269360269360268*G0_20 + 8.55111966223068e-05*G0_21 - 0.00143658810325476*G0_22 + 0.00389931056597721*G0_23 - 0.00102613435946769*G0_24 - 0.00205226871893537*G0_25 + 0.00779862113195441*G0_26 - 0.00205226871893537*G0_27 - 0.00143658810325476*G0_28 - 0.000205226871893539*G0_29 - 0.00143658810325476*G0_30 - 0.00102613435946769*G0_31 - 0.00143658810325476*G0_32 + 0.00389931056597721*G0_33 + 0.0016418149751483*G0_34;

7420

A[27] = -0.000185986852653516*G0_0 - 0.000215915771471326*G0_1 - 0.000185986852653518*G0_2 + 0.000288600288600286*G0_3 + 0.000513067179733843*G0_4 - 7.69600769600763e-05*G0_5 + 0.000102613435946769*G0_6 + 0.000974827641494303*G0_7 - 0.00101330767997434*G0_8 + 5.13067179733836e-05*G0_9 + 8.55111966223087e-05*G0_10 + 0.000269360269360266*G0_11 - 1.71022393244606e-05*G0_12 + 0.000513067179733844*G0_13 - 7.69600769600781e-05*G0_14 + 0.000102613435946767*G0_15 - 3.42044786489207e-05*G0_16 - 0.000179573512906844*G0_17 - 3.42044786489213e-05*G0_18 - 1.71022393244616e-05*G0_19 + 0.000269360269360267*G0_20 + 8.55111966223086e-05*G0_21 - 0.00143658810325476*G0_22 - 0.00102613435946769*G0_23 + 0.00389931056597721*G0_24 - 0.00205226871893537*G0_25 - 0.00205226871893537*G0_26 + 0.00779862113195441*G0_27 - 0.00102613435946768*G0_28 - 0.00143658810325476*G0_29 + 0.00389931056597721*G0_30 - 0.00143658810325476*G0_31 - 0.00020522687189354*G0_32 - 0.00143658810325476*G0_33 + 0.0016418149751483*G0_34;

7421

A[28] = 0.000288600288600288*G0_0 - 0.000185986852653518*G0_1 - 0.000215915771471325*G0_2 - 0.000185986852653518*G0_3 + 8.55111966223069e-05*G0_4 + 0.000269360269360266*G0_5 - 1.71022393244599e-05*G0_6 - 3.42044786489216e-05*G0_7 - 0.000179573512906847*G0_8 - 3.42044786489219e-05*G0_9 - 1.71022393244608e-05*G0_10 + 0.000269360269360268*G0_11 + 8.55111966223078e-05*G0_12 + 0.000102613435946765*G0_13 - 7.69600769600747e-05*G0_14 + 0.000513067179733842*G0_15 + 5.13067179733837e-05*G0_16 - 0.00101330767997434*G0_17 + 0.000974827641494299*G0_18 + 0.000102613435946765*G0_19 - 7.69600769600811e-05*G0_20 + 0.000513067179733846*G0_21 - 0.00143658810325476*G0_22 - 0.000205226871893533*G0_23 - 0.00143658810325476*G0_24 + 0.00389931056597721*G0_25 - 0.00143658810325476*G0_26 - 0.00102613435946768*G0_27 + 0.00779862113195441*G0_28 - 0.00205226871893537*G0_29 - 0.00205226871893537*G0_30 + 0.0038993105659772*G0_31 - 0.00102613435946768*G0_32 - 0.00143658810325476*G0_33 + 0.0016418149751483*G0_34;

7422

A[29] = -0.000185986852653516*G0_0 + 0.000288600288600286*G0_1 - 0.000215915771471325*G0_2 - 0.000185986852653518*G0_3 + 8.5511196622306e-05*G0_4 + 0.000269360269360267*G0_5 - 1.71022393244613e-05*G0_6 + 0.000102613435946766*G0_7 - 7.69600769600719e-05*G0_8 + 0.000513067179733843*G0_9 + 5.13067179733822e-05*G0_10 - 0.00101330767997434*G0_11 + 0.000974827641494299*G0_12 - 3.42044786489269e-05*G0_13 - 0.000179573512906841*G0_14 - 3.42044786489229e-05*G0_15 - 1.71022393244635e-05*G0_16 + 0.000269360269360266*G0_17 + 8.55111966223075e-05*G0_18 + 0.000513067179733842*G0_19 - 7.69600769600794e-05*G0_20 + 0.000102613435946766*G0_21 + 0.00389931056597721*G0_22 - 0.00143658810325476*G0_23 - 0.00102613435946769*G0_24 - 0.00143658810325476*G0_25 - 0.000205226871893539*G0_26 - 0.00143658810325476*G0_27 - 0.00205226871893537*G0_28 + 0.00779862113195441*G0_29 - 0.00205226871893537*G0_30 - 0.00102613435946768*G0_31 + 0.0038993105659772*G0_32 - 0.00143658810325476*G0_33 + 0.00164181497514829*G0_34;

7423

A[30] = -0.000185986852653516*G0_0 - 0.000185986852653518*G0_1 - 0.000215915771471326*G0_2 + 0.000288600288600286*G0_3 + 0.000974827641494302*G0_4 - 0.00101330767997434*G0_5 + 5.13067179733843e-05*G0_6 + 0.000513067179733844*G0_7 - 7.69600769600757e-05*G0_8 + 0.000102613435946768*G0_9 - 1.71022393244607e-05*G0_10 + 0.000269360269360267*G0_11 + 8.55111966223084e-05*G0_12 + 0.000513067179733843*G0_13 - 7.69600769600771e-05*G0_14 + 0.000102613435946767*G0_15 - 1.71022393244603e-05*G0_16 + 0.000269360269360267*G0_17 + 8.55111966223083e-05*G0_18 - 3.42044786489223e-05*G0_19 - 0.000179573512906843*G0_20 - 3.42044786489213e-05*G0_21 - 0.00102613435946769*G0_22 - 0.00143658810325476*G0_23 + 0.00389931056597721*G0_24 - 0.00102613435946769*G0_25 - 0.00143658810325476*G0_26 + 0.00389931056597721*G0_27 - 0.00205226871893537*G0_28 - 0.00205226871893537*G0_29 + 0.00779862113195441*G0_30 - 0.00143658810325476*G0_31 - 0.00143658810325476*G0_32 - 0.000205226871893541*G0_33 + 0.0016418149751483*G0_34;

7424

A[31] = 0.000288600288600288*G0_0 - 0.000185986852653518*G0_1 - 0.000185986852653518*G0_2 - 0.000215915771471325*G0_3 - 1.71022393244613e-05*G0_4 + 0.000269360269360266*G0_5 + 8.55111966223082e-05*G0_6 - 1.71022393244602e-05*G0_7 + 0.000269360269360265*G0_8 + 8.55111966223077e-05*G0_9 - 3.42044786489231e-05*G0_10 - 0.000179573512906844*G0_11 - 3.42044786489222e-05*G0_12 + 5.1306717973382e-05*G0_13 - 0.00101330767997434*G0_14 + 0.000974827641494299*G0_15 + 0.000102613435946769*G0_16 - 7.69600769600756e-05*G0_17 + 0.000513067179733842*G0_18 + 0.000102613435946767*G0_19 - 7.69600769600807e-05*G0_20 + 0.000513067179733844*G0_21 - 0.00143658810325476*G0_22 - 0.00143658810325476*G0_23 - 0.000205226871893539*G0_24 + 0.0038993105659772*G0_25 - 0.00102613435946769*G0_26 - 0.00143658810325476*G0_27 + 0.0038993105659772*G0_28 - 0.00102613435946768*G0_29 - 0.00143658810325476*G0_30 + 0.0077986211319544*G0_31 - 0.00205226871893536*G0_32 - 0.00205226871893537*G0_33 + 0.0016418149751483*G0_34;

7425

A[32] = -0.000185986852653516*G0_0 + 0.000288600288600286*G0_1 - 0.000185986852653517*G0_2 - 0.000215915771471325*G0_3 - 1.71022393244626e-05*G0_4 + 0.000269360269360267*G0_5 + 8.5511196622307e-05*G0_6 + 5.13067179733814e-05*G0_7 - 0.00101330767997433*G0_8 + 0.000974827641494299*G0_9 + 0.000102613435946767*G0_10 - 7.69600769600769e-05*G0_11 + 0.000513067179733841*G0_12 - 1.71022393244646e-05*G0_13 + 0.000269360269360268*G0_14 + 8.55111966223068e-05*G0_15 - 3.4204478648925e-05*G0_16 - 0.000179573512906847*G0_17 - 3.42044786489218e-05*G0_18 + 0.000513067179733841*G0_19 - 7.69600769600793e-05*G0_20 + 0.000102613435946768*G0_21 + 0.0038993105659772*G0_22 - 0.00102613435946769*G0_23 - 0.00143658810325476*G0_24 - 0.00143658810325476*G0_25 - 0.00143658810325476*G0_26 - 0.00020522687189354*G0_27 - 0.00102613435946768*G0_28 + 0.0038993105659772*G0_29 - 0.00143658810325476*G0_30 - 0.00205226871893536*G0_31 + 0.0077986211319544*G0_32 - 0.00205226871893537*G0_33 + 0.00164181497514829*G0_34;

7426

A[33] = -0.000185986852653516*G0_0 - 0.000185986852653517*G0_1 + 0.000288600288600287*G0_2 - 0.000215915771471325*G0_3 + 5.13067179733842e-05*G0_4 - 0.00101330767997434*G0_5 + 0.000974827641494299*G0_6 - 1.71022393244591e-05*G0_7 + 0.000269360269360265*G0_8 + 8.5511196622308e-05*G0_9 + 0.000513067179733843*G0_10 - 7.69600769600759e-05*G0_11 + 0.000102613435946768*G0_12 - 1.71022393244607e-05*G0_13 + 0.000269360269360265*G0_14 + 8.55111966223087e-05*G0_15 + 0.000513067179733842*G0_16 - 7.69600769600766e-05*G0_17 + 0.00010261343594677*G0_18 - 3.42044786489233e-05*G0_19 - 0.000179573512906844*G0_20 - 3.42044786489227e-05*G0_21 - 0.00102613435946769*G0_22 + 0.0038993105659772*G0_23 - 0.00143658810325476*G0_24 - 0.00102613435946769*G0_25 + 0.00389931056597721*G0_26 - 0.00143658810325476*G0_27 - 0.00143658810325476*G0_28 - 0.00143658810325476*G0_29 - 0.000205226871893541*G0_30 - 0.00205226871893537*G0_31 - 0.00205226871893537*G0_32 + 0.0077986211319544*G0_33 + 0.00164181497514829*G0_34;

7427

A[34] = -0.000538720538720522*G0_0 - 0.000538720538720536*G0_1 - 0.000538720538720534*G0_2 - 0.000538720538720538*G0_3 + 0.00109454331676553*G0_4 - 0.00102613435946769*G0_5 + 0.00109454331676554*G0_6 + 0.00109454331676554*G0_7 - 0.00102613435946769*G0_8 + 0.00109454331676554*G0_9 + 0.00109454331676553*G0_10 - 0.00102613435946769*G0_11 + 0.00109454331676553*G0_12 + 0.00109454331676553*G0_13 - 0.00102613435946768*G0_14 + 0.00109454331676553*G0_15 + 0.00109454331676553*G0_16 - 0.00102613435946769*G0_17 + 0.00109454331676554*G0_18 + 0.00109454331676553*G0_19 - 0.0010261343594677*G0_20 + 0.00109454331676554*G0_21 + 0.0016418149751483*G0_22 + 0.0016418149751483*G0_23 + 0.0016418149751483*G0_24 + 0.00164181497514829*G0_25 + 0.0016418149751483*G0_26 + 0.0016418149751483*G0_27 + 0.0016418149751483*G0_28 + 0.00164181497514829*G0_29 + 0.0016418149751483*G0_30 + 0.0016418149751483*G0_31 + 0.00164181497514829*G0_32 + 0.00164181497514829*G0_33 + 0.0262690396023728*G0_34;

7428

}

7429

7430

};

7431

7432

/// This class defines the interface for the assembly of the global

7433

/// tensor corresponding to a form with r + n arguments, that is, a

7434

/// mapping

7435

///

7436

/// a : V1 x V2 x ... Vr x W1 x W2 x ... x Wn -> R

7437

///

7438

/// with arguments v1, v2, ..., vr, w1, w2, ..., wn. The rank r

7439

/// global tensor A is defined by

7440

///

7441

/// A = a(V1, V2, ..., Vr, w1, w2, ..., wn),

7442

///

7443

/// where each argument Vj represents the application to the

7444

/// sequence of basis functions of Vj and w1, w2, ..., wn are given

7445

/// fixed functions (coefficients).

7446

7447

class UFC_Poisson3D_4LinearForm: public ufc::form

7448

{

7449

public:

7450

7451

/// Constructor

7452

UFC_Poisson3D_4LinearForm() : ufc::form()

7453

{

7454

// Do nothing

7455

}

7456

7457

/// Destructor

7458

virtual ~UFC_Poisson3D_4LinearForm()

7459

{

7460

// Do nothing

7461

}

7462

7463

/// Return a string identifying the form

7464

virtual const char* signature() const

7465

{

7466

return "w0_a0[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34] | vi0[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34]*va0[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34]*dX(0)";

7467

}

7468

7469

/// Return the rank of the global tensor (r)

7470

virtual unsigned int rank() const

7471

{

7472

return 1;

7473

}

7474

7475

/// Return the number of coefficients (n)

7476

virtual unsigned int num_coefficients() const

7477

{

7478

return 1;

7479

}

7480

7481

/// Return the number of cell integrals

7482

virtual unsigned int num_cell_integrals() const

7483

{

7484

return 1;

7485

}

7486

7487

/// Return the number of exterior facet integrals

7488

virtual unsigned int num_exterior_facet_integrals() const

7489

{

7490

return 0;

7491

}

7492

7493

/// Return the number of interior facet integrals

7494

virtual unsigned int num_interior_facet_integrals() const

7495

{

7496

return 0;

7497

}

7498

7499

/// Create a new finite element for argument function i

7500

virtual ufc::finite_element* create_finite_element(unsigned int i) const

7501

{

7502

switch ( i )

7503

{

7504

case 0:

7505

return new UFC_Poisson3D_4LinearForm_finite_element_0();

7506

break;

7507

case 1:

7508

return new UFC_Poisson3D_4LinearForm_finite_element_1();

7509

break;

7510

}

7511

return 0;

7512

}

7513

7514

/// Create a new dof map for argument function i

7515

virtual ufc::dof_map* create_dof_map(unsigned int i) const

7516

{

7517

switch ( i )

7518

{

7519

case 0:

7520

return new UFC_Poisson3D_4LinearForm_dof_map_0();

7521

break;

7522

case 1:

7523

return new UFC_Poisson3D_4LinearForm_dof_map_1();

7524

break;

7525

}

7526

return 0;

7527

}

7528

7529

/// Create a new cell integral on sub domain i

7530

virtual ufc::cell_integral* create_cell_integral(unsigned int i) const

7531

{

7532

return new UFC_Poisson3D_4LinearForm_cell_integral_0();

7533

}

7534

7535

/// Create a new exterior facet integral on sub domain i

7536

virtual ufc::exterior_facet_integral* create_exterior_facet_integral(unsigned int i) const

7537

{

7538

return 0;

7539

}

7540

7541

/// Create a new interior facet integral on sub domain i

7542

virtual ufc::interior_facet_integral* create_interior_facet_integral(unsigned int i) const

7543

{

7544

return 0;

7545

}

7546

7547

};

7548

7549

// DOLFIN wrappers

7550

7551

#include <dolfin/fem/Form.h>

7552

#include <dolfin/fem/FiniteElement.h>

7553

#include <dolfin/fem/DofMap.h>

7554

#include <dolfin/function/Coefficient.h>

7555

#include <dolfin/function/Function.h>

7556

#include <dolfin/function/FunctionSpace.h>

7557

7558

class Poisson3D_4BilinearFormFunctionSpace0 : public dolfin::FunctionSpace

7559

{

7560

public:

7561

7562

Poisson3D_4BilinearFormFunctionSpace0(const dolfin::Mesh& mesh)

7563

: dolfin::FunctionSpace(boost::shared_ptr<const dolfin::Mesh>(&mesh, dolfin::NoDeleter<const dolfin::Mesh>()),

7564

boost::shared_ptr<const dolfin::FiniteElement>(new dolfin::FiniteElement(boost::shared_ptr<ufc::finite_element>(new UFC_Poisson3D_4LinearForm_finite_element_1()))),

7565

boost::shared_ptr<const dolfin::DofMap>(new dolfin::DofMap(boost::shared_ptr<ufc::dof_map>(new UFC_Poisson3D_4LinearForm_dof_map_1()), mesh)))

7566

{

7567

// Do nothing

7568

}

7569

7570

};

7571

7572

class Poisson3D_4BilinearFormFunctionSpace1 : public dolfin::FunctionSpace

7573

{

7574

public:

7575

7576

Poisson3D_4BilinearFormFunctionSpace1(const dolfin::Mesh& mesh)

7577

: dolfin::FunctionSpace(boost::shared_ptr<const dolfin::Mesh>(&mesh, dolfin::NoDeleter<const dolfin::Mesh>()),

7578

boost::shared_ptr<const dolfin::FiniteElement>(new dolfin::FiniteElement(boost::shared_ptr<ufc::finite_element>(new UFC_Poisson3D_4LinearForm_finite_element_1()))),

7579

boost::shared_ptr<const dolfin::DofMap>(new dolfin::DofMap(boost::shared_ptr<ufc::dof_map>(new UFC_Poisson3D_4LinearForm_dof_map_1()), mesh)))

7580

{

7581

// Do nothing

7582

}

7583

7584

};

7585

7586

class Poisson3D_4LinearFormFunctionSpace0 : public dolfin::FunctionSpace

7587

{

7588

public:

7589

7590

Poisson3D_4LinearFormFunctionSpace0(const dolfin::Mesh& mesh)

7591

: dolfin::FunctionSpace(boost::shared_ptr<const dolfin::Mesh>(&mesh, dolfin::NoDeleter<const dolfin::Mesh>()),

7592

boost::shared_ptr<const dolfin::FiniteElement>(new dolfin::FiniteElement(boost::shared_ptr<ufc::finite_element>(new UFC_Poisson3D_4LinearForm_finite_element_1()))),

7593

boost::shared_ptr<const dolfin::DofMap>(new dolfin::DofMap(boost::shared_ptr<ufc::dof_map>(new UFC_Poisson3D_4LinearForm_dof_map_1()), mesh)))

7594

{

7595

// Do nothing

7596

}

7597

7598

};

7599

7600

class Poisson3D_4LinearFormCoefficientSpace0 : public dolfin::FunctionSpace

7601

{

7602

public:

7603

7604

Poisson3D_4LinearFormCoefficientSpace0(const dolfin::Mesh& mesh)

7605

: dolfin::FunctionSpace(boost::shared_ptr<const dolfin::Mesh>(&mesh, dolfin::NoDeleter<const dolfin::Mesh>()),

7606

boost::shared_ptr<const dolfin::FiniteElement>(new dolfin::FiniteElement(boost::shared_ptr<ufc::finite_element>(new UFC_Poisson3D_4LinearForm_finite_element_1()))),

7607

boost::shared_ptr<const dolfin::DofMap>(new dolfin::DofMap(boost::shared_ptr<ufc::dof_map>(new UFC_Poisson3D_4LinearForm_dof_map_1()), mesh)))

7608

{

7609

// Do nothing

7610

}

7611

7612

};

7613

7614

class Poisson3D_4TestSpace : public dolfin::FunctionSpace

7615

{

7616

public:

7617

7618

Poisson3D_4TestSpace(const dolfin::Mesh& mesh)

7619

: dolfin::FunctionSpace(boost::shared_ptr<const dolfin::Mesh>(&mesh, dolfin::NoDeleter<const dolfin::Mesh>()),

7620

boost::shared_ptr<const dolfin::FiniteElement>(new dolfin::FiniteElement(boost::shared_ptr<ufc::finite_element>(new UFC_Poisson3D_4LinearForm_finite_element_1()))),

7621

boost::shared_ptr<const dolfin::DofMap>(new dolfin::DofMap(boost::shared_ptr<ufc::dof_map>(new UFC_Poisson3D_4LinearForm_dof_map_1()), mesh)))

7622

{

7623

// Do nothing

7624

}

7625

7626

};

7627

7628

class Poisson3D_4TrialSpace : public dolfin::FunctionSpace

7629

{

7630

public:

7631

7632

Poisson3D_4TrialSpace(const dolfin::Mesh& mesh)

7633

: dolfin::FunctionSpace(boost::shared_ptr<const dolfin::Mesh>(&mesh, dolfin::NoDeleter<const dolfin::Mesh>()),

7634

boost::shared_ptr<const dolfin::FiniteElement>(new dolfin::FiniteElement(boost::shared_ptr<ufc::finite_element>(new UFC_Poisson3D_4LinearForm_finite_element_1()))),

7635

boost::shared_ptr<const dolfin::DofMap>(new dolfin::DofMap(boost::shared_ptr<ufc::dof_map>(new UFC_Poisson3D_4LinearForm_dof_map_1()), mesh)))

7636

{

7637

// Do nothing

7638

}

7639

7640

};

7641

7642

class Poisson3D_4CoefficientSpace : public dolfin::FunctionSpace

7643

{

7644

public:

7645

7646

Poisson3D_4CoefficientSpace(const dolfin::Mesh& mesh)

7647

: dolfin::FunctionSpace(boost::shared_ptr<const dolfin::Mesh>(&mesh, dolfin::NoDeleter<const dolfin::Mesh>()),

7648

boost::shared_ptr<const dolfin::FiniteElement>(new dolfin::FiniteElement(boost::shared_ptr<ufc::finite_element>(new UFC_Poisson3D_4LinearForm_finite_element_1()))),

7649

boost::shared_ptr<const dolfin::DofMap>(new dolfin::DofMap(boost::shared_ptr<ufc::dof_map>(new UFC_Poisson3D_4LinearForm_dof_map_1()), mesh)))

7650

{

7651

// Do nothing

7652

}

7653

7654

};

7655

7656

class Poisson3D_4FunctionSpace : public dolfin::FunctionSpace

7657

{

7658

public:

7659

7660

Poisson3D_4FunctionSpace(const dolfin::Mesh& mesh)

7661

: dolfin::FunctionSpace(boost::shared_ptr<const dolfin::Mesh>(&mesh, dolfin::NoDeleter<const dolfin::Mesh>()),

7662

boost::shared_ptr<const dolfin::FiniteElement>(new dolfin::FiniteElement(boost::shared_ptr<ufc::finite_element>(new UFC_Poisson3D_4LinearForm_finite_element_1()))),

7663

boost::shared_ptr<const dolfin::DofMap>(new dolfin::DofMap(boost::shared_ptr<ufc::dof_map>(new UFC_Poisson3D_4LinearForm_dof_map_1()), mesh)))

7664

{

7665

// Do nothing

7666

}

7667

7668

};

7669

7670

class Poisson3D_4BilinearForm : public dolfin::Form

7671

{

7672

public:

7673

7674

// Create form on given function space(s)

7675

Poisson3D_4BilinearForm(const dolfin::FunctionSpace& V0, const dolfin::FunctionSpace& V1) : dolfin::Form()

7676

{

7677

boost::shared_ptr<const dolfin::FunctionSpace> _V0(&V0, dolfin::NoDeleter<const dolfin::FunctionSpace>());

7678

_function_spaces.push_back(_V0);

7679

boost::shared_ptr<const dolfin::FunctionSpace> _V1(&V1, dolfin::NoDeleter<const dolfin::FunctionSpace>());

7680

_function_spaces.push_back(_V1);

7681

7682

_ufc_form = boost::shared_ptr<const ufc::form>(new UFC_Poisson3D_4BilinearForm());

7683

}

7684

7685

// Create form on given function space(s) (shared data)

7686

Poisson3D_4BilinearForm(boost::shared_ptr<const dolfin::FunctionSpace> V0, boost::shared_ptr<const dolfin::FunctionSpace> V1) : dolfin::Form()

7687

{

7688

_function_spaces.push_back(V0);

7689

_function_spaces.push_back(V1);

7690

7691

_ufc_form = boost::shared_ptr<const ufc::form>(new UFC_Poisson3D_4BilinearForm());

7692

}

7693

7694

// Destructor

7695

~Poisson3D_4BilinearForm() {}

7696

7697

};

7698

7699

class Poisson3D_4LinearFormCoefficient0 : public dolfin::Coefficient

7700

{

7701

public:

7702

7703

// Constructor

7704

Poisson3D_4LinearFormCoefficient0(dolfin::Form& form) : dolfin::Coefficient(form) {}

7705

7706

// Destructor

7707

~Poisson3D_4LinearFormCoefficient0() {}

7708

7709

// Attach function to coefficient

7710

const Poisson3D_4LinearFormCoefficient0& operator= (dolfin::Function& v)

7711

{

7712

attach(v);

7713

return *this;

7714

}

7715

7716

/// Create function space for coefficient

7717

const dolfin::FunctionSpace* create_function_space() const

7718

{

7719

return new Poisson3D_4LinearFormCoefficientSpace0(form.mesh());

7720

}

7721

7722

/// Return coefficient number

7723

dolfin::uint number() const

7724

{

7725

return 0;

7726

}

7727

7728

/// Return coefficient name

7729

virtual std::string name() const

7730

{

7731

return "f";

7732

}

7733

7734

};

7735

class Poisson3D_4LinearForm : public dolfin::Form

7736

{

7737

public:

7738

7739

// Create form on given function space(s)

7740

Poisson3D_4LinearForm(const dolfin::FunctionSpace& V0) : dolfin::Form(), f(*this)

7741

{

7742

boost::shared_ptr<const dolfin::FunctionSpace> _V0(&V0, dolfin::NoDeleter<const dolfin::FunctionSpace>());

7743

_function_spaces.push_back(_V0);

7744

7745

_coefficients.push_back(boost::shared_ptr<const dolfin::Function>(static_cast<const dolfin::Function*>(0)));

7746

7747

_ufc_form = boost::shared_ptr<const ufc::form>(new UFC_Poisson3D_4LinearForm());

7748

}

7749

7750

// Create form on given function space(s) (shared data)

7751

Poisson3D_4LinearForm(boost::shared_ptr<const dolfin::FunctionSpace> V0) : dolfin::Form(), f(*this)

7752

{

7753

_function_spaces.push_back(V0);

7754

7755

_coefficients.push_back(boost::shared_ptr<const dolfin::Function>(static_cast<const dolfin::Function*>(0)));

7756

7757

_ufc_form = boost::shared_ptr<const ufc::form>(new UFC_Poisson3D_4LinearForm());

7758

}

7759

7760

// Create form on given function space(s) with given coefficient(s)

7761

Poisson3D_4LinearForm(const dolfin::FunctionSpace& V0, dolfin::Function& w0) : dolfin::Form(), f(*this)

7762

{

7763

boost::shared_ptr<const dolfin::FunctionSpace> _V0(&V0, dolfin::NoDeleter<const dolfin::FunctionSpace>());

7764

_function_spaces.push_back(_V0);

7765

7766

_coefficients.push_back(boost::shared_ptr<const dolfin::Function>(static_cast<const dolfin::Function*>(0)));

7767

7768

this->f = w0;

7769

7770

_ufc_form = boost::shared_ptr<const ufc::form>(new UFC_Poisson3D_4LinearForm());

7771

}

7772

7773

// Create form on given function space(s) with given coefficient(s) (shared data)

7774

Poisson3D_4LinearForm(boost::shared_ptr<const dolfin::FunctionSpace> V0, dolfin::Function& w0) : dolfin::Form(), f(*this)

7775

{

7776

_function_spaces.push_back(V0);

7777

7778

_coefficients.push_back(boost::shared_ptr<const dolfin::Function>(static_cast<const dolfin::Function*>(0)));

7779

7780

this->f = w0;

7781

7782

_ufc_form = boost::shared_ptr<const ufc::form>(new UFC_Poisson3D_4LinearForm());

7783

}

7784

7785

// Destructor

7786

~Poisson3D_4LinearForm() {}

7787

7788

// Coefficients

7789

Poisson3D_4LinearFormCoefficient0 f;

7790

7791

};

7792

7793

#endif