\left (\left (8\,L+4\,\left (r^{2}+1\right )c+4\,r^{2}d\right )\psi-2
\,\left (8\,r^{2}\sqrt {6}-3\,r^{2}+3+4\,\sqrt {6}\right )L\right )
\theta^{2}-{\frac {\left (16\,r+16\right )\left (r^{2}-r+1\right )L
\theta^{3}}{3}}+\left (\left (-4\,c-4\,L\right )\psi^{2}+\left (2\,
\left (4\,\sqrt {6}+3\right )L+4\,\left (\sqrt {6}+1-r+2\,r\sqrt {6}
\right )c+4\,r\left (2\,\sqrt {6}-1\right )d\right )\psi+2\,\left (4\,
r\sqrt {6}-\sqrt {6}-41\,r-5\right )L\right )\theta+\left ({\frac {c}{
3}}-{\frac {d}{3}}+L\right )\psi^{3}+\left (-{\frac {\left (4\,\sqrt {
6}+3\right )L}{2}}-2\,\left (1+\sqrt {6}\right )c-{\frac {d}{2}}
\right )\psi^{2}+\left (\left (3+\sqrt {6}\right )L-2\,\left (\sqrt {6
}-14\right )c-\left (3\,\sqrt {6}-23\right )d\right )\psi-3\,\left (7
\,\sqrt {6}-5\right )L+2\,d
