$\alpha_1(0)$ = | $\alpha_2(0)$ = | $\alpha_3(0)$ = | $\alpha_4(0)$ = |
$\alpha'_1$ = | $\alpha'_2$ = | $\alpha'_3$ = | $\alpha'_4$ = |
$-------------$ | $------------$ | $-------------$ | $------------$ |
$\alpha_5(0)$ = | $\alpha_6(0)$ = | $\alpha_7(0)$ = | $\alpha_8(0)$ = |
$\alpha'_5$ = | $\alpha'_6$ = | $\alpha'_7$ = | $\alpha'_8$ = |
$-------------$ | $------------$ | $-------------$ | $------------$ |
$\beta_{11}^{(0)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$\beta_{14}^{(0)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$----$ | $-----------$ | $-----------$ | $------------$ | $-----------$ |
$\beta_{12}^{(+)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$\beta_{18}^{(+)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$----$ | $-----------$ | $-----------$ | $------------$ | $-----------$ |
$\beta_{13}^{(-)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$\beta_{15}^{(-)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$----$ | $-----------$ | $-----------$ | $------------$ | $-----------$ |
$----$ | $-----------$ | $-----------$ | $------------$ | $-----------$ |
$\beta_{26}^{(0)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$\beta_{26}^{(+)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$\beta_{26}^{(-)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$----$ | $-----------$ | $-----------$ | $------------$ | $-----------$ |
$\beta_{37}^{(0)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$\beta_{37}^{(+)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$\beta_{36}^{(-)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$----$ | $-----------$ | $-----------$ | $------------$ | $-----------$ |
$\beta_{41}^{(0)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$\beta_{44}^{(0)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$----$ | $-----------$ | $-----------$ | $------------$ | $-----------$ |
$\beta_{42}^{(+)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$\beta_{44}^{(+)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$----$ | $-----------$ | $-----------$ | $------------$ | $-----------$ |
$\beta_{42}^{(-)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$\beta_{44}^{(-)}$: | $\beta_{0}$ = | $b$ = | $\gamma_1$ = | $\gamma_2$ = |
$----$ | $-----------$ | $-----------$ | $------------$ | $-----------$ |