 \left(z-\dfrac{0}{\mu_{0,0}-\mu_{0,0}} \right) \left(z-\dfrac{0}{\mu_{0,0}-\mu_{0,0}} \right) \left(z-\dfrac{0}{\mu_{0,0}-\mu_{0,0}} \right)  \\ w_{0}^{0}&=&K_{0} \left(z-\dfrac{0}{0-\mu_{0,0}} \right) \left(z-\dfrac{0}{\lambda-\mu_{0,0}} \right) \left(z-\dfrac{0}{\mu_{0,0}-\mu_{0,0}} \right)  \\ w_{0}^{0}&=&K_{0} \left(z-\dfrac{0}{0-\mu_{0,0}} \right) \left(z-\dfrac{0}{\lambda-\mu_{0,0}} \right) \left(z-\dfrac{0}{\mu_{0,0}-\mu_{0,0}} \right) \left(z-\dfrac{0}{\mu_{0,0}-\mu_{0,0}} \right)  \\ w_{0}^{0}&=&K_{0} z\left(z+\dfrac{0}{\mu_{0,0}} \right) \left(z-\dfrac{0}{\mu_{0,0}-\mu_{0,0}} \right)  \\ w_{0}^{0}&=&K_{0} z\left(z+\dfrac{0}{\mu_{0,0}} \right) \left(z-\dfrac{0}{\mu_{0,0}-\mu_{0,0}} \right) \left(z-\dfrac{0}{\mu_{0,0}-\mu_{0,0}} \right)  \\ w_{0}^{0}&=&K_{0} z\left(z+\dfrac{0}{\mu_{0,0}} \right) \left(z-\dfrac{0}{