	$H_{i}$ &2&$\sigma_{\varepsilon}^{2} + 5\sigma_{R}^{2} + 25\sigma_{HPC}^{2} + 50\sigma_{HC}^{2} + 50\sigma_{HP}^{2} + 100\sigma_{H}^{2}$&$- -$\\
	$P_{j}$ &1&$\sigma_{\varepsilon}^{2} + 5\sigma_{R}^{2} + 25\sigma_{HPC}^{2} + 75\sigma_{PC}^{2} + 50\sigma_{HP}^{2} + 150\sigma_{P}^{2}$&$- -$\\
	$HP_{ij}$ &2&$\sigma_{\varepsilon}^{2} + 5\sigma_{R}^{2} + 25\sigma_{HPC}^{2} + 50\sigma_{HP}^{2}$&$MS(HP)/MS(HPC)$\\
	$C_{k}$ &1&$\sigma_{\varepsilon}^{2} + 5\sigma_{R}^{2} + 25\sigma_{HPC}^{2} + 75\sigma_{PC}^{2} + 50\sigma_{HC}^{2} + 150\sigma_{C}^{2}$&$- -$\\
	$HC_{ik}$ &2&$\sigma_{\varepsilon}^{2} + 5\sigma_{R}^{2} + 25\sigma_{HPC}^{2} + 50\sigma_{HC}^{2}$&$MS(HC)/MS(HPC)$\\
	$PC_{jk}$ &1&$\sigma_{\varepsilon}^{2} + 5\sigma_{R}^{2} + 25\sigma_{HPC}^{2} + 75\sigma_{PC}^{2}$&$MS(PC)/MS(HPC)$\\
	$HPC_{ijk}$ &2&$\sigma_{\varepsilon}^{2} + 5\sigma_{R}^{2} + 25\sigma_{HPC}^{2}$&$MS(HPC)/MS(R)$\\
	$R_{l(ijk)}$ &48&$\sigma_{\varepsilon}^{2} + 5\sigma_{R}^{2}$&$MS(R)/MS(\varepsilon)$\\
	$W_{m}$ &4&$\sigma_{\varepsilon}^{2} + \sigma_{RW}^{2} + 5\sigma_{HPCW}^{2} + 15\sigma_{PCW}^{2} + 10\sigma_{HCW}^{2} + 30\sigma_{CW}^{2} + 10\sigma_{HPW}^{2} + 30\sigma_{PW}^{2} + 20\sigma_{HW}^{2} + 60\sigma_{\delta}^{2} + 60\sigma_{W}^{2}$&$- -$\\
	$\delta_{n(m)}$&0&$60\sigma_{\delta}^{2}$&$- -$\\
	$HW_{im}$ &8&$\sigma_{\varepsilon}^{2} + \sigma_{RW}^{2} + 5\sigma_{HPCW}^{2} + 10\sigma_{HCW}^{2} + 10\sigma_{HPW}^{2} + 20\sigma_{HW}^{2}$&$- -$\\
	$PW_{jm}$ &4&$\sigma_{\varepsilon}^{2} + \sigma_{RW}^{2} + 5\sigma_{HPCW}^{2} + 15\sigma_{PCW}^{2} + 10\sigma_{HPW}^{2} + 30\sigma_{PW}^{2}$&$- -$\\
	$HPW_{ijm}$ &8&$\sigma_{\varepsilon}^{2} + \sigma_{RW}^{2} + 5\sigma_{HPCW}^{2} + 10\sigma_{HPW}^{2}$&$MS(HPW)/MS(HPCW)$\\
	$CW_{km}$ &4&$\sigma_{\varepsilon}^{2} + \sigma_{RW}^{2} + 5\sigma_{HPCW}^{2} + 15\sigma_{PCW}^{2} + 10\sigma_{HCW}^{2} + 30\sigma_{CW}^{2}$&$- -$\\
	$HCW_{ikm}$ &8&$\sigma_{\varepsilon}^{2} + \sigma_{RW}^{2} + 5\sigma_{HPCW}^{2} + 10\sigma_{HCW}^{2}$&$MS(HCW)/MS(HPCW)$\\
	$PCW_{jkm}$ &4&$\sigma_{\varepsilon}^{2} + \sigma_{RW}^{2} + 5\sigma_{HPCW}^{2} + 15\sigma_{PCW}^{2}$&$MS(PCW)/MS(HPCW)$\\
	$HPCW_{ijkm}$ &8&$\sigma_{\varepsilon}^{2} + \sigma_{RW}^{2} + 5\sigma_{HPCW}^{2}$&$MS(HPCW)/MS(RW)$\\
	$RW_{lm(ijk)}$ &92&$\sigma_{\varepsilon}^{2} + \sigma_{RW}^{2}$&$MS(RW)/MS(\varepsilon)$\\
	$\varepsilon_{o(i j k l m)}$&300&$\sigma_{\varepsilon}^{2}$&$- -$\\
