	MS	RS	NG
$D_{1}^{*}$	$\frac{(3 + θ) (α_{1} - c_{1}) - (1 + 3 θ) (α_{2} - c_{2})}{8 (1 - θ^{2})}$	$\frac{(3 + θ) (α_{1} - c_{1}) - (1 + 3 θ) (α_{2} - c_{2})}{8 (1 - θ^{2})}$	$\frac{(5 + θ) (α_{1} - c_{1}) - (1 + 5 θ) (α_{2} - c_{2})}{12 (1 - θ^{2})}$
$D_{2}^{*}$	$\frac{- (1 + 3 θ) (α_{1} - c_{1}) + (3 + θ) (α_{2} - c_{2})}{8 (1 - θ^{2})}$	$\frac{- (1 + 3 θ) (α_{1} - c_{1}) + (3 + θ) (α_{2} - c_{2})}{8 (1 - θ^{2})}$	$\frac{- (1 + 5 θ) (α_{1} - c_{1}) + (5 + θ) (α_{2} - c_{2})}{12 (1 - θ^{2})}$
$D^{*}$	$\frac{(α_{1} - c_{1}) + (α_{2} - c_{2})}{4 (1 + θ)}$	$\frac{(α_{1} - c_{1}) + (α_{2} - c_{2})}{4 (1 + θ)}$	$\frac{(α_{1} - c_{1}) + (α_{2} - c_{2})}{3 (1 + θ)}$
$π_{m}^{*}$	$\frac{(1 - θ) A}{16} {(Ω + 1)}^{2}$	$\frac{(1 - θ) A}{32} {(Ω + 1)}^{2}$	$\frac{(1 - θ) A}{18} {(Ω + 1)}^{2}$
$π_{r}^{*}$	$\frac{A}{32} [(5 + 3 θ) B - (6 + 10 θ) Ω]$	$\frac{A}{32} [(6 + 2 θ) B - (4 + 12 θ) Ω]$	$\frac{A}{72} [(13 + 5 θ) B - (10 + 26 θ) Ω]$
$π^{*}$	$\frac{A}{32} [(7 + θ) B - (2 + 14 θ) Ω]$	$\frac{A}{32} [(7 + θ) B - (2 + 14 θ) Ω]$	$\frac{A}{72} [(17 + θ) B - (2 + 34 θ) Ω]$