Different sales orders	High version demand	Low version demand	Total demand
Simultaneous selling	$\frac{V}{2 (1 - μ)} + \frac{A_{1}}{2 A_{2} μ}$	$\frac{V (1 - 2 μ)}{2 A_{2}} - \frac{p_{L 0}}{A_{3}} - \frac{A_{1} (1 + μ)}{2 A_{3} μ}$	$\frac{V (2 - 3 μ)}{2 A_{2}} - \frac{p_{L 0}}{A_{3}} - \frac{A_{1}}{A_{3}}$
First high version	$\frac{V}{2 (1 - μ)} - \frac{p_{L 0}}{2 A_{2}}$	$\frac{V (1 - 2 μ)}{2 (1 - μ)} + \frac{p_{L 0}}{2 A_{2}}$	V
First low version	$< \frac{V}{2 (1 - μ)} + \frac{A_{1}}{2 A_{2} μ}$	$> \frac{V (1 - 2 μ)}{2 A_{2}} - \frac{p_{L 0}}{A_{3}} - \frac{A_{1} (1 + μ)}{2 A_{3} μ}$	$> \frac{V (2 - 3 μ)}{2 A_{2}} - \frac{p_{L 0}}{A_{3}} - \frac{A_{1}}{A_{3}}$