Parameter
	Control $q \in [0, 1]$	Motivation for per formance $β \in] 0, 1]$	Discretion $p \in] 0, 1]$	Commitment intensity $δ \in] 0, 1]$	Conformity $ρ \in [0, 1]$
Corruption	$\frac{1}{1 - γ^{2}} [2 γ δ β p - b]$	$\frac{γ δ p}{1 - γ^{2}} (2 q - 1)$	$\frac{1 - q}{1 - γ^{2}} (- γ δ β) \leq 0$	$\frac{γ δ p}{1 - γ^{2}} (2 q - 1)$	0
Performance	$δ β p (ρ - 2) < 0$	$\frac{δ p}{1 - γ^{2}} (ρ - q)$	$\frac{1}{1 - γ^{2}} δ β [1 - q (2 + ρ)]$	$\frac{β p}{1 - γ^{2}} [1 + q (ρ - 2)]$	$\frac{q δ β p}{1 - γ^{2}} \geq 0$