Table C1.

Distributions from which SCRI parameters were sampled for parameter recovery simulations. To ensure that distractor-evoked identification signals would be weaker on average than target-evoked identification, we sampled a value for the ratio of distractor to target identification ($\frac{{\mu }_D}{{\mu }_T}$) from a Beta distribution, which can only range between 0 and 1; we then multiplied this ratio by the sampled value of target identification (μ_T) to get μ_D. Parameters s and r were derived from parameters ω_p and ω_s below which are the peak (mode) and spread (standard deviation) of the Gamma distribution describing the transient localization signal. Specifically, $r=\frac{{\omega }_p+\sqrt{{\omega }_p^2+4{\omega }_s^2}}{2{\omega }_s^2}$and s = 1 + ω_pr.

Parameter	Distribution
b	Γ(2, 2000)
ι	Γ(2,100)
μ T	Γ(2,100)
$\frac{{\mu }_D}{{\mu }_T}$	B (2, 2)
ω p	Γ(1.93,0.015)
ω s	Γ(l.44,0.06)
λ v	Γ(2, 20)
λ z	Γ(2, 20)
α x	Exponential (0.001)
α z	Exponential (0.001)
β v	Exponential (0.001)
β z	Exponential (0.001)
κ	Exponential (1)