Table 6 . Posterior probabilities of the number of dropouts d_iℓ at a single locus ℓ of an individual i.

Observed genotype	No. dropouts	Joint probability	Posterior probability
wiℓ	diℓ	ℙ(diℓ, wiℓ|Ψ)	ℙ(diℓ|wiℓ, Ψ)
AℓkAℓh	0	2(1 − ρ)φℓkφℓh(1 − γiℓ)2	1
	1	0	0
	2	0	0
AℓkAℓk	0	[ρ + (1 − ρ)φℓk]φℓk(1 − γiℓ)2	$\frac{\left[\rho +\left(1-\rho \right){\phi }_{\ell k}\right]\left(1-{\gamma }_{i\ell }\right)}{\rho \left(1+{\gamma }_{i\ell }\right)+\left(1-\rho \right)\left(2{\gamma }_{i\ell }-{\phi }_{\ell k}{\gamma }_{i\ell }+{\phi }_{\ell k}\right)}$
	1	2φℓkγiℓ(1 − γiℓ)	$\frac{2{\gamma }_{i\ell }}{\rho \left(1+{\gamma }_{i\ell }\right)+\left(1-\rho \right)\left(2{\gamma }_{i\ell }-{\phi }_{\ell k}{\gamma }_{i\ell }+{\phi }_{\ell k}\right)}$
	2	0	0
XX	0	0	0
	1	0	0
	2	${\gamma }_{i\ell }^2$	1

The calculations are based on Equations 12 and 13. h ≠ k.