Goodness of pseudo-ovoids and their translation duals

Determine whether every pseudo-ovoid or its translation dual is good.

Background

A pseudo-ovoid is good at an element when every (3n − 1)-space containing that element and at least two other elements contains exactly q^n + 1 elements of the pseudo-ovoid. Every known pseudo-ovoid or its translation dual is good, but universality of this property is unresolved.