We designed the following six tests:

$\displaystyle{ \Theta^{1}(C,D) = NQ(score(C,D),C,D)\cdot \left(\prod_j DQ(d^j,C,D)\right)^{1/N}\left(\prod_j\left(MQ(1-m^j,C,D\right)}\right)^{1/N}}$
$\displaystyle{ \Theta^{2}(C,D) = NQ(score(C,D),C,D)\cdot \min\left(DQ(d^j,C,D)\right)\min\left(MQ(1-m^j,C,D)\right)}}$
$\displaystyle{ \Theta^{3}(C,D) = NQ(score(C,D),C,D)\cdot \left(\prod_j DQ(d^j,C,D)\right)^{1/N}\left(\prod_j\left(MQ(1-m^j,C,D\right)}\right)^{1/N} \cdot VQ_{NQ}(1-Var(NQ(x,C,D)))}$
$\displaystyle{ \Theta^{4}(C,D) = NQ(score(C,D),C,D)\cdot \min\left(DQ(d^j,C,D)\right)\min\left(MQ(1-m^j,C,D)\right)}\cdot VQ_{NQ}(1-Var(NQ(x,C,D)))}$
$\displaystyle{ \Theta^{5}(C,D) = NQ(score(C,D),C,D)\cdot \left(\prod_j DQ(d^j,C,D)\right)^{1/N}\left(\prod_j\left(MQ(1-m^j,C,D\right)}\right)^{1/N} \cdot VQ_{NQ}(1-Var(NQ(x,C,D))) \cdot VQ_{DQ}(1-Var(DQ^{j}(x,C,D))) \cdot VQ_{MQ}(1-Var(MQ^{k}(x,C,D)))}$
$\displaystyle{ \Theta^{6}(C,D) = NQ(score(C,D),C,D)\cdot \min\left(DQ(d^j,C,D)\right)\min\left(MQ(1-m^j,C,D)\right)}\cdot VQ_{NQ}(1-Var(NQ(x,C,D))) \cdot VQ_{DQ}(1-Var(DQ^{j}(x,C,D))) \cdot VQ_{MQ}(1-Var(MQ^{k}(x,C,D)))}$