${\epsilon }_1$

${\epsilon }_2$

${\epsilon }_3$

${\epsilon }_4$

${\epsilon }_5$

${\epsilon }_6$

${\tau }_1$

$\langle \left(2,3,5,7\right);0.5,0.3\rangle$

$\langle \left(4,6,6,9\right);0.6,0.3\rangle$

$\langle \left(4,5,5,7\right);0.5,0.4\rangle$

$\langle \left(2,3,4,6\right);0.4,0.2\rangle$

$\langle \left(3,4,5,8\right);0.7,0.1\rangle$

$\langle \left(3,4,7,8\right);0.6,0.2\rangle$

${\tau }_2$

$\langle \left(3,4,5,8\right);0.5,0.2\rangle$

$\langle \left(3,6,8,9\right);0.5,0.4\rangle$

$\langle \left(3,4,6,9\right);0.7,0.2\rangle$

$\langle \left(7,8,9,9\right);0.8,0.1\rangle$

$\langle \left(2,3,4,5\right);0.4,0.1\rangle$

$\langle \left(3,5,6,8\right);0.6,0.3\rangle$

${\tau }_3$

$\langle \left(3,4,6,8\right);0.6,0.3\rangle$

$\langle \left(3,6,7,9\right);0.7,0.2\rangle$

$\langle \left(4,5,6,8\right);0.8,0.1\rangle$

$\langle \left(2,4,5,7\right);0.5,0.2\rangle$

$\langle \left(3,5,6,9\right);0.6,0.3\rangle$

$\langle \left(3,4,7,8\right);0.7,0.2\rangle$

${\tau }_4$

$\langle \left(2,5,6,7\right);0.5,0.4\rangle$

$\langle \left(3,4,6,8\right);0.6,0.3\rangle$

$\langle \left(3,4,4,6\right);0.4,0.3\rangle$

$\langle \left(3,4,5,6\right);0.4,0.2\rangle$

$\langle \left(2,4,5,8\right);0.5,0.2\rangle$

$\langle \left(4,7,8,9\right);0.8,0.1\rangle$