Serial no	Values for $A_{3}$ as per Equation (6)	Values of $A_{2}$ as per Equation (6)-all	$A_{3} > A_{2}$	Value of $A_{1}$
1	$B_{8}$ 338	$B_{8}$ 238	System of 2Bs	240
2	$B_{8}$ 416	$B_{6}$ 160	System of 2Bs	384
3	$B_{8} + B_{5}$ 740	$B_{7}$ 416	System of 2Bs	612
4	$B_{8} + B_{6}$ 850	$B_{5}$ 750	System of 2Bs	400
5	$B_{8} + B_{7}$ 1220	$B_{5} + B_{6}$ 544	System of 2Bs	1092
6	$B_{5} + B_{6}$ 730	$B_{5} + B_{7}$ 54	System of 2Bs	728
7	$(B_{5} + B_{6} + B_{7})$ 772	$B_{6} + B_{7}$ 672	System of 2Bs	380
8	$(B_{6} + B_{7} + B_{8})$ 2020	$B_{5} + B_{6}$ 1344	System of 2Bs	1508
9	$(B_{5} + B_{7} + B_{8})$ 1690	$B_{5} + B_{7}$ 1014	System of 2Bs	1352
10	$(B_{5} + B_{6} + B_{7})$ 1360	$B_{5} + B_{7}$ 576	System of 2Bs	1232