Serial no

Values for $A_3$

as per Equation (6)

Values of $A_2$

As per Equation (6)

$A_3>A_2$

Value of $A_1$ as per Equation (6)

1

$B_2$ 73

$B_1$ 48

System of 2Bs

55

2

$B_3$ 193

$B_1$ 168

System of 2Bs

95

3

$B_3$ 241

$B_2$ 120

System of 2Bs

209

4

$B_4$ 433

$B_1$ 408

System of 2Bs

145

5

$B_4$ 481

$B_2$ 360

System of 2Bs

319

6

$B_4$ 601

$B_3$ 240

System of 2Bs

551

7

$\left(B_1+B_2+B_3\right)$ 1033

$B_4$ 192

System of 4Bs

1015

8

$\left(B_2+B_3+B_4\right)$ 1753

$B_1$ 1728

System of 4Bs

295

9

$\left(B_1+B_2+B_4\right)$ 1193

$B_3$ 832

System of 4Bs

855

10

$\left(B_1+B_3+B_4\right)$ 1465

$B_2$ 1344

System of 4Bs

583

11

$\left(B_2+B_3+B_4\right)$ 1801

$B_2$ 1680

System of 4Bs

649

12

$\left(B_1+B_2+B_3\right)$ 673

$B_2$ 552

System of 4Bs

385

13

$\left(B_3+B_4+B_2\right)$ 1433

$\left(B_1+B_2+B_3\right)$ 592

System of 6Bs

1305

14

$\left(B_2+B_2+B_4\right)$ 1721

$\left(B_1+B_1+B_3\right)$ 880

System of 6Bs

1479