// Different Scenarios with base 10...
// Suppose:
// exp1 = 2
// exp2 = 3
// man1 = 1.1
// man2 = 1.2
// According to the above calculation:
// mant = .32
// Precision hasn't changed
//
// Suppose:
// exp1 = 2
// exp2 = 3
// man1 = 1.5
// man2 = 1.6
// According to the calc:
// mant = 1.1 + 0.3 = 1.4
// Precision has changed! Need to shift mantissa and increment exponant
// mant = 0.14
// exp = 6 (2+3+1)
//
// Different Scenarios with base 2...
// Suppose:
// exp1 = '10
// exp2 = '11
// man1 = 1.1
// man2 = 1.01
// According to the calc:
// mant = .11 + .001 = .111
// Precision hasn't changed
//
// Suppose:
// exp1 = '10
// exp2 = '11
// man1 = 1.1
// man2 = 1.1
// According to the calc:
// mant = 1.0 + .1 = 1.1
// Precision has changed! Need to shift mantissa and increment exponant
// mant = 0.11
// exp = '110 ('10 + '11 + '01)
//
// Suppose:
// exp1 = '10
// exp2 = '11
// man1 = 1.1111
// man2 = 1.1111
// According to the calc:
// mant = 1.1111 + 0.11100001 = 10.11010001
// Precision has changed! Need to shift mantissa and increment exponant
// However, the final mantissa value will be 11.11010001, which is to say
// that mant needs to end up as 0.111010001
// mant = 0.111010001
// exp = '110 ('10 + '11 + '01)
// According to the above
// mant = .11 + .01 = .0111
// Precision hasn't changed