Why is the scientific formatting of Decimal(0) different from float 0?

In my previous answer I described how this is done in cpython, in this I will describe why. This question was raised in this discussion and most of the quotes will be from there:

Let's consider an example:

>>> x = Decimal("1e+5").quantize(Decimal("1e+10"))
>>> x
Decimal('0E+10')
>>> s = "{:.19e}".format(x)
>>> s
'0.0000000000000000000e+29'
>>> Decimal(s)
Decimal('0E+10')

The original magnitude was e+10, after formatting it's still e+10. The magnitude of the original number is kept after the formatting process.

From the point of view of decimal it's the right thing. The original magnitude should be traceable

0 is really special in the IBM specification. The magnitude is kept, the precision is not.

>>> Decimal("0e10") * Decimal("0e20") 
Decimal('0E+30')


>>> Decimal("0.000e10")
Decimal('0E+7')

So we're basically doing the reverse of the above in formatting when a precision is given.

So, if we go back to the original example of the OP:

>>> f'{Decimal(0):.2E}'
'0.00E+2'

If it returned 0.00Е+00 then the magnitude of this decimal number would be E-2:

>>> d = f'{Decimal(0):.2E}'
>>> d
'0.00E+2'
>>> Decimal(d)
Decimal('0')
>>> d = '0.00E+00'
>>> Decimal(d)
Decimal('0.00')