Compute a CRC32C (Castagnoli) which uses the generator polynomial 1EDC6F41h following Rocksoft Model CRC Algorithm in Python
Question: I did explore Crcmod python library but couldnt use it as my gen poly-
0x1EDC6F41 is not considered a 32 bit poly :( Is there a way to tweak it or
any other python lib that I can use to do this?

Name : "CRC-32C"

Width : 32

Poly : 1EDC6F41h

Init : FFFFFFFFh

RefIn : True

RefOut : True

XorOut : FFFFFFFFh

Check : E3069283h

Here is what I tried-

    
    
    import crcmod
    f = crcmod.mkCrcFun(0x1EDC6F41)
    Traceback (most recent call last):
      File "<stdin>", line 1, in <module>
      File "C:\Python27\Lib\site-packages\crcmod\crcmod.py", line 281, in mkCrcFun
        (sizeBits, initCrc, xorOut) = _verifyParams(poly, initCrc, xorOut)
      File "C:\Python27\Lib\site-packages\crcmod\crcmod.py", line 405, in _verifyParams
        sizeBits = _verifyPoly(poly)
      File "C:\Python27\Lib\site-packages\crcmod\crcmod.py", line 302, in _verifyPoly
        raise ValueError(msg)
    ValueError: The degree of the polynomial must be 8, 16, 24, 32 or 64
    


Answer: Usually CRC polynomials are specified without the most significant bit, which
is always 1. But it looks like the crcmod library expects this bit to be
specified. So you should use the polynomial `0x11EDC6F41`. (adding a 1 to the
left).

