I have 32 bit numbers A=0x0000000A
and B=0X00000005
.
I get A xor B by A^B
and it gives 0b1111.
I rotated this and got D=0b111100000
but I want this to be 32 bit number not just for printing but I need MSB bits even though there are 0 in this case for further manipulation.
Most high-level languages don't have ROR/ROL operators. There are two ways to deal with this: one is to add an external library like ctypes or https://github.com/scott-griffiths/bitstring, that have native support for rotate or bitslice support for integers (which is pretty easy to add).
One thing to keep in mind is that Python is 'infinite' precision - those MSBs are always 0 for positive numbers, 1 for negative numbers; python stores as many digits as it needs to hold up to the highest magnitude difference from the default. This is one reason you see weird notation in python like ~(0x3) is shown as -0x4, which is equivalent in two's complement notation, rather than the equivalent positive value, but -0x4 is always true, even if you AND it against a 5000 bit number, it will just mask off the bottom two bits.
Or, you can just do yourself, the way we all used to, and how the hardware actually does it:
def rotate_left(number, rotatebits, numbits=32):
newnumber = (number << rotatebits) & ~((1<<numbits)-1)
newnumber |= (number & ~((1<<rotatebits)-1)) << rotatebits
return newnumber
To get the binary of an integer you could use bin().
Just an short example:
>>> i = 333333
>>> print (i)
333333
>>> print (bin(i))
0b1010001011000010101
>>>
bin(i)[2:].zfill(32)
I guess does what you want.
I think your bigger problem here is that you are misunderstanding the difference between a number and its representation
12 ^ 18 #would xor the values
56 & 11 # and the values
if you need actual 32bit signed integers you can use numpy
a =numpy.array(range(100),dtype=np.int32)
User contributions licensed under CC BY-SA 3.0