Slicing, Dicing and Splicing¶
Manipulating binary data can be a bit of a challenge in Python. One of its strengths is that you don’t have to worry about the low level data, but this can make life difficult when what you care about is precisely the thing that is safely hidden by high level abstractions.
In this section some more methods are described that treat data as a series of bits, rather than bytes.
Slicing takes three arguments: the first position you want, one past the last position you want and a multiplicative factor which defaults to 1.
The third argument (the ‘step’) will be described shortly, but most of the time you’ll probably just need the bit-wise slice, where for example
a[10:12] will return a 2-bit bitstring of the 10th and 11th bits in
a will return just the 32nd bit.
>>> a = BitArray('0b00011110') >>> b = a[3:7] >>> print(a, b) 0x1e 0xf
For single bit indices (as opposed to slices) a boolean is returned; that is
True for ‘1’ bits and
False for ‘0’ bits:
>>> a False >>> a True
If you want a single bit as a new bitstring then use a one-bit slice instead:
>>> a[0:1] BitArray('0b0')
Indexing also works for missing and negative arguments, just as it does for other containers.
>>> a = BitArray('0b00011110') >>> print(a[:5]) # first 5 bits 0b00011 >>> print(a[3:]) # everything except first 3 bits 0b11110 >>> print(a[-4:]) # final 4 bits 0xe >>> print(a[:-1]) # everything except last bit 0b0001111 >>> print(a[-6:-4]) # from 6 from the end to 4 from the end 0b01
Stepping in slices¶
The step parameter (also known as the stride) can be used in slices and has the same meaning as in the built-in containers:
>>> s = BitArray(16) >>> s[::2] = *8 >>> s.bin '1010101010101010' >>> del s[8::2] >>> s.bin '101010100000' >>> s[::3].bin '1010'
Negative slices are also allowed, and should do what you’d expect. So for example
s[::-1] returns a bit-reversed copy of
s (which is similar to using
s.reverse(), which does the same operation on
# Six ways of creating the same BitArray: a1 = BitArray(bin='000') + BitArray(hex='f') a2 = BitArray('0b000') + BitArray('0xf') a3 = BitArray('0b000') + '0xf' a4 = BitArray('0b000') a4.append('0xf') a5 = BitArray('0xf') a5.prepend('0b000') a6 = BitArray('0b000') a6 += '0xf'
If you want to join a large number of bitstrings then the method
join can be used to improve efficiency and readability. It works like the ordinary string join function in that it uses the bitstring that it is called on as a separator when joining the list of bitstring objects it is given. If you don’t want a separator then it can be called on an empty bitstring.
bslist = [BitArray(uint=n, length=12) for n in xrange(1000)] s = BitArray('0b1111').join(bslist)
Truncating, inserting, deleting and overwriting¶
The functions in this section all modify the bitstring that they operate on and so are not available for
Deleting and truncating¶
To delete bits just use
del as you would with any other container:
>>> a = BitArray('0b00011000') >>> del a[3:5] # remove 2 bits at pos 3 >>> a.bin ‘000000’ >>> b = BitArray('0x112233445566') >>> del b[24:40] >>> b.hex '11223366'
You can of course use this to truncate the start or end bits just as easily:
>>> a = BitArray('0x001122') >>> del a[-8:] # remove last 8 bits >>> del a[:8] # remove first 8 bits >>> a == '0x11' True
>>> a = BitArray('0x00112233') >>> a.insert('0xffff', 16) >>> a.hex '0011ffff2233'
The bitstring as a list¶
If you treat a bitstring object as a list whose elements are all either ‘1’ or ‘0’ then you won’t go far wrong. The table below gives some of the equivalent ways of using methods and the standard slice notation.
Sometimes it can be very useful to use a delimiter to split a bitstring into sections. The
split method returns a generator for the sections.
>>> a = BitArray('0x4700004711472222') >>> for s in a.split('0x47', bytealigned=True): ... print(s.hex) 470000 4711 472222
Note that the first item returned is always the bitstring before the first occurrence of the delimiter, even if it is empty.