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Home/ Questions/Q 7708911
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Editorial Team
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Editorial Team
Asked: June 1, 20262026-06-01T00:43:57+00:00 2026-06-01T00:43:57+00:00

So I’ve got a string that looks like 012 + 2 – 01 +

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So I’ve got a string that looks like "012 + 2 - 01 + 24" for example. I want to be able to quickly (less code) evaluate that expression…

I could use eval() on the string, but I don’t want 012 to be represented in octal form (10), I want it to be represented as an int (12).

My solution for this works, but it is not elegant. I am sort of assuming that there is a really good pythonic way to do this.

My solution:

#expression is some string that looks like "012 + 2 - 01 + 24"
atomlist = []
for atom in expression.split():
    if "+" not in atom and "-" not in atom:
        atomlist.append(int(atom))
    else:
        atomlist.append(atom)
#print atomlist
evalstring = ""
for atom in atomlist:
    evalstring+=str(atom)    
#print evalstring
num = eval(evalstring)

Basically, I tear appart the string, and find numbers in it and turn them into ints, and then I rebuild the string with the ints (essentially removing leading 0’s except where 0 is a number on its own).

How can this be done better?

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  1. Editorial Team
    Editorial Team
    2026-06-01T00:43:58+00:00Added an answer on June 1, 2026 at 12:43 am

    I’d be tempted to use regular expressions to remove the leading zeroes:

    >>> re.sub(r'\b0+(?!\b)', '', '012 + 2 + 0 - 01 + 204 - 0')
    '12 + 2 + 0 - 1 + 204 - 0'
    

    This removes zeroes at the start of every number, except when the number consists entirely of zeroes:

    • the first \b matches a word (token) boundary;
    • the 0+ matches one or more consecutive zeroes;
    • the (?!\b) (negative lookahead) inhibits matches where the sequence of zeroes is followed by a token boundary.

    One advantage of this approach over split()-based alternatives is that it doesn’t require spaces in order to work:

    >>> re.sub(r'\b0+(?!\b)', '', '012+2+0-01+204-0')
    '12+2+0-1+204-0'
    
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