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Regular Expression - 4 digits in a row, but can't be all zeros

I am looking for a solution that can exclusively be done with a regular expression. I know this would be easy with variables, substrings, etc.

And I am looking for PCRE style regex syntax even though I mention vim.

I need to identify strings with 4 numeric digits, and they can't be all 0's. So the following strings would be a match:

0001 
1000 
1234 
0101

And this would not:

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0000

This is a substring that will occur at a set location within a large string, if that matters; I don't think it should. For example

xxxxxxxxxxxx0001xxxxx
xxxxxxxxxxxx1000xxxxx
xxxxxxxxxxxx1234xxxxx
xxxxxxxxxxxx0101xxxxx
xxxxxxxxxxxx0101xxxxx
xxxxxxxxxxxx0000xxxxx


 (?<!\d)(?!0000)\d{4}(?!\d)

or, more kindly/maintainably/sanely:

m{
     (?<! \d   )    # current point cannot follow a digit
     (?!  0000 )    # current point must not precede "0000"
     \d{4}          # match four digits at this point, provided...
     (?!  \d   )    # that they are not then followed by another digit
}x


Since I complained that the some of the answers here weren't regular expressions, I thought I'd best give you a regex answer. This is primitive, there's probably a better way, but it does work:

([1-9][0-9][0-9][0-9]|[0-9][1-9][0-9][0-9]|[0-9][0-9][1-9][0-9]|[0-9][0-9][0-9][1-9])

This checks for something which contains 0-9 in each location, except one which must lie in 1-9, preventing 0000 from matching. You can probably write this simpler using \d instead of [0-9] if your regex parser supports that metacharacter.


Just match for 4 digits (\d{4} should do it) and then verify that your match is not equal to '0000'.


Since PCRE supports lookarounds, \d{4}(?<!0000) will find any instance of four consecutive non-zero characters. See it in action here.

If you must make sure the match only occurs in the correct position of the string, you can use ^.{X}\d{4}(?<!0000).{Y}$ instead, where X and Y are the number of preceding and following characters, respectively (12 and 5 in your example.)


Test for a sequence of 3 digits (0-9), then a 4th with only (1-9)

/\d{3}[1-9]/
0

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