Re^6: substitution in regular experssion

in reply to Re^5: substitution in regular experssion
in thread substitution in regular expression

It is not a assignment we have to hand in, it is an optional task and the coding language is free to choose. But anyway, thanks for trying to help and for the nice comments.

Comment on Re^6: substitution in regular experssion

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Re^7: substitution in regular experssion by Anonymous Monk on Apr 23, 2014 at 20:47 UTC
I'd say AnomalousMonk did more than "trying" by giving you the key to your solution here `;-)`	[reply] [d/l]
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