Friedl has a variant of this;
'commafying a number'.
I did a paraphrase of
artist's
solution, influenced by
Friedl, but with a twist for the <br> insert. And then a
cmpthese.
nacka:
s/(\d)(?=(\d{5})+(?!\d))/${1}-/g;
substr($_, 17, 1, '<br>');
artist:
s/((.){5})(?!$)/$1-/g;
s/((.){17})\-/$1\<br\>/;
thezip:
s/(\d{5}) (\d{5}) (\d{5})
(\d{5}) (\d{5}) (\d{5})
/$1-$2-$3<br>$4-$5-$6/x;
nacka/artist hybrid:
s/(\d)(?=(\d{5})+(?!\d))/$1-/g;
s/((.){17})\-/$1\<br\>/;
artist/nacka hybrid:
s/((.){5})(?!$)/$1-/g;
substr($_, 17, 1, '<br>');
And the Benchmark:
Rate artist thezip artist/nacka nacka/artist
+ nacka
artist 13175231/s -- -8% -9% -14%
+ -14%
thezip 14347202/s 9% -- -1% -6%
+ -7%
artist/nacka 14534884/s 10% 1% -- -5%
+ -6%
nacka/artist 15313936/s 16% 7% 5% --
+ -0%
nacka 15384615/s 17% 7% 6% 0%
+ --
All of the above rate numbers are probably within the error margin.
I declare
thezip's solution the most readable, and hence the winning solution.
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