Commit graph

8 commits

Author SHA1 Message Date
rodent
b65af7be2b Remove "Trailing empty lines." and/or "Trailing white-space." 2013-04-08 11:17:08 +00:00
wiz
8b5d49eb78 Bump all packages that use perl, or depend on a p5-* package, or
are called p5-*.

I hope that's all of them.
2012-10-03 21:53:53 +00:00
asau
b63c74fdfd "user-destdir" is default these days 2012-09-11 23:04:15 +00:00
obache
bb3696f957 Revision bump after updating perl5 to 5.14.1. 2011-08-14 12:59:47 +00:00
seb
c3f1e700ad Bump the PKGREVISION for all packages which depend directly on perl,
to trigger/signal a rebuild for the transition 5.10.1 -> 5.12.1.

The list of packages is computed by finding all packages which end
up having either of PERL5_USE_PACKLIST, BUILDLINK_API_DEPENDS.perl,
or PERL5_PACKLIST defined in their make setup (tested via
"make show-vars VARNAMES=..."), minus the packages updated after
the perl package update.

sno@ was right after all, obache@ kindly asked and he@ led the
way. Thanks!
2010-08-21 16:32:42 +00:00
sno
8c7f8238a1 Updating math/p5-Math-Random-MT-Perl from 1.05 to 1.06
pkgsrc changes:
  - Adding license definition

Upstream changes:
1.06 Fri Sep 4 2009
    - added ability to automatically and rapidly generate different seeds and
      return it to allow the generation of identical random number series
2009-09-12 21:14:22 +00:00
he
b021813da0 Bump the PKGREVISION for all packages which depend directly on perl,
to trigger/signal a rebuild for the transition 5.8.8 -> 5.10.0.

The list of packages is computed by finding all packages which end
up having either of PERL5_USE_PACKLIST, BUILDLINK_API_DEPENDS.perl,
or PERL5_PACKLIST defined in their make setup (tested via
"make show-vars VARNAMES=...").
2008-10-19 19:17:40 +00:00
he
39a7b0fcd2 Import p5-Math-Random-MT-Perl version 1.05.
Pure Perl implementation of the Mersenne Twister algorithm as
implemented in C/XS in Math::Random::MT. The output is identical
to the C/XS version. The Mersenne Twister is a 32 bit pseudorandom
number generator developed by Makoto Matsumoto and Takuji Nishimura.
The algorithm is characterised by a very uniform distribution but
is not cryptographically secure. What this means in real terms is
that it is fine for modeling but no good for crypto.
2008-07-26 20:09:16 +00:00