Commit graph

8 commits

Author SHA1 Message Date
agc
002d349f92 Add SHA512 digests for distfiles for games category
Problems found locating distfiles:
	Package blokus: missing distfile blokus-1.1.tar.gz
	Package crossfire-client: missing distfile crossfire-client-images-1.11.0.tar.gz
	Package dungeon: missing distfile dungeon-gdt-glk.tar.gz
	Package gate88: missing distfile Gate88_Mar19_05.tar.gz
	Package gnuchess4: missing distfile gnuchess-4.0.pl80.tar.gz
	Package ioquake3-pk3: missing distfile quake3-latest-pk3s.zip
	Package rollemup: missing distfile Rollemup.tar.gz
	Package tscp: missing distfile tscp181.zip
	Package xbat: missing distfile xev111.tar.gz
	Package xgalaga: missing distfile xgalaga-2.0.34.tar.gz
	Package xrick: missing distfile xrick-021212.tgz
	Package xskat: missing distfile xskat-cards.tar.gz

Otherwise, existing SHA1 digests verified and found to be the same on
the machine holding the existing distfiles (morden).  All existing
SHA1 digests retained for now as an audit trail.
2015-11-03 20:56:42 +00:00
wiz
c7383780db Bump all packages that depend on curses.bui* or terminfo.bui* since they
might incur ncurses dependencies on some platforms, and ncurses just bumped
its shlib.
Some packages were bumped twice now, sorry for that.
2015-08-18 07:31:00 +00:00
roy
0164a2d4d7 Works fine with system curses 2013-10-17 16:24:11 +00:00
tron
19fd9a3b46 Reset maintainer to "pkgsrc-users@NetBSD.org". 2013-03-02 10:44:33 +00:00
asau
45127be31e Drop superfluous PKG_DESTDIR_SUPPORT, "user-destdir" is default these days. 2012-10-06 11:54:29 +00:00
dholland
74c9db09c7 Honor pkgsrc LDFLAGS to get rpaths set; this should fix the Linux build. 2012-06-18 04:24:07 +00:00
heinz
834c1375be LICENSE set to "public-domain", according to the statement in the file
README.
2011-10-18 12:58:38 +00:00
heinz
b29db15f32 Initial import of sudoku-cli 1.0.1.
This is a commandline version of the sudoku board game.

The sudoku board game is played on a 9x9 grid, divided into rows, columns,
and 9 blocks of 3x3 squares. The objective is to fill the empty squares
with the digits 1-9, so that each row, column, and block contains each
of the digits 1-9 (and hence, it is  not  possible  for  any digit to
appear twice in the same row, column or block).
2007-05-19 01:10:17 +00:00