Commit Graph

16 Commits

Author SHA1 Message Date
wilfried
6cfe0c992f update the i386 client and add a amd64 client 2007-10-27 07:38:13 +00:00
merdely
7dfa3bd169 Remove surrounding quotes in COMMENT*/PERMIT_* 2007-09-15 23:54:16 +00:00
naddy
30d6b7fd3e do not produce a Makefile syntax error on unsupported archs 2007-04-06 01:19:21 +00:00
espie
c0da32b57c fix seriously wrong mirroring code in this port, and adjust checksum 2007-04-05 18:20:51 +00:00
naddy
c8319111e0 no fictitious distfiles on unsupported archs 2006-06-17 12:11:33 +00:00
naddy
75b8cd4abb properly handle SUPDISTFILES and restore checksums; ok xsa@ 2005-01-05 19:40:33 +00:00
sturm
5cf43988ff update the i386 version to 2.9008/491
from new maintainer Sico Bruins <openbsd at msh.xs4all.nl>
2004-12-04 15:32:24 +00:00
pvalchev
012b9a9e84 mention why this package can't be distributed 2004-09-15 00:35:29 +00:00
pvalchev
a4e1e24ad5 remove David Lebel from maintainer position per his request. 2004-09-15 00:06:58 +00:00
lebel
a6fdb1b646 update misc/dnetc for i386 to 2.9007.486; thanks to Michael Coulter <mjc (at) bitz.ca> 2003-12-12 14:45:08 +00:00
lebel
4a4d24c24b update misc/dnetc to 2.9005.483 on m68k, 2.9005.484 on i386 and 2.9002.479 on sparc 2003-07-10 15:40:23 +00:00
lebel
12bd1c573a update misc/dnetc to 2.9001.478 for both sparc and i386.
thanks to David Krause <openbsd@davidkrause.com> for the heads up.
2002-12-04 20:16:16 +00:00
naddy
a6bb19643d No regression tests available. 2002-10-27 21:07:53 +00:00
espie
e82b62f79c Bump NEED_VERSION 2002-03-21 21:09:16 +00:00
lebel
575ae4b0f9 - add support for sparc architecture with version 2.8015.469
- clean master site.
- i386 still at version 2.8010.463.
2001-06-13 15:52:52 +00:00
lebel
059f973a47 initial import of dnetc-2.8010.463:
--
RC5-64:
 
distributed.net's longest-running project is the RC5-64 challenge.
We're now cracking at 127.24 billion keys per second and are moving
through the keyspace faster every day.
 
Optimal 24 Mark Golomb Rulers:
 
Essentially, a Golomb Ruler is a mathematical term given to a set
of whole numbers where no two pairs of numbers have the same
difference. An Optimal Golomb Ruler (OGR) is just like an everyday
ruler, except that the marks are placed so that no two pairs of
marks measure the same distance. OGR's have many uses in the real
world; for more information about them and the status of the project,
please visit our pages devoted to our OGR effort. We're now testing
at 182.49 billion nodes per second.
2001-05-06 14:36:05 +00:00