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I am looking for an LTO tape library. Do you have one to spare?
found something from the cache
non port: head/math/clipper/pkg-plist
SVNWeb

Number of commits found: 6

Thu, 13 Nov 2014
[ 23:24 antoine ] Original commit 
372546 math/GiNaC/pkg-plist
372546 math/R/pkg-plist
372546 math/abacus/pkg-plist
372546 math/abakus/pkg-plist
372546 math/add/pkg-plist
372546 math/algae/pkg-plist
372546 math/algotutor/Makefile
372546 math/algotutor/pkg-plist
372546 math/alt-ergo/pkg-plist
372546 math/ann/Makefile

(Only the first 10 of 55 ports in this commit are shown above. View all ports for this commit)
Cleanup plist
Wed, 30 Oct 2013
[ 15:52 danilo ] Original commit 
332134 math/clipper/Makefile
332134 math/clipper/distinfo
332134 math/clipper/pkg-plist
- Update from 5.1.5 to 6.0.0
- Add LICENSE
- Add stage support

PR:		ports/183475
Submitted by:	Martin Dieringer <martin.dieringer@gmx.de> (maintainer)
Sat, 11 May 2013
[ 15:31 wen ] Original commit 
317887 math/clipper/Makefile
317887 math/clipper/distinfo
317887 math/clipper/pkg-plist
- Update to 5.1.5

PR:		178479
Submitted by:	Martin Dieringer <martin.dieringer@gmx.de> (maintainer)
Fri, 1 Mar 2013
[ 16:26 pawel ] Original commit 
313157 math/clipper/Makefile
313157 math/clipper/distinfo
313157 math/clipper/pkg-plist
Update to version 5.1.2

PR:		ports/176586
Submitted by:	Martin Dieringer <martin.dieringer@gmx.de> (maintainer)
Mon, 18 Feb 2013
[ 23:29 pawel ] Original commit 
312536 math/clipper/Makefile
312536 math/clipper/distinfo
312536 math/clipper/pkg-plist
Update to version 5.1.0

PR:		ports/176234
Submitted by:	Martin Dieringer <martin.dieringer@gmx.de> (maintainer)
Tue, 12 Feb 2013
[ 12:11 miwi ] Original commit 
312105 math/Makefile
312105 math/clipper
312105 math/clipper/Makefile
312105 math/clipper/distinfo
312105 math/clipper/pkg-descr
312105 math/clipper/pkg-plist
The Clipper library primarily performs boolean clipping (intersection,
union, difference and xor) on polygons in 2D space. There are no
restrictions on either the number nor the type of polygon that can be
clipped. They can have holes, be self-intersecting and even have coincident
edges. The library also performs polygon offsetting

WWW: http://www.angusj.com/delphi/clipper.php

PR:		ports/175845
Submitted by:	Martin Dieringer <martin.dieringer@gmx.de>

Number of commits found: 6

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