Update to v2.16d and unbreak.

svn path=/head/; revision=420943

math/emc2/Makefile

@@ -3,25 +3,24 @@
 
 PORTNAME=	emc2
 DISTVERSIONPREFIX=v
-DISTVERSION=	2.16c
+DISTVERSION=	2.16d
 CATEGORIES=	math science
-MASTER_SITES=	http://www.ann.jussieu.fr/~hecht/ftp/emc2/
+MASTER_SITES=	https://www.ljll.math.upmc.fr/~hecht/ftp/emc2/
 DISTFILES=	${DISTNAME}${EXTRACT_SUFX}
 EXTRACT_ONLY=	${DISTNAME}${EXTRACT_SUFX}
 
 MAINTAINER=	ports@FreeBSD.org
 COMMENT=	Graphical editor of two-dimensional mesh geometries
 
-BROKEN=		does not fetch (no address record)
-
 LICENSE=	INRIA
 LICENSE_NAME=	INRIA license, perhaps specific to emc2
 LICENSE_FILE=	${WRKSRC}/COPYRIGHT
 LICENSE_PERMS=	auto-accept no-dist-sell no-pkg-sell
+
 RESTRICTED=	No resale, contact author for commercial usage
 
 USE_XORG=	x11
-USES=		gmake
+USES=		gmake tar:tgz
 ALL_TARGET=	${PORTNAME}
 
 .if defined(LANG) && ${LANG:Mfr*} != ""

math/emc2/distinfo

@@ -1,5 +1,6 @@
-SHA256 (emc2-v2.16c.tar.gz) = 447b2b8c749f8f0e1dc15cd9981032a06504765622912e4a3ff8cb71aa57f767
-SIZE (emc2-v2.16c.tar.gz) = 1026774
+TIMESTAMP = 1472240365
+SHA256 (emc2-v2.16d.tgz) = 8a422d1ddb5681af447138217331c4e3aba608f35cbd0a78dcdcdbc6ed9698c8
+SIZE (emc2-v2.16d.tgz) = 3950080
 SHA256 (RTemc2_fr.pdf) = d07db82e0f167c882355571b6462745309fc09f81241dd8d029a8bb0560b4fe5
 SIZE (RTemc2_fr.pdf) = 724924
 SHA256 (RTemc2_gb.pdf) = e5983fb78234f9eb20bcff19812f109ad277261b2617e0c623b4b6e0865665be

math/emc2/files/patch-libemc2_4.c

@@ -1,11 +0,0 @@
---- ./libemc2_4.c.orig	1999-11-09 15:58:26.000000000 +0100
-+++ ./libemc2_4.c	2012-08-24 13:40:38.364914711 +0200
-@@ -2019,7 +2019,7 @@
- 	libre = alloc_();
- 	cdesig_1.adr = libre;
- 	if (cdesig_1.adr == 0) {
--	    return ;
-+	    return 0;
- 	}
- /* Computing MAX */
- 	r__1 = dabs(res[1]), r__2 = dabs(res[2]), r__1 = max(r__1,r__2), r__2 

math/emc2/pkg-descr

@@ -7,4 +7,4 @@ and modified via the addition, removal, or moving of vertices.
 
 It is suggested that users also install the math/bamg port.
 
-WWW: http://www.ann.jussieu.fr/~hecht/main.html
+WWW: https://www.ljll.math.upmc.fr/~hecht/