Index: head/math/emc2/Makefile
===================================================================
--- head/math/emc2/Makefile	(revision 420942)
+++ head/math/emc2/Makefile	(revision 420943)
@@ -1,50 +1,49 @@
 # Created by: thierry@pompo.net
 # $FreeBSD$
 
 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*} != ""
 CFLAGS+=	-DFRENCH
 .endif
 
 PORTDOCS=	${DISTFILES:M*.pdf}
 PORTEXAMPLES=	*
 
 PLIST_FILES=	bin/emc2 bin/prf_f3d
 
 OPTIONS_DEFINE=	DOCS
 
 DOCS_DISTFILES=	RTemc2_fr.pdf RTemc2_gb.pdf
 
 do-install:
 	${INSTALL_PROGRAM} ${WRKSRC}/emc2 ${STAGEDIR}${PREFIX}/bin
 	${INSTALL_SCRIPT} ${WRKSRC}/prf_f3d ${STAGEDIR}${PREFIX}/bin
 	@${MKDIR} ${STAGEDIR}${EXAMPLESDIR}
 	${INSTALL_DATA} ${WRKSRC}/examples/* ${STAGEDIR}${EXAMPLESDIR}
 
 do-install-DOCS-on:
 	@${MKDIR} ${STAGEDIR}${DOCSDIR}
 	@(cd ${DISTDIR} && ${INSTALL_MAN} ${PORTDOCS} ${STAGEDIR}${DOCSDIR})
 
 .include <bsd.port.mk>
Index: head/math/emc2/distinfo
===================================================================
--- head/math/emc2/distinfo	(revision 420942)
+++ head/math/emc2/distinfo	(revision 420943)
@@ -1,6 +1,7 @@
-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
 SIZE (RTemc2_gb.pdf) = 744208
Index: head/math/emc2/files/patch-libemc2_4.c
===================================================================
--- head/math/emc2/files/patch-libemc2_4.c	(revision 420942)
+++ head/math/emc2/files/patch-libemc2_4.c	(nonexistent)
@@ -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 

Property changes on: head/math/emc2/files/patch-libemc2_4.c
___________________________________________________________________
Deleted: fbsd:nokeywords
## -1 +0,0 ##
-yes
\ No newline at end of property
Deleted: svn:eol-style
## -1 +0,0 ##
-native
\ No newline at end of property
Deleted: svn:mime-type
## -1 +0,0 ##
-text/plain
\ No newline at end of property
Index: head/math/emc2/pkg-descr
===================================================================
--- head/math/emc2/pkg-descr	(revision 420942)
+++ head/math/emc2/pkg-descr	(revision 420943)
@@ -1,10 +1,10 @@
 Emc2 is a portable, interactive, graphical editor of two-dimensional mesh
 geometries. It can create and modify geometries (as in CAD), and define line
 discretizations, subdomains, and reference numbers (to take into account
 boundary conditions and material properties). Grid and Delaunay-Voronoi
 meshes composed of triangles or quadrilaterals can be regularized, rotated,
 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/