diff options
author | Daniel Baumann <daniel.baumann@progress-linux.org> | 2018-11-07 12:22:44 +0000 |
---|---|---|
committer | Daniel Baumann <daniel.baumann@progress-linux.org> | 2018-11-07 12:22:44 +0000 |
commit | 1e6c93250172946eeb38e94a92a1fd12c9d3011e (patch) | |
tree | 8ca5e16dfc7ad6b3bf2738ca0a48408a950f8f7e /diagrams | |
parent | Update watch file (diff) | |
download | netdata-1e6c93250172946eeb38e94a92a1fd12c9d3011e.tar.xz netdata-1e6c93250172946eeb38e94a92a1fd12c9d3011e.zip |
Merging upstream version 1.11.0+dfsg.
Signed-off-by: Daniel Baumann <daniel.baumann@progress-linux.org>
Diffstat (limited to 'diagrams')
-rw-r--r-- | diagrams/Makefile.am | 1 | ||||
-rw-r--r-- | diagrams/Makefile.in | 22 | ||||
-rwxr-xr-x | diagrams/build.sh | 1 | ||||
-rw-r--r-- | diagrams/netdata-overview.xml | 2 |
4 files changed, 17 insertions, 9 deletions
diff --git a/diagrams/Makefile.am b/diagrams/Makefile.am index 420bd5246..04f99c8fd 100644 --- a/diagrams/Makefile.am +++ b/diagrams/Makefile.am @@ -1,3 +1,4 @@ +# SPDX-License-Identifier: GPL-3.0-or-later MAINTAINERCLEANFILES= $(srcdir)/Makefile.in dist_noinst_DATA = \ diff --git a/diagrams/Makefile.in b/diagrams/Makefile.in index 46fbd54b5..5f75902de 100644 --- a/diagrams/Makefile.in +++ b/diagrams/Makefile.in @@ -83,14 +83,16 @@ subdir = diagrams DIST_COMMON = $(srcdir)/Makefile.in $(srcdir)/Makefile.am \ $(dist_noinst_SCRIPTS) $(dist_noinst_DATA) ACLOCAL_M4 = $(top_srcdir)/aclocal.m4 -am__aclocal_m4_deps = $(top_srcdir)/m4/ax_c___atomic.m4 \ - $(top_srcdir)/m4/ax_c__generic.m4 $(top_srcdir)/m4/ax_c_lto.m4 \ - $(top_srcdir)/m4/ax_c_mallinfo.m4 \ - $(top_srcdir)/m4/ax_c_mallopt.m4 \ - $(top_srcdir)/m4/ax_check_compile_flag.m4 \ - $(top_srcdir)/m4/ax_gcc_func_attribute.m4 \ - $(top_srcdir)/m4/ax_pthread.m4 $(top_srcdir)/m4/jemalloc.m4 \ - $(top_srcdir)/m4/tcmalloc.m4 $(top_srcdir)/configure.ac +am__aclocal_m4_deps = $(top_srcdir)/build/m4/ax_c___atomic.m4 \ + $(top_srcdir)/build/m4/ax_c__generic.m4 \ + $(top_srcdir)/build/m4/ax_c_lto.m4 \ + $(top_srcdir)/build/m4/ax_c_mallinfo.m4 \ + $(top_srcdir)/build/m4/ax_c_mallopt.m4 \ + $(top_srcdir)/build/m4/ax_check_compile_flag.m4 \ + $(top_srcdir)/build/m4/ax_gcc_func_attribute.m4 \ + $(top_srcdir)/build/m4/ax_pthread.m4 \ + $(top_srcdir)/build/m4/jemalloc.m4 \ + $(top_srcdir)/build/m4/tcmalloc.m4 $(top_srcdir)/configure.ac am__configure_deps = $(am__aclocal_m4_deps) $(CONFIGURE_DEPENDENCIES) \ $(ACLOCAL_M4) mkinstalldirs = $(install_sh) -d @@ -217,6 +219,7 @@ build = @build@ build_alias = @build_alias@ build_cpu = @build_cpu@ build_os = @build_os@ +build_target = @build_target@ build_vendor = @build_vendor@ builddir = @builddir@ cachedir = @cachedir@ @@ -238,6 +241,7 @@ htmldir = @htmldir@ includedir = @includedir@ infodir = @infodir@ install_sh = @install_sh@ +libconfigdir = @libconfigdir@ libdir = @libdir@ libexecdir = @libexecdir@ localedir = @localedir@ @@ -264,6 +268,8 @@ top_builddir = @top_builddir@ top_srcdir = @top_srcdir@ varlibdir = @varlibdir@ webdir = @webdir@ + +# SPDX-License-Identifier: GPL-3.0-or-later MAINTAINERCLEANFILES = $(srcdir)/Makefile.in dist_noinst_DATA = \ config.puml \ diff --git a/diagrams/build.sh b/diagrams/build.sh index 53f0ea7ab..9b3963e58 100755 --- a/diagrams/build.sh +++ b/diagrams/build.sh @@ -1,4 +1,5 @@ #!/usr/bin/env bash +# SPDX-License-Identifier: GPL-3.0-or-later path=$(dirname "$0") cd "${path}" || exit 1 diff --git a/diagrams/netdata-overview.xml b/diagrams/netdata-overview.xml index 13c4320e8..7f8008542 100644 --- a/diagrams/netdata-overview.xml +++ b/diagrams/netdata-overview.xml @@ -1 +1 @@ -<mxfile userAgent="Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/65.0.3325.181 Safari/537.36" version="8.5.0" editor="www.draw.io" type="github"><diagram id="319b92f5-ce0c-3638-1d72-e7e1d323a6f9" name="Page-1">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</diagram></mxfile>
\ No newline at end of file +<mxfile userAgent="Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/70.0.3538.77 Safari/537.36" version="9.3.1" editor="www.draw.io" type="github"><diagram id="319b92f5-ce0c-3638-1d72-e7e1d323a6f9" name="Page-1">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</diagram></mxfile>
\ No newline at end of file |