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authortux9th <mr.x@aon.at>2013-06-06 17:56:04 +0200
committertux9th <mr.x@aon.at>2013-06-06 17:56:04 +0200
commit36725d9851d49c316b657c78f10d4000399b6ad5 (patch)
treea4c85b12cfdb74d6a2ee1a7136c1955b940bed4b
parent710f6c7cc0bf07aca19dccc5eab69411dc30bf3d (diff)
downloadclientdata-36725d9851d49c316b657c78f10d4000399b6ad5.tar.gz
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015-1:
* moved x1 tiles from Fringe to Ground2. * ran tools/minimap-render.py 015-1
-rw-r--r--graphics/minimaps/015-1.pngbin38196 -> 36819 bytes
-rw-r--r--maps/015-1.tmx13
2 files changed, 9 insertions, 4 deletions
diff --git a/graphics/minimaps/015-1.png b/graphics/minimaps/015-1.png
index 7c2481e5..0e482bdf 100644
--- a/graphics/minimaps/015-1.png
+++ b/graphics/minimaps/015-1.png
Binary files differ
diff --git a/maps/015-1.tmx b/maps/015-1.tmx
index 1577a9d8..4550d157 100644
--- a/maps/015-1.tmx
+++ b/maps/015-1.tmx
@@ -20,17 +20,22 @@
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