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authorReid <reidyaro@gmail.com>2015-03-26 16:03:17 +0100
committerReid <reidyaro@gmail.com>2015-03-26 16:03:35 +0100
commitbf99a16ade75f30485b64a927c84faac0aac32d6 (patch)
tree79db99f5fb0c27d626191b2596a1453416dc3872
parent5697b8aaca58be1a52966e43a1cd02c150c41bb6 (diff)
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Update artis and lost island.
-rw-r--r--maps/000-1.tmx12
-rw-r--r--maps/001-1.tmx16
-rw-r--r--maps/001-2-26.tmx2
3 files changed, 15 insertions, 15 deletions
diff --git a/maps/000-1.tmx b/maps/000-1.tmx
index 895f607d..193996e1 100644
--- a/maps/000-1.tmx
+++ b/maps/000-1.tmx
@@ -50,25 +50,25 @@
</layer>
<layer name="Ground 2" width="120" height="160">
<data encoding="base64" compression="gzip">
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</layer>
- <objectgroup name="Object" visible="0">
+ <objectgroup name="Object">
<object name="To La Johanne" type="warp" x="3008" y="3200" width="28" height="32">
<properties>
<property name="dest_map" value="000-2-0"/>
@@ -295,7 +295,7 @@
<object name="graphics/particles/panels.xml" type="particle_effect" x="2848" y="1632" width="32" height="32"/>
<object name="graphics/particles/panels.xml" type="particle_effect" x="2080" y="2976" width="32" height="32"/>
</objectgroup>
- <layer name="Heights" width="120" height="160" visible="0">
+ <layer name="Heights" width="120" height="160">
<data encoding="base64" compression="gzip">
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</data>
diff --git a/maps/001-1.tmx b/maps/001-1.tmx
index a2161c97..5f066cd0 100644
--- a/maps/001-1.tmx
+++ b/maps/001-1.tmx
@@ -98,37 +98,37 @@
</tileset>
<layer name="Ground" width="250" height="175">
<data encoding="base64" compression="zlib">
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diff --git a/maps/001-2-26.tmx b/maps/001-2-26.tmx
index 8d91eb2d..e78f256b 100644
--- a/maps/001-2-26.tmx
+++ b/maps/001-2-26.tmx
@@ -63,7 +63,7 @@
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