diff options
Diffstat (limited to 'maps/012-3.tmx')
-rw-r--r-- | maps/012-3.tmx | 12 |
1 files changed, 6 insertions, 6 deletions
diff --git a/maps/012-3.tmx b/maps/012-3.tmx index d65662be..ccc7d679 100644 --- a/maps/012-3.tmx +++ b/maps/012-3.tmx @@ -8,19 +8,19 @@ <property name="overlay0keepratio" value="true"/> </properties> <tileset firstgid="1" name="cave" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/cave.png" trans="ff00ff"/> + <image source="../graphics/tiles/cave.png" trans="ff00ff" width="512" height="256"/> </tileset> <tileset firstgid="129" name="collision" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/collision.png" trans="000000"/> + <image source="../graphics/tiles/collision.png" trans="000000" width="64" height="32"/> </tileset> <tileset firstgid="131" name="cave X2" tilewidth="32" tileheight="64"> - <image source="../graphics/tiles/cave_x2.png"/> + <image source="../graphics/tiles/cave_x2.png" width="512" height="64"/> </tileset> <tileset firstgid="147" name="Woodland" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/Woodland_ground.png"/> + <image source="../graphics/tiles/Woodland_ground.png" width="512" height="512"/> </tileset> <tileset firstgid="403" name="animated wetwall" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/cave_ani_wetwall.png"/> + <image source="../graphics/tiles/cave_ani_wetwall.png" width="512" height="512"/> <tile id="0"> <properties> <property name="animation-delay0" value="10"/> @@ -252,7 +252,7 @@ </layer> <layer name="Collision" width="520" height="210"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <objectgroup name="Objects" width="0" height="0"> |