diff options
Diffstat (limited to 'maps/015-1.tmx')
-rw-r--r-- | maps/015-1.tmx | 34 |
1 files changed, 17 insertions, 17 deletions
diff --git a/maps/015-1.tmx b/maps/015-1.tmx index f89281c1..55176454 100644 --- a/maps/015-1.tmx +++ b/maps/015-1.tmx @@ -10,63 +10,63 @@ <property name="overlay0scrollX" value="0.2"/> <property name="overlay0scrollY" value="0.1"/> </properties> - <tileset name="Woodland" firstgid="1" tilewidth="32" tileheight="32"> + <tileset firstgid="1" name="Woodland Ground" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/Woodland_ground.png"/> </tileset> - <tileset name="Woodland x2" firstgid="257" tilewidth="32" tileheight="64"> + <tileset firstgid="257" name="Woodland x2" tilewidth="32" tileheight="64"> <image source="../graphics/tiles/Woodland_x2.png"/> </tileset> - <tileset name="Woodland x3" firstgid="289" tilewidth="32" tileheight="96"> + <tileset firstgid="289" name="Woodland x3" tilewidth="32" tileheight="96"> <image source="../graphics/tiles/Woodland_x3.png"/> </tileset> - <tileset name="Woodland Village" firstgid="321" tilewidth="32" tileheight="32"> + <tileset firstgid="321" name="woodland village" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/Woodland_village.png"/> </tileset> - <tileset name="Collision" firstgid="577" tilewidth="32" tileheight="32"> + <tileset firstgid="577" name="collision" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/collision.png"/> </tileset> - <tileset name="woodland-4" firstgid="579" tilewidth="32" tileheight="128"> + <tileset firstgid="579" name="woodland-4" tilewidth="32" tileheight="128"> <image source="../graphics/tiles/Woodland_x4.png"/> </tileset> - <tileset name="woodland-5" firstgid="595" tilewidth="32" tileheight="160"> + <tileset firstgid="595" name="woodland-5" tilewidth="32" tileheight="160"> <image source="../graphics/tiles/Woodland_x5.png"/> </tileset> - <tileset name="woodland-8" firstgid="611" tilewidth="32" tileheight="256"> + <tileset firstgid="611" name="woodland-8" tilewidth="32" tileheight="256"> <image source="../graphics/tiles/Woodland_x8.png"/> </tileset> - <tileset name="forest-cover" firstgid="627" tilewidth="32" tileheight="32"> + <tileset firstgid="627" name="forest-cover" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/Forest_cover.png"/> </tileset> - <tileset name="trans-woodland-desert" firstgid="727" tilewidth="32" tileheight="32"> + <tileset firstgid="727" name="trans-woodland-desert" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/trans_woodland-desert.png"/> </tileset> - <tileset name="woodland-village-2" firstgid="855" tilewidth="32" tileheight="64"> + <tileset firstgid="855" name="woodland-village-2" tilewidth="32" tileheight="64"> <image source="../graphics/tiles/Woodland_village_x2.png"/> </tileset> - <tileset name="woodland-swamp" firstgid="871" tilewidth="32" tileheight="32"> + <tileset firstgid="871" name="woodland-swamp" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/Woodland_swamp.png"/> </tileset> - <tileset name="Forest" firstgid="1127" tilewidth="32" tileheight="32"> + <tileset firstgid="1127" name="Forest" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/Forest.png"/> </tileset> <layer name="Ground" width="140" height="120"> <data encoding="base64" compression="gzip"> - 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