diff options
author | Jared Adams <jaxad0127@gmail.com> | 2009-02-08 14:21:26 +0000 |
---|---|---|
committer | Jared Adams <jaxad0127@gmail.com> | 2009-02-08 14:21:26 +0000 |
commit | 821e70aba08dfd33f575f27450e5b6c193a24bb3 (patch) | |
tree | 544ea99a1392402085d388207616b9aaa8706e3f /maps/001-1.tmx | |
parent | d35b02f3a32d84d180dee36aa50cb72eb2329812 (diff) | |
download | clientdata-821e70aba08dfd33f575f27450e5b6c193a24bb3.tar.gz clientdata-821e70aba08dfd33f575f27450e5b6c193a24bb3.tar.bz2 clientdata-821e70aba08dfd33f575f27450e5b6c193a24bb3.tar.xz clientdata-821e70aba08dfd33f575f27450e5b6c193a24bb3.zip |
Add map 021-1
Diffstat (limited to 'maps/001-1.tmx')
-rw-r--r-- | maps/001-1.tmx | 29 |
1 files changed, 23 insertions, 6 deletions
diff --git a/maps/001-1.tmx b/maps/001-1.tmx index f9b4471c..de704edb 100644 --- a/maps/001-1.tmx +++ b/maps/001-1.tmx @@ -24,30 +24,33 @@ <tileset name="Tulimshar1" firstgid="551" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/tulimshar1.png"/> </tileset> - <tileset name="Tic-Tac-Toe" firstgid="807" tilewidth="32" tileheight="32"> + <tileset name="Trans woodland desert" firstgid="807" tilewidth="32" tileheight="32"> + <image source="../graphics/tiles/trans_woodland-desert.png"/> + </tileset> + <tileset name="Tic-Tac-Toe" firstgid="935" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/tictactoe.png"/> </tileset> - <tileset name="Collision" firstgid="819" tilewidth="32" tileheight="32"> + <tileset name="Collision" firstgid="947" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/collision.png"/> </tileset> <layer name="Ground" width="167" height="114"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Fringe" width="167" height="114"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Over" width="167" height="114"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Collision" width="167" height="114"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <objectgroup name="Objects" width="0" height="0"> @@ -63,6 +66,20 @@ <property name="DEST_Y" value="560"/> </properties> </object> + <object name="toCentralTulimshar" type="warp" x="1344" y="640" width="160" height="32"> + <properties> + <property name="dest_map" value="021-1"/> + <property name="dest_x" value="1760"/> + <property name="dest_y" value="4640"/> + </properties> + </object> + <object name="toCentralTulimshar" type="warp" x="3968" y="640" width="64" height="32"> + <properties> + <property name="dest_map" value="021-1"/> + <property name="dest_x" value="4352"/> + <property name="dest_y" value="4672"/> + </properties> + </object> <object name="ToInn" type="warp" x="1024" y="2272" width="32" height="32"> <properties> <property name="dest_map" value="001-2"/> |