mirror of
https://github.com/OMGeeky/andors-trail.git
synced 2026-01-15 16:20:51 +01:00
80 lines
32 KiB
XML
80 lines
32 KiB
XML
<?xml version="1.0" encoding="UTF-8"?>
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<map version="1.0" orientation="orthogonal" width="200" height="300" tilewidth="32" tileheight="32">
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<tileset firstgid="1" name="tiles_1_1" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_1_1.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="129" name="tiles_1_2" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_1_2.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="257" name="tiles_2_1" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_2_1.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="385" name="tiles_2_2" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_2_2.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="513" name="tiles_2_3" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_2_3.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="641" name="tiles_2_4" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_2_4.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="769" name="tiles_2_5" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_2_5.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="897" name="tiles_1_3" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_1_3.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="1025" name="tiles_1_4" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_1_4.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="1153" name="tiles_1_5" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_1_5.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="1281" name="tiles_1_6" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_1_6.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="1409" name="tiles_1_7" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_1_7.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="1537" name="tiles_2_1" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_1_8.png" width="512" height="224"/>
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</tileset>
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<tileset firstgid="1649" name="tiles_2_6" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_2_6.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="1777" name="tiles_2_7" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_2_7.png" width="512" height="256"/>
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</tileset>
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<tileset firstgid="1905" name="tiles_2_8" tilewidth="32" tileheight="32">
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<image source="../drawable/map_tiles_2_8.png" width="512" height="224"/>
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</tileset>
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<layer name="Ground" width="200" height="300">
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<data encoding="base64" compression="zlib">
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