summaryrefslogtreecommitdiff
path: root/maps
diff options
context:
space:
mode:
authorReid Yaro <reidyaro@gmail.com>2014-03-16 20:40:36 +0100
committerReid Yaro <reidyaro@gmail.com>2014-03-16 20:40:36 +0100
commita33feaa527882fc9c6495cb81f3bc8754d50d3ce (patch)
tree44dc7ac740d197c7682dff6e2a3d77e5e8307f2c /maps
parentcd34e3949bb79c6dd9511b67bb43803d91c873c9 (diff)
downloadclientdata-a33feaa527882fc9c6495cb81f3bc8754d50d3ce.tar.gz
clientdata-a33feaa527882fc9c6495cb81f3bc8754d50d3ce.tar.bz2
clientdata-a33feaa527882fc9c6495cb81f3bc8754d50d3ce.tar.xz
clientdata-a33feaa527882fc9c6495cb81f3bc8754d50d3ce.zip
Offset the map of (5,5) and add island border.
Diffstat (limited to 'maps')
-rw-r--r--maps/001-1.tmx36
1 files changed, 30 insertions, 6 deletions
diff --git a/maps/001-1.tmx b/maps/001-1.tmx
index c33ddaee..d1416aa2 100644
--- a/maps/001-1.tmx
+++ b/maps/001-1.tmx
@@ -86,29 +86,53 @@
<tileset firstgid="1906" name="Collision" tilewidth="32" tileheight="32">
<image source="../graphics/tilesets/collision.png" width="96" height="64"/>
</tileset>
+ <tileset firstgid="1912" name="Pavement" tilewidth="32" tileheight="32">
+ <image source="../../privclientdata/graphics/tiles/Pavement.png" width="288" height="320"/>
+ </tileset>
+ <tileset firstgid="2002" name="Ship_base" tilewidth="32" tileheight="32">
+ <image source="../../privclientdata/graphics/tiles/Ship_base.png" width="704" height="320"/>
+ </tileset>
+ <tileset firstgid="2222" name="Village" tilewidth="32" tileheight="32">
+ <image source="../../privclientdata/graphics/tiles/Village.png" width="512" height="512"/>
+ </tileset>
+ <tileset firstgid="2478" name="Water" tilewidth="32" tileheight="32">
+ <image source="../../privclientdata/graphics/tiles/Water.png" width="512" height="512"/>
+ </tileset>
+ <tileset firstgid="2734" name="Evol_ground" tilewidth="32" tileheight="32">
+ <image source="../../privclientdata/graphics/tiles/Evol_ground.png" width="512" height="512"/>
+ </tileset>
+ <tileset firstgid="2990" name="Block_walls" tilewidth="32" tileheight="32">
+ <image source="../../privclientdata/graphics/tiles/Block_walls.png" width="512" height="512"/>
+ </tileset>
+ <tileset firstgid="3246" name="Ship2" tilewidth="32" tileheight="32">
+ <image source="../../privclientdata/graphics/tiles/Ship2.png" width="512" height="512"/>
+ </tileset>
+ <tileset firstgid="3502" name="Village_adds" tilewidth="32" tileheight="32">
+ <image source="../../privclientdata/graphics/tiles/Village_adds.png" width="512" height="512"/>
+ </tileset>
<layer name="Ground" width="250" height="175">
<data encoding="base64" compression="gzip">
- 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
+ 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
</data>
</layer>
<layer name="Ground2" width="250" height="175">
<data encoding="base64" compression="gzip">
- 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
+ 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
</data>
</layer>
<layer name="Fringe" width="250" height="175">
<data encoding="base64" compression="gzip">
- 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
+ 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
</data>
</layer>
<layer name="Over" width="250" height="175">
<data encoding="base64" compression="gzip">
- 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
+ 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
</data>
</layer>
- <layer name="Concept" width="250" height="175" visible="0">
+ <layer name="Concept" width="250" height="175">
<data encoding="base64" compression="gzip">
- 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
+ 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
</data>
</layer>
<layer name="Collision" width="250" height="175" visible="0">