diff options
author | Jessica Tölke <jtoelke@mail.upb.de> | 2013-03-19 15:39:29 +0100 |
---|---|---|
committer | Jessica Tölke <jtoelke@mail.upb.de> | 2013-03-19 15:39:44 +0100 |
commit | a96e2397f05ddf3c969c0e053e7119c55d685975 (patch) | |
tree | f8542933ca0b6e68fd4e481d6ed0423e9a5654d0 /maps/013-1.tmx | |
parent | 6f1d64a158b2aa67e6563020700c530757a8da77 (diff) | |
download | clientdata-a96e2397f05ddf3c969c0e053e7119c55d685975.tar.gz clientdata-a96e2397f05ddf3c969c0e053e7119c55d685975.tar.bz2 clientdata-a96e2397f05ddf3c969c0e053e7119c55d685975.tar.xz clientdata-a96e2397f05ddf3c969c0e053e7119c55d685975.zip |
Add grass tile to the Over layer at 125, 104.
The nearby tree needs to be moved into the over layer too because of this.
Problem reported by veryape.
Diffstat (limited to 'maps/013-1.tmx')
-rw-r--r-- | maps/013-1.tmx | 4 |
1 files changed, 2 insertions, 2 deletions
diff --git a/maps/013-1.tmx b/maps/013-1.tmx index 2f1e4d29..935cf52d 100644 --- a/maps/013-1.tmx +++ b/maps/013-1.tmx @@ -21,12 +21,12 @@ </layer> <layer name="Fringe" width="154" height="124"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Over" width="154" height="124"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Over2" width="154" height="124"> |