summaryrefslogtreecommitdiff
path: root/maps/020-1.tmx
diff options
context:
space:
mode:
Diffstat (limited to 'maps/020-1.tmx')
-rw-r--r--maps/020-1.tmx44
1 files changed, 26 insertions, 18 deletions
diff --git a/maps/020-1.tmx b/maps/020-1.tmx
index 78932c78..ca39abba 100644
--- a/maps/020-1.tmx
+++ b/maps/020-1.tmx
@@ -6,45 +6,52 @@
<property name="music" value="The Mana World - Snow Village.ogg"/>
<property name="name" value="Nivalis"/>
</properties>
- <tileset name="snow" firstgid="1" tilewidth="32" tileheight="32">
- <image source="../graphics/tiles/snowset.png" trans="000000"/>
+ <tileset name="Snow" firstgid="1" tilewidth="32" tileheight="32">
+ <image source="../graphics/tiles/Snow.png"/>
</tileset>
- <tileset name="walk" firstgid="81" tilewidth="32" tileheight="32">
- <image source="../graphics/tiles/collision.png"/>
- </tileset>
- <tileset name="building" firstgid="83" tilewidth="32" tileheight="32">
- <image source="../graphics/tiles/snow_building.png"/>
+ <tileset name="Snow x2" firstgid="257" tilewidth="32" tileheight="64">
+ <image source="../graphics/tiles/Snow_x2.png"/>
</tileset>
- <tileset name="Snow_x3" firstgid="193" tilewidth="32" tileheight="96">
- <image source="../graphics/tiles/snow_x3.png"/>
+ <tileset name="Snow x3" firstgid="273" tilewidth="32" tileheight="96">
+ <image source="../graphics/tiles/Snow_x3.png"/>
</tileset>
- <tileset name="Snow_x2" firstgid="209" tilewidth="32" tileheight="64">
- <image source="../graphics/tiles/snow_x2.png"/>
+ <tileset name="Snow_village" firstgid="289" tilewidth="32" tileheight="32">
+ <image source="../graphics/tiles/Snow_village.png"/>
</tileset>
- <tileset name="Christmas Tree" firstgid="225" tilewidth="32" tileheight="32">
- <image source="../graphics/tiles/christmastree.png"/>
+ <tileset name="Collision" firstgid="545" tilewidth="32" tileheight="32">
+ <image source="../graphics/tiles/collision.png"/>
</tileset>
<layer name="Ground" width="128" height="148">
<data encoding="base64" compression="gzip">
- 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
+ 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
+ </data>
+ </layer>
+ <layer name="extra layer" width="128" height="148">
+ <data encoding="base64" compression="gzip">
+ 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
</data>
</layer>
<layer name="Fringe" width="128" height="148">
<data encoding="base64" compression="gzip">
- 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
+ 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
+ </data>
+ </layer>
+ <layer name="lower Over layer" width="128" height="148">
+ <data encoding="base64" compression="gzip">
+ H4sIAAAAAAAAAO3WyRHAIAwDQIpLhamYf97B9qDdAhgjDcdaAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADQ4+keAACAMv5+AJDF2w+Qx90PmZz9XLrPpXvI5Ozn0n0u3edJ6bxin9OznD5ftZN5VGat1/+cyvK7rs4AAAAAAAAAeLsHAAAAAAAAAAAAAAAAAAAA4Eobb+s67AAoAQA=
</data>
</layer>
<layer name="Over" width="128" height="148">
<data encoding="base64" compression="gzip">
- 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
+ H4sIAAAAAAAAAO3cSXLTQBQGYOcoQBHWzGwBM2zDENgCJ+AIgROE4QCBiyJXRUVXlxw5Gtwtv++rehu7Sm7rb7faklqrFQAAAAAAAAAAAAAAAAAAAAAAACzX7aPV6ripO0elW8K+bbJ/2NSjph7rA6G02d+4zP+mPrBIQ8bvB0n2L5p62dSrpA880QdmcTzxfh06fq+T7N83ddrUh6QPvJZ/9caM3+ss+9OsD8h/vLvNPryXVCp9/f6AfZ1mn+a/ax941/P+R/mP9rTZh8+SSnNKX39+zX2dZ5/nv0sf+CLf2Z00+/jNZXVp33s7cN7WVj5/S/vAtnncV/nvVT7eDh1f1x3Zd83f2prqOP59ms0w0vqaeZrHHRb5xyb/2Pr+t+Vq+B93q3QDKOpG6QZQlPxjk39s8o9N/rHJPzb5xyb/2OQfm/xjy/M/K9IKSthk/S2r30VbxJzyvGX9n3toAIAhrNWe3maeuoS5mbXa8/lZugE9rNWe169VveNAvuYnX+tnrfZ0ahwH8jU/+Vo/93hPR/7T+1G6ARXK14b31VXkvzz52vC+ukrN+Z+v5N9F/rGdTJhZrflvrgVurv/Jf1615t/+9uU/rxrWeHaJNPa39z3Mcf7oU6X59omUf/tdazx/UEqU/De//Yum/jT1t3BbahF57lfjNYR9M/eLLcrYP6cl3+sh/3GWfK9H5GP/FNLr/em9Hku5zu/YP056vTe91lvreb6csX+c9Nn86XN9l5C/sX+8bc94XEL+xv7xtj3jsdbz/C2//Wl8rjznLmn28o9F9rGlx3z5x+K3H5fs42nvc2mf7XEI2affqa0x13C7ttdVtV8n7voeaeaHfMxv1wPOmVf6GfvsC7v2z21ZH3r228zZJ/Jt59vNMxvyue02ds1V9v36cptqu1M8Ryv/nybzWNp7FPvIGgAAAAAAoG5npRvA3uX3aQEAAABweJz3i+28dAMo6qJ0AwAAAAAAAAAAAAAu/QNZJoGqACgBAA==
</data>
</layer>
<layer name="Collision" width="128" height="148">
<data encoding="base64" compression="gzip">
- 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
+ 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
</data>
</layer>
- <objectgroup name="Objects" width="0" height="0">
+ <objectgroup name="Objects" width="0" height="0" visible="0">
<object name="ToIceCave" type="WARP" x="2400" y="1216" width="96" height="32">
<properties>
<property name="DEST_MAP" value="020-3"/>
@@ -108,5 +115,6 @@
<property name="DEST_Y" value="800"/>
</properties>
</object>
+ <object name="Object" x="1376" y="1472" width="32" height="32"/>
</objectgroup>
</map>