summaryrefslogtreecommitdiff
path: root/maps/025-1.tmx
diff options
context:
space:
mode:
Diffstat (limited to 'maps/025-1.tmx')
-rw-r--r--maps/025-1.tmx22
1 files changed, 11 insertions, 11 deletions
diff --git a/maps/025-1.tmx b/maps/025-1.tmx
index fe336444..aec6c5b3 100644
--- a/maps/025-1.tmx
+++ b/maps/025-1.tmx
@@ -19,25 +19,25 @@
<tileset firstgid="1111" source="../tilesets/Forest.tsx"/>
<layer name="Ground" width="150" height="120">
<data encoding="base64" compression="gzip">
- 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
+ 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
</data>
</layer>
<layer name="Ground2" width="150" height="120">
<data encoding="base64" compression="gzip">
- H4sIAAAAAAAAA+3cwQmAQAxFwSDYgQWJLclav4JXr/IlzsDe33EJJFUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB9HekAAAAAoI2RDgCAoD0dAADQjDkDAADAf5m5AwAAAPBV7jMAAAAA3OZ0AAAAAAAAAABtbVPVer0lHUIb9kEAAN7j3w4AAAAAwJMTJEiRIEAZAQA=
+ 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
</data>
</layer>
<layer name="Fringe" width="150" height="120">
<data encoding="base64" compression="gzip">
- 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
+ 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
</data>
</layer>
<layer name="Over" width="150" height="120">
<data encoding="base64" compression="gzip">
- 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
+ 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
</data>
</layer>
- <layer name="Collision" width="150" height="120" opacity="0.4">
+ <layer name="Collision" width="150" height="120">
<data encoding="base64" compression="gzip">
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
</data>
@@ -64,7 +64,7 @@
<property name="dest_y" value="1696"/>
</properties>
</object>
- <object name="Clover Patch" type="spawn" x="2304" y="672" width="1824" height="2560">
+ <object name="CloverPatch" type="spawn" x="2304" y="672" width="1824" height="2560">
<properties>
<property name="eA_death" value="10000"/>
<property name="eA_spawn" value="30000"/>
@@ -72,7 +72,7 @@
<property name="monster_id" value="35"/>
</properties>
</object>
- <object name="Clover Patch" type="spawn" x="1600" y="3008" width="448" height="192">
+ <object name="CloverPatch" type="spawn" x="1600" y="3008" width="448" height="192">
<properties>
<property name="eA_death" value="10000"/>
<property name="eA_spawn" value="1200000"/>
@@ -80,7 +80,7 @@
<property name="monster_id" value="35"/>
</properties>
</object>
- <object name="Alizarin Herb" type="spawn" x="576" y="608" width="2496" height="1088">
+ <object name="AlizarinPlant" type="spawn" x="576" y="608" width="2496" height="1088">
<properties>
<property name="eA_death" value="12000"/>
<property name="eA_spawn" value="240000"/>
@@ -104,7 +104,7 @@
<property name="monster_id" value="33"/>
</properties>
</object>
- <object name="Log Head" type="spawn" x="2080" y="640" width="2048" height="1792">
+ <object name="LogHead" type="spawn" x="2080" y="640" width="2048" height="1792">
<properties>
<property name="eA_death" value="3000"/>
<property name="eA_spawn" value="18000"/>
@@ -112,7 +112,7 @@
<property name="monster_id" value="23"/>
</properties>
</object>
- <object name="Pink Flower" type="spawn" x="0" y="0">
+ <object name="PinkFlower" type="spawn" x="0" y="0">
<properties>
<property name="eA_death" value="5000"/>
<property name="eA_spawn" value="20000"/>
@@ -120,7 +120,7 @@
<property name="monster_id" value="12"/>
</properties>
</object>
- <object name="Spiky Mushroom" type="spawn" x="0" y="0">
+ <object name="SpikyMushroom" type="spawn" x="0" y="0">
<properties>
<property name="eA_death" value="500"/>
<property name="eA_spawn" value="90000"/>