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-rw-r--r--maps/025-1.tmx36
-rwxr-xr-xmaps/026-1.tmx28
-rw-r--r--maps/027-1.tmx49
3 files changed, 53 insertions, 60 deletions
diff --git a/maps/025-1.tmx b/maps/025-1.tmx
index 422cf18c..3db9e651 100644
--- a/maps/025-1.tmx
+++ b/maps/025-1.tmx
@@ -6,68 +6,68 @@
<property name="music" value="The Mana World - The Forest.ogg"/>
<property name="name" value="Woodland Swamp"/>
</properties>
- <tileset firstgid="1" name="Collision" tilewidth="32" tileheight="32">
+ <tileset name="Collision" firstgid="1" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/collision.png"/>
</tileset>
- <tileset firstgid="3" name="Woodland" tilewidth="32" tileheight="32">
+ <tileset name="Woodland" firstgid="3" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_ground.png"/>
</tileset>
- <tileset firstgid="259" name="woodland-2" tilewidth="32" tileheight="64">
+ <tileset name="woodland-2" firstgid="259" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_x2.png"/>
</tileset>
- <tileset firstgid="291" name="woodland-3" tilewidth="32" tileheight="96">
+ <tileset name="woodland-3" firstgid="291" tilewidth="32" tileheight="96">
<image source="../graphics/tiles/Woodland_x3.png"/>
</tileset>
- <tileset firstgid="323" name="woodland-4" tilewidth="32" tileheight="128">
+ <tileset name="woodland-4" firstgid="323" tilewidth="32" tileheight="128">
<image source="../graphics/tiles/Woodland_x4.png"/>
</tileset>
- <tileset firstgid="339" name="woodland-5" tilewidth="32" tileheight="160">
+ <tileset name="woodland-5" firstgid="339" tilewidth="32" tileheight="160">
<image source="../graphics/tiles/Woodland_x5.png"/>
</tileset>
- <tileset firstgid="355" name="woodland-8" tilewidth="32" tileheight="256">
+ <tileset name="woodland-8" firstgid="355" tilewidth="32" tileheight="256">
<image source="../graphics/tiles/Woodland_x8.png"/>
</tileset>
- <tileset firstgid="371" name="forest-cover" tilewidth="32" tileheight="32">
+ <tileset name="forest-cover" firstgid="371" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest_cover.png"/>
</tileset>
- <tileset firstgid="471" name="trans-woodland-desert" tilewidth="32" tileheight="32">
+ <tileset name="trans-woodland-desert" firstgid="471" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/trans_woodland-desert.png"/>
</tileset>
- <tileset firstgid="599" name="woodland-village" tilewidth="32" tileheight="32">
+ <tileset name="woodland-village" firstgid="599" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_village.png"/>
</tileset>
- <tileset firstgid="855" name="woodland-village-2" tilewidth="32" tileheight="64">
+ <tileset name="woodland-village-2" firstgid="855" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_village_x2.png"/>
</tileset>
- <tileset firstgid="871" name="woodland-swamp" tilewidth="32" tileheight="32">
+ <tileset name="woodland-swamp" firstgid="871" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_swamp.png"/>
</tileset>
- <tileset firstgid="1127" name="Forest" tilewidth="32" tileheight="32">
+ <tileset name="Forest" firstgid="1127" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest.png"/>
</tileset>
<layer name="Ground" width="150" height="120">
<data encoding="base64" compression="gzip">
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</layer>
<objectgroup name="Object Group 4" width="0" height="0">
diff --git a/maps/026-1.tmx b/maps/026-1.tmx
index 0bedd2e5..6f75ed91 100755
--- a/maps/026-1.tmx
+++ b/maps/026-1.tmx
@@ -10,54 +10,54 @@
<property name="overlay0scrollX" value="0.2"/>
<property name="overlay0scrollY" value="0.1"/>
</properties>
- <tileset firstgid="1" name="Collision" tilewidth="32" tileheight="32">
+ <tileset name="Collision" firstgid="1" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/collision.png"/>
</tileset>
- <tileset firstgid="3" name="Woodland" tilewidth="32" tileheight="32">
+ <tileset name="Woodland" firstgid="3" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_ground.png"/>
</tileset>
- <tileset firstgid="259" name="woodland-2" tilewidth="32" tileheight="64">
+ <tileset name="woodland-2" firstgid="259" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_x2.png"/>
</tileset>
- <tileset firstgid="291" name="woodland-3" tilewidth="32" tileheight="96">
+ <tileset name="woodland-3" firstgid="291" tilewidth="32" tileheight="96">
<image source="../graphics/tiles/Woodland_x3.png"/>
</tileset>
- <tileset firstgid="323" name="woodland-4" tilewidth="32" tileheight="128">
+ <tileset name="woodland-4" firstgid="323" tilewidth="32" tileheight="128">
<image source="../graphics/tiles/Woodland_x4.png"/>
</tileset>
- <tileset firstgid="339" name="woodland-5" tilewidth="32" tileheight="160">
+ <tileset name="woodland-5" firstgid="339" tilewidth="32" tileheight="160">
<image source="../graphics/tiles/Woodland_x5.png"/>
</tileset>
- <tileset firstgid="355" name="woodland-8" tilewidth="32" tileheight="256">
+ <tileset name="woodland-8" firstgid="355" tilewidth="32" tileheight="256">
<image source="../graphics/tiles/Woodland_x8.png"/>
</tileset>
- <tileset firstgid="371" name="forest-cover" tilewidth="32" tileheight="32">
+ <tileset name="forest-cover" firstgid="371" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest_cover.png"/>
</tileset>
- <tileset firstgid="471" name="woodland-swamp" tilewidth="32" tileheight="32">
+ <tileset name="woodland-swamp" firstgid="471" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_swamp.png"/>
</tileset>
- <tileset firstgid="727" name="Forest" tilewidth="32" tileheight="32">
+ <tileset name="Forest" firstgid="727" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest.png"/>
</tileset>
<layer name="Ground" width="150" height="120">
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</layer>
<objectgroup name="Object Group 4" width="0" height="0">
diff --git a/maps/027-1.tmx b/maps/027-1.tmx
index 9b0e693b..fd6b786e 100644
--- a/maps/027-1.tmx
+++ b/maps/027-1.tmx
@@ -14,74 +14,74 @@
<property name="overlay1scrollX" value="0.227"/>
<property name="overlay1scrollY" value="0.341"/>
</properties>
- <tileset firstgid="1" name="Collision" tilewidth="32" tileheight="32">
+ <tileset name="Collision" firstgid="1" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/collision.png"/>
</tileset>
- <tileset firstgid="3" name="Woodland" tilewidth="32" tileheight="32">
+ <tileset name="Woodland" firstgid="3" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_ground.png"/>
</tileset>
- <tileset firstgid="259" name="woodland-2" tilewidth="32" tileheight="64">
+ <tileset name="woodland-2" firstgid="259" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_x2.png"/>
</tileset>
- <tileset firstgid="291" name="woodland-3" tilewidth="32" tileheight="96">
+ <tileset name="woodland-3" firstgid="291" tilewidth="32" tileheight="96">
<image source="../graphics/tiles/Woodland_x3.png"/>
</tileset>
- <tileset firstgid="323" name="woodland-4" tilewidth="32" tileheight="128">
+ <tileset name="woodland-4" firstgid="323" tilewidth="32" tileheight="128">
<image source="../graphics/tiles/Woodland_x4.png"/>
</tileset>
- <tileset firstgid="339" name="woodland-5" tilewidth="32" tileheight="160">
+ <tileset name="woodland-5" firstgid="339" tilewidth="32" tileheight="160">
<image source="../graphics/tiles/Woodland_x5.png"/>
</tileset>
- <tileset firstgid="355" name="woodland-8" tilewidth="32" tileheight="256">
+ <tileset name="woodland-8" firstgid="355" tilewidth="32" tileheight="256">
<image source="../graphics/tiles/Woodland_x8.png"/>
</tileset>
- <tileset firstgid="371" name="forest-cover" tilewidth="32" tileheight="32">
+ <tileset name="forest-cover" firstgid="371" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest_cover.png"/>
</tileset>
- <tileset firstgid="471" name="woodland-swamp" tilewidth="32" tileheight="32">
+ <tileset name="woodland-swamp" firstgid="471" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_swamp.png"/>
</tileset>
- <tileset firstgid="727" name="Forest" tilewidth="32" tileheight="32">
+ <tileset name="Forest" firstgid="727" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest.png"/>
</tileset>
- <tileset firstgid="1126" name="Graveyard x3" tilewidth="32" tileheight="96">
+ <tileset name="Graveyard x3" firstgid="1126" tilewidth="32" tileheight="96">
<image source="../graphics/tiles/Woodland_graveyard_x3.png"/>
</tileset>
- <tileset firstgid="1206" name="Graveyard x4" tilewidth="32" tileheight="128">
+ <tileset name="Graveyard x4" firstgid="1206" tilewidth="32" tileheight="128">
<image source="../graphics/tiles/Woodland_graveyard_x4.png"/>
</tileset>
- <tileset firstgid="1222" name="Unbenannt" tilewidth="32" tileheight="32">
+ <tileset name="Unbenannt" firstgid="1222" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_graveyard_crypt.png"/>
</tileset>
- <tileset firstgid="1285" name="graveyard_ground" tilewidth="32" tileheight="32">
+ <tileset name="graveyard_ground" firstgid="1285" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_graveyard_ground.png"/>
</tileset>
- <tileset firstgid="1349" name="woodland village" tilewidth="32" tileheight="32">
+ <tileset name="woodland village" firstgid="1349" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_village.png"/>
</tileset>
<layer name="Ground 1" width="150" height="120">
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</data>
</layer>
<objectgroup name="Object Group 6" width="0" height="0">
@@ -99,7 +99,6 @@
<property name="dest_y" value="544"/>
</properties>
</object>
-
<object name="Poltergeist" type="spawn" x="1088" y="2496" width="3072" height="896">
<properties>
<property name="eA_death" value="60000"/>
@@ -124,7 +123,6 @@
<property name="monster_id" value="38"/>
</properties>
</object>
-
<object name="FireSkull" type="spawn" x="672" y="960" width="2144" height="1504">
<properties>
<property name="eA_death" value="20000"/>
@@ -158,7 +156,6 @@
</properties>
</object>
<object name="This aint that bad... few, weaker undeads" x="1792" y="1728" width="1024" height="736"/>
-
<object name="Zombie" type="spawn" x="1792" y="960" width="1024" height="736">
<properties>
<property name="eA_death" value="120000"/>
@@ -183,7 +180,6 @@
<property name="monster_id" value="42"/>
</properties>
</object>
-
<object name="FireSkull" type="spawn" x="672" y="960" width="1088" height="736">
<properties>
<property name="eA_death" value="10000"/>
@@ -224,7 +220,6 @@
<property name="monster_id" value="42"/>
</properties>
</object>
-
<object name="Fire skull" type="spawn" x="2848" y="960" width="1056" height="704">
<properties>
<property name="eA_death" value="25000"/>
@@ -257,7 +252,6 @@
<property name="monster_id" value="42"/>
</properties>
</object>
-
<object name="Zombie" type="spawn" x="672" y="1728" width="1088" height="736">
<properties>
<property name="eA_death" value="30000"/>
@@ -274,7 +268,6 @@
<property name="monster_id" value="43"/>
</properties>
</object>
-
<object name="Jack O" type="spawn" x="864" y="2154" width="96" height="64">
<properties>
<property name="eA_death" value="200000"/>