Graveyard maps update

Adds mob spawns to 025-1, 026-1 and 027-1
Maps more of 025-1

1 files changed, 79 insertions, 15 deletions

diff --git a/maps/026-1.tmx b/maps/026-1.tmx
index fe8e2af0..0bedd2e5 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 name="Collision" firstgid="1" tilewidth="32" tileheight="32">
+ <tileset firstgid="1" name="Collision" tilewidth="32" tileheight="32">
   <image source="../graphics/tiles/collision.png"/>
  </tileset>
- <tileset name="Woodland" firstgid="3" tilewidth="32" tileheight="32">
+ <tileset firstgid="3" name="Woodland" tilewidth="32" tileheight="32">
   <image source="../graphics/tiles/Woodland_ground.png"/>
  </tileset>
- <tileset name="woodland-2" firstgid="259" tilewidth="32" tileheight="64">
+ <tileset firstgid="259" name="woodland-2" tilewidth="32" tileheight="64">
   <image source="../graphics/tiles/Woodland_x2.png"/>
  </tileset>
- <tileset name="woodland-3" firstgid="291" tilewidth="32" tileheight="96">
+ <tileset firstgid="291" name="woodland-3" tilewidth="32" tileheight="96">
   <image source="../graphics/tiles/Woodland_x3.png"/>
  </tileset>
- <tileset name="woodland-4" firstgid="323" tilewidth="32" tileheight="128">
+ <tileset firstgid="323" name="woodland-4" tilewidth="32" tileheight="128">
   <image source="../graphics/tiles/Woodland_x4.png"/>
  </tileset>
- <tileset name="woodland-5" firstgid="339" tilewidth="32" tileheight="160">
+ <tileset firstgid="339" name="woodland-5" tilewidth="32" tileheight="160">
   <image source="../graphics/tiles/Woodland_x5.png"/>
  </tileset>
- <tileset name="woodland-8" firstgid="355" tilewidth="32" tileheight="256">
+ <tileset firstgid="355" name="woodland-8" tilewidth="32" tileheight="256">
   <image source="../graphics/tiles/Woodland_x8.png"/>
  </tileset>
- <tileset name="forest-cover" firstgid="371" tilewidth="32" tileheight="32">
+ <tileset firstgid="371" name="forest-cover" tilewidth="32" tileheight="32">
   <image source="../graphics/tiles/Forest_cover.png"/>
  </tileset>
- <tileset name="woodland-swamp" firstgid="471" tilewidth="32" tileheight="32">
+ <tileset firstgid="471" name="woodland-swamp" tilewidth="32" tileheight="32">
   <image source="../graphics/tiles/Woodland_swamp.png"/>
  </tileset>
- <tileset name="Forest" firstgid="727" tilewidth="32" tileheight="32">
+ <tileset firstgid="727" name="Forest" 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>
- <layer name="Collision" width="150" height="120" visible="0">
+ <layer name="Collision" width="150" height="120">
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   </data>
  </layer>
  <objectgroup name="Object Group 4" width="0" height="0">
@@ -75,5 +75,69 @@
     <property name="dest_y" value="2112"/>
    </properties>
   </object>
+  <object name="Wisp" type="spawn" x="480" y="544" width="3584" height="2688">
+   <properties>
+    <property name="eA_death" value="40000"/>
+    <property name="eA_spawn" value="120000"/>
+    <property name="max_beings" value="34"/>
+    <property name="monster_id" value="38"/>
+   </properties>
+  </object>
+  <object name="Spectre" type="spawn" x="480" y="544" width="3552" height="2720">
+   <properties>
+    <property name="eA_death" value="40000"/>
+    <property name="eA_spawn" value="120000"/>
+    <property name="max_beings" value="34"/>
+    <property name="monster_id" value="40"/>
+   </properties>
+  </object>
+  <object name="Poltergeist" type="spawn" x="480" y="544" width="3520" height="2752">
+   <properties>
+    <property name="eA_death" value="40000"/>
+    <property name="eA_spawn" value="120000"/>
+    <property name="max_beings" value="34"/>
+    <property name="monster_id" value="45"/>
+   </properties>
+  </object>
+  <object name="Silkworm" type="spawn" x="480" y="544" width="3616" height="2656">
+   <properties>
+    <property name="eA_death" value="60000"/>
+    <property name="eA_spawn" value="300000"/>
+    <property name="max_beings" value="10"/>
+    <property name="monster_id" value="33"/>
+   </properties>
+  </object>
+  <object name="Scorpion" type="spawn" x="480" y="544" width="3488" height="2784">
+   <properties>
+    <property name="eA_death" value="30000"/>
+    <property name="eA_spawn" value="300000"/>
+    <property name="max_beings" value="15"/>
+    <property name="monster_id" value="1"/>
+   </properties>
+  </object>
+  <object name="Skeleton" type="spawn" x="480" y="544" width="3648" height="2624">
+   <properties>
+    <property name="eA_death" value="10000"/>
+    <property name="eA_spawn" value="900000"/>
+    <property name="max_beings" value="5"/>
+    <property name="monster_id" value="41"/>
+   </properties>
+  </object>
+  <object name="LadySkeleton" type="spawn" x="480" y="544" width="3424" height="2848">
+   <properties>
+    <property name="eA_death" value="20000"/>
+    <property name="eA_spawn" value="900000"/>
+    <property name="max_beings" value="5"/>
+    <property name="monster_id" value="42"/>
+   </properties>
+  </object>
+  <object name="Log Head" type="spawn" x="480" y="544" width="3456" height="2816">
+   <properties>
+    <property name="eA_death" value="40000"/>
+    <property name="eA_spawn" value="300000"/>
+    <property name="max_beings" value="8"/>
+    <property name="monster_id" value="23"/>
+   </properties>
+  </object>
  </objectgroup>
 </map>