Update of cave water drop animations by Octalot.

2 files changed, 142 insertions, 1 deletions

diff --git a/graphics/tiles/cave_ani_wetwall.png b/graphics/tiles/cave_ani_wetwall.png
index 98aaee7a..2912d582 100644
--- a/graphics/tiles/cave_ani_wetwall.png
+++ b/graphics/tiles/cave_ani_wetwall.png
diff --git a/maps/012-3.tmx b/maps/012-3.tmx
index 6aeca341..02c61e4d 100644
--- a/maps/012-3.tmx
+++ b/maps/012-3.tmx
@@ -93,10 +93,151 @@
     <property name="animation-frame9" value="25"/>
    </properties>
   </tile>
+  <tile id="32">
+   <properties>
+    <property name="animation-delay0" value="100"/>
+    <property name="animation-delay1" value="10"/>
+    <property name="animation-delay10" value="10"/>
+    <property name="animation-delay11" value="10"/>
+    <property name="animation-delay12" value="10"/>
+    <property name="animation-delay13" value="10"/>
+    <property name="animation-delay14" value="10"/>
+    <property name="animation-delay2" value="10"/>
+    <property name="animation-delay3" value="50"/>
+    <property name="animation-delay4" value="70"/>
+    <property name="animation-delay5" value="10"/>
+    <property name="animation-delay6" value="10"/>
+    <property name="animation-delay7" value="10"/>
+    <property name="animation-delay8" value="10"/>
+    <property name="animation-delay9" value="10"/>
+    <property name="animation-frame0" value="32"/>
+    <property name="animation-frame1" value="33"/>
+    <property name="animation-frame10" value="41"/>
+    <property name="animation-frame11" value="42"/>
+    <property name="animation-frame12" value="43"/>
+    <property name="animation-frame13" value="44"/>
+    <property name="animation-frame14" value="45"/>
+    <property name="animation-frame2" value="34"/>
+    <property name="animation-frame3" value="32"/>
+    <property name="animation-frame4" value="35"/>
+    <property name="animation-frame5" value="36"/>
+    <property name="animation-frame6" value="37"/>
+    <property name="animation-frame7" value="38"/>
+    <property name="animation-frame8" value="39"/>
+    <property name="animation-frame9" value="40"/>
+   </properties>
+  </tile>
+  <tile id="48">
+   <properties>
+    <property name="animation-delay0" value="100"/>
+    <property name="animation-delay1" value="10"/>
+    <property name="animation-delay10" value="10"/>
+    <property name="animation-delay11" value="10"/>
+    <property name="animation-delay12" value="10"/>
+    <property name="animation-delay13" value="10"/>
+    <property name="animation-delay14" value="10"/>
+    <property name="animation-delay2" value="10"/>
+    <property name="animation-delay3" value="50"/>
+    <property name="animation-delay4" value="70"/>
+    <property name="animation-delay5" value="10"/>
+    <property name="animation-delay6" value="10"/>
+    <property name="animation-delay7" value="10"/>
+    <property name="animation-delay8" value="10"/>
+    <property name="animation-delay9" value="10"/>
+    <property name="animation-frame0" value="48"/>
+    <property name="animation-frame1" value="49"/>
+    <property name="animation-frame10" value="57"/>
+    <property name="animation-frame11" value="58"/>
+    <property name="animation-frame12" value="59"/>
+    <property name="animation-frame13" value="60"/>
+    <property name="animation-frame14" value="61"/>
+    <property name="animation-frame2" value="50"/>
+    <property name="animation-frame3" value="48"/>
+    <property name="animation-frame4" value="51"/>
+    <property name="animation-frame5" value="52"/>
+    <property name="animation-frame6" value="53"/>
+    <property name="animation-frame7" value="54"/>
+    <property name="animation-frame8" value="55"/>
+    <property name="animation-frame9" value="56"/>
+   </properties>
+  </tile>
+  <tile id="64">
+   <properties>
+    <property name="animation-delay0" value="100"/>
+    <property name="animation-delay1" value="10"/>
+    <property name="animation-delay10" value="10"/>
+    <property name="animation-delay11" value="10"/>
+    <property name="animation-delay12" value="10"/>
+    <property name="animation-delay13" value="10"/>
+    <property name="animation-delay14" value="10"/>
+    <property name="animation-delay2" value="10"/>
+    <property name="animation-delay3" value="50"/>
+    <property name="animation-delay4" value="70"/>
+    <property name="animation-delay5" value="10"/>
+    <property name="animation-delay6" value="10"/>
+    <property name="animation-delay7" value="10"/>
+    <property name="animation-delay8" value="10"/>
+    <property name="animation-delay9" value="10"/>
+    <property name="animation-frame0" value="64"/>
+    <property name="animation-frame1" value="65"/>
+    <property name="animation-frame10" value="73"/>
+    <property name="animation-frame11" value="74"/>
+    <property name="animation-frame12" value="75"/>
+    <property name="animation-frame13" value="76"/>
+    <property name="animation-frame14" value="77"/>
+    <property name="animation-frame2" value="66"/>
+    <property name="animation-frame3" value="64"/>
+    <property name="animation-frame4" value="67"/>
+    <property name="animation-frame5" value="68"/>
+    <property name="animation-frame6" value="69"/>
+    <property name="animation-frame7" value="70"/>
+    <property name="animation-frame8" value="71"/>
+    <property name="animation-frame9" value="72"/>
+   </properties>
+  </tile>
+  <tile id="80">
+   <properties>
+    <property name="animation-delay0" value="100"/>
+    <property name="animation-delay1" value="10"/>
+    <property name="animation-delay10" value="10"/>
+    <property name="animation-delay11" value="10"/>
+    <property name="animation-delay12" value="10"/>
+    <property name="animation-delay13" value="10"/>
+    <property name="animation-delay14" value="10"/>
+    <property name="animation-delay2" value="10"/>
+    <property name="animation-delay3" value="50"/>
+    <property name="animation-delay4" value="70"/>
+    <property name="animation-delay5" value="10"/>
+    <property name="animation-delay6" value="10"/>
+    <property name="animation-delay7" value="10"/>
+    <property name="animation-delay8" value="10"/>
+    <property name="animation-delay9" value="10"/>
+    <property name="animation-frame0" value="80"/>
+    <property name="animation-frame1" value="81"/>
+    <property name="animation-frame10" value="89"/>
+    <property name="animation-frame11" value="90"/>
+    <property name="animation-frame12" value="91"/>
+    <property name="animation-frame13" value="92"/>
+    <property name="animation-frame14" value="93"/>
+    <property name="animation-frame2" value="82"/>
+    <property name="animation-frame3" value="80"/>
+    <property name="animation-frame4" value="83"/>
+    <property name="animation-frame5" value="84"/>
+    <property name="animation-frame6" value="85"/>
+    <property name="animation-frame7" value="86"/>
+    <property name="animation-frame8" value="87"/>
+    <property name="animation-frame9" value="88"/>
+   </properties>
+  </tile>
  </tileset>
  <layer name="Ground" width="520" height="210">
   <data encoding="base64" compression="gzip">
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