Full map review:

Renamed layer names in order to have the same layer naming scheme on all maps.
In 012-3 map, removed an unnecessary layer and transported its tiles to another layer. In game, it looks the same.
All monster spawns in 025-1 and 026-1 that covered the whole map were given 0,0 coordinates.
Improving the warps position on the maps.

Started reviewing all the objects of all maps:
- Giving natural numbers to coordinates, height and width.
- Renaming correctly each object name.
- Avoid the use of capital letters in object properties and type.
- Removed collision tiles put just in front of warps.
- Changed few last map names to fit correctly with the warp names.
- Random layer fixes.

1 files changed, 20 insertions, 20 deletions

diff --git a/maps/021-1.tmx b/maps/021-1.tmx
index 34e6cb67..3d436acd 100644
--- a/maps/021-1.tmx
+++ b/maps/021-1.tmx
@@ -37,7 +37,7 @@
  </tileset>
  <layer name="Ground" width="178" height="168">
   <data encoding="base64" compression="gzip">
-   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
+   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
   </data>
  </layer>
  <layer name="Lower" width="178" height="168">
@@ -57,22 +57,22 @@
  </layer>
  <layer name="Collision" width="178" height="168">
   <data encoding="base64" compression="gzip">
-   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
+   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
   </data>
  </layer>
- <objectgroup name="Object Group 4" width="0" height="0">
-  <object name="toBazaar" type="warp" x="1696" y="4672" width="160" height="32">
+ <objectgroup name="Objects" width="0" height="0">
+  <object name="To South Tulimshar" type="warp" x="1696" y="4672" width="160" height="32">
    <properties>
     <property name="dest_map" value="001-1"/>
     <property name="dest_x" value="1408"/>
-    <property name="dest_y" value="640"/>
+    <property name="dest_y" value="672"/>
    </properties>
   </object>
-  <object name="toSouthTulimshar" type="warp" x="4320" y="4672" width="64" height="32">
+  <object name="To South Tulimshar" type="warp" x="4320" y="4704" width="64" height="32">
    <properties>
     <property name="dest_map" value="001-1"/>
-    <property name="dest_x" value="3968"/>
-    <property name="dest_y" value="672"/>
+    <property name="dest_x" value="4000"/>
+    <property name="dest_y" value="704"/>
    </properties>
   </object>
   <object name="Maggot" type="spawn" x="4000" y="2720" width="128" height="96">
@@ -115,28 +115,28 @@
     <property name="monster_id" value="31"/>
    </properties>
   </object>
-  <object name="toBuilding" type="warp" x="1696" y="4288" width="32" height="32">
+  <object name="To Government Building" type="warp" x="1696" y="4288" width="32" height="32">
    <properties>
     <property name="dest_map" value="021-2"/>
     <property name="dest_x" value="864"/>
     <property name="dest_y" value="928"/>
    </properties>
   </object>
-  <object name="toBuilding" type="warp" x="1760" y="4288" width="32" height="32">
+  <object name="To Government Building" type="warp" x="1760" y="4288" width="32" height="32">
    <properties>
     <property name="dest_map" value="021-2"/>
     <property name="dest_x" value="1056"/>
     <property name="dest_y" value="928"/>
    </properties>
   </object>
-  <object name="toBuilding" type="warp" x="1824" y="4288" width="32" height="32">
+  <object name="To Government Building" type="warp" x="1824" y="4288" width="32" height="32">
    <properties>
     <property name="dest_map" value="021-2"/>
     <property name="dest_x" value="1248"/>
     <property name="dest_y" value="928"/>
    </properties>
   </object>
-  <object name="toBakery" type="warp" x="3296" y="3200" width="32" height="32">
+  <object name="To Tulimshar Bakery" type="warp" x="3296" y="3200" width="32" height="32">
    <properties>
     <property name="dest_map" value="021-2"/>
     <property name="dest_x" value="2912"/>
@@ -150,39 +150,39 @@
     <property name="dest_y" value="764"/>
    </properties>
   </object>
-  <object name="toMagicSchool" type="warp" x="1504" y="2016" width="160" height="32">
+  <object name="To Tulimshar Canyon" type="warp" x="1504" y="2048" width="160" height="32">
    <properties>
     <property name="dest_map" value="024-1"/>
     <property name="dest_x" value="2752"/>
-    <property name="dest_y" value="2304"/>
+    <property name="dest_y" value="2336"/>
    </properties>
   </object>
-  <object name="toTaylor" type="warp" x="1696" y="3168" width="32" height="32">
+  <object name="To Tulimshar Forge" type="warp" x="1696" y="3168" width="32" height="32">
    <properties>
     <property name="dest_map" value="021-2"/>
     <property name="dest_x" value="800"/>
     <property name="dest_y" value="2112"/>
    </properties>
   </object>
-  <object name="toTaylor" type="warp" x="1664" y="3040" width="32" height="32">
+  <object name="To Tulimshar Forge" type="warp" x="1664" y="3040" width="32" height="32">
    <properties>
     <property name="dest_map" value="021-2"/>
     <property name="dest_x" value="736"/>
     <property name="dest_y" value="3136"/>
    </properties>
   </object>
-  <object name="ToNorthTulimshar" type="warp" x="2272" y="640" width="160" height="32">
+  <object name="To Tulimshar Port" type="warp" x="2272" y="704" width="160" height="32">
    <properties>
     <property name="dest_map" value="022-1"/>
     <property name="dest_x" value="2336"/>
-    <property name="dest_y" value="3424"/>
+    <property name="dest_y" value="3488"/>
    </properties>
   </object>
-  <object name="ToNorthTulimshar" type="warp" x="3552" y="640" width="160" height="32">
+  <object name="To Tulimshar Port" type="warp" x="3552" y="704" width="160" height="32">
    <properties>
     <property name="dest_map" value="022-1"/>
     <property name="dest_x" value="3616"/>
-    <property name="dest_y" value="3424"/>
+    <property name="dest_y" value="3488"/>
    </properties>
   </object>
  </objectgroup>