2 files changed, 33 insertions, 33 deletions

diff --git a/maps/001-1.tmx b/maps/001-1.tmx
index 7e60c04a..dd4bca9c 100644
--- a/maps/001-1.tmx
+++ b/maps/001-1.tmx
@@ -1,5 +1,5 @@
 <?xml version="1.0" encoding="UTF-8"?>
-<map version="1.0" orientation="orthogonal" renderorder="right-down" width="250" height="175" tilewidth="32" tileheight="32">
+<map version="1.0" orientation="orthogonal" renderorder="right-down" width="250" height="175" tilewidth="32" tileheight="32" nextobjectid="8">
  <properties>
   <property name="license" value="CC BY-SA 3.0"/>
   <property name="manaplus version" value="2"/>
@@ -92,12 +92,12 @@
  </tileset>
  <layer name="Ground" width="250" height="175">
   <data encoding="base64" compression="zlib">
-   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
+   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
   </data>
  </layer>
  <layer name="Ground2" width="250" height="175">
   <data encoding="base64" compression="zlib">
-   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
+   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
   </data>
  </layer>
  <layer name="Road Concept" width="250" height="175">
@@ -107,7 +107,7 @@
  </layer>
  <layer name="Fringe" width="250" height="175">
   <data encoding="base64" compression="zlib">
-   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
+   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
   </data>
  </layer>
  <layer name="House Concept" width="250" height="175">
@@ -126,43 +126,43 @@
   </data>
  </layer>
  <objectgroup name="Object">
-  <object x="1520" y="2523"/>
-  <object name="To Library" type="warp" x="1632" y="2560" width="32" height="32">
+  <object id="1" x="1520" y="2523"/>
+  <object id="2" name="To Library" type="warp" x="1632" y="2560" width="32" height="32">
    <properties>
     <property name="dest_map" value="001-2-4"/>
     <property name="dest_x" value="1"/>
     <property name="dest_y" value="1"/>
    </properties>
   </object>
-  <object name="To Moon's House" type="warp" x="2208" y="2464" width="32" height="32">
+  <object id="3" name="To Moon's House" type="warp" x="2208" y="2464" width="32" height="32">
    <properties>
     <property name="dest_map" value="001-2-2"/>
     <property name="dest_x" value="1"/>
     <property name="dest_y" value="1"/>
    </properties>
   </object>
-  <object name="To Light Armor Shop West" type="warp" x="1632" y="2080" width="32" height="32">
+  <object id="4" name="To Light Armor Shop West" type="warp" x="1632" y="2080" width="32" height="32">
    <properties>
     <property name="dest_map" value="001-2-0"/>
     <property name="dest_x" value="1"/>
     <property name="dest_y" value="1"/>
    </properties>
   </object>
-  <object name="To Light Armor Shop East" type="warp" x="1760" y="2272" width="32" height="32">
+  <object id="5" name="To Light Armor Shop East" type="warp" x="1760" y="2272" width="32" height="32">
    <properties>
     <property name="dest_map" value="001-2-0"/>
     <property name="dest_x" value="1"/>
     <property name="dest_y" value="1"/>
    </properties>
   </object>
-  <object name="To Harbourmaster Lodge" type="warp" x="5376" y="3168" width="32" height="32">
+  <object id="6" name="To Harbourmaster Lodge" type="warp" x="5376" y="3168" width="32" height="32">
    <properties>
     <property name="dest_map" value="001-2-16"/>
     <property name="dest_x" value="1"/>
     <property name="dest_y" value="1"/>
    </properties>
   </object>
-  <object name="graphics/particles/panels.xml" type="particle_effect" x="5760" y="800" width="32" height="32"/>
+  <object id="7" name="graphics/particles/panels.xml" type="particle_effect" x="5760" y="800" width="32" height="32"/>
  </objectgroup>
  <layer name="Heights" width="250" height="175" visible="0">
   <data encoding="base64" compression="zlib">
diff --git a/maps/001-2-20.tmx b/maps/001-2-20.tmx
index 628c6e3b..a598296a 100644
--- a/maps/001-2-20.tmx
+++ b/maps/001-2-20.tmx
@@ -19,19 +19,22 @@
  <tileset firstgid="521" name="Indoor x3" tilewidth="32" tileheight="96">
   <image source="../graphics/tilesets/artis-indoor-x3.png" width="512" height="288"/>
  </tileset>
- <tileset firstgid="569" name="Indoor x4x2" tilewidth="64" tileheight="128">
+ <tileset firstgid="569" name="Indoor x4" tilewidth="32" tileheight="128">
+  <image source="../graphics/tilesets/artis-indoor-x4.png" width="512" height="128"/>
+ </tileset>
+ <tileset firstgid="585" name="Indoor x4x2" tilewidth="64" tileheight="128">
   <image source="../graphics/tilesets/artis-indoor-x4x2.png" width="512" height="128"/>
  </tileset>
- <tileset firstgid="577" name="Accessory" tilewidth="32" tileheight="32">
+ <tileset firstgid="593" name="Accessory" tilewidth="32" tileheight="32">
   <image source="../graphics/tilesets/artis-accessory.png" width="512" height="256"/>
  </tileset>
- <tileset firstgid="705" name="Box" tilewidth="32" tileheight="32">
+ <tileset firstgid="721" name="Box" tilewidth="32" tileheight="32">
   <image source="../graphics/tilesets/box.png" width="192" height="192"/>
  </tileset>
- <tileset firstgid="741" name="Box x1x2" tilewidth="32" tileheight="64">
+ <tileset firstgid="757" name="Box x1x2" tilewidth="32" tileheight="64">
   <image source="../graphics/tilesets/box-x1x2.png" width="128" height="128"/>
  </tileset>
- <tileset firstgid="749" name="Candle" tilewidth="32" tileheight="32">
+ <tileset firstgid="765" name="Candle" tilewidth="32" tileheight="32">
   <image source="../graphics/tilesets/candle.png" width="96" height="256"/>
   <tile id="3">
    <animation>
@@ -41,40 +44,37 @@
    </animation>
   </tile>
  </tileset>
- <tileset firstgid="773" name="Carpet" tilewidth="32" tileheight="32">
+ <tileset firstgid="789" name="Carpet" tilewidth="32" tileheight="32">
   <image source="../graphics/tilesets/carpet.png" width="96" height="96"/>
  </tileset>
- <tileset firstgid="782" name="Shadow" tilewidth="32" tileheight="32">
+ <tileset firstgid="798" name="Ground" tilewidth="32" tileheight="32">
+  <image source="../graphics/tilesets/ground.png" width="512" height="512"/>
+ </tileset>
+ <tileset firstgid="1054" name="Pavement" tilewidth="32" tileheight="32">
+  <image source="../graphics/tilesets/artis-pavement.png" width="512" height="256"/>
+ </tileset>
+ <tileset firstgid="1182" name="Shadow" tilewidth="32" tileheight="32">
   <image source="../graphics/tilesets/shadow.png" width="256" height="256"/>
  </tileset>
- <tileset firstgid="846" name="Collision" tilewidth="32" tileheight="32">
+ <tileset firstgid="1246" name="Collision" tilewidth="32" tileheight="32">
   <image source="../graphics/tilesets/collision.png" width="96" height="64"/>
  </tileset>
- <tileset firstgid="852" name="Level Number" tilewidth="32" tileheight="32">
+ <tileset firstgid="1252" name="Level Number" tilewidth="32" tileheight="32">
   <image source="../graphics/tilesets/level-number.png" width="512" height="32"/>
  </tileset>
- <tileset firstgid="868" name="Indoor x4" tilewidth="32" tileheight="128">
-  <image source="../graphics/tilesets/artis-indoor-x4.png" width="512" height="128"/>
- </tileset>
- <tileset firstgid="884" name="Ground" tilewidth="32" tileheight="32">
-  <image source="../graphics/tilesets/ground.png" width="512" height="512"/>
- </tileset>
- <tileset firstgid="1140" name="Pavement" tilewidth="32" tileheight="32">
-  <image source="../graphics/tilesets/artis-pavement.png" width="512" height="256"/>
- </tileset>
  <layer name="Ground" width="100" height="100">
   <data encoding="base64" compression="zlib">
-   eJzt1sENgjAYBtCiXjxqnMFp0GEdxhF0DSFC/FVAhZpweC/5QijtpR9JmxIAAAAAAAAAAAAAAAAAAAAAAAAAAMA8FU0WVc5VVmFsX71swntUf+saZ7xDuu93nW2697ELY20fbcqwLn4rEznU+3r+IWXzfF2njzzinl5Gpl3PdGM76ArT9f3rQ/t+bOasl89hulPx3sGnM+TYzNNHfn17vi0e6Zujj/x+uVvp4//0MS+f7rBdSUkf//LN+R3P+9e17rv5Dd1tryFDfQAAAAAAAAAAAAAAAADzdAMYwJeW
+   eJzt1lGOgjAUBdCHuoEx/syeGBfrSvxyCTPbUCLEpwOoUBM+zkluCKX96SVpIwAAAAAAAAAAAAAAAAAAAAAAAAAAAJaparO65HTJJo0d1xFf6T1rvvWNM91PXPe7yTaufezSWNdHlzqty9/qoIRmX09vpG6fj+v0UUbe09+J6dYz39QO+sJ8Q//62L7v2znf6/sw36H638GzM2TfztNHeUN7vq1uGZqjj/LeuVvp4/P0sSzP7rB9idDHp7xyfufz/nGt+255Y3fbv5SxPgAAAAAAAAAAAAAAAIBlOgO0u5u6
   </data>
  </layer>
  <layer name="Ground2" width="100" height="100">
   <data encoding="base64" compression="zlib">
-   eJzt1kFKw0AUBuBpirhyUVx0bXXlBcRFDyG4VFe9oTfwBuoJJCewvYCvGHEaYsDREIvfBz9h3mQgzCPDpAQAAAAAAAAAAAAAAAAAAAAAAAAAALB/DgvnGMa8cI5yV00WkXXkLKu107WuXafc7Tffv2mtm1cpHVWfdcbxGHnOxgfV7pgyq2n//PWku/6a3s+2OvLSZPOrX/Y/LWO/71t7PonxKlI1mX7Rkzrt9oOfe+jY61nULiLnkcvIceudu+ZZZzX9GM5J7P8iy2nP//FBP8bnvPo7tvervB9Pyf1qTNv71aZnzDDWWQAAAAAAAAAAAAAAAID98waK+imI
+   eJzt1kFKw0AUBuDpiLhyIS66trryAtKFhyi4VFfe0Bt4A/UEkhO0vYCvNOI0xIDREIvfBz9h3mQgzCPDpAQAAAAAAAAAAAAAAAAAAAAAAAAAALB/jnrOMYxpzzn6W9SZRVaRi6LWTNu6Zp3+7r75/m1j3TSndJw/64zjOfJajA/z7ph+5rl7/mbSXl+m7dlWRd7qrH/1y/6n69jvx8aeT2L8EMl1Dr7oSZV2+8HPPbXs9UnUriKXkXnktPHOff2sipp+DOcs9n9W5Lzj//igH+NzXv0dm/tV2Y+X5H41ps39at0xZhirIgAAAAAAAAAAAAAAAMD+eQetZilc
   </data>
  </layer>
  <layer name="Fringe" width="100" height="100">
   <data encoding="base64" compression="zlib">
-   eJzt1cFtwjAUBuA09BIhzrRhBNiga3Aod9qB2g3YCBiBCdIs0Bf1UJeDkTASUH2f9MuOLEtPfnJcVQAAAAAAAAAAAAAAAAAAAAAAAAAAAMC9+qh/xs8YXyOryGP9u57OB+9H31zGS+Zcm1ibRp4i4/pvD4a1Rk9u0vbaBfwTm4fz9x4iX0koNy/oR3on9sWVkNNGnyaRRaZfXaSPPMcb0kZm3pJi69H5e4f7sU9GyuX6sTzxL+uSeX+RaiixS/JWcM8AAAAAAAAAAAAAAAAA4Bq+ARq2FhE=
+   eJzt1csJAjEUBVAd3Azi2l8J2oC24NYitAEL0orUEqxAbcA3uDC6GMEIfjgHLskQBh55JGk0AAAAAAAAAAAAAAAAAAAAAAAAAAAAgF+1Lq7jJsZFZBlpFbf1dF5ZPXzzHrOafS1jrRvpRdrFfQ+qtVJPvtL20wX8iXXz9X8PkVMS8o0y+pGeiX12JdQZRJ86kXFNv46Rc6Qfb8ggMvSWZJtk7GF1PvbJSL66fsyf3GXHZH5+SzXk2CWZuqsAAAAAAAAAAAAAAAAA+DEXPskV/Q==
   </data>
  </layer>
  <layer name="Shadows" width="100" height="100">
@@ -89,7 +89,7 @@
  </layer>
  <layer name="Collision" width="100" height="100">
   <data encoding="base64" compression="zlib">
-   eJzt1VEKgzAQQEGhBxS8/2FKoYK0UWNp2DWZhcEPCSR5tM6PaZoBAAAAAAAAAAAAAAAAAAAAgMteE72H0dVM9B5HUbpvXe7RI3qvI9AjFz1yqZnoPY5Ej1z0yEcPgG/+/3JZeyxv0fsZzdXZWxd9jp780uSoFe16LIX3pTXRZ+jJ552fNdOjrZq7PZvoM/TkHz00adNiO6VvhxZxPY7uXo8cTfbWRZ+hJzW/he1TDwAAAAAAAAAAAAAAALiPJ2OHPHY=
+   eJzt1UEKgzAQQFEXvf8VBU9SChWkjRpLw4zJG3i4kECST+v8mKYZAAAAAAAAAAAAAAAAAAAAALjsNdF7GF3NRO9xFKX71uUePaL3OgI9ctEjl5qJ3uNI9MhFj3z0APjm/y+XtcfyFr2f0VydvXXR5+jJL02OWtGux1J4X1oTfYaefN75WTM92qq527OJPkNP/tFDkzYttlP6dmgR1+Po7vXI0WRvXfQZelLzW9g+9QAAAAAAAAAAAAAAAID7eAJVpN9y
   </data>
  </layer>
  <objectgroup name="Objects">