Added Modanung's mud tileset and applyed to some houses in Tulimshar.

2 files changed, 12 insertions, 5 deletions

diff --git a/graphics/tiles/tulimshar1.png b/graphics/tiles/tulimshar1.png
new file mode 100644
index 00000000..ae81af17
--- /dev/null
+++ b/graphics/tiles/tulimshar1.png
diff --git a/maps/new_3-1.tmx b/maps/new_3-1.tmx
index 92d49700..48352140 100644
--- a/maps/new_3-1.tmx
+++ b/maps/new_3-1.tmx
@@ -1,8 +1,8 @@
 <?xml version="1.0"?>
 <map version="0.99b" orientation="orthogonal" width="200" height="200" tilewidth="32" tileheight="32">
  <properties>
-  <property name="minimap" value="graphics/images/minimap_new_3-1.png"/>
   <property name="music" value="Faith.ogg"/>
+  <property name="minimap" value="graphics/images/minimap_new_3-1.png"/>
  </properties>
  <tileset name="Desert1" firstgid="1" tilewidth="32" tileheight="32">
   <image source="../graphics/tiles/desert1.png" trans="ff00ff"/>
@@ -22,24 +22,31 @@
  <tileset name="Desert x5" firstgid="547" tilewidth="32" tileheight="160">
   <image source="../graphics/tiles/desert_x5.png"/>
  </tileset>
+ <tileset name="tulimshar1" firstgid="553" tilewidth="32" tileheight="32">
+  <image source="../graphics/tiles/tulimshar1.png"/>
+ </tileset>
  <layer name="Bottom" width="200" height="200">
   <data encoding="base64" compression="gzip">
-   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
+   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
   </data>
+  <tileproperties/>
  </layer>
  <layer name="Fringe" width="200" height="200">
   <data encoding="base64" compression="gzip">
-   H4sIAAAAAAAAAO3cSYwUVRzH8WpcQW/o3V0viJ494UmjoBBlM1EWEwcSlxmNAokKuB9cwP1m4mhi4kFv7pJ4YRVOhh28qMNuYjRx/5fdJW+Keq+rXtWr5b3vJ/llepjqrurm/brrVXdXFNn5VPKZ5HPJF5IvJV9JvpZsUpYbsbx9dMs3kh+b3ogW2SLZKtkm2S7ZIflWslOyS1mOfoSBfky2R7JXsk+yX3JAclBySHJYWY5+hIF+TDYhOSI5KjkmOS45ITkpOaUsRz/CQD/s0I9mvSC5XskrjtZDP+zQj2a9LZml5B1H66EfduhHsz6QzFXykaP10I/8pk85fZl+NCs+Dr9UySbNcpfL/9kVkiunaBYYgn7YoR/Nio/Dj0lGBz93mRe3Rj8m0z3fpP+dfjQrPg6/XrJu8PPwkOVtX0foRxRdJI/ZxTkft0clj0lWudwgS2X3JdruKrlfV0uumdI/Dr9RsmHw85RmubMkZ5d4POhHNvUxjiW9eFbynOT55jatsPR9qYLvXUzQj2zPpJL04g3Jm5K3mtu0UkIZ11XxtR/p8V0kcRdeTyXpxft13omO8bF7vvYjPb6LJO7Ce6nQi2y6fTcX+3RN8LUf6fFdJD52wTRe8z7v+zLmi/C1H0AV6AegRz/yWdzrbpDf7EES9COflb3uJtF0T9ucuZJ5ymO1UC4v6tGPvNb0uptE0z1tc5ZKlimP1YhcXkE/gtJ0T9ucUcmY0o9Vcnk1/fifeuzSx/e5YId+hGORZE50eg46x/Aza7nZqb9nLa+7/EkN988F+oE6rGh6AyyF2A/2n+pHPwC9h6L+vpaOaV8vz77g7ZIlQ5ZbFJn3BW9TtufWqL9PSD+QmO749XSL4W+23489t8A2F30Ni5enHwgF/QjbXb3hy4SMfpTH3L150xw99vQD0KMfgB79KC/E78i51pZ9VvpRXFv+73yTfp4pex6qKtAPoO+16PS5NhL0A+gbj8481wb9QBsUOV9rnegHoLc5Mn8+i89fZQttjp58DmpU+Tf180++Ph42nyGmH+Fap1wO4bg2/SgvhHGS2JD6/QbPP79FP9rvFgdjMLnNPLftewdM6EdzZsi4u9aQmb1y3dDd/syAx3tR9KM5l8j+2KWGXFZyf013+8ntunhd8g39APToh17eebevxzZttfl4xUzJdQWWpx+AHv1AHunXhPRrpq+vofQDLnW9N/QjLDMqPM5rmme0eQ5SBP1oTtbx1+TYa/pvZY/1Zq2zqtv0Gf2o37D3HXhfoj3oB6rker6RfN68yHngTZeH/X2txTbSD6jyzDWq6k0Xzlldth/Lq9qQhnX92EwZee67izk6/UCXuX7OoB+AXl39KHO+Ul/nH3emfp8vWTDIHYOf6WVivhzrz2Kax+rmtrplhs2H1e9yZ4m/3722qjvmkK/9iCU9WGBYJunJ/MHyWZ1BuHzuR1kLm96Amvn82mnLph/MORAK+mG2uOcmc3O8r171OlEc/TBb2XOTpZJlkuWpcXuf/D4iWeFgna75uH9GP8zW9NxkVDKmGbOr5N9XO1hnnXx5v5X5eTPOGTJuhv0d9aAfxdk8N9rue+jWZfPdD1+e0+tEP4arc1zl7ZHpux/q9rqaE1S9jrae851+FOPjHBR6efoR0ny8qPhc6PF50McG2SrZJtku2SH5VrIzmnx+9C4q+rzgy74crx/l7In650FfP8heyT7JfskByUHJIcnh1PVsxk/WddRx68uYbJNh/eC1w2wi6p8HfeMgRyRHJcckxyUnJCclpyxvv8n9OV3ffOzhhZr7wutHtX6X/CH5U/KX5G/JPzVvQ1vnSG3dLhP64Z6Pz7eh0PWD/ap8ynz3Bu1HPwA9+mHWxX1mVId+oIjQni+Yn7dP2TFYxfGAD/m+yH/oR366cRfCc2qox+DS/WC/qhzTOKrqPfMs6Y667mwb+nJBDeumH9AJ4XVxmO8i+gHo/BDRjyy/DIKw/Sr5TfmdftRjVi+KbtQcI7pJ/v1mjh+hxRY6Hp/x+X3madbhet1AWSOOx2hyfp8m1g2U5eocO+r5fUxcrtvXxOdPdnXbMCvzOd3N8vhukWzNeJynTtH/nlxPd928pmm2aY9k7+B2z5P1nm95H5mzhqvMuIlNlexOjcW8kutlXdfUuTx+kutNSI5U8Nx4b/mbgGfulnF1j2RJxvhKv69mOxaT62VdV+3c99GZ72cX2T6Vzfvi9AOq+2XMPSB50PF+qfoakR63aud+jiaP+SLbp+7D6fblhnWG/auwpfdlHpefT0ierKAfpvlH3IHdFvtlRbZP3YdLUvRzJfQjbOn5w4vy8yXJyxnP61VQx2fSjyJzDXX7YqZtVPfhTPMdk7r3r+hju1Q5l7VZt+383mZdExbrq3u8Pix5pOZ1or3q7mfRftT9+vGq5OmIjoTANP9oUpGO1N2PdyXjUb8jQBOKvGY1dXw37sjHDa0byKvJ+fJ4g+sG8uD9QbjS1vlHEfQD0KMfgB79APRc94P3y8Plw/zD9filH+gy15/34PMk6LKnIrfP8XyeBF0Wj1+X/VA/T0JH0DXx+K1jjkBH0FV1zaHHa1wXUJU6xyz9QNfQD0CPfgB69ANoB/oB6NEPAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOiufwEqV6mCAHECAA==
+   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
   </data>
+  <tileproperties/>
  </layer>
  <layer name="Top" width="200" height="200">
   <data encoding="base64" compression="gzip">
-   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
+   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
   </data>
+  <tileproperties/>
  </layer>
  <layer name="Col" width="200" height="200" visible="0">
   <data encoding="base64" compression="gzip">
-   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
+   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
   </data>
+  <tileproperties/>
  </layer>
 </map>