adding a new nivalis cavemap

to be used as a labyrinth

7 files changed, 65 insertions, 12 deletions

diff --git a/graphics/tiles/set_icecave.png b/graphics/tiles/set_icecave.png
index 227ae05b..8a1319b9 100644
--- a/graphics/tiles/set_icecave.png
+++ b/graphics/tiles/set_icecave.png
diff --git a/maps/031-1.tmx b/maps/031-1.tmx
index 9b9c318e..99f61db6 100644
--- a/maps/031-1.tmx
+++ b/maps/031-1.tmx
@@ -38,7 +38,7 @@
  </layer>
  <layer name="Fringe" width="128" height="148">
   <data encoding="base64" compression="gzip">
-   H4sIAAAAAAAAA+2dy44dNRCG+wwgYBlYAEsCEoQdlxdACPECJHkBLtuZSAlrRAILYBFIVsCCNfAQvBlunbTU0/hS5aqyq+z6JGvmzPRxu/2Xb+VLL4teLi/OYfsd+10HzlUhv64QOpTiOsYB1Wq9LhY3Ruu9TWG/yw0mHzB5RKUmjpguV5l8LtlILTFtIc9T0sJSfcKR1pKeqWu405GLu5UmUra6gXkOibRIta3HtMbKYyouzHPG4ojdC5t3Pcp8Ko1SaclpUdvmlL5X8yw5jbm+X9NOzARXv4mjn3PkCtgeYO1IwpYl4uC8f0pnSh+0xzNy22hN21ubBmgecvRTsbq26svH7p273z59qWdK6UrVqXcZ1gRHnlDzE1JvcZbNFmi3MQ2+FKn2GNu34BpTYfomLephSbjSTx3HYNIhkeea/A29wPrjUp9zPsjU31J+i9T1kDi5gdQXsd9b1xHUsUQPpNPGrQElvTlbT/29Zg6Gq9yUrin5HCXGppT+pYZygEn/MR9L+a2lvol9PgJJa6k9odB7zik1x8uZDmjc1P4zh91J+lK0gElvqa04lj3JssJNzgfUsz/XE2h+aOnXWfMxt7pHq3zBtBva861nXZC7l8Z6ohfHPubFAs+f1vlIaWdT18TGNJD7WPcTzkSvcZQVqH5/jfUptd0stRsanxnKLOXgOB6pHZND8kuzPXDarXTfgNM2W/kOtfUxe/vAYkj5gTjKZovyAfUL1o6ZSnVdKzTYWgpqPwcSN9f1Kb+fBo2dMzV9TOrfJW04hYby0hMrvkMuej2vtXzaYzntVsaDGvzJ1pmhLteWHq1wzu1oznNNa8V6QN1zQ8k/6lkDUmhIgyQa6nkO32svLPaJOMaGGF9ZjotnARqXdnvQTst9laW4cv7wFr7y2WyJOidDrZup8+s92wbrvgqpdEDKKebeXPFxPW9NPBr7BJJ2GJuzwpT13msXZwK6B4kCtXxi9hW5fcCR1Brar+O4V+84LCPVt8PcC3q9z2fzAj1X1Mo8pttBPdA+6jGPe+31m5WHp2V5FMK3p/Pn7060+HJ9Kcj3WoKZW9A45uLgSdD7aQiPn+n+K1H/GJJ+YKk4vQ6pR7IvJWFLo2j9CFB2bwiU7xKQ86c3OKWI6Vpaz2rZFp520DYFdKzVGi3pmBEt5Q3S77NoG1s//osTvR/PxVshvJ35f4t85mr3tY8BpPvxWNbsejPxP8j7BKQo+Y+162yJlP4lVj0oZzlD4o/97izLc6HueJ6h/vgohPeXfP0PgTq/n3vXjWtvh1Z7sr3+r+NYb9wM4caCK/8Y31zNPBOkfqBw8wIfRqa2/YdSU3+n+nocduD6X0dafwo5vWttwfW/jkb9Jcd6rv91tOnv/f22aNH/MuJLwL4D1Rqr7/UDxvBqRRqk9Kf2+2aAO++1lOUaqOuHLdrOTPrXrDserb4/ol1/TJmrmaeN+XlL4/2RbKKn/i32AZWoXYu6Yd0WtJf/jdLZHNJr/qzrnEKz/i3777PO9WrWn5uSrjOu79egf67slcpl73fIWqe1/tqzdfT1/0c0lH8NYPv/o7QFM+hfe7bHKBrnmEF/DLl6YMQ2YF1/mZvP+RB5PXUdJxdcWo2ouXY4zgeEjOdr2wUsn56W5VYI7+3CuyF8pmD/xUhwasY5DrgddL4TCXc76f99uO8PkXun/m4Vrr481a6+DHn6VSR8PVBea6CFDxca773ddSX973kfoworZ3TcDzo/iIRvvPyLoEFz58yPIfwUws+Aa1v7W2YZ4/fktxB+D+EPYjytbWMG318L/grh7xD+QX4Pk/9eZp0a3G6cDSvnzTrtcE3b0fudQM5cQNd7tbIx3xN8ndnGXxr0x87/cJ0B5ejQ3xqS+zFbn//l+reh1ZoPC2znfL/QNxnXoL6rzbEF97ivdH4HNj5nbnwd6Rhw5L/3HfTjOuhH4kxFDtx2dJPzN8X6fa6ns6fWx+92RMeiP991t4ev6XSOYPV3e7GF9Nie6x5OHyS0e2WB7ZeHXmcNLw/OEYt1aM18kVNGOh9b6aTRZp00tef4uc6OMxde5u0hrRkl/oen8/vVU58dHUj1HZ+czu9XT32ekVhWc5ZhqfOfnTyY/KJkrZRPQULv0c5PG8UX4mXbwcJlM362my1mqyt6PW/Pd33F7k99j5xzRss7szjeB+Z6zwN2b4fbxphw7RmfAeky0HOO93Li/QOtzkLjer9ji315M9uDEye1x8jtxCaz6ab9cVvoQX0nLDQe6DXWGPGZnP/jOs8Fh/+sB5rsdJTzQiyllUrrZ53NZ8TFqDZZu359RCw8e235tfBsVqg9Q9D3hdsnpqM2nbSlRwufhHA7hLu7n73hWk/q50bmWfW+E8KtEN7Z/fy3Mr6WazYk5sdi6R9V+89DeCPxv5wNWMiPNY2cY7oR7WEt+7d2n18//P81ZHyt9vxqWCM0gg2kyv4GpB2Q8ptwxMup0Qh67zmW/VR+bzbwmPn+UnvPON8XMorf+MhRewh/Zv7XMi8w95JoC6yvST5qD32OtQ7I2YAmsGcJQfc2WtV8T6zNP/b7No75VjsmhNLi/EAOtPu5UpTq/VXvF8PPl0J4OfJ/qF9A+qwfTflvRfuV+8tZ12O53nR/EMLHIfyyu3Zl/4wU31AvsP2AFnPB/wGFjDvdACgBAA==
+   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
   </data>
  </layer>
  <layer name="lower Over layer" width="128" height="148">
@@ -53,7 +53,7 @@
  </layer>
  <layer name="Collision" width="128" height="148">
   <data encoding="base64" compression="gzip">
-   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
+   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
   </data>
  </layer>
  <objectgroup name="Objects" width="0" height="0">
diff --git a/maps/031-3.tmx b/maps/031-3.tmx
new file mode 100644
index 00000000..1c7c0262
--- /dev/null
+++ b/maps/031-3.tmx
@@ -0,0 +1,40 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<map version="1.0" orientation="orthogonal" width="320" height="320" tilewidth="32" tileheight="32">
+ <tileset firstgid="1" name="set_icecave" tilewidth="32" tileheight="32">
+  <image source="../graphics/tiles/set_icecave.png" width="128" height="128"/>
+ </tileset>
+ <tileset firstgid="17" name="collision" tilewidth="32" tileheight="32">
+  <image source="../graphics/tiles/collision.png" width="64" height="32"/>
+ </tileset>
+ <tileset firstgid="19" name="icecave" tilewidth="32" tileheight="32">
+  <image source="../graphics/tiles/icecave.png" width="512" height="256"/>
+ </tileset>
+ <tileset firstgid="147" name="set_rules" tilewidth="32" tileheight="32">
+  <image source="../graphics/tiles/set_rules.png" width="64" height="64"/>
+ </tileset>
+ <layer name="set" width="320" height="320">
+  <data encoding="base64" compression="gzip">
+   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
+  </data>
+ </layer>
+ <layer name="Ground" width="320" height="320">
+  <data encoding="base64" compression="gzip">
+   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
+  </data>
+ </layer>
+ <layer name="Fringe" width="320" height="320">
+  <data encoding="base64" compression="gzip">
+   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
+  </data>
+ </layer>
+ <layer name="Over" width="320" height="320">
+  <data encoding="base64" compression="gzip">
+   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
+  </data>
+ </layer>
+ <layer name="collision" width="320" height="320">
+  <data encoding="base64" compression="gzip">
+   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
+  </data>
+ </layer>
+</map>
diff --git a/rules/example_icecave.tmx b/rules/example_icecave.tmx
index 2357fb0d..2c9cccbd 100644
--- a/rules/example_icecave.tmx
+++ b/rules/example_icecave.tmx
@@ -14,7 +14,7 @@
  </tileset>
  <layer name="set" width="32" height="32" opacity="0.73">
   <data encoding="base64" compression="gzip">
-   H4sIAAAAAAAAA+2V4QqFIAyFrVvSjXt7/8eNwEBk0zPdMqIfB8tg35mba3DODa9eBY0Z9eZb+0g5a1j9RT6Q3K3PgWNNQee7j/Ys+RMh6puVB5TPqaVmEg7Kl3hAaiHheyEfqcWhT/S8KebP3Qck7x/jQeM+ttQA5c6ESj6WAlubXzqLtO/QWXHy/mH9JvzV5T2UZmhN7lz+sR8qfnzmkllJ8XM9ieSnNa+5GHfhc/E1+LkYaR9y+7X8lv/QE/i1NdTkI31urbvwe3nozdfUDrIV56wAEAAA
+   H4sIAAAAAAAAA+2V6wrDIAyF7dbJVnZ7/6ctAwsiuZxonDL242BrId+JiekSQlj+mlKvAcyToNH83j5KzpbW+CUfSO69z4FjrUnHe8z2evJXQtQ3La7lLtXwObXUzMJB+RYPSC0s/GjkI7X46Jw9Px3z5+4Dkved8eBxH1tqgHIvhDQfV4XtzdfOouw7dFYcvEdabwV/C7IHbYbW5M7ln/uh4r+zZ8u8pvhSTyL5Wea1JC7GLHwuvgdfilH2Ibdfy2/5D/0Cv7aGnnykz3trFv4oD6P5ntoBCHoIjwAQAAA=
   </data>
  </layer>
 </map>
diff --git a/rules/icecave/rule_icecave.txt b/rules/icecave/rule_icecave.txt
index 80faf52a..c4580a9a 100644
--- a/rules/icecave/rule_icecave.txt
+++ b/rules/icecave/rule_icecave.txt
@@ -26,6 +26,9 @@
 # carpet corners
 ./rule_icecave_010.tmx
 
+# entrances and exits
+./rule_icecave_020.tmx
+
 # error handling: some situations cannot be handled properly with this ruleset:
 # so indicate these situations with the error-tile
 ./rule_icecave_100.tmx
diff --git a/rules/icecave/rule_icecave_001.tmx b/rules/icecave/rule_icecave_001.tmx
index 0c109b42..fe8e0ecd 100644
--- a/rules/icecave/rule_icecave_001.tmx
+++ b/rules/icecave/rule_icecave_001.tmx
@@ -17,17 +17,17 @@
  </tileset>
  <layer name="ruleRegions" width="9" height="9">
   <data encoding="base64" compression="gzip">
-   H4sIAAAAAAAAA2NgIA4IE6CJBbj0DTZzSAEAcsPyckQBAAA=
+   H4sIAAAAAAAAA2NgIA4IE6CJBbj0DRZzyPEXALXctVNEAQAA
   </data>
  </layer>
  <layer name="ruleSet" width="9" height="9">
   <data encoding="base64" compression="gzip">
-   H4sIAAAAAAAAA2NgIA4wQ2kWKM0KpdmI1A8D7FCaA02ci0RzuKE0D5o4H4nm8ENpARL1IQMAB+mbhUQBAAA=
+   H4sIAAAAAAAAA2NgIA4wQ2kWKM0KpdmI1A8D7FCaA02ci0RzuKE0D5o4H4nm8ENpASgtCKWFSDADALg2bV1EAQAA
   </data>
  </layer>
  <layer name="rule_Ground" width="9" height="9">
   <data encoding="base64" compression="gzip">
-   H4sIAAAAAAAAA2NgIA5oQ2lpNLqVSP0wYASlJdDEyTVHkkrmSONVhR8AABlaPlhEAQAA
+   H4sIAAAAAAAAA2NgIA5oQ2lpNLqVSP0wYASlJdDEyTVHkkrmwPwjgkYTAwCSHrZpRAEAAA==
   </data>
  </layer>
  <layer name="rule_collision" width="9" height="9">
diff --git a/rules/icecave/rule_icecave_100.tmx b/rules/icecave/rule_icecave_100.tmx
index e5e8ef62..cbb70ef4 100644
--- a/rules/icecave/rule_icecave_100.tmx
+++ b/rules/icecave/rule_icecave_100.tmx
@@ -4,17 +4,17 @@
   <image source="../../graphics/tiles/collision.png" width="64" height="32"/>
  </tileset>
  <tileset firstgid="3" name="set_icecave" tilewidth="32" tileheight="32">
-  <image source="../../graphics/tiles/set_icecave.png" width="64" height="64"/>
+  <image source="../../graphics/tiles/set_icecave.png" width="128" height="128"/>
  </tileset>
- <tileset firstgid="7" name="set_rules" tilewidth="32" tileheight="32">
+ <tileset firstgid="19" name="set_rules" tilewidth="32" tileheight="32">
   <image source="../../graphics/tiles/set_rules.png" width="64" height="64"/>
  </tileset>
- <tileset firstgid="11" name="icecave" tilewidth="32" tileheight="32">
+ <tileset firstgid="23" name="icecave" tilewidth="32" tileheight="32">
   <image source="../../graphics/tiles/icecave.png" width="512" height="256"/>
  </tileset>
  <layer name="ruleRegions" width="9" height="6">
   <data encoding="base64" compression="gzip">
-   H4sIAAAAAAAAA2NgIA6wEyHOjkSzo/FJMQdZDJc5hAAAESWSztgAAAA=
+   H4sIAAAAAAAAA2NgIA4IEyEujEQLo/FJMQdZDJc5hAAAgNct+9gAAAA=
   </data>
  </layer>
  <layer name="ruleSet" width="9" height="6">
@@ -22,9 +22,19 @@
    H4sIAAAAAAAAA2NgoB5gw8FmJkIvLjXE6MUGAC5qS5vYAAAA
   </data>
  </layer>
- <layer name="rule_Error" width="9" height="6">
+ <layer name="ruleSet" width="9" height="6">
+  <data encoding="base64" compression="gzip">
+   H4sIAAAAAAAAA2NgoB7gwsFmJkIvLjXE6MUGAFQuCaTYAAAA
+  </data>
+ </layer>
+ <layer name="ruleSet" width="9" height="6">
+  <data encoding="base64" compression="gzip">
+   H4sIAAAAAAAAA2NgoB7gw8FmJkIvLjXE6MUGAL3v5wfYAAAA
+  </data>
+ </layer>
+ <layer name="rule_Error" width="9" height="6" visible="0">
   <data encoding="base64" compression="gzip">
-   H4sIAAAAAAAAA2NgoB7gIIJNjF5ixAkBAK6TbhnYAAAA
+   H4sIAAAAAAAAA2NgoB4QIYJNjF5ixAkBAOvVVsfYAAAA
   </data>
  </layer>
 </map>