fixed some errors again in 012-4.tmx

the automapping feature did produce some errors at the transition
to non-automapped regions (the bilevel regions )

1 files changed, 7 insertions, 7 deletions

diff --git a/maps/012-4.tmx b/maps/012-4.tmx
index 7b2185f5..05d480cc 100644
--- a/maps/012-4.tmx
+++ b/maps/012-4.tmx
@@ -26,27 +26,27 @@
  </tileset>
  <layer name="Ground" width="520" height="210">
   <data encoding="base64" compression="gzip">
-   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@@ -584,9 +584,9 @@
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- <layer name="collision" width="520" height="210">
+ <layer name="collision" width="520" height="210" visible="0">
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