Move some stone pillar on the fringe layer and add their missing collisions.

1 files changed, 3 insertions, 3 deletions

diff --git a/maps/001-1.tmx b/maps/001-1.tmx
index cba658c0..71d963a4 100644
--- a/maps/001-1.tmx
+++ b/maps/001-1.tmx
@@ -104,7 +104,7 @@
  </layer>
  <layer name="Ground 2" width="250" height="175">
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