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authorTreeki <treeki@gmail.com>2011-12-08 01:50:52 +0100
committerTreeki <treeki@gmail.com>2011-12-08 01:50:52 +0100
commitc1cd2955c3e9b1dbb7ea72c85f996a19ab37ea3b (patch)
tree178588c02814c217ca50a5e7a2a49fc55d3219b9 /Sample/AnimatedDoodad.kpmap
parent21cf889b5e45a5619a09e46db246abd4abbec3a4 (diff)
downloadkoopatlas-c1cd2955c3e9b1dbb7ea72c85f996a19ab37ea3b.tar.gz
koopatlas-c1cd2955c3e9b1dbb7ea72c85f996a19ab37ea3b.zip
the first version of map exporting
Diffstat (limited to '')
-rw-r--r--Sample/AnimatedDoodad.kpmap2
1 files changed, 1 insertions, 1 deletions
diff --git a/Sample/AnimatedDoodad.kpmap b/Sample/AnimatedDoodad.kpmap
index 93d22c0..d73e0dc 100644
--- a/Sample/AnimatedDoodad.kpmap
+++ b/Sample/AnimatedDoodad.kpmap
@@ -1 +1 @@
-{"layers": [{"paths": [], "nodes": [], "_t": "path_layer", "name": "Paths", "_visible": true}, {"_t": "doodad_layer", "name": "Doodads - Layer 1", "objects": [{"angle": 0, "_t": "doodad", "sourceRef": 0, "animations": [["Loop", "Sinusoidial", 600.0, "X Position", 0.0, 100.0], ["Reversible Loop", "Cosinoidial", 600.0, "Y Position", 0.0, 100.0]], "position": [282.0, 237.0], "size": [172.0, 184.0]}], "_visible": true}], "doodadDefinitions": [["BlackLevel", {"_t": "pixmap", "png": "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"}]], "nextLayerNumber": 2, "_t": "map_root"} \ No newline at end of file
+{"layers": [{"paths": [], "nodes": [], "_t": "path_layer", "name": "Paths", "_visible": true}, {"_t": "doodad_layer", "name": "Doodads - Layer 1", "objects": [{"angle": 0, "_t": "doodad", "sourceRef": 0, "animations": [["Loop", "Sinusoidial", 5000.0, "X Position", -400.0, 400.0], ["Loop", "Sinusoidial", 200.0, "Y Position", 10.0, -10.0], ["Reversible Loop", "Linear", 500.0, "Opacity", 80.0, 40.0]], "position": [282.0, 237.0], "size": [172.0, 184.0]}], "_visible": true}], "doodadDefinitions": [["BlackLevel", {"_t": "pixmap", "png": 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