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")
}]
blend_shape_mode = 0
shadow_mesh = SubResource("ArrayMesh_ima2j")

[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_mw52k"]
points = PackedVector3Array(0.499957, -0.0634921, 0.984105, 0.119088, -0.0317305, 0.888889, 0.119088, 0.031746, 0.888889, 0.119088, -0.0317305, 1.01586, 0.531706, 0.031746, 1.01586, 0.531706, 0.031746, 0.888889, 0.119088, 0.031746, 1.01586, 0.531706, -0.0317305, 0.888889, 0.404709, -0.0634921, 0.920644, 0.531706, -0.0317305, 1.01586)

[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_11h7q"]
points = PackedVector3Array(0.499991, -0.0634921, 0.984121, 0.404771, -1.01587, 0.920641, 0.404771, -1.01587, 0.984121, 0.400923, -0.025, 0.918076, 0.499991, -1.01587, 0.920641, 0.400923, -0.025, 0.986686, 0.499991, -1.01587, 0.984121, 0.499991, -0.0634921, 0.920641)

[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_slyyx"]
points = PackedVector3Array(-0.420554, -0.0634921, 0.984105, -0.515749, -0.0317305, 0.888889, -0.515749, 0.031746, 0.888889, 0.118923, -0.0317305, 0.888889, 0.118923, 0.031746, 1.01586, -0.515749, 0.031746, 1.01586, 0.118923, -0.0317305, 1.01586, 0.118923, 0.031746, 0.888889, -0.515749, -0.0317305, 1.01586, -0.484059, -0.0634921, 0.920644)

[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_ochhk"]
points = PackedVector3Array(-0.418076, -0.025, 0.986686, -0.484121, -1.01587, 0.920641, -0.484121, -1.01587, 0.984121, -0.486686, -0.025, 0.918076, -0.420641, -1.01587, 0.920641, -0.486686, -0.025, 0.986686, -0.418076, -0.025, 0.918076, -0.420641, -1.01587, 0.984121)

[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_7h4v6"]
points = PackedVector3Array(0.499957, -0.0634921, -0.920644, 0.119088, -0.0317305, -1.01586, 0.119088, 0.031746, -1.01586, 0.119088, -0.0317305, -0.888889, 0.531706, 0.031746, -0.888889, 0.531706, 0.031746, -1.01586, 0.119088, 0.031746, -0.888889, 0.531706, -0.0317305, -1.01586, 0.404709, -0.0634921, -0.984105, 0.531706, -0.0317305, -0.888889)

[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_46v2t"]
points = PackedVector3Array(0.499991, -0.0634921, -0.920641, 0.404771, -1.01587, -0.984121, 0.404771, -1.01587, -0.920641, 0.400923, -0.025, -0.986686, 0.499991, -1.01587, -0.984121, 0.400923, -0.025, -0.918076, 0.499991, -1.01587, -0.920641, 0.499991, -0.0634921, -0.984121)

[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_xp0vr"]
points = PackedVector3Array(-0.420554, -0.0634921, -0.920644, -0.515749, -0.0317305, -1.01586, -0.515749, 0.031746, -1.01586, 0.118923, -0.0317305, -1.01586, 0.118923, 0.031746, -0.888889, -0.515749, 0.031746, -0.888889, 0.118923, -0.0317305, -0.888889, 0.118923, 0.031746, -1.01586, -0.515749, -0.0317305, -0.888889, -0.484059, -0.0634921, -0.984105)

[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_dofq4"]
points = PackedVector3Array(-0.418076, -0.025, -0.918076, -0.484121, -1.01587, -0.984121, -0.484121, -1.01587, -0.920641, -0.486686, -0.025, -0.986686, -0.420641, -1.01587, -0.984121, -0.486686, -0.025, -0.918076, -0.418076, -0.025, -0.986686, -0.420641, -1.01587, -0.920641)

[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_hyic6"]
points = PackedVector3Array(0.531746, 0.031746, 0.888811, -0.515873, -0.031746, 0.0953158, -0.515873, 0.031746, 0.0953158, 0.531746, -0.031746, 0.0953158, -0.515873, -0.031746, 0.888811, -0.515873, 0.031746, 0.888811, 0.531746, 0.031746, 0.0953158, 0.531746, -0.031746, 0.888811)

[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_ujyek"]
points = PackedVector3Array(0.531746, 0.031746, 0.0951418, -0.515873, -0.031746, -0.888793, -0.515873, 0.031746, -0.888793, 0.531746, -0.031746, -0.888793, -0.515873, -0.031746, 0.0951418, -0.515873, 0.031746, 0.0951418, 0.531746, 0.031746, -0.888793, 0.531746, -0.031746, 0.0951418)

[node name="table1" type="RigidBody3D" groups=["moveable"]]
collision_layer = 32
collision_mask = 125
mass = 15.0
script = ExtResource("1_ui0ym")

[node name="Table1" type="MeshInstance3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
mesh = SubResource("ArrayMesh_30qo8")
skeleton = NodePath("")

[node name="CollisionShape3D10" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
shape = SubResource("ConvexPolygonShape3D_mw52k")

[node name="CollisionShape3D9" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
shape = SubResource("ConvexPolygonShape3D_11h7q")

[node name="CollisionShape3D8" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
shape = SubResource("ConvexPolygonShape3D_slyyx")

[node name="CollisionShape3D7" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
shape = SubResource("ConvexPolygonShape3D_ochhk")

[node name="CollisionShape3D6" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
shape = SubResource("ConvexPolygonShape3D_7h4v6")

[node name="CollisionShape3D5" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
shape = SubResource("ConvexPolygonShape3D_46v2t")

[node name="CollisionShape3D4" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
shape = SubResource("ConvexPolygonShape3D_xp0vr")

[node name="CollisionShape3D3" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
shape = SubResource("ConvexPolygonShape3D_dofq4")

[node name="CollisionShape3D2" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
shape = SubResource("ConvexPolygonShape3D_hyic6")

[node name="CollisionShape3D" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0)
shape = SubResource("ConvexPolygonShape3D_ujyek")