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cull_mode = 2
albedo_color = Color(0.906332, 0.906332, 0.906332, 1)
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")
}, {
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"attribute_data": PackedByteArray("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"),
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")
}]
blend_shape_mode = 0
shadow_mesh = SubResource("ArrayMesh_p4r60")

[node name="ValentineScene" type="Node3D"]
script = ExtResource("1_fbwwc")

[node name="XROrigin3D" parent="." instance=ExtResource("2_i3vfe")]

[node name="StartXR" parent="." instance=ExtResource("3_d0uvh")]

[node name="WorldGrabArea" parent="." instance=ExtResource("4_54g2v")]
gravity_space_override = 3
gravity = 0.0

[node name="CollisionShape3D" type="CollisionShape3D" parent="WorldGrabArea"]
shape = SubResource("BoxShape3D_gj4t1")

[node name="VoxelGI" type="VoxelGI" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 2.4, -3.27626)
subdiv = 0
size = Vector3(10, 5, 10)
data = ExtResource("5_lo6fo")
script = ExtResource("9_busdy")

[node name="WorldEnvironment" type="WorldEnvironment" parent="."]
environment = ExtResource("10_wr4yd")

[node name="ReverbArea" type="Area3D" parent="."]
reverb_bus_enabled = true
reverb_bus_name = &"Reverb"
reverb_bus_amount = 1.0

[node name="CollisionShape3D" type="CollisionShape3D" parent="ReverbArea"]
shape = SubResource("BoxShape3D_jwkgy")

[node name="Floor" type="MeshInstance3D" parent="."]
mesh = SubResource("PlaneMesh_gsjte")

[node name="Wall" type="MeshInstance3D" parent="Floor"]
transform = Transform3D(1, 0, 0, 0, -4.37114e-08, -1, 0, 1, -4.37114e-08, 0, 0, -8.20349)
mesh = SubResource("PlaneMesh_gsjte")

[node name="SpotLight3D" type="SpotLight3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 0.571688, 0.820471, 0, -0.820471, 0.571688, 0, 4.06392, -0.511663)
shadow_enabled = true
spot_range = 40.0

[node name="Arcane Source 2" parent="." instance=ExtResource("11_1bcu4")]
transform = Transform3D(-3.27835e-08, 0, -0.75, 0, 0.75, 0, 0.75, 0, -3.27835e-08, 3.33249, 0, -2.02237)

[node name="ProxyCollisionDetector" parent="." instance=ExtResource("12_8ub4t")]
source_particles_paths = Array[NodePath]([NodePath("../GPUParticles3D"), NodePath("../GPUParticles3D2")])

[node name="GPUParticlesCollisionSDF3D" type="GPUParticlesCollisionSDF3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.0781396, 1.59386, -3.07728)
size = Vector3(4, 4, 3)
bake_mask = 4293918721
texture = ExtResource("11_hn2bf")

[node name="GPUParticles3D" type="GPUParticles3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -4.40364, 1.523, -2.03293)
cast_shadow = 0
gi_mode = 2
amount = 500
lifetime = 6.75
randomness = 0.18
visibility_aabb = AABB(-100, -100, -100, 200, 200, 200)
transform_align = 2
trail_enabled = true
trail_lifetime = 0.5
process_material = SubResource("ParticleProcessMaterial_efdjr")
draw_pass_1 = ExtResource("12_qbtqr")

[node name="GPUParticles3D2" type="GPUParticles3D" parent="."]
transform = Transform3D(-1, 0, 8.74228e-08, 0, 1, 0, -8.74228e-08, 0, -1, 3.25566, 1.52311, -2.0325)
cast_shadow = 0
gi_mode = 2
amount = 500
lifetime = 5.5
randomness = 0.18
visibility_aabb = AABB(-100, -100, -100, 200, 200, 200)
transform_align = 2
trail_enabled = true
trail_lifetime = 0.5
process_material = ExtResource("13_0sy3c")
draw_pass_1 = ExtResource("12_qbtqr")

[node name="Target1" parent="." instance=ExtResource("22_edujp")]
transform = Transform3D(-1, 0, 8.74228e-08, 0, 1, 0, -8.74228e-08, 0, -1, -0.109229, 3.59648, -4.23545)

[node name="Flask" parent="Target1/Love Potion" index="0"]
layers = 4

[node name="Heart" parent="Target1/Love Potion/Flask" index="0"]
layers = 4

[node name="Star" parent="Target1/Love Potion/Flask" index="1"]
layers = 4

[node name="Star_001" parent="Target1/Love Potion/Flask" index="2"]
layers = 4

[node name="Star_002" parent="Target1/Love Potion/Flask" index="3"]
layers = 4

[node name="Star_003" parent="Target1/Love Potion/Flask" index="4"]
layers = 4

[node name="Target2" parent="." instance=ExtResource("15_0akd8")]
transform = Transform3D(0.75, 0, 0, 0, 0.75, 0, 0, 0, 0.75, -0.613242, 2.06385, -2.61652)

[node name="MeshInstance3D" parent="Target2" index="1"]
skeleton = NodePath("..")

[node name="Star Bulb" parent="Target2/Star bulb" index="0"]
layers = 4

[node name="Star" parent="Target2/Star bulb/Star Bulb" index="0"]
layers = 4

[node name="Target3" parent="." instance=ExtResource("15_0akd8")]
transform = Transform3D(0.75, 0, 0, 0, 0.75, 0, 0, 0, 0.75, 0.572697, 2.053, -2.54185)

[node name="Star Bulb" parent="Target3/Star bulb" index="0"]
layers = 4

[node name="Star" parent="Target3/Star bulb/Star Bulb" index="0"]
layers = 4

[node name="Manipulator0" parent="." groups=["manipulators"] instance=ExtResource("18_wecvv")]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 3.75019, -3.96693)

[node name="VisualAttractorSphere" parent="Manipulator0" instance=ExtResource("19_xjpkb")]
strength = 26.31
attenuation = 4.13335
radius = 3.0

[node name="Manipulator1" parent="." groups=["manipulators"] instance=ExtResource("18_wecvv")]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.0383019, 1.42738, -2.59085)

[node name="VisualAttractorSphere" parent="Manipulator1" instance=ExtResource("19_xjpkb")]
transform = Transform3D(1, 0, 0, 0, 0.707107, -0.707107, 0, 0.707107, 0.707107, 0, 0, 0)
strength = 6.84
attenuation = 3.13249
directionality = 1.0
radius = 1.3

[node name="MeshInstance3D" type="MeshInstance3D" parent="Manipulator1/VisualAttractorSphere"]
transform = Transform3D(1, 0, 0, 0, -4.37114e-08, 1, 0, -1, -4.37114e-08, 0, 0, -0.11962)
mesh = SubResource("PrismMesh_be80n")
skeleton = NodePath("")
surface_material_override/0 = SubResource("StandardMaterial3D_hyt1m")

[node name="Manipulator2" parent="." groups=["manipulators"] instance=ExtResource("18_wecvv")]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.00211065, 3.71723, -5.02046)

[node name="VisualAttractorSphere" parent="Manipulator2" instance=ExtResource("19_xjpkb")]
transform = Transform3D(1, 0, 0, 0, -4.37114e-08, 1, 0, -1, -4.37114e-08, 0, 0, 0)
strength = 39.61
attenuation = 1.46136
directionality = 1.0
radius = 2.0

[node name="MeshInstance3D" type="MeshInstance3D" parent="Manipulator2/VisualAttractorSphere"]
transform = Transform3D(1, 0, 0, 0, -4.37114e-08, 1, 0, -1, -4.37114e-08, 0, 0, -0.11962)
mesh = SubResource("PrismMesh_be80n")
skeleton = NodePath("")
surface_material_override/0 = SubResource("StandardMaterial3D_hyt1m")

[node name="AmbientParticles" parent="." instance=ExtResource("19_ssw3h")]

[node name="LevelSelect3D" parent="." instance=ExtResource("20_l6q7q")]
transform = Transform3D(-1, 0, -8.74228e-08, 0, 1, 0, 8.74228e-08, 0, -1, 0, 1.7136, 2.92117)

[node name="Pipes" parent="." instance=ExtResource("20_dn0uk")]
transform = Transform3D(3, 0, 0, 0, 3, 0, 0, 0, 3, -6.23829, 2.38419e-07, -3.4459)

[node name="Light Segment" parent="Pipes" index="0"]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.612772, 0.731119, 0.457281)

[node name="Pipe Connector" parent="Pipes" index="1"]
transform = Transform3D(-1.31134e-07, 3, -1.31134e-07, 0, -1.31134e-07, -3, -3, -1.31134e-07, 5.73206e-15, 0.45822, 0.913214, -0.259165)

[node name="Pipe Segment" parent="Pipes" index="2"]
transform = Transform3D(-4.37114e-08, -1, 0, 1, -4.37114e-08, 0, 0, 0, 1, 1.50575, 1.4942, -0.581697)

[node name="Pipe Segment 90" parent="Pipes" index="3"]
transform = Transform3D(-4.37114e-08, 0, 1, 0, 1, 0, -1, 0, -4.37114e-08, 0.615002, 1.3479, 0.454257)

[node name="T Pipe Segment" parent="Pipes" index="4"]
transform = Transform3D(1, 0, 4.37114e-08, -4.37114e-08, 1.91069e-15, 1, 0, -1, 1.91069e-15, 0.615232, 1.4923, -0.580647)

[node name="Broken Pipe" parent="Pipes" index="5"]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.616053, 0.47833, 0.459138)

[node name="Pipe Segment Split" parent="Pipes" index="6"]
transform = Transform3D(0.999957, 0.00925011, 0, -0.00925011, 0.999957, 0, 0, 0, 1, 0.612797, -0.265908, 0.463929)

[node name="Pipe Segment 91" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(-4.37114e-08, 1, -4.37114e-08, 0, -4.37114e-08, -1, -1, -4.37114e-08, 1.91069e-15, 2.61936, 1.4933, -0.579223)
mesh = SubResource("ArrayMesh_bwvdg")
skeleton = NodePath("")

[node name="Light Segment2" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(0.999991, 0, 0.00422368, 0, 1, 0, -0.00422368, 0, 0.999991, 0.61305, 0.253352, 0.462031)
mesh = SubResource("ArrayMesh_ywi2y")
skeleton = NodePath("")

[node name="Light Segment3" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(1, 0, 0, 0, -4.37114e-08, -1, 0, 1, -4.37114e-08, 2.76471, 1.4933, -1.35104)
mesh = SubResource("ArrayMesh_ywi2y")
skeleton = NodePath("")

[node name="Light Segment4" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(-4.37114e-08, 1, -4.37114e-08, 0, -4.37114e-08, -1, -1, -4.37114e-08, 1.91069e-15, 2.03695, 1.4933, -0.5837)
mesh = SubResource("ArrayMesh_ywi2y")
skeleton = NodePath("")

[node name="Pipe Segment2" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(-0.00144862, 4.37747e-08, 0.999999, 0.999999, -4.3648e-08, 0.00144862, 4.37114e-08, 1, -4.37114e-08, 0.620261, 1.4942, -1.42325)
mesh = SubResource("ArrayMesh_eijwi")
skeleton = NodePath("")

[node name="Pipe Segment3" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(1.91069e-15, 4.37114e-08, 1, 1, -4.37114e-08, 0, 4.37114e-08, 1, -4.37114e-08, 2.76272, 1.4942, -1.95421)
mesh = SubResource("ArrayMesh_eijwi")
skeleton = NodePath("")

[node name="Pipe Segment4" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(-1.31134e-07, -3, 0, 3, -1.31134e-07, 0, 0, 0, 3, 2.07539, 0.907242, -0.259842)
mesh = SubResource("ArrayMesh_eijwi")
skeleton = NodePath("")

[node name="Pipe Segment Split2" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(0.999957, 0.00925011, 0, -0.00925011, 0.999957, 0, 0, 0, 1, 2.2697, -0.0507845, 0.289026)
mesh = SubResource("ArrayMesh_iwan1")
skeleton = NodePath("")

[node name="Light Segment5" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(0.999991, 0, 0.00422368, 0, 1, 0, -0.00422368, 0, 0.999991, 2.26995, 0.468476, 0.287128)
mesh = SubResource("ArrayMesh_ywi2y")
skeleton = NodePath("")

[node name="Pipe Segment Split3" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(0.999957, 0.00925011, 0, -0.00925011, 0.999957, 0, 0, 0, 1, 1.87704, -0.0507845, 0.289026)
mesh = SubResource("ArrayMesh_iwan1")
skeleton = NodePath("")

[node name="Light Segment6" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(0.999991, 0, 0.00422368, 0, 1, 0, -0.00422368, 0, 0.999991, 1.87729, 0.468476, 0.287128)
mesh = SubResource("ArrayMesh_ywi2y")
skeleton = NodePath("")

[node name="Pipe Connector2" type="MeshInstance3D" parent="Pipes"]
transform = Transform3D(-1.31134e-07, 3, -1.31134e-07, 0, -1.31134e-07, -3, -3, -1.31134e-07, 5.73206e-15, 3.70146, 0.913214, -0.259165)
mesh = SubResource("ArrayMesh_n7qi3")
skeleton = NodePath("")

[editable path="Target1"]
[editable path="Target1/Love Potion"]
[editable path="Target2"]
[editable path="Target2/Star bulb"]
[editable path="Target3"]
[editable path="Target3/Star bulb"]
[editable path="Pipes"]