example.tscn

[gd_scene load_steps=12 format=4 uid="uid://dai1dsqliea1x"]

[ext_resource type="Script" path="res://addons/path_mesh_instance_3d/path_mesh_instance_3d.gd" id="1_rvhno"]

[sub_resource type="Curve3D" id="Curve3D_yi181"]
_data = {
"points": PackedVector3Array(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 3, 0, 0, 0, 0, 0, 0, 0, 0, 3, 1, 0, 0, 0, 0, 0, 0, 0, 3, 2, 0, 0, 0, 0, 0, 0, 0, 3, 3, 0),
"tilts": PackedFloat32Array(0, -0.736704, 0.75697, 0, -1.23114, -3.05607, -5)
}
point_count = 7

[sub_resource type="Gradient" id="Gradient_p6yc2"]
offsets = PackedFloat32Array(0.774359, 1)
colors = PackedColorArray(0, 0, 0, 1, 1, 0, 0.0166664, 1)

[sub_resource type="GradientTexture1D" id="GradientTexture1D_qpvil"]
gradient = SubResource("Gradient_p6yc2")

[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_fgp0s"]
diffuse_mode = 2
albedo_texture = SubResource("GradientTexture1D_qpvil")
uv1_scale = Vector3(0.9, 0.9, 0.9)
uv1_offset = Vector3(0.05, 0, 0)

[sub_resource type="ArrayMesh" id="ArrayMesh_ss77h"]
_surfaces = [{
"aabb": AABB(0, -0.0989489, -0.1, 3.09958, 3.09895, 0.2),
"attribute_data": 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"format": 34360258807,
"index_count": 462,
"index_data": PackedByteArray("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"),
"primitive": 3,
"uv_scale": Vector4(0, 0, 0, 0),
"vertex_count": 78,
"vertex_data": PackedByteArray("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")
}]

[sub_resource type="Curve3D" id="Curve3D_gh5a4"]
_data = {
"points": PackedVector3Array(-0.469296, -5.09094, -13.3216, 0.469, -1.739, 13.322, 2.258, 2.971, -3.213, 10.628, -1.762, -11.483, -10.6283, 1.08695, 11.4833, -0.0825818, 1.5763, 0.412233),
"tilts": PackedFloat32Array(0, 0)
}
point_count = 2

[sub_resource type="Gradient" id="Gradient_x3rik"]
offsets = PackedFloat32Array(0, 0.166667, 0.333333, 0.5, 0.666667, 0.833333, 1)
colors = PackedColorArray(1, 0, 0, 1, 1, 1, 0, 1, 0, 1, 0, 1, 0, 1, 1, 1, 0, 0, 1, 1, 1, 0, 1, 1, 1, 0, 0, 1)
metadata/_snap_enabled = true
metadata/_snap_count = 6

[sub_resource type="GradientTexture1D" id="GradientTexture1D_tyouh"]
gradient = SubResource("Gradient_x3rik")

[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_owrj0"]
cull_mode = 2
diffuse_mode = 2
albedo_texture = SubResource("GradientTexture1D_tyouh")

[sub_resource type="ArrayMesh" id="ArrayMesh_5cjki"]
_surfaces = [{
"aabb": AABB(-0.186118, 0.617927, -3.29392, 5.80284, 2.50137, 4.80257),
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")
}]

[node name="Node3D" type="Node3D"]

[node name="Path3D" type="Path3D" parent="."]
curve = SubResource("Curve3D_yi181")

[node name="PathMeshInstance3D" type="MeshInstance3D" parent="Path3D" node_paths=PackedStringArray("path_3d")]
material_override = SubResource("StandardMaterial3D_fgp0s")
mesh = SubResource("ArrayMesh_ss77h")
skeleton = NodePath("../..")
script = ExtResource("1_rvhno")
path_3d = NodePath("..")
sub_division_rule = 1
sub_division_max_stages = 1
width = 0.2
uv_path_length_normalized = 0
uv_line_mesh_around = 0
uv_line_mesh_height = 1

[node name="Path3D2" type="Path3D" parent="."]
curve = SubResource("Curve3D_gh5a4")

[node name="PathMeshInstance3D" type="MeshInstance3D" parent="Path3D2" node_paths=PackedStringArray("path_3d")]
material_override = SubResource("StandardMaterial3D_owrj0")
mesh = SubResource("ArrayMesh_5cjki")
script = ExtResource("1_rvhno")
path_3d = NodePath("..")
mesh_format = 4
width = 0.3

[node name="DirectionalLight3D" type="DirectionalLight3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 0.895277, 0.44551, 0, -0.44551, 0.895277, 0, 1.33636, 2.83585)