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"),
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"),
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"name": "spike_selector.001",
"primitive": 3,
"uv_scale": Vector4(0, 0, 0, 0),
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")
}]
blend_shape_mode = 0
shadow_mesh = SubResource("ArrayMesh_srihq")
[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_0qq6h"]
resource_local_to_scene = true
resource_name = "led"
transparency = 1
cull_mode = 2
albedo_color = Color(0.9063318, 0.021632625, 0, 1)
roughness = 0.42156863
emission_enabled = true
emission = Color(1, 0.11611838, 0.10149235, 1)
emission_energy_multiplier = 1.8256651
[sub_resource type="ArrayMesh" id="ArrayMesh_tj5us"]
_surfaces = [{
"aabb": AABB(-0.122407965, -0.12350533, -0.101410404, 0.2458551, 0.2904519, 0.20282081),
"format": 34896613377,
"index_count": 528,
"index_data": PackedByteArray("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"),
"name": "led",
"primitive": 3,
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")
}]
blend_shape_mode = 0
shadow_mesh = SubResource("ArrayMesh_cwudp")
[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_d3k76"]
resource_name = "white"
cull_mode = 2
roughness = 0.5
[sub_resource type="ArrayMesh" id="ArrayMesh_fkb3o"]
_surfaces = [{
"aabb": AABB(-0.2715232, -0.1219881, -0.077088825, 0.3935113, 0.2439762, 0.14272606),
"format": 34896613377,
"index_count": 4608,
"index_data": 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}]
blend_shape_mode = 0
shadow_mesh = SubResource("ArrayMesh_fkb3o")
[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_t6nxl"]
resource_name = "black"
cull_mode = 2
albedo_color = Color(0, 0, 0, 1)
roughness = 0.5
[sub_resource type="ArrayMesh" id="ArrayMesh_iu447"]
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"aabb": AABB(-0.22701995, -0.07361672, -0.041362498, 0.30063668, 0.14723344, 0.12293993),
"format": 34896613377,
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}]
blend_shape_mode = 0
shadow_mesh = SubResource("ArrayMesh_iu447")
[sub_resource type="BoxShape3D" id="BoxShape3D_3c2fg"]
size = Vector3(0.775, 1.3776855, 0.625)
[sub_resource type="BoxShape3D" id="BoxShape3D_6v0hg"]
[sub_resource type="Animation" id="Animation_0lt3b"]
length = 0.001
tracks/0/type = "value"
tracks/0/imported = false
tracks/0/enabled = true
tracks/0/path = NodePath("CollisionShape3D:position")
tracks/0/interp = 1
tracks/0/loop_wrap = true
tracks/0/keys = {
"times": PackedFloat32Array(0),
"transitions": PackedFloat32Array(1),
"update": 0,
"values": [Vector3(-0.024642944, -0.31237602, -0.08962953)]
}
[sub_resource type="Animation" id="Animation_t61ag"]
resource_name = "idle"
length = 4.0
loop_mode = 1
tracks/0/type = "value"
tracks/0/imported = false
tracks/0/enabled = true
tracks/0/path = NodePath("CollisionShape3D:position")
tracks/0/interp = 1
tracks/0/loop_wrap = true
tracks/0/keys = {
"times": PackedFloat32Array(-6.6, 0, 0.5, 1, 1.5, 2, 2.5, 3, 3.5, 4),
"transitions": PackedFloat32Array(1, 1, 1, 1, 1, 1, 1, 1, 1, 1),
"update": 0,
"values": [Vector3(-0.024642944, 0.05894783, -0.08962953), Vector3(-0.024642944, -0.31237602, -0.08962953), Vector3(-0.024642944, 0.07943559, -0.08962953), Vector3(-0.024642944, -0.31237602, -0.08962953), Vector3(-0.024642944, 0.07943559, -0.08962953), Vector3(-0.024642944, -0.31237602, -0.08962953), Vector3(-0.024642944, 0.07943559, -0.08962953), Vector3(-0.024642944, -0.31237602, -0.08962953), Vector3(-0.024642944, 0.07943559, -0.08962953), Vector3(-0.024642944, -0.31237602, -0.08962953)]
}
[sub_resource type="AnimationLibrary" id="AnimationLibrary_yq1vu"]
_data = {
&"RESET": SubResource("Animation_0lt3b"),
&"idle": SubResource("Animation_t61ag")
}
[node name="Alien" type="CharacterBody3D"]
collision_layer = 8
collision_mask = 3
script = ExtResource("1_t61ag")
[node name="MeshInstance3D" type="MeshInstance3D" parent="."]
[node name="Cube_076" type="MeshInstance3D" parent="MeshInstance3D"]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.062768936, -0.12709707, -0.1317079)
mesh = SubResource("ArrayMesh_t61ag")
skeleton = NodePath("")
[node name="Cylinder_032" type="MeshInstance3D" parent="MeshInstance3D"]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.012439251, 0.19253027, -0.14279604)
mesh = SubResource("ArrayMesh_0lt3b")
skeleton = NodePath("")
[node name="Cylinder_035" type="MeshInstance3D" parent="MeshInstance3D"]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.012439251, 0.19253027, -0.14279604)
mesh = SubResource("ArrayMesh_yq1vu")
skeleton = NodePath("")
[node name="Plane_035" type="MeshInstance3D" parent="MeshInstance3D"]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.011998653, -0.07356274, 0.07891297)
mesh = SubResource("ArrayMesh_cc7q7")
skeleton = NodePath("")
[node name="Plane_036" type="MeshInstance3D" parent="MeshInstance3D"]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.013932705, -0.05916339, 0.08327937)
mesh = SubResource("ArrayMesh_veodw")
skeleton = NodePath("")
[node name="CollisionShape3D" type="CollisionShape3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.024642944, -0.31237602, -0.08962953)
shape = SubResource("BoxShape3D_3c2fg")
[node name="RayCast3D" parent="." instance=ExtResource("2_0lt3b")]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -0.5198798, 0)
[node name="InteractionChecker" type="Area3D" parent="."]
collision_layer = 0
[node name="CollisionShape3D" type="CollisionShape3D" parent="InteractionChecker"]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.0029633045, 0)
shape = SubResource("BoxShape3D_6v0hg")
[node name="RayCast3D2" parent="." instance=ExtResource("3_yq1vu")]
[node name="AnimationPlayer" type="AnimationPlayer" parent="."]
libraries = {
&"": SubResource("AnimationLibrary_yq1vu")
}
autoplay = "idle"
[node name="Label3D" type="Label3D" parent="."]
transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.7864695, -0.07333246)
billboard = 1
text = "Interagieren
(t / Enter)"
font = ExtResource("4_0lt3b")
outline_size = 4
width = 80.0
[connection signal="body_entered" from="InteractionChecker" to="." method="_on_interaction_checker_body_entered"]
[connection signal="body_exited" from="InteractionChecker" to="." method="_on_interaction_checker_body_exited"]